From 67908fee9b80213ad26cb189968e5abe668bb2ac Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Mon, 6 Nov 2023 16:01:42 +0100 Subject: [PATCH 01/37] update the introdction example to use the demo datafiles --- docs/examples.rst | 27 +----- examples/introduction_example.py | 151 ++++++++++++------------------- 2 files changed, 62 insertions(+), 116 deletions(-) diff --git a/docs/examples.rst b/docs/examples.rst index 56ffad1e..84d8088b 100644 --- a/docs/examples.rst +++ b/docs/examples.rst @@ -4,33 +4,14 @@ Examples .. contents:: Table of Contents -Some examples to get you started. +The following examples can be used to get you started using the basic functionallities +of the toolkit. These examples are making use of the demo data files that are comes with the toolkit. -Making a Dataset -==================== +Making a Dataset and inspecting it +======================================== .. literalinclude:: ../examples/introduction_example.py :language: python - :linenos: - :lines: 20-70 - - -Extracting a Station -==================== - -.. literalinclude:: ../examples/introduction_example.py - :language: python - :linenos: - :lines: 100-122 - - -Writing to a file -==================== - -.. literalinclude:: ../examples/introduction_example.py - :language: python - :linenos: - :lines: 126-139 Physiography information diff --git a/examples/introduction_example.py b/examples/introduction_example.py index c31a6f68..8d5c6811 100644 --- a/examples/introduction_example.py +++ b/examples/introduction_example.py @@ -1,144 +1,109 @@ #!/usr/bin/env python3 # -*- coding: utf-8 -*- """ -Created on Fri Sep 23 12:01:35 2022 +Introduction example script @author: thoverga """ -import os -from pathlib import Path -main_folder = Path(__file__).resolve().parents[1] -testdata_file = os.path.join( - str(main_folder), "tests", "test_data", "vlinderdata_small.csv" -) -metadata = os.path.join(str(main_folder), "static_data", "vlinder_metadata.csv") -templatefile = os.path.join( - str(main_folder), - "metobs_toolkit", - "data_templates", - "template_defaults", - "default_template.csv", -) - -import sys - -sys.path.append(str(main_folder)) +# This is an introduction to get started with the MetObs toolkit. Once the MetObs toolkit package is installed, +# you can import its functionality by: import metobs_toolkit - # ============================================================================= # Dataset # ============================================================================= # A dataset is a collection of all observational data. Most of the methods are -# applied directly on a dataset. Always start by initializing a dataset object: +# applied directly on a dataset. Start by creating an empty dataset object: -aug_2020_all_vlinders = metobs_toolkit.Dataset() +your_dataset = metobs_toolkit.Dataset() -# All default observationtypes present in the MetObs toolkit can be shown by: -print(metobs_toolkit.observation_types) +# The most relevant attributes of a Dataset are: +# * .df --> a pandas DataFrame where all the observation data is stored +# * .metadf --> a pandas DataFrame where all the metadata for each station is stored +# * .settings --> a Settings object to store all specific settings. +# * .missing_obs and .gaps --> here the missing records and gaps are stored if present. +# Note that each Dataset will be equipped with the default settings. -# we created an dataset and stored in under the variable 'aug_2020_all_vlinder'. -# The show function prints out an overview of data in the dataset: -aug_2020_all_vlinders.show() # or .get_info() -# ============================================================================= -# Importing data -# ============================================================================= +# We created a dataset and stored in under the variable 'aug_2020_all_vlinder'. +# The show function prints out an overview of data in the dataset: +your_dataset.show() # or .get_info() -# To import data, you must specify where your data (and additional templates) are. -# All this information is stored in the Settings of a dataset. To get an overview -# of all the settings: -aug_2020_all_vlinders.show_settings() -# you can see that the settings contain default values. But there are no default -# values for where your data is. So you have to update the settings. +# TIP: to get an extensive overview of an object, call the .show() method on it. -# Start by updating the settings of your dataset so it knows here the data files are: +# ============================================================================= +# Importing data +# ============================================================================= -aug_2020_all_vlinders.update_settings( - input_data_file=testdata_file, # A demo data file, downloaded with brian tool: https://vlinder.ugent.be/vlinderdata/multiple_vlinders.php - input_metadata_file=metadata, - output_folder="/home/$USER/output/", - template_file=templatefile, -) +# To import your data into a Dataframe, the following files are required: +# * data file: This is the csv file containing the observations +# * (optional) metadata file: The csv file containing metadata for each station. +# * template file: This is a csv file that is used to interpret your data file, and metadata file if present. -# ---------------- Importing from CSV file ------------------------------- +# In practice you need to start by creating a template file for your data. More +# information on the creation of the template can be found in documentation +# (under "Mapping to the toolkit"). +# TIP: Use the template assistant of the toolkit for creating a template file by using: -# The dataset is initiated but still empty. Filling it with the data from a csv file is simply done by: +# metobs_toolkit.build_template_prompt() -aug_2020_all_vlinders.import_data_from_file() # Rember that you added the input file in the settings object, this file will be used. -# Now the dataset is filled with your data. -aug_2020_all_vlinders.show() +# To import data, you must specify the paths to your data, metadata and template are. +# For this example we use the demo data, metadata and template that comes with +# the toolkit. -# ---------------- Importing from Database ------------------------------- +your_dataset.update_settings( + input_data_file=metobs_toolkit.demo_datafile, # path to the data file + input_metadata_file=metobs_toolkit.demo_metadatafile, + template_file=metobs_toolkit.demo_template, +) -# First of all, make shure that your VNP connection (UGent) is on, or you ar working from within the Ugent !!! -# 4. Updating DB settings -# To extract data directly from the database you need an active UGent VNP connection (or from inside the UGent) -# To connect to the database you need a specific login and password. (Contact Thomas (thomas.vergauwen@meteo.be) for this account.) +# The settings of your dataset are updated with the required paths. Now the data can +# be imported into your empty Dataset. +your_dataset.import_data_from_file() -# The user and password are extracted from the environment-variables: VLINDER_DB_USER_NAME and VLINDER_DB_USER_PASW +#%% +# ============================================================================= +# Inspecting the Data +# ============================================================================= -# If this is done correctly than the user and password should appear when running settings.show() +# To get an overview of the data stored in your dataset you can use +your_dataset.show() -# We have to start by first making an (empty) dataset -# sept_2022_all_vlinders = metobs_toolkit.Dataset() +# If you want to inspect the data in your dataset directly, you can take a look at the .df attribute +print(your_dataset.df.head()) +# equivalent for the metadata +print(your_dataset.metadf.head()) -# We need to specify the start-moment and end-moment for this period. To do this we need to import the datetime module (base python module) -# from datetime import datetime -# To get the data it is a simple as: -# sept_2022_all_vlinders.import_data_from_database(start_datetime=datetime(2022, 9,1), # 2022/09/01 00:00:00 -# end_datetime=datetime(2022,9,2,12,45)) #2022/09/25 12:45:00 +# Generationg timeseries of a Dataset is easily done by: +your_dataset.make_plot(obstype='temp') #This is a basic timeseries plot of the temperatures # ============================================================================= -# Analysing one station +# Inspecting one station # ============================================================================= # if you are interested in one station, you can extract all the info for that one station from the dataset by: -favorite_station = aug_2020_all_vlinders.get_station(stationname="vlinder02") - -# the variable favorite_station now contains all info about that station. If you would like to have the observation in a tabular form (pandas dataframe): - -observations = favorite_station.df - -print(observations.head()) - - -# Or you can make a timeseries plot for a field of chose: - -favorite_station.make_plot(obstype="temp") +favorite_station = your_dataset.get_station(stationname="vlinder02") -# You can extract attributes from the station: +#Favorite station now contains all the info of that one station. All methods +#that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can: -temperature = favorite_station.df["temp"] +print(favorite_station.df.head()) - -# ============================================================================= -# Writing to a file -# ============================================================================= - -# to write the dataset to a file, specify an outputfolder first. The data will be written there. -aug_2020_all_vlinders.update_settings(output_folder=os.getcwd()) - - -# To write the output to a file the following function can be used: -aug_2020_all_vlinders.write_to_csv( - filename="testdata.csv", - include_outliers=True, - add_final_labels=True, - use_tlk_obsnames=True, -) +# Or you can make a timeseries plot for a field of choice: +favorite_station.make_plot(obstype="humidity", + colorby='label') #colors indicate the label of an observation. From 74b50ccaa4f3f256812221f6521dfa42729ae586 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Mon, 6 Nov 2023 17:08:05 +0100 Subject: [PATCH 02/37] update the lcz example --- docs/examples.rst | 13 ---- examples/introduction_example.py | 2 +- examples/lcz_example.py | 130 +++++++++++++++---------------- 3 files changed, 64 insertions(+), 81 deletions(-) diff --git a/docs/examples.rst b/docs/examples.rst index 84d8088b..b72a6e12 100644 --- a/docs/examples.rst +++ b/docs/examples.rst @@ -19,8 +19,6 @@ Physiography information .. literalinclude:: ../examples/lcz_example.py :language: python - :linenos: - :lines: 44-95 Applying Qualitycontrol @@ -31,10 +29,6 @@ Applying Qualitycontrol :linenos: :lines: 21-159 -Making spatial plots -======================== -TODO: make example - Making timeseries plots ======================== @@ -44,10 +38,3 @@ Making timeseries plots :linenos: :lines: 46-102 -Making spatial plots -======================== - -.. literalinclude:: ../examples/plotting_example.py - :language: python - :linenos: - :lines: 104-123 diff --git a/examples/introduction_example.py b/examples/introduction_example.py index 8d5c6811..294e6a93 100644 --- a/examples/introduction_example.py +++ b/examples/introduction_example.py @@ -1,7 +1,7 @@ #!/usr/bin/env python3 # -*- coding: utf-8 -*- """ -Introduction example script +Introduction example script. @author: thoverga """ diff --git a/examples/lcz_example.py b/examples/lcz_example.py index ffe4a459..580d86bf 100644 --- a/examples/lcz_example.py +++ b/examples/lcz_example.py @@ -1,112 +1,108 @@ #!/usr/bin/env python3 # -*- coding: utf-8 -*- """ -Created on Fri Sep 23 12:01:35 2022 +Example script on GEE interactions. @author: thoverga """ -import os -from pathlib import Path - -main_folder = Path(__file__).resolve().parents[1] -testdata_file = os.path.join( - str(main_folder), "tests", "test_data", "vlinderdata_small.csv" -) -metadata = os.path.join(str(main_folder), "static_data", "vlinder_metadata.csv") - - -# import sys -# sys.path.append(str(main_folder)) - - import metobs_toolkit -# %% # ============================================================================= -# Import data +# Import data (See previous example script for explanations) # ============================================================================= - - -# 1. Importing a dataset containing mulitple different stations is a function in the Dataset class. First we need to initiate a Dataset with a name of choise. -aug_2020_all_vlinders = metobs_toolkit.Dataset() -aug_2020_all_vlinders.update_settings( - input_data_file=testdata_file, # A demo data file, downloaded with brian tool: https://vlinder.ugent.be/vlinderdata/multiple_vlinders.php - input_metadata_file=metadata, +your_dataset = metobs_toolkit.Dataset() +your_dataset.update_settings( + input_data_file=metobs_toolkit.demo_datafile, # path to the data file + input_metadata_file=metobs_toolkit.demo_metadatafile, + template_file=metobs_toolkit.demo_template, ) -# Coordinates needed to extract LCZ! -aug_2020_all_vlinders.import_data_from_file() +your_dataset.import_data_from_file() -# The metadata is stored in the metadf attribute: -print(aug_2020_all_vlinders.metadf.head()) +# ============================================================================= +# Using the Google Earth Engine +# ============================================================================= -# you can see that there is no LCZ information yet. Als long as the coordinates are present, the lcz can be extracted. +# The Google Earth Engine (GEE) is used to extract geospatial information at the +# locations of the stations. +# To make use of the GEE, you need to setup a google developers account (free of charge). +# The details and steps are documented at the following page: https://vergauwenthomas.github.io/MetObs_toolkit/gee_authentication.html# + +# Follow the steps on the 'Using Google Earth Engine' page and then continue. # ============================================================================= -# Get LCZ +# Extracting LCZ from GEE # ============================================================================= +# The metadata of your stations is stored in the .metadf attribute of your dataset. -# To use the LCZ functions, you need a google develeopers account to make use of google earth engine (gee). -# Creating first such an account, thans simply use this function to extract the LCZ for all stations in your metadata +print(your_dataset.metadf) -lcz_values = aug_2020_all_vlinders.get_lcz() +# In order to extract geospatial information for you stations, the lat and lon (latitude and longitude) +# of your stations must be present in the metadf. If so, than geospatial +# information will be extracted from GEE at these locations. -print(lcz_values) -# Now the metadata is updated with lcz information for each station in the 'lcz' column: -print(aug_2020_all_vlinders.metadf.head()) +# To extract the Local Climate Zones (LCZ's) of your stations: +lcz_values = your_dataset.get_lcz() + +# The first time, in each session, you are asked to authenticated by Google. +# Select your google account and billing project that you have set up and accept +# the terms of condition. +# NOTE: For small datarequest the read-only scopes are sufficient, for large +# datarequests this is insufficient because the data will be written directly to your google Drive. -# ============================================================================= -# Analysing LCZ -# ============================================================================= -# You can recompute the lcz for all stations by calling the get_lcz function on the metadata. +# The LCZ's for all your stations are extracted +print(lcz_values) +# and the lcz column in your metadata of your dataset is updated +print(your_dataset.metadf['lcz'].head()) -# To make a geospatial map of the LCZ of all stations: -aug_2020_all_vlinders.make_geo_plot(variable="lcz") +# To make a geospatial plot you can use the following method: +your_dataset.make_geo_plot(variable="lcz") # ============================================================================= -# Other physiography +# Other geospatial info # ============================================================================= -# it is possible to extract the landcover fractions of all stations. This is done -# by defining a radius in meters to create a circular buffer around each station. - -# You can select to aggregate the landcoverclasses to water - pervious and impervious, -# or set aggregation to false to extract the landcoverclasses as present in the worldcover dataset. - -# aggregated -agg_landcover = aug_2020_all_vlinders.get_landcover( - buffers=[100, 250], # in meters - overwrite=True, - aggregate=True -) +# Similar as LCZ extraction you can extract the altitude of the stations (from +# a digital elevation model): -print(agg_landcover) +altitudes = your_dataset.get_altitude() #The altitudes are in meters above sea level. -# (the metadata is updated as well) -print(aug_2020_all_vlinders.metadf) +# A more detailed description of the landcover/land use in the microenvironment +# can be extracted in the form of landcover fractions in a circular buffer for each station. -# one can also extract the elevation for all stations from a DEM dataset. The syntax is the same -# as for the LCZ - +# You can select to aggregate the landcoverclasses to water - pervious and impervious, +# or set aggregation to false to extract the landcoverclasses as present in the worldcover_10m dataset. -altitude = aug_2020_all_vlinders.get_altitude() +aggregated_landcover = your_dataset.get_landcover( + buffers=[100, 250], # a list of bufferradii in meters + aggregate=True #if True, aggregate landcover classes to the water, pervious and impervious. + ) -print(altitude) # altitude in meters +print(aggregated_landcover) # ============================================================================= # Interactive plotting a GEE dataset # ============================================================================= +# You can make an interactive spatial plot to visualize the stations spatially. +# This is done by creating an html file, that can be opened in your browser. + +# First specify the location you want to save the plot +import os +spatial_plot_file= os.path.join(os.getcwd(), 'example_spatial_plot.html') +print(spatial_plot_file) + + # To make an interactive plot of a GEE dataset one can use the following function: +your_dataset.make_gee_plot(gee_map='worldcover', + save=True, + outputfile =spatial_plot_file + ) -aug_2020_all_vlinders.make_gee_plot(gee_map = 'worldcover', - show_stations = True, - save=False, - ) From 965b6a65869d55ea0cb63ce4046608062328dfec Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Tue, 7 Nov 2023 13:59:11 +0100 Subject: [PATCH 03/37] add nbsphinx to extensions --- docs/conf.py | 1 + 1 file changed, 1 insertion(+) diff --git a/docs/conf.py b/docs/conf.py index 98f8a8ad..fac4cfbf 100644 --- a/docs/conf.py +++ b/docs/conf.py @@ -65,6 +65,7 @@ "sphinx.ext.autosummary", # Create neat summary tables "myst_parser", # for including md files (readme) "sphinx.ext.autosectionlabel", #for cross linking + "nbsphinx", #to render the notebook examples in the doc ] From 8a1a7ec578d3d89142194db5632cbc1dfc086a22 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Tue, 7 Nov 2023 14:19:41 +0100 Subject: [PATCH 04/37] examples in seperate folder --- docs/examples.rst | 40 ---------------------------------------- docs/index.rst | 4 ++-- 2 files changed, 2 insertions(+), 42 deletions(-) delete mode 100644 docs/examples.rst diff --git a/docs/examples.rst b/docs/examples.rst deleted file mode 100644 index b72a6e12..00000000 --- a/docs/examples.rst +++ /dev/null @@ -1,40 +0,0 @@ -******************* -Examples -******************* -.. contents:: Table of Contents - - -The following examples can be used to get you started using the basic functionallities -of the toolkit. These examples are making use of the demo data files that are comes with the toolkit. - -Making a Dataset and inspecting it -======================================== - -.. literalinclude:: ../examples/introduction_example.py - :language: python - - -Physiography information -======================== - -.. literalinclude:: ../examples/lcz_example.py - :language: python - - -Applying Qualitycontrol -======================== - -.. literalinclude:: ../examples/qualitycontrol_example.py - :language: python - :linenos: - :lines: 21-159 - - -Making timeseries plots -======================== - -.. literalinclude:: ../examples/plotting_example.py - :language: python - :linenos: - :lines: 46-102 - diff --git a/docs/index.rst b/docs/index.rst index bc0d8886..958b9454 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -3,11 +3,11 @@ Welcome to MetObs-Toolkit's documentation! ------------------------------------------- .. toctree:: - :maxdepth: 1 + :maxdepth: 2 intro + examples/index template_mapping - examples gee_authentication special_topics gui From 574e53bae7111c00ac10b64df67a994f5e51da5c Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Tue, 7 Nov 2023 14:23:39 +0100 Subject: [PATCH 05/37] converted examples into notebooks --- .../doc_example-checkpoint.ipynb | 672 ++++++++ .../doc_example-checkpoint.ipynb | 672 ++++++++ .../gee_example-checkpoint.ipynb | 1448 +++++++++++++++++ .../qc_example-checkpoint.ipynb | 717 ++++++++ docs/examples/doc_example.ipynb | 672 ++++++++ docs/examples/gee_example.ipynb | 1448 +++++++++++++++++ docs/examples/index.rst | 10 + docs/examples/qc_example.ipynb | 717 ++++++++ .../doc_example-checkpoint.ipynb | 174 ++ examples/introduction_example.py | 109 -- examples/lcz_example.py | 108 -- examples/qualitycontrol_example.py | 197 --- metobs_toolkit/dataset.py | 4 + 13 files changed, 6534 insertions(+), 414 deletions(-) create mode 100644 docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb create mode 100644 docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb create mode 100644 docs/examples/.ipynb_checkpoints/gee_example-checkpoint.ipynb create mode 100644 docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb create mode 100644 docs/examples/doc_example.ipynb create mode 100644 docs/examples/gee_example.ipynb create mode 100644 docs/examples/index.rst create mode 100644 docs/examples/qc_example.ipynb create mode 100644 examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb delete mode 100644 examples/introduction_example.py delete mode 100644 examples/lcz_example.py delete mode 100644 examples/qualitycontrol_example.py diff --git a/docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb b/docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb new file mode 100644 index 00000000..f2d7c6b4 --- /dev/null +++ b/docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb @@ -0,0 +1,672 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "d87ff982-1540-4794-830f-146992df5aa4", + "metadata": { + "tags": [] + }, + "source": [ + "# Demo example\n", + " \n", + "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that are comes with the toolkit.\n", + "Once the MetObs toolkit package is installed, you can import its functionality by:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", + "metadata": {}, + "outputs": [], + "source": [ + "import metobs_toolkit" + ] + }, + { + "cell_type": "markdown", + "id": "55faab4a-537b-4028-9adf-890746c4b8c0", + "metadata": {}, + "source": [ + "## The Dataset\n", + "\n", + "A dataset is a collection of all observational data. Most of the methods are\n", + "applied directly on a dataset. Start by creating an empty dataset object:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset = metobs_toolkit.Dataset()" + ] + }, + { + "cell_type": "markdown", + "id": "d088aba9-2a00-4030-8395-01792094c737", + "metadata": {}, + "source": [ + "The most relevant attributes of a Dataset are:\n", + " * .df --> a pandas DataFrame where all the observation data is stored\n", + " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", + " * .settings --> a Settings object to store all specific settings.\n", + " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", + "\n", + "Note that each Dataset will be equipped with the default settings.\n", + "\n", + "\n", + "We created a dataset and stored in under the variable 'your_dataset'.\n", + "The show function prints out an overview of data in the dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Empty instance of a Dataset.\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "No outliers.\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "No metadata is found.\n" + ] + } + ], + "source": [ + "your_dataset.show() # or .get_info()" + ] + }, + { + "cell_type": "markdown", + "id": "34273a79-477d-4c04-ba59-65a677adfe25", + "metadata": {}, + "source": [ + "TIP: to get an extensive overview of an object, call the .show() method on it." + ] + }, + { + "cell_type": "markdown", + "id": "60edb538-7a11-4745-9514-94f9d577cd9c", + "metadata": {}, + "source": [ + "\n", + "## Importing data\n", + "\n", + "\n", + "To import your data into a Dataframe, the following files are required:\n", + "* data file: This is the csv file containing the observations\n", + "* (optional) metadata file: The csv file containing metadata for each station.\n", + "* template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", + "\n", + "In practice you need to start by creating a template file for your data. More\n", + "information on the creation of the template can be found in documentation\n", + "(under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", + "\n", + "TIP: *Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.*\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", + "metadata": {}, + "outputs": [], + "source": [ + "# metobs_toolkit.build_template_prompt()" + ] + }, + { + "cell_type": "markdown", + "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", + "metadata": {}, + "source": [ + "To import data, you must specify the paths to your data, metadata and template are.\n", + "For this example we use the demo data, metadata and template that comes with\n", + "the toolkit." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "dd390074-8b96-4ddb-b447-4c8e46b94c3f", + "metadata": {}, + "source": [ + "The settings of your dataset are updated with the required paths. Now the data can\n", + "be imported into your empty Dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "21708ed0-7671-4e64-b3cc-dacb09baf4f9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", + " missing_timestamp_series = pd.concat(\n" + ] + } + ], + "source": [ + "your_dataset.import_data_from_file()" + ] + }, + { + "cell_type": "markdown", + "id": "304853e8-7ab9-4afc-a75f-db33785c57e2", + "metadata": {}, + "source": [ + "## Inspecting the Data\n", + "\n", + "To get an overview of the data stored in your dataset you can use" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2bc74181-68df-4cdf-9320-9dc43d5af698", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Dataset instance containing: \n", + " *28 stations \n", + " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", + " *120957 observation records \n", + " *256 records labeled as outliers \n", + " *0 gaps \n", + " *3 missing observations \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", + " *time zone of the records: UTC \n", + " *Coordinates are available for all stations. \n", + "\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "A total of 256 found with these occurrences: \n", + "\n", + "{'invalid input': 256}\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", + "\n", + " The first rows of the metadf looks like:\n", + " network lat lon call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 \n", + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", + "None\n", + "\n", + " -------- Gaps --------- \n", + "\n", + "There are no gaps.\n", + "None\n" + ] + } + ], + "source": [ + "your_dataset.show()" + ] + }, + { + "cell_type": "markdown", + "id": "aa85e260-48f5-4e63-b3d4-b44ece98df0b", + "metadata": {}, + "source": [ + "If you want to inspect the data in your dataset directly, you can take a look at the .df and .metadf attributes" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "690a1e21-ee6b-4b4c-a8e4-b937946e14aa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " temp radiation_temp humidity precip \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:05:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:10:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:15:00+00:00 18.7 NaN 65 0.0 \n", + " 2022-09-01 00:20:00+00:00 18.7 NaN 65 0.0 \n", + "\n", + " precip_sum wind_speed wind_gust \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 0.0 5.6 11.3 \n", + " 2022-09-01 00:05:00+00:00 0.0 5.5 12.9 \n", + " 2022-09-01 00:10:00+00:00 0.0 5.1 11.3 \n", + " 2022-09-01 00:15:00+00:00 0.0 6.0 12.9 \n", + " 2022-09-01 00:20:00+00:00 0.0 5.0 11.3 \n", + "\n", + " wind_direction pressure \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 65 101739 \n", + " 2022-09-01 00:05:00+00:00 75 101731 \n", + " 2022-09-01 00:10:00+00:00 75 101736 \n", + " 2022-09-01 00:15:00+00:00 85 101736 \n", + " 2022-09-01 00:20:00+00:00 65 101733 \n", + "\n", + " pressure_at_sea_level \n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 102005.0 \n", + " 2022-09-01 00:05:00+00:00 101997.0 \n", + " 2022-09-01 00:10:00+00:00 102002.0 \n", + " 2022-09-01 00:15:00+00:00 102002.0 \n", + " 2022-09-01 00:20:00+00:00 101999.0 \n", + " network lat lon lcz call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 \n" + ] + } + ], + "source": [ + "print(your_dataset.df.head())\n", + "# equivalent for the metadata\n", + "print(your_dataset.metadf.head())\n" + ] + }, + { + "cell_type": "markdown", + "id": "24021319-f5d4-430b-8b7f-807a36f91594", + "metadata": { + "tags": [] + }, + "source": [ + "### Inspecting a Station\n", + "\n", + "If you are interested in one station, you can extract all the info for that one station from the dataset by:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0c901b97-90c4-4fae-b181-57c6778a98bf", + "metadata": {}, + "outputs": [], + "source": [ + "favorite_station = your_dataset.get_station(stationname=\"vlinder02\")" + ] + }, + { + "cell_type": "markdown", + "id": "685625e9-462b-4ad1-847f-4d26a0cb5df5", + "metadata": {}, + "source": [ + "Favorite station now contains all the info of that one station. All methods\n", + "that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9c777b55-56a3-4c00-aa0e-a93bb29c4f8a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Dataset instance containing: \n", + " *1 stations \n", + " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", + " *4317 observation records \n", + " *256 records labeled as outliers \n", + " *0 gaps \n", + " *3 missing observations \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", + " *time zone of the records: UTC \n", + " *Coordinates are available for all stations. \n", + "\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "A total of 256 found with these occurrences: \n", + "\n", + "{'invalid input': 256}\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", + "\n", + " The first rows of the metadf looks like:\n", + " network lat lon call_name location \\\n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "vlinder02 POINT (3.709695 51.022379) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "vlinder02 0 days 00:05:00 \n", + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", + "None\n", + "\n", + " -------- Gaps --------- \n", + "\n", + "There are no gaps.\n", + "None\n", + "None\n" + ] + } + ], + "source": [ + "print(favorite_station.show())" + ] + }, + { + "cell_type": "markdown", + "id": "82cb6811-3fbe-4f68-863f-c6c3f872293e", + "metadata": {}, + "source": [ + "## Making timeseries plots\n", + "\n", + "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "be68ff53-4470-4c1c-a5a6-501b68df33ae", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_plot(obstype='temp')" + ] + }, + { + "cell_type": "markdown", + "id": "c9f0ae66-9077-451d-b13e-20994d16f438", + "metadata": {}, + "source": [ + "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) for more details of this method. Here an example of common used arguments." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f4351d2a-fab5-47a4-9756-6aa98ba18492", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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RJGzgcNeuXQAUFhYG3F5YWGjdt2vXLgoKCgLudzqd5OXlWcsEc9NNN5GdnW39HzduXJhHL4QQQgghhBBCCCFEdCVs4HA4XXnlldTX11v/d+zYEe0hCSGEEEIIIYQQQggRVgkbOCwqKgKgsrIy4PbKykrrvqKiIqqqqgLu93g81NTUWMsEk5ycTFZWVsB/IYQQQgghhBBCCCESScIGDktLSykqKuKVV16xbmtoaGDt2rUsXrwYgMWLF1NXV8d7771nLfPqq69imib77bdfxMcshBBCCCGEEEIIIUSscEZ7AEPR1NTEF198Yf2+detW1q9fT15eHuPHj+eSSy7hV7/6FVOnTqW0tJSrr76a4uJiq/PyzJkzOeqoo/jBD37APffcg9vt5qKLLuK0004LuaOyEEIIIaKjWtfyL+9rvGy+icLgXtf1pKu0aA9LCCGEEEKIhKG01jragxis119/nUMPPbTH7cuWLePhhx9Ga80vf/lL7rvvPurq6jjwwAO56667mDZtmrVsTU0NF110Ef/6178wDIOTTz6ZO+64g4yMjJDHkUhttoUQQoh48ZL3LY5zn2/9vi7pSeYY06M4IiGEEEIIIRIrThTXgcNYkUgfCCGEECJePOR5kh96fmn9/ozrLo5yLI3iiIQQQgghhEisOFHC1jgUQgghRGIrJ7ABWpmu7GVJIYQQQgghxGDEdY1DIYQQQsS22z0rAFjuXBb09/4eu8pc1+v9H5qbui3/MM20hLRuIYQQQgghRP8kcCiEEEKIAenQbvbpOBGFolgV8N+kB6z7tNbs03EStbqedjrIIJ00Uvi393UaaaZc7yKD9D6De8vdv6KdDraaZZiYvS43ihwcOABNLtmUsYsHPP/gZMeRjFVF4XzJQgghxKB9rf17fKl3UEM9pWospxrHcJXrh9EelhBChEQCh0IIIYQYkJ3sZrPeBsA2XR5wXwNNfKI/t37fQx0AG/UW67YqamjT7aSo5KDrf8r7IrupIYdMlhh79zqOLJVBCYUsNRbxL++r7NY17KaGbbpcAodCCCFigtaat/UG60LYJr2VN/X7UR6VEEKETgKHQgghhBiQcr3L+rmdDtp1B8kqqfO+0OoMlutKJqvxPW5v0+3spgaAGWoSTyb9KaT1aTRvet4b0BiEEEKI4VZHQ4/s+RbdGqXRCCHEwElzFCGEEEIMSPfAXIWu6vW+XtdB8OXs6yoZQNZgiSq0jWFXH0sKIYQQkRNsv1hPYxRGIoQQgyMZh0IIIcQI1qxbSCUFhaKFVtJVWtDlWnQrySRhYPCVWWHdrlCc676Kw9USLnaeyUrvswGPS8JFB+6A2xSKn7l/zxg1usfz1OoGFAqNDggG9se+7H89b7DcsQyHcoT8eCGEEInHv4/7o/cvaK05x3EyTuXkfu/jfTbf6s0BaiEXOc/AxMSFkzu9K1llruMgtQ+nOb7B37zP8YZ+11reoz0UMRoFaNt6duoqbnU/xAXO75CqUob+QoUQYhgprbXufzHRl4aGBrKzs6mvrycrKyvawxFCCCFCdnL7Rfxbvw7AwWoRLyQ/FHS5/+u4nvvNx1FANlnU00g+eUxnImv5EDduDAzSSWUcReyn5vMT57nUUE+RMZo/ex7nJe9qZqrJjDUKedN8r9cxaa3Z25jNpa6zKVT5Ib2OVt3GVe5beMh8kjbaeTfpKWYb0wb6dgghhEgg3+r4P14w38CDFwPFYrWAN/V7pJBMPrmUqrEhradK7+FLynDj5gHXr9mmy7nRczfppKLRtNGOBy8unGSQxmw1jU/1F1ad3xIKOUIdSLvuoJFmXmctTbRwqeNsbnRdOozvgBAiWhIpTiQZh0IIIcQIVqmrrZ+rOmsLBlOBbwqxBpppQaPZzR6WGAtwm76MQhOTRprJV3nMcEyi1DGOUsYBkKOyKDRGMduYCvgam/RKQbFREHLQECBVpZCtMmmjHfBNDZuNBA6FEGIkK9eVuPEA4EVT1lnKoo12knD1vS+yaaYVt3Zb6yzXldY+L4sMPHgBcOPBwEGWykBpFbCOGY5JAOzWNfzL+yoAZVKTVwgRByRwKIQQQoxg/oAgBNYX7M5eo8l/Egbwf47v8Yz5csCyf0+6jVyVHXDbcucylrOs63fbz+Fin64sJ2NCCCH8NW8dOPDipYo91n0XOc/gR87TQ1rPO+aHLO34buc6KwP2iQcb+/Iv81Xr96ONpfw56Ua+13EFT5j/BWCamshyp2+/16Rb+L33AWtdQggR66Q5ihBCCDFCebSHXXRlHNbTSJNuCbpsRZCTmwLymGgETvNKI5UcojMdY6wtcBhsvEIIIUaODu22MunT8NURbKHNun+wdXQrdJW1j0nCxaRu0539y6arVOu2NNvPGSrN2k9W9NIoTAghYolkHAohhBAJpEzv4lXv27xjbmCbLidZJfVYplW3UacbMNGUUsJuaskig0KVz3c6fkyScgUsr7UmubMelAMDLyZZZLDQmEUR+eyt9mKrLsOBg32NuSilejxnJExUY5nDNBpo5jVzLcv1spCnoQkhhIgvz3lfw4OHN8z32GaWQbddj1t7GEsRqSqZTNLJUVlsM8tppoVkkkKubwhY+7pW2vhcb6NDu5mhJjFBlTDbmM4870y2U04qqcwypgAwQ01iNHkAzFJTAtZ3iLEvrbTTqJs4ueOiob0RQnRTrWuZoSbxLcdRHO5YEu3hiAQgzVHCIJGKXgohhIhvz3hf4jT3jwGYQDHjVXGPZbbo7QFTlBepObyR/Bg3uO/ss8vkUmMRV7su5Ab3nQBc7brQui/YbdFwgfsaHvY+BSANUoQQIoHt234yH+pNGCgOUAtR3SOHnfz7LsDaz9lvGwj7frL7OgazH+xvvyvEYLyt1+PGwwRVwqbkF6I9nBErkeJEknEohBBCJBB7vaQclRU04y6LjIB6hqOVLyMiS2X0maHnvy/oOmMksy+LrnE00BTFkQghhBhO/v1dFplkq8xel7Pvn/z7ucHus+yP7b6OwaxzKGMRojeG9lWk82hPP0sKERrJOAyDRIokCyGEiG8/d9/CH7wPAvBf1wMc6tivxzJ/8/6bs9w/tX5f4fotpzqOidgYh9MN7ju50Xs3AM+67uEIx4FRHpEQQohwa9Pt5LTvDcBitYDXkv8S5REJETumtR3BdiooZBRfpfwv2sMZsRIpTiQZh0IIIUQcuN2zAsDqyui/rfsUpw/MT62fx/ZS+L17QfiBFIiPdfbMDck4FGLkCLY9XGossn62bzsHs76lxqIBr0OEn//v0qxbrdt629cJMVK5lBM0uJGMQ79g+4i+9LXNH4n7BwkcCiGEEDHsv97/8TPP76nSe0ghmYsdZ/K6+Q63eB+kSu9Bax0wRauI0WSRwThVxFhVFHSdM9QkfuY4j9fNd3DgYIaaFKmXM+wySbd+btASOBQi0T3rfYUHvP+gUleDhkyVTotu40t28KL5Ji6cZJLBhY7Tcar+T31+4v4t23UF5bqSJFyY2uQrKvjC/Io9uo7rXcsj8KpEdxe4r6FBN1l/F6/2MpupTFAlnOk4MdrDEyKmOHEA4MEb5ZFE35kdP8HEy069GwOj3+Ur9R7qaOBjczOnOY5lm1nG6e7LUBikkcIMYxLluhIXLup1A3uo41PzCw43lliNkRKRBA6FEEKIGPax/pxNeqv1ezW1fKa38JL5FgDz1Iwe9ZvAd/UzVaUEXedolce1routLMZ8lTtcw484+3vRSHMURyKEiIQP9SZeMN8AYB81myyVgUZTq+sBX8ZNC23sopqxBL+YYvequYaP9ec4MDhKLcWrvFZNWGliET0veN9gJ7vJJN2XSaogl2yWGouka6wQ3bg6wzwjPeNQa82/zddoppV8ctnPmNfvY77SFVSxB4Adeic79C7K8NVTTcLFJtN3TH60Opg9qpZK7Vv2S72DWUjgUAghhBBRYG9iAr5i8PYGKL92XsbXHYsHte5EnFYR0BxFMg6FSHj2beSfXL9kvjGTSl3NhPZDeizXWxZ2sPWNU8U8mfwnAMa2HUQ1tT22xyIy3NrNLqoBmK5KeTLpT1EekRCxzYULkMBhA0004ytrMNuYFtK24zeee7nW80fAtz+opd66z5/BWUAeTyffycOep7jAc03nspU9V5ZA+s/VFEIIIUTUlOtd3X4PDBxKbadAmaprqrJkHAqR+OzbQ3+91tHkoVC9LtebFt1KTedJYgld21b/eiuowtTmkMcsBmYX1Wh8/TwTqSavEMOla6qyh5HcCzdg/0Bo244S2wWmcl1JmW0dJmbAMvbtUVmCBw4l41AIIYSIIbt0NaPI5i7vX1llrmOd+aF1XxJObvDcSaWuRqHQaIrlJCqAv8ahgSEZh0IMg3bdQQNNpOkU2lQHo1ROxMfQoJtoMBsx0XxhbkMBBg7y8ZVdMJRBCsm00gb4tp2/8dzLo95/orVmgTGLXzh/RBvtNNPKo55/4sbNfsY88simhnqKVYH1fMWqgA36M3LIZIvezlQ1MeKveaSq1NVUmntIJYVW2mSfJ0QInLYwjxdvwO+JrlE348XLw56n+Kf5Mk6cePCEfNGhGN+234mDe71/o1139Fymc//gX6cDgye8/+UT/XnAcu6Ono+NVyPnEySEEELEgXntx9FAE8UUMEmNY7qaxGQ9nnlqJqOMHFaZ68hU6UzW49nbmB2QYScgn1zrxH83NdEejhAJ51nvq3zPczkAe6mpvJf8dMTHcIX7ZlaYvudVKGYwmSOMA1GqK8twU/ILOEyDPaqev3v/zSpzHe+YH7KbGv7j/R8/cp7OOvNDTnD/yHpMgXcUNdQzihx+67zCuv13zp+xtmMD1dRyhedmnkm6O3IvdoQ7rOMsPtfbyCGL/zPO4FLnOdEekhAxz99VGXzTlUdS4PCv3n+x3PMrXDiZzHgWq/nsr+ZzWYjbjiXGQiqS3+JOz6O+urYKCvQoFqm5ZBppmNrkYpev1M80NZEdyau4x/MYq8x1PS5Ye4IEHePVyPkECSGEEDGuSbdQTyPgK8BsNfpQUGqMBQi4rdgoCLaaEW20yqMe34FbKFMThRAD09JZLwp8U3ujoYkW62eNJkdl9tgeFqhR4IBR5JJlZpClMkjWSdb95XoX5d1qFjZ0bjtMTMbY1jdJjbVKH0idw8jRWlt1w1w4GWXkkqOyojwqIWKff6oyjLzOyv5jPzcespRv259v5JKtMkN6fIpKJoVk67EAKBhnFFk/+zPtncrJaPICl7VxKwkcCiGEECLM7IWV9zPm8XDSzT2WWU7iNTQJJ4dyMIbRlLFLAodCDAN7Jq89gBdJTTrweR9w3cQkY1yvyy93LmM5y7je/Sd+7b0H8NeLDawh20470LOOnqEMilUhX+ly2a5EUD2NVmODOca0hGzoJcRw8DdHgZHXIMW+jb7XdQMzjcmDWo9/vzGUZRuSGsjm/kE9f6yR5ihCCCFEjCgLUuRfDJy/YcxuamjT7VEejRCJxX5SVkt9VJqF1Oi6gN/t9Qj7Yi96X6YrKScwCOhvIRCsjp6/7tUe6mjVbaEPVgya/bNWHGJjAyGEL0PXz407iiOJPPt2PdR9g+ifZBwKIYQQMeB98xP+Z65lGqVoTOYZM6I9pLg1Q03Gi0kGaezWNYxTY6I9JCHixhZzOy+Yb/CB+SmbzK24lYdiVcBK1x94znyNDu0mhyw66GAsRXy341K+5zyBYx2HDOu47vQ8yjrzI3bonTSoJpJ1EgaK8aqYFJUc0jpmGJM4wjiQWl3Po95/0kobJRTSRDP7qfl8pDeTRxZLjIU9HnuwsS8FZh7v60/Yp/1EpqtJFJGPQ/mmBC53LmOKMSGsr3kk22R+ydPel5hOKSaafY050R7SkG3XO3nB+wZPeP9DEkn8zHU+Bxp7R3tYIgGN1KnK93v+TiGjmKomAIosek4fFoMjgUMhhBAiBjxvvsHNXt90hm8bR3OK45gojyh+OZSDdeZHgC8jahwSOBQiVGv1Bi713ARAOmk06xY+0J9Sriv5g+dBPtCfolBcbJzJ7eYKNutttHrbhzVw2K47uMzzG8DXOX2+msm3HEdxtevCAa1nibGQZ5Pu4Qb3nawy15GEi2yVyVJjEVe7LuQG950A/NR5Xo/HXuv6P1p1G7nt+wCwRe8gmSSr4+a+5lwJHIbRm+b7/Mp7FwBHq4M5z3lalEc0dO+ZH/N/nuut36d5J0rgUAyLgIxD7QHVx8IJQmvNTzy/o5U28snlfMdpAQ2zxNBI4FAIIYSIAfYpWWPU6CiOJP5l0dVpuqGzoYEQIjT2bVE6qTR31jEs07usmoCZpDNGjcaBAy/eHrUCw83ekCSdtF4L0Yeq++P9P/e3zlSVgkKhOyc12zN5WpDpy+Fk/0wVqfwojiR8tDUZ3kfqZYrhYu+i7BkhNQ5raaC1czucq7KHtI8QPUngUAghhIgB9pOky5znRHEk8S/TdrDYqJuiOBIh4o89mHGK42j+5H0UgG26nKrOxigz1WQucZ3FPebf2KbLhj0AYq9Z9W3HUfzO9dMhra+3QvahNN8wUHg7A0BeW+Bwp949pDGJQPa/+Q+d34niSMJHAociUpxq5AUO7cfRi4350kwpzCRwKIQQQsSADeZngG96yWjyojya+CYZh0IMnj2YMV1Nsn6+2XOf9bO/eVMJhWyjjFoaaNGtpKnUYR9TpBtH3e5ZwSpzHQBe7cVL8GYwj3r/yUd6k/X7UmORnLgOQeDfvKiPJeOH2e2zs0lv5eSOi6I0GpHIPjS7tkUXu28IuKCaqKr0HuvnNd4POFlH/7vl7uiI9hDCRgKHQgghRJR9rf1MnDiYyRSucH0fQxnRHlJcy7QVw26QjEMhQvaady07zArGUkSxKuAIYwkPuH7Nq9632WxuJZN0JhvjuaAzA2wfYzYdZgeNNFOuK5mqJoZtLKY2mdh+KC204sbDBEqYpMZylHFQ2J6jL5+Yn3OB+xprG1KgRqG1poBRtNBGEk5mMIlW1U4W6bToNhp0E1prPucrNppbeN/8lBVJN0dkvInkee8qdps1jKOIYlVIHtnRHlJY2DMOlxkn4sTJZr01iiMSicqeZdigm7vluiamTXorGaSRhIsM0mPi+M+jJXAohBBCiDBo1i2s1u8DUMpYvus4Lsojin/2ujaNRP/AUYh48YXexnp82c/7qXlMMEqYQAnVupY6Gny3G/NYaiwCwIHBOu1rRFSuq5jKxLCNpZpaqujKIPmKco41DmGGMTlsz9GXbbrcem3T1ETfdkVBjs60MlumGhOZZUwBsLISUVBr1lNJNR2mOyJjTTSb9TY2dH4Ol6i9E6bBgT14M9uYhonJLlOmuIvwS9ZJ1s/pKjXh6/1prWnoPN7LIZNioyDKI/JxKwkcCiGEECIM7EX/FxlzoziSxJFBmvVzg5apykKEqsw2PXSZ40Tr595qAharrpOzcsLbICVY/bcfO88K63P0/fxdr+fHjrM523kyAA97nuICzzUALDT24vzObr/292f/9m+zXm9kJ7vxai8O5YjYuBOB/W//fee3oziS8LJnHCp6/14JMVQ/c/+O27wrALjedQlLjIVRHtHw2q538p/2/wFwiLEff0u6LboD6tSQ1EA290d7GGEhc6GEEEKIKLKfqI+NcO2uRCUZh0IMzkBrCdprz4W70UP39RkYFBG57rqB2+au12l/X8p66SbtX8aLl0pb1qQIjT1oW0Li7BftgUNDTsPFMLJ3VXbrxG+OErDNkGPpYSEZh0IIIQatTbdTriv5s/tx2pWbMWo0b+v1QZfVWrOPMYfvOo5jolES2YHGiCq9BzceHvf8hzf1e9ZtKSTRjlsOdsIkiwwMDDJJxzMCDpiFCJd2OsghkzoaQwwc+pZJI4UXvW+x3LGMZJXUz6P6tsn8kn96X+EZ8yUcGFYzklyycSnXkNbt16ibqda1POV90SoV0XMcW0nCRUe3bbM/iJhHNk26JehjS1QhThwUMZqN5hcUO2Jj2ly8aKeDbDKppzEgqzXaNptbecb7Mmv1hkE93h5ofs77Gj9ynh6uoQkRwB44HAldlXfpaooYTRV7onos7dEetuoynvG+xNt6gzRHEUIIIQA+0Z+zpMM3TQsNCsW+ai5JBJ7caa1Zwwf8x/s//mW+yprkx6Mw2uj7k+dRfuu9H4ViNlPJUVmkkMwiNZcD1d6c6zgl2kNMCBmkYWJSTyNV1ER7OELEjQ/1Z9TRSD65ZJPZ7/IL1SwucHyHe7yP8aZ+l416C/PVzEE/f5NuYV7HNwHIIYv9mc8StZCfJ/0orCe/r5lvc4p7OeCrLTs2SNfeMWo0YxjNAWoB01WpdXsxBSThooZ6NrIl6Pp/47icx73/oYxd/NTzO951PB22sY8E683PqKeRsRSRopKjPRwAWnQrczt8NYhzyGSOmj7gdbTqNuvnV/Xbw9qJXIxsLjWyAofbdQW72I1CMZbodWHfrncyp+MbABQwisk6cRIlEj5HurGxkUsuuYQJEyaQmprKAQccwLp166z7tdZcc801jBkzhtTUVA477DA+//zzKI5YCCHiR7CpaaPIIUtlBPzPNjJxdQYTy3uZ2jUS+N8vjSZPZQe8RzlG1pAzdYRPtuoKeDTIVGUhQqK1tjKiclV2SA0pnMpJvsq1fh/qdOUK2+PTSCHHyGKUI5dklUS6SuvjkQNjH2f3/VX3/3lGTkCNwmwj07o41tvrTTNSyVHZfS4jgvNqLzvxNQwZpXKiOxgbez3iNFL7/dwE+5+qUnpdpxDh5LJPVR4BgUP78fWYKDZGKadre59OKpkJ1JQm4TMOzz33XD7++GP+8pe/UFxczKOPPsphhx3Gp59+SklJCb/97W+54447WLFiBaWlpVx99dUceeSRfPrpp6SkpPT/BEIIMYJ1PyHKIoOnku8MuuzB7aezVm+gihradceIDJLZDygeT7ojIMAlwsfeHKVRmqMIEZIGmmimFRhYjSh7DbqhXhiy1xX8juMb3Oi6dEjr64193/Vr52V83bF4QI8vUYVs0lsp15VorYMGWUsoZBtl1NIgmWUDUEWNlSEVS+U77J/NUx3HcJPr8gGv4xHPM5zn+UXAOqcwISzjE8LOSdfFDg/eKI4kMgLq80axLqp9HBc4v8PZSSdKc5R40NraypNPPslvf/tbli5dypQpU7j22muZMmUKd999N1prbrvtNn7xi19w/PHHM3fuXB555BEqKip45plnoj18IYSIed0Dh2n0fsHFfgKwU+8etjHFMn92QQZpZJE4VyFjjaF89Q1BMg6FCJU9+2kgJ15jAxqkDC2DqoKBNWcZrPIhNqXyj62FVupp7HMZkMyygagYYIOeSAnHZ9PeHKX7OoUIJ5etZJAbdxRHEhn2bXo066LG6vYrHBI649Dj8eD1entkDqampvLmm2+ydetWdu3axWGHHWbdl52dzX777ceaNWs47bTTgq63vb2d9vZ26/eGhobheQFCCBFmT3j/y3azgn+ar5CvcrnQccaAMy1Wep+lVtez3vyMjeYWiimgmlrGMYZFxpxeH3ewWkS1qsWFkyfNF7jMOGeoLyeuvOp9m0lqLMWqgGIKQpoGKAYviwwaaZaMQyFC9JL5JoepA2ihlQONvUN+3CQ1jq+p/dmuK3jRfJMf6e/iwsVd3pWs9W5gmy6n1BjLn1y/ZLwaE3QdXu3lV567WW1+QDEFjFZ5zDFCryF3q+ch0khlg/kZlVT3u3y5rmQCJWSo1IDO0KGao6bTqtpx4qBcV5KjsnosM0NNYrGajxMnFbpKMstCVKX3cJDaBzeeqLxn//X+j016Kx+an1Gt66xacXW6gUmMI1OlD6q+IYDZ2egHYCoTeMDzBE96XwjLuIWw22R+yQRKcGJwr+dv/N37n2gPCfBt68uoZIoaz5mOEzjGcciQ1/m2uZ58lcsUPZ4klRTWuqibza1c77mTNt1Ou+ogmwyqdA2ZKj3o8tW6llLGkqHSA2rjJoKEDhxmZmayePFibrjhBmbOnElhYSGPPfYYa9asYcqUKeza5ZtOUVgYGA0uLCy07gvmpptu4rrrrhvWsQshxHD4jec+PtGddVw1jFfFAw4c3u/5O293dhRcohYymfGcbZzM1a4L+3zc+a7v8Iu222ikma+8FVzmHFmBw3+br/G8+QYAryX9JcqjSXwZKg20ZBwKEaqHvE+xUW8hgzTOdp4c8uMmG+OZbUzjVe/boGGz3kYKyfzKc5e1zOfmNj42NzHeETxwWMkebvLeA/i6FX/DOJSDjH1Cen6tNdd5/kQb7eSTy0w1ud/HZJJOpkpnqbHIt60YoFRSWKM/AHxByL2Y2mOZbJXBGr0egB3sHPBzjFTbdDlv6HcBOEd9K+LP/4T3ef5q/guAvdmLNHxTzA0MSlQhS41FHOzYd1DrtmccTlUTaaSZBi37KBF+29lJB24ySaeYwpj5nLm1h4/ZzMd6M620hyVw+Iq5hufM1wD4tjp6yOuzW29u5B/m875fOr++YymilLFBl0/CxVhVxFJjEXOM6TSQOAlmCR04BPjLX/7COeecQ0lJCQ6Hg4ULF/Kd73yH9957b9DrvPLKK7n00q6aKw0NDYwbNy4cwxVCiGHVfZrMYIq2++v8pJNqZVlkhVj8t0QV8pn+ss+6UIkqoP7KIDJcxMD4p4I30oypTQyV0NVZhBgy/4nlYMoo2KdkletKUuhZw7av/Y39vkzSQ96nANRQTxu+mUC5nU2nQjWQZe3sr7esl7qO3d8TEZryKE/1s9cizle5OFXg6fJgPzNAwBFYqkpGMXKOgURkObWTDtx48Q7pMxtubjzWF8GegTsU9m3GGDU6LOv0CxZwzVaZ/b6nsfSeh0vCBw4nT57M//73P5qbm2loaGDMmDGceuqpTJo0iaIi34lbZWUlY8Z0XQGtrKxk/vz5va4zOTmZ5OTwpcAKIUSk9AwcDqyQvb3b4VQ1kSeT/jSgx/sDh620UUsDeWQP6PHxzH9go1CMIT/Ko0l8mSrdOjhtokVqSgrRj0Z80/p7m4LVl1ACh2V9Bg679kXnOL/FcueykJ/b/tgDjAXc67oh5McO1tgQgoIlAbUfJXAYKnsgdjD1J4fK/7fKJJ1/Jt8T1nXbj8EONw7kLOdJYV2/EH6L2k/iI70ZDQM+Vh9OjbqZ0e37AcMTOLzc+f2wrNPPf85j90vnRXzT8fWwPk88SPjAoV96ejrp6enU1tbywgsv8Nvf/pbS0lKKiop45ZVXrEBhQ0MDa9eu5Yc//GF0ByyEEMNIodBoPtdfcbtnBQCrzHU9lltqLGK5cxm3e1awylxHm27H29mdbTCZAIHF4ivJUyMvcFhEPi7l6mdpMVT2QGEDTRI4FKIPpjatwOFQMw7v9/wdI0j/xZXeZ8lT2UGDgn/1Phd0XX7+fVD3fRL4auJZj41QN037GF803+RqepbqkIzDwamgq5FM8TAHDu2fI/BNe9+qdwDDk+1oDxxKtqEYTqmdzQpbaYupGT6G7XNvdktmGCx/Q5IkXOSTG5Z1+r1ovtXjtkRrehKqhA8cvvDCC2itmT59Ol988QVXXHEFM2bM4Oyzz0YpxSWXXMKvfvUrpk6dSmlpKVdffTXFxcWccMIJ0R66EEKEnf+gNYUk7nBezc89t3KV5xayyKCY0eSpHMB3xb+Gel403+Jv3n/TqtvIV7mgfTV/phmlnO8M3kCqL+cbp/GluYN6mrjacxtPJ3XVwPJoD2PalwCQSzabU14c+guOER7twYmDOUxnhjEp2sMZEcarYuao6Xjw0KRbkHM0IXrXTKu1f8gYRMbhLDWFv7lu5QXvm2zUW0D7ApATVAnHOg7hTe+7/Eu/xu2eFawzP+TRpD8AvuyT/Tq+RYfuoIh8DjL24WCjq36cqU3mdxxPra6nhjr+bb7Ozzy/J4dMJlBCpkrHpZ0sZBZTjYmc4ghvfaveTFbjudBxBk95X+QLvZ13zY/Yp1tzsAKdx/5qPo000UxrRMYV757yvsguczfFFDBJjRtU9msornDfzGrzfRp1M7kqm6TODrRaaxYwi+nGJL7j+EbYn1fbMqwkcCiGU4pKtmZdtNFuBRKjzX5RKVwZhx7tZTbTGG+MCakszfS2I6mhDgcOdiT/L+jF/HfMDznP/QuadQsF5FHKWApUPi7lZFqCNT0JVcIHDuvr67nyyispKysjLy+Pk08+mRtvvBGXy/cB+clPfkJzczPnnXcedXV1HHjggTz//PM9OjELIUQiceFiH2MOVfgyNWqpZ7waY9Xk8Ggv9TQC8IH+lBSSmazGg4JsMplvzGR/Y/6An3dvx2y2uLezk91U65qA+3ZRbWW8NNMaU1dIh2onu9nOTmAnpZREezgjQittfKQ3WT8LIXpnbyKUxcCDNdkqkxMch/OVrqDK3GMF6g8wFnCm8wRqqeevnn9RSz0f6I3W48r1Lr70Z3hRyD7GHMbZOi9XU8tmvTXguTSaWhqYoSb59lmdz7XQ2IsZRv+NUcIhXaUxRo1mZ2d23Fe6gn0IDBw6DSc79E7KqWR3t/2dCG6L3s5mtgFwqNp/2J7nI72Z9/QnABzJgV11DDuPceYa0znMcUDYn9eeX5UoxzciNtkDha2xGjjUQw8ctuhWNrIFgCwdWrZ8BZW+WotAIy1ByyZ9pcv5TH8JwAw1iZMcR1r3DdcFjViX8IHDU045hVNOOaXX+5VSXH/99Vx//fURHJUQQkSHfZpM91T7m5yX8zWH70D9V567AjpiTlLjwlYjpUQVslPvZhfVuLXbutJnn8plYiZUDURpjBJ5/k6YIIFDIfrTpJutnzOHMK1/uXMZy+k5FXm5cxkPd3ZttjfHstc9/I7jGz2mMfc1xfcB101MMqLXnDCUqchjVRHlupIqamjXHSSrnrUfRRf7+3ie89Rhf54M0ngm6e6IBfECpyoLMXzSAgKHbRAjx9PhnqpcobtKG4QyhbhVt1lBQ/A1PwlWNsm+LbrSeQGnOo4Z4kjjn7QYFEKIEcS/i1YoslQGThzWffYi5N3rRIWznod/XRrNLqqt2+07f9/viVMTaqAHNmLoUuhqYtaq26M4EiFiXwNdgcOsYcqm8G/72minhnogcNs4NshFle77BbtiVRDmEQ5M95q9/S2zU/cssi8CVUSgo7LW2nqeElUY0cw/e+AwWB1QIcLFfgzUFkPHQOGeqmwP8IXSTKn7PqWRnl2Tuy8nx+0+CZ9xKMRI5NVe1pobcConVd5q8oxs0klnkjF89WJEfPHX1skkgwYaMdEBRcjHqiKSScKDFwdGWHeaxaqQPLJJIokz269gvjGLEx2H80/vy7hw4sZDIfl8ZG5mtjEtbM8baVpr1pjrcSoHG7wbKWUsleyJ+sluLKvWtZSZO3nc+1/a6eD3rp8N+qQuVdkCh5JxGJK13vUopXBqBwsds6M9HBFBLbqV8RTTTOuwNRIqpoBcshhFDi953mKd/pCXzdU4ceDBy8uet5iqJvKW+T7rzU9RSlGpq0knjQ468OCxwi4pJPtqeEVRCYUk4SKNVN7xfsRnji09pkqPYTTZZDCaPHbqKiaO0FIV73g3gAKHdrB3H9sWF06KKWAPdRSRH/L6G3UzX+odPOd9jXXeD5njmM5ZjpPw4sWBg5XuZylTu0gnla1mGQ4cZJAW8YCANEcRkZKqujIOW2Koxqo9cKjDEDjcoXeSTy6NNPfZTKla17JL7+bPniescw0IvGgGsNHcQjJJfGRuIpUUOnBTjBy3gwQOhUhIFbqKr7nPBHwbaNPr2zD/xnk5lzjPiuLIRLTpbtMCypPfwFAGpjYDCgp/3VhMXfJ71nTlnzvD12n+D86fcavrKm5w38mN3rtZY67nbvOvAMxhGtsop5JqrvT8nu84w1+cPFJqaeBr7u8BWCfGgByA9OE/3v9xnucX1u/XcBHZZA5qXak9pumIvnRoNwe7zwDAiZMmx/roDkhEVANNbKcCgDSV2s/SgzNOjaGWBmpp4CzvT3vc/xyv85z7daCzzhzTSSWFhWoWS41FXOk4P6TC95EySY2jKultcjr2ZjXvc4H7Gl5PXhmwzDg1hnqaqKeJHexkMQuiNNro8WgPS92nA+DAoNnxYa/Lvq8/pYIqRpHTVXcwBGvNDXzDfZ71+/PeN/hcb6OJFl42V/tu7Dz8KSKfeWoGS41FYT22CYUpzVFEhKTaZ10QOxmH9ovB4ZiqfLnnZuo6Sxtd6Di91+X+7X2d8z1XA74GjLWdWe+NOjDj8Fz3VbynP0GhWKIWslQtolSNHfI4E0Hs7H2FEGFTQVd6tf1qThJSW0f4+Hfb/pOw7idjhjJQyjedOUtlhPVkzb+uLJXRY6pOvsojhywAKtmDW7vD9ryRVq53WT/7g4ZAQOF/EaicwOl+fdU3609AfZ8YmqYTq+zTcjx4aNcdURyNiDR7cD1tmIro95UN0l0Gadb+x//faTgxlGH9jzalFClGMumkAQTUa/QrNrouFA1lexbPKjubsAF4MX1d7nvR2Flr09+oLVTB3ttyXRn0dvtnKtKfo4DmKBI4FMMo4OKpjq2Lp/5j/6FOVdZaW4290kjp8/tsP75Mt9XAbuyWcejfZmSSTrbKJNvIlEZGnSTjUIgEZD8BtB+kGHKQMuJ1zzjsT/dC9eG03LmMGz13B3Tz/GfS3ZzpvoId5k40mp1UM574DLT1VptLpir3rnudsHJdySymDGpdKbZpOm2Scdivim5B2wpdJVfZR5AW24llyjAFDnurP2XPyPY7w3E817kuHpZxhNtUNYH1eiO7qMarvThUV+1gezOsvuo1JrJg9YunqdKgy/qPBwY6Xd4eFMghizoaqNBVNOELUhoYVpDiMsf3WeY8cUDrD5fAGodyTC6GT2rAMVBsXTz1fx+HGjhsodVaxxRjYp/L2o8vv+c4npu89wLQYGsM5tZu60LHdFUatqaQiSL6l+uEEGFnz3Sy8x9AiZHLf9AaK1e6XbbrVwXkkaRcAYG13j7L8SBY9kke2QEHcyJQ9+yQoWTo2KfptEjgsF893ntGZnbUSGU/sUwdptqBvV00KQxSy64kji6w+F+XBw9V1ATeh2Qcdt+PB9s3ArTrDjrwzTLIYGD1uO3vbZHyfZ4qqKKeRgBctkZwuSprQOsOJ6lxKCIllo+B/EHzoU5VttcnzOxnmxHYRKUrIcHeHGUn1dZ3VC7y9yQZh0IkgDrdwK8997BFb6dG12FgUMAommnBRFtTkBp08M5RYuSJxAFrq27jTu9K3jLfo1LvYYwaHXB/ra6nzjqod7LImAvAUmMRm8xtoDRPeV9ksRGfNaEaaWI6k6inkSScjFEFLDEWRntYMWWtuYHnvK+xWW+jXjdSTyMlFNJGOwvULB71Psu/zFcDHrNH11FPI6PI4amkO3ud0hZY4zC2rrbHmhe8b/C69x0KGEUTLUxXpTSZzXJ5eQSxT1VOJYXHvM9RpnfxmvdtdurdjDeKudBxOkc4Dhz0c4xTYzjDOJ6PzM18zlZMNOMo4kTjCHawk83mNiqoZJwaw3xjVjheVtg85X2RL/RXvGN+SKvZxk61m/FqDN91HMfRxsFMVCVsMDdxVPv3KVKj+KPrGqYZpRSrAvZX83HhJGUElot5yfsWL3lXU0Q+jTRTyjiqdW3QZe2zDwbS2XuLuZ09upapTMCpnJxkHEEDTWw2t7JNl5Ov8tCYuPFgYjJZjR/y6xosqXEoIqWYAg5R+9JGB819lAeIhnBNVbbXJ+wtcLjO/Ih/el9mt65lPGPIV7lMYAwHqr1Rnf8ANplfco/nMWaqySTh4kjjoCGNLRFJ4FCIBPCVruAO7yMAFDKKaaqU6aqUtfpDOuiqU9XUrY6DGHkGOlV5KFpo4xeeWwHIJSugpgj4rv55O6enufFQo32Fik9wHM7Vntv53NzGWjbwO1fPIvrxYKPewia+BOBc49sUqnyudl0Y5VHFltXm+/zO+2cAplNKgRpFhkpjqbEIgFXmuh4XPL7UO6jqnEqyQ+9kLzU16Lpjub5PrHnRfJMHzCes3z/QnwbUJROJr6VbjcM7PSt5S79n3bbR3MJEVTKkwGGOyuLPSTeyvONXbDA3Ar7ay9cnLQfgBvedrDLXsdRYxL6dF5JixePe//CM+TIAC5jFp/oLPtVfAPBM0t0AHNN+Lpv4kk36Sz7Um5hGKckqiS/1dqqooURHtoNvLHjFXB2wbfmYzXzJ9qDLNmp79lDoU5U/0pusv80h7GvtZ29w30mL2cZSY1HM7Hsl41BESopK5nX9DgBHszTKowkUtsCh7by2t4vIb5vr+b33AQCmUcrRxsFkGOm86fHt3+brmQBs0J9xt/kYAF9XiznH+a0hjS0RybVkIRKAvW5DFplW0eeMboEaex0HMbJF4oDVfoDswtmj0H33KbvJqisbo6SzFlYTLXGbKWuv61SsCgdc7H0ksL9HeSqnx2ck6H/bVeW+aobZp1vGWn2fWBPsfZT3bGRp7VbjMNhFpnB1J7efLI5WudbP9u95rLFnLeeRHfT2AjXK+tn+nfLXOfTXQBxJyoNsW3rbbgcGAULPOLSvz/43iMXPkzRHEZESy/VVwzZVWfc/Vdl+jpynsjuPI7u2Cf5M5962I6KLZBwKkQDs9WIucZ7F9zuvkixqP9nK4oLAOg5iZIpkxqH9ufYx5vQoMnyXZyWXem6yfk+2TePqXhcqlg78Q+Wvp5JMElc6z5eubEHYa8486LqJUiOwGcdyejbnuc/zNy72/AqAsj5qYNozDltoHepQE1qw2mvyno0s3WscBg0chilzd1/HPO43Hwfgm46vW7cvdy4L+p2PBS266/vweNLtjOrYFwh8T85xfou/dfwbCPxOFasCPtCf4sVLJXsC9m+Jrrdux8EETFUeQMahfX1nOU62fo7Fz5M0RxGRElgvPLbqq4Yv49Be3iD4NsN+jvxn141MMSawXe/sWkdn8NH+Hn3f+e0hjStRSeBQiATwtPcl62d718JkXAHLNchU5RHPf8ga6YzDYM+X1K3ek/3zWmL7HJfpXcxk8jCMcHj5D0JKVOGIDxre7lnBKnNdj9vfMt+3fg61ELX9KvqT5guczclBl7MXBm/Vkj3Xm9s9K/hQfwZADplW3VGpCzmytATUOOwlcBimz8Q/vP+1fi7ppdNyrLEHVtNUKikk00Z7QBZmCV2vxd4QxP4ay3XliCq672+ylEsWDTTjxdtrECOgXtkALhaWBTQ9iO3Pk0xVFpFSRD4OHHjxsspcx8kdF0V7SBb/hck9um5I6wnlYkP3izi+ZbuyE/3rsC9n35aLLhI4FCJOfa39TN7W6zExGU0uc5nBHGOq1WAC4I/Oa/jc3MbPvbfiwMAh1QlEp0gfrgY7QLZPTYbAjMMpagKz1VRqdEPANIN4sKzjJ/zDfAEvXsZSxNWO2KitFC3T2o6gjTYMDKaqiQH3zWASHXQw3ZjU4/PQm/2N+ZxlnMS/zddZY35Aua4MGnxII5UZahJuPDiVI8iaRq7TOy7jX+ardOAmgzRyyOZY42CmG5P4iee3wMCyy27xPMh1Hl9G8YnG4TycdPOwjFsMH/vfO41UGIapyjv1bvZv982IKKaAQ439OSBOGkb5X3sqKSilSLUCh10BxWIKmK9mUq8bA2Z7TFel7KWmUKPrKTd3sciYE/HxR8P9nr/j1A72YgpnO7/FY97nqKeRdNKCLl+layhiNPnkMJ4xQZcJpkbXUspYslVmzGdzSnMUESkO5eBZ1z08432Jj/TmmCr74+38HtRQx0fmJuYY0we1nirTl8E9itxeL8g06CYmM55iNZo05SvhZZ/W3KSbObrjXMrNSsZSxIHG3jF/ASJaJHAoRJwq15XWAchualmoZjPXmEGe6qq9s8AxiwWOWfyf9wZfZ1c98jr6iUDRmqocTPeMWJft91Eqh4/15wCUE1u1WfqzU++2mr6UsSvmivxHUoNuYjsVAIwip+dUks7zpvnGzJDXOUrlkKKS2U0NQK+BwxSVzGfa15xmui4dxOgTV7mupAM34KsjmkE604xS9jPmWcsMpMbhLl1Ne2cjrlibEiVCY/97p6jkoFvvoWbulutdVtOdCRQz15jOaJU3pHVGij9A6M9kTiWFWhoCAq6pRgplehfV1OLVXQGibJXJJ52NVCribH82FGW6ki2djVBmqslU6mrK2EUzwTu87mK39T9zIF2V2cFWysjRWWQYoT8uGiTjUETS1x2L+VhvpsKMre2O0r5LU15MmnrZHoRiF9VUUEUFVeTazn/9TG2yma104CbNVr7GoRykk0ozrTTQzHZzJxVUkUk6C4xZuJSrx7qEBA6FiFv2A68Ukvhn8t29LptBGvU0BkwDESNbZKYq9/18yd2mKrtsu6RYrs3Sn+6vdSRNS+vO/rc70jiIB5Nu6mPp0IXy+QiscShdle2adWD9wm85jmS5cxkfmp9Ztw3kPWvWXfsjqY0YnwKnKgc2R3HixINnyBmH9u/q2c6TWe6MrfpzffEHCP3blVSVArpnFmaxKqBa11JBFaY2MZRBMYFTlUcKe/2xTJVOknKBxrpo0V3AVMEQM3601tbj4mFfK81RRKTFYq3P3LZ9rG3nUBqkBExDDpJtXE2ttb0p7rZNySKDZlqp143sZDcA09TEuNovRZrMWxQiDmmtqaVrGkxaL9M+/PxZPg3SHGXE0zpyGYd2wQ6PuwcOnXRNJw2sCdV7A4xYZJ+KlISrR/fokaSslzpfQxXK58Ne47AtTE0dEkUdDQG/+99Pe7B1IFOVq3Wt9XNtt3WL+NDaR41D/3cpnIFDe63SeOB/7SnKn3Hof08CszD93yUPHqo6s6LHBtTsHTmBQ3vH0yzSSeqcVeDGE3T5wXw+9lBnZTvHQ71MaY4iROBnfygNUuzHf8EuHPR1MSLTdm7s/17GwzYkmiTjUIg4scH8DBOT/3hf5x3vh6STRgNNGKh+28b7C8Y204pXe3FIva8Ry79zjHRzlGC6N0dxqq5d0mjyGEUO2WRaJxvxwqO91s+jyI3iSKJrq1nGF/oriimgmRbGq+KwrXssRRSQh4HBf7yrONTYn72MqQHLOJSDJFx04JZGHzafm9sopoAydqHRJOFinPLVE7MHuXubqvye9xMaaKSJFmaraZQaY3EpJy7txIOXIvIj8jpEeOWSxSQ1jnbdQYotcKhQpJFCI81D+h616w7KdCWF5NNMC2OJt8Ch77X7p7v5g+yttKG1thpglaqxjKcYL16udP+e37l+SokqJIsMCsjrUaIjkTXZGvJlqgxrVkFvGYcuXExS46jTjRQQ2hT2teYG5quZ1Og6Shk79EEPM5mqLETgZ99e1sFPa80L3jd5znwVjeZq10UUqcBji21mOZkqg8mMx9SmdVHH7gPzU+aq6ezRdUzodgxaSglePLTjpoRCmmllgioJ0ytMTBI4FCJO/MJzKy+ZbwGwv5rPPGaw1FjE1a7+Gy9kqnRrfkQjzeSQNZxDFXEgFroqd2+G4bBlHBrKIEOl86XeQb3ZOHyDHAatqg20b+r1l8mvRHs4UfOo95/c6PWVUDjVOIYfOE8J27oPduzLa+pR9uo4hl26mt947uUvSb/vsVwqKRI47OZO70rWsgGAs4yTKFGFfMtxFNAt47CX7LLj3OdR05nxfpXjAq4xLmKNud7KIlqtP8Ct3VIjKM5s0+V8qXeQhAtDGQGBw5TOablDydzdriu4xfsgAHsxlUMd+4Vl3JFgatMKpHefqgzQji/YCnCL6yqK1Giu8dzOY+ZzHG9+nRMch+PGwxdsJ0X3PLlNVN07nvaXcfiW+R7V1DKeYgwV2qS4Gz13sV5vxIGDW11XDX3Qw8zU0hxFCPrJOKylgRM8P7R+399cwPccxwcss9J81jovftL1p6DP8kvPHeymhnGM4afO8wLuu8Z1EUs6TrN+TyWF3zp/MvCXMoLIVGUh4oQ/3dqBw2oy0KPRQC/sLeobbFeAxcgTyeYodsFrHAYGFuyBQ+iqV7KHugFNm4w2/8lSFhlWFspIVE7XFJEiNTrs6y8JYfqffzphi5a6e372qTtjVEHAfsQ+vbu3Gof2IGw5lXi0x6oP5Nc4hGLnIjr8wRx/Vpg9cGh9j4YwVdn+Hc1XOYNeTzR0bxwDfddQDVaDNbOzpIx9+m6ia+x8rQpFOqnWZ8uLNyCABtCm26nGV/JgILUK/e9vEflxMZtGMg6F6H+qcvcSNMFK0gTUNwyyzWjT7VYTvZIg93cvh1CsCkb0MXsoJONQiDjh30BOUMU8mRz8ykpv7N3pGnVT8IJzYkSJhanKfdU4hM66UJ2rqNBVTFbjwzq+4eI/WcoMMbCfqOwHdVc4zw37+lNUMvnkUk1trw0HrEwpyTi0+A/ADQx+7rwgoERASkBdyJ7vmanNgEzEcl3JLqp7HPg36CbygnQ4FLHLP33UnxVm33p3Tcsd/PeonK4Tv286vj7o9USD/XVbGYe274rvO9H1eS+xTcO2AocqgypdE9AwJNH5L6Jlko6hDFy2i4VuPAHHAPZt+NgQ64x1aLfVpTteapNJcxQhAj/7wQOHlX3+3v22YN//Cl1lu79naYwC8nDgwIu313WIQBI4FCLG3e5ZwaveNdTjm65ZwsA3bIEZhyPnoFX0FMmMw36nKtN9qnJgErx9J367ZwV3JF0d5hEOj66Mw/R+lkxMt3tWsMpcxxrzA8D3dx5FzrA8V4kqpFrXUsYubnM/zCWuswLuT7PVIRM+/oPtMYwOCBqCr0RACsm00R70PWvqlklYriuDHtA3SWZ73Omecejnyzj0fY88eDip/cJBZWV8ob+yfl7p/Revmm8PYbSRZc94717jEDqD7La3xB74+pv33xSqfOs4rJGWgJqIicy6iNa5L3QppxU568AdGDjEHgQIrf5lYGAgPk76JeNQiP4Dh91nkQQ7zthgbgR8F7vyg9QTD9ym9Nw+GMqggDxrxsRgzq9HGgkcChGjvjR38Afvg3xubqNG1zGFCRSpfE51HDvgdY1jDAepfdBombIngMgfsAZ7vu7NUYxugcOvGYup1028ab7LGr2e173vcIhj32Ed51C1mK3MVdNJJYVpamK0hxNRz3pf4X/mO2w0t9BICyUUUaTy2c+YN2wnyWc6TqDcrOS/5iqeNF8k3ZMWUEvR3vl0pJys96VDu5msxjONUsb2cnJ+sLEvLbqVXNWzFq79wtMocihVY3nM8y++rhbzhf6Kr6josZyID27tyzh0WRmH/qnKvu/ZYRzAW973aKAJpQf+PWrRrVbwzKu9cfUZ8WgPpYxlnBrDSY4jAJiuSq3vSh2BdXhLVCE/dHyXjd4tbOJLnvG+TI2u860LD220BwQeE5HWmgmqhMlMYFznSbu90Zm9Qcoqcx2PeJ5mKhNIJ42vGfuH9BwPef/B19ViFIpvGIeG9wUMEwkcCtH/VOVGmljCQj5kExMoCWiW9G/v67xirmYUOUxQJSw1FgWtifo3z3N8XS3GiYOvG4uDjmOZ40Q26M/QWnOMcXAYXllik8ChEDFqs97KA94nAJjKBKYbpSw1FnGu89sDXpepTN7Q7wK+grNCREK/U5VV98Bh4EH0EY4DaaGVh8wnQcNavZ5DiO3A4U52s05/BEBhP93OE81r5lru9v4VgAPUAqYY41lqLGK5c9mwPeeFzjPYrWu4pf0h0JBrZvEDugKHKZ0n5yZmjwyXkWgnu1mtfZmgJ6jDgi6z0dzCdioo1D0/v422+mx7qON58w0ySaeeRnJtUzUbR1Adt0ThzzhMUt0Dh4qznCcBcDu+bOLB6NBuK1iYr3KDdsCMWQryyGGpsYhvO44GfO/X/8x3AKjS1QGLp6lUbnVdxe1qBas977NT7w4oA9BAU8IHDutoYE3ntuZryhcI7D5V2W+tuYFHzWcBON34Jkc6DgrpOZ4yX+JzvY0M0njOeV+4hj6s7EESCRyKkSqgq3KQwOFn+kve4n0APmYzHt21vVhlruOuzmPN84zTuMF1SY/Ha635q/kcrbQxU03udZtyreviobyMEUcCh0LEKHua9nLnWYMKGPpl2qcq6/i5yi/CL7JTlbuEMlW5e8YhBE5Z6q2OXSwpsxVwjpepU+FiL169Ium3jFNjIvK8+eSShIsO3D0+I6kq2fogttI24gOH5SF8PjNVOujgjbS6Z4mZmFYZjVyVRa2uD7qciH3+DLCeGYdd2+7lzmUsZ3AXAha3n0Kl3oMDB88m3RMXjSz6EkpzpuXOZTzmfY71eiPtdFi3N+pmClX+sI8xmgLrj/n2471lHNqXPc95akjr11pbj4unfa1kHAox8BqHAU3ZbMcxyx1nBl1/LQ1WuZV42j7EOumqLESMGkyh6N5k2ZqjdK9RJUamyE9V7impW1flYGOy7/DjIXA4mDpNicL/9zEwKCJyJ8VKKetz0v0zkmbL6hlKY4dE0V8xceiqR9ZKW8BVfuj7wpO9xtBI6hybKKyMwyBdlcPBf7IXL91v+zM2xIta/u+ZPWA0EgLrAduaztphTlu+in9qfI9lQzzeraOBFloH9JhY032WhRAjReBU5Z4JDf5tgn+pNlud2bIQthehXCQVAycZh0JEmb/ulr+hgN8G8zPr56Fu9Lo3R5FaXyNXtJqjBJPcLXD4jrmhx2ezkFFW17P15saY/uxqrSk3B34CFO+01tzhfYSP9eeALzDgUq5+HhVeJRSxlTLqaKDJbCbD8AW/UuyBQ902ojvK9/x8Bg9sZ6kMK0uzkeaAKch9BQ4LVb7tcYkfGEk0oWQcDla72cFuagF6ra0Zb+zb90e9/yRXZXGx48we+6dg+4GREFgPFgxMUvapyj0DhwO56BTKtiwWBWQcxuixjBDDTdly17pnHGqtrcZHTpy48dDceZHAfl8+vZe8KDNtgUNpehI2knEoRJS9bK5mdNt+/NZzP5vNrTToJhp0ExMpYV/mcpZxElOH2GQh05ZxeKPnbm73rhjiqEW8CncWSZ/PpfuekuPEyX9c93OCOox0Unlbb2DvjhMDlnEoBzc7r2AUOeyhjvu8fx/2cQ/WHur4lfcusslgNtM4xNgv2kMadm26ndz2fbjJcw+5ZPEj47v8I+mPER/HXGM6EyghjRSrQx5AgRrFOMZQwKgR3xiqgSZ+6b2DLDKYzdRei4Xbu4F3n658hedmiilkLF0n6qPJ40C1Nycah1PKWArJp3mEv9fxRmuNx8o49AcOfcKxr9jJbpJJYjzFzFXTh7y+WDBZjWdV0l/5kXE69TTyK89dHOP+QY/lLnGcxXtJT5NDJgqFEwetJPb3w63dXOb5DVmkM51Svun4GhA4y8Be47BK76GYApaohT06vfemXFeSSTqljGUaE8M6/uEkU5WFCMw49OINuO9Kz+9x4WQmkynpPNZoooX0trmktc+lij1Mp5QbnZf2uv4yXUk2mUxhPJPUuOF5ESOQZBwKEWXlupLGzpOzMWq0L9sDrMyYmcbkIRcRt2ccarTV3U+MXJE/YO35fEopvuZYzEd6My95VtNIM9t0eY+swumqlD3UAYE1BGNNua6knQ7a6WCaSiZPZff/oDhXritpo5022hlDChOMEhYae0V8HCkk8RXlgO+AcWrniaQHDzvYCUCbGtlTle2fzySVRL7KDbpcpuraXzTqJuur26bbqcB3pb+YAmuZ3dRQTAGlxli2Ugb4phGK+GEP4jh7TFUeunJ824ntVPRoihWvUlQy+6q5rDE+oNVsw4OX7bqix3KTDN9JawduNBoPXit7JlHtoppW2mgFximHVc/RZTvt9Ge4dmg35VSi0QPKDCrHd+zcSDM5KjOs4x9O0hxFiO41DgNnJ5XpXVRTSzW1LFCz2NZ5t7+JShvtbGIrc4xpva6/girqaaSexl6PdcTASeBQiCiz10S71nkx33AcGvbnsJ8IgtQ5HMliaaqy33LnMl4w3+BV821aaKWOhoDpkaHWkoo2e02VI4wDoziSyLFvv05xHDOsHZT7ElALk66/g9Q47GL/7hxuLOl1ue6lLfz804MA8lR2wO8lqjDgcY1BGquI2GVvVBGsq/JQJXK9qeXOZTzsfYqNegvlurLXchrFFPAF2wGo04kdWLdva5Ya+1o/B8s43Mlu67M2kM/GYOoixgL7UZHUOBQjldHHVGV7DcMcer8o0Nf33n4cGE/bh1gnU5WFiLLuJ1/DwT71DGC3rhmW5xHxIxK1dQYyJcdeo8j+nfDd1/W98Gc8xaLyCHyXY00ktl+hCPiM2MaUQle2dpse2YHDwI7fBb0uZy9t0WirxWb/7tkbofjWV9gtU1ECh/HEXm/ONQzNUWJlOzFc/K+pjXZqe8m2HWXLetmlqyMyrmjp7e8dLOOwYpABQPv2KG5rHErgUIxQgVOVAwOH9hqG6Sot6ONdOBlNXq/rD9wGxc/2IdZJxqEQ0aZhtppGnW4ImP4VTpmkk0k6jTTjxBHQ2U6MLJHMOLTr7wB5mprIXmoqbjz82P3rgOAFQDJJpJGCu1uX11jh1m626h2MpYgW2pigSiLyvLW6nk/1Fp70vsAm88shlzUIhdaaXVRTo+uooR4XLhTwd++/+Z/5zrA/fzD1upFUUjAxudXzEG9538OpnHyht1vLXOu5g3u8j0VlfLFgq95BFhm4cfOI9xleMN8Mutw2s5x0UjEwuN5zp1VXdKfeTRYZePCwRW8nnVRaacPA4C3zPb7q6Jqmucp8h5M7LorI6wpFnW5gnjGDZY6TmGfMiPZwYk5AxuEwNEdp0W3MUzOo0w0JWah+pppMldpDB26+13F5wHZYa009jVTZLtg+7v0v2/VOrnb9iHFqTDSGHHZaa/5pvsy/vf9jg7mRfHLRaErVWGsZly3jsKOzq3KdbmBvNZta6inu44JGd0orZqtp1Or6YTt2Hg4SOBSi21RlbQb8PEEVk0YKeeSQarv468KJF5N0UpmlpmCo3vPf0kllLzWFZlrJJWt4XsQIJNEDIaLsHb2Bj/Vm39UT1fvVk6FwKie7U9ZS0nYge6jjLfP9YXkeEfvCWfC+/+cKPUh5hfNcrnCeyw3uO1llruvRvdVfm221fj8mOyuX6ypu8T4EwAwm8XVH8MYT4bbO/Ihvui8AYDxjmMDwByw7tJv3+QQABw7SSSWHTNJI7bPr7nBSKLLJYBfVtNNBpd5DJum4dVdApEm3BEy9HWn26Hrr9Xu12et70U67VYOtQTda071rdJ31mPGkMVGN5Svtqys5ilxabHXb2uiI2mchmLf1et7yvs9r5lo+SP5ntIcTc+w1DoejOcrHejMb9GcAFCdgxuHvXD8FsPZfHbbtDsBbOvCYazNb2WxuZX/vPM5xfiti4xxOtTRwmvvHAbeNp5iTHUdav7tsjU/8zXjKdCXv6Y8B33YkVGv1Bj7Rn5OEK65qmEngUIjepyo308ob+l0ADjX2J0V1lZtx4+F7xvGMV8Vc7bqwz/W/Zq6lgSYmq/Exd74QzyRwKESU+eu0FKvCPq+ehEOJKmSPrqOCKkxtDvvzidgV/dYowWWpjK4GQTaGNjAx0egeNRBjgb3W3yiVE7HntZ/wp6iUoO9duNXRYEUVXDhJIZl0lRaR5+5LFhnWFECHcpClMgLGmqSSoj7GaLJf1c9XuVYtu+4aaAr+ntmuA+SpbLJUBun4phH5l3FoA2/n9zSW3mulfVug7rWUhI890NWzOUo4ahx2bR8HklUWb3rff6keDQAgtmv2DlR5kMZl3RuE2Wsc+rNcm2z1UAeyzfC/dyWqMK4CA9IcRYjAz77H1lXZXh85i/SAOtUAY1RBv9uJRt1sXeRMxNIY0SSBQyGiqEW3UkM9QESm75SoQj7Um/DgoYoaisgf9ucUsSVWpyr7LXcuYzk9G2yMbtvPOqCo0FXkxljHYnudpuFocNQbe22yZY4Tucx5zrA/57+8r/KW25dB81PneVzpPH/YnzMUKzxPc77nagDOdJzA+c7T+Kv3X5zjvhKAcxwn80Pnd6M5xKjap/1EdusaknDxbNI9vZ5sP+V9ke+6LwXgDMc3+bHzbAC+0/Fjtpm+DMOHkm5mgiru8djStkPZyW5yyOLJpD8N0ysZuKK2A6ijIUpbv9jnCZpxGMauyp3bxwLyEqarcjC97b/y2/YN2pQulmv2DlT32sQA+xnzAn631zj0X/RqsNVDzexWj7s3zbrF6txeQnzVL5PmKEIEZhx67YFD20yFTDICpioDXOW8oN+SPAF1UxOwNEY0SbqREFEU6YLhAZ1Hg1wdFiNHrE1V7o/9hCMWszQCM2oid6Biv1LrxDHsz3e7ZwXXev5o/R5LtaXsmUxPe18CArsqt9AW8THFEnt2e18ZOvYDdft7Zv+Mj2F00Mf6G6TEWldl/6uVjMPg7DUO/dNJw5Vx6NVedrIbSMxpyqGwZ9rZxeK+bLDKgryWlG4n/cEyDhttJRNCzTi0HzvHWwarTFUWIvCzb2+O0hCQgZxOiu0YLouMkOp4l8Vpx/V4IBmHQkTRTr2b/dR8knAy25g27M83k8kcpPbBjSfhu/qJ4CKZcRjOA+RUUoB6DIyAIvOxwsBgqVpEG+0UMCpiz2ufquwaxl36nz1PsE5/yBZzOw7tYCoTGaNGs8iYM2zPOVAzjcmcYhzNOvMjtusKduidnZ8bn9YRHDhsNluYqiaShItJalyfy9oP1Ft113uWpTJYwt5kqvRepzkfoBZQSB7NtOHWbly9LBdp/uyGaGVcx7rgNQ7DEzjco+s4QC3AxGSaUTqkdcWr7tvmFJLZR80mj5zoDCjM3NrNM96XmEgJ7bQxQ00lW2VwpHFgwHI5ZHGQ2seXYdT5VbTXWs0itMBhja7vXI/JVDUhbK8jEiRwKAS+UlmdXwV7xntDt4zDIxxLqNCVNNPCVBXa/mO3rmF/NR8XTqbE2fYh1iV84NDr9XLttdfy6KOPsmvXLoqLiznrrLP4xS9+YV1x11rzy1/+kvvvv5+6ujqWLFnC3XffzdSpU6M8epHotlPBWr0egOP5+rA/X6bKsIrObtcV/SwtElE461YNxFCfz38ya2KyVe8Ix5DCaqsuY5VeB0CGSovY89q7TA9n4PA1822eNF8A4FC1H2mqiKXGImYZU4btOQdqrCpijCpgK2WA729iz3hp0+3RGlrUVVDFO/pDoP+srzRbMfI2fO+ZR3t41XwbE5OFzOr1sTXU8YZ+D4BdVDOO2OgY6w8cSsZhcAEZh2GucdhAk3XcMV73nN4+Eri6ZRxqNG/q95jI2F4eEV92Us1L+i0A9lJT+W/yn4MuZyrT+iycyrGArx6ZX6YKbapyNbXWeg5XSwY97miQGodCBE7T92p7jcPADOQDjIUckLRwQOveShlvd55b/5/63tAGKgIkfODw5ptv5u6772bFihXstddevPvuu5x99tlkZ2dz8cUXA/Db3/6WO+64gxUrVlBaWsrVV1/NkUceyaeffkpKSko/zyDE4AVOVR7+Oi2BU5UTZ4qMGLh4m6qcqlKsq5P2RiSxop0O6+fkXqalDQf7lVrHME5Vtm8vnk66K6TpItFg38ZV6Comq/HW7yM547Dctq8Z20/g0D5VubUzcLiLauuEt699lf2+Cl3FOBUbgcOuqcqScRiMPXAY7q7KDYOYippoXMoZUNzO0RnIboyhzuNDYa8pdrCxqNflgmWADybjMPAxoQUbY4VkHArRLXBon6qsA5ujDEaFTFUeNgkfOFy9ejXHH388xx7ru7I1ceJEHnvsMd555x3Al21422238Ytf/ILjjz8egEceeYTCwkKeeeYZTjvttKiNXSS+SHcaLLE9hwQOR6Z4napsr1VXZsZefc52bQ8cRq74vz1wOJzTQv3bi3xyYzZoCIHb0XJdyWzVNXNgJNc4LKfrO9PfvsZ+ct+iW32PD/FAvPv7HyusqcpaAofB2DOXe3ZVHprBNL9INN1rHPo/jw00obWOq67AwYRa4zdY/VR7xmEGoWXrd2+gEE+kOYoQoGxtNgK7Ktu+24O80BStmuMjQcI3RznggAN45ZVX2Lx5MwAbNmzgzTff5OijjwZg69at7Nq1i8MOO8x6THZ2Nvvttx9r1qwJus729nYaGhoC/gsxUO26g2pbrbbINEfpygZZZ36EW7v7WFoksohPVR7iiZF9yulavYGTOy7i5I6L+IP7gaEOLSwCM3YiFzgc7hqHWmvazHZ24auJGutXb+3j+6/ndZJ01wl7kxlbDTsiaae52/q5v+x2e2DYP1W5wgwtcGi/b3cM1SKVqcp9s3dn99ev9AdZh7qvGEzzi0TTPXDo32678QRkq8er3SEey3avn9qh3Vb2YBIuX92zEHRvoBBPJONQiN67KtfqrpjKYC80VetawHcRrIC8QY5QBBPxwOGXX34Z0ef72c9+xmmnncaMGTNwuVwsWLCASy65hNNPPx2AXbt8V+ELCwN3dIWFhdZ93d10001kZ2db/8eN67vQuBDBHNxxOi+Yb5JPDucZp/bapTKcMlU6NzkuI5N0vmQHT5jPD/tzitgSyXybsHZVtmXTzWEab5vrecF8k196/xgTWUQd9qnKKpIZh8PbVbmCKnI69saJwQJm8lfXLWF/jnCar2byI8d3SSeNN3mfSl3NJDWOdFKpZeRe5NvBTpJJYhxjKKGfGoekWj/7pxOWUYkTB8UUMpGSXh87mjwKGUUm6THVgMt/gi7NUYLzai9ZZJJHNinat/0KZ41Dv1CnoiYa/0UdhSKd1IALTfb3J17t1LvJII1CRpFPbq/Lda+f+mfv43yhvyKDdI5QB/b6uO66N1CIJxI4FKL3qcrVuoZkkhjPGArJH9S6K/UecshkBqU41PCV8BmJIh44nDJlCoceeiiPPvoobW3DP23o8ccfZ+XKlfz1r3/l/fffZ8WKFfz+979nxYoVg17nlVdeSX19vfV/x47YK9QvYl+FrqSRZtx4mWyMj9jGbYJRQiPNmJgBNRbFyBDJ5ij2U/ShPps9my5DpaFQeDr/xUJAKLDGYeJkHPqnfLTSTopKZrIxvp9HRFeqSiGHLJppAaCJFsr0LpppZSe7+3l04qrQVbTTwQ52UmIMvMZhha7Eg5cKKilQvXcNz1aZVLKHRpppoDE8gw8DCRz2za08NNBIDfUoFdiBesgZh4NofpFo7J2qm2kN+Bza35941UATTbRQyR5yVVavy3WvcVihq/DgpYlmilToF88bAzIO4ytwKM1RhAjMODRtF8B3UU07HWxnJwVG78cafamlnjoa6VCe/hcWAxLxwOH777/P3LlzufTSSykqKuL888+36g0OhyuuuMLKOpwzZw7f+973+PGPf8xNN90EQFGRb8pOZWVgLZ7Kykrrvu6Sk5PJysoK+C/EQLTrDqrwTe2YoSax3LksYs8dqzWoRGRF4nA1nFfW7dl0DyTdxDGOg63fy3X0ax622zJIEjFwCHC07T2PZfaaNuVUWVPnRvL2zv8dMTAopO+DcXtZgFbdmXEYYo1DezFz+3TCaPNvf2SqcnDBMpfDFWSVjENw9tEwKxEyDu0ZgH39jQNqHOo2ymz77v9znjHI54uvYLT9e2UkfsUwIYIyeqlx6D9OUyjGDCLj0NSmdWEh3rYN8SDiW6z58+dz++23U1FRwYMPPsjOnTs58MADmT17Nrfccgu7d4c3I6ClpQXDCHyZDocD0/QdPJaWllJUVMQrr7xi3d/Q0MDatWtZvHhxWMcihF9gN+XI1gwL7Kwc/YCLiKx4zbixB8XceCih68JOLASEApujRLCrcpCmBuEUj93pxnbrHu//rNTRQLNuidawosr/HRnDaJyq78+JoQwr+O2fqhxqIy97MfNY6hhrdMuiE4H6Knkw5KnKts9Bxgg9kUvq4zvXEEPfk8EKtaFBSrepyoNtYhCOBgrREs6ZGELEq8Aah10X9PzbhEJGDarhnz2jO962DfEgal2VnU4nJ510Esceeyx33XUXV155JZdffjlXXXUVp5xyCjfffDNjxowZ8vMcd9xx3HjjjYwfP5699tqLDz74gFtuuYVzzjkH8BXsv+SSS/jVr37F1KlTKS0t5eqrr6a4uJgTTjhhyM8vhN1n5pc87X2R981P2UtNxYmDuWp6RMcwhtHMVlPpwMOH5iZ+2PFLjnAcSBvtvOJZzSf6c2YaU/ip8wdMNyZFdGxi+EV2qnL4Mg7tgUMPXiaoYmYxmQyVzh5dN6R1h4O/xqFCDUsArzf2jMNwPu9b5vvs0bW8Yq6hgFG4cDJJxUc93wmqhHnMoJ4mVpnrSCeV2UzzTaPVe5ikQuvcmSg6zA4mqfEUMbrfjsp++6g5NNPMqM56ZXkqmwXMwouXNJXa6+Ps2UaxlEllWBmHEjgMxhNkOxKufUUSLhaqWXTgGbEZIK4gF5PGUkQSLu70rqSGek50HB6FkYVHQLOSPv7Gad2mKueqLBYwCzfuAU1jTyOVBWomXkyydHpcReDsNZllqrIYqRxBahyu9W5gmprIGEYP+kJ1YIb7yNzfDKeoBQ7fffddHnzwQf72t7+Rnp7O5Zdfzve//33Kysq47rrrOP7448MyhfmPf/wjV199NT/60Y+oqqqiuLiY888/n2uuucZa5ic/+QnNzc2cd9551NXVceCBB/L888+TkpLSx5qFGLinzBe43nun9Xsm6fzMdX5Ex+BUTt5Nfpob3Hfye+8DPGQ+ybPmK+yhzlrmA3Mjs82pEjhMYPEWOHTYMw61myKVz6dsAQ2H6QOGtO5w8Nc4TCZpyB2kB8J+wu/qJ5NsIO7yrORJ8wUAFjGHIxwHsthYELb1D6eZxmReTH6IwvbFbNNllFBIOZWgoYY6JhEfAdBw2amqWaM/AAg5+LubGjbrraSTitf08qL5Jh24maOm9fm4dFJRKDQ6pmq3yVTlvnl0V8ahI8xTlbfpct7XnwLxV48uXLp3VQY42rGUx73/5VnzFVab78d14NCfXWxgBDRX6q77VOW1egNttDNLTRnQ863XG/lMf0kaqaTH2YUgaY4iRPeMQ99x7IPmP3hd+2I/97iuH9R6G+O4cVI8iHjg8JZbbuGhhx5i06ZNHHPMMTzyyCMcc8wx1nTi0tJSHn74YSZOnBiW58vMzOS2227jtttu63UZpRTXX389118/uA+pEKFq0+0Bv0dz6l+WyiCNFNrpCAga+sXC9E8RftGaqhfejENPYK1Oov9Z9dc4jGR9Qxi+rsr2Mgb5Ki/uTvizyCAJFx24rem2AA0xFMyKFPvfMtSMw2JVwGa9lWZa2UqZ1QW2v+mEhjLIJJ0GmmIs41CmKvelrxqHQ26Ogr05SnxtR8IlWP3ZBt1MDpnU00g1tbRpXwOqeNRg1RTL6PPCmb05SqNupq2z+VKo2yU///FpsSqI6IW6cJDmKEIEn6o82NIFdgHZzyO0Gddwinjg8O677+acc87hrLPO6nUqckFBAQ888ECERybE8KvTgV0moxk4XO5cxjrzQ/7RmVXUnQQOE1ukMw6HymnrOu7BS4mKsRqHVsZh5OobwvA1R/E3wxhNHk8n39nP0rFHKcVENZbNeitNdNU1bIyhYFaklA+iTmUJXcttMD8b0OP9gcNYyjj0n6TIVOXgvPapyiq8gUOZOhZ8qnIjTSwy5vCVWQH4vqeTVWx3re+NP8sng76z/wxlWBd07NvigRwLN+gmKxgdL3V37aQ5ihDgsHdV1oGBwxSSySN7UOttkIzDYRXxwOFLL73E+PHjezQs0VqzY8cOxo8fT1JSEsuWRa7LrBCRUkFVwO/RPuixB1/8FL7iza+bazm54yKWGosAWGWuY6mxKKIdoEX4RTLjZrhqHLrxkEc2KST3KLAeLR2dzVGSIpxx6LZ1cw52cjoYt7ofohxfllq0t1FDUaIK2ay3WtlyEFudfiMlMHDYc5sfjP3vvlFvCXp7bzJVOujo1ji83bOCVeY663d/1mUjzdzuWSH7sW4CMw4DTw2GnHHYeSLnwBGQcTaS9JZxONWYaP1eTiWTic/AYQ31QGhT0dNIpQM3zbRat9kvVPQnYHs2gMfFCrl0IQSoIF2V/d/tElU46EzipoCMQwkchlvEA4eTJ09m586dFBQEpqXX1NRQWlqK1+vt5ZFCxLc3zHep1fXkko0Dg28ZR3Kc8bWojumbjq9TqsbykvctPtfbmKhKmGlM4Uu9g3fNj3jTfI//me+QQxYttLLZ3ConXHHOf9Aa6SkyQ3227oFDpRTLHWeyzvyIdjr4u/c/nOo4ZojPMnhWxqGK36nKFbqKC9zXUGlWU0IRc9V0TnFG7z0dqr3VLNpVBxW6km2UA7HV6TcSGnQT//K+ygSKSVdp7KNmh/S4qWoiB6q9aaODHeZOFqk5JJMUUmDjAGMBeWYOjTTRrjsi+p243/N3XjXfpqwzUJjSWVPNn2noxcsDnieYrko5yrE0YuOKdX1OVR7iVNCuaazpcTetNFySbN1BF6sFmJikkcI3HV/nI3MzHjys9DzL0qRFURzlwN3r+Ruvm2sZxxgmqBLOdp7U72MOMw6gXO+iUu+xtitTBpBpWaPrOUAtwEQzVU0YyvCjQmocCtHVsAx80/fbzHbmqul48DJeDb45bpvuYD81DwcOChgVjqEKmwEFDk3T5H//+x9vvPEGX331FS0tLYwePZoFCxZw2GGHMW5c/0W37d2k7JqamqQZiUhoG80veEu/D8DJxpHclvSLKI8IlhgLWWIs9AU9TKyMwts9K3jDfJd6fFOr/VP9aqinUTcPqPudiE2ROFwN55V1Z7cahwBfdxzAzd77AdjHnBMbgcNIZxzq8E1V/kqX86L5JgATKeFgx76c5jh2SOuMJgMHqzu3uX6xVHcvEsr0Lmu/s5C9mGyEdoKeq7J4U78H+ILh6/RHAPxUndfvY2t1g/W+79S7mahKBjP0QVljrudp8yUADlb7ktHZOMGhu7IbNrOND/UmjkICh36BXZX9gUOfcGUcjuRpY/bmKF/pciqoIpcslhgL2ay3UsYuPtfbojfAQVptfmB93040DufbjqP7fcw2Xca7+mMAvtQ7ALhcfT/k59xDLas7mz0dqw4Z2IBjgAQOhehqwgW+Goctqs065hhKpuAealmrNwBwnjp1aIMUPYR0ltHa2sof/vAH7r77bmpqapg/fz7FxcWkpqbyxRdf8Mwzz/CDH/yAI444gmuuuYb999+/xzouvfRSwHfl8pprriEtrasOhtfrZe3atcyfPz88r0qIGFRmm15xlqP/q7KRtNy5jOUsC/h9rbmBp8wXeyxboSuZrqTbcrxKlKnKEDhNyd4AIhqi1RzFHXDCP7TAoX0K2A+cp8Z9dvHYINNqY6nuXiTY/6aHG0tCfpx9SnIl1UFvD+Wx5VQykcgFDu2Nkp5IusM6Admn/UQ+1p93LRcD5Q1iSbCpyl01DofGn3E4ki842vdf+SqXCl1FLQ006xbfZzTKU/sHy/49+pnz/JAeU6IKrcCh/bZQBdbMjL9gtJbmKEJ0a47iDWhiZ+++PlABzVFGaE3d4RTSWca0adNYvHgx999/P4cffjguV886Sl999RV//etfOe200/j5z3/OD37wg4D7P/jAd3VIa81HH31EUlLXyVVSUhLz5s3j8ssvH8prESKmDaZAfTT1NsYyXcl0JHAY7yI/VXlozxeQcah9J7n2z2hZFAMBpjatjJ1IN0fx2k/4VfgCh/GwjepPsHp+jSOsxmGZLaAeLJDaG/vfv0bXBb09lMdGOqDv/wxnkh6QtdC9CYEEDgMNV1dlj/ZYJ4SZI/gkzp5xOErlWumcFbrKOrltphWv9uJQQys5EUn+Wrg5ZFnZvf0Jtg0JtfYqBF78icdgtP3SraGkOYoYmQylrC+DiUmbbrfuG0otXHs5mkypcRh2IZ1lvPjii8ycObPPZSZMmMCVV17J5Zdfzvbt23vc/9prrwFw9tlnc/vtt5OVlTWI4Yq+1Oh6skjnTu9KPNrLuc5vk60yoz0sAbTqNhppshqPxMNJuX2MCoVGY2DwF88zfN2xOIojE0MRrYzDobLX7/MH6VJUMvnkUk0trbotaidd7Z2NUQCSIlzjMLA5ysADhx7toYkWHvY8xYPmP6zvejxso/rjfw0Gyqpx16zb+npIwqnSe3DhxI1nQH/TfHKt7qf+bNoM0kLK8PE/jxMHu8w9DLH0Jh7toZFmVnie5g39bp/L+gOl3V9r9+BXvW4Y2qASjMdW8sAxiMChW/uaXTzseSrgb+TWbmubMpIL1dsvfH1m+poNGSjO6biSbZRZ953YcSGubheAYrEpndaaPbqOPZ0XFQaybfEHCf2fi1RSyCX0c8L4zzi0z8QQYmTqMVXZ1iwpVQ0+cBjv24dYF9JZRn9BQzuXy8XkyZN7vf+hhx4KeV1iYI7vuMBK/9doPtVf8EDSr6M8KgHwT/MVnjVfJQkXB7FPXGzMznaczPccJ3CH+xHqdD3v8ynv6U94Ur/Aw9wc7eGJQQpHFslAnyscz2c/mbJPz73BeQmXen7Nh2zij96/cInzrCE9z2Bc7b0NhcKFk6sdF0b0ue3vxWACh5/qL9i341s4cVJEPktYyEJjLxapOeEcZlQUU0gBo9hNDQ4MNFDPyAoYbaMcNx7yyaF4AB1IDWUwV81gvf6UZlpw4mCOmh5Sc4sSihhFDnuoYwcVQxk+AFv0duZ1fBMnTgoZxSTVez3tRWoOi9UCLnB9J/D12DIOnTjZHIf15IZT31OV+/+br9efcVDHd3DhZAyjmWCra7kEXy3ly1yh17FLND93/pCrnBdws+c+XvW+TT2NtNLGR2wiw5aJWUsDKdp38Wmd9jX+esN8N+YCh1XsYULHIThwMIdp/DPpnpAf+33Ht/iP93+81VnPbI6aNqCmOQEZh3GYxSo1DoUINlXZnnE4hKnKcb59iHWDntfk8Xi49957ef311/F6vSxZsoQLL7wwaIOTk046iYcffpisrCxOOqnv2m5PPfXUYIc04pXryoAdkr3Wj4gu/7SoDtwUGvlx0VnQn62aZ2STRzYbvJ9hdv6Lt+k0oqe4nqpsC5YVqlHWAYf9wCOS3HjQaDpwk65SI/rcQ+2q7N82efCQSjLZRiYlRiEpavAHbrEiX+VQRwMajbdz32ivozMS+P++1dRRYgwsizQJl/X58uAN+TNRrArYQ13A8w9Fme0zmkJSv5lro4wcilVBwG32Do4ePFSyhw7tDuh2O5IFljwYeHMU/5R0Nx5SVUrg30hBnpEzojMO/Z+zbJXJKCMHh+lA4zsmtNfFTSXZmn6rtC/IFMlZAqHyf6+9eElVqT2+b33JUVkBn6iBXvCyZxTF51RlCRwK4bAFDk1MWrW9xuEQpirH+fYh1g06cHjxxRezefNmTjrpJNxuN4888gjvvvsujz32WI9ls7OzrUBJdnb24EcreuXRHnZ1FjA3MDAxpYZPDLHXefqB85QojmTg/Fe6XzZXW2cSjTSTM4CpJSJ2xOtU5WDNUQBS6QrUtUZpGqo9eDfUzsYDNdSMQ3ttyEucZ/N957fCMq5YYCiDYlXINt01FbBVRye4HC3+44AkXOSTO6DHlqjCgIJcJSFmLNqDCOE4DrGv4yLn9/ih87sDXkewE/QKXRXRjs+xbKg1Du1/oyuc53KG4/gwjzAx+BvRHd/xQ14w38BEc5RxEA+Y/wDgetdy9jfmAzCt7Qi2U0HaEE6ih4v9732U46ABP95+/JijBnYsac84jIfZO92ZtuYo3WuvCjFSOAIyDk3a7BmHQ5iq3KhbrJ/jcfsQ60I+y3j66ac58cQTrd9ffPFFNm3ahMPhO8A48sgjg3ZThsDpyTJVeXjsotraGaWRQhMtVOhKtNZxkd2W6Cp0lfXzQIpAxxL7BrhBAodxL+6mKvcWOLRlQUUrm8xeZ3ConY0Hyt8oBsA1iMYs9m3TQJpnxIsSCgNqiI20jMOKzhP8ElU44GOB7p+HUOuYJaskCsijipqwBA4rGHrTnmAn6BUR7vgcy+xZ3D1rHPYv4BiH+DzGiST759h+ec0eFDOUATqyF/tCFfj3Hvh3Mk2lWi98oNlF9gZX8ZhRZP9rSsahGKkM2wwZE5MWwptxmISL5AjXHB8JQj7DefDBB1mxYgV33XUXxcXFLFy4kAsuuICTTz4Zt9vN/fffz6JFi4ZzrKKbv3v/A8Aa8wM+925jPGNIU6lkk0mBGkW1ruWo9nNoUq2MVYXc5/qVNEsZJg95nqRcV/Ku/ogcsng4qasG4Ervs2SQxhQ1Ho/2Mob8KI508OwHaI26Sao6x6lonYQM9eMyWY3neOPrbNVl3OJ+kD96HmGiGstPnedZy0QtcKiHlvXXn0c8z5CqklljrucrXR5wX6XeTRGjGaWyQ56q/Jz3NRpo4m3vetaZH1FMASkkJ2T21X5qLu20877+1DcdZgQFDpvNFmapKXTgZpwaM+DHzzVmsK85ly/1dtJIY44xLeTH7qPmsJsaUknut7TFs95X2KJ38IL3DfboWmYbU9mlq33BBWCX3k0JhSSrpD7rG/bFPlV5X+aSqlJ43buWA4yFg1pfohlqxqEXk/3VfFpoHdC01ZFqMuNZoGaRSgopJDOVCdTTxJ2elaSTxgGOBdZn1ozBwGGTbmGxWkALrYwdxMXwOcY03jR9TXTmqNC3KwDppLJIzQU0mTo97o5FpTmKEDBDlVo/rzc/43Bjt/X7YGocbjA/42nvS+zQO8khk/lqVljGKQKFfIbzr3/9i7///e8ccsgh/N///R/33XcfN9xwAz//+c+tGofXXntt0McuWLAg5Cvd77//fqhDGvGu8/yRL/UOkkliXzWXCZSw1FjE1S5fcf4b3HfygPcJdulq3tMf81N9HgvVXlEedeLRWvNjz6+tNGsHjoDmIT9338IuqskgjeWOZbjitKaSvcisvcaMiC8DqVsVrucKhyMdB3Gk4yBucN/J7d4VNOkWPtAb+YX+kbVMtKah2k+6HUNtIRvEFZ6bqaeRHLJ6nGQVqdEU4eu8aajQpj3d5lnBm52dTw9QC5jMeJYai5huTAr30KPuMtf3uaW9a6ZDtOpgRkMFVbylfcdUpYMIuH3H8Q2+4/gGN7jvBOBbjqNCfqxSinXmRwBUsodieg8m3eJ5kLf1Buv3j8zNlFDIJHxjTiOVSWocS41FzB5A8LLbiKyf6lQD7+gPedf7EVc6L5BZGQw9cPiu+TFv6/XA4LNCR5I8lc0H+lMAJqtxfM5XADyvV1HsLeAAxwLrfbdPbY0Vn+jPWaM/ABhUoPgK57lc4Tx3UM/9rv6YLXo7WWSQZkS2pnA4SI1DIeAUxzFc5/0T4Mv+/1LvsO5LGUTg8D/m//iN917r98rO8m0ivAaUGnHqqady5JFH8pOf/IQjjzySe+65hz/84Q/9Pu6EE06wfm5ra+Ouu+5i1qxZLF68GIC3336bTz75hB/96Ee9rEF0p7W2pgDlkGkVnbYXn85SGWSpDHZp35enXFeyEAkchlsN9QG1Gbx4adcdJKsk3NpNJXsAyCUrrouD2wOHTbYaEiI+ReJwdTgOkLNUBumk0kQLGk2zarXua4tSUMg+zc/e/TkcmnQL9TQCfW9DBrJtKcdXczWFZHJV9oAfH0+6d9Vri1IdzGiw168cyjT0wXw27MGjcl3ZZ3ChLMh05uzO45ehjsPPPlW5mEI2s41mWq2A/Ehn34YNpquyf5uSQxYZKm0YRphY7Fl69tIbAO2d+zH/ZzYWpyqXh6F8wGDYz33iNUAtgUMhepYPadBdCSlpg2gyaO8lAJBP3uAGJvo04DOcnJwc7rvvPlatWsWZZ57JUUcdxQ033BC0m7LfL3/5S+vnc889l4svvpgbbrihxzI7duzo/lDRixrqaacD8E0nejLpTz2WWe5cRg5ZnO+5GgisSSLCp/vGCnw1WJJJYifV1kHC3sZsq9FIPLKftEnGYfyK3lTl8BwgL3cu40u9g3u9fwOgTjdY97XQ2tvDhtVQG5T0pcIWVNnPmBdQBmEwtNbWvmCyGh9035FIkpSLFJKtoHLLCJqqHI7agMCg9lv25/N9hucEXc6rvVZjN7tfOC/kJMcRA37e3ti3P8WqwEqHrtBVA27OkIjstVK7Mg59+tt227cp8RrMiTT7+9R9m9SI78JsLE9V9v+9M0mP6EWnWhqsbXm8ftakOYoQ9JghYz+vHMxU5e4xjkS9GB5tIW+xtm/fzimnnMKcOXM4/fTTmTp1Ku+99x5paWnMmzeP//73vyGt54knnuDMM8/scfsZZ5zBk08+GfrIR7DbPSs4reMS6/e+ruTb73va+9JwDmvEClb83X/lxB5UjPe6P5m25ihPeV+M4khEOES6OUo42b9LV3tus36O1jTUYNk64WLPxgrHidIe6qyLTvG+TQpVli3rcCRNVbbvm4ojfJJd3C3jMJjbPSs4vuOHAd+frseH97O503ZSMUaN7ndsI02wcguhNkcZiduUobJvy+0XvwCqOmcJxepUZXvWX6T/3olwTC3NUYQI7KoMgTPZBtIc5XbPCk7uuIg3zfcCbk9BGqMMh5DPcM4880yKior43e9+xwsvvMD555/Ps88+y3XXXcdpp53G+eefz0MPPcTjjz/e53pSU1N56623mDp1asDtb731Vp9ZiwLO6LiMVtrZrWtwagdzmMYkNY7vOU7o9TFzjemcaZzIa+bbfKa/ZJtZzkQj8QrgR1Ol3sM8NYOdejdVndOS/V3fdpm7maumk0Yq01V81w87xNiXbxtHs9p8n9Xm+9KxO05FMuNwuKbkHGMcTLGrkD96HuErXWHdHq1pqMOVcfiady23eh5iHGMoUYWc6Dh8SOu71P1rvjC/YioTmK4mcZ7j1DCNNLZlqHSqdA3gC/J6tAdnmKeUx6I63cACNYsUkgfVwGAoJlDMAWoBLbRRo+sD7nvP/JifuH/HTl1FBVUkk4QTBwYOWmnFgYMkHb5awN/suIDtdG0nJjGOxWo+LbSxS+/u45Ejh2mvcagGNlX5Rvdd7KvmkkoK5zpOGb5BJpAsMvia2p8GmnBg8BPHD3jC+x868FiB21idqny/53HmqxmYmJziOCaiz32z+372U/NIJ5XvGSdE9LnDRZqjCNEz23aD/ox5agbZZDJK5fb7+Ec8z/CY+RzVZi0uHExmPHuow4mD4x2HcZRx0HANfUQL+cj53XffZcOGDUyePJkjjzyS0tKubjgzZ85k1apV3Hffff2u55JLLuGHP/wh77//Pvvuuy8Aa9eu5cEHH+Tqq68exEsYOV4211BHA3lks9hYQC7ZHGAs5EBj714fU6jyyVVZ7GAnANupYCISOAynbbqcDfqzgNv8gcPt7ORDvQmAC9R3Ij62cJpsjKeWequ2TQ31jCInuoMSAzaQulXhFM7nm2NMZw7T+Y3nXmrpCkpEL+Ow66Q7nIHDr3Q5L+m3AF+X2n2M4NM9Q/Wm+R4f6k0YGHzf+DZHOA4MxzBjXhaBU1ZaaSdzGLpfx5rNepvVgCHS2TlFKp/Vnc0TpuvAi2Zb9Hbe0oHZAVnkkUk6X9KEBy91nXU9h6pdd/Ci+WbAbdkqkzWdjTy+sgUUR7KhNEd5W2/gA/0pDhz8x7h/+AaZQJRSlFPJJr2VNFL5j/PPvGi+yXq9kV26Gq/22jIOYytw+DGbre/2rcbPI/rcb+p32UU1xRRwkGOfiD53uEiNQyF6Bg7raKBK+5Jv8sju9/Ef6U28Zr4NwGK1gDyVTTEFLDUWxXVZsFgX8pHz3nvvzTXXXMOyZct4+eWXmTOn5wnMeeed1+96fvaznzFp0iRuv/12Hn30UcAXeHzooYc45RS5UtmbJt1CHb7pDLPU1AHVpQqsNSR1DsPNXkfKr7FzqrL9/Y7Xeix23etWjVI50RuMGJJ4nqrst5+axxa93fo9WvXr3No+VTl8XZU7Oqf/ARzjOHjI6/Nvj8ZSxCWus4a8vnjRvUFKC609bktE/vqYDhwUkR/R5+5rqnKw45CbXVdQpxu41HOTb5kg+9XBCFaPN8P2t5djIp++Aof98X/OisjHocLfVT5RlahCNumttHQ26SlRhazXG/HipYoaW43D2Jqq3GLL7B9MLbLBsjcbjOfjaQkcCtFzqrLXtg8K5UKnfd/9oOsmSo2x4Ruc6FXINQ4feeQR2tvb+fGPf0x5eTn33ntv/w/qxSmnnMJbb71FTU0NNTU1vPXWWxI07EfFEOpc2b+AUs8n/ILWOOzMOAyox0J81mOxK6b/ulUitiXCVGW/7gcXrVGaqjxcNQ7bcVs/JzO0qZttup1qaoH4rQ01WN2LZLfqkVHnsDyKAZ0MlWZ1K/Z33O0+LrtiCoflWMXeqdHPPi1X9mM+g+2q3JEgwZxo6H48Ffj53xWzU5XbbBfoUgZQi2yo7M0G43kfJs1RhOj52fd2fi9Gk0ey6r8+YSLUO41HIZ/hTJgwgX/84x/DORbRTb1upIU2/u75N/8yXyWZJDroYOwAD878B3PJJPGCdxX/5/geSSp89YNGug7tJoVkvHjx4CUJF7d4HuRx73943/wEBwZezIQ4qPa/hjRSeMjzJEc5lkZ5RGKwIj9VOfz8ddt8r0Wzh1pO7rgIAFObaDRLjIVc4frBMDx7F/9JtwNHWOt+ttsyDpOHUOi5XFfSpJvJJpMGmga8D4l39uzCNFJo0dHpvh1JHWYHzs5/0dr3lKhCmnQzaDBNkwpVhVM7WGOux0Bhoq3941hVSDqpAKSQzKOef9Kq27nSeX5IJxG98ZcNsWvWbSThwsRkq7mDr3QFE1TxoJ8jEQTPOPTpa1+xU1dRxGiq2JMQxziR5H+/8sjmQ+8mq/RLPrnsNKtjtjmKvSRIqhrejMMdeie5ZHOP5zE2mlsoYBS7qYnrz5o0RxECTO3tcZtCMYbRPW7/0tzBPzzP0646OMFxOC9432Cz3oYTB7lkD+kYQQxMSIHD5uZm0tNDn9bTffm8vDw2b95Mfn4+ubm5fZ5Y1dTUhPw8ie4J7/Nc5LkOhWIqE9lXzWWJWsgVznMHtJ591GzOd5zGvd6/sUq/y0a9hXlqxjCNeuRZrzfSRjtzmc7byU9wo+duVpnraNBNTFETmKzHs68xj5RhPsCKhNMdx/Gk93le02v5p34Ft3bjkiC06MVw50ksc5zIWY6TmN5+JJVU00aHlWH0gf6UJlp4wfvmsAcO/c1RwlnfEMIXOPxexxWs1u/jwsnlxvf5yTC/H7EmR2VZP7fQRotK/MBhBbuterST1LiojGGyGs8n+nO2UsYeVccpHRfzfmfNRfDVnpzLdPY35lOqxjIBk93Jazmu43ze1uv5jfdevuE4hH3U4Gt7Bgsc7qSK7cn/Y0H78WxmG4vaT6Iq5e1BP0ciGGyNwzIq2cVuFIqJyFSxgfAHq2uo52zvzzhCHYgTJ9XUsoMK21Tl2Mo4bLVlHKZ1BvuHy+EdZ7NNlwXcZmAwIY5rtUtzFCFgtDGK1uSPmNT+dXbim3as0WR2q0ndoluZ1XG09fuvvfeg0WSTyU+MH3Cx68yIjnukC+ksZ8qUKSxfvpxly5YxZsyYoMtorXn55Ze55ZZbWLp0KVdeeaV136233kpmZiYAt91229BHPUL4pydrNNkqgyyVQa6RTbpKG9B6XMpFPl0diip0JfOQwGE4NOgm68Qk18jGUAZZnX8ri4JCY1SURhheqSqFbJVpRYR2Us14gm8TROzROrK1dYZ7qnKq8k2T8tdZ8h10pKOUwqkHVqdrKIYtcKi7AodJQwgcVnQelDlxkm/kkqkSv76fXQaB+8wG3TOYlGjsNQLzQ+hQOBzsNXArdFWPeoJppJJtZDLayMOhHDhw4MJFtsqw9jFDrUHYGGSqcoWuIkdl+bYf2lcHsVE3j7jvhZ1H9zVVuXf249QCI2/YxpeIilRg3VEnDit7vUJXxexU5UjVONRaB5Rp8jMxKTQiW7M1nKTGoRA+SqkeZXhSjcBtSvdjAP/3J5Vkso3MgAvDYviFdJbz+uuvc9VVV3Httdcyb9489tlnH4qLi0lJSaG2tpZPP/2UNWvW4HQ6ufLKKzn//PMDHr9s2bKgP4u+ldsO/O9yXcscY/qg12VP6y+Tmj5hE1B7srNezXLnMpaTuJ/zkoCi97sYryRwGI8ifbg6nAfIM4xJbDPLAbg/6UZGqRwOaT+dt/UGwHcCEs4pxN35s3XC2RgFApujDHYqhqlNazs1RY0fkd3mugeEGoM0zEg05UOoixwu9ufdZpZZtfD87nZdy9FBmv58y3E0L3R2Qh5qDcKGXjIOwddc6Uu9A/Dty6erST2WHSkGm3EYC5+zeFXSWWrDz/4+l+ldMTtVua1zqrITJ041fN3pq6mlw1bn1y6eP2umlhqHQvh1n03T/UJvbzGLkx1Hjsjj2WgLaYs/ffp0nnzySbZv384TTzzBG2+8werVq2ltbSU/P58FCxZw//33c/TRR+NwhHbiVFVVRVVVFaYZuEOcO3fuwF9FgrIfkBUPcSdZ0keHQzF4ZQF/o5FRnLWvbpkitkU6cyFSz2evYdegmxilclC2A3Iv3rA2Lelu+KYqD705iv3ka6j7kXjVvYNysGBSognn8cNg2RuCfaa39Nge9DYu++OGuo8JlnG4szODofsF1emM3MChvaNl90y3UAOHI3X7Mljdjxmb6SqhUK4rA4JKw33xayD8U5WHu6NyX9/9eG42KDUOhejiUs6AL0VKt+1K9+ZqfrK/iY4BneWMHz+eyy67jMsuu2zQT/jee++xbNkyNm7cGDBtDnwpq15vz2KZI8mfPH8hjVQ+MD9ll97NOMaQodLII3tI652sxnOscQg7zJ383ftv1uuN3Oe6gQKVGFNoo+UVczVfU/vjxsPexuxoDyciJlDCIjWHZJKo0w3RHo4YtPifquyXaSsN0NQZFHLYsv+Gu0aUf5qfa4idj7sbao3Dr3QFKzxPM4NJoOAQY99wDi9uZHbrqtw0AqYqt+l2DlR700YHYynq/wHDYJYxhW8aX+MT8wse8P6DDNLw4iWFZApVPuN6yVafpMZxrHEIe3Qdr5trrYZHAE26hXoaGaNGc5vrF/02NTHRLFEL+UR/QR2+/VUBvuOevY3ZHGTugwsnr5ir+bpjcZheefyZpMZ1ZhqqHgGqvrbdKSRzoNqbJlqCFrUXvcsnl6lMYAeVaLxUU8P+zGM3NdRQH/Cua3TMBJn8XenThtBReZ35EWvMD9hgfkalrg6aUd+iWyllLApFlsqgSTfTSDM5KiuuL9TLVGUhuhykFvGZ3mqVaciwlWN71fs2G8yNTKeUMirJJ5cmmhmjRjNXDX4Wphi84UvB6MU555zDtGnTeOCBBygsLIyZK2ixQGvNLzy30UY7+eQyU00mV2Wz1Fg05PdpijGBJ5P+xNL27/Kh3sRWs4zNepsEDofAq7380fsoHjzMVzM50XF4tIcUEYXGKNZ5PgJgbz0ygqWJIpq1kobzADnLnnHYGTg0lLKuYvqyaYaviY+9q3I42WscDiZw+KH5Gb/23g3AwezLj51nh21s8SSrR8Zh4k9V/khv5k39HhC9bPj9jfk8nnQHxW1LOgMhinEUMUGVsNRYRN7/s3fe8W1V5x9+ztXw3o6d2Nl7kwTCCpuyyiyUWSAUSkvLKhToDwptgZbVltGyW8ooo5RSdqEtK0AgjJCEQMggO3Zsx3Yc2/GQdO/5/SHr+l5ZsiVbw5LPwycfNO44so7OPfc97/v9itALouO0kTzvvpebvfeZRmMBtshqNlPNcvk15xurGePoPXBYLetYLD+3vfZRl4TBdxxHcJvvIVbI1bynf8ZvnFegiaFZOvi1XM8KudocZyLVw10mV5n9LFlamqmKEIKVma/xd/01zvP+nC/lOs7RTmSJsQIkjKa7bxsYg6asNZBxmCn6Hzj8n7GYm3z3AjCdiaajdDAjxXAO0uZzg+ticzw4SJtv6hunIsocRaHo5i73dZxsHMkRnvMAv2lagBeM//Jn/R8AnK+dwghRZo4BRzgWJKO5Q56EBw43bNjA888/z8SJExN96kFPI7tM7ZBiUWAabOQHZUsMhGGi2LyZVmWmA6OORjNgkMp6K9ES0HIEv8ahInVI9Ep3cFZ5vLBmlAVKE+0Zh/HViDJLlWOs92TVOOyPOYp1jB/Ki0TBLn0tQyDj0Do2JzM7R0ppGoi5cJIjsnsaiIUh1HYF5EU1hwmlZ9lpcYWtFOWskKvx4aOORoaTuqYLAyFQqhzKkKO3a4X1txSsTaWIDOv80SpP4bU8HkwGKbEoVbb+dotFYa/jgfVeKNKxYzCjMg4VCjvWYKF1YTdYCiNP5KTFGJDKJDxwePjhh7NixQoVOAyBdaK/nzaXh1w3x/wcZziO5TXj3R7nU0TPYLkxSzTWz6qMdlKXxLgqJ4ZQkw7N8vn0OAcO42WO0jlAc5RtljFqoeM7MWlTKpIvhl7GYWBsHkZxv411YsFOms3A+oHaXrzm/nPE+4YyGntT/5DjvD8E7P07HKEctDssvyvr9axK1vRwuh0qBMZIR8jAYXgCv6UcsnCI2I5/QwXrYmwrbeZjaxAx3nIb0dDeleCQNYBSZev8+Wn3HyJa2EoX40GJMkdRKKzYdcq7r9mBwKETJ9c5L0ITWlqMAalMwgOHf/nLX1i4cCFffvklM2fOxOWyl4+dcMIJiW7SoOF+39PmY+tEoi/u8T3Oe8anPV4/SJvfw3HIurL5mv4uVzrP70dLFTB03QQzRQalFFHPTpW1mmIk0xwlrhqHISYd1oxDq/B/PEiMOUr0wZ+3jI/MxyOH0BgVTH5QxmFzCMOMdEKXOtvZAST32nSP73Fe1d8xn8eiLdZ+/JbxEb/hil63bw1hhBOo7PC3qVv/sUrWsidDU36jO3AYKvjXd8Zh8G9METnW4PVHxucIBBJpyzgfLM7KXuk1r6fRBg6t9yqLDb98gBsXpQytEndljqJQ2LFmEH4hV5uPv5GbARjBsCErIzLYSHjg8KOPPmLx4sW8/vrrPd4bquYof9Nf4kHf0+ySLUxiDHto0/iu4+g+93tbX8K1vt+zW7bjxkWJKAT8mj6NNPGJsYJTHcfYJiXTxUQudJzGv/VFrJYbWWV8w3RNZX/2h1qjgamMJ0/kMF6MTnZzouKPvif4ne8vSCQTxWjezXgqqv0P0fbhG7mZFnZjSEMN6ClIoies8TzfCFHGPmIPmmimkSbAnnEY72yN7sBhPM1RIj/2YuNzrvD+lmbZwhgqmCOmMUZUxrRtqUQRBewtZrNSrsGNO+YB3sFGrWxgDBUUiDzmi1kJP/9/9Q/4pe8edss2nDiZy3QmamO40HH6gI89RlTyiPMWbvbdR62s51zPNTzhviPs9qGyS33o+KQPp3AykVHMF7NoYTe1smHA7UtVjF4zDnsJHHYFZoMNiBSRkykyeNx1B//VP+B/xuKuEcphy2AfLKXK7bKDWUxBE4JxYmRE+0gp2cfzXZplKzo6Y8VIpjCOydo4jnUcMuTmj7bfltL5VygoJI9rHBfylP4yO2Qj//F9wM/1Oygkn4mM5peuS5PdREUXEc2ev/jii4gPOHv27F7fv/TSSzn77LO54YYbKC8fuhkQVtYYG1gqvwJgH7EH87VZEQXzNsitrOiKzM8Sk82I/RZZzc4u98BtssYWOCwU+QyjmCpqzW2nowKH/WEL1axmA0hSbsV0lfyGHTQCfpdKKWVUE5g22lkuvwYY0rpQqUaibz0SdbNTLAr4uMvwIJAFm6iMQymlqXUa81LlfpqjbJRb+UKuAWCGmMT+jnkpLSY/UEpEIcvkKrz4aKeTTbIq2U2KK9XUsoGtIGG+lvjA4Xq5xbw+7CGmUiHK2EubGZO2ZIlMvuc8gUt8N9JOJ5/Jlb1uH07Psp1O8nBSLIr4tOsYm9O8X/RGfzQOpZRmYDbYgEgRHac7vk2N3MGrxjt04qETexnrYClV9gqdlawBCSNEZC7aO2k2r0elFJkaZXtoUznFcVQ8mzsoGSxBYIVisOAUTkaJEWZsYpn8itVyA+A33TrWcUgSW6ewElHgcM6cOQghIgou9JUx2NDQwBVXXKGChhas5Z4PuW5iqjYh6v1udv6Uox0HAXCH78/80ndPj20CVFhKfZRGXf+x6itVppjGobVfdNBJE80UEdrhMhTWkrOhrAuVaiTcHCVB57PrlPn7dqJuuqxBSWeMM9kC4vgaGs4ojFesv+8bnD/hpCHi+B4OTWiMoIwtVAPdWVLpSrJlNKznv8X5Mw537Bfzc4wTo1glv6FK1vY6Nw0Etlw4zcxg8Bs85JFju3YPZekNXQZnHHYTbuzeTbs5xquMw4FzuXMhi42lvGy8DdjLkwdNqbLlN+SOMAveqmf4bcfBPOz6TczblUoEfjNK31Ch6MZ6LQ6UKAMcqu2TjOYowhDRqLVx40Y2bNjAxo0bef755xk3bhz3338/y5YtY9myZdx///1MmDCB559/vs9jnXzyybzzzjt9bjeUCETYwa630/d+1sBVecjHoQxQRtreH7oT5YES7PaUSgR/79H2g0rVh1KeRBfIxDNwOJxSM8OwO+Ow+/IWz4xDn+XYsXZVDpQqR6tvaA8cRX5NSWesY9Yu2ZLElsSfZAcOrYtq8dLWDHyuTjw0dMkThCKQcRgc1A8YPNg0Dhm617LAGBkYRyNZ9LGWgauMw9gQbrweLFlqHovubqTSHLbxCHU9CgSBlb6hQtGNdezbLKtDvq5IPhHd5YwZM8Z8fOqpp/LHP/6Rb3/72+Zrs2fPZtSoUdxwww2cdNJJvR5r8uTJXHvttXzwwQfMmjWrhznKZZddFkXzU5svjbW8qL/JGmMjblxoaOSJyCZfTbIZr/SSRw6t7Lb9sCoZjhMnOWTxF99zbJO13OS8HLfw/60rRTkaGmWUsNvi4KaInFpZjwsXwyjGiy/i7y3WbDKqEELwvO8NFsvPI96vRu7AhRMfOsUUcK/vSS53LmRahNmulWI4rq4+9rjvBU5wHN7fj6BIIMk0R4knDuFgBMNop4MM3GyXO4IyDuOXreGVXsopwYdOLtkxOeYO2UiTbKZVtuHGRWYUgcN1xiZ0DPLJpYXdQ8q4qTcq6C6r20V6Bw6baKGCcupoSOiNeqPcxQ7ZwHq5hQzcePDEbVGtUpSTSzbZZHK25yqyyWSONo0zHMcyWRtnbpcnciiWBRhI2ukwX2+X7SD87xeQhxsnTumgVtZTPgQz6ANjZOhS5dA0y1YqKKeNNgrIi3cThwSVotw0R7EyaDIOpTVwGNlC2Xq5hSLy1fWoi8A3qwKHCkU3gbGhkDxq5A7yyKGNdjVmDDKiTo9YuXIl48aN6/H6uHHjWLVqVZ/7/+UvfyE3N5dFixaxaNEi23tCiCETODSkwf6e0/HgJYcs9hF7sEDMi3j/N40PecZ4DYDD2Jci8s33DtT2pDnjc/bznMYKuZrV+gYWOr7DNOEPClVQjkRSww5WyW9i+8GGCI/rL/C29DuWPuO8K2nt+IXvTp43/gPAfGaRKTIi2m+GmMQCMY/rnBcxynMwjxn/4nXPIjZnLup7Z+BM7VieFC+xSH7Ca/Jd2mQ72SKr359DkXgSIcqdyNLoB1y/5njvRTTI5Tzge9qecSiNuKVY+oROLX5TBT1GN3fP6K9yjc9v+DCV8VHpQJ3tvYoVcjUOHPxcu5ARRKZDle6UiiLzjq01zRfM1hgbqe7KnqskcTIarxnvcqH3FwBMYDSnakfHbVHtT84beNB1Ezd772OR/glv8D7/1hfxkvEWSzNeAPwafGvlJiSSEgpt+7dbnJUfdN7Imb4reVsu4Qn9Ra52/iAubR7M9Bo4DHOtaGG32c9yRWwWTYY6lzvO5Xe+v/RY3Bg0GofWjEPRd8ahV3q5ync7EkkFZZzn+E48m5cSBH5bKmyoUHRTLAvIIoMmWmjqGv8mMJoTtMOS3DKFlagFFqZNm8att96Kx9Mt2u7xeLj11luZNm1an/tv3Lgx7L8NGzZE25w+GTt2LEKIHv8uvvhiADo6Orj44ospKSkhNzeXU045hdra+Jer1LPTTPnPJot8kUuRFrnGnDX1v0wrsU3sHMKBJjSKLZp11tKhYlFglr6pMtP+YSu90JK3GmItRS8VxabodCT/irQC3JqbfPzaRLU04LGsJveGUzgpEyXm82pZF9sPpogLySx3ivck2VZyKGsRCco49Nk0DmNjjmIdXwpFvml8Fc2+eWRTpBUo18YuCkT34poHb8RjXSqSrOuT9XpUKPKimtNESyBokS9yKdDyzKxc62f34DXHPEfQb9OafVihKemNwKKHQ0RujtIsu0uVc1WpckxwCVfIzPXBWKocicbhdurNtheJgqi0etOV7sChujYrFAE0TeuhtV+sxoxBR9TfxoMPPsjxxx/PyJEjTQflL774AiEEr7zySswbOFA+/fRTm2HLl19+yRFHHMGpp54KwBVXXMFrr73Gc889R0FBAZdccgknn3wyixcvjmu7rJPTExyHc5/rV/3e/wLnqSG3OclxBO/4Pu6xvRCCSlHOerllyE6SB0qyNaQCBMxtyijmhYz7+nWMvbSZbDW2A/4A4FhRGdF+I4NMdiYyppetFYOBRJujJBKb7ia1tky71AscdgdgHnHdwgRtdET7dchO6tkJwFQxgcudC2PSnnQgOPjawu4eWWjpQkD/uJB8chKYCWa9Lt7jup69EuDofLlzIZezkCM6z+N9+RlN+Ev8c0W2LTgYXFbZLrszDpVmb/80DlstJkPRLG4oeqdQ5Pfoh4OmVNlijhJJqbL1WnawNj8ubUo1lDmKQhGaAvKopjsR5VBt3yS2RhGKqAOHe++9Nxs2bOCpp55i9erVAJx++umcddZZ5OT0veJ4/vnn9/r+X//612ib1CvDhtnLtG677TYmTJjAwQcfzK5du3jkkUd4+umnOewwfyrso48+yrRp01iyZAn77hu/DjvQwFO1TWw49P7W41p/iIH31sstNNNKi9ydNI2+VKXaNGBwMJzk6CHpUmc7O4CBicfa+0ktY4kscBi8nyK1SCdXZYB8csklm1baqJZ1tv4Z38Bh941UrFyVqywZvNFcH6yZv/EypUhVgs0bmmUrJaIwOY2JI1JKsx8kelGr2tZvEytoXinKzVL0alnLZDGONkvgMDiobw0qDqcUDQ0Dwza3GkqYGYdRuCo3WwOHKuMwZpRS1OO1VM04TOaYMFhR5igKRWiyRKbt4pNFZPJbisTRr7ucnJwcfvjDH/brhDt37rQ993q9fPnllzQ1NZnBu3jh8Xh48sknufLKKxFCsHTpUrxeL9/61rfMbaZOncro0aP56KOPwgYOOzs76ezsXq1ubm6OuA3v6B/zofycJfpyxjKSUlHIfBHdqvyXxlp8UmciY3AIjQoRWsNoihjHmdpxrDE28LjvBd7TP+VJ9+8pFUUcKQ5AExpO4eAp/WUucp4ZVRuGOmWUcoDYkywycYjYZBlFylP6y1TJWlboqxnPKEpFIUc5Duz38RZoe9JKG+v0TXzPcyVedCaLsfzUeV6vpidztOl8S1vAZqOK+3xPcqZ2nCqLHOQktVQ5zn1DCMEh2j5sNLZRI3fwnvzEfC9W2oOh8MnujMPgcsj+8IDvaSpFOZPlWPJEbsS6pff6/kaDbGKWmEwWmRym7TfgtqQTeZaMqHJKucR7Iyc5juBC52lJbFXsaZItHKDtSYfsjDh7fKAsM1bxiv42dbKBkQynWBRSRnFCzh1gmpjAAjEPgUa1rGMy42iX3cFBh2W6O4vJ7JbdOpdO4eQwbV86ZGfMDI5SDcMMHIbKOAxNi6VUOU9lHMaM8YxiGatoo93MaB88GofRZRzulM0cKPZCR+cT/Qu+a1xKnWxgmEjs+DCY8KEzjpGMFiOS3RSFYlBxhLaAbfp2mtnNCIYxR5ue7CYpgogocPjyyy9zzDHH4HK5ePnll3vd9oQTTuj1/RdeeKHHa4Zh8OMf/5gJEyJzdO0vL774Ik1NTZx33nkA1NTU4Ha7KSwstG1XXl5OTU1NzwN0ceutt3LjjTf2qw3/Mz7gTv1RwD95PUo7kCMcC6I6xqfGSl6UbwJwNAeGvbGcpI3lUfdtLOg8g82yis2yivVyC6WiiEucZ3N9510goVW2qcBhFHiklzfkewDsLWYn/PxP6S/ztrEEgP3EHA7T9uP/nD/q9/G+4ziC7ziO4Cx5JYsNvzNzvdzJBH10r4HDA7Q90RCsYxNIv27nsATfLCr6T6IzDhPBbtr5inUAXXYlfuKZcajHuFT5t74HqGcnheRxqnZMxPvdqz/FJrmNTNz8zHEB5zu/O+C2pBMBLVeAOhp4S9ZTr+9Mv8Ahzbxl+I27wi0qxpqPjGXcoj8IwGTGcrx2aMIX1PJEDoul//q1tatUu8NigOISDjOTYSVre1Rh7JItfCpXIhB4pBd3BMYP6YRumqP4rwsRaRzSHTi0/r4UA2OYVkSz3mp7bbCUKntsrsp9/0bWyU28Lz/rfkFCHjmmzvpQZBjFIOAAba9kN0WhGFTc6LqMG11DwyQ3VYkocHjSSSdRU1NDWVkZJ510UtjthBA2PcFI0TSNK6+8kkMOOYRrrrkm6v0j5ZFHHuGYY46hoqJiQMe59tprufLKK83nzc3NjBo1KqJ9t1nKYEpEYb90YaosZaHlou8y2WGi2JwwB0qkM0UGpRRRz84hq+nTX6r7WUYYKwLflxsnxfSvD4ViuLCX9XfgCbNlN8HaUEN5FTkVSHTOQqI1FcPJNliDe7HGVqocg2BJoIQyg4yIf9v+8lT/uFBIdGYqQwWrHIcbF5140vLaZ9WdS1QWmPXvWCQKktL/7Ncif+CwrReNw+DvvlKU86lciUSynR2MYWDzxFSjN43DcLRIa19TpcqxYqromUQxWEqVrdc7VwSmBVaNwwB5ZKtrFEoXVKFQpB4RBQ4Nwwj5OJasX78en8/X94b9ZPPmzbz55pv861//Ml8bPnw4Ho+HpqYmW9ZhbW0tw4eH1+LIyMggI6N/dffWoNPz7nv7JVxuPcaPnWf1uf1pjmN4w3iva1+7tmK93Ml2dmBIA00ood5IsOr5JTpwKKU0HbLHiJE8n3FvzI59pfP73K8/ZT5vobWXrf3YdA5lLXPo21ldkTwiKT+LFwkJHIb5Pca1VJnYlSpLKc1gxygxPGJzk3p2mtpTe2jTlClKCKwZUQXkUUcD9eykQ3ZGXA6eCiRDd84ahPuz6zdM1sYl5LxW7Nci/xyp3aZxaJ/uWudRPfevZYwYaoHDYI1DlXGYLGZrU3q8NlhKlaPVONwWYnHmNMe3uc11dUzbpVAoFIr4MyAl946ODjIzM6Pax5qpB/4bpe3bt/Paa6+xcGH8bnYeffRRysrKOPbYY83X9txzT1wuF2+99RannHIKAGvWrGHLli3st1989KFWSX8ZXRaZnOu1Z1cepM2P6IZvsbHUfBxJ4MqahXO/72neMT7mIG0+laKcFXI1PnzU0Zg0k49UI1mOyvf4Huct/SN20x6Xcwd//x8ayzjFc0mv/dLat9IxeyedScdS5XCGIKniquzBa/7NMon82vo731/Mx8l0eR/M5FmCaNYyuWpZx3gRWcVAKpBo3bl7fI/zX+MD83lFkvqf1XjhfcNfGtlhcU4ODhyGyjgM995QwJpxeI/vcdos+pBhA4fWjENljhIzpjK+x2uGNBK/2hcCq8ZhX4HDe3yPs0J+DfjH3M6uKhZlkqJQKBSpSdSBQ13XueWWW3jwwQepra1l7dq1jB8/nhtuuIGxY8dywQUX9Lr/smXLbM81TWPYsGH84Q9/6NNxub8YhsGjjz7KwoULcTq7P3JBQQEXXHABV155JcXFxeTn53PppZey3377xdxR2ZAGUzuPxokDJw6yyGCZsYoJYjS7ZAubqeYjYxnZZHKh8/SQxzi8cyG7acOQkrlMY4I2JqT7WjB7aFN5yfUAr+rv8KbxIe8bn/GBsZTvakcxU0xmp9zFNqOG4Q4VOIyE7Ya/jKlQ5DNWjIz7+c7z/Jwv5VraZSfDKGY+s5imTeAC56kxPY9TOPmr81aWG1+zQq5mh2zkA2Npr/1yjKhgjpjGLtnCdrkjpu1RxJ5EB/ISXap8lOMgnuIPXOW7jXp2mjc58c04jJ2rsjVDKiuCLLjX9He52nc7XullIqPZV5vLTxx9Z6EPRYrIZ76YzU6aKKOUCspoooVrfHfwT/efkt28mJGoLLD9Ok9D4A+cT2IsnXiYpI0ltx9VFLGgjGKudvyAv+kvUi3rON/zf/zL+J/5vssS1B9NhbkAF2AsI9lDTKVJtvTIRkx3pOwep5fL1az0rbGNZeHGbg3BZMaSgXvImsrEA6fmZJ6YwTK5yryGzvOchIHB97QTuM/9q6S1zZpxGM4c5Q7fn3lKf5lO6WE8o9nINjJwkU8uR2gLOF6LrxGmQqFQKOJD1Hc5v/3tb3n88ce54447uPDCC83XZ86cyd13391n4PCdd96JvpUD5M0332TLli0hA5N33XUXmqZxyimn0NnZyVFHHcX9998f8zbU0cgWqs3njeyilCLyRS4evOySLQBskFvDHuMLuZoWdlNCEZO1sczXZkXkVFoo8jnKcSCr5QbeMT42byw66ORLuRYIlN/OHMAnHDpsZTubqWazrE6Ipt/Xcj1fynVoaEwR4xBCMEObxD7aHjE/11nO4zmL47nH9zj/0v/bZ78sF6Us71pR3iK3x7w9iviRiECe/XzxZ7QYwWjnCH6p34PXEshOlYxDqyZbdgQZh5vkNvO3uYeYyixtMjO1yQNqQ7pSJAr4Qq6mEw9u4WabrKGZVlvgNx1IRBaYT/r4Qq5BR6eScuZofomKvbTkzSEcwsFEMYYa6gFYKzfbzVEs2VFbqMYhHehSN01chmnFrPCtBjDlQIYKVg1YL96u0FC3xnG4a8U2WcNaNgFQIPLi18AhSAZu28JbW1egezNVyWoSAF5pdVUOnXH4jdzMGrkRgH3FHNpkO220M4xi9tCmMlZLjNu7QqFQKGJL1IHDJ554gocffpjDDz+ciy66yHx9jz32YPXq1TFtXKw48sgjbSuqVjIzM7nvvvu477774tqG6hClL8c6DuEh1818Y2xmpsdfQh1KDwSgWbbS0qVdNFObxPPu6LXtLncuJJssLvXdBIBGt6bhUFthHwg2c5QwZgzxOF8l5fwrI779NMDlzoUcqx1i9suqMP3DpgvF0CvvSjUSn3GYHKaLiayXW8znidI4HGjgsN1SHhhJqbJ1LLrNeTWHOvYZ0PnTGSEElaKcDXIr1bKOSlFOs2ylWtYhpYxoES4VsGrTxkt8v5YGM9g0V5s+aDI2rdejOtlgey84+KWjU0sDFfidp63X8lDztXSmr/Ex3C8jMCd14RzSLrnxYKQoD3kBbZZ9a0/Hk0gyDq2l/jc6L+Morz9p43jHYUp/V6FQKFKYqN0wqqqqmDhxYo/XDcPA6/WG2MNObW0t55xzDhUVFTidThwOh+1fuhJKMycwUa0QZb1uF/z6QIJVVg0w62RxqK2wDwSrS5z1u4sHHbKTHTQCidcui6RfFpBHDlm9bqMYPCS6dDjR5wsQnGkV14xDGTtzFGuGVCSlytaFpnD6jopuAtfOJpop79J0baeDnTQns1kxJREZh8nS+e0L629gJ7ts74VyVrd+Duv1LtwCbrrSl+t8X+Yo+eSmTeB9sBDud9WU5LHKazVHEaEzDgO/qywybc7bg2msUCgUCkX0RJ1xOH36dN5//33GjBlje/2f//wnc+fO7XP/8847jy1btnDDDTcwYsSIITHZ+MBYyjP6q+SRQyceiijAh8+cqGaLLCopJ1Nk0CJbObrzfKZpE7jL9QsAamU9y41VjGAYrbQxSowIe6522cEWWc2T+sssN762XdillNTLnbhwkUcWa4wNZJPFcErpsJSlKOx8YazmOf0N8++5WVZTQiHZZJEh4rfKvtJYwy7ZwkiG08JuRifY5dGLjzKK8eDjC7ma0R0HI5Ho6GSSyQmOw7jb9QvGUkkTreSTm1aZO+lO4kuVE3e+4Eyre7yPcYB7z7j0Td2WcTgwjUNrqXJWHxmHS40vceGklCKaaY37IkY6MIIyyighj2w2y21kkcEYKqiStRSLgmQ3LyZ48DCWSjropJD8mB13ibGcUop4Qf8f/zYWUUAuOgYjB5HRQYUoJ4csssmild04ceLDhxuX7bdZQC4lFLFI/wRd6oBkX8dcKinHiYNcstgitzO6l7lWOmF17M0kg046KafULPsON3YHgkKJMOEZaoygHAdaj2zQNtnBFd7fmvcHsaZNtrPMWMUr+jtIDM5xnsRkMY53jU/QEGwwumVrgjMONxhbaWE3PqlTQB4unPzGdz/5XWNFIip0FAqFQhE/or7L+eUvf8nChQupqqrCMAz+9a9/sWbNGp544gleffXVPvf/4IMPeP/995kzZ05/2pty7JZtfMvjT83PI4e9xWw+kH5X5ECJDMA3GW8ihGBsxyGslGtZpH/K753/h0M4eE1/l5/4fg3A0eJAfu28NOz5vpBrONjzPfP4ExhtvtcpPXzCFwA04qWRrwDYwFa+kIOzzDzZSCnZz3M6Ojo5ZDGPGUwUYzhIm8/1zp/E9dxXeG/lA+l3h7za8QNucl4e1/MF87z+H+q6sh2LKKCDTlpp68re2sWD+jPc7ryaYaKEr+Q3VHVphhWgtI4GK8k0R0kkwZlWr8p32UkzxcQ+OGQLHIoBlipHoXF4lvdnbJZVZOLmKu0CcpJkSpFKDNOKqdMbqKO7jHU1G6mSNcwiPbQhN8sqNnXpoMUqGCql5GjPBXTQSQmFTBcTmS2mcpA2n6scvetaJ5J8kUt9xif8xnc/7xmfcqDYixtcFyOE4HrvXbyrfwzALlrZRSvX63eB7teTa9KWcrfzF5zqu4zNspq/6S/yC+ePk/yJEoN1DOugEw1hBg0hkoxD5agcaypFWcgS8m3U8ID+DHc4r8EVJuNvIKyWGzjc211OvMz3NXc5ruME748A+4JWsKvyffqT3Kc/ZXutg07miukcpM1noeM7MW+vQqFQKBJH1KXKJ554Iq+88gpvvvkmOTk5/PKXv+Trr7/mlVde4Ygjjuhz/1GjRoXVG0xHrBpUeeTYStFGad2r2YFMmGJRCPhvuGu7bm6q6T7GcFHaa9aMVW8rkwzyRa75r1B0Zx8EJoJa1/9VmWlo2ukwJ9UZQX/PeGfWVeEvic4kg1JRlPBMPuuvNAM3mWT0WGEOaIUFUP0odUjnUuVQ2m7x0i2zuyoPsFRZdl8fMglfqmxIg+1d15ZCCijQVLA+EsK5DIfTcE1FrJ8lVqWBO2k25y7FojCh18FoEUKYbSvQ8iJqXycemmllpNadPTmUdJ+DA1TBphehxu5O6aGzq1IlL47u3UMVa18MhTWwG0uC+32VrDUXkMEeZA41HwzGhWvQjhUKhUKhiI5+1VUdeOCB/O9//+vXCe+++27+7//+j4ceeoixY8f26xiphFUr5wzHsXwh15gRmcoQJT4HanuxSv8G8F+wK0SZLRjzY+f3ej2fz+J4drLjSH7jusJ8rkudnE6/E28GblsQs0rWqjLTEDTTrc+yQJvHc+4/JuS8Ukrze58gRidFUNoa9Pm181LOc57MVd7buFd/0ny9itoegcPp9NRAVQwOkrlkk9DAYYgb2SpZy8w4ZJX5Ylqq3G4+zhLhMw7r2WmK1M/RpirB+QjJF6Ezo6rSSOM3cN0opYjMCHQyIztm999nf20uD7lujslx48XlzoVcjv03ofWxTl4lg69l6dMn+iJY49CNywwKQuixu8UyNwr3u1L0n76C/lWytlfZov4SvPhbJWttvwW7OYqrx7bg7y+B+eOe2ox+mTkqFAqFYvDR77scj8dDXV0dhmFfqRw9enSPbYuK7NlSu3fvZsKECWRnZ+Ny2S88jY2NwbunNIGsMfBPBF433gP82SRFIfSH7IYUNcxnVlgB71D0dhPrEA5yyaaVNnMSHdC26aCTRnZRQmGEn2xo0GJxsIuX0HworIGBZAlKh8oWC+5/VbLWJkivTHYGN/bvNLHnSyR5IW5k42V4EFNXZas5Si8Zh/ZrgtKNipRwmVFVaeIIb0jDrFCIpealrb+lqE5ZXwsXVbKWqWI8Lpx48Q2p7PngjMNMMmyBwVB/Oau7b64qVY45w7vMm8IRr/4ZPIfroJN1cnPIbYNLlQNtKqGQenYCfUtuKBQKhSJ1iDpwuG7dOs4//3w+/PBD2+uBbDVd7+nOdvfdd/e7ganKS/qbfGys4HPjKyYyhnJRwl7aLF7T36VUFFEo8kNm9+2nzeUSx9lskFt50PcMf9NfokHuZJIYSxH5lFLU63n70tvKJ5dW2vDhYyyVbKMGEGTg5rDOc5iojcGQBuvZymhGcKrjGBY6h64uSUDDB0KXP8aae3yP0yh38ZWxlulMZJgo5iTtW3E/byik5WZCE/5A8z7aHE7RjmSp8RVNtPBj7y9x4CCbLEDyO99fKBT5fMfRt2yBIrmkc6nyTDGJqWI8q+UGAOYxgwd8T3GP/jjF5POG+68xy8YaaKnyx8YK3tDfZ6n8kgZjJ5PFWCopZ09tZsjtPzVW8lffP5kuJpBFJkdoC/rd9qFGqMwoJw5e0d/mCsd5TNUmJKFVsaNONrKPmI2GxhQxvl/HeEN/j3eNj/lGbqFNdpAlMtgt25kmJlBCIQu0eTFudWKwZhweqx3CJmMbrbQhgInaWJ7X/8MRjgUcIvbxG8uIoVP+H+w6H2zMFGrs3il3sY/YgwzcTBOp/bsZjLiEi8mMZS2bbK/vJWaRSzbtsiP0jgNgu9zBWrmJSWIsLXI348UossnkY305IxlOM63kkM1wUUIeuWSLLHPfF/T/MU1MYBoTqBTlPG68AECmChwqFApF2hB14PC8887D6XTy6quvRuyKvHDh0Cuj+q+xmEf05wCYyzQO0fZhupjI23IJAAeJ+SH3O0ibz0HafG723sd78lOaZSvZXS6BB2nz+/x793UTmydyQPrLDQIC6oH9qqilTJZgSIO1bGQtG/EaPhYyhAOHsnvVPREZh3/TX+RLuQ4Njf3FXA7Q9uR853fjft5QWHPFAr1ugTaPBe553Oy9j7/o/6CJZts+G9jKf4z3VeBwkJKsDEBITIZjgNnaVL7nOIEbfHcDMF4bxbvGx9RLfxZEtaxjvBgVk3MNtFT5E+MLbtUfBGAq4ymnlP21eeyrzQm5/WfGSh41ngfgeO0w9VuLglAl7D50GtnFl3IdU0ntAEg1tSyWnwMwRRvXr2O8Y3zMPfrjAMxmiml2VUoRB2nz+ZZj/9g0NsFolhHoIseZLBHLAXjdWMSbxoc4cHCv/CV1NLBCrsYtY288MVgJLlXOEZm2CUCowGEN9XwsVwBwsNg7ru0bqkzQRrPW2GR77TO5EoCDif3f/Bu5mZeMNwHYm9kskcsxMCggj120AP7F9IC+rlXj8A3jPd6U/oSSZxx3moHDrBgt0CkUCoUi+UR9l7N8+XKWLl3K1KlT49GetMGqCVIqisgXuTZx/so+yn0CYsLBr/VFXzexwTdOVi0SLz7yRa7/edek0SO9wYcYUrQkOOMwIC5dQB4FIi8h5wxHb9li+SKXfHJNAx8rQ6nEK9VIdAZgMjUVrRlGmbjJI8csn6qilvHEKHAou8dcRz8yDq2aUTkiK+TYb8X6+yrvo5xNYScvwr9rqmL9DKE0lCM7RvfcpUQU2rKKknk9GijWRVcDw/wslWI4n8tV6OjU0mCWs3vw0ik9ZAh3UtqbSHRpzzgMLj0Oda2w9pO+5rOK/pFLdtj3rDI6scI6fpRpJYwwhlFFLbtpC7m9VU7DaoxiHSf81SgKhUKhSAeiDhxOnz6d+vr4uHmlE4ELsAsnL7kfRBMab+kfme/3pVsXStw7EvrS28rtyjgMMJZKNrIN8E+Un3HdhVu4yO6YjYGBl6EdOLSWKsc747BNttPILgCmi4lJF5TuLch0uXMhlzjOJr9zXo9shXS4AR8KpHOpMoDDEjg8xnEws7Qp/Nz3OyC2fXSgpcrWwOEvnD/m245Det3eqkF1qfPsqM83lMnr5UY8HcYtuxZh/zQOrVqgL7jvj1lJf7KxLiRIpGkotMG71Xy9Stb6y9m7hq1mWhlGcULbmQyCr+HBc51QY/c2W5BaBQ7jQW9zTuvcNFZYx48zHMdSK+upkrW2+wormRYDr8C+mWTYTFN60+pVKBQKRWrRu81cF83Nzea/22+/nWuuuYZ3332XhoYG23vNzc19HyzNucf3OKd4LjG1tXLJ4VTvZdzje9x2UR7Zz2yAvujrJjY/aCJinfBJJNvZAXSXIHgtxxuKtMruldZQhgux5FbfQ+bjwTARtwZ9QjlSOoTDFPC23lislRs5xXMJp3gu4R7f4/FvqCJikluqnNjAobXP6ui239Rtvodi1jfturLRlyp7ZXiXylAoY5T+E84cBfwluqmONajc32tIPFyZBwPWUmWrpp/dSbnW1kea45DVNRgJvi4UBOk7hs44VIHDeGMNzIH9e7DK6MSKqqDxo6/v1Wp8EugPlaLc5sidqQKHCoVCkTZEdJdTWFhoK/OQUnL44YfbtunNHGWoMK7jMDLdmWSRwTxm8Dlf0Ukn/zU+4F3jY44SB1JGMcUUMkZUxKUNfZUq3+L8GdfJi7hffxoDgx85zuBrYz0/0X+ND50FnaezLfN93LjoxGPLhhmK1Mh6yihhGEX9zuDoizf1D1novQYNjQmM4hBt30GRSWS9uQoX9HnGfRf55PAL7138Vy7GixcDyafGSlpp40Pjc3bTznXOixLVbEWEJDrjMNFYMw4NJIdp+/Cu+0ke8T3Hi8ab/MZ3P5tlFXe6rhvQeQbqqmwdY/sKHM7rPIl22cFYKjlA2zPuixnpRjEFVFBmOg9nk0kbfpOBb+Rm/qcv5ghH6prN1Mh6RjCMYgpsbveRcrvvYTx4mMEkLhkE16BYImyBw+5xaZwYxVQxngbZRJWssRnoWJ2F0xnr4kc+uYyhkrGMZFNXNUqoK0Wn9DCaCty4+jTtU/QPa7C7kDzOEidwv3wKsMvo9Id/64s4zXsZAsEcMY33M56hXXYyihFk4GYYJUwXk3iTD2mljXJKqcVebRYw0bnO+weyyWQ0I/i544e00W5uY5U6UCgUCkVqE1Hg8J133on5ib/55hvWr1/PQQcdRFZWlhl4TGVa2c1uOqiknGyRiVf6zIw9Lz62sp06GqmjkXIRH22qvvS2JmijAZguJwKwl2MW88QMLtSvB7rLH1TGoZ8adlBHA3U0UCIK43KOKllLA00AlIsSJmtjB4W7ZyhzlGD21mYDMF2byGv6u4A/4Ghg0EY7bbRTK5W0wWAh0YG8ZJYqB2cclooiSkUR/xOLzYDAFrl9wOcZaODQmiXu6iVjUUrJN3IzHrwMp5RZ2pSozzXUyRe57KDRfJ5Hrhk4bKcj5cuVt7Kd7exgOzv6pXG4RW6nlgZqaWCONi0OLUwewaXKAYZRbFaIVMs6mw50PMpBByO6ZZGwmVaKtXw2GdvM10JmHFLLFqoBKBT58W/kEMTaZ5tooUQrIHC5GWjG4S7ZYl676qR/TNxOHVvxXxOLRD65IovWLn3D4KAhdJchb5HV5rgzT5vBJ/KLHtsoFAqFIvWJKHB48MEHx+yEDQ0NnH766bz99tsIIVi3bh3jx4/nggsuoKioiD/84Q8xO1eyONtxIt9y7M87HnvpU53sNpKIV4lZpHpbAX0fAE3TcOHEiw8PXgzDwN2V+TLUzVESURZYRfc5fuW8lOMdh8XlPNESTdDnWueP+J3+F/P5SDHcdLBt77oxVyQfezB46GgcWjOMrnNexG36w+joMQkU2cfc6EuVrRmH7l4yDuvZaW47W5tqG8MVkSGEII9cGrsWasZQYbshto7FqUigP+eR069sVGupYoWIT4Z9stBs44G1VLn7c26TtUyzLNq1xKEcdDASrHE4RowM2qLn2B3IeMskA7cYOg7UiUQL+ru304kbFx68A844DBiFAab5iTUYmUeObc4buEewPncI/z3GNts8uYx2o3vOl4m93FqhUCgUqUtEGodWvvjii5D/Vq5cybp16+js7Ox1/yuuuAKn08mWLVvIzu4WKj/99NN54403ov8Eg5CRojzkDelO/BqQTpyUxUlwu796WzkW0fgqas0b4KFujhL4HjNwU0JhXM8Bg0srKJqgT7bIoojurANrkLxd9j4mKJJDaud3942wZhxaM7GFgxEMA+yBkv4y0IzD4JuxcAzWcSLVyLG4fGYF3dSmcsahlNKmM9YfrKZu6WYKYh3vrAsJ1gBplay16UAPnVJlu6vyBEbbnoe6/geCTMG62YrYEfx3b6bVzIhtHmDftF77dtGClLJHMNgqzxM8VlrdkoN1UTvonvNlCxU4VCgUinQh6vSIOXPm9FpS7HK5OP3003nooYfIzOx5wfjvf//Lf/7zH0aOtK9oTpo0ic2bN0fbnEGFCycCB0/oLyKRFFPQFXwR5JBJEy1UUEa5KEUTUcdsI8J6E+uIIi48glJ204YALvBca94AD+VS5TXGBspFKQYG2WTFtJS+Vtaz0ljLO8YS3tM/oZA8DOSgCgj0ZY4SzDQm8jlfAZBPnqkjpjIOBw/RlCrvkI0sN77mHeNjVuhf4xFeJoox3OW6LmLThMGTcRh0YyxG45QaIHja+zIztcnMdkzt13liqXHYW8bhZ8aX7ClmsJNmxotRUZ9H4WekGM4O2YgDjTKKGUMF26hhFCMgiZqcA6FNtvOW/hFllNBOB9NE9FIXb+jv4cHHcEoZIcriNkdJFmWihDliGjtkI3f7HuNJ/SXzvUwyEAi2ye0INKYynl208ozvFfYUM5ikjU1ewxOAdXzMJINJYozt/VBjdyDIlCfCGw4pBkbwvGuVvq5LwTSPYRSzztjU777pQyePHNpoZxJj2SEbzWBkIBhcRgkZuNHQqKCcYRSzkW0YGGR0XasMaTBCDCNTunEKJz/3/o639SUUkEcWGUr/UqFQKNKIqGeGL7zwApMmTeLhhx9m+fLlLF++nIcffpgpU6bw9NNP88gjj/D2229z/fXXh9x/9+7dtkzDAI2NjWRkpLYWRiYZjGAYmWSQRSYzxCR+4vge2zMXs9BxMnPFdL7vOIWPMv4Rtzb09yb244znu0qVfbzHZ+ZxhrI5yqP687xjLGG13MBtrqtieuz3jc84zvtD/qD/FS8+ZokpXOo4J27al/0hEnMUK3e4r6aDTjroZDXrzddV4HBw0td3usRYzvHeH3Gn/leWsJz35Wc8ajzPZlkV8Tki0cmMF1aN1+CMmhyRxSaq2UQV5+vXcZHvV/0+j08OrFTZa9m/t8Dhjb4/sVR+hVf6uNr5g6jPo/DzTsbfaMpcSkPmp0xzTmQz1egYbKKKT42VyW5ev1gnN3Oq7zI2U0WFKOMZ911R7b9btnGS9yeskRtw4YrrHCVZnO04kSUZz3Ge42TcuGiWreY/HZ12OthMNc208DvXz9lOHf+RH/Ck/nKymx53rOOjjk6+yLWNZcFjt5TSEmRSgcN4EXyN/oDP+Zr1rGcLS+RyntBf7PexPzdW0cJudAxW8Q3V1NEi7cHgqY7x7Mr8nJ2Zn7E88yXOch5vmRf621ZHI5/IL1jHZr6W67lHf5ytbGe2mMIFjlNT2mxKoVAoFHaivsv57W9/yz333MNRRx1lvjZr1ixGjhzJDTfcwCeffEJOTg4/+9nP+P3vf99j/wMPPJAnnniCm2++GfBrDhmGwR133MGhhx46gI+SfDLJIEdkk29ZgQ08zhe55r940l+9LbdwkUeOWZoTyBQayhmHttJAYpsJaD12ochPSN+IlmiDPuE0IFWp8uAhmoxDax/NIYvdXU6J22QtUxgf9bkTbo4irGYI9sBhXtDNbiQZteGwZ3n3p1S5e3Em3JjdITtNU4/KNNOeSybWUjxI3VJla9lhfzJ8qmWd+TheJmCDhVDXWpfs1m+rkrUcr3XrDKdqn4gGq8SNGzdCCHLIYhctQM+xu50Ocx/l7B4/+rpmDqRvBuu5bjNqzGBwXpjyc+t4GdBfDCX3kUv2oJzTKhQKhWJgRB04XLlyJWPGjOnx+pgxY1i50r9aP2fOHLZvD+1Weccdd3D44Yfz2Wef4fF4uOaaa/jqq69obGxk8eLF0TZnULEq83XyM0K7y13uXMjlxF/MfiBlc2WixBQD11XGYQ/B51hinfD9zvVzDtT2iunxY0G0ZabllCAQ5n4aGgYGHSrjcNAQzXe6zXJDcIp2NA8YTwPR3awk2sXZisPmqmwPHOb3uNntfzvturID0zgMZzJgDez0xy1XEZpgaYhGdtEuO8hKMV0u62/yZMeRUe9vvdYdru0XkzYNVkLNxfbu/C5fyNWAP4BS6ezuF6lumBMJ1vExUIKaS7YZOAzGqv2oMg7jR18LWv3tm4Y0qA66jm+WVWbiQbjAYagF9FDzgXMdJ/FL1yX9aptCoVAoBi9Rp1lMnTqV2267DY/HY77m9Xq57bbbmDrVrxFVVVVFeXno7KOZM2eydu1aDjjgAE488UR2797NySefzLJly5gwIXpdHoWdgQQOrZOCXV36NTo6hjTC7ZLWBDT6SiiM+Y3ku0a343assxljRbSBQ4dwUEhej/3bVOBwUBJNNsMUi47SP43eTazu8T3OKZ5LOMVzCXf7HjNf/6v+PKd4LuEe3+P9am+0aLbAod01NPhmNziwGA2ROtmHw7o4E84cJTAWgTJGiSUjQwRhrUHaVKHK0uZQn6nP/eleJBiK/ctq8FElaykgzzTRCQ6wpCNWuYQM3IBfziFA8LWiJch9VxEfwl2jA69/Zazr1/W0np09qok2WiRIwmUKlosS83HAYCjUeKkWtxQKhSI9iTrj8L777uOEE05g5MiRzJ49G/BnIeq6zquvvgrAhg0b+MlPfhL2GAUFBfziF7/oZ5MVvTEQva352izW6hupod6mS+fFZ04mhwrP6a8zQYxikhjDHmJazI77mbGSh/VnMaSkknJGieExz2aMFdGaowAsdHyHf+uL2Mg2c2LajipVHixEmgH4a++f6KCDSYyhWBRyoDafS7VzeMN4j63Gdh70PcNFzjNt+/zJ9ze+kZtZY2ykEw9OHLTL7nGkXbazUq7hbWMJv/Hdjwsnk8RY9tRmcqfr2ph+Tgg2R7F/7uDyuk489Jdcclgg5qGh4e7HONmXOcpPvb/FI73MYBLFooAjNKUZFStGiRH8VFvIU8Yr7KadEQzjz/qz3KZdneymRYUDjYPEXnjw9Usnt0k2m314jKiMQwsHN1ki00w6zicPIQRHaAfQIBsBgZQypuZog43dss18HBiDpjGBtWwCwDDsCyvNcrfZX8YJu9GhInZolsDhAjGXepoYzjC+lGvx4aOIfP6mv8hljnOj6p91RiOHiL1pki3soJFxYiRLjS85UOxFpsjgO9oRIfcbJSo4VOxDjshmppgE+J2ep4rxNMgmHDiopJz52syBfXCFQqFQDEqiDhzuv//+bNy4kaeeeoq1a9cCcOqpp3LWWWeRl+fPNjrnnHPC7j9x4kTOPvtsvve97zFp0qR+NlsRDmvmTLR6WwUijxrqe7zuwTvkAoeLjE9421gCwI3uy2J23BXGGlPQeqaYzHccR0bsUJtoojVHAbjNdTWrjfWslZvM1zqkyjgcjPT2nT5rvMZGuY1MMviB4zRmaJO42vUD/tT5NwBeN97jIuyBw1eMt3nP+BSAo8SBOIXD77zZdUOeJbJYLdfbxqiP5Qo261VxCRz2lnEYnCUT0G/sDzXsYLH8HOhfxqE18yM441BKyaP683TioZwSznWcpMTmY0iuyOZW11Xc0/kEEsl6tvCS8Ra3kVqBw9VyA+/JzwAoEgVR779WbjL78C3iZzFtWyqQRfc1+AM+o0N20kQz78ulgD84UmDJpk83rKXHGV1/iwaazNd0ERQ4pNXsL/uwR/wbOESx6vRe4/whRzkO5GjPBTTIJqCrMkj6v6totE13il28Kz8xnweybHfJFpDwD9c9Ifcr1gp4PeMR22tfG+tZLTeYz092HMlsbWrEbVEoFApF6hC9BSSQl5fHRRdd1K8TXnzxxTz99NPcdNNN7Lnnnpx99tmcfvrpDB+uUttjwUDK5sKVKA1FgxSbMUoMyy6sQtI3Oy/nGMfBMTt2rOmvI+54Mdq2s8o4HDxEknEopTTLjyaI0Vzu9OuBlVKEGxcevCEF0QO/mXxyeSnjAQCe0l/mAu91AFzoOI07fX9lC3b92x3sRJc6jn7oA/ZGbxmHudIeOGy1lN5FizVjsD8LLB4ZPuOwgSYzG3K2NtX8LhSxQwhBAXk00Qz4+3GqZZg1d0mLgL3sNlLs17uhV6qcRZbtebWss0mIVMlaCkT6Bg53051xmCkCpcrZ5nXcK+xzwBZrf1MGGHHDurgXuHaH0xksFZEHDgPuyYB5TQ8snkUrzROss3ih47SI91UoFApFahFR4PDll1/mmGOOweVy8fLLL/e67QknnNDr+1dccQVXXHEFa9eu5amnnuK+++7jqquu4tBDD+Xss8/m3HPPjbz1ih7YhfqjiwtXEjpANhQNUgKBEydOyiiO3XFTSKssWo3DAOO0UVgl45TG4eDBHgwO/Z1ag1XWPqoJjQpRzia5rYeukTXYGK5fCwS5IqeHD4mOTh2NjGBYlJ+md3rLOAw2MWmmtd/Bos5eAn+RYF3sCc4Srx7iAZ1EkUeOGTj04KWenQyL4bgfb6yBgP5ozgV+uw4clFPSx9bpR1ZQ1n81dbbfW5WsZToTE92shGEtVc7syjjMsQRTfUGLx/ZAtQocxgvNtvjln1SFug5Uy1r2IPIsv2ZLhmkh+dTRYH7H0V5ngucCymVboVAo0peIIksnnXQSNTU1lJWVcdJJJ4XdTgiBruth37cyefJkbrzxRm688UaWLFnCj3/8Y77//e+rwOEAGYg5ysgwE4ahGDjcLncAUEGZrVykv/ikD6dwssRYbr422AWk+xs4DJ54+vBxcufFYYMyB2nzVSZVEgj+NnSpo6Hxe99fzNeCv8tKytnENhrZxXc6f2L+NrzSa+qiWvcJznDMDJORt9XYzghHbAOH1iDck/rLfGysMJ9vkfasRy8+OmQnWSLTNIP6k+4vy+6rb3os+ogZov8ah25ctt+IT/qokd3SEYPVRCkdyBe5toD2732PcLsrdcqVA4GAHLKiztz1SZ95vRvBsJhn/qYCWdgzrLYZ223zocd8/0priYBWogsc2sxRVKAoblg1DgNZ86Hm6U/4XuQIbUHEyQLWhYYSUUidbDCfRxM49BpearrGjgAqkKxQKBTpS0RXGaswcrBI8kD45JNPePrpp3n22Wdpbm7m1FNPjdmxhyoDCRyOERUscT3H4d5zbZpfXumNrlY1xemQndSzk3JKmKfNiMkx53m+w065iwzc7MMezNAmUUz0WlSJpD/mKAAjGU4u2ebNSC45fg2loEyzb+RmGmjiHWMJpziO6pcbqCI6eitVftV4h3O915BFBhMZzZHaAVzuPM+2zYOuG3ELN4/6nmexsdT2nS5gHnO0afzYeZblfN0I4GnXXXxtrKdDdpIh3Fyn/4F6uZOf+H7FZ44XYvMhuzhM25f1GW/xR98TfGp8QbMtKyubeczgK9aZ2ZXFnr1YIPbkt64rOdRzNhJ/vz9OO5QJ2uiw57Eaq/SnVDkgBRGcrTiu8zA0BBMYxRHaAVzgVNfHeJFHtuVxDg/pz/Atbf+UCRYF+nZ/sg1v9N1LC62MZxQ3OmOn55tKWDUOM3BTTR3nOE7if8Zi3jY+5kX5P3PxLx1pNvz9RyAolPkAZFtclYPlaqwZh8pVOX6EKlX+juNIXtD/x8fyC7x4yCOX1+S73OS7j5tcl0d0XGvG4VhRyQ7ZaGZZTxMTIm7fNfrvEAgycJvXwVzLWKpQKBSK9CLqWdATTzzB6aefTkaGvbTD4/Hw97//vc+MwUCJ8jPPPMPGjRs57LDDuP322zn55JPJzVUrVQPFrnEY3dfrEi7mOKaR5c20Bw6HWMZhlazFwKCWBpxRBMzCIaVkm6yhjXaGUUypVsQUbdyg19AKZF5BdBmHI7RhtgwGHT2kDpKQAg9e/78hFpweDAR/p1Wylk48dOJhjKhkjFbJGFFh22aSNhaAIpHf8zsVMFqrYKI2Juz5xmqVjNW6XVt/pt9KPTvxycgy1aMhS2RSSSYVoiy0YYSA1cZ686nEn3nj//37b9J0dNtNcigGGjgMZBxajVE6ZCc7aAT8GUDjtJGD1n09HcizZBwGjCJ20ZLEFkVHoM15/dCbq5K17KadDWxlpjY51k1LCawZh514qJK1DBPFSLr1/2ppSNus3xatDXR/cMqp+Recs60Zh0Hjsy3jUGWYxY1QpcrDRDEefLR1zdEb2QXYdUr7wvr95ZNLPTsB2EGjX04kQqpkjc1YJ5fsmFToKBQKhWJwEnXg8Pvf/z5HH300ZWX2m5iWlpaISo2nTp3K/PnzufjiiznjjDMoL0/PiViyGEjGYYBxYhT1cqf5fKiZo1jFnmNRTryLFnOSN0ubzPPuewd8zETQt41GaIZTanvuQAv5mS/wXMdThl8zNbgUShEfpAz/rVq1im51XsVhjn3Dbnu5cyGX03d5eW/nA7+u6ka20UQzu2WbX5A/xvTW1vmdp7BSrrG9Vh10A2bNVAyFVeMwVhmH1u9ivjZLlfLHmVDldX1974MFKaUZ3O6PMUoq6e7Gi2AziFB6rVWyNm3/Pq22QKC/D+VYgqnBc0BrsChflSrHDRGiVBm6/uZBl1br77gvrOY2wZUe0QTHg4OVqkxZoVAo0puoA4fhBOS3bdtGQUHfpZdr1qxh0qRJ0Z5WESGxCByWikLbpGSoaRzG2mEyXg7N8aa/Gocu4SKTDDq63JStGVn27bqHn6EWnE4WskfxcDfbLE7J4fROY3k+6Pp9dW1SLeuYJMbG5LyREhxoMTB63AxZb5JDYdU47I85ircr8GjNEI/14oWid0LptPX1vQ8WdtNu/s76m3EI/oDRUHXItZYqQ/ffJDhwmK5YKwQCpabZlkWcHuYoUpmjJAItRKky2LM8s8mijfao+qe1VDm4qiCaOW/gnAKBRCq9S4VCoUhzIg4czp07FyEEQggOP/xwnM7uXXVdZ+PGjRx99NF9HkcFDeOLT/a/VDnAJMbyXxZjoCMQnOy5mJliCplBwv/tsoM2OpgpJnGD62LKRWmYI6YOUkq+NNYymgo66GSCCK9tFgmbjCreNT5mPKPoxMM0MT5GLY0//Q0cAoyjkq/ZAPgnvz/z3MrRjoNsmmHWwLaP2JeqKnon8J1ukdv53PiSTbKKYgpw4KAiDpk1ofrQDG0ic4xp7KKVX/ju4veu/2O0GBHzc4ejSBT0WCTxSYORDGcb/kDqm8aHvGV8xCp9HbXUk0UWxzsO43zHKQzXhpmB8WBzEyv/1t/lDeMD1hgbyA3KqpRIxotRzBHTzNc+1b9gXzGHFlqZLMbF+FMrgpnMWPZgGrvZzTdsAVIn47BFtrKnmEEnXkYT2W/HkAb/MF7nI2MZu2Ub4xjZq45nujNSDGdfMYdlchUONDbJbRzVeT475S6yycKJg+u9d/KW/iFXOL+fdn8rq6tyIPhTQqH52iZZhVd6WWR8ikSyRVZTQiFZZFIo8hPd3CFDqFJlsC90TGJMl9yHl7u8j/JT53m9yuDslLsQ0p9ZqGMwWYxnBGXsohknTmqNeh6Wf0cgmCBGc5hjvx7H+NRYSY2+AwcOcsmmEy8jKWeeiI0muEKhUCgGJxFHlgJuysuXL+eoo46y6RG63W7Gjh3LKaecEnLf4uJi1q5dS2lpKUVFRb1e1BobGyNtkiIE1gCMo58Zh4VaPrrhP45EUksDRbKGYRTbttsma9jINpbI5Rxm7MfJjiP73/BBQgNN/EH/KwDjGcWxjkMGdLw3jQ/5me82AI4RB3Ol8/yBNjFh9NccBWBZ5ssUduxJB5104uU+4ynel5/ZAocuS3bWUNPRTBahzFEWGZ9wofcXgL/Pn+k4rkdwK5bns3KN80LyyOEK3y1sNLZynH4o5zpPism5IyE4SNlOJ0vll2bQEOBB/RkAcsg29c6W6auYrI3luxxtCxyGolN6ONl7CeDPztmDqbb3J4oxHKTN5wbXxYB/8eIm/T466GSamMAFzu/G4JMqeuMK5/fNv3kAaxbWYKaZVpbKrwDYQ0ztY2s/9ezkPO/PASgin+87TjH731DkRMe3ONHxLRZ6ruFZ49+00UGG3Eo+OabMSDOtrDe2UmGUc512UZJbHFva6DAf54s8AGZrU8zX6mhgO/X8wncnK+RqBIIFYh4Ha3szTBT3OJ4iNthLlbsDh9ZMeU1oZubftfofONf5HVvQN5hVcj1PGC8CsI/Yg0Mce7PR8TY3e+8D4CnjZd6WSwDYV8wJGTh8wPc0TxuvmM+LyOcsx/FDegxRKBSKoUDEgcNf/epXAIwdO5bTTz+dzMzMPvbo5q677iIvL898PNhNIVIZ3VqqLPoXOAylcaIJ0aOMKYtMM1snXcqZrfpmJaIwpscbnmIZmdaJarQZh+APklhvxINLlq1mEKpUOfEEvtMqS4lySNOTARBJ1qq1NKqaxJYDBgf7WmQr1WGuTzlkmYFDgDbpv9kO9Otw+oZWc5VM3CH/vtbXdtJs/m7SVVNtsCGEoFKUs15uMV/ryxRnsNBs05uL7Ldr1dDMHcIlysEMF8Msz6T/7xK09tEpQ0tvpDJtFjO8gq4y2OBFn2pZa/abAnIpEHmq38QZe6lyN1ZJgnxp/w6qZW2vc9cWa5m59Thdj+toMF8LGHQFE6ynmEmG6gsKhUIxBIi6lnXhQr9Iu8fjoa6uDsMwbO+PHt2zhCOwD8B5550X7SkVUTAQV+UAoW5Wj9IO5FbXVbbXHvb9nct8vwHSJ/Bj1Yk5Ujtg4MezBEJ+4jxrwMdLFv0J9ReIPOpk9yTU6uQHqlQ5GYTKALT2+Xtc17OXNisu5w7Xh5KpI+YOCvbtopVWGTrT7DTHt7lX/5v5fHvXzZOnS6MwbODQcqN2qLYfj7tv77VN1kCuChwmjuDAYUuKlCpb+1dehOYo1t/Zec6TlflOF9c4L+Qe/XEApmoTuMV5JfM99koaTxjN3lSmXXYv8BXiLz0OvlZsNLaZgaSpYkLKmLylMuFKla0Zhy7hskUVq2Qts+jOFg3GuiBineMGxoDbfA/ZjhVK1z74On2M42A1higUCsUQIOrI0rp16zj//PP58MMPba8HLi663nsAwOFwsH379h6uzA0NDZSVlfW5/2DmbM9VuDzRu2rGkk+Nlebj/pqjhLpZfdtY0uM1a6mpR6ZHxuE2y4QoFjpvHxrLYnq8RGLLFutHlnCw8UQDTbZJqDWw7ZXpEXhOJQLf6AfGUvO1WBtx9FWqDPbfRaIDhxlBuq1613+heFv/yPb8df09fu78YXepsgg99ltNNvIiKAG/3/e0+bgiCodLxcAIzrRvThFzFKtDaqRZP9bgdAVlvWw5tCimgAzcdOKhStaSGyIQG87sK5WxVgYU4K8OCh67f+u733ysFjQSQ7hSZas5yia5zbbP4/qLHO04KOwxX9TfNB8HjHAC7JZt7KTZfN5BJ7f6HuI6V3dpvpSSTbLKtl+kCxYKhUKhSG2iDhyed955OJ1OXn31VUaMGBF1QEHK0DeSnZ2duN3JDboNlBbZilMm9zOUUUwBuUwQY3pMCiKlkjIOFHvhwUutrEciaZVtrDTWMMuie2N1xQ123UtVdskW9hF74MbVw20uGn7ovR6BIFfmMIkxjBD+byaVGIg5CsB8bTZ1egP17CSHbCaLsdzr+xuXus4F7KXK4YI1ivixQzZypucKkJKRDGe8GEUZsdWrsnsqh+5DZRRzsLY3Xuntd5Z0f7FmCU5lPE0048FLBx5cOJD4b56yyCATN8UUsIsWJPCN3MzvfY9YSpVDaxxaMzz6ciA9x3MVq4xvKKOEWWIyR1o0QRXx5VTtaLYY1aziGzLJJDNMBulgo9mSyR28WBOKTunhef0/jKGSbJHJvtqcOLYutRBCcKnjHD43VuHDx7vGxz226UwTWRYrmRZX6VzNP2+0jt3jGEkeOUxjAqPEcM5yHJ/gFg5NrBmH1vnYPtpsrnNcxMP6s2xgC25cZJJJO+28YrzF1I6jWJHxim1hbK2xkYu8v2K5/Np8zbrQ8GffP/jEWME4RpJNJrPFVJbJVTxv/IdOr4cbXZexU+7iAs91jGIEEoON+IOWyk1ZoVAohgZR36UtX76cpUuXMnVqZCLcAf74xz8C/onZX/7yF5u5iq7rvPfee1EfM1Kqqqr4+c9/zuuvv05bWxsTJ07k0UcfZa+99gL8wcxf/epX/PnPf6apqYkFCxbwwAMPRO0AnSdycYXJOkkUgYnAQdp8MkVGH1uHOYaWx3L5NS3spoRCGmgC/M561hIIqz5YumgcrmUjH8sVANwlruvXMaSU/FP/D220U0Yx87XZHKTNTzltz4GYo4C/hG5rl8lEO53Uy52UyiIuxR84dAqrxmF69J/BjvU7baKZtwx/Ft0eYirHOg7B0U9d1EgIFzh0CAcbjK1sZTvDZGKF9q2Bw9VdLuABxjOKDOGmQTZRIgoZIcookyW8Id8H/AYT/zU+6FPjsFVaMw7DBw47pYfnjDcAv9j8kY4D2E+b278PpoiabzsP4UzflV3fZzNLja+S3aSIaCWy/hWgWtaxSH4KwCymME2bELe2pSJHOQ7k9/ojAMw2epZ8pqPGoVXXLjCOWa8VI8QwvwM9/rnlQE3jFJFh1Tg0LEkXU7UJfJuDuUV/EPDPv4sooJkWADZRxXa5g7Gi0txns6zmQ/m57fjWhaxFxsf80/gPAP/n+BE3OH9CXudcDGngMpzcyGVsldv5t1wE+K+PoY6jUCgUivQl6sDh9OnTqa+vj/pEd911F+APqjz44IM4HN03qAFX5gcffDDq4/bFzp07WbBgAYceeiivv/46w4YNY926dRQVFZnb3HHHHfzxj3/k8ccfZ9y4cdxwww0cddRRrFq1KioTmCfdvyffnR/zz5AMKkU5q+UGW7ZMsFi8Ow1dca2lkv0tx2mi2RQbn6VNSVktIMOWcRg91r+fQCCRtr+vMkdJLgFzD4DbnFdzqGOfmJ8jklJl8PeVrXI7O2ikQ3b2e9EjWsJlCQJc5jiXi1xn2l6TUpLdOdv8XC2y1Vw0CW+OEllGmNWw4jBtP6UZlQTyyTV13Gqoxyd9tgWOwUg0Ga1g1909VIv9bz7VsZas17CDTDJ6NflKB6y6jaECh3O16fzBdW3C26UIXaoMPWVFsrDfq1RRy1i6A4ctIaQXrJmCVp3pHzpPxyEcVFLOVrab8zbr/G2qGM8GudV/HFWqrFAoFEOCiGbEzc3dmhe3334711xzDbfccguzZs3C5bLfeOXnhw6cbdy4EYBDDz2Uf/3rX7bAXTy5/fbbGTVqFI8++qj52rhx48zHUkruvvturr/+ek488UQAnnjiCcrLy3nxxRc544wzEtLOwUYgcGgN6ASbW7jSMOMwMDHKItMUCe/vMSD1dA2tDLRUeaRlYltALk202P42yhwl8Vi/0za6A4eVIj46Z5H2oUpRbtbGVcs6xotRYbeNJcHmKFbGWLI1AgghyCeXXV2ZHbssQZtwx2qxmVeED+xYAzoVcfo+FL2TK7LZIf2BQx2dWhp6aB8ONlpsGa1938Dbr0+qnwVj/Ztsk7Xkk2MLHKabOYqUEo9lnhcqcNif679i4IQrVQZ6yIpkCneQSUqN7f3mEGZP1oUG6xwsMDerFGW2BT2rBniGyDDPpxyVFQqFYmgQUeCwsLDQVmYppeTwww+3bROpOco777zTj2b2n5dffpmjjjqKU089lUWLFlFZWclPfvITLrzwQsAf0KypqeFb3/qWuU9BQQH77LMPH330UcjAYWdnJ52d3RNJa2A1XQhki2kIM/Os14zDNDG32NU1uaoU5f0qLe6QndTIejQ0DIxBf9PZGwO9cbBmHOaQRRMttLCbRr2JQi1fZRwmAet3upNd5uNEBLj7DBziv2GpkrW2Mqh4EmyOYmW0GBHy9TxyugOH0ho4dHKP73HeMz61bW916s0PE9hplx3UGQ3meKvMB5KD9UbahZNNRhWVjsH9XbTYNA57v4HfLdtokDvNDHDVz3qSKTIopYh6drJRbkUPyvRKt4zDNtluuy64Rc8sbBU4TA7Wv/p/9Q9Y6PgOmvAHEx3CgRuXuWjvkvbbuRqjnsDarEd6aZRNPY5vzzjsnoMFtIYrxXCQK3Di4GTPJVTRHYzMsMzfVKmyQqFQDA0iChzGOti3bds2Xn75ZbZs2YLHY5+E3XnnnTE914YNG3jggQe48sorue666/j000+57LLLcLvdLFy4kJoa/4WwvNw+gS4vLzffC+bWW2/lxhtvjGk7Bxs3OX/KFDGem3z3mhPl4IxDq5FBOmQcdkoP26kjhyzG0D9jlL/pL3Gp7yayyeRQsS+XOM+OcSsTx0A1DisZznCGsYNGckQ2QsJu2qnwHsAX7ldV4DDJ7Kad/ZnLHto0ciNw++0fkZUqjxMjTT3Vaur63iFGhCsvFggmaWNDvpcvcs2P1cQuNDTKKOYd+TGLfZ9TQB5TxXhz+2EUU0Ihe2uzOUo7MOQx79ef5nrfXWSRwZHiAM51fGdAn0vRP6wZoRoal/luZqnjhSS2qG+aZAtuXOSSHdIF2Mr1vrt5WH+WHLI4XhzG0Vp499WhzPvuZ1gnN3GW90paacOF07xGpZs5yizPcbbnKuNw8HC240RyyOZHvht4Sb7FA/rTXGyZU37iep453hMAWMla275b2W4+fkZ/lev07nurkzmCUVqFzVE9VMbh713/xx+5gft9T/Ge8SlllFBKEdPFRP5s/AMnDsYzmgO1vWL7wRUKhUIxKIkocHjwwQfH7IRvvfUWJ5xwAuPHj2f16tXMnDmTTZs2IaVk3rx5MTtPAMMw2GuvvbjlllsAmDt3Ll9++SUPPvggCxf2T0Pq2muv5corrzSfNzc3M2pUYjJkEsVwUUoR+bbV9WCNFOvKdDpoHAY+327abY7R0RAoA2ujg3JRSqlITEl+PLBq6vQr41Aro4YdgD8oaw0h1dGAwzL8+NIkY3WwY70ZlBgUaQWM1XqW5MbjfL1l8A4TxaYJU3CJVTwJFzh04AiZeQN2ncJANlINft1fD15cOHuWbgkYrg0jS4TWzK2SNUgkbXRQoZVRLFLLgT1dyBc5ZlC4E4+trHew0ip2+zOK2EVBHyWDVbIGHZ1W2hirjVRuqGEYp42k2WillTbAvrCVbuYo7RbJClCBw8GEW7jIE9lmqXxz0Bx8ijYOBw70EFIv1rGrJahMucxRSoUos5mhhQocjhDDAP9imXlNE1AiikD375Mh3AnTJFYoFApFcok6OvLoo4+Sm5vLqaeeanv9ueeeo62trc9g3LXXXstVV13FjTfeSF5eHs8//zxlZWV873vf4+ijj462OX0yYsQIpk+fbntt2rRpPP/88wAMH+7XYautrWXEiO7StNraWubMmRPymBkZGWRkpP+FMriMKVgjJd0yxpoj1CLrDatO2U+cZw24TcnEGujrz21DKUVmpkZweVeVrLX1H18a9J9Uw4EjocY9vfUh61iTyGCNO4w5SjbhTbHyLBmHAbLING/Aj3YcxP2uX0fVDutnvsL5/aj2VcSO4HG/iWZaZVscM3IHTrNV47CPjMNAP9PQ+IXzori2K9UJp/+YbhqH4QOHisFAriW4HxwAFEKQRzZNXdIZVqzXlJ3Y5ZTOd5zCbG2q7TWftAYO7beGlzsXcjnd93ZfGeu4TX8IgHma/f5KoVAoFOlL1PWHt956K6WlpT1eLysrM7P6euPrr7/m3HPPBcDpdNLe3k5ubi433XQTt99+e7TN6ZMFCxawZs0a22tr165lzJgxgN8oZfjw4bz11lvm+83NzXz88cfst99+MW9PKhEcOOyRcZhm5ijWz9dfsWdrtlSq60cNNONAE5qpnRe8Ul4la2xZncocJTFE6nIcu/NFhtUhMpGBw3Aah5mEXxgKpedUSpHl/eizuKwBneH0vL4qEkMoDcrqQZ512NKlPezCGTaDNkCgnw2ndNC7RSebUopCLiykk8ahLnU6gj5P4DPbr/+KZGG93gTrjANkkRVyv22WuWiw/EeohXG7xqGjx/tWonVyVygUCkV6EHXgcMuWLTZX4gBjxoxhy5YtIfawk5OTY+oajhgxgvXr15vv1dfXR9ucPrniiitYsmQJt9xyC9988w1PP/00Dz/8MBdffDHgX7H76U9/ym9+8xtefvllVq5cybnnnktFRQUnnXRSzNuTSlSKcmYzmUzcZOJmhfE1B3eexTmeq9lobEu7jENb4LAfN/9fG+vJJ5cxVDCS4f12ZR4sxKJUaX8xl73FbArJw4kTgSCLDF7W37atcKdD/0kF7Fmk8b8djLQPjaCUaUxgLzGTrF6y/WJNGcUcpR3IBEbbxrPMXgIws8VUyinBiQMHGuWUMkZ0a6LmRbnosNz4mnJRyr5iDgeKPXGFKZFWxJ+ZTGJPMdMcww8We/Oh8Xmym9UrgetWPrm9ygF4DA8TxRj2FDOYq7KE+kQIwT5iD8YxklyycXRNl9NJ4zBQig3+4GAR+ab5hipVHhxYs4ibg3TGAfbRZlNJOe6uK5LAH/zNxM23Ohayd8cpfG18gxMHWtf1KpeeGdTWcudAHwhHSxRZzgqFQqFIH6IOHJaVlfHFF1/0eH3FihWUlJT0uf++++7LBx98AMC3v/1tfvazn/Hb3/6W888/n3333Tfa5vTJ/PnzeeGFF3jmmWeYOXMmN998M3fffTff+973zG2uueYaLr30Un74wx8yf/58WltbeeONN8jMTNwN7GCkSBRwpvN4OvCY/z6WX/Cc8TqL5VJ7xqFM/cm0tQwk2pt/gP8Y7/Oi8SabqWYvbWa/XJkHEwM1RwG4znkRn8gvqKYOHz4kknY6WSKX21x9VeAw/ent5tMlXDTRzGfySxYZnySsTVO1CbzkfoAzHMfaAv3uXtyWr3CeRy0N+NDRMailHmtOTrQZGC/qb/Ka8S5L5HJ+5rwg6s+giB0/cp3JSrmGzVRTTS2L5Cf8SX8y2c3qlcBNfF/XrBrRwAdyKUvlV7YguSI8EtjINlppM/VM0ynj0Jo5JoHrnD+2PFeBw8GAtfqlJUTG4d/dd7M+8y2aM5dzlHYAEn8F0Hq28gFL+YI1LJErqKCMax0/YnPmuwzTinscJ1D1EVymHApbxmE/q3MUCoVCkXpEPXs888wzueyyy8jLy+Ogg/yOfIsWLeLyyy/njDPO6HP/O++8k9ZW/0XnxhtvpLW1lWeffZZJkybF3FE5wHHHHcdxxx0X9n0hBDfddBM33XRTXM6fylRYym2tNxtVstaWGZMOgZ/mAWYcWkssh3eJSqcyAzVHgfA6UQBNslt3R2kcJoZEl59FUxpdIcrYLnewnR14pTehmXf5IpcsS3myo5dAuVv4szmsJX45lnKxaDMwrLqovf1eFIkhjxwaaOoa82QPbd/BRuAmvq9rllVGQ/WzyKgU5T30FjxpZI7SEpTBZpVokFIFDgcDtlLlEBmHVnr7XeeI7F6DfIE5WF9lyv52DFwPXKFQKBSpR9SBw5tvvplNmzZx+OGH43T6dzcMg3PPPTcijcPx48ebj3NycnjwwQejbYIigVh1+vbX5vGc8ToQCBxaS5VTP+NwoJMha+Dwckf/HLsHEwM1RwH/ZLWAPHaFEO9ukt2vpUPgOfUYPKXK4B9rlsqvkEhqqGcUI3rdPpZc7lxIjbGDu4zHgN4DhwCZZNoChxnCZf5gos3ASCdd1HQgT+TSIJvMnhus7TuY6JQeMwOur2uW9fpk1RRVhGdkiN9jOug5BwjWzMu2uL4nWtZCEZoM4caNCw/ekBmHVnr7XV/qOIfznd8N+353xmHfgUO7HrgqVVYoFIqhQtSBQ7fbzbPPPsvNN9/MihUryMrKYtasWabZiCK9qKR74rxSdpvMvKS/SblFxD8dAj8tAyy/sIrop0NGR6xKlcooDhk4/MhYZj72ytTvP6lAosvPogscdt/0VMs6RonEBQ4BskR31mBfpfkZQaYJS4wV5uNoMw6rpV+4PpuslNdFTQcCmXuBvttMK1JK/qg/AfiDzIOFaG7gA/0MVIA6UkL9nVrYzT2+xwdVP+gP9/ge53n9P7bX7vM9yb/0/wJQL3cmo1mKEOSTSz072SprOMVzie29g7T5Zl+0ztd7HKOPOW1UpcpSmaMoFArFUKTfQjeTJ09m0qRJAH1quRUVFUWs99bY2NjfJiniQKUo50fa6bxhvE+zbOXHjrP4yljLV/IbHtdfMLdLh1X4VtnGXDGdPHIYRk8NmN74rudSssliGhMYLSrCurWmErEKMl3j/CGL9E95Xb5LE80IBG7cbGW7uY2uXJUTQqJdla301YdOdRzNBmMLrbRxt+8xnnHflaCW+cm2OSn33taTtCN4yPg7AFlkUkQ+JRQyQYxmpjY54nM+pb9MAXkcIvZhgTYv5XVR04FA5l7gt2JgMK/zJKqpw42LedoMDtT2SmYTTdpkO/uIPZBIxlIZdrtm2cpzvjcYzQjyyGVvMTuBrUxdDtX25WTtSN4w3qMTL+WUkIGbP/v+QSYZ/MjZtzzPYOOn3t9SLxtZL7fSITvNbDbwZ7CaWYgSpjKeqWI8pzmOSWKLFX9wXYsA3tDfZ6v0z5vaZAdV1LDa2EAeOZzv/C4LtHlMZhxr2djjGH0F+PoqVf6J51c8a/ybNjrQEJRQSCXlUV3vFAqFQpHa9Ctw+MQTT/C73/2OdevWAf4g4tVXX80555wTcvu777673w1UJBe3cDFTm8xDxrMAzBKTaRA7eU9+RgNN5nbpEDjcJKtYJlcBUCIKI97PJ33821iEgcFIyjnMEXuTn2QQC3MUgHOcJ3KEYwFPdr5ovuajnTbazefpkLGaagw2jcP9tXl8wxbWyy3ky8RnMWRa3Jz7+tsc5zjUDBy208FoUYFbuDhQ24sRUeibLje+5mPpz1a83vGTqNusiD35IqeHrt3XrDcfbzC2DprAoQev2X8mivBVH1Wylk/xm9rNFdMZr41KSPtSnWnaBNpop40OAKrpztr8TH7Jj5LVsAHwuvEem2UVuWQxToy2GdvlipzuzDQBpRSxnzaX2drUJLVWAXC649sAbJc72GX4qzcMDGpkPQCfy684n+8yQRsNQvYYvwDy+shI1qVf0zpc4PAz+SW7u+ZsOpIGmhgnRqrsZYVCoRhCRB04vPPOO7nhhhu45JJLWLBgAQAffPABF110EfX19VxxxRU99lm4MLVLOoY61olBlazlPMcp/KNL6zBAOpSaWk0KopkM1VBvGonM02akfAlTgFiYowQooxiBCBtIUuYoiUESC+XKaM4X3dkqRTnr5RaaaaVF7u7zZieWZFqyhPsKd1rLvjQ0XnY/2K9sQZvuXC9lZorE0ZdWYF86Y4nEumBn1RwOZptFR/Nb2v5xbVO6EU43zqpNmkro0p/dn08e5zhO5BrfHeZ7d7iuYR9tj2Q1TdEHlzsXcjn++WWNrGds5yGA/TqSG0Yqo6+Mw0DVhyOsxmHP69sR2gF9tFihUCgU6UTUgcM//elPPPDAA5x77rnmayeccAIzZszg17/+dcjAYTDr16/n0UcfZf369dxzzz2UlZXx+uuvM3r0aGbMmBFtkxRxxqY9Rl1IwfB0MEcJaEDlkROVxmG6is7HMsSkCY1cssMaDaiMw8ST6KLYSILP1uBZtaxlihjfy9axxY01cGj0sqX9JiybzH6XGKebLmo60JdWYAttCWpJ31jHTTfhXcit+oYj0+galQiCFxHduPHgsf1NU4lAgEhD62GOkmWTa1AMZsooxokTHz5bXwynsZvXp8ZhV6ly2AWInstpKttQoVAohhZRBw63b9/O/vv3XLHef//92b59e4g97CxatIhjjjmGBQsW8N577/Hb3/6WsrIyVqxYwSOPPMI///nPaJukiDOByYELJ81GKxVO/3MnDvSuG+x1chMnd17MAm0elzsX9jL5GJxIKfHiRUPrczK0S7YgkTzm+xfvy8/YIRvNCVw6TaSkjK2RRg5ZtsChhsBAIhD8R3+fU+QlYfeVUrJAm8cVzu+jif6XTQ91Ep9xGJ2mYuD3U0geVbKOKSQucJgpum+a+yrNtwZpssnqZcvwNMlmPPhw4KCEgrTQRU0HAkFhBw50dJw4EQhzcaxFDtKMw16mc/U0kk0WbbSn1TUqEVgXMxxoFJJHPTtpkE09jCoiYX8xj4ucZ5AjsmPZzD5plq14pc8MNjuFkxZpX8jLssg1KAY3mtCooIxt1FArG8y+uFpuCLn9g56n+ZX70rDXmb5clY0Q1/JQSQQKhUKhSF+ivgOfOHEi//jHP3q8/uyzz5pmKb3xf//3f/zmN7/hf//7H2539wXssMMOY8mSJdE2R5EAimUBIxiGFx+r2UCuyGacGIkPnbFUcp3jIkoo4t9yEb/Q7+I5441kNzlqmmhmk6xCIpnM2F63fUj/O8M79+d6/W42GVVk4GY/MYertR/wI0fqiaWHI9YOvEszXuRs7UQcXcNO4PgzmMhoUUGzbA35b5mxyuxbn8uvBtyOoUxiw4bR96ExopJMMmiixVZemQhO0Y5kV8bntGesZIn7uV63HSdGsjPjM5rdn7Ms46V+ne9e/Uk+l1+RgYt7nL/s1zEUsadSDCcDt5mZ5cNny6gPztJKJtbAYW8ZhxvkNtpoJ48cVRIfJd91HMU8pgOgY3CG9m2aMz7nh47Tw16zQv2rMxr4t7GIX+h3cpE38b/3X3j/QKXnAOrxuyU7QmQcWhdPFIOfDzOepTnjcy5wfNfsZxlhxoE75aNc6/t92GP1FTgMaCCC/1r+M+18DtH2GUDrFQqFQpFqRJ0WduONN3L66afz3nvvmRqHixcv5q233goZUAxm5cqVPP300z1eLysro76+PtrmKBKApmn+CaXsLssNrExXU0ceOWSJTDMq0Sk9yWpqvwl8LomkQMuPaFsfPgpFnlnWXKoVJVSTLd7EyhwlQIkoZJgoMrNUA0c3hNFraXiG7F5gUCXNsSMWweBYn69clNBBJ2DXHE0EDuEw9Z3C6zz50YTmHwMFlNC/TMHAONJGB+O08I64isRSJPLpJPw1rFmGlltIBlZtYVcvgcOAHl8Lu6nQVEl8NOSIbP/1qeuC1UQLTuEkX+RGJWmSSYaZxd8cRrIjnrQGldg7cfTInu1v9rQiOZSKIgBbX8wlO6xIb3vXtTUU3a7KoW8LDaxjjZMyrUQFmhUKhWKIEXHg8Msvv2TmzJmccsopfPzxx9x11128+OKLAEybNo1PPvmEuXPn9nmcwsJCtm/fzrhx42yvL1u2jMpKdfM0WKlkOBvZRhPN7JZtVIpyVslv6MTDOc6TKNYL+aHvegA8vdx0DVaiMSmw6sk84f5d2pZ+xdIcJUCov9UwUcLz7nvD7vML7538Qf8roAKHAyXa0uFEn8/aP6z6f+mIXRs1PceQVKSv8X8wmaN4IyxVDlyzXDgZRnHc25VuVIrhZjBmB42A3agiEjzSS36nf44cXCKcCFpku+25A0ePAKbSOExNrH3xMd+/uMgXOqO1TXaEPUZfGYcey9wrm6y0MQFUKBQKReREHDicPXs28+fP5wc/+AFnnHEGTz75ZL9OeMYZZ/Dzn/+c5557DiEEhmGwePFirrrqKpvhimJwUSnKzYlztawLclqusemmdKagUcq2KG7iA9kbDhwMpzSu7Uom8QgxWc1jAi7LfWmGWbO/fF2OkIqBk4iMw2hLla39o2qIBA7duCilKMmtUQToyzxkUGUcWkuVRW8Zh/6+ViHKlUZsPxgtRpiPG2RTv47hFi4yyaCDzqQEnxuD2u1Aozno2pupAocpT29ZsB30P3BonddrCbdWUygUCsVgIOIZ5KJFi5gxYwY/+9nPGDFiBOeddx7vv/9+1Ce85ZZbmDp1KqNGjaK1tZXp06dz0EEHsf/++3P99ddHfTxFYhgvRrGnmMEhYm/qaWK+mM3+Yi6Hin15XX/PpqvSW5nXYKVV7maBmMeeYobtJiGYP/n+hhcfk8RYTtAOwyF6L2lMZWKtcQgwUYxmfzGX8YwyJ5/r5BYu9t7Ig76eEgZgz6TxqYzDAZHojEMrkfShMoqZK6axn5gT1h0y1VlsfM7Dvr/jwsksMZkTtW/125VZEXsqRBmzmWq7puWRQzGF7CvmUCGGJbF1duzmKKEDh//1fcAcMY0DxJ4cJvZNVNPSivGMNh+vkt8wq+NYjuv8Ia/ob/e57599z3Kp52Z+4LmOnK5S4GSUKpdqReRbxlQnTkpFEYXkk0cOB4u9VVA5DRgrKjlKHEgZJWTgts2fPjNW8g/fv3vsI6U0NV3DlSp7u+b1DjTmi1lxaLlCoVAoBjsRZxweeOCBHHjggfzpT3/iH//4B4899hgHH3wwEydO5IILLmDhwoUMH977Sr2UkpqaGv74xz/yy1/+kpUrV9La2srcuXMjMlZRJI8skcHSLmOKH8t6LnB+l1t8D1BFLav0dTyo3WRu60nBjMNVfMNi+TkAI8LcGHbITq723Q74y9meybgrYe1LBvEIHM7SpjBFG8+H+jLztRZaeUR/jjFUcJHzrB77uCwO3apUeWDE4zuN9HyRoAmNetnEVrazTm6OU6uSy0v6m/xRfwKAc7QT+bP7t0lukcJKlshkC1W2DJsWdlNIHkvkcmoYmcTW2bGOh+HMUZ40XuYt+READ7huTEi70o1xWiVdcRVaaWMdm1knN2P4DI53HNbrvrf5Hjb1Wkfg15dMtDO3lJI3jPdsczOBYLGxlCaaAdgotyW0TYr4ME+bwUsZD3Cz9z4A1sgN/NP4DwBV1HG3/jinOb9t2ycQNITw+r6BUuUJYgwvZTwYj6YrFAqFYpAT9fJiTk4O3//+91m0aBFr167l1FNP5b777mP06NGccMIJve4rpWTixIls27aNUaNG8e1vf5vTTjtNBQ1TgHy6yx9aulbLAyW9tTTYzDNS0RzFqltYGaZUzbpNsSiMd5MGARZzlBhmIoQrBe8Ik6nqVBmHKUt/XJwD/aOenXTI8GLuqYpVu3GEUEYVg5GSEKXj+eQB/uz0wUIkrsrW61aF6m/9YnQY86JoKw4yuoyUmtltGqUkgnp29ljQ9eFjZ1fQEJTOaroRMEwZJSpsrztC3Pb5LIFDZ5g+3YZfI1PpYCoUCsXQZUDRgIkTJ3Lddddx/fXXk5eXx2uvvdb7yTSNSZMm0dDQMJDTKpKA1S04IOxtnWhaxb5T2RwlkwyKKQi9jcXl9VBtn4S0K5kYccpOC2c+0BxG98laaqMyDgdGojMOrUR6vpE2g5S6XrZMTax6qtc5L0piSxThyBc9y+QLhT9wGG6cSgZWV+VwJYZV+DV5i8gnR2QnpF3pxogBaBnrFpOxQNDGh890j08EofRig88/UgUO04rLnQu53Lmwx/caqgrAFjgMkXGoS92ce6nAoUKhUAxd+h04fO+99zjvvPMYPnw4V199NSeffDKLFy/uc7/bbruNq6++mi+//LK/p1YkAWvGYeDGyRo43EWL+TgVNQ67xePLwuqNDTUXVHuQKXaEMx9op6OHWDuowGEq0x9NxQrLb+se/fFYNmdQsFpuAKCUIjKFugkbjGSEuDkOLI558PIH71+5x5f8vtmXOYqU0maMougfLuEKmakVKPG8x/c4p3gusf0L9A9vGOmWRAagQwUO62Sj7bnqH+lJ8PdqDRJ2v9b7AkS7JcicKTJj2DqFQqFQpBIRaxwCVFdX89hjj/HYY4/xzTffsP/++/PHP/6R0047jZycyITszz33XNra2thjjz1wu91kZWXZ3m9sbAyzpyKZ5FlLlbtuoM50HMdauYmdchd/018y3081V+VOw8MYKnEKjQlidMhtpJTc5X2UCsrII5ejtQMT3MrEE6/stD20qdzt/AW3+x6mg0586GholIliqowa8h0TbdtbV8BDTXoVkZNMjcNIz3eG41jyyeV+/Sn+rP+Dv+uvMVWMZ1HGU/FqZkK4z/ckz+v/pZgC9hVzOMd5YrKbpAjDdc6L+Ni3ghflm+xkF43sopru7Nff6g9QQC7TxASOdByQtHZaF1JcIaZz9XInY6gkX+QwV0xPZNPSjgPEXmyU29hOnfl3f8f4mHEdh1Emis3F1U7pYSPbWGmsZadsNiU4MnAzWYxhJMNpopnbfQ9zp+u6hLS9VtYzA/919Su+AWAXzZRSTAcdVFI+JBZDhyJ7a7PJJ9cMVIeqCOor47BR7mICoykS+cwRU+PXWIVCoVAMaiIOHB5zzDG8+eablJaWcu6553L++eczZcqUqE949913R72PIvlYS7cCE5A9tZlsllWskRtt5QuppnHYInbzBatBQrkIXZK0k2ZWsBqASSKbKdr4RDYxKcQryFQmSvie4wR+6vObQhSSTxPN7JItVLODaQQHDi0ZhzK1gtKDjf5oDsaKSPvQPG0Gm2U1jfouwJ/NvFR+iSGNlHb9XCnX8mGXAdPx2mGc4jgqyS1ShONIxwEc6TiAG7iY8zw/5++GXYaljXbaaGezrEpSC/30pXFYTR3r2AQSZmvqhn8gFIhctshq22sSodBRQgAAaWNJREFUyXbq2C3bOFDbC/BXXOzoyuZbZnzFbtrM11tp5335GQBZRuIytzbLajNg2N12qMffzjVsNPUXFelFpSinTJSY1Rwtsq3HNn0FDmupZz1bQMKezIxfYxUKhUIxqIk4cOhyufjnP//Jcccdh8MRnSC0lYULF/Z7X0XysJUqW8pJK0U5a+RGWylDqpUqWz+PNbPSSpWsMR/vr82Ne5sGA9bAoTYwOdQe5IkccxXcmikTqqTKZSnBU+YosWTwuSoHCM5+8aGzg0bKB6A1lmysffsa54VJbIkiGi5wnsrfPaH1m5tJrlFKX4FD63VLZZQNDKtpmhuX7W8/RYzjefe9ABjSoLBzTzx42Wr5+wNsZwfDKGYHjSGvdfEiknNlKu26tMW6sN8SYszqq1RZjSMKhUKhgCgChy+//HI826EY5NjMUSwTj4oQRhepZo5i/TyhRPHBPvEO9ZnTkXiZowSoEGU0y1abPqbVgCaAKlWOHfHSrYzsfJGfMZT7a5WsDZsRnAoExpAM3GENmBSDjwrCOxGH0mRNJH2VKtuvW8pReSBYAyZa0FhmHa80oTFClLFZVlEddD2rkrVMFmPZIRvZzg50qUftzNwfQl1Xg8lSeqtpSxbd2a3NtCKltGl5+2T3vMoRIuPQNo4oZ3aFQqEYskSlcagYuuSTiwMHbpwsNb7kl957+JnzfCpFOU4clFJMDTuA7ozDermT3bTzvO8NFneV6FnxSR2Jwb7aHK5z/Tihn8eKVaQ8P0TGYZ1soErWUUAeLbQOmRXXeAeZKkU5m2QVheRTww4KyWOzXsUWx3ZGixHmdsocJT4MVldlgOFBmYWVlFMvd8a6SQmjRtbjxkU+uZSKorAGTIrBR2C8zySjhxNtjbGDdcYmJmljk9Ay8FikG1whMg530kwZJeygMawplSIyKihDICinlBbLnEEgehhQVFJOLfVk4CaXbHbTjkAwnFIKyCOLTLLJ4sTOH7O/Yy4XOk9nmCiOS7sD42YmGejoYa+h2WSFfF2R+uSJHBzSgY6OAwcndv4Yl+akTbajSY022nHiwImTHGHvB02ymVbZTh45tLKbStQ4olAoFEOV1BWMUiSUTDJozVjOQWJvaqjnDv3PvG68xygxAh+6GTSEbnOUx/R/MaXzSK7T72SjsY1m2Wr794H8jP/KxdyiP5SsjwVAi7VUWfQMHN7ve5qLfb9mFy2cJo7lXMdJCWxd8oi3kcYYKumgkxp2IBA00cJj8l8c2XmebTsVOIwd/S0dTvT5nMLJzozPuMvpNw+oopbtckcfew1e7vY9ynL5Na20cb/z18lujiIKMkUGlZT3CBoCPC5fYH/P6UlolR9riaFL9FwHXic3U0cDAsEIhiWyaWlHkShAIqlhB5c5zmVnxmfszPiMtowvuNX5M9u2Y4X/2lZLA620MY8ZaGhsZBt5ZNOY8SlnayfwJh9yk34fP/b+Km7t/pv+Iu8YS+igk8PY13x9mpjAfswxn6tS5fTlNfefOUM7FvC7fDeyi2bZymfyS97iIz5iOXnk8jPH+Tzousm27899v+NX+j20sJsLxKkcqO2ZjI+gUCgUikGAChwqIkIIgRCCUlFkvlYla6kQPW9GAuYo1vKGQpFPvsi1/QuUREiMOLe+d6w6Vfn0LFW2lvmM0Epxi56ZHelIPDUOwW5EYz1Xe9ANulVzR2kcDozEuyp3E+3ZskQmxaLQfG7N8kk1AmOhgcEoSzatIjWwXveCaWE3HbJnUDERRKpxaGAwSlP9biAUi255gRZ2kyUyyRKZCCHIDCrzLRcltucjxDCMrnlODfUIIRhm6VPNcRzbrPOwUq37nG5cOC3B5iyROLMWReKxjmFO4SBf5KJbpF8MDPJDLJy3W8a2Iq3A1mcUCoVCMbRQgUNFVPzAear5uErW9CjRgW6NQ6ug8uPu23nefa/t3xQxDrBr6SUDa8ZhbqjAoeVzDCVTA8MS0I2XxmEAqwZPa5B4ty3jUKrAYawYzKXKAayB/GQbUQyEbUojKqXp6ztLpNGFlUg1DrPJooC8hLUrHbEZxPUR6AueF53jPNGUXwh8Jz9zXmAuirXI+I1t1r55ruM75uPpYiLTtAnm8yyVcZjWWMewi5xn8k/Xn7Au52WTyeXOnuaVHXSYj3/sPCuubVQoFArF4EYFDhVRYXUWrJK1IQXDO7FnHGpoPTTLAEvGocSQycs6tGUchlhxtd58FZKfsHYlG3u2WOyDTCMtfcdhGYp200677J6sOlWpcsxIlVLlAFbpgJYkG1EMhMAYUkKhyuxJQfrStY3EfCIe9J1x6G9XpShXupoDxGYQ10egL7i/VIpy87VaGvBKL0IIc2EkURmHJRSajx04bNn92ahxKZ2x9skqWUsTzbTRbr5WQz1ei2ZqANVHFAqFQhFA5ZwromIEpZyoHc4q4xu2yO28pr/LvmIOThxslzsoE8U00swpnkvowMN+Yg7jxWhcIcp7HUFuue4kxbE1KThA7ImBQaElK0NKyU2++3DhZBoT2N8xb0jdfMXbHGWSGMvhYj82y2oaaKKAPDx4mMZEqmQdE8VowF9WE0BXrsoDIvGlygM7X6pnHOpS5ybffeSJbKYzkYO0+clukqIfjBUj2UfswUq5hlKK2UUzeeTSShvDKeUyz80MF8MoFgWc4TiOExyHxb1NjXIXu2Ub4xlFpnBTElRO/YLvv+yrzcEnfczWpsa9PelONBmHU8Q49hdz2SyrcONmtKhgrjYdl+HE0TVXGi0qyBO5NMpdcVsUud/3FB10MowiRooRaKJ7juUQGrtlm/k8UwWF0pqRDGcfsQeNsolF+ics179mImPYSTO5ZDFBjGa5/jV36o+iCYFDOskQLpYZq8xjZKk+olAoFEMaFThURIVLuHjWfQ+FHfPokB7+oP8VHz42ym0Ukc8Z2rG8Z3xKs2ylmAIO0uZzg+vikMdyCoeZ1ubDFzJjIhFso4YP5FIAckS2+XoTzdyqPwjAOEZynyt+AuaDkXgHmSZqY5iijeMt/SMATte+zbPGv/mcr6iSNUzEHzhU5ijxIdEh8P70oTzrzXoKZhzW0sDt+sMATGIsd7t+keQWKfpDDll8LFcA8CvXJXzPcQIAL+r/4wzvFQCslhtA+jP/EhE4rJI1PGv8G4A5TGNEkN7wc8YbvGl8CMCDjpvj3p50J5fuuUFfGYcztEm8nfE3bvbeB0CZKMGFkw/lMsCfoTqaCkvGYXwWRX7pu4dW2sgik29rB9s0gp04bdlkWUKVKqczFVq5OYatk5sRCBaIeeSQxQq5ms2ymu/Ko3lB/g8kZOA29crBf/1O1hxdoVAoFIMDVaqs6BeB1ekW2UoF/hKInTSTibuHCUo4nEEZh8kinDmKtcTHatIwVIi3OQrYS9+tk1Jr6Z8KHMYOe+FwYjMO+4OtPDAFzVFsZYJDcAxJF8KVqYbS+A3lvhwP+jT1UrqaMUUTmhk8jLS02DoHqggqFYVuTeUOOvGEKBMdCLrUacWfUZjRNS/TLbrFDjTaLfp1KpssvRlBqW3xLp9cCkQeeZaxYzs7zMd6kGlhFplDquJGoVAoFD1RGYeKflEpymmSzTSz26+d0hUfOMlxBFdrkRmI2N1ykxc4tJYJWTXVrDdeR2gLEtqmwUC8zVEgvHaY9W+vXJXjQyJuAaQcWNaq9aamOY4GAvHCaqx0jOOgJLZEMRDClamGGr/iqVdnxXrdOtixT4/3t3X1vTKKcYeQClFET35XeXqkZiZWs4lgjTno0lTuGiJb2G3TIBwogaAhwF7aTC53LuRTY6X5mhOHzTFXmaOkNy7hooxiamkAYJoYz/Pue7nJey8f6P6Km22W61XwXEsFlhUKhUKhAoeKfhG4oW+jnQq6S6T+6Psbf3LfENEx7BmHyQsIWW/0rDeI1uBVX+L46Ui8zVHA/nf9Qq4xH//F9xxuXFzuXKgyDmOI1YQoFVyVM4TbXzKFh41yaxxaFV+qZZ35eCiOIelCuJL54ZTiwGHTXl1lrOce3+MhHUpjSbjrFvizzWqoB+xZ3YqBkSdyQPqDfNFi/f2/qr/D5c6FtkzRsz1XkR3COOkgbX6/+lKo/mHtp35zFH/GoRNnSB1qRXoxzBI4HNGVhWytCrJmHAbjVreLCoVCMeRRpcqKfmGdbJzkOIJXXA8xlfG8ZrzLwZ3fi+gYg6VUOZA9IBDkkAXAH3x/5V7fk4xkOEeLAznScUDS2pcs4m2OAjBLTOaHjtMZwTA2ySrucl7HgWJPdrKL230Ps8JYbQ8cShU4HAgGiXUvj4WL842Oy6igjA48PKW/HINWJY522cF0JjBLTKE8hLO8IjXIt5XMdweNHMLB3113cbI4kv3EXPYXcwH4ve+RuLfJmoGbF1SqXCPrqWAYs5jMfDEr7m0ZKuwj9mCWmEwu2Tb9t0gIXOuKKeR9+RnFHfNZa2zkv+5HuUD7Lh48NMtW898aYyPvG59xt+9xm0FFpFizIgOl9tZ5lhMHZRQzg4nMEdOiPr4i9bjdeTV/dv6Wvzh/y08d5wH2RZGdxi6KKQi5yGedrysUCoViaKKWkBT9wnqjMkIrY19RQbO3lWrqqJMN6FLHIXqfaFhLUJPplhtYmc8l23QdXCM3sIpvAPiudhRjREXS2pcsEuHAWyjyKSDPXOmeKMaQKTLNrJ4tsprpYqK5fTIDzOlAIrJIw52vv0zRxlGt+zP31htbSKX7l2rqWMV6kFAg8vreQTEoye/FpOd4x2Fs6MqGfUV/h5qusaxVtpFrMduKNVbNT6sGI/j73VZq2EoN+4t5cWvDUKOVNlbKtYA/m3icGBnxvoFrXSNNgL9ao45GDtLms0xbRY1Rb9t+u6yjmVaaaaVR7oq6rdaMw8B8TZf2jMP1bGU9WyiWBVEfX5F6HO7cv8dreZYxajs7aCR0X4uXzrVCoVAoUgcVOFT0C7tYfCsImKNNo9qow4ePOhoZwbBejuCfuAbwST3xNq9dBFbmw5UpX+P8YcLbNBhIhDkKwEhLKV2VrOW72tH8z1hsPt9D686GUBqHA8OwBF5ToVQZgrTBLKY5qUBfBhaK1MCqfRuqTDVQSvq5scqMllfLWiaLcXFrkzXjMLhU2aqtqUrkY0fwWDSOyAOHYL/WAeymHfD3n8uxlyPf4nuQm3z3AuAhuuxGCMo4NEuVreYoDjODX7nlDl2sY8fOMEFDhUKhUChAlSor+ol1shG4kbJOqqtl3zf41tKHwZBxaA2GBrTJssikiPyktCvZGAM0togUW7+hroeIvF3jMLbOk0MNe8ZhIs438JxDq0abVTMwFQhnvKRILaxB39707Ubaxq749tVWepaidp97aOvzxoto5zi97Q/+vuQN46ZsDeZ19idwaF206Oofdo1DzbyeOlUOwZDFel2yGuoEY8SkfkChUCgUqYyaLSj6RQmFlFFMBhk0yWbAPykuJI8ySvjSWMee2sxej+EUyTdH0Q2dUlFErsxheFeG5GZZTQF5VFBGnshBiCSlQiaZRJQqg7/fZJJBGSXslm2M1MrJwE02mbxvfMaF8jQqKKONDpYZqzjFc0nYY+lSx4uPedoMrnFe2OOGeqhjNUdJROgwFn2omALyyCGPHDQ5uH+LutT50FjGNllDm+ywBXCCs8IUqUMWmZRQiBsXLhm+Vr5SlFNAHi6cPOB7mkNDuB3HCo/0Ukk57XRQgL0Mvlm2MpZK6migEmWOEiuGU0o2WQynNGJnZSuVohwnTnO+M45KPjdWsY9jjx7bZuA2H3eGWDDbLKtZp2/iOf11vPg4x3Eihzr3Nd9vlx2MpoI22s3+YQ0cOoUTT9dxlev20KWQPEooxIsPL16cOHssjjhw2HTNFQqFQjE0SfuMw1//+tcIIWz/pk6dar7f0dHBxRdfTElJCbm5uZxyyinU1qZWOVwyKBB51NHIVrazQ+4E4BrHhRSKAtayiWt9v+/zGNZV7mRp19WJRjbJKmrYQY7wG6Pc6/sbS+RyqqnjXuevktKuwUAizFGALuOLTrZQzVdyHVPEeH7sOIudNLNELmcTVWzIfJuLHd9jrBhpE5AP/rdabuAt+RG/0//Cm8aHcWx1apJ4jcOBBw6FEJSJEqqpY4lcEaumxYXtcgdHeM/j+77/42L913wqV5rvBYyXFKmHEAIXTrazg6/lhrDbXeQ4k7Giknp28qp8JyhQH1s2UUUVtTSyixJRaHvva7mBTVTRRgeVlMWtDUONYaKYNtrZwFY2yaqo958jptGSsYwrxPcB2MA2btLvDblthjXjMIQRy32+JznO90Mely/wtHyFU32X2d5vZBdbqKaenabWpq9HxqE/gOlSOQRDlhnaJJZlvEQzrbTTSQu7uZDTaM9YyW73Cv//M1ewNOOFZDdVoVAoFEkm7QOHADNmzGD79u3mvw8++MB874orruCVV17hueeeY9GiRVRXV3PyyScnsbWpQYXovhkJ6I5pQqOi6yalkV20y45ejzEYXJWtWlCBz2TNEgrWJBpKJCrjcJgoNm9cqmQtQoge5crgd/Lu618g+AvQTu/9byhidVVOdO7eQPpQYFzZRQutMnw5VbKpJnR5ah45pvGSIjUJXB+2swNfGHd3TWjmdgYGO2iMW3sC1y43LkopCnqv+xpWoanAYaywGhz1VrIejsDidblWYrvmhcJtyzjsGTgM3m837bZ+aTVHyTc1Dq2uypaMQ6VxOKQppQjNcn0e5RyBEAKH5hiyFTcKhUKh6MmQWGZ0Op0MH94zALRr1y4eeeQRnn76aQ477DAAHn30UaZNm8aSJUvYd999e+yj8BNO66dSlFvE4euYIEaHPYY9cJicUmWrZlrgM1k/jzVAOtRIlDmK/2a7nM2yyvw+QgUOQwnIB/Oo73l+7PNnibb1EbgeisgEqxzGQuMQgseV+JpODIRwumeqTDn1qRTD+VyuwsCglgYqCa0dGDx2lYvSuLQnMFZWiPIeQenqrsW8IvLJiaOz81CjN3ftaPip6zz+YjzHN3JzWN3WDNEdOAxljhIcOJRIW78Mpa+qMg4VodCERgH5pjmK0kVVKBQKRSiGRArEunXrqKioYPz48Xzve99jy5YtACxduhSv18u3vvUtc9upU6cyevRoPvroo2Q1NyWoDHLCDWAVh99myeYLxWAoVbaLyPs/07au18ootk3ehxqJyjgEzJudBppolx32jNYoROizRKb5uENlHPYgUeXnoc/X/zNaM3+39cOUIFGE66tKazP1CbWYEYqKCLcbCG2yncbATX5QAFNKaZ5XBQBiS1/u2tEQ+G6aaQ0ZhMyIMuMw+LVQju7WjENNauZzlXGoyCLDfDyM4iS2RKFQKBSDlbRfZtxnn3147LHHmDJlCtu3b+fGG2/kwAMP5Msvv6Smpga3201hYaFtn/Lycmpqwge9Ojs76ezsNJ83NzfHq/mDljKKOV4cxmq5nk1GFZ8ZK9lLm8UB2l5UyTpWyNXc6LuX34lrwpqkDIZS5d2ynQPFXhgYVMhhXOm9hXyRyyw5maMcByalTYMFW9AnzuUq87TpaIYG+G96x4mRHKsdwlpjI+/rn7LRsY1x2sg+j2Od/LbT2cuWQxMjgcHgYAZytgXaPFbI1RgY/MT7KybqY9hsVLGXNpOv5QbyyeW/GY9GdKyvjfU8ob/AKuMb1sutjBEVnOv8Dqc7vh1Vm57WX+F9fSmfyZXkkc3dzl/wkbGcMkpootksAxzFCPYRPc0PFKnFIdre7JItLJdfc7X3du5wXcM+Ws/vdTyjWCDmoaFxu/dhHtL/jgsnL7jvj1lb6mQDh4n96KSTGWKS7b0dspG9xWwEMFEbG7NzKuzu2tZS4P5wkvYtv5GcXMsxnReQITLIFplIQ6IJjSa655XB5ihSSkpEIS2ylVbaTT3EYzwXkEkGU8Q4Nslt5vbXeO8gW2TRLFuZwGhGiuHM0qYQmHa5VOBwyHOCdhify1VIJGNFZbKbo1AoFIpBSNoHDo855hjz8ezZs9lnn30YM2YM//jHP8jK6p9Y/a233sqNN94YqyamJJrQOMF5OK943wbgE+ML9tJmcazjEJpo5h/efwPwqbEybODQYQ0cyuQEDr+Ua3lffgaASzi53/c0AJMZy29cVySlTYOFWJWZRoITBx90fQ9VspaDtb2ZI6bxGu8C8LX8hnH0HTjMthhQ9KWxORQxbAH61NEuOsZxML/y/ZEv5BoANhl+Y4J1xmZzm3bZYcs4Dcdy+TV36Y+Zz7+Rm8nXc6MOHD6v/4fXjHfN5+/LpfzTeAOAcYxiI1sB2Mp2WxBAkZqc5DiCDjw8430VgCXG8pCBw1JRxGL5efcLXbKiLXJ3zDJPd9LM29JfFTFdm2h7r5o6PpBLAZjI2JicT+Enmyw0NAwMWylwf/ix8yy2e3fwnPG6/wXp/+fCiTdIQ9Mj7YHDDjpZLr82n5+rnchLxls00MRu2tkud9gWztrpNOdYFaKMA7Q92csyL3OJtL8VUPTB3e7rk90EhUKhUAxyhkSpspXCwkImT57MN998w/Dhw/F4PDQ1Ndm2qa2tDamJGODaa69l165d5r+tW7fGudWDE2uJlFWnx6YD1MuqvL1UOUkahxYzA2s2VokoCrX5kCIQOExEZpq19D3wndhLA0PrQAWTKawZhypwGExiFQ5jm7XaV9llOK2wSLaLdN/e9llnbDQfl1Boe0+VjKYHdm3f0H1mZJjvOpz+ZX+wlrYG62f20BxWxAwhhPn3bmHgJk2h+opOTyfuYI3D4HlVhSgnl/BalsUU9DAS81rmXKpUWaFQKBQKRV8MucBha2sr69evZ8SIEey55564XC7eeust8/01a9awZcsW9ttvv7DHyMjIID8/3/ZvKBJOzzAvQgFxp+jOONSTrHFYQB47LVlB33YcnJT2DCYCQZ94GqMECKUfNjKMjmZvqFLl3pE2V+VElyrHN3AYcHfvC6uTehEFQN96rH0dB2CTrDIfB48flUPYnT2dsC6WBX//5jZhvutYanNa9fWCsxhtur1hDFwU/Sevq1x5oBmHELqvGCECh8Eahy2y+/sXCK5zXsR/3N1SDXO16eZ4mUkG/8q4j+fd95r/LncuNKUUQJUqKxQKhUKh6Ju0DxxeddVVLFq0iE2bNvHhhx/yne98B4fDwZlnnklBQQEXXHABV155Je+88w5Lly7l+9//Pvvtt59yVI4Aqwj8x8YK83GexcWxNwHxZGscWkXkK0SZ7UZwKLspBzASmHEYygzF+tr/jMURHSeL7lJVlXHYk0RrHMay3L2ir8BhhIGZqhCu6dXUcZc3Mo1EgE7poY5G22vW0sFxQRpRajxJD6zf46fGypDb5IkcM7hkJZZGKdaMs+CMw20q4zCu5HcZpDQP0BwFIv9+ggOHD+l/Nx9nk4UmNFvf/Mz40uxv+SH6ImALHKqMQ4VCoVAoFH2R9oHDbdu2ceaZZzJlyhROO+00SkpKWLJkCcOGDQPgrrvu4rjjjuOUU07hoIMOYvjw4fzrX/9KcqtTg1yRzdWOH1BCIbto4XV9ERBUqtxbxmGSS5V/7v0dZRQzh+lc7/gJ2416KhnOTCYzmoqEt2ew0V2qHH8qKWcPMZUxVLBDNgAwQYzmcsdCnDhZKr8ks2MmuR178E/9jbDHsQUOpco4DMZIoG4lxNaZ+0ztOP7r+isniyM4gv05WRzJIcynGH/G9w+8v+Annl/32O8B39Pkd8wlp2MPsjpm8ZLxFllkMldM517HL3nJ9QCF5HOt/geyO2ZzROd5vbZjg7GViZ2HM4xi5jGdcYxEQ6OBJioo42ztRA7T9uM/rr9yhjiW72pHcZimFqLSgUyRwWuuPzOaEeymncM7F4bc7nn3vXzk+gdHcgCF5FNOCdv7UQ4fik/1L/ih9wbzudXpF6BO1jOK4cxisgocxoF5YjqTxFjcuGiT7QM61mQxln+7/sIPxKlMZRxHcgDnipN6SB0EAoe/9z3C7M7jeUp/2XzveO1QANzCxc2On5JLNlvZjoHBCeLwsKY8XotuojP95c4VCoVCoVAMkLSfLfz973/v9f3MzEzuu+8+7rvvvgS1KL0YKYbTQBMA9V3/t97ItPaiA5TsjMONbGML29nCdvZ1zOEl4y2qqKGKGkaIYQlvz2AjkRqHw0UpK+VaDAyGyWIAskQmw0WpLajsQ6dR7gp7HKs5hso4DEUyXZUHdr5x2kjGMZJllsy+zbKKd/VPAb/cgVWzNECdbLBl14C/b9TIHeznnMtOuYud+PuUgcH2EMewUkUtO9gJwFQxnnVyM0bXfy6czNImU66VUk6pmYVYLkr7/8EVg4rDHfvR6m2jkV0gN4Tc5iBtPgBTjHH8V/8AgG1EXw4fig48tjExOKNsM9VspYat1KjAYRzowMM6uQmA7XIHE8Tofh8rW2RxmGNfVso1bDd2mP1msf45DbLJ3K6zK8i3TdawVm60HWOaNsF8PEObSKvun3PtopWR2vCw5nRea8ahUBmHCoVCoVAoeiftA4eK+JJp0ZTr6HKxtd7I9G6OktzAYaA02YGD4ZSGLGEcyiQycOgSLoZTSjV1do2uEDe+TTK8Q61d41AFDoOJZQZgtOeLFZc7u7O8tsrt3K8/bT5vkz0XKnaHyQoK9K1C8nHiMMegcNsHsPbP4x2HsdlXZUoynO/4rq191seK9GGUGEGj3NXr9Q3gZ84L+JP+NyB2pcodQdqteUGlyoHz5JBFAXkxOaeim2Bt5wn0P3AY4HLnQi6ne6z4wFjKernFfB4wRwlVwWGt8AjWTLzS+f2w57Sao7jUrYBCoVAoFIo+SPtSZUV8yRI9zSiyyMTRFRTsTUA82aXKgRus4ZTiEA7TXKGIfLJFVsLbM9hIpDkKdAdra6g3y6hG0DOAGyqrLIAqVe4dw2aOEn/i7eI8HHsmn9XgKEAtDSH3DfQ3IQQ5FkfSnTQjZfiAZ/ACg3WsCDaqUKQnuV2LYx68dEpP2O3KKDavc7EKHAYHK3MsY56U0jT6qRDlA3YyV/TEqrUaqSFTtARrZAZKlUNpRlvHnOAFz+Dx0YrSOFQoFAqFQhENaplRMSCy6b5pftX3Nsv1VeSJHCYyikaaaZVtLNI/4WDH3j32dVgzDmViMw47jU7/Tb/MopJy/qcvRpOCYRQzQYxKaFsGK4k0RwEYxyh20EipKGKZ8TV7O2ZTRjEONPSugJeGxnLjaz41/r+9Ow+Psjr7OP47z0wmC1lIgCQkQGRRBHcBFRSwuODS1lbaarWordbWYt3qUtrXWpcqrRtUxVpKkVqUWqVqi622WrCICgKiiCKrLBLWLISEJDPPef8IGWYymSRkmyTz/VwX1zXLM2fOTG5mueec+/5II5zjIsbwKUGDTIH22f3aZLdqQtX1Ydf7rV8HVKXjncG61Xt13G0hDUvktXNSoS3iKMEkqLvSVHIwmeLIifibf+quD4shqWal9BGmT/B8rumpUrtPVlKB8lRsS5VpMiLu70P3U5XafeqtXipTufqYXOUpWxu1VVZWWaZ7qz9GdDzpplvwP1OpytRLWfUe5xhHg01/VdtqHbAHdH3V3Xrcd1eL7jt01VmCvEoI2Wa6wl2to80AFalUg1qwhRbR9TO91Vu9ZGU1x/+Kvu18udVfS3url3LVS7u1Vx559Ja7VF+p/IGW2Y+Dx6SrmxKUEBZ7PZWpJCXKyipZSfKa6B/xQ1cckjgEAACNIXGIFgndqvyW3q/5MmWlR7yTdb//d/pMm/T16kna4yyJ+HAdy63KhWZPsFba0WaAvlL9A0nSIBVoQeKcdp1LR9WezVEk6UHfHTqi8kx9br/Qg4E/6K+e32qwZ4D2ez6UJAVsQKmVJ+pd+4FuqL5X7yQ+HzGGMUarEufr3uon9Ja7NGJr1w67W59pkxYGluhIU6BrvZe2y2PrKEJXHLaHttiqXFdh0jvB07V/91B5Jkd5ygnWD5OkOxMmhR2zMvHvuqbq5/qz+7LWaKO2a5cyFZk4vNc/XX9335Qk3eC5Qqc5J+rVxD+05sNBJxC6PXif3a9epv7EoSQtS/ybxlVeocV2uda4m/SgvSOsFuvhCq0bPDPhfp3sHBM8/1BgZjC59GoCcdkWLvKcrZmBF/S6u0iFdrd2qyhq4ri5kp0kFbq7JNV8NqpUlbbawuCWZUk6wQzRGGeExntGBy8zxqg4aVmT7iN0xSFblQEAQGP4tIAWifYFaJvdoUyTrt22SOWqULFKI76Ie82hxGGgnbcq19Y3lKTUkNUjPVgxFNSeNQ6lxmtjeoxH6UpVifaF/f3qHcukKr1Ot1FJKldFyEqhyG1fXV14jcO234Le3jUVo/3da69rSGg9zW12h4ZqUMQxtXFnZNRbNFCKV+kh20Pr2z5aV77JCb7ufGF3tqihRuhrY3qU+oYSdXrbUt3XioYSx80aX5G1fR3jBEsoeOVp8LWuKaptaI1DVhwCAICGkThEi4Q2owi11e7Qac5JWhv4XFJtIrFO4jCsxmH7rjgM/YKVGPKh+TzPmHadR0fW3onDZCXJkSNXbtTamEebAXrPrtRO7VWlrVKi8dV7XN1i87XeCLyjC6u/L6n+QvNdXXvXOAzVHnEU7e/eFPkhiZatURLTta8becrWzQnRGw+gawtN2DXWIEWKjK2WNNQIfW1Mq5M4qo3bbGXRKbcN1U0cnqghrTp+nzpNTiTpPGe05gRe0X5VqLey9aLv8RbdR2hX5YQGtjQDAABINEdBC6Wo/hWH/3YXaZt7KDk33R+5/Td0q/IfAs9rmn92608wivBC9YcSGvX90h+v3HZujmKMCX4hj7YaMPQL2xd2p6b5Zx9W3ISu0GjKSqGupit0VW4roR1J62t6UGWrg41W6uv2jfgRmrBrqAFYrdDY+mPghRbdd+hrY+gqbb/1q1C7I+4PrS/0c8KfAy+3+vh59TQFe8N9R7u0V1Ljq6ebghqHAADgcPAzI1okqU7icKD6qYe6a6O2aovdrvPNaK2zW7TE/UivBxbpXM8ZwWOPNUfql94f66/+f2m33as5gVf0Y89EOaZtE1Wz/X/TB+4nOlIFSjdpylS6zjDDJEn9TF6b3ndn0t4rDqWabpLFKlWZrT+p9xVnnPa4xVquVTqx6ivyyKNc9dKZzqk6wTm60fHDtkPH4YrD8MRhe99fx+7wmq8cjTbDZWUjOuXusnt1X/V0DVKBEk2CvuP5aoxmiY6gpzI1ypysBHma1NjrVOcEfd/5lha4S/Sxu1bzAq/rYs+59R67MLBEk/0PKVE+neuM1uSEmvq7k6ru1uvu29qnMhUoT3kmW71DVjLO8D+vsWaEHONonHNa6zxQ1GuYc4y+6ozTG+47+qe7UKdXXqp/J8xSipPc+I2bIN/kaJw5TQEb0KfaIKlmNWkvZWmwGaCve85p8X1Uy6/TzcnyyKNeymzxeAAAoGtjxSFaJNmEb1VenviSjnYGaJf2aq02Kctkaq02aZU+02J3RdixRzsD9VPvDxQwAe3QHn1o12i3itp8zv9y39Jcd77W6nOd44zSbhVpkV2mRXaZesdZl92GtHdzFOnQSopoKw6/7f2y3tcq7VO5KlWtch3QBm3Rh3ZNk8YPWynUhC2GXU0sE3kdPnHo5Oh/9n0tsssi4qnQ7tJT7lyt0+fqppS4a6qDcFauFtvlWmiXqsQ0/jpyinO8rvR+/eB74VotcN+Leuxy+7GW29V6x36gfxxsxCNJf3ff1BZ9oWKV6nN9oa8449TTHEr4vGoX6k37rv7jLtaVnotb9gDRoOOdo5WgBO1XhQ6oSsvsKm3XrlYbv7uTrlcT/6DXkmapXAe0Q3u0W0Vy5OgCz1j90PvtFt9HsS3V23a53rJLg7sLAAAAoiFxiBZJDllx6Mgo0fj0g5Av1RU6EDxd3/Y/STrdGXboGFv/Ma0p9D5+5r0ubF55bEEMitWKQ6mmiYnf1t8wJ0vpEZc11iylVnhtsvjbqhwI+4LIVuVQPZUZ3LJXN55CY2Wkc1K7zgsdT2h93mpb3cCRh+TVqYsXTYndFzwd2sAo9L00Q2m6JeF7YberHTNRPmXV0xEcrStX4T8yRvt801Khf8tLPBfqRm/zarjWFVqqIy2k2Q8AAEB9SByiRUKbozgHaxaG1lcKLRwfLblTt9B4W6u9jxz1kM8kBM+nK5UP0CFsO9c4lJpWgzC1nr9RU+Omm5KDidCm1Cbretq7xuEhHXu9YU2NzdrXorrxFN6QgteIeBfaeCS0VlxDctRDnoPvkQ29Xu21JcHT9mAzo2pbHfZ6mKqUiNvVjplvcmRMR//f1vllmLSw82312SX0/a57PT+aNVdoqY663bkBAADqosYhWiQh5AuUczA1kK0seeWVX34tcT9Ugryqll8fuWs0tfpp3ZRwlay1wS83oYXGf+n/rWYFXoy4nzHOiBb90m5tTQojYAParp0192ty5LquvrCHzuMQNwYrDkNrEJbYsohO3FLNipq6/ue+HxZT0dQ2YCnRPn1qN2hC1fUtn3Qn8rm7LXh6k93a5o9/lbs2eLqjb1WWpHzlaqO2qkilKnP3K9XpJmttWNKGL9kIbSYR2p22IR7jUW/10lYV6gu7I/ieZIzR1OqnJdW8Ty12lwdv41dA1lptt7vDxqr7Gljm7leJalYq0uCrfdT9Gzwf+Ke+7flym95PUit2yi5TefA0P4YAAIDGkDhEi72VMEdVxi+frflQ6xhHC3zP6EH/H/Rv920ZGR1jjtTHdq1+GnhIdwam6hfe63Wb9xpJ0gWesVrivKC5gfla6n4U9kv4Wvu5ilSiN9139V3PhGZ3E/xe1c/0vJ2vgFw5MjpZx2hGwn36SWCKUpSkAuXpHs8NLX8yupBY1Dj8mfc6fVK9XjvtXt3s/5X+5pseccyfvQ9phbtau2yR/KZajwae1ja7QyOrvqV3E//a6H0s9P1ZM/x/1XK7Ku4apFSoMnjaldvmj7+3eilbWTrFOV7HmqPa9L5aw/HOYG0OfKGd2qPt2qUj1U0TqibpX/Z/wWPSxJfseJcQkjisamLiUJLu996iXwWe1E67V7/wT9Pr7iKts5u1/2ASx5Ej9+AqQ0mqVJUW2xX6StUP1F1p6qveutV7jU4wg8PG/UI7lSifstVDxznh16FtfN97iY43g/VIYJZW2NVa4L6nfXZ/qyfhnvE+qB3aLSuroc6gVhs3dDcIP4YAAIDGkDhEi53iOSHisuHOccpWD5UfrMsUWrepWv6wbT29TJZ6mSz9130vMjForSpV0+G0VGXN/oC73exUwNZ8IXNllWR8OsY5Utv8hdqjYu1RsU70DG3W2F1VcEVMO6YOjzYD9JndpGr5tTXK1vZBngIN8hQEzz8Q+L32ab822y+adh/OQPVzemuTu7VV5tyZFIVsg/TI0+xEfJMdDJ1+Tp4STeRK0Y4mST5tVk0cbbU7dKSOUKHdHdY8oM2fM3R44SsOm7ZVWZKOcwZrjX+jpJqtrZvtF8GkoaSwpKEk7bP7tc0WqlwVKpc0yjlZl3gviBh3q92hSlVpi7aHlQ9B28kyGTrfO1ZPu/NUZmv+hqUqa/UfFgZ6+mmg+rXqmFLd8gu8pgEAgIaROESbucF7hWZUPS8psklCffWAbvReqRsVvh35+9X/p2cCL0mq+RLV3BxW3fu7wDkz7HJHTkSx83gXi+YojnGUZ3L0ud3W5JpRQ8xALbbLtVclKrcVSjHJjd6mvliLB0/6n9XN/vslSQNNX73oezzGM+pYwuqtqiZx/cXB0ga1WJ2DhJCPTlVNbI4ihcfXZvuFilTa4PH7tD/sdfBSz4X1HhfamIOSG+0rLeT1YJ8tkzrJ818aVn6BVdQAAKBhNEdBm8kz2cHTdbdzNb0L7qEPtKFbaw6HtTYiCVVb2Lz28lz1DKvXiNg0R5EO1ejaqxJV2AONHB3+Rbm2XiXqZztVu5L2V7dRU7Wt1g7tCTumvhqbiC8JzVxxmG5SgyvSNtvtEdfX/ZFmn/aHrbwObTwWalvYMZ0jcdVVpIdsTd4Xsnq0owstU0H5BQAA0BhWHKLNdDMpGqqB2qUiletAsH5TrnrJYz06t/K7GmQKNMD0U7rpJiurH3gvDRsj9Nf8+uqxFdkSLXKX6S13qda4G5VgakLaWqtyVai/6aM+prcylKoqVcqVVYIS1EPd9XD1TBkZpSpFfvnjrlFGY6rlV6bS1d20XifHphhk+mmn3a0DqtJU/2yd7pysMZ4RUY8/2hmg4+1gVala11ffLSOjwc4AHakjlGA8spLOdE7VYKd/+z2IDsq2c1flzqafydMgFahSVXrN/z9V2WodoXxtVaGsrFKUrCS2gsa98K7KTV9xKEnHmCNVavepSn6dak7Q53ab9qhEiUoI/p+s0AEdZwarTPv1ZuBdZam7jKQ+9SQOy2y5dto96qNcVeiA+pm8Fj02HJ7QzyjP+f+h952P9D3nG0p0OvYPDNmmh47RkXLlymv4KgAAABrGpwW0qbsSfqxLqm8KnjcyWp/4H32/+v/0rPt3vWWXhhWE/7bny2E1xMJ/zT+0tabWSneNvlld09QkXzkaoL6SaronL9YKLbBLIm5zlDlCJzlDdVnVLYcuU/+4a5TRmKPMEZJqOlq3pyyToXXaLEm6O/CY+gRytc7zn6jH/9x7nX7uvU73Vj+ht9yletd+oP8G3lOifMH6mJOcy/Wwb3K7zL8jc0kcNuhk5xj9O/Fp9a/8krZouxYHVkiSRpjj9L/E52I8O3QUYVuVDzNxmGKS9K79QJK0zn6uTKVrX9KKeo+tfU3rqUyNcUaooJ6k4Gd2o6YHnpUknWSG6iSHWr3tKfTzynR3juRK431naEAb1CVsTR/ZNdpot6qnMmM9FQAA0AmQOESbqrttyspqh/aEbWMOLQi/ze4I+yDe2IrD2jpkktTdpB26rZG8rlf+eraR7bJ7w2pCSVJPkxlcrYhw7d0Mou52PK/xNOl26SZV6SZVKTZJJSoLJg0lhZ2OZzbk/xppw/plKyuiu20vkxXDGaGjaW5zFCny9a2hrcW1r2m1p+sTWoajpyEJ1N7qqw+4TTs7fOLwgK2UJCUrKcYzAQAAnQGZErSp+moybbM79FPvD/RQYGbEdVttoYZoYPB86Jel+lYchn5putM7SV/znBM8P6zy6/rYro24zQ7t0WZ3W/C8T1697HtSxpBK6QjqfpE2tml/l9qGJ9+sukF/d98Mu6659TG7mtCeraw4rJ/HeJSvHG3RoRp00ZpSID61ZMVhbQ3X4PkodQulpjVxCn0P/IZz3mHNBS1XX0fipjb2iqVy1dQPTjYkDgEAQONIHKJNZStypc7v/XM1w/crdVe6iut0laz7gTv01/wZgb9ogfte2PWr3M+Cp2u/gE3zz5YUfSWIldX9/t8Fz/dQJknDDqSlxf3ru/1O7ZV0KDZu9F4ZPP+Wu7RF99eZrHc3B0+TOIwu3+RoS0jzioaSO4g/YSsO7eGuOKybOGzZ613oeyaNUdpffSsOv+gEicOK2sQhNVsBAEATkDhEm/IYj65wvqbNdrvW2c/llUfv2ZWSpJ96r1WlrdKcwCvB7cvFNjyROMQM0v3eW/S/wPsqtLsjVo5lKkMJSlCu6Smv9eqSyhv1rv1AZSqXTz71UIYqDjZF6a8+GuIM1Dr7ubbYQiXIqxQl6xrPN9vt+UDjBpp+usb5pv7ovlizXfQw81tfdr6kPiZXfw+8oc/sJmUoTSV2ny6unKSV9hOlKFmltkwb7BZtsttUZauUYpLb5sF0ME7Ik0mSIbprvN/Uqe4JestdohQl60hTEOspoQMJ7ap8uCsOT3NO0G2ea/SfwGIlGZ8ucs5q9jy22kItdz9Wf/VRiknSEGdg4zdCqxpiBukXnkl6NvB3FWqP+phsldmO3V159IFvB+OWxCEAAGgKEodoc7/33SdJOqvySr1tl0lW2m/LdZP3KknSHhXrt4E/qcTu02faFHbbI5x83eJ8Tx556l0ZVruVeYwzQntVrJftG8Hr9qtCA9RH2aanJOkqz8W60XulhlV+XUUqkSQNM8fq5wk/au2HjBboaTL1uO8uPX/gnypVmars4X0xP9szSmdrlBLk1UP+mdqkbdpqd2iFVgePWegu1SL7viTpFHN8u9dxjBUrq9r+KNTti+47noskz6EVqtmmR4xnhI4ktB5ufXV0G3KcM1jHOYOD9QjHe0Y3ex4b7Ba9Yd+RJI3WcH4MiIH+Th/9zLlOVarWlMDv9andqNV2XaynFZW1Vkv1UfA8NQ4BAEBTkDhEu8k3OcGkxRd2p4482LX3Vu/V+m3gT5Ki1wZqSq2nP/lfirjsOu/l+rF3Ythltb+wGxm97Jt+GI8A7amnyVSpLdMBVTbr9jd6r9Rr7v/0pvtuxJf7HdoVPP1kwt06xjmyRXPtLJa7H2tU1SWSJEdOjGfT8dVuaQdC+Vqw4rBWa8RW6PvlVzzjWjwemu9n3uv068AMWdkOXeNwt4rCzieYhChHAgAAHMI3R7SbPiGrIbaGdoJUZvCLWEtqA9XtlCxJvdUr4rIv7E5JUq568qG5A6tdCVHRzMShFL023V5bEnJM/KzSccO6KlPjEGiO0OYoh9tVuTVR37Dj8JkE5ahmZXLtZ4yOqO7cvPLEaCYAAKAzYcUh2k3oF5tZ1S/qNHOCHOMo0fjU22Trc7tNm+w2fa3yOo00J+kW73f1kP+P8sqjBOOVMUY3eq+U3/plZTU98Gxw+/Ioc5IK6/mwXlu77oCtVKJ8mup/WoXaLUnKM9nt8KjRXLUrQ8tVIWttsxrY5Kn+v3HRwaY8KUpWhtKaP8lOxoacJm0INE9rrDhsTIU9oCQlqkrVSpBXjgn/nTdgA9pp9wTPkziMvTyTrUK7W3tUrGq3WglOx/phsspWq9DuCrvMw/oBAADQBCQO0W4u9XxZ2eqpq/2T9bxe1fNVr+pbzvn6k+9BvZowQxkmTV+uulb/sv/Tv+z/dFfVb4O3NTLyyNGVnq9rpfupzqu+WilKUoIStF/lmq8FGm2GK0mJylKGnvM+ou4mXf2cPEnSddV36W/uv5WkRJ2soTrDGaZrvZfG6qlAE4TWXqpUlZKaUcS9v+mjVKWoTOXqrjTd7v2+9thivRdYqVOcE3SV9+tx1VHbhqQOWXEINE9Luio31dDKC7RdNT+GrfLN16A6DXpW2bX6beBPSlGShupInWCObpN5oOmOM4P1uf1Ce1SsHWaP+qhjdWOfFXhRt/gfkFce+RWQJDmsOAQAAE3AT41oNz1Mdw1w+oSt0Cg62EV5oNNPPU1m1GSGlZVfAVWoUtu0Q1ZW+1Uhj5zgVrGttlAHVKmd2qsRnuM12DNAyaYm+bRNO3RAlSpWqXqYTPV2sjXA6dvGjxgtUfu3k6QKHWjWGNkmS2Wq6XBZrH060zlV2aaHMpw05Tg9dJTTv1Xm2lmEJg6pcQg0jyck2VLdRisOy7Q/eHqH9kRcv80WSpLKdUDdTVrY6yViI9kkaY+KJUWv1xxLW22hAgoEk4YSK88BAEDTsOIQ7apuzblyVYSdH22Ga4VdrWgq7IHwgvDOOD3tzpMk7dJeSTXbU+tu66qt65OuVL2c+GTzHwDaTXLICsNyHVCmMg57jLrxlm9ymtRop6uixiHQcsYY+ZSgKlW3yVZl17raH/LeWJskDLUtpDTHxZ5zW30OOHyh28U7YuKwI9deBAAAHRtLTtCuspUVdn6vSsLOdzMpDd7+gCrDPpAf6RzavlW7sqxu7UJrD3U5pK5h55EUslX5gG1eg5TQL3JGRr3qxF+8Yasy0DpqG6S0RXOUXdobluSvLwlFY5SOp6MnDutrIGfDKt8CAADUjxWHaFeOcdTf9NEWu11SZPOK/qaPstRdJSqVkVFArnxKUKWqJEn3+afrM3ejstVDXnl0ohmqYeYY7bfl2qG9yjIZGuEcFzbmG+47GmGO035VaIgZ2D4PFC12nHOUttrt2moLdUf1g3rCd5dyTM/DGqOHuitbWQrIKt10i1iJGm9ojgK0jhPNEJXrgHIP8zUpmvmBBZKkhe4SfRxYq57KVKnKlKJkzfH/XTvtHm20W+W1Xl3ivUBl2q/+qin9UWDyWmUOaJkBpq9O1lAVaZ/+EXhTJzk19ZRj6Y/+F1Rqy7TS/USJStAR6qMilcgjR44cHWXiq1wHAABoHmOt5efGFiotLVVGRoZKSkqUnp4e6+l0CuMqr9Biu1yStDdxabD7cX0mVz+kRwNPB8+fYYbJyGiMM0J3JkySJN1b/YTecpeGXVbrm1U36O/um5KkdYn/UR/TsQqWI7pfVj+mKYGnJEkvJzyp8Z7RMZ5R57bIXaazq2q2ad/i+a7uT/hJjGcEdE79D3xJ27VLfZSrdUn/afF4J1R+RWvsRnnl1UhzYs1l5mg97v454thh5hgtsx9Lkm71XK37Em5u8f2jdWxwt2ho1fmSpAnOeM3xPRyzubjWVWrliWGrV3sqUz/wXBrxOQkAALS+rpQniu/lN4iZ0C09jdXdCd2y6pFHGSZN6SZV6SY1eHnt+dDLDo1fsz3HkaNctc7qELSPjr71q7OhxiHQOpJMTQ3WA2peGYW6at8Hu+vQ+1ueya73f+l2u0tSTXfnnspslftH6wgthxLr96yddba8S1KWyaj3cxIAAEBD2KqMmOgTkhDaandokAqiHptsDjXJSFM3veh7POKYhhpe1H54z1VPeQ0h35nkd6AvYV1B6AJzEodA8yUf/EGruR3fQ5XaMu072EX5GOfIsPe4aYHZEV2Vd6tIknSE6aObEq5q8f2j9SSZRPVUpnarKObvWfU11RnpnKQbvfHZHAwAADQfWRTEROhKsjv8v9Fl9itRP8ymhKw4TJLvsO6nylYHv3RRQL7zCe2KXF9hdxwe6lIArSMlmDislLVWxjQ/ET/F/1TwdL7C36ey1SMicVjbyZn3tI4p3+Roty3SNu3QxZWTZExNaZW2TNhN88+WVPMj6jT/bL3lLlXhwZWpYXMTMQMAAA4fiUPExJnOqXrEO1l/CrykLbZQv/M/px97JtbbvCLRHlpxmHiYicMH/TM0ypykRPn0Dc/5LZ432leesnWGGaZq+eW3gVhPp9ML7aDpUKkCaLbaEhquXFWp+rDemy6rulkfup9pl/ZokCmQYz06RoPUz+TpMs9Xwo69wXuFPnA/VbnK5cqq2JZqtV2nI80RutLz9VZ9TGgdt3i/pwp7QAvdJdrgbtEWu13r3c0q1wFN9v6gVe/Lta7OqLpUG+1WJShBLwReU4U9oHJVqJeyNFQDVSW/TnaGKsf00vmesa16/wAAID7EVeJwypQpmjx5sm688UZNnTpVknTgwAH95Cc/0dy5c1VZWanx48dr+vTpysnhV9m2dKxzlI51jtLvA3/RHhVpj4q0S3uVU08NQk9IMtFnEg7rft62y/X2wSYsz3oeadmk0e56mkwttR+pUlUqU3msp9PpUeMQaB3JJjG4hLdCBw4rcfiG+65KtE+StMx+rHSlarQzXGOcETrbMyrs2Iner2liyPlp/tnyuwGNcUboIs/ZLX0YaAOXeC6QJJX492mPLdZ7dqW+0E695S7VZLVu4nC3irTcrg6e32lrVqf2UKaGOAPVU5ltvtoRAAB0fXGTOFy6dKmeeuopHX/88WGX33zzzZo/f77++te/KiMjQ9dff70uvvhivf322zGaaXw53RmmTwMbJNXUsMsxkYnD0O2VCYcZsrU1hlKUrAylNXueiA1jjPJMtjbarTGvF9UVhK44JHEINF+yDq2Er1ClujfxdhX2QDBpWGuw6V9v7d76NFTPFx3Ljd4rdYPnCvWsPEX7VdEm72HRxjzPGa2Zvvtb/f4AAEB8iou9amVlZbr88ss1Y8YMZWYe6kBYUlKimTNn6pFHHtG4ceM0bNgwzZo1S4sXL9a7774bwxnHj6Z1zT2U7PAcRuLQWqutB4uD55ucFtWgQuzkq6bOYbFKVWZZddgSJA6B1pGs5ODpCtv0Bim13ZNDUauw6zLGBGv1brOFYQ2qWkO0z03EFAAAaE1xkTicNGmSLrzwQp19dvi2nmXLlqm6ujrs8qOPPlr9+vXTO++8E3W8yspKlZaWhv1D89QW6k6Ur95C3lL4ikOvPE0eu9SWKUE1W5v5EN151f7tkpSob1RerynVT+mArYzxrDqn8BqHJA6B5ko2oSsOG04cltsK7bP7tcXdrk3uVvkUXnKD96eurfbv65VHU/y/14Sq6zWh6no9XP1H7bUlzR631JZps/tF2E6M2tf1PsQUAABoRV1+q/LcuXO1fPlyLV26NOK6wsJC+Xw+de/ePezynJwcFRYWRh3zgQce0N13393aU41L/UxvdVe6ilWqzXZ7vcdc5fm6vu1cKCMja5r+a/0X2qlilSpRPh2pgtaaMtrZwwk/1eP6hb5ddbPetO9qQWCJhjnH6hzP6bGeWqcTtuKQFbhAsyUfbI4iNZ44vN//Oz0UmCmpZqVvT2Vqghmv2xO+r1S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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Import the standard datetime library to make timestamps\n", + "from datetime import datetime\n", + "\n", + "your_dataset.make_plot(\n", + " # specify the names of the stations in a list, or use None to plot them all.\n", + " stationnames=['vlinder01', 'vlinder03', 'vlinder05'],\n", + " # what obstype to plot (default is 'temp')\n", + " obstype=\"humidity\",\n", + " # choose how to color the timeseries:\n", + " #'name' : a specific color per station\n", + " #'label': a specific color per quality control label\n", + " colorby=\"label\",\n", + " # choose a start en endtime for the series (datetime).\n", + " # Default is None, wich uses all available data\n", + " starttime=None,\n", + " endtime=datetime(2022, 9, 9),\n", + " # specify title, by default a title is created\n", + " title='your custom title',\n", + " # Add legend to plot?, by default true\n", + " legend=True,\n", + " # Plot observations that are labeld as outliers?\n", + " show_outliers=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "7ec5ac1d-0753-4afa-b648-97c118533b86", + "metadata": {}, + "source": [ + "as mentioned above, one can apply the same methods on a Station object:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "403d6e8e-ada3-4ab8-b943-947a71ba91a0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "favorite_station.make_plot(colorby='label')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb b/docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb new file mode 100644 index 00000000..f2d7c6b4 --- /dev/null +++ b/docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb @@ -0,0 +1,672 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "d87ff982-1540-4794-830f-146992df5aa4", + "metadata": { + "tags": [] + }, + "source": [ + "# Demo example\n", + " \n", + "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that are comes with the toolkit.\n", + "Once the MetObs toolkit package is installed, you can import its functionality by:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", + "metadata": {}, + "outputs": [], + "source": [ + "import metobs_toolkit" + ] + }, + { + "cell_type": "markdown", + "id": "55faab4a-537b-4028-9adf-890746c4b8c0", + "metadata": {}, + "source": [ + "## The Dataset\n", + "\n", + "A dataset is a collection of all observational data. Most of the methods are\n", + "applied directly on a dataset. Start by creating an empty dataset object:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset = metobs_toolkit.Dataset()" + ] + }, + { + "cell_type": "markdown", + "id": "d088aba9-2a00-4030-8395-01792094c737", + "metadata": {}, + "source": [ + "The most relevant attributes of a Dataset are:\n", + " * .df --> a pandas DataFrame where all the observation data is stored\n", + " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", + " * .settings --> a Settings object to store all specific settings.\n", + " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", + "\n", + "Note that each Dataset will be equipped with the default settings.\n", + "\n", + "\n", + "We created a dataset and stored in under the variable 'your_dataset'.\n", + "The show function prints out an overview of data in the dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Empty instance of a Dataset.\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "No outliers.\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "No metadata is found.\n" + ] + } + ], + "source": [ + "your_dataset.show() # or .get_info()" + ] + }, + { + "cell_type": "markdown", + "id": "34273a79-477d-4c04-ba59-65a677adfe25", + "metadata": {}, + "source": [ + "TIP: to get an extensive overview of an object, call the .show() method on it." + ] + }, + { + "cell_type": "markdown", + "id": "60edb538-7a11-4745-9514-94f9d577cd9c", + "metadata": {}, + "source": [ + "\n", + "## Importing data\n", + "\n", + "\n", + "To import your data into a Dataframe, the following files are required:\n", + "* data file: This is the csv file containing the observations\n", + "* (optional) metadata file: The csv file containing metadata for each station.\n", + "* template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", + "\n", + "In practice you need to start by creating a template file for your data. More\n", + "information on the creation of the template can be found in documentation\n", + "(under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", + "\n", + "TIP: *Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.*\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", + "metadata": {}, + "outputs": [], + "source": [ + "# metobs_toolkit.build_template_prompt()" + ] + }, + { + "cell_type": "markdown", + "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", + "metadata": {}, + "source": [ + "To import data, you must specify the paths to your data, metadata and template are.\n", + "For this example we use the demo data, metadata and template that comes with\n", + "the toolkit." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "dd390074-8b96-4ddb-b447-4c8e46b94c3f", + "metadata": {}, + "source": [ + "The settings of your dataset are updated with the required paths. Now the data can\n", + "be imported into your empty Dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "21708ed0-7671-4e64-b3cc-dacb09baf4f9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", + " missing_timestamp_series = pd.concat(\n" + ] + } + ], + "source": [ + "your_dataset.import_data_from_file()" + ] + }, + { + "cell_type": "markdown", + "id": "304853e8-7ab9-4afc-a75f-db33785c57e2", + "metadata": {}, + "source": [ + "## Inspecting the Data\n", + "\n", + "To get an overview of the data stored in your dataset you can use" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2bc74181-68df-4cdf-9320-9dc43d5af698", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Dataset instance containing: \n", + " *28 stations \n", + " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", + " *120957 observation records \n", + " *256 records labeled as outliers \n", + " *0 gaps \n", + " *3 missing observations \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", + " *time zone of the records: UTC \n", + " *Coordinates are available for all stations. \n", + "\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "A total of 256 found with these occurrences: \n", + "\n", + "{'invalid input': 256}\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", + "\n", + " The first rows of the metadf looks like:\n", + " network lat lon call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 \n", + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", + "None\n", + "\n", + " -------- Gaps --------- \n", + "\n", + "There are no gaps.\n", + "None\n" + ] + } + ], + "source": [ + "your_dataset.show()" + ] + }, + { + "cell_type": "markdown", + "id": "aa85e260-48f5-4e63-b3d4-b44ece98df0b", + "metadata": {}, + "source": [ + "If you want to inspect the data in your dataset directly, you can take a look at the .df and .metadf attributes" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "690a1e21-ee6b-4b4c-a8e4-b937946e14aa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " temp radiation_temp humidity precip \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:05:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:10:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:15:00+00:00 18.7 NaN 65 0.0 \n", + " 2022-09-01 00:20:00+00:00 18.7 NaN 65 0.0 \n", + "\n", + " precip_sum wind_speed wind_gust \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 0.0 5.6 11.3 \n", + " 2022-09-01 00:05:00+00:00 0.0 5.5 12.9 \n", + " 2022-09-01 00:10:00+00:00 0.0 5.1 11.3 \n", + " 2022-09-01 00:15:00+00:00 0.0 6.0 12.9 \n", + " 2022-09-01 00:20:00+00:00 0.0 5.0 11.3 \n", + "\n", + " wind_direction pressure \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 65 101739 \n", + " 2022-09-01 00:05:00+00:00 75 101731 \n", + " 2022-09-01 00:10:00+00:00 75 101736 \n", + " 2022-09-01 00:15:00+00:00 85 101736 \n", + " 2022-09-01 00:20:00+00:00 65 101733 \n", + "\n", + " pressure_at_sea_level \n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 102005.0 \n", + " 2022-09-01 00:05:00+00:00 101997.0 \n", + " 2022-09-01 00:10:00+00:00 102002.0 \n", + " 2022-09-01 00:15:00+00:00 102002.0 \n", + " 2022-09-01 00:20:00+00:00 101999.0 \n", + " network lat lon lcz call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 \n" + ] + } + ], + "source": [ + "print(your_dataset.df.head())\n", + "# equivalent for the metadata\n", + "print(your_dataset.metadf.head())\n" + ] + }, + { + "cell_type": "markdown", + "id": "24021319-f5d4-430b-8b7f-807a36f91594", + "metadata": { + "tags": [] + }, + "source": [ + "### Inspecting a Station\n", + "\n", + "If you are interested in one station, you can extract all the info for that one station from the dataset by:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0c901b97-90c4-4fae-b181-57c6778a98bf", + "metadata": {}, + "outputs": [], + "source": [ + "favorite_station = your_dataset.get_station(stationname=\"vlinder02\")" + ] + }, + { + "cell_type": "markdown", + "id": "685625e9-462b-4ad1-847f-4d26a0cb5df5", + "metadata": {}, + "source": [ + "Favorite station now contains all the info of that one station. All methods\n", + "that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9c777b55-56a3-4c00-aa0e-a93bb29c4f8a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Dataset instance containing: \n", + " *1 stations \n", + " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", + " *4317 observation records \n", + " *256 records labeled as outliers \n", + " *0 gaps \n", + " *3 missing observations \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", + " *time zone of the records: UTC \n", + " *Coordinates are available for all stations. \n", + "\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "A total of 256 found with these occurrences: \n", + "\n", + "{'invalid input': 256}\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", + "\n", + " The first rows of the metadf looks like:\n", + " network lat lon call_name location \\\n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "vlinder02 POINT (3.709695 51.022379) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "vlinder02 0 days 00:05:00 \n", + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", + "None\n", + "\n", + " -------- Gaps --------- \n", + "\n", + "There are no gaps.\n", + "None\n", + "None\n" + ] + } + ], + "source": [ + "print(favorite_station.show())" + ] + }, + { + "cell_type": "markdown", + "id": "82cb6811-3fbe-4f68-863f-c6c3f872293e", + "metadata": {}, + "source": [ + "## Making timeseries plots\n", + "\n", + "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "be68ff53-4470-4c1c-a5a6-501b68df33ae", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_plot(obstype='temp')" + ] + }, + { + "cell_type": "markdown", + "id": "c9f0ae66-9077-451d-b13e-20994d16f438", + "metadata": {}, + "source": [ + "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) for more details of this method. Here an example of common used arguments." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f4351d2a-fab5-47a4-9756-6aa98ba18492", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Import the standard datetime library to make timestamps\n", + "from datetime import datetime\n", + "\n", + "your_dataset.make_plot(\n", + " # specify the names of the stations in a list, or use None to plot them all.\n", + " stationnames=['vlinder01', 'vlinder03', 'vlinder05'],\n", + " # what obstype to plot (default is 'temp')\n", + " obstype=\"humidity\",\n", + " # choose how to color the timeseries:\n", + " #'name' : a specific color per station\n", + " #'label': a specific color per quality control label\n", + " colorby=\"label\",\n", + " # choose a start en endtime for the series (datetime).\n", + " # Default is None, wich uses all available data\n", + " starttime=None,\n", + " endtime=datetime(2022, 9, 9),\n", + " # specify title, by default a title is created\n", + " title='your custom title',\n", + " # Add legend to plot?, by default true\n", + " legend=True,\n", + " # Plot observations that are labeld as outliers?\n", + " show_outliers=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "7ec5ac1d-0753-4afa-b648-97c118533b86", + "metadata": {}, + "source": [ + "as mentioned above, one can apply the same methods on a Station object:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "403d6e8e-ada3-4ab8-b943-947a71ba91a0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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vlinder05Vlinder51.0526553.675183NaNWatersportbaanGentPOINT (3.67518 51.05266)0 days 00:05:000 days 00:05:00
\n", + "
" + ], + "text/plain": [ + " network lat lon lcz call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "your_dataset.metadf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "86003003-5fd8-4b6e-a613-073efc27cf4c", + "metadata": {}, + "source": [ + "In order to extract geospatial information for you stations, the **lat** and **lon** (latitude and longitude)\n", + "of your stations must be present in the metadf. If so, than geospatial\n", + "information will be extracted from GEE at these locations.\n", + "\n", + "To extract the Local Climate Zones (LCZ's) of your stations:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "48431035-f130-44dc-9f35-5bfdd84fcff3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

To authorize access needed by Earth Engine, open the following\n", + " URL in a web browser and follow the instructions:

\n", + "

https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=kqPhl7KKwkEdr9K59YKLGT2L9NGfkh-zOgI1A1RdOQs&tc=vvq2uDYgLjs9W_0zwQm5DX4KkaKujHEOD7wDhhPvLqI&cc=-wCvBEbpfQ0pB34_2TWRousWfbVcKfO_hrc6SkEAWAg

\n", + "

The authorization workflow will generate a code, which you should paste in the box below.

\n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdin", + "output_type": "stream", + "text": [ + "Enter verification code: 4/1AfJohXkBqVx-SiDLjHp0EcT3YtJknBUtns_FRt4_iovqEhWjro4LXbX41B0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Successfully saved authorization token.\n", + "name\n", + "vlinder01 Low plants (LCZ D)\n", + "vlinder02 Open midrise\n", + "vlinder03 Open midrise\n", + "vlinder04 Sparsely built\n", + "vlinder05 Water (LCZ G)\n", + "vlinder06 Scattered Trees (LCZ B)\n", + "vlinder07 Compact midrise\n", + "vlinder08 Compact midrise\n", + "vlinder09 Scattered Trees (LCZ B)\n", + "vlinder10 Compact midrise\n", + "vlinder11 Open lowrise\n", + "vlinder12 Open highrise\n", + "vlinder13 Compact midrise\n", + "vlinder14 Low plants (LCZ D)\n", + "vlinder15 Sparsely built\n", + "vlinder16 Water (LCZ G)\n", + "vlinder17 Scattered Trees (LCZ B)\n", + "vlinder18 Low plants (LCZ D)\n", + "vlinder19 Compact midrise\n", + "vlinder20 Compact midrise\n", + "vlinder21 Sparsely built\n", + "vlinder22 Low plants (LCZ D)\n", + "vlinder23 Low plants (LCZ D)\n", + "vlinder24 Dense Trees (LCZ A)\n", + "vlinder25 Water (LCZ G)\n", + "vlinder26 Open midrise\n", + "vlinder27 Compact midrise\n", + "vlinder28 Open lowrise\n", + "Name: lcz, dtype: object\n" + ] + } + ], + "source": [ + "lcz_values = your_dataset.get_lcz()\n", + "# The LCZ's for all your stations are extracted\n", + "print(lcz_values)" + ] + }, + { + "cell_type": "markdown", + "id": "35933b04-cd3f-4f5e-a557-596701a4125e", + "metadata": { + "tags": [] + }, + "source": [ + "The first time, in each session, you are asked to authenticated by Google.\n", + "Select your google account and billing project that you have set up and accept the terms of condition.\n", + "\n", + "*NOTE: For small datarequest the read-only scopes are sufficient, for large datarequests this is insufficient because the data will be written directly to your google Drive.*" + ] + }, + { + "cell_type": "markdown", + "id": "9d055961-92bb-4f5e-b9e6-3ac26f2271ac", + "metadata": {}, + "source": [ + "The metadata of your dataset is also updated" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c90d4a3f-11f9-44e2-9e53-cc145569e984", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name\n", + "vlinder01 Low plants (LCZ D)\n", + "vlinder02 Open midrise\n", + "vlinder03 Open midrise\n", + "vlinder04 Sparsely built\n", + "vlinder05 Water (LCZ G)\n", + "Name: lcz, dtype: object\n" + ] + } + ], + "source": [ + "print(your_dataset.metadf['lcz'].head())" + ] + }, + { + "cell_type": "markdown", + "id": "1c35c91a-2bc8-485c-92df-47ed68927667", + "metadata": {}, + "source": [ + "To make a geospatial plot you can use the following method:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d5afd195-1aae-4254-a742-e917fb429d6a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/anaconda3/envs/metobs_dev/lib/python3.9/site-packages/geopandas/plotting.py:48: ShapelyDeprecationWarning: The 'type' attribute is deprecated, and will be removed in the future. You can use the 'geom_type' attribute instead.\n", + " if geom is not None and geom.type.startswith(prefix) and not geom.is_empty:\n", + "/home/thoverga/anaconda3/envs/metobs_dev/lib/python3.9/site-packages/geopandas/plotting.py:715: FutureWarning: is_categorical_dtype is deprecated and will be removed in a future version. Use isinstance(dtype, CategoricalDtype) instead\n", + " if pd.api.types.is_categorical_dtype(values.dtype):\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_geo_plot(variable=\"lcz\")" + ] + }, + { + "cell_type": "markdown", + "id": "276baaf0-f20a-49ee-b2ac-ca9d2e6daf5e", + "metadata": {}, + "source": [ + "## Extracting other Geospatial information\n", + "\n", + "Similar as LCZ extraction you can extract the altitude of the stations (from a digital elevation model):" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "bd5fb85d-dd74-4af4-98cd-67c9ac721a70", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name\n", + "vlinder01 12\n", + "vlinder02 7\n", + "vlinder03 30\n", + "vlinder04 25\n", + "vlinder05 0\n", + "vlinder06 0\n", + "vlinder07 7\n", + "vlinder08 7\n", + "vlinder09 19\n", + "vlinder10 14\n", + "vlinder11 6\n", + "vlinder12 9\n", + "vlinder13 10\n", + "vlinder14 4\n", + "vlinder15 41\n", + "vlinder16 4\n", + "vlinder17 83\n", + "vlinder18 35\n", + "vlinder19 75\n", + "vlinder20 44\n", + "vlinder21 19\n", + "vlinder22 3\n", + "vlinder23 1\n", + "vlinder24 12\n", + "vlinder25 12\n", + "vlinder26 24\n", + "vlinder27 12\n", + "vlinder28 7\n", + "Name: altitude, dtype: int64\n" + ] + } + ], + "source": [ + "altitudes = your_dataset.get_altitude() #The altitudes are in meters above sea level.\n", + "print(altitudes)" + ] + }, + { + "cell_type": "markdown", + "id": "9b6f3e83-1dff-4a0a-991a-aa258a484d8e", + "metadata": {}, + "source": [ + "A more detailed description of the landcover/land use in the microenvironment can be extracted in the form of landcover fractions in a circular buffer for each station.\n", + "\n", + "You can select to aggregate the landcoverclasses to water - pervious and impervious, or set aggregation to false to extract the landcoverclasses as present in the worldcover_10m dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "66ddba0d-52c7-40f3-9c9c-4d6aa88c932b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " water pervious impervious\n", + "name buffer_radius \n", + "vlinder01 100 0.000000 0.981781 0.018219\n", + " 250 0.000000 0.963635 0.036365\n", + "vlinder02 100 0.000000 0.428769 0.571231\n", + " 250 0.000000 0.535944 0.464056\n", + "vlinder03 100 0.000000 0.245454 0.754546\n", + " 250 0.000000 0.160831 0.839169\n", + "vlinder04 100 0.000000 0.979569 0.020431\n", + " 250 0.000000 0.881948 0.118052\n", + "vlinder05 100 0.446604 0.224871 0.328525\n", + " 250 0.242406 0.526977 0.230617\n", + "vlinder06 100 0.000000 1.000000 0.000000\n", + " 250 0.000000 0.995819 0.004181\n", + "vlinder07 100 0.000000 0.433034 0.566966\n", + " 250 0.002911 0.149681 0.847407\n", + "vlinder08 100 0.000000 0.029552 0.970448\n", + " 250 0.002911 0.030423 0.966666\n", + "vlinder09 100 0.000000 1.000000 0.000000\n", + " 250 0.000000 0.974895 0.025105\n", + "vlinder10 100 0.000000 0.129686 0.870314\n", + " 250 0.000000 0.125173 0.874827\n", + "vlinder11 100 0.000000 0.273457 0.726543\n", + " 250 0.000000 0.204337 0.795663\n", + "vlinder12 100 0.000000 0.803321 0.196679\n", + " 250 0.004188 0.313829 0.681983\n", + "vlinder13 100 0.000000 0.006042 0.993958\n", + " 250 0.000000 0.044648 0.955352\n", + "vlinder14 100 0.000000 0.803469 0.196531\n", + " 250 0.000000 0.835386 0.164614\n", + "vlinder15 100 0.000000 0.798196 0.201804\n", + " 250 0.000000 0.918644 0.081356\n", + "vlinder16 100 0.367579 0.232926 0.399495\n", + " 250 0.448841 0.217178 0.333981\n", + "vlinder17 100 0.000000 0.989899 0.010101\n", + " 250 0.000000 0.980923 0.019077\n", + "vlinder18 100 0.000000 1.000000 0.000000\n", + " 250 0.000000 1.000000 0.000000\n", + "vlinder19 100 0.000000 0.447270 0.552730\n", + " 250 0.000000 0.343485 0.656515\n", + "vlinder20 100 0.000000 0.129964 0.870036\n", + " 250 0.000000 0.039639 0.960361\n", + "vlinder21 100 0.000000 1.000000 0.000000\n", + " 250 0.000487 0.962068 0.037445\n", + "vlinder22 100 0.973231 0.026769 0.000000\n", + " 250 0.884010 0.115990 0.000000\n", + "vlinder23 100 0.399503 0.600497 0.000000\n", + " 250 0.272793 0.712724 0.014483\n", + "vlinder24 100 0.000000 0.960773 0.039227\n", + " 250 0.000000 0.946138 0.053862\n", + "vlinder25 100 0.790001 0.152027 0.057972\n", + " 250 0.899936 0.063972 0.036092\n", + "vlinder26 100 0.000000 0.148975 0.851025\n", + " 250 0.000000 0.174383 0.825617\n", + "vlinder27 100 0.000000 0.011601 0.988399\n", + " 250 0.018481 0.084840 0.896679\n", + "vlinder28 100 0.000000 0.489951 0.510049\n", + " 250 0.000000 0.721950 0.278050\n" + ] + } + ], + "source": [ + "aggregated_landcover = your_dataset.get_landcover(\n", + " buffers=[100, 250], # a list of bufferradii in meters\n", + " aggregate=True #if True, aggregate landcover classes to the water, pervious and impervious.\n", + " )\n", + "\n", + "print(aggregated_landcover)" + ] + }, + { + "cell_type": "markdown", + "id": "cec4bea4-bdb7-4298-b7ff-f9547403e7ea", + "metadata": {}, + "source": [ + "## Interactive plotting a GEE dataset\n", + "\n", + "You can make an interactive spatial plot to visualize the stations spatially by using the [make_gee_plot()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_gee_plot)." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "bc8d896c-bba7-490c-b173-1f501c44e08f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "spatial_map = your_dataset.make_gee_plot(gee_map='worldcover')\n", + "spatial_map" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb b/docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb new file mode 100644 index 00000000..17572300 --- /dev/null +++ b/docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb @@ -0,0 +1,717 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f1af75bf-618b-4e94-b957-220ebdfc6b21", + "metadata": {}, + "source": [ + "# Demo example: Applying Quality Control.\n", + "\n", + "In this example we apply Quality Control (QC) on the demo data. \n", + "## Create your dataset\n", + "We start by creating a dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "62021dd4-8466-4287-80f7-112ad5c692a0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", + " missing_timestamp_series = pd.concat(\n" + ] + } + ], + "source": [ + "import metobs_toolkit\n", + "your_dataset = metobs_toolkit.Dataset()\n", + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")\n", + "\n", + "your_dataset.import_data_from_file()" + ] + }, + { + "cell_type": "markdown", + "id": "324eab20-b913-4e76-9ad5-638cfeaa89d3", + "metadata": {}, + "source": [ + "a number of quality control methods are available in the toolkit. We can classify them in two groups:\n", + "1. **Quality control for missing/duplicated or invalid timestamps**. This is applied on the raw data, and is not based on the observational value but merly on the presence of a record. \n", + "2. **Quality control for bad observations**. These are not automatically executed. These checks are performd in a sequence of specific checks, that are looking for signatures of typically bad observations.\n", + "\n", + "## Quality control for missing/duplicated and invalid timestamps\n", + "Since this is applied on the raw data, the following quality control checks are automatically performed when readin in the data:\n", + "* Nan check: Test if the value of an observation can be converted to a numeric value.\n", + "* Missing check: Test if there are missing records. These missing records are labeld as *missing observation* or as *gap* (if there are consecutive missing records).\n", + "* Duplicate check: Test if each observation (stationname, timestamp, observationtype) is unique.\n", + "\n", + "As an example you can see that there is a missing timestamp in the timeseries of some stations:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e1a0b0f7-817d-40bd-888d-98d2b215e367", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.get_station('vlinder02').make_plot(colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "9c0be11b-8d68-4597-9cf4-676c10d3aa1a", + "metadata": {}, + "source": [ + "\n", + "## Quality control for bad observations\n", + "The following checks are available:\n", + "* [Gross value check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.gross_value_check.html#metobs_toolkit.qc_checks.gross_value_check): a threshold check that observations should be between the thresholds\n", + "* [Persistance check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.persistance_check.html#metobs_toolkit.qc_checks.persistance_check): Test observations to change over a specific period.\n", + "* [Repetitions check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.repetitions_check.html#metobs_toolkit.qc_checks.repetitions_check): Test if an observation change after a number of records.\n", + "* [Spike check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.step_check.html#metobs_toolkit.qc_checks.step_check): Test if observations do not produces spikes in timeseries.\n", + "* [Window variation check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.window_variation_check.html#metobs_toolkit.qc_checks.window_variation_check): Test if the variation exeeds threshold in moving time windows.\n", + "* [Toolkit Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.toolkit_buddy_check.html#metobs_toolkit.qc_checks.toolkit_buddy_check): spatial buddy check.\n", + "* [TITAN Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_buddy_check.html#metobs_toolkit.qc_checks.titan_buddy_check): The [Titanlib version of the buddy check](https://github.com/metno/titanlib/wiki/Buddy-check).\n", + "* [TITAN Spatial consistency test](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_sct_resistant_check.html#metobs_toolkit.qc_checks.titan_sct_resistant_check): Apply the Titanlib (robust) [Spatial-Consistency-Test](https://github.com/metno/titanlib/wiki/Spatial-consistency-test-resistant) (SCT).\n", + "\n", + "Each check requires a set of specific settings, often stored per specific observation type. A set of default settings, for temperature observations, are stored in the settings of each dataset. Use the *show()* method, and scroll to the QC section to see all QC settings.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "02c8f1d9-c0da-470f-9730-112a89a77f67", + "metadata": { + "scrolled": true, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "All settings:\n", + " \n", + " ---------------------------------------\n", + "\n", + " ---------------- IO (settings) ----------------------\n", + "\n", + "* output_folder: \n", + "\n", + " -None \n", + "\n", + "* input_data_file: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_datafile.csv \n", + "\n", + "* input_metadata_file: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_metadatafile.csv \n", + "\n", + " ---------------- db (settings) ----------------------\n", + "\n", + " ---------------- time_settings (settings) ----------------------\n", + "\n", + "* target_time_res: \n", + "\n", + " -60T \n", + "\n", + "* resample_method: \n", + "\n", + " -nearest \n", + "\n", + "* resample_limit: \n", + "\n", + " -1 \n", + "\n", + "* timezone: \n", + "\n", + " -UTC \n", + "\n", + "* freq_estimation_method: \n", + "\n", + " -highest \n", + "\n", + "* freq_estimation_simplify: \n", + "\n", + " -True \n", + "\n", + "* freq_estimation_simplify_error: \n", + "\n", + " -2T \n", + "\n", + " ---------------- app (settings) ----------------------\n", + "\n", + "* print_fmt_datetime: \n", + "\n", + " -%d/%m/%Y %H:%M:%S \n", + "\n", + "* print_max_n: \n", + "\n", + " -40 \n", + "\n", + "* plot_settings: \n", + "\n", + " - time_series: \n", + "\n", + " -{'figsize': (15, 5), 'colormap': 'tab20', 'linewidth': 2, 'linestyle_ok': '-', 'linestyle_fill': '--', 'linezorder': 1, 'scattersize': 4, 'scatterzorder': 3, 'dashedzorder': 2, 'legend_n_columns': 5} \n", + "\n", + " - spatial_geo: \n", + "\n", + " -{'extent': [2.260609, 49.25, 6.118359, 52.350618], 'cmap': 'inferno_r', 'n_for_categorical': 5, 'figsize': (10, 15), 'fmt': '%d/%m/%Y %H:%M:%S UTC'} \n", + "\n", + " - pie_charts: \n", + "\n", + " -{'figsize': (10, 10), 'anchor_legend_big': (-0.25, 0.75), 'anchor_legend_small': (-3.5, 2.2), 'radius_big': 2.0, 'radius_small': 5.0} \n", + "\n", + " - color_mapper: \n", + "\n", + " -{'duplicated_timestamp': '#a32a1f', 'invalid_input': '#900357', 'gross_value': '#f1ff2b', 'persistance': '#f0051c', 'repetitions': '#056ff0', 'step': '#05d4f0', 'window_variation': '#05f0c9', 'buddy_check': '#8300c4', 'titan_buddy_check': '#8300c4', 'titan_sct_resistant_check': '#c17fe1', 'gap': '#f00592', 'missing_timestamp': '#f78e0c', 'linear': '#d406c6', 'model_debias': '#6e1868', 'ok': '#07f72b', 'not checked': '#f7cf07', 'outlier': '#f20000'} \n", + "\n", + " - diurnal: \n", + "\n", + " -{'figsize': (10, 10), 'alpha_error_bands': 0.3, 'cmap_continious': 'viridis', 'n_cat_max': 20, 'cmap_categorical': 'tab20', 'legend_n_columns': 5} \n", + "\n", + " - anual: \n", + "\n", + " -{'figsize': (10, 10), 'alpha_error_bands': 0.3, 'cmap_continious': 'viridis', 'n_cat_max': 20, 'cmap_categorical': 'tab20', 'legend_n_columns': 5} \n", + "\n", + " - correlation_heatmap: \n", + "\n", + " -{'figsize': (10, 10), 'vmin': -1, 'vmax': 1, 'cmap': 'cool', 'x_tick_rot': 65, 'y_tick_rot': 0} \n", + "\n", + " - correlation_scatter: \n", + "\n", + " -{'figsize': (10, 10), 'p_bins': [0, 0.001, 0.01, 0.05, 999], 'bins_markers': ['*', 's', '^', 'X'], 'scatter_size': 40, 'scatter_edge_col': 'black', 'scatter_edge_line_width': 0.1, 'ymin': -1.1, 'ymax': 1.1, 'cmap': 'tab20', 'legend_ncols': 3, 'legend_text_size': 7} \n", + "\n", + "* world_boundary_map: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/settings_files/world_boundaries/WB_countries_Admin0_10m.shp \n", + "\n", + "* display_name_mapper: \n", + "\n", + " - network: \n", + "\n", + " -network \n", + "\n", + " - name: \n", + "\n", + " -station name \n", + "\n", + " - call_name: \n", + "\n", + " -pseudo name \n", + "\n", + " - location: \n", + "\n", + " -region \n", + "\n", + " - lat: \n", + "\n", + " -latitude \n", + "\n", + " - lon: \n", + "\n", + " -longtitude \n", + "\n", + " - temp: \n", + "\n", + " -temperature \n", + "\n", + " - radiation_temp: \n", + "\n", + " -radiation temperature \n", + "\n", + " - humidity: \n", + "\n", + " -humidity \n", + "\n", + " - precip: \n", + "\n", + " -precipitation intensity \n", + "\n", + " - precip_sum: \n", + "\n", + " -cummulated precipitation \n", + "\n", + " - wind_speed: \n", + "\n", + " -wind speed \n", + "\n", + " - wind_gust: \n", + "\n", + " -wind gust speed \n", + "\n", + " - wind_direction: \n", + "\n", + " -wind direction \n", + "\n", + " - pressure: \n", + "\n", + " -air pressure \n", + "\n", + " - pressure_at_sea_level: \n", + "\n", + " -corrected pressure at sea level \n", + "\n", + " - lcz: \n", + "\n", + " -LCZ \n", + "\n", + "* static_fields: \n", + "\n", + " -['network', 'name', 'lat', 'lon', 'call_name', 'location', 'lcz'] \n", + "\n", + "* categorical_fields: \n", + "\n", + " -['wind_direction', 'lcz'] \n", + "\n", + "* location_info: \n", + "\n", + " -['network', 'lat', 'lon', 'lcz', 'call_name', 'location'] \n", + "\n", + "* default_name: \n", + "\n", + " -unknown_name \n", + "\n", + " ---------------- qc (settings) ----------------------\n", + "\n", + "* qc_check_settings: \n", + "\n", + " - duplicated_timestamp: \n", + "\n", + " -{'keep': False} \n", + "\n", + " - persistance: \n", + "\n", + " -{'temp': {'time_window_to_check': '1h', 'min_num_obs': 5}} \n", + "\n", + " - repetitions: \n", + "\n", + " -{'temp': {'max_valid_repetitions': 5}} \n", + "\n", + " - gross_value: \n", + "\n", + " -{'temp': {'min_value': -15.0, 'max_value': 39.0}} \n", + "\n", + " - window_variation: \n", + "\n", + " -{'temp': {'max_increase_per_second': 0.0022222222222222222, 'max_decrease_per_second': 0.002777777777777778, 'time_window_to_check': '1h', 'min_window_members': 3}} \n", + "\n", + " - step: \n", + "\n", + " -{'temp': {'max_increase_per_second': 0.0022222222222222222, 'max_decrease_per_second': -0.002777777777777778}} \n", + "\n", + " - buddy_check: \n", + "\n", + " -{'temp': {'radius': 15000, 'num_min': 2, 'threshold': 1.5, 'max_elev_diff': 200, 'elev_gradient': -0.0065, 'min_std': 1.0}} \n", + "\n", + "* qc_checks_info: \n", + "\n", + " - duplicated_timestamp: \n", + "\n", + " -{'outlier_flag': 'duplicated timestamp outlier', 'numeric_flag': 1, 'apply_on': 'record'} \n", + "\n", + " - invalid_input: \n", + "\n", + " -{'outlier_flag': 'invalid input', 'numeric_flag': 2, 'apply_on': 'obstype'} \n", + "\n", + " - gross_value: \n", + "\n", + " -{'outlier_flag': 'gross value outlier', 'numeric_flag': 4, 'apply_on': 'obstype'} \n", + "\n", + " - persistance: \n", + "\n", + " -{'outlier_flag': 'persistance outlier', 'numeric_flag': 5, 'apply_on': 'obstype'} \n", + "\n", + " - repetitions: \n", + "\n", + " -{'outlier_flag': 'repetitions outlier', 'numeric_flag': 6, 'apply_on': 'obstype'} \n", + "\n", + " - step: \n", + "\n", + " -{'outlier_flag': 'in step outlier group', 'numeric_flag': 7, 'apply_on': 'obstype'} \n", + "\n", + " - window_variation: \n", + "\n", + " -{'outlier_flag': 'in window variation outlier group', 'numeric_flag': 8, 'apply_on': 'obstype'} \n", + "\n", + " - buddy_check: \n", + "\n", + " -{'outlier_flag': 'buddy check outlier', 'numeric_flag': 11, 'apply_on': 'obstype'} \n", + "\n", + " - titan_buddy_check: \n", + "\n", + " -{'outlier_flag': 'titan buddy check outlier', 'numeric_flag': 9, 'apply_on': 'obstype'} \n", + "\n", + " - titan_sct_resistant_check: \n", + "\n", + " -{'outlier_flag': 'sct resistant check outlier', 'numeric_flag': 10, 'apply_on': 'obstype'} \n", + "\n", + "* titan_check_settings: \n", + "\n", + " - titan_buddy_check: \n", + "\n", + " -{'temp': {'radius': 50000, 'num_min': 2, 'threshold': 1.5, 'max_elev_diff': 200, 'elev_gradient': -0.0065, 'min_std': 1.0, 'num_iterations': 1}} \n", + "\n", + " - titan_sct_resistant_check: \n", + "\n", + " -{'temp': {'num_min_outer': 3, 'num_max_outer': 10, 'inner_radius': 20000, 'outer_radius': 50000, 'num_iterations': 10, 'num_min_prof': 5, 'min_elev_diff': 100, 'min_horizontal_scale': 250, 'max_horizontal_scale': 100000, 'kth_closest_obs_horizontal_scale': 2, 'vertical_scale': 200, 'mina_deviation': 10, 'maxa_deviation': 10, 'minv_deviation': 1, 'maxv_deviation': 1, 'eps2': 0.5, 'tpos': 5, 'tneg': 8, 'basic': True, 'debug': False}} \n", + "\n", + "* titan_specific_labeler: \n", + "\n", + " - titan_buddy_check: \n", + "\n", + " -{'ok': [0], 'outl': [1]} \n", + "\n", + " - titan_sct_resistant_check: \n", + "\n", + " -{'ok': [0, -999, 11, 12], 'outl': [1]} \n", + "\n", + " ---------------- gap (settings) ----------------------\n", + "\n", + "* gaps_settings: \n", + "\n", + " - gaps_finder: \n", + "\n", + " -{'gapsize_n': 40} \n", + "\n", + "* gaps_info: \n", + "\n", + " - gap: \n", + "\n", + " -{'label_columnname': 'is_gap', 'outlier_flag': 'gap', 'negative_flag': 'no gap', 'numeric_flag': 12, 'apply_on': 'record'} \n", + "\n", + " - missing_timestamp: \n", + "\n", + " -{'label_columnname': 'is_missing_timestamp', 'outlier_flag': 'missing timestamp', 'negative flag': 'not missing', 'numeric_flag': 13, 'apply_on': 'record'} \n", + "\n", + "* gaps_fill_settings: \n", + "\n", + " - linear: \n", + "\n", + " -{'method': 'time', 'max_consec_fill': 100} \n", + "\n", + " - model_debias: \n", + "\n", + " -{'debias_period': {'prefered_leading_sample_duration_hours': 48, 'prefered_trailing_sample_duration_hours': 48, 'minimum_leading_sample_duration_hours': 24, 'minimum_trailing_sample_duration_hours': 24}} \n", + "\n", + " - automatic: \n", + "\n", + " -{'max_interpolation_duration_str': '5H'} \n", + "\n", + "* gaps_fill_info: \n", + "\n", + " - label_columnname: \n", + "\n", + " -final_label \n", + "\n", + " - label: \n", + "\n", + " -{'linear': 'gap_interpolation', 'model_debias': 'gap_debiased_era5'} \n", + "\n", + " - numeric_flag: \n", + "\n", + " -21 \n", + "\n", + " ---------------- missing_obs (settings) ----------------------\n", + "\n", + "* missing_obs_fill_settings: \n", + "\n", + " - linear: \n", + "\n", + " -{'method': 'time'} \n", + "\n", + "* missing_obs_fill_info: \n", + "\n", + " - label_columnname: \n", + "\n", + " -final_label \n", + "\n", + " - label: \n", + "\n", + " -{'linear': 'missing_obs_interpolation'} \n", + "\n", + " - numeric_flag: \n", + "\n", + " -23 \n", + "\n", + " ---------------- templates (settings) ----------------------\n", + "\n", + "* template_file: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_templatefile.csv \n", + "\n", + " ---------------- gee (settings) ----------------------\n", + "\n", + "* gee_dataset_info: \n", + "\n", + " - global_lcz_map: \n", + "\n", + " -{'location': 'RUB/RUBCLIM/LCZ/global_lcz_map/v1', 'usage': 'LCZ', 'band_of_use': 'LCZ_Filter', 'value_type': 'categorical', 'dynamical': False, 'scale': 100, 'is_image': False, 'is_imagecollection': True, 'categorical_mapper': {1: 'Compact highrise', 2: 'Compact midrise', 3: 'Compact lowrise', 4: 'Open highrise', 5: 'Open midrise', 6: 'Open lowrise', 7: 'Lightweight lowrise', 8: 'Large lowrise', 9: 'Sparsely built', 10: 'Heavy industry', 11: 'Dense Trees (LCZ A)', 12: 'Scattered Trees (LCZ B)', 13: 'Bush, scrub (LCZ C)', 14: 'Low plants (LCZ D)', 15: 'Bare rock or paved (LCZ E)', 16: 'Bare soil or sand (LCZ F)', 17: 'Water (LCZ G)'}, 'credentials': 'Demuzere M.; Kittner J.; Martilli A.; Mills, G.; Moede, C.; Stewart, I.D.; van Vliet, J.; Bechtel, B. A global map of local climate zones to support earth system modelling and urban-scale environmental science. Earth System Science Data 2022, 14 Volume 8: 3835-3873. doi:10.5194/essd-14-3835-2022'} \n", + "\n", + " - DEM: \n", + "\n", + " -{'location': 'CGIAR/SRTM90_V4', 'usage': 'elevation', 'band_of_use': 'elevation', 'value_type': 'numeric', 'dynamical': False, 'scale': 100, 'is_image': True, 'is_imagecollection': False, 'credentials': 'SRTM Digital Elevation Data Version 4'} \n", + "\n", + " - ERA5_hourly: \n", + "\n", + " -{'location': 'ECMWF/ERA5_LAND/HOURLY', 'usage': 'ERA5', 'band_of_use': {'temp': {'name': 'temperature_2m', 'units': 'K'}}, 'value_type': 'numeric', 'dynamical': True, 'scale': 2500, 'is_image': False, 'is_imagecollection': True, 'time_res': '1H', 'credentials': ''} \n", + "\n", + " - worldcover: \n", + "\n", + " -{'location': 'ESA/WorldCover/v200', 'usage': 'landcover', 'band_of_use': 'Map', 'value_type': 'categorical', 'dynamical': False, 'scale': 10, 'is_image': False, 'is_imagecollection': True, 'categorical_mapper': {10: 'Tree cover', 20: 'Shrubland', 30: 'Grassland', 40: 'Cropland', 50: 'Built-up', 60: 'Bare / sparse vegetation', 70: 'Snow and ice', 80: 'Permanent water bodies', 90: 'Herbaceous wetland', 95: 'Mangroves', 100: 'Moss and lichen'}, 'aggregation': {'water': [70, 80, 90, 95], 'pervious': [10, 20, 30, 40, 60, 100], 'impervious': [50]}, 'colorscheme': {10: '006400', 20: 'ffbb22', 30: 'ffff4c', 40: 'f096ff', 50: 'fa0000', 60: 'b4b4b4', 70: 'f0f0f0', 80: '0064c8', 90: '0096a0', 95: '00cf75', 100: 'fae6a0'}, 'credentials': 'https://spdx.org/licenses/CC-BY-4.0.html'} \n", + "\n" + ] + } + ], + "source": [ + "your_dataset.settings.show()" + ] + }, + { + "cell_type": "markdown", + "id": "95401842-6906-48bb-b449-2b4df52a9282", + "metadata": {}, + "source": [ + "Use the [update_qc_settings()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.update_qc_settings) method to update the default settings." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "5f30dd72-b67c-4425-a49e-21d248d244fc", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.update_qc_settings(obstype='temp',\n", + " gross_value_max_value=26.3,\n", + " persis_time_win_to_check='30T' #30 minutes\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "0769efa4-576c-4e9c-b5f9-536fb23543f3", + "metadata": {}, + "source": [ + "To apply the quality control on the full dataset use the [apply_quality_control()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_quality_control) method. Spatial quality control checks can be applied by using the [apply_buddy_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_buddy_check), [apply_titan_buddy_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_buddy_check) and [apply_titan_sct_resistant_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_sct_resistant_check) methods." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c3ce19c5-6ccd-44a4-8f67-3efd4f59621f", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.apply_quality_control(\n", + " obstype=\"temp\", # which observations to check\n", + " gross_value=True, # apply gross_value check?\n", + " persistance=True, # apply persistance check?\n", + " step=True, # apply the step chec?\n", + " window_variation=True, # apply internal consistency check?\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "05ed9aaf-0998-4a50-b724-f95b5240eca9", + "metadata": {}, + "source": [ + "Use the dataset.show() or the timeseries plot methods to see the effect of the quality control." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "31918e79-d527-484a-b870-ceb678f8719e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_plot(obstype='temp', colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "a00c0384-0115-4c7d-ab9f-a0bb963922db", + "metadata": {}, + "source": [ + "If you are interested in the performance of the applied QC, you can use the [get_qc_stats()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_sct_resistant_check) method to get an overview of the frequency statistics." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "a9707e22-b29a-4e79-9e8d-e321d4dba651", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "({'ok': 64.28984788359789,\n", + " 'QC outliers': 35.707671957671955,\n", + " 'missing (gaps)': 0.0,\n", + " 'missing (individual)': 0.00248015873015873},\n", + " {'repetitions outlier': 29.658564814814813,\n", + " 'gross value outlier': 4.869378306878307,\n", + " 'persistance outlier': 1.0085978835978835,\n", + " 'in step outlier group': 0.17113095238095238,\n", + " 'duplicated timestamp outlier': 0.0,\n", + " 'invalid input': 0.0,\n", + " 'in window variation outlier group': 0.0,\n", + " 'buddy check outlier': 0.0,\n", + " 'titan buddy check outlier': 0.0,\n", + " 'sct resistant check outlier': 0.0},\n", + " {'duplicated_timestamp': {'not checked': 0.0, 'ok': 100.0, 'outlier': 0.0},\n", + " 'invalid_input': {'not checked': 0.0, 'ok': 100.0, 'outlier': 0.0},\n", + " 'repetitions': {'not checked': 0.0,\n", + " 'ok': 70.34143518518519,\n", + " 'outlier': 29.658564814814813},\n", + " 'gross_value': {'not checked': 29.658564814814813,\n", + " 'ok': 65.47205687830689,\n", + " 'outlier': 4.869378306878307},\n", + " 'persistance': {'not checked': 34.52794312169312,\n", + " 'ok': 64.46345899470899,\n", + " 'outlier': 1.0085978835978835},\n", + " 'step': {'not checked': 35.53654100529101,\n", + " 'ok': 64.29232804232805,\n", + " 'outlier': 0.17113095238095238},\n", + " 'window_variation': {'not checked': 35.707671957671955,\n", + " 'ok': 64.29232804232805,\n", + " 'outlier': 0.0},\n", + " 'buddy_check': {'not checked': 100.0, 'ok': 0.0, 'outlier': 0.0},\n", + " 'titan_buddy_check': {'not checked': 100.0, 'ok': 0.0, 'outlier': 0.0},\n", + " 'titan_sct_resistant_check': {'not checked': 100.0,\n", + " 'ok': 0.0,\n", + " 'outlier': 0.0},\n", + " 'is_gap': {'not checked': 0, 'ok': 100.0, 'outlier': 0.0},\n", + " 'is_missing_timestamp': {'not checked': 0,\n", + " 'ok': 99.99751984126983,\n", + " 'outlier': 0.00248015873015873}})" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "your_dataset.get_qc_stats(obstype='temp', make_plot=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/examples/doc_example.ipynb b/docs/examples/doc_example.ipynb new file mode 100644 index 00000000..8ff21291 --- /dev/null +++ b/docs/examples/doc_example.ipynb @@ -0,0 +1,672 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "d87ff982-1540-4794-830f-146992df5aa4", + "metadata": { + "tags": [] + }, + "source": [ + "# Demo example: Using a Dataset\n", + " \n", + "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that are comes with the toolkit.\n", + "Once the MetObs toolkit package is installed, you can import its functionality by:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", + "metadata": {}, + "outputs": [], + "source": [ + "import metobs_toolkit" + ] + }, + { + "cell_type": "markdown", + "id": "55faab4a-537b-4028-9adf-890746c4b8c0", + "metadata": {}, + "source": [ + "## The Dataset\n", + "\n", + "A dataset is a collection of all observational data. Most of the methods are\n", + "applied directly on a dataset. Start by creating an empty dataset object:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset = metobs_toolkit.Dataset()" + ] + }, + { + "cell_type": "markdown", + "id": "d088aba9-2a00-4030-8395-01792094c737", + "metadata": {}, + "source": [ + "The most relevant attributes of a Dataset are:\n", + " * .df --> a pandas DataFrame where all the observation data is stored\n", + " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", + " * .settings --> a Settings object to store all specific settings.\n", + " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", + "\n", + "Note that each Dataset will be equipped with the default settings.\n", + "\n", + "\n", + "We created a dataset and stored in under the variable 'your_dataset'.\n", + "The show function prints out an overview of data in the dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Empty instance of a Dataset.\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "No outliers.\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "No metadata is found.\n" + ] + } + ], + "source": [ + "your_dataset.show() # or .get_info()" + ] + }, + { + "cell_type": "markdown", + "id": "34273a79-477d-4c04-ba59-65a677adfe25", + "metadata": {}, + "source": [ + "TIP: to get an extensive overview of an object, call the .show() method on it." + ] + }, + { + "cell_type": "markdown", + "id": "60edb538-7a11-4745-9514-94f9d577cd9c", + "metadata": {}, + "source": [ + "\n", + "## Importing data\n", + "\n", + "\n", + "To import your data into a Dataframe, the following files are required:\n", + "* data file: This is the csv file containing the observations\n", + "* (optional) metadata file: The csv file containing metadata for each station.\n", + "* template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", + "\n", + "In practice you need to start by creating a template file for your data. More\n", + "information on the creation of the template can be found in documentation\n", + "(under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", + "\n", + "TIP: *Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.*\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", + "metadata": {}, + "outputs": [], + "source": [ + "# metobs_toolkit.build_template_prompt()" + ] + }, + { + "cell_type": "markdown", + "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", + "metadata": {}, + "source": [ + "To import data, you must specify the paths to your data, metadata and template are.\n", + "For this example we use the demo data, metadata and template that comes with\n", + "the toolkit." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "dd390074-8b96-4ddb-b447-4c8e46b94c3f", + "metadata": {}, + "source": [ + "The settings of your dataset are updated with the required paths. Now the data can\n", + "be imported into your empty Dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "21708ed0-7671-4e64-b3cc-dacb09baf4f9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", + " missing_timestamp_series = pd.concat(\n" + ] + } + ], + "source": [ + "your_dataset.import_data_from_file()" + ] + }, + { + "cell_type": "markdown", + "id": "304853e8-7ab9-4afc-a75f-db33785c57e2", + "metadata": {}, + "source": [ + "## Inspecting the Data\n", + "\n", + "To get an overview of the data stored in your dataset you can use" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2bc74181-68df-4cdf-9320-9dc43d5af698", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Dataset instance containing: \n", + " *28 stations \n", + " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", + " *120957 observation records \n", + " *256 records labeled as outliers \n", + " *0 gaps \n", + " *3 missing observations \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", + " *time zone of the records: UTC \n", + " *Coordinates are available for all stations. \n", + "\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "A total of 256 found with these occurrences: \n", + "\n", + "{'invalid input': 256}\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", + "\n", + " The first rows of the metadf looks like:\n", + " network lat lon call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 \n", + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", + "None\n", + "\n", + " -------- Gaps --------- \n", + "\n", + "There are no gaps.\n", + "None\n" + ] + } + ], + "source": [ + "your_dataset.show()" + ] + }, + { + "cell_type": "markdown", + "id": "aa85e260-48f5-4e63-b3d4-b44ece98df0b", + "metadata": {}, + "source": [ + "If you want to inspect the data in your dataset directly, you can take a look at the .df and .metadf attributes" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "690a1e21-ee6b-4b4c-a8e4-b937946e14aa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " temp radiation_temp humidity precip \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:05:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:10:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:15:00+00:00 18.7 NaN 65 0.0 \n", + " 2022-09-01 00:20:00+00:00 18.7 NaN 65 0.0 \n", + "\n", + " precip_sum wind_speed wind_gust \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 0.0 5.6 11.3 \n", + " 2022-09-01 00:05:00+00:00 0.0 5.5 12.9 \n", + " 2022-09-01 00:10:00+00:00 0.0 5.1 11.3 \n", + " 2022-09-01 00:15:00+00:00 0.0 6.0 12.9 \n", + " 2022-09-01 00:20:00+00:00 0.0 5.0 11.3 \n", + "\n", + " wind_direction pressure \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 65 101739 \n", + " 2022-09-01 00:05:00+00:00 75 101731 \n", + " 2022-09-01 00:10:00+00:00 75 101736 \n", + " 2022-09-01 00:15:00+00:00 85 101736 \n", + " 2022-09-01 00:20:00+00:00 65 101733 \n", + "\n", + " pressure_at_sea_level \n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 102005.0 \n", + " 2022-09-01 00:05:00+00:00 101997.0 \n", + " 2022-09-01 00:10:00+00:00 102002.0 \n", + " 2022-09-01 00:15:00+00:00 102002.0 \n", + " 2022-09-01 00:20:00+00:00 101999.0 \n", + " network lat lon lcz call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 \n" + ] + } + ], + "source": [ + "print(your_dataset.df.head())\n", + "# equivalent for the metadata\n", + "print(your_dataset.metadf.head())\n" + ] + }, + { + "cell_type": "markdown", + "id": "24021319-f5d4-430b-8b7f-807a36f91594", + "metadata": { + "tags": [] + }, + "source": [ + "### Inspecting a Station\n", + "\n", + "If you are interested in one station, you can extract all the info for that one station from the dataset by:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0c901b97-90c4-4fae-b181-57c6778a98bf", + "metadata": {}, + "outputs": [], + "source": [ + "favorite_station = your_dataset.get_station(stationname=\"vlinder02\")" + ] + }, + { + "cell_type": "markdown", + "id": "685625e9-462b-4ad1-847f-4d26a0cb5df5", + "metadata": {}, + "source": [ + "Favorite station now contains all the info of that one station. All methods\n", + "that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9c777b55-56a3-4c00-aa0e-a93bb29c4f8a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Dataset instance containing: \n", + " *1 stations \n", + " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", + " *4317 observation records \n", + " *256 records labeled as outliers \n", + " *0 gaps \n", + " *3 missing observations \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", + " *time zone of the records: UTC \n", + " *Coordinates are available for all stations. \n", + "\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "A total of 256 found with these occurrences: \n", + "\n", + "{'invalid input': 256}\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", + "\n", + " The first rows of the metadf looks like:\n", + " network lat lon call_name location \\\n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "vlinder02 POINT (3.709695 51.022379) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "vlinder02 0 days 00:05:00 \n", + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", + "None\n", + "\n", + " -------- Gaps --------- \n", + "\n", + "There are no gaps.\n", + "None\n", + "None\n" + ] + } + ], + "source": [ + "print(favorite_station.show())" + ] + }, + { + "cell_type": "markdown", + "id": "82cb6811-3fbe-4f68-863f-c6c3f872293e", + "metadata": {}, + "source": [ + "## Making timeseries plots\n", + "\n", + "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "be68ff53-4470-4c1c-a5a6-501b68df33ae", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_plot(obstype='temp')" + ] + }, + { + "cell_type": "markdown", + "id": "c9f0ae66-9077-451d-b13e-20994d16f438", + "metadata": {}, + "source": [ + "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) for more details of this method. Here an example of common used arguments." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f4351d2a-fab5-47a4-9756-6aa98ba18492", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Import the standard datetime library to make timestamps\n", + "from datetime import datetime\n", + "\n", + "your_dataset.make_plot(\n", + " # specify the names of the stations in a list, or use None to plot them all.\n", + " stationnames=['vlinder01', 'vlinder03', 'vlinder05'],\n", + " # what obstype to plot (default is 'temp')\n", + " obstype=\"humidity\",\n", + " # choose how to color the timeseries:\n", + " #'name' : a specific color per station\n", + " #'label': a specific color per quality control label\n", + " colorby=\"label\",\n", + " # choose a start en endtime for the series (datetime).\n", + " # Default is None, wich uses all available data\n", + " starttime=None,\n", + " endtime=datetime(2022, 9, 9),\n", + " # specify title, by default a title is created\n", + " title='your custom title',\n", + " # Add legend to plot?, by default true\n", + " legend=True,\n", + " # Plot observations that are labeld as outliers?\n", + " show_outliers=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "7ec5ac1d-0753-4afa-b648-97c118533b86", + "metadata": {}, + "source": [ + "as mentioned above, one can apply the same methods on a Station object:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "403d6e8e-ada3-4ab8-b943-947a71ba91a0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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vlinder05Vlinder51.0526553.675183NaNWatersportbaanGentPOINT (3.67518 51.05266)0 days 00:05:000 days 00:05:00
\n", + "
" + ], + "text/plain": [ + " network lat lon lcz call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + "\n", + " geometry assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + "\n", + " dataset_resolution \n", + "name \n", + "vlinder01 0 days 00:05:00 \n", + "vlinder02 0 days 00:05:00 \n", + "vlinder03 0 days 00:05:00 \n", + "vlinder04 0 days 00:05:00 \n", + "vlinder05 0 days 00:05:00 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "your_dataset.metadf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "86003003-5fd8-4b6e-a613-073efc27cf4c", + "metadata": {}, + "source": [ + "In order to extract geospatial information for you stations, the **lat** and **lon** (latitude and longitude)\n", + "of your stations must be present in the metadf. If so, than geospatial\n", + "information will be extracted from GEE at these locations.\n", + "\n", + "To extract the Local Climate Zones (LCZ's) of your stations:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "48431035-f130-44dc-9f35-5bfdd84fcff3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

To authorize access needed by Earth Engine, open the following\n", + " URL in a web browser and follow the instructions:

\n", + "

https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=kqPhl7KKwkEdr9K59YKLGT2L9NGfkh-zOgI1A1RdOQs&tc=vvq2uDYgLjs9W_0zwQm5DX4KkaKujHEOD7wDhhPvLqI&cc=-wCvBEbpfQ0pB34_2TWRousWfbVcKfO_hrc6SkEAWAg

\n", + "

The authorization workflow will generate a code, which you should paste in the box below.

\n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdin", + "output_type": "stream", + "text": [ + "Enter verification code: 4/1AfJohXkBqVx-SiDLjHp0EcT3YtJknBUtns_FRt4_iovqEhWjro4LXbX41B0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Successfully saved authorization token.\n", + "name\n", + "vlinder01 Low plants (LCZ D)\n", + "vlinder02 Open midrise\n", + "vlinder03 Open midrise\n", + "vlinder04 Sparsely built\n", + "vlinder05 Water (LCZ G)\n", + "vlinder06 Scattered Trees (LCZ B)\n", + "vlinder07 Compact midrise\n", + "vlinder08 Compact midrise\n", + "vlinder09 Scattered Trees (LCZ B)\n", + "vlinder10 Compact midrise\n", + "vlinder11 Open lowrise\n", + "vlinder12 Open highrise\n", + "vlinder13 Compact midrise\n", + "vlinder14 Low plants (LCZ D)\n", + "vlinder15 Sparsely built\n", + "vlinder16 Water (LCZ G)\n", + "vlinder17 Scattered Trees (LCZ B)\n", + "vlinder18 Low plants (LCZ D)\n", + "vlinder19 Compact midrise\n", + "vlinder20 Compact midrise\n", + "vlinder21 Sparsely built\n", + "vlinder22 Low plants (LCZ D)\n", + "vlinder23 Low plants (LCZ D)\n", + "vlinder24 Dense Trees (LCZ A)\n", + "vlinder25 Water (LCZ G)\n", + "vlinder26 Open midrise\n", + "vlinder27 Compact midrise\n", + "vlinder28 Open lowrise\n", + "Name: lcz, dtype: object\n" + ] + } + ], + "source": [ + "lcz_values = your_dataset.get_lcz()\n", + "# The LCZ's for all your stations are extracted\n", + "print(lcz_values)" + ] + }, + { + "cell_type": "markdown", + "id": "35933b04-cd3f-4f5e-a557-596701a4125e", + "metadata": { + "tags": [] + }, + "source": [ + "The first time, in each session, you are asked to authenticated by Google.\n", + "Select your google account and billing project that you have set up and accept the terms of condition.\n", + "\n", + "*NOTE: For small datarequest the read-only scopes are sufficient, for large datarequests this is insufficient because the data will be written directly to your google Drive.*" + ] + }, + { + "cell_type": "markdown", + "id": "9d055961-92bb-4f5e-b9e6-3ac26f2271ac", + "metadata": {}, + "source": [ + "The metadata of your dataset is also updated" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c90d4a3f-11f9-44e2-9e53-cc145569e984", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name\n", + "vlinder01 Low plants (LCZ D)\n", + "vlinder02 Open midrise\n", + "vlinder03 Open midrise\n", + "vlinder04 Sparsely built\n", + "vlinder05 Water (LCZ G)\n", + "Name: lcz, dtype: object\n" + ] + } + ], + "source": [ + "print(your_dataset.metadf['lcz'].head())" + ] + }, + { + "cell_type": "markdown", + "id": "1c35c91a-2bc8-485c-92df-47ed68927667", + "metadata": {}, + "source": [ + "To make a geospatial plot you can use the following method:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d5afd195-1aae-4254-a742-e917fb429d6a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/anaconda3/envs/metobs_dev/lib/python3.9/site-packages/geopandas/plotting.py:48: ShapelyDeprecationWarning: The 'type' attribute is deprecated, and will be removed in the future. You can use the 'geom_type' attribute instead.\n", + " if geom is not None and geom.type.startswith(prefix) and not geom.is_empty:\n", + "/home/thoverga/anaconda3/envs/metobs_dev/lib/python3.9/site-packages/geopandas/plotting.py:715: FutureWarning: is_categorical_dtype is deprecated and will be removed in a future version. Use isinstance(dtype, CategoricalDtype) instead\n", + " if pd.api.types.is_categorical_dtype(values.dtype):\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_geo_plot(variable=\"lcz\")" + ] + }, + { + "cell_type": "markdown", + "id": "276baaf0-f20a-49ee-b2ac-ca9d2e6daf5e", + "metadata": {}, + "source": [ + "## Extracting other Geospatial information\n", + "\n", + "Similar as LCZ extraction you can extract the altitude of the stations (from a digital elevation model):" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "bd5fb85d-dd74-4af4-98cd-67c9ac721a70", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name\n", + "vlinder01 12\n", + "vlinder02 7\n", + "vlinder03 30\n", + "vlinder04 25\n", + "vlinder05 0\n", + "vlinder06 0\n", + "vlinder07 7\n", + "vlinder08 7\n", + "vlinder09 19\n", + "vlinder10 14\n", + "vlinder11 6\n", + "vlinder12 9\n", + "vlinder13 10\n", + "vlinder14 4\n", + "vlinder15 41\n", + "vlinder16 4\n", + "vlinder17 83\n", + "vlinder18 35\n", + "vlinder19 75\n", + "vlinder20 44\n", + "vlinder21 19\n", + "vlinder22 3\n", + "vlinder23 1\n", + "vlinder24 12\n", + "vlinder25 12\n", + "vlinder26 24\n", + "vlinder27 12\n", + "vlinder28 7\n", + "Name: altitude, dtype: int64\n" + ] + } + ], + "source": [ + "altitudes = your_dataset.get_altitude() #The altitudes are in meters above sea level.\n", + "print(altitudes)" + ] + }, + { + "cell_type": "markdown", + "id": "9b6f3e83-1dff-4a0a-991a-aa258a484d8e", + "metadata": {}, + "source": [ + "A more detailed description of the landcover/land use in the microenvironment can be extracted in the form of landcover fractions in a circular buffer for each station.\n", + "\n", + "You can select to aggregate the landcoverclasses to water - pervious and impervious, or set aggregation to false to extract the landcoverclasses as present in the worldcover_10m dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "66ddba0d-52c7-40f3-9c9c-4d6aa88c932b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " water pervious impervious\n", + "name buffer_radius \n", + "vlinder01 100 0.000000 0.981781 0.018219\n", + " 250 0.000000 0.963635 0.036365\n", + "vlinder02 100 0.000000 0.428769 0.571231\n", + " 250 0.000000 0.535944 0.464056\n", + "vlinder03 100 0.000000 0.245454 0.754546\n", + " 250 0.000000 0.160831 0.839169\n", + "vlinder04 100 0.000000 0.979569 0.020431\n", + " 250 0.000000 0.881948 0.118052\n", + "vlinder05 100 0.446604 0.224871 0.328525\n", + " 250 0.242406 0.526977 0.230617\n", + "vlinder06 100 0.000000 1.000000 0.000000\n", + " 250 0.000000 0.995819 0.004181\n", + "vlinder07 100 0.000000 0.433034 0.566966\n", + " 250 0.002911 0.149681 0.847407\n", + "vlinder08 100 0.000000 0.029552 0.970448\n", + " 250 0.002911 0.030423 0.966666\n", + "vlinder09 100 0.000000 1.000000 0.000000\n", + " 250 0.000000 0.974895 0.025105\n", + "vlinder10 100 0.000000 0.129686 0.870314\n", + " 250 0.000000 0.125173 0.874827\n", + "vlinder11 100 0.000000 0.273457 0.726543\n", + " 250 0.000000 0.204337 0.795663\n", + "vlinder12 100 0.000000 0.803321 0.196679\n", + " 250 0.004188 0.313829 0.681983\n", + "vlinder13 100 0.000000 0.006042 0.993958\n", + " 250 0.000000 0.044648 0.955352\n", + "vlinder14 100 0.000000 0.803469 0.196531\n", + " 250 0.000000 0.835386 0.164614\n", + "vlinder15 100 0.000000 0.798196 0.201804\n", + " 250 0.000000 0.918644 0.081356\n", + "vlinder16 100 0.367579 0.232926 0.399495\n", + " 250 0.448841 0.217178 0.333981\n", + "vlinder17 100 0.000000 0.989899 0.010101\n", + " 250 0.000000 0.980923 0.019077\n", + "vlinder18 100 0.000000 1.000000 0.000000\n", + " 250 0.000000 1.000000 0.000000\n", + "vlinder19 100 0.000000 0.447270 0.552730\n", + " 250 0.000000 0.343485 0.656515\n", + "vlinder20 100 0.000000 0.129964 0.870036\n", + " 250 0.000000 0.039639 0.960361\n", + "vlinder21 100 0.000000 1.000000 0.000000\n", + " 250 0.000487 0.962068 0.037445\n", + "vlinder22 100 0.973231 0.026769 0.000000\n", + " 250 0.884010 0.115990 0.000000\n", + "vlinder23 100 0.399503 0.600497 0.000000\n", + " 250 0.272793 0.712724 0.014483\n", + "vlinder24 100 0.000000 0.960773 0.039227\n", + " 250 0.000000 0.946138 0.053862\n", + "vlinder25 100 0.790001 0.152027 0.057972\n", + " 250 0.899936 0.063972 0.036092\n", + "vlinder26 100 0.000000 0.148975 0.851025\n", + " 250 0.000000 0.174383 0.825617\n", + "vlinder27 100 0.000000 0.011601 0.988399\n", + " 250 0.018481 0.084840 0.896679\n", + "vlinder28 100 0.000000 0.489951 0.510049\n", + " 250 0.000000 0.721950 0.278050\n" + ] + } + ], + "source": [ + "aggregated_landcover = your_dataset.get_landcover(\n", + " buffers=[100, 250], # a list of bufferradii in meters\n", + " aggregate=True #if True, aggregate landcover classes to the water, pervious and impervious.\n", + " )\n", + "\n", + "print(aggregated_landcover)" + ] + }, + { + "cell_type": "markdown", + "id": "cec4bea4-bdb7-4298-b7ff-f9547403e7ea", + "metadata": {}, + "source": [ + "## Interactive plotting a GEE dataset\n", + "\n", + "You can make an interactive spatial plot to visualize the stations spatially by using the [make_gee_plot()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_gee_plot)." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "bc8d896c-bba7-490c-b173-1f501c44e08f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "spatial_map = your_dataset.make_gee_plot(gee_map='worldcover')\n", + "spatial_map" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/examples/index.rst b/docs/examples/index.rst new file mode 100644 index 00000000..0cda6f73 --- /dev/null +++ b/docs/examples/index.rst @@ -0,0 +1,10 @@ +#################### + Examples +#################### + +.. toctree:: + :maxdepth: 2 + + doc_example.ipynb + gee_example.ipynb + qc_example.ipynb diff --git a/docs/examples/qc_example.ipynb b/docs/examples/qc_example.ipynb new file mode 100644 index 00000000..17572300 --- /dev/null +++ b/docs/examples/qc_example.ipynb @@ -0,0 +1,717 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f1af75bf-618b-4e94-b957-220ebdfc6b21", + "metadata": {}, + "source": [ + "# Demo example: Applying Quality Control.\n", + "\n", + "In this example we apply Quality Control (QC) on the demo data. \n", + "## Create your dataset\n", + "We start by creating a dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "62021dd4-8466-4287-80f7-112ad5c692a0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", + " missing_timestamp_series = pd.concat(\n" + ] + } + ], + "source": [ + "import metobs_toolkit\n", + "your_dataset = metobs_toolkit.Dataset()\n", + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")\n", + "\n", + "your_dataset.import_data_from_file()" + ] + }, + { + "cell_type": "markdown", + "id": "324eab20-b913-4e76-9ad5-638cfeaa89d3", + "metadata": {}, + "source": [ + "a number of quality control methods are available in the toolkit. We can classify them in two groups:\n", + "1. **Quality control for missing/duplicated or invalid timestamps**. This is applied on the raw data, and is not based on the observational value but merly on the presence of a record. \n", + "2. **Quality control for bad observations**. These are not automatically executed. These checks are performd in a sequence of specific checks, that are looking for signatures of typically bad observations.\n", + "\n", + "## Quality control for missing/duplicated and invalid timestamps\n", + "Since this is applied on the raw data, the following quality control checks are automatically performed when readin in the data:\n", + "* Nan check: Test if the value of an observation can be converted to a numeric value.\n", + "* Missing check: Test if there are missing records. These missing records are labeld as *missing observation* or as *gap* (if there are consecutive missing records).\n", + "* Duplicate check: Test if each observation (stationname, timestamp, observationtype) is unique.\n", + "\n", + "As an example you can see that there is a missing timestamp in the timeseries of some stations:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e1a0b0f7-817d-40bd-888d-98d2b215e367", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.get_station('vlinder02').make_plot(colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "9c0be11b-8d68-4597-9cf4-676c10d3aa1a", + "metadata": {}, + "source": [ + "\n", + "## Quality control for bad observations\n", + "The following checks are available:\n", + "* [Gross value check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.gross_value_check.html#metobs_toolkit.qc_checks.gross_value_check): a threshold check that observations should be between the thresholds\n", + "* [Persistance check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.persistance_check.html#metobs_toolkit.qc_checks.persistance_check): Test observations to change over a specific period.\n", + "* [Repetitions check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.repetitions_check.html#metobs_toolkit.qc_checks.repetitions_check): Test if an observation change after a number of records.\n", + "* [Spike check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.step_check.html#metobs_toolkit.qc_checks.step_check): Test if observations do not produces spikes in timeseries.\n", + "* [Window variation check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.window_variation_check.html#metobs_toolkit.qc_checks.window_variation_check): Test if the variation exeeds threshold in moving time windows.\n", + "* [Toolkit Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.toolkit_buddy_check.html#metobs_toolkit.qc_checks.toolkit_buddy_check): spatial buddy check.\n", + "* [TITAN Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_buddy_check.html#metobs_toolkit.qc_checks.titan_buddy_check): The [Titanlib version of the buddy check](https://github.com/metno/titanlib/wiki/Buddy-check).\n", + "* [TITAN Spatial consistency test](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_sct_resistant_check.html#metobs_toolkit.qc_checks.titan_sct_resistant_check): Apply the Titanlib (robust) [Spatial-Consistency-Test](https://github.com/metno/titanlib/wiki/Spatial-consistency-test-resistant) (SCT).\n", + "\n", + "Each check requires a set of specific settings, often stored per specific observation type. A set of default settings, for temperature observations, are stored in the settings of each dataset. Use the *show()* method, and scroll to the QC section to see all QC settings.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "02c8f1d9-c0da-470f-9730-112a89a77f67", + "metadata": { + "scrolled": true, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "All settings:\n", + " \n", + " ---------------------------------------\n", + "\n", + " ---------------- IO (settings) ----------------------\n", + "\n", + "* output_folder: \n", + "\n", + " -None \n", + "\n", + "* input_data_file: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_datafile.csv \n", + "\n", + "* input_metadata_file: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_metadatafile.csv \n", + "\n", + " ---------------- db (settings) ----------------------\n", + "\n", + " ---------------- time_settings (settings) ----------------------\n", + "\n", + "* target_time_res: \n", + "\n", + " -60T \n", + "\n", + "* resample_method: \n", + "\n", + " -nearest \n", + "\n", + "* resample_limit: \n", + "\n", + " -1 \n", + "\n", + "* timezone: \n", + "\n", + " -UTC \n", + "\n", + "* freq_estimation_method: \n", + "\n", + " -highest \n", + "\n", + "* freq_estimation_simplify: \n", + "\n", + " -True \n", + "\n", + "* freq_estimation_simplify_error: \n", + "\n", + " -2T \n", + "\n", + " ---------------- app (settings) ----------------------\n", + "\n", + "* print_fmt_datetime: \n", + "\n", + " -%d/%m/%Y %H:%M:%S \n", + "\n", + "* print_max_n: \n", + "\n", + " -40 \n", + "\n", + "* plot_settings: \n", + "\n", + " - time_series: \n", + "\n", + " -{'figsize': (15, 5), 'colormap': 'tab20', 'linewidth': 2, 'linestyle_ok': '-', 'linestyle_fill': '--', 'linezorder': 1, 'scattersize': 4, 'scatterzorder': 3, 'dashedzorder': 2, 'legend_n_columns': 5} \n", + "\n", + " - spatial_geo: \n", + "\n", + " -{'extent': [2.260609, 49.25, 6.118359, 52.350618], 'cmap': 'inferno_r', 'n_for_categorical': 5, 'figsize': (10, 15), 'fmt': '%d/%m/%Y %H:%M:%S UTC'} \n", + "\n", + " - pie_charts: \n", + "\n", + " -{'figsize': (10, 10), 'anchor_legend_big': (-0.25, 0.75), 'anchor_legend_small': (-3.5, 2.2), 'radius_big': 2.0, 'radius_small': 5.0} \n", + "\n", + " - color_mapper: \n", + "\n", + " -{'duplicated_timestamp': '#a32a1f', 'invalid_input': '#900357', 'gross_value': '#f1ff2b', 'persistance': '#f0051c', 'repetitions': '#056ff0', 'step': '#05d4f0', 'window_variation': '#05f0c9', 'buddy_check': '#8300c4', 'titan_buddy_check': '#8300c4', 'titan_sct_resistant_check': '#c17fe1', 'gap': '#f00592', 'missing_timestamp': '#f78e0c', 'linear': '#d406c6', 'model_debias': '#6e1868', 'ok': '#07f72b', 'not checked': '#f7cf07', 'outlier': '#f20000'} \n", + "\n", + " - diurnal: \n", + "\n", + " -{'figsize': (10, 10), 'alpha_error_bands': 0.3, 'cmap_continious': 'viridis', 'n_cat_max': 20, 'cmap_categorical': 'tab20', 'legend_n_columns': 5} \n", + "\n", + " - anual: \n", + "\n", + " -{'figsize': (10, 10), 'alpha_error_bands': 0.3, 'cmap_continious': 'viridis', 'n_cat_max': 20, 'cmap_categorical': 'tab20', 'legend_n_columns': 5} \n", + "\n", + " - correlation_heatmap: \n", + "\n", + " -{'figsize': (10, 10), 'vmin': -1, 'vmax': 1, 'cmap': 'cool', 'x_tick_rot': 65, 'y_tick_rot': 0} \n", + "\n", + " - correlation_scatter: \n", + "\n", + " -{'figsize': (10, 10), 'p_bins': [0, 0.001, 0.01, 0.05, 999], 'bins_markers': ['*', 's', '^', 'X'], 'scatter_size': 40, 'scatter_edge_col': 'black', 'scatter_edge_line_width': 0.1, 'ymin': -1.1, 'ymax': 1.1, 'cmap': 'tab20', 'legend_ncols': 3, 'legend_text_size': 7} \n", + "\n", + "* world_boundary_map: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/settings_files/world_boundaries/WB_countries_Admin0_10m.shp \n", + "\n", + "* display_name_mapper: \n", + "\n", + " - network: \n", + "\n", + " -network \n", + "\n", + " - name: \n", + "\n", + " -station name \n", + "\n", + " - call_name: \n", + "\n", + " -pseudo name \n", + "\n", + " - location: \n", + "\n", + " -region \n", + "\n", + " - lat: \n", + "\n", + " -latitude \n", + "\n", + " - lon: \n", + "\n", + " -longtitude \n", + "\n", + " - temp: \n", + "\n", + " -temperature \n", + "\n", + " - radiation_temp: \n", + "\n", + " -radiation temperature \n", + "\n", + " - humidity: \n", + "\n", + " -humidity \n", + "\n", + " - precip: \n", + "\n", + " -precipitation intensity \n", + "\n", + " - precip_sum: \n", + "\n", + " -cummulated precipitation \n", + "\n", + " - wind_speed: \n", + "\n", + " -wind speed \n", + "\n", + " - wind_gust: \n", + "\n", + " -wind gust speed \n", + "\n", + " - wind_direction: \n", + "\n", + " -wind direction \n", + "\n", + " - pressure: \n", + "\n", + " -air pressure \n", + "\n", + " - pressure_at_sea_level: \n", + "\n", + " -corrected pressure at sea level \n", + "\n", + " - lcz: \n", + "\n", + " -LCZ \n", + "\n", + "* static_fields: \n", + "\n", + " -['network', 'name', 'lat', 'lon', 'call_name', 'location', 'lcz'] \n", + "\n", + "* categorical_fields: \n", + "\n", + " -['wind_direction', 'lcz'] \n", + "\n", + "* location_info: \n", + "\n", + " -['network', 'lat', 'lon', 'lcz', 'call_name', 'location'] \n", + "\n", + "* default_name: \n", + "\n", + " -unknown_name \n", + "\n", + " ---------------- qc (settings) ----------------------\n", + "\n", + "* qc_check_settings: \n", + "\n", + " - duplicated_timestamp: \n", + "\n", + " -{'keep': False} \n", + "\n", + " - persistance: \n", + "\n", + " -{'temp': {'time_window_to_check': '1h', 'min_num_obs': 5}} \n", + "\n", + " - repetitions: \n", + "\n", + " -{'temp': {'max_valid_repetitions': 5}} \n", + "\n", + " - gross_value: \n", + "\n", + " -{'temp': {'min_value': -15.0, 'max_value': 39.0}} \n", + "\n", + " - window_variation: \n", + "\n", + " -{'temp': {'max_increase_per_second': 0.0022222222222222222, 'max_decrease_per_second': 0.002777777777777778, 'time_window_to_check': '1h', 'min_window_members': 3}} \n", + "\n", + " - step: \n", + "\n", + " -{'temp': {'max_increase_per_second': 0.0022222222222222222, 'max_decrease_per_second': -0.002777777777777778}} \n", + "\n", + " - buddy_check: \n", + "\n", + " -{'temp': {'radius': 15000, 'num_min': 2, 'threshold': 1.5, 'max_elev_diff': 200, 'elev_gradient': -0.0065, 'min_std': 1.0}} \n", + "\n", + "* qc_checks_info: \n", + "\n", + " - duplicated_timestamp: \n", + "\n", + " -{'outlier_flag': 'duplicated timestamp outlier', 'numeric_flag': 1, 'apply_on': 'record'} \n", + "\n", + " - invalid_input: \n", + "\n", + " -{'outlier_flag': 'invalid input', 'numeric_flag': 2, 'apply_on': 'obstype'} \n", + "\n", + " - gross_value: \n", + "\n", + " -{'outlier_flag': 'gross value outlier', 'numeric_flag': 4, 'apply_on': 'obstype'} \n", + "\n", + " - persistance: \n", + "\n", + " -{'outlier_flag': 'persistance outlier', 'numeric_flag': 5, 'apply_on': 'obstype'} \n", + "\n", + " - repetitions: \n", + "\n", + " -{'outlier_flag': 'repetitions outlier', 'numeric_flag': 6, 'apply_on': 'obstype'} \n", + "\n", + " - step: \n", + "\n", + " -{'outlier_flag': 'in step outlier group', 'numeric_flag': 7, 'apply_on': 'obstype'} \n", + "\n", + " - window_variation: \n", + "\n", + " -{'outlier_flag': 'in window variation outlier group', 'numeric_flag': 8, 'apply_on': 'obstype'} \n", + "\n", + " - buddy_check: \n", + "\n", + " -{'outlier_flag': 'buddy check outlier', 'numeric_flag': 11, 'apply_on': 'obstype'} \n", + "\n", + " - titan_buddy_check: \n", + "\n", + " -{'outlier_flag': 'titan buddy check outlier', 'numeric_flag': 9, 'apply_on': 'obstype'} \n", + "\n", + " - titan_sct_resistant_check: \n", + "\n", + " -{'outlier_flag': 'sct resistant check outlier', 'numeric_flag': 10, 'apply_on': 'obstype'} \n", + "\n", + "* titan_check_settings: \n", + "\n", + " - titan_buddy_check: \n", + "\n", + " -{'temp': {'radius': 50000, 'num_min': 2, 'threshold': 1.5, 'max_elev_diff': 200, 'elev_gradient': -0.0065, 'min_std': 1.0, 'num_iterations': 1}} \n", + "\n", + " - titan_sct_resistant_check: \n", + "\n", + " -{'temp': {'num_min_outer': 3, 'num_max_outer': 10, 'inner_radius': 20000, 'outer_radius': 50000, 'num_iterations': 10, 'num_min_prof': 5, 'min_elev_diff': 100, 'min_horizontal_scale': 250, 'max_horizontal_scale': 100000, 'kth_closest_obs_horizontal_scale': 2, 'vertical_scale': 200, 'mina_deviation': 10, 'maxa_deviation': 10, 'minv_deviation': 1, 'maxv_deviation': 1, 'eps2': 0.5, 'tpos': 5, 'tneg': 8, 'basic': True, 'debug': False}} \n", + "\n", + "* titan_specific_labeler: \n", + "\n", + " - titan_buddy_check: \n", + "\n", + " -{'ok': [0], 'outl': [1]} \n", + "\n", + " - titan_sct_resistant_check: \n", + "\n", + " -{'ok': [0, -999, 11, 12], 'outl': [1]} \n", + "\n", + " ---------------- gap (settings) ----------------------\n", + "\n", + "* gaps_settings: \n", + "\n", + " - gaps_finder: \n", + "\n", + " -{'gapsize_n': 40} \n", + "\n", + "* gaps_info: \n", + "\n", + " - gap: \n", + "\n", + " -{'label_columnname': 'is_gap', 'outlier_flag': 'gap', 'negative_flag': 'no gap', 'numeric_flag': 12, 'apply_on': 'record'} \n", + "\n", + " - missing_timestamp: \n", + "\n", + " -{'label_columnname': 'is_missing_timestamp', 'outlier_flag': 'missing timestamp', 'negative flag': 'not missing', 'numeric_flag': 13, 'apply_on': 'record'} \n", + "\n", + "* gaps_fill_settings: \n", + "\n", + " - linear: \n", + "\n", + " -{'method': 'time', 'max_consec_fill': 100} \n", + "\n", + " - model_debias: \n", + "\n", + " -{'debias_period': {'prefered_leading_sample_duration_hours': 48, 'prefered_trailing_sample_duration_hours': 48, 'minimum_leading_sample_duration_hours': 24, 'minimum_trailing_sample_duration_hours': 24}} \n", + "\n", + " - automatic: \n", + "\n", + " -{'max_interpolation_duration_str': '5H'} \n", + "\n", + "* gaps_fill_info: \n", + "\n", + " - label_columnname: \n", + "\n", + " -final_label \n", + "\n", + " - label: \n", + "\n", + " -{'linear': 'gap_interpolation', 'model_debias': 'gap_debiased_era5'} \n", + "\n", + " - numeric_flag: \n", + "\n", + " -21 \n", + "\n", + " ---------------- missing_obs (settings) ----------------------\n", + "\n", + "* missing_obs_fill_settings: \n", + "\n", + " - linear: \n", + "\n", + " -{'method': 'time'} \n", + "\n", + "* missing_obs_fill_info: \n", + "\n", + " - label_columnname: \n", + "\n", + " -final_label \n", + "\n", + " - label: \n", + "\n", + " -{'linear': 'missing_obs_interpolation'} \n", + "\n", + " - numeric_flag: \n", + "\n", + " -23 \n", + "\n", + " ---------------- templates (settings) ----------------------\n", + "\n", + "* template_file: \n", + "\n", + " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_templatefile.csv \n", + "\n", + " ---------------- gee (settings) ----------------------\n", + "\n", + "* gee_dataset_info: \n", + "\n", + " - global_lcz_map: \n", + "\n", + " -{'location': 'RUB/RUBCLIM/LCZ/global_lcz_map/v1', 'usage': 'LCZ', 'band_of_use': 'LCZ_Filter', 'value_type': 'categorical', 'dynamical': False, 'scale': 100, 'is_image': False, 'is_imagecollection': True, 'categorical_mapper': {1: 'Compact highrise', 2: 'Compact midrise', 3: 'Compact lowrise', 4: 'Open highrise', 5: 'Open midrise', 6: 'Open lowrise', 7: 'Lightweight lowrise', 8: 'Large lowrise', 9: 'Sparsely built', 10: 'Heavy industry', 11: 'Dense Trees (LCZ A)', 12: 'Scattered Trees (LCZ B)', 13: 'Bush, scrub (LCZ C)', 14: 'Low plants (LCZ D)', 15: 'Bare rock or paved (LCZ E)', 16: 'Bare soil or sand (LCZ F)', 17: 'Water (LCZ G)'}, 'credentials': 'Demuzere M.; Kittner J.; Martilli A.; Mills, G.; Moede, C.; Stewart, I.D.; van Vliet, J.; Bechtel, B. A global map of local climate zones to support earth system modelling and urban-scale environmental science. Earth System Science Data 2022, 14 Volume 8: 3835-3873. doi:10.5194/essd-14-3835-2022'} \n", + "\n", + " - DEM: \n", + "\n", + " -{'location': 'CGIAR/SRTM90_V4', 'usage': 'elevation', 'band_of_use': 'elevation', 'value_type': 'numeric', 'dynamical': False, 'scale': 100, 'is_image': True, 'is_imagecollection': False, 'credentials': 'SRTM Digital Elevation Data Version 4'} \n", + "\n", + " - ERA5_hourly: \n", + "\n", + " -{'location': 'ECMWF/ERA5_LAND/HOURLY', 'usage': 'ERA5', 'band_of_use': {'temp': {'name': 'temperature_2m', 'units': 'K'}}, 'value_type': 'numeric', 'dynamical': True, 'scale': 2500, 'is_image': False, 'is_imagecollection': True, 'time_res': '1H', 'credentials': ''} \n", + "\n", + " - worldcover: \n", + "\n", + " -{'location': 'ESA/WorldCover/v200', 'usage': 'landcover', 'band_of_use': 'Map', 'value_type': 'categorical', 'dynamical': False, 'scale': 10, 'is_image': False, 'is_imagecollection': True, 'categorical_mapper': {10: 'Tree cover', 20: 'Shrubland', 30: 'Grassland', 40: 'Cropland', 50: 'Built-up', 60: 'Bare / sparse vegetation', 70: 'Snow and ice', 80: 'Permanent water bodies', 90: 'Herbaceous wetland', 95: 'Mangroves', 100: 'Moss and lichen'}, 'aggregation': {'water': [70, 80, 90, 95], 'pervious': [10, 20, 30, 40, 60, 100], 'impervious': [50]}, 'colorscheme': {10: '006400', 20: 'ffbb22', 30: 'ffff4c', 40: 'f096ff', 50: 'fa0000', 60: 'b4b4b4', 70: 'f0f0f0', 80: '0064c8', 90: '0096a0', 95: '00cf75', 100: 'fae6a0'}, 'credentials': 'https://spdx.org/licenses/CC-BY-4.0.html'} \n", + "\n" + ] + } + ], + "source": [ + "your_dataset.settings.show()" + ] + }, + { + "cell_type": "markdown", + "id": "95401842-6906-48bb-b449-2b4df52a9282", + "metadata": {}, + "source": [ + "Use the [update_qc_settings()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.update_qc_settings) method to update the default settings." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "5f30dd72-b67c-4425-a49e-21d248d244fc", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.update_qc_settings(obstype='temp',\n", + " gross_value_max_value=26.3,\n", + " persis_time_win_to_check='30T' #30 minutes\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "0769efa4-576c-4e9c-b5f9-536fb23543f3", + "metadata": {}, + "source": [ + "To apply the quality control on the full dataset use the [apply_quality_control()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_quality_control) method. Spatial quality control checks can be applied by using the [apply_buddy_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_buddy_check), [apply_titan_buddy_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_buddy_check) and [apply_titan_sct_resistant_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_sct_resistant_check) methods." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c3ce19c5-6ccd-44a4-8f67-3efd4f59621f", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.apply_quality_control(\n", + " obstype=\"temp\", # which observations to check\n", + " gross_value=True, # apply gross_value check?\n", + " persistance=True, # apply persistance check?\n", + " step=True, # apply the step chec?\n", + " window_variation=True, # apply internal consistency check?\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "05ed9aaf-0998-4a50-b724-f95b5240eca9", + "metadata": {}, + "source": [ + "Use the dataset.show() or the timeseries plot methods to see the effect of the quality control." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "31918e79-d527-484a-b870-ceb678f8719e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.make_plot(obstype='temp', colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "a00c0384-0115-4c7d-ab9f-a0bb963922db", + "metadata": {}, + "source": [ + "If you are interested in the performance of the applied QC, you can use the [get_qc_stats()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_sct_resistant_check) method to get an overview of the frequency statistics." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "a9707e22-b29a-4e79-9e8d-e321d4dba651", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", + "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", + " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" + ] + }, + { + "data": { + "image/png": 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Once the MetObs toolkit package is installed,\n", + "you can import its functionality by:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", + "metadata": {}, + "outputs": [], + "source": [ + "import metobs_toolkit" + ] + }, + { + "cell_type": "markdown", + "id": "55faab4a-537b-4028-9adf-890746c4b8c0", + "metadata": {}, + "source": [ + "# Dataset\n", + "\n", + "A dataset is a collection of all observational data. Most of the methods are\n", + "applied directly on a dataset. Start by creating an empty dataset object:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset = metobs_toolkit.Dataset()" + ] + }, + { + "cell_type": "markdown", + "id": "d088aba9-2a00-4030-8395-01792094c737", + "metadata": {}, + "source": [ + "The most relevant attributes of a Dataset are:\n", + " * .df --> a pandas DataFrame where all the observation data is stored\n", + " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", + " * .settings --> a Settings object to store all specific settings.\n", + " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", + "\n", + "Note that each Dataset will be equipped with the default settings.\n", + "\n", + "\n", + "We created a dataset and stored in under the variable 'your_dataset'.\n", + "The show function prints out an overview of data in the dataset:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- General --------- \n", + "\n", + "Empty instance of a Dataset.\n", + "\n", + " -------- Settings --------- \n", + "\n", + "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", + "\n", + " -------- Outliers --------- \n", + "\n", + "No outliers.\n", + "\n", + " -------- Meta data --------- \n", + "\n", + "No metadata is found.\n" + ] + } + ], + "source": [ + "your_dataset.show() # or .get_info()" + ] + }, + { + "cell_type": "markdown", + "id": "34273a79-477d-4c04-ba59-65a677adfe25", + "metadata": {}, + "source": [ + "TIP: to get an extensive overview of an object, call the .show() method on it." + ] + }, + { + "cell_type": "markdown", + "id": "60edb538-7a11-4745-9514-94f9d577cd9c", + "metadata": {}, + "source": [ + "\n", + "# Importing data\n", + "\n", + "\n", + "To import your data into a Dataframe, the following files are required:\n", + "\n", + " * data file: This is the csv file containing the observations\n", + " * (optional) metadata file: The csv file containing metadata for each station.\n", + " * template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", + "\n", + "In practice you need to start by creating a template file for your data. More\n", + "information on the creation of the template can be found in documentation\n", + "(under \"Mapping to the toolkit\").\n", + "\n", + "TIP: Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", + "metadata": {}, + "outputs": [], + "source": [ + "# metobs_toolkit.build_template_prompt()" + ] + }, + { + "cell_type": "markdown", + "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", + "metadata": {}, + "source": [ + "To import data, you must specify the paths to your data, metadata and template are.\n", + "For this example we use the demo data, metadata and template that comes with\n", + "the toolkit." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/introduction_example.py b/examples/introduction_example.py deleted file mode 100644 index 294e6a93..00000000 --- a/examples/introduction_example.py +++ /dev/null @@ -1,109 +0,0 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- -""" -Introduction example script. - -@author: thoverga -""" - -# This is an introduction to get started with the MetObs toolkit. Once the MetObs toolkit package is installed, -# you can import its functionality by: - -import metobs_toolkit - -# ============================================================================= -# Dataset -# ============================================================================= - -# A dataset is a collection of all observational data. Most of the methods are -# applied directly on a dataset. Start by creating an empty dataset object: - -your_dataset = metobs_toolkit.Dataset() - -# The most relevant attributes of a Dataset are: -# * .df --> a pandas DataFrame where all the observation data is stored -# * .metadf --> a pandas DataFrame where all the metadata for each station is stored -# * .settings --> a Settings object to store all specific settings. -# * .missing_obs and .gaps --> here the missing records and gaps are stored if present. - -# Note that each Dataset will be equipped with the default settings. - - -# We created a dataset and stored in under the variable 'aug_2020_all_vlinder'. -# The show function prints out an overview of data in the dataset: -your_dataset.show() # or .get_info() - - -# TIP: to get an extensive overview of an object, call the .show() method on it. - - -# ============================================================================= -# Importing data -# ============================================================================= - - -# To import your data into a Dataframe, the following files are required: - -# * data file: This is the csv file containing the observations -# * (optional) metadata file: The csv file containing metadata for each station. -# * template file: This is a csv file that is used to interpret your data file, and metadata file if present. - -# In practice you need to start by creating a template file for your data. More -# information on the creation of the template can be found in documentation -# (under "Mapping to the toolkit"). - -# TIP: Use the template assistant of the toolkit for creating a template file by using: - -# metobs_toolkit.build_template_prompt() - - - -# To import data, you must specify the paths to your data, metadata and template are. -# For this example we use the demo data, metadata and template that comes with -# the toolkit. - -your_dataset.update_settings( - input_data_file=metobs_toolkit.demo_datafile, # path to the data file - input_metadata_file=metobs_toolkit.demo_metadatafile, - template_file=metobs_toolkit.demo_template, -) - -# The settings of your dataset are updated with the required paths. Now the data can -# be imported into your empty Dataset. -your_dataset.import_data_from_file() - -#%% -# ============================================================================= -# Inspecting the Data -# ============================================================================= - -# To get an overview of the data stored in your dataset you can use -your_dataset.show() - - -# If you want to inspect the data in your dataset directly, you can take a look at the .df attribute -print(your_dataset.df.head()) -# equivalent for the metadata -print(your_dataset.metadf.head()) - - -# Generationg timeseries of a Dataset is easily done by: -your_dataset.make_plot(obstype='temp') #This is a basic timeseries plot of the temperatures - - -# ============================================================================= -# Inspecting one station -# ============================================================================= - -# if you are interested in one station, you can extract all the info for that one station from the dataset by: - -favorite_station = your_dataset.get_station(stationname="vlinder02") - -#Favorite station now contains all the info of that one station. All methods -#that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can: - -print(favorite_station.df.head()) - -# Or you can make a timeseries plot for a field of choice: -favorite_station.make_plot(obstype="humidity", - colorby='label') #colors indicate the label of an observation. diff --git a/examples/lcz_example.py b/examples/lcz_example.py deleted file mode 100644 index 580d86bf..00000000 --- a/examples/lcz_example.py +++ /dev/null @@ -1,108 +0,0 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- -""" -Example script on GEE interactions. - -@author: thoverga -""" -import metobs_toolkit - - - -# ============================================================================= -# Import data (See previous example script for explanations) -# ============================================================================= -your_dataset = metobs_toolkit.Dataset() -your_dataset.update_settings( - input_data_file=metobs_toolkit.demo_datafile, # path to the data file - input_metadata_file=metobs_toolkit.demo_metadatafile, - template_file=metobs_toolkit.demo_template, -) - -your_dataset.import_data_from_file() - - -# ============================================================================= -# Using the Google Earth Engine -# ============================================================================= - - -# The Google Earth Engine (GEE) is used to extract geospatial information at the -# locations of the stations. -# To make use of the GEE, you need to setup a google developers account (free of charge). -# The details and steps are documented at the following page: https://vergauwenthomas.github.io/MetObs_toolkit/gee_authentication.html# - -# Follow the steps on the 'Using Google Earth Engine' page and then continue. - -# ============================================================================= -# Extracting LCZ from GEE -# ============================================================================= -# The metadata of your stations is stored in the .metadf attribute of your dataset. - -print(your_dataset.metadf) - -# In order to extract geospatial information for you stations, the lat and lon (latitude and longitude) -# of your stations must be present in the metadf. If so, than geospatial -# information will be extracted from GEE at these locations. - -# To extract the Local Climate Zones (LCZ's) of your stations: - -lcz_values = your_dataset.get_lcz() - -# The first time, in each session, you are asked to authenticated by Google. -# Select your google account and billing project that you have set up and accept -# the terms of condition. -# NOTE: For small datarequest the read-only scopes are sufficient, for large -# datarequests this is insufficient because the data will be written directly to your google Drive. - - -# The LCZ's for all your stations are extracted -print(lcz_values) -# and the lcz column in your metadata of your dataset is updated -print(your_dataset.metadf['lcz'].head()) - -# To make a geospatial plot you can use the following method: -your_dataset.make_geo_plot(variable="lcz") - -# ============================================================================= -# Other geospatial info -# ============================================================================= - -# Similar as LCZ extraction you can extract the altitude of the stations (from -# a digital elevation model): - -altitudes = your_dataset.get_altitude() #The altitudes are in meters above sea level. - - -# A more detailed description of the landcover/land use in the microenvironment -# can be extracted in the form of landcover fractions in a circular buffer for each station. - -# You can select to aggregate the landcoverclasses to water - pervious and impervious, -# or set aggregation to false to extract the landcoverclasses as present in the worldcover_10m dataset. - -aggregated_landcover = your_dataset.get_landcover( - buffers=[100, 250], # a list of bufferradii in meters - aggregate=True #if True, aggregate landcover classes to the water, pervious and impervious. - ) - -print(aggregated_landcover) - -# ============================================================================= -# Interactive plotting a GEE dataset -# ============================================================================= - -# You can make an interactive spatial plot to visualize the stations spatially. -# This is done by creating an html file, that can be opened in your browser. - -# First specify the location you want to save the plot -import os -spatial_plot_file= os.path.join(os.getcwd(), 'example_spatial_plot.html') -print(spatial_plot_file) - - -# To make an interactive plot of a GEE dataset one can use the following function: -your_dataset.make_gee_plot(gee_map='worldcover', - save=True, - outputfile =spatial_plot_file - ) - diff --git a/examples/qualitycontrol_example.py b/examples/qualitycontrol_example.py deleted file mode 100644 index e1371be5..00000000 --- a/examples/qualitycontrol_example.py +++ /dev/null @@ -1,197 +0,0 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- -""" -Created on Fri Sep 23 12:01:35 2022 -@author: thoverga -""" -import os -from pathlib import Path - -main_folder = Path(__file__).resolve().parents[1] -testdata_file = os.path.join( - str(main_folder), "tests", "test_data", "vlinderdata_small.csv" -) -# metadata = os.path.join(str(main_folder), 'static_data', 'vlinder_metadata.csv') - - -# import sys -# sys.path.append(str(main_folder)) -import metobs_toolkit - - -# ============================================================================= -# Import data -# ============================================================================= - - -# 1. Importing a dataset containing mulitple different stations is a function in the Dataset class. First we need to initiate a Dataset with a name of choise. - -sept_2022_all_vlinders = metobs_toolkit.Dataset() -sept_2022_all_vlinders.update_settings( - input_data_file=testdata_file, # A demo data file, downloaded with brian tool: https://vlinder.ugent.be/vlinderdata/multiple_vlinders.php - output_folder="/home/$USER/output/", -) - - -# ---------------- Importing from CSV file ------------------------------- - - -# The dataset is initiated but still empty. Filling it with the data from a csv file is simply done by: - -sept_2022_all_vlinders.import_data_from_file() # Rember that you added the input file in the settings object, this file will be used. - -sept_2022_all_vlinders.coarsen_time_resolution() - -# ============================================================================= -# Applying quality control -# ============================================================================= - -# a number of quality control methods are available in the toolkit. We can classify them in two groups: -# 1) Quality control for missing/duplicated timestamps - -# These are automatically performed when the dataset is created - -# 2) Quality control for bad observations - -# These are not automatically executed. These checks are performd in a sequence -# of specific checks, that are looking for signatures of typically bad observations. -# The following checks are available: -# Gross value check: a threshold check that observations should be between the thresholds -# Persistance check: a check that looks for repetitive observation values (indicating a connection error.) -# Spike check: Check if an observation does not change between two timestamps by more than a threshold. -# Internal consistency check: Check if the temperature observations are physically valid based on relative humidity observations. - -# All settings, labels, replacement values are defind in the default settings in /settings_files/qc_settings.py -# To inspect (and change) these quality control settings, you can extract them out of the Settings: - - -qc_settings = sept_2022_all_vlinders.settings.qc[ - "qc_check_settings" -] # Settings are stored in nested dictionary -print(qc_settings) - -# The settings of the QC checks can be updated using this function: -sept_2022_all_vlinders.update_qc_settings(obstype='temp', - gross_value_max_value=26.3, - persis_time_win_to_check='30T' #30 minutes - ) - - -# Quality control checks are always applied on the full dataset Using the apply_quality_control method on the dataset. - -sept_2022_all_vlinders.apply_quality_control( - obstype="temp", # which observations to check - gross_value=True, # apply gross_value check? - persistance=True, # apply persistance check? - step=True, # apply the step chec? - window_variation=True, # apply internal consistency check? -) - -# ----- INTERMEZZO ------ -# quality control methods can also be applied on station level. Be aware that the QC labels are an attribute of the station -# and not of the dataset the station belongs to! - -station = sept_2022_all_vlinders.get_station("vlinder01") - -station.apply_quality_control() - -print(station.outliersdf.head()) - - -# ============================================================================= -# Quality control values -# ============================================================================= - -# If an observation is flagged as an outlier by a check, the observational value is replaced. -# By default the outliers are replaced by Nan-values. - -# ============================================================================= -# Quality control labels -# ============================================================================= - -# Each check makes a label for each observation. These labels are stored in the dataset.df: - -print(sept_2022_all_vlinders.df.head()) - -# You can see that there is a specific coloumn for each check-label (and for each observationtype that is checked): -print(sept_2022_all_vlinders.df.columns) - -# The labels: -# ok: Observation is not flagged as an outlier -# not checked: observation could not be checked (mostly because the observations is already flagged as outlier by a previous check) -# **** outlier: labeld as outlier by the **** check - - -# After applying the Quality control each observations (that is checked) has a set of qc-labels. -# To create One column with the final label (based on the labels for each check), you can call the -# combine_all_to_obsspace, which will combine observations, outliers gaps and missing timestamps, -# and add a label column per obstype: - -outliers_sept_2022_all_vlinders = sept_2022_all_vlinders.combine_all_to_obsspace() - -print(outliers_sept_2022_all_vlinders.head()) - -# or select a specific observation type using pandas -print(outliers_sept_2022_all_vlinders.xs('temp', level='obstype')) - -# (When writing a dataset to file, there is an attribute 'add_final_labels'. When -# True, the final labels are computed and added to the file.) - -# ============================================================================= -# Quality control stats -# ============================================================================= - -# Some basic overview statistics are implemented for the quality controll labels. -# You can extract the frequency statistics by calling: - -# obstype: Get statistics of the QC applied on which observationtype -# stationnames: Which subset of the dataset to use? If None, statistics are computed over all the stations, -# if one stationname is given the stats are computed for that station. You can also give a list of stationnames. -# make_plot: If True, an overview of pie-charts per check are made. - -# The output is a dataframe with frequency statistics per check PRESENTED IN PERSETNTAGES. - -qc_statistics = sept_2022_all_vlinders.get_qc_stats( - obstype="temp", - stationname=None, # or 'station_A' - make_plot=True, -) - -print(qc_statistics) - - -# ============================================================================= -# Timeseries plots -# ============================================================================= - -# NOTE: All styling settings are defined in the src/vlinder_toolkit/settings_files/default_formats_settings.py - - -# To plot timeseries for one station you can use the make_plot function on the station object: -favorite_station = sept_2022_all_vlinders.get_station(stationname="vlinder10") - -# Possible obstypes to plot: -# 'temp','radiation_temp','humidity','precip','precip_sum','wind_speed', -# 'wind_gust','wind_direction','pressure','pressure_at_sea_level' - -favorite_station.make_plot( - obstype="temp", colorby='label', title=None -) # if title=None, a title will be generated - -# You can see the effect of the quality control where the values are replaced when the observation was flagged as outlier. -# Since Nan values are not shown in the plotting, use colorby='label' to see the outlier observations. - - -# If you want to compair multiple stations by a timeseries you can use the make_plot function on the dataset: - -from datetime import datetime - -sept_2022_all_vlinders.make_plot( - stationnames=["vlinder02", "vlinder05", "vlinder07"], - obstype="temp", - starttime=datetime(2022, 9, 4), # 2022/09/04 00:00:00 - endtime=datetime(2022, 9, 12, 12, 45), # 2022/09/12 12:45:00 - title=None, - legend=True, -) -# If you do not specify a start and endtime, all available timestamps are used. diff --git a/metobs_toolkit/dataset.py b/metobs_toolkit/dataset.py index bff3c56d..7d0ed1a2 100644 --- a/metobs_toolkit/dataset.py +++ b/metobs_toolkit/dataset.py @@ -3103,6 +3103,8 @@ def get_landcover(self, buffers=[100], aggregate=True, overwrite=True, # print('Download the file (as a .csv), and send it by email to: mivieijra@meteo.be.') # return + def printdummy(self): + print('dummy') def make_gee_plot(self, gee_map, show_stations=True, save=False, outputfile=None): """Make an interactive plot of a google earth dataset. @@ -3200,6 +3202,8 @@ def make_gee_plot(self, gee_map, show_stations=True, save=False, outputfile=None print(f'Gee Map will be save at {filepath}') logger.info(f'Gee Map will be save at {filepath}') Map.save(filepath) + else: + return Map def _can_qc_be_applied(dataset, obstype, checkname): From 038c5e79ecfb169adace2d34daeb004c7a4a0337 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Wed, 8 Nov 2023 10:03:15 +0100 Subject: [PATCH 06/37] created a concat_save function to fix the Futurewarning of pandas for concating empyt and NA-entrie dataframes --- metobs_toolkit/dataset.py | 57 ++++++++++++++++++------------------ metobs_toolkit/df_helpers.py | 15 ++++++++-- metobs_toolkit/gap.py | 21 +++++++------ metobs_toolkit/missingobs.py | 5 ++-- 4 files changed, 55 insertions(+), 43 deletions(-) diff --git a/metobs_toolkit/dataset.py b/metobs_toolkit/dataset.py index 7d0ed1a2..f9296842 100644 --- a/metobs_toolkit/dataset.py +++ b/metobs_toolkit/dataset.py @@ -84,7 +84,8 @@ conv_applied_qc_to_df, get_freqency_series, value_labeled_doubleidxdf_to_triple_idxdf, - xs_save + xs_save, + concat_save ) from metobs_toolkit.analysis import Analysis @@ -189,7 +190,7 @@ def __add__(self, other, gapsize=None): other.df = other.df.drop(common_indexes) # set new df - new.df = pd.concat([self.df, other.df]) + new.df = concat_save([self.df, other.df]) new.df = new.df.sort_index() # ----- outliers df --------- @@ -197,7 +198,7 @@ def __add__(self, other, gapsize=None): other_outliers = other.outliersdf.reset_index() other_outliers = other_outliers[other_outliers['obstype'].isin(self_obstypes)] other_outliers = other_outliers.set_index(['name', 'datetime', 'obstype']) - new.outliersdf = pd.concat([self.outliersdf, other_outliers]) + new.outliersdf = concat_save([self.outliersdf, other_outliers]) new.outliersdf = new.outliersdf.sort_index() # ------- Gaps ------------- @@ -214,7 +215,7 @@ def __add__(self, other, gapsize=None): # ---------- metadf ----------- # Use the metadf from self and add new rows if they are present in other - new.metadf = pd.concat([self.metadf, other.metadf]) + new.metadf = concat_save([self.metadf, other.metadf]) new.metadf = new.metadf.drop_duplicates(keep='first') new.metadf = new.metadf.sort_index() @@ -268,7 +269,7 @@ def __add__(self, other, gapsize=None): checknames = ["duplicated_timestamp"] # KEEP order - new._applied_qc = pd.concat( + new._applied_qc = concat_save( [ new._applied_qc, conv_applied_qc_to_df( @@ -1020,7 +1021,7 @@ def fill_gaps_automatic(self, modeldata, obstype='temp', filldf_debias = make_gapfill_df(debias_gaps) # combine both fill df's - comb_df = pd.concat([filldf_interp, filldf_debias]) + comb_df = concat_save([filldf_interp, filldf_debias]) # update attr self.gapfilldf = comb_df @@ -1425,10 +1426,10 @@ def apply_quality_control(self, obstype="temp", # update the dataset and outliers self.df = obsdf if not outl_df.empty: - self.outliersdf = pd.concat([self.outliersdf, outl_df]) + self.outliersdf = concat_save([self.outliersdf, outl_df]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -1454,10 +1455,10 @@ def apply_quality_control(self, obstype="temp", # update the dataset and outliers self.df = obsdf if not outl_df.empty: - self.outliersdf = pd.concat([self.outliersdf, outl_df]) + self.outliersdf = concat_save([self.outliersdf, outl_df]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -1483,10 +1484,10 @@ def apply_quality_control(self, obstype="temp", # update the dataset and outliers self.df = obsdf if not outl_df.empty: - self.outliersdf = pd.concat([self.outliersdf, outl_df]) + self.outliersdf = concat_save([self.outliersdf, outl_df]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -1511,10 +1512,10 @@ def apply_quality_control(self, obstype="temp", # update the dataset and outliers self.df = obsdf if not outl_df.empty: - self.outliersdf = pd.concat([self.outliersdf, outl_df]) + self.outliersdf = concat_save([self.outliersdf, outl_df]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df(obstypes=obstype, ordered_checknames="step"), @@ -1537,10 +1538,10 @@ def apply_quality_control(self, obstype="temp", # update the dataset and outliers self.df = obsdf if not outl_df.empty: - self.outliersdf = pd.concat([self.outliersdf, outl_df]) + self.outliersdf = concat_save([self.outliersdf, outl_df]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -1649,10 +1650,10 @@ def apply_buddy_check(self, obstype='temp', use_constant_altitude=False, # update the dataset and outliers self.df = obsdf if not outliersdf.empty: - self.outliersdf = pd.concat([self.outliersdf, outliersdf]) + self.outliersdf = concat_save([self.outliersdf, outliersdf]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -1763,10 +1764,10 @@ def apply_titan_buddy_check(self, obstype='temp', use_constant_altitude=False): # update the dataset and outliers self.df = obsdf if not outliersdf.empty: - self.outliersdf = pd.concat([self.outliersdf, outliersdf]) + self.outliersdf = concat_save([self.outliersdf, outliersdf]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -1871,10 +1872,10 @@ def apply_titan_sct_resistant_check(self, obstype='temp'): # update the dataset and outliers self.df = obsdf if not outliersdf.empty: - self.outliersdf = pd.concat([self.outliersdf, outliersdf]) + self.outliersdf = concat_save([self.outliersdf, outliersdf]) # add this check to the applied checks - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -2011,7 +2012,7 @@ def combine_all_to_obsspace(self, repr_outl_as_nan=False, # combine all # ============================================================================= - combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index() + combdf = concat_save([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index() combdf.index.names = ['name', 'datetime', 'obstype'] # To be shure? combdf = combdf[~combdf.index.duplicated(keep='first')] @@ -2092,7 +2093,7 @@ def get_qc_stats(self, obstype="temp", stationname=None, make_plot=True): def update_outliersdf(self, add_to_outliersdf): """Update the outliersdf attribute.""" - self.outliersdf = pd.concat([self.outliersdf, add_to_outliersdf]) + self.outliersdf = concat_save([self.outliersdf, add_to_outliersdf]) def coarsen_time_resolution( self, origin=None, origin_tz=None, freq=None, method=None, limit=None @@ -2360,9 +2361,9 @@ def find_simple_origin(tstart, tollerance): # these will be cached by the missing and gap check # no_record_candidates = target_records[~target_records.isin(mergedstadf['target_datetime'])].values - merged_df = pd.concat([merged_df, correct_mapped]) + merged_df = concat_save([merged_df, correct_mapped]) if verbose: - _total_verbose_df = pd.concat([_total_verbose_df, mergedstadf]) + _total_verbose_df = concat_save([_total_verbose_df, mergedstadf]) # overwrite the df with the synced observations merged_df = ( @@ -2855,7 +2856,7 @@ def _apply_qc_on_import(self): checknames = ["duplicated_timestamp", "invalid_input"] # KEEP order - self._applied_qc = pd.concat( + self._applied_qc = concat_save( [ self._applied_qc, conv_applied_qc_to_df( @@ -2992,7 +2993,7 @@ def get_landcover(self, buffers=[100], aggregate=True, overwrite=True, df_list.append(lc_frac_df) # concat all df for different buffers to one - frac_df = pd.concat(df_list) + frac_df = concat_save(df_list) frac_df = frac_df.sort_index() if overwrite: diff --git a/metobs_toolkit/df_helpers.py b/metobs_toolkit/df_helpers.py index 9c5dc515..72544a44 100644 --- a/metobs_toolkit/df_helpers.py +++ b/metobs_toolkit/df_helpers.py @@ -78,6 +78,17 @@ def xs_save(df, key, level, drop_level=True): return pd.DataFrame(index=idx, columns=columns) +def concat_save(df_list, **kwargs): + """Concat dataframes row-wise without triggering the Futurwarning of concating empyt df's.""" + + if all([isinstance(df, pd.DataFrame) for df in df_list]): + # This line will filter columns with all NAN values (so empty dfs + all NA entries are filtered out) + return pd.concat([df.dropna(axis=1, how='all') for df in df_list], **kwargs) + if all([isinstance(df, pd.Series) for df in df_list]): + # This line will filter out empty series + return pd.concat([ser for ser in df_list if not ser.empty], **kwargs) + sys.exit('Cannot concat Dataframes and Series together') + def init_multiindex(): """Construct a name-datetime pandas multiindex.""" return pd.MultiIndex( @@ -173,7 +184,7 @@ def value_labeled_doubleidxdf_to_triple_idxdf(df ,value_col_name='value', subdf = subdf.set_index(['name', 'datetime', 'obstype']) subdf = subdf.rename(columns={obstype + '_final_label': label_col_name}) - labelsdf = pd.concat([labelsdf, subdf]) + labelsdf = concat_save([labelsdf, subdf]) values[label_col_name] = labelsdf[label_col_name] @@ -236,7 +247,7 @@ def metadf_to_gdf(df, crs=4326): coordsdf, geometry=gpd.points_from_xy(coordsdf.lon, coordsdf.lat) ) geodf = geodf.set_crs(epsg=crs) - geodf = pd.concat([geodf, missing_coords_df]) + geodf = concat_save([geodf, missing_coords_df]) geodf = geodf.sort_index() return geodf diff --git a/metobs_toolkit/gap.py b/metobs_toolkit/gap.py index 69f8eb49..f7d6bb41 100644 --- a/metobs_toolkit/gap.py +++ b/metobs_toolkit/gap.py @@ -21,6 +21,7 @@ from metobs_toolkit.df_helpers import ( format_outliersdf_to_doubleidx, + concat_save, get_likely_frequency, _find_closes_occuring_date ) @@ -420,7 +421,7 @@ def gaps_to_df(gapslist): default_df.index.name = 'name' return default_df - return pd.concat(gapdflist) + return concat_save(gapdflist) def remove_gaps_from_obs(gaplist, obsdf): @@ -688,7 +689,7 @@ def make_gapfill_df(gapslist): concatlist.append(subgapfill) - filldf = pd.concat(concatlist).sort_index() + filldf = concat_save(concatlist).sort_index() # When gapfill could (paritally) not been fulfilled, # their values (=Nan) must be removed from gapfill, @@ -774,15 +775,13 @@ def missing_timestamp_and_gap_check(df, gapsize_n): missing_idx ).index.to_list() - missing_timestamp_series = pd.concat( - [ - missing_timestamp_series, - pd.Series( - index=[station] * len(datetime_of_missing_records), - data=datetime_of_missing_records, - ), - ] - ) + missing_timestamp_series = concat_save( + [missing_timestamp_series, + pd.Series( + index=[station] * len(datetime_of_missing_records), + data=datetime_of_missing_records), + ] + ) missing_obs_collection = Missingob_collection(missing_timestamp_series) df = df.sort_index() diff --git a/metobs_toolkit/missingobs.py b/metobs_toolkit/missingobs.py index 4e94f022..9df5ea00 100644 --- a/metobs_toolkit/missingobs.py +++ b/metobs_toolkit/missingobs.py @@ -16,6 +16,7 @@ from metobs_toolkit.df_helpers import ( _find_closes_occuring_date, xs_save, + concat_save ) logger = logging.getLogger(__name__) @@ -52,7 +53,7 @@ def __init__(self, missing_obs_series): def __add__(self, other): """Append two collections of missing observations.""" - comb_series = pd.concat([self.series, other.series]) + comb_series = concat_save([self.series, other.series]) # drop duplicates and sort comb_df = comb_series.reset_index() # needed to find duplicates @@ -333,7 +334,7 @@ def get_missing_indx_in_obs_space(self, obsdf, resolutionseries): 'datetime': sta_missing}, index=None).reset_index(drop=True) - missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df]) + missing_obsspace_df = concat_save([missing_obsspace_df, sta_missing_df]) # convert to mulittindex missing_obsspace_df = missing_obsspace_df.set_index(['name', 'datetime']) From 6861333e660e007b99b6afe267a5fbd7fc59af83 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Wed, 8 Nov 2023 10:19:09 +0100 Subject: [PATCH 07/37] fixed the futurwarning when appending an emtpy multiindex --- metobs_toolkit/gap.py | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/metobs_toolkit/gap.py b/metobs_toolkit/gap.py index f7d6bb41..84ff9b03 100644 --- a/metobs_toolkit/gap.py +++ b/metobs_toolkit/gap.py @@ -197,7 +197,10 @@ def update_leading_trailing_obs(self, obsdf, outliersdf, obs_only=False): # combine timestamps of observations and outliers sta_outl = xs_save(outliersdf, self.name, level="name").index - sta_comb = sta_obs.append(sta_outl) + if sta_outl.empty: + sta_comb = sta_obs + else: + sta_comb = sta_obs.append(sta_outl) # find minimium timediff before before_diff = _find_closes_occuring_date( From 90f1810064f7a0480c003c803c0feb708aa57cdc Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Wed, 8 Nov 2023 14:50:14 +0100 Subject: [PATCH 08/37] add notebook checkpoints to the ignore --- .gitignore | 2 ++ 1 file changed, 2 insertions(+) diff --git a/.gitignore b/.gitignore index 92b8d0a4..f95c8291 100644 --- a/.gitignore +++ b/.gitignore @@ -37,6 +37,8 @@ tests/*.html # pychache +*.ipynb_checkpoints* + *__pycache__* .spyproject *.pyc From 234a2700b804c6f1014ffe11895393c599ae0689 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Wed, 8 Nov 2023 14:52:12 +0100 Subject: [PATCH 09/37] Updated the examples for the documentation. --- docs/examples/analysis_example.ipynb | 569 ++++++++++++++ docs/examples/doc_example.ipynb | 251 +++++-- docs/examples/filling_example.ipynb | 1045 ++++++++++++++++++++++++++ docs/examples/gee_example.ipynb | 608 ++++++++------- docs/examples/qc_example.ipynb | 71 +- 5 files changed, 2185 insertions(+), 359 deletions(-) create mode 100644 docs/examples/analysis_example.ipynb create mode 100644 docs/examples/filling_example.ipynb diff --git a/docs/examples/analysis_example.ipynb b/docs/examples/analysis_example.ipynb new file mode 100644 index 00000000..b187fe68 --- /dev/null +++ b/docs/examples/analysis_example.ipynb @@ -0,0 +1,569 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9116142e-ebf4-471f-af77-52efca4aa935", + "metadata": {}, + "source": [ + "# Demo example: Analysis\n", + "\n", + "This example is the continuation of the previous example: [filling gaps and missing observations](https://vergauwenthomas.github.io/MetObs_toolkit/examples/filling_example.html). This example serves as a introduction on how to use the Analysis module." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "e7593f73-c25b-4ac0-989e-77a03a8f4a92", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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\n", + "
" + ], + "text/plain": [ + " temp temp_final_label\n", + "name datetime \n", + "vlinder01 2022-09-02 15:30:00+00:00 26.453659 gap_interpolation\n", + " 2022-09-02 15:45:00+00:00 26.207317 gap_interpolation\n", + " 2022-09-02 16:00:00+00:00 25.960976 gap_interpolation\n", + " 2022-09-02 16:15:00+00:00 25.714634 gap_interpolation\n", + " 2022-09-02 16:30:00+00:00 25.468293 gap_interpolation\n", + "... ... ...\n", + "vlinder28 2022-09-15 07:00:00+00:00 14.114815 gap_interpolation\n", + " 2022-09-15 07:15:00+00:00 14.251852 gap_interpolation\n", + " 2022-09-15 07:30:00+00:00 14.388889 gap_interpolation\n", + " 2022-09-15 07:45:00+00:00 14.525926 gap_interpolation\n", + " 2022-09-15 08:00:00+00:00 14.662963 gap_interpolation\n", + "\n", + "[5111 rows x 2 columns]" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import metobs_toolkit\n", + "\n", + "your_dataset = metobs_toolkit.Dataset()\n", + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")\n", + "#Update Gap defenition\n", + "your_dataset.update_qc_settings(gapsize_in_records = 20) \n", + "\n", + "#Import the data\n", + "your_dataset.import_data_from_file()\n", + "\n", + "#Coarsen to 15-minutes frequencies\n", + "your_dataset.coarsen_time_resolution(freq='15T')\n", + "\n", + "#Apply default quality control\n", + "your_dataset.apply_quality_control(obstype='temp') #we use the default settings in this example\n", + "\n", + "#Interpret the outliers as missing observations and gaps.\n", + "your_dataset.update_gaps_and_missing_from_outliers(obstype='temp', \n", + " n_gapsize=None)\n", + "\n", + "#Fill missing observations (using default settings)\n", + "your_dataset.fill_missing_obs_linear(obstype='temp')\n", + "\n", + "#Fill gaps with linear interpolation.\n", + "your_dataset.fill_gaps_linear(obstype='temp')\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "cfdf87f1-dcfd-4a13-b12a-7373e880e4cd", + "metadata": {}, + "source": [ + "## Creating an Analysis\n", + "\n", + "The build-in analysis functionallity is centered around the [*Analysis*](https://vergauwenthomas.github.io/MetObs_toolkit/intro.html#analysis) class. First create an *Analysis* object using the [get_analysis()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.get_analysis) method." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c69bfda4-8a5f-49b6-9a80-cce0ed2d3dbd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Analysis instance containing: \n", + " *28 stations \n", + " *['humidity', 'precip', 'precip_sum', 'pressure', 'pressure_at_sea_level', 'radiation_temp', 'temp', 'wind_direction', 'wind_gust', 'wind_speed'] observation types \n", + " *38820 observation records \n", + " *Coordinates are available for all stations. \n", + " \n", + " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:45:00+00:00 (total duration: 14 days 23:45:00) *Coordinates are available for all stations. " + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "analysis = your_dataset.get_analysis(add_gapfilled_values=True)\n", + "analysis" + ] + }, + { + "cell_type": "markdown", + "id": "26990a49-157d-4a59-9dce-9cbb1523d177", + "metadata": {}, + "source": [ + "## Analysis methods\n", + "\n", + "An overview of the available analysis methods can be see in the [Analysis documentation](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis). The relevant methods depends on your data and your interest. As an example, a demonstration of the filter and diurnal cycle of the demo data.\n", + "\n", + "### Filtering data\n", + "\n", + "It is common to filter your data according to a specific meteorological phenomena or period in time. To do this you can use the [apply_filter()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis.apply_filter) method." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "036ffd8c-bb43-4667-8556-84622d2b5498", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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humidityprecipprecip_sumpressurepressure_at_sea_levelradiation_temptempwind_directionwind_gustwind_speed
namedatetime
vlinder012022-09-01 18:00:00+00:0047.00.00.0101453.0101717.0NaN22.945.04.81.8
2022-09-01 18:15:00+00:0048.00.00.0101448.0101712.0NaN22.445.04.81.7
2022-09-01 18:30:00+00:0050.00.00.0101461.0101725.0NaN21.845.03.20.6
2022-09-01 18:45:00+00:0055.00.00.0101468.0101733.0NaN20.345.00.00.0
2022-09-01 19:00:00+00:0058.00.00.0101460.0101726.0NaN18.845.00.00.0
....................................
vlinder282022-09-15 18:45:00+00:0076.00.017.8101314.0101266.0NaN15.715.08.10.8
2022-09-15 19:00:00+00:0076.00.017.8101320.0101272.0NaN15.515.04.80.6
2022-09-15 19:15:00+00:0077.00.017.8101325.0101277.0NaN15.35.00.00.0
2022-09-15 19:30:00+00:0078.00.017.8101339.0101291.0NaN15.165.04.80.9
2022-09-15 19:45:00+00:0079.00.017.8101343.0101295.0NaN15.065.00.00.0
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6347 rows × 10 columns

\n", + "
" + ], + "text/plain": [ + " humidity precip precip_sum pressure \\\n", + "name datetime \n", + "vlinder01 2022-09-01 18:00:00+00:00 47.0 0.0 0.0 101453.0 \n", + " 2022-09-01 18:15:00+00:00 48.0 0.0 0.0 101448.0 \n", + " 2022-09-01 18:30:00+00:00 50.0 0.0 0.0 101461.0 \n", + " 2022-09-01 18:45:00+00:00 55.0 0.0 0.0 101468.0 \n", + " 2022-09-01 19:00:00+00:00 58.0 0.0 0.0 101460.0 \n", + "... ... ... ... ... \n", + "vlinder28 2022-09-15 18:45:00+00:00 76.0 0.0 17.8 101314.0 \n", + " 2022-09-15 19:00:00+00:00 76.0 0.0 17.8 101320.0 \n", + " 2022-09-15 19:15:00+00:00 77.0 0.0 17.8 101325.0 \n", + " 2022-09-15 19:30:00+00:00 78.0 0.0 17.8 101339.0 \n", + " 2022-09-15 19:45:00+00:00 79.0 0.0 17.8 101343.0 \n", + "\n", + " pressure_at_sea_level radiation_temp \\\n", + "name datetime \n", + "vlinder01 2022-09-01 18:00:00+00:00 101717.0 NaN \n", + " 2022-09-01 18:15:00+00:00 101712.0 NaN \n", + " 2022-09-01 18:30:00+00:00 101725.0 NaN \n", + " 2022-09-01 18:45:00+00:00 101733.0 NaN \n", + " 2022-09-01 19:00:00+00:00 101726.0 NaN \n", + "... ... ... \n", + "vlinder28 2022-09-15 18:45:00+00:00 101266.0 NaN \n", + " 2022-09-15 19:00:00+00:00 101272.0 NaN \n", + " 2022-09-15 19:15:00+00:00 101277.0 NaN \n", + " 2022-09-15 19:30:00+00:00 101291.0 NaN \n", + " 2022-09-15 19:45:00+00:00 101295.0 NaN \n", + "\n", + " temp wind_direction wind_gust \\\n", + "name datetime \n", + "vlinder01 2022-09-01 18:00:00+00:00 22.9 45.0 4.8 \n", + " 2022-09-01 18:15:00+00:00 22.4 45.0 4.8 \n", + " 2022-09-01 18:30:00+00:00 21.8 45.0 3.2 \n", + " 2022-09-01 18:45:00+00:00 20.3 45.0 0.0 \n", + " 2022-09-01 19:00:00+00:00 18.8 45.0 0.0 \n", + "... ... ... ... \n", + "vlinder28 2022-09-15 18:45:00+00:00 15.7 15.0 8.1 \n", + " 2022-09-15 19:00:00+00:00 15.5 15.0 4.8 \n", + " 2022-09-15 19:15:00+00:00 15.3 5.0 0.0 \n", + " 2022-09-15 19:30:00+00:00 15.1 65.0 4.8 \n", + " 2022-09-15 19:45:00+00:00 15.0 65.0 0.0 \n", + "\n", + " wind_speed \n", + "name datetime \n", + "vlinder01 2022-09-01 18:00:00+00:00 1.8 \n", + " 2022-09-01 18:15:00+00:00 1.7 \n", + " 2022-09-01 18:30:00+00:00 0.6 \n", + " 2022-09-01 18:45:00+00:00 0.0 \n", + " 2022-09-01 19:00:00+00:00 0.0 \n", + "... ... \n", + "vlinder28 2022-09-15 18:45:00+00:00 0.8 \n", + " 2022-09-15 19:00:00+00:00 0.6 \n", + " 2022-09-15 19:15:00+00:00 0.0 \n", + " 2022-09-15 19:30:00+00:00 0.9 \n", + " 2022-09-15 19:45:00+00:00 0.0 \n", + "\n", + "[6347 rows x 10 columns]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#filter to non-windy afternoons in the Autumn.\n", + "subset = analysis.apply_filter('wind_speed <= 2.5 & season==\"autumn\" & hour > 12 & hour < 20')\n", + "\n", + "subset.df" + ] + }, + { + "cell_type": "markdown", + "id": "93399221-9b4e-4a6b-9b00-51ab9bf32a7e", + "metadata": {}, + "source": [ + "## Diurnal cycle \n", + "\n", + "To make a diurnal cycle plot of your Analysis use the [get_diurnal_statistics()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis.get_diurnal_statistics) method:" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "e867c52c-72fa-49ac-ae00-98e9150b513c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dirunal_statistics = subset.get_diurnal_statistics(colorby='name',\n", + " obstype='humidity', \n", + " plot=True,\n", + " errorbands=True,\n", + " )\n", + "#Note that in this example statistics are computed for a short period and only for the non-windy autumn afternoons." + ] + }, + { + "cell_type": "markdown", + "id": "d3fdffeb-1ec7-4ffe-8085-c84dd5a3fdfa", + "metadata": {}, + "source": [ + "## Detailed reference\n", + "\n", + "For a more detailed reference you can use this [Analysis exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Urban_analysis_excercise_04.ipynb)." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/examples/doc_example.ipynb b/docs/examples/doc_example.ipynb index 8ff21291..3daef15a 100644 --- a/docs/examples/doc_example.ipynb +++ b/docs/examples/doc_example.ipynb @@ -172,16 +172,7 @@ "execution_count": 6, "id": "21708ed0-7671-4e64-b3cc-dacb09baf4f9", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], + "outputs": [], "source": [ "your_dataset.import_data_from_file()" ] @@ -336,13 +327,13 @@ " 2022-09-01 00:10:00+00:00 102002.0 \n", " 2022-09-01 00:15:00+00:00 102002.0 \n", " 2022-09-01 00:20:00+00:00 101999.0 \n", - " network lat lon lcz call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + " network lat lon call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", "\n", " geometry assumed_import_frequency \\\n", "name \n", @@ -492,16 +483,6 @@ "id": "be68ff53-4470-4c1c-a5a6-501b68df33ae", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, { "data": { "text/plain": [ @@ -514,7 +495,7 @@ }, { "data": { - "image/png": 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", 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" + ], + "text/plain": [ + " temp radiation_temp humidity precip \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 18.8 NaN 65 0.0 \n", + " 2022-09-01 00:30:00+00:00 18.7 NaN 65 0.0 \n", + " 2022-09-01 01:00:00+00:00 18.4 NaN 65 0.0 \n", + " 2022-09-01 01:30:00+00:00 18.0 NaN 65 0.0 \n", + " 2022-09-01 02:00:00+00:00 17.1 NaN 68 0.0 \n", + "\n", + " precip_sum wind_speed wind_gust \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 0.0 5.6 11.3 \n", + " 2022-09-01 00:30:00+00:00 0.0 5.4 9.7 \n", + " 2022-09-01 01:00:00+00:00 0.0 5.1 8.1 \n", + " 2022-09-01 01:30:00+00:00 0.0 7.1 12.9 \n", + " 2022-09-01 02:00:00+00:00 0.0 5.7 9.7 \n", + "\n", + " wind_direction pressure \\\n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 65 101739 \n", + " 2022-09-01 00:30:00+00:00 85 101732 \n", + " 2022-09-01 01:00:00+00:00 55 101736 \n", + " 2022-09-01 01:30:00+00:00 55 101736 \n", + " 2022-09-01 02:00:00+00:00 45 101723 \n", + "\n", + " pressure_at_sea_level \n", + "name datetime \n", + "vlinder01 2022-09-01 00:00:00+00:00 102005.0 \n", + " 2022-09-01 00:30:00+00:00 101999.0 \n", + " 2022-09-01 01:00:00+00:00 102003.0 \n", + " 2022-09-01 01:30:00+00:00 102003.0 \n", + " 2022-09-01 02:00:00+00:00 101990.0 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "your_dataset.coarsen_time_resolution(freq='30T') #30T == 30 minutes\n", + "\n", + "your_dataset.df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "2c4cbdce-829d-4202-81e0-6ca74dde05b4", + "metadata": {}, + "source": [ + "## Detailed reference\n", + "\n", + "For a more detailed reference you can use this [introduction example](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Introduction_01.ipynb)." + ] } ], "metadata": { diff --git a/docs/examples/filling_example.ipynb b/docs/examples/filling_example.ipynb new file mode 100644 index 00000000..ed496ffd --- /dev/null +++ b/docs/examples/filling_example.ipynb @@ -0,0 +1,1045 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "22d1edf5-474a-4d54-a156-8db22360fc6e", + "metadata": {}, + "source": [ + "# Demo example: filling gaps and missing observations\n", + "\n", + "This example is the continuation of the previous example: [Apply quality control](https://vergauwenthomas.github.io/MetObs_toolkit/examples/qc_example.html). This example serves as a demonstration on how to fill missing observations and gaps. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "1353eb89-00b1-4595-b3ff-6cbe91ee2316", + "metadata": {}, + "outputs": [], + "source": [ + "import metobs_toolkit\n", + "your_dataset = metobs_toolkit.Dataset()\n", + "your_dataset.update_settings(\n", + " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", + " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", + " template_file=metobs_toolkit.demo_template,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "70c58a51-8c28-4045-a078-8e7ad4ea4284", + "metadata": {}, + "source": [ + "# Missing observations and Gaps\n", + "\n", + "When there is no (specific) observation value for a timestamp we have a *missing observation*. If there are multiple consecutive timestamps without an observation value and the number of consecutive missing timestamps >= the *gapsize* threshold, we label the period as a gap. \n", + "\n", + "The default gapsize is set to 40. As mentioned before, the gaps and missing observations are localized when importing the data from csv. To change the default gapsize use:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "4c071bd3-3094-4efe-b7a6-6184c5fc133b", + "metadata": {}, + "outputs": [], + "source": [ + "your_dataset.update_qc_settings(gapsize_in_records = 20) \n", + "\n", + "#Update the gapsize BEFORE reading in the data from file\n", + "your_dataset.import_data_from_file()\n", + "\n", + "your_dataset.coarsen_time_resolution(freq='15T')" + ] + }, + { + "cell_type": "markdown", + "id": "19735eeb-84b7-4109-a26a-4dbde3c38f09", + "metadata": {}, + "source": [ + "## Inspect missing observations\n", + "\n", + "To get an overview of the missing observation use the .get_info() method on the missing observations." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "08520854-25db-4742-8006-3f21b066c5cb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 3 missing observations\n", + "\n", + " name\n", + "vlinder02 2022-09-10 17:10:00+00:00\n", + "vlinder02 2022-09-10 17:15:00+00:00\n", + "vlinder02 2022-09-10 17:45:00+00:00\n", + "Name: datetime, dtype: datetime64[ns, UTC] \n", + "\n", + " * For these stations: ['vlinder02']\n", + " * The missing observations are not filled.\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n" + ] + } + ], + "source": [ + "your_dataset.missing_obs.get_info()" + ] + }, + { + "cell_type": "markdown", + "id": "04cecab3-7117-477f-bade-36d007ca2ade", + "metadata": {}, + "source": [ + "These missing observations are indicated in timeseries plots as vertical lines:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "eb684e4f-ffc0-4766-a442-5b58ac873e50", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.get_station('vlinder02').make_plot(colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "87c51e9f-7a5e-4254-a9bb-cf46a9f3891c", + "metadata": {}, + "source": [ + "## Inspect gaps\n", + "\n", + "To get an overview of the gaps use the .get_gap_info() method on the missing Dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5b948da5-2ec3-412d-af69-632ed6abfbb1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "There are no gaps.\n" + ] + } + ], + "source": [ + "your_dataset.get_gaps_info()" + ] + }, + { + "cell_type": "markdown", + "id": "c24c3802-459c-4260-aa75-582b9582338f", + "metadata": {}, + "source": [ + "## Outliers to gaps and missing observations\n", + "\n", + "In practice the observations that are labeled as outliers are interpreted as missing observations (because we assume that the observation value is errornous). In the toolkit it is possible to convert the outliers to missing observations and gaps by using the [update_gaps_and_missing_from_outliers()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.update_gaps_and_missing_from_outliers)." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "4e023c8a-9898-4bc0-9bcc-cf5953212c04", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#first apply (default) quality control\n", + "your_dataset.apply_quality_control(obstype='temp') #we use the default settings in this example\n", + "\n", + "#Interpret the outliers as missing observations and gaps.\n", + "your_dataset.update_gaps_and_missing_from_outliers(obstype='temp', \n", + " n_gapsize=None) #It is possible to change the defenition of gapsize.\n", + "#Inspect your gaps using a printout or by plotting\n", + "#your_dataset.get_gaps_info()\n", + "your_dataset.make_plot(colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "dc9f60c4-f471-4ad2-9710-6100ba6168c7", + "metadata": {}, + "source": [ + "When plotting a single station, the figure becomes more clear" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a5bb6973-1f80-4d90-ad4c-e888289688b5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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HDy688EKKi4s599xzQ5b95S9/SXFxMb///e/5wx/+QG1tLX379uWggw4KO/bNyc3N5d133+XSSy/l1ltvxefzMWnSJO66666QR0bHjx/Pf//7Xx5++GG2bt1KdnY248aNY968ec0O5iAiIiLJY5nW9BorIiIi0oVNnTqV5557joqKimSnIiIiIiKdlPp0ExERERERERERSTBVuomIiIiIiIiIiCSYKt1EREREREREREQSTH26iYiIiIiIiIiIJJhauomIiIiIiIiIiCSYKt1EREREREREREQSzJnsBFKdz+dj/fr15ObmYllWstMREREREREREZEkMsZQXl5OcXExtt18ezZVukWxfv16+vfvn+w0REREREREREQkhaxZs4Z+/fo1+74q3aLIzc0FGg5kXl5ekrMREREREREREZFkcrvd9O/fP1Bn1BxVukXhf6Q0Ly9PlW4iIiIiIiIiIgIQtRsyDaQgIiIiIiIiIiKSYKp0ExERERERERERSTBVuomIiIiIiIiIiCRYp650mzt3Lvvuuy+5ubkUFRVxwgknsGzZspBlNm7cyFlnnUXv3r3Jzs5m77335vnnn09SxiIiIiIiIiIisjPo1JVuCxcuZPr06Xz44Ye8+eab1NfXM3nyZCorKwPLnH322SxbtoyXX36Zb775hhNPPJFTTjmFL774IomZi4iIiIiIiIhIV2YZY0yyk0iULVu2UFRUxMKFC5kwYQIAOTk5PPDAA5x11lmB5Xr06MFtt93GeeedFzWm2+0mPz+fsrIyjV4qIiIiIiIiIrKTi7WuqFO3dGuqrKwMgO7duwfmHXDAAfzjH/9g27Zt+Hw+nn76aWpqapg0aVLEGLW1tbjd7pA/ERERERERERGReHSZSjefz8fs2bMZP348o0ePDsx/5plnqK+vp0ePHqSnp3PBBRfw4osvMmzYsIhx5s6dS35+fuCvf//+HbULIiIiIiIiIiLSRXSZSrfp06ezZMkSnn766ZD51113HaWlpbz11lt8+umnXHbZZZxyyil88803EeNcffXVlJWVBf7WrFnTEemLiIiIiIiIiEgX0iX6dJsxYwYvvfQS7733HoMHDw7MX758OcOGDWPJkiXstttugfmHHXYYw4YN48EHH4waW326iYiIiIiIiIiIX6x1Rc4OzCnhjDHMnDmTF198kXfffTekwg2gqqoKANsObdDncDjw+XwdlqeIiIiIiIiIiOxcOnWl2/Tp03nqqad46aWXyM3NZePGjQDk5+eTmZnJyJEjGTZsGBdccAF//OMf6dGjB//85z958803efXVV5OcvYiIxOIH30+sNZv4p/dNvvYtZbS9C6c7f84B9t7JTk1ERERERKRZnfrxUsuyIs5/9NFHmTp1KgA//PADV111FYsWLaKiooJhw4Zx+eWXc9ZZZ8W0DX+TwXWHPUn2t5XgM2BbWN0yMNtrQqaBsHlNp+2BuaRNHkj67DEAeD67F++q/2DKVjVutGY7GB9YNmR0a5h25WIXjsJ1/D9af8BaofbuL6j/9yq8X26Je1/jnW4uppXrwrFbD7Jf+HmLuXo+uxdTV47lysU5diaez+6lbn4NnlcyMJXp7Z5nqsW0B+biPPxByFsPde6GstSUv6xl9sC5xzScY2eGHdOw8glYeQNwDDqsYZlvHoWqkkB59b/XNFa8/GXPt6q8y3wmXTGm1SOT9PNHB65pfnUvnYqv5H8hZa+1ZeOa+ju40/toyLwDrX1YsGRsWPmLdL0MvjZ43z8wUK4i7WdHHs9o17aw8y/O74K2rt+SZH83NNXZzhvF7Dx5KaZipnLMVM1LMVM/JhD2uzSR927BQu5Hgn7nWkV7xhS78sRX8X67FVNelzLHTzEV0+qWQUWxg75vnRH18dJOXenWEfyVbqudt5FnZSYkptU3m7yV0wCoeWgEVKyPcUWbjNllCckhVu7B8zDrKjt0mxHZFvk1M1pcJHAsc4rJOH8ZNQ+NoPbqs8Cd30FJph7X3Gux7BhP8R3HLViL5TOnuOHfSO9HiBWvlCl7ElXwNc2v5u78hpuqplpRNi6rn8P93qcAsLHx4WNXayiLn1jafPkMul4GXxvq5lyZWuWqhWtbs+dfjN8FbV2/JTo/RUREOr+Q36UJvHcLFu33RLTYZRn3NVR0iKQYt6lmgOfKqJVuXWb0UhER6ZqqqQ287kUPAErM9mSlIyIiIiIiEhO1dIvC39Jt+//WkVPlBGPAAivbhamsD5kGwuY1nbZy0rDyXFi5O5avK8fUlmPqKwLbNPX+1gMWVloWpr4SKy0by5WLndOnQ/fflNdh3HX4NlXFva/xTjcX08pyYuW5sItzWs61rnzHuhaWK7fh2Lrr8G2sglpXu+eZajGtnDSMYyuk1WA81VhpWeHHbEdZs9JysHN6Y7lyw45p0/IJYLlyAsv6yjdgPJX4y6v/vaax4uUve6aivst8Jl0xppWThl2cE7im+fkqNmBq3SFlr7Vl45y6q/i7r6Efzt2sYXxrfsTGptx6Hyo2hZS/SNfL4GsDtemBchVpPzvyeEa7tjU9/+L9Lmjr+i3GTvJ3Q1g+ney8UczOk5diKmYqx0zVvBQz9WMCYb9LE3nvFiz4fiT4d66dXRRTbN/6Ckx5PaayLmWOn2IqppXtotxU023Xvl179NKOZBfn4GzhQLZWIion2pOV23Ahtvu2XOGVCpoeR8uVi1UIdmGPJGWUCtr2ucVSPh092qf8+suedE52Th9I0H8S1FIXeN2DbgD48FHqMvTosUvU9UPKsItOU67a+v3Qnt8vnem7QURERKJL5L1bsLbej0RreCGSLLbbEdty7ZyHiIhIm1RTE3jd0+oeeF1itiUjHRERERERkZio0k1ERFJaTVBLt6KgSrctbE9GOiIiIiIiIjHR46UxqjjpVcy3lW0ehrbp0MwhQyj7BQ2lTEa3hmlXLnbhKFzH/6ND97v27i+o//cqvF9uSdowvlauC8duPch+4ect5ur57F5MXTmWKxfn2Jl4PruXuvk1eF7JwFSmp/Rww+0R0x6Yi/PwByFvfcjQ3yH8ZS2zB849poUN2R2xfEJg+HAAzzePQlVJoLwmYmhxaCx7vlXlXeYz6YoxrR6ZpJ8/OnBN80vksPM1JngghcLA65zPHqPm2/NDyl+k62XwtcH7/oGBchVpPzvyeEa7toWdf3F+F7R1/ZYk+7uhqc523ihm58lLMRUzlWOmal6KmfoxgbDfpYm8dwsWcj8S9DvXKtozptiVJ76K99utmPK6lDl+iqmYVrcMKopje7xUAylE4R9IYbXzNvKszITEDBmauaUhlMNWtMmYXZaQHGLlHjwPs64y+oLtzbbIr5nR4iKBY7lj6Omah0ZQe/VZ4M7voCRTj2vutVh2jKd4hCG7ow3xDUR+v41Di0MKlT2JKvia5pfIYecPqD2Fz813OHHyJ+dvudhzIwDrnnCTXbm9maQar5fB14a6OVemVrlq4drW7PkX43dBW9dvic5PERGRzi/kd2kC792CRfs9ES12WcZ9DRUdIinGbaoZ4LlSAymIiEjnVk1DS7cMXAywitnL2pVKqqnnsyRnJiIiIiIi0jz16SYiIimtZkelWyYZHOY4gA/Tn+UU+ygc+goTEREREZEUpl8sIiKS0mpNw0AK6bgC8/KsHCx9hYmIiIiISArTLxYREUlp1dQAkGGlB+bNck4hx8pKVkoiIiIiIiJRqdJNRERSWg0NLd0yglq6iYiIiIiIpDpVuomISMoyxoT06SYiIiIiItJZqNJNRERSVj0eDA3DxKeTHmVpERERERGR1KFKNxERSVn+/twAMiw9XioiIiIiIp2HKt1ilZ8O1o7XFuC0w6cjzWs6XZCOY6+iQFi7aE9ILwDb2fgXvJJ/2nJAZmE77mBkjr2KoCDCvseyr/FON7eMw8IqzIyaq120J1affRuO6Y5pe2gVOHwdk2eqxSxIB09eQ9nxl6Wmf/6VbGfguDU9pmHl03ZCekHD8S3ac0ccGrex4722CpS9rvSZdMWYTjvkmhaQWRhe9lpRNvyPlgJkNGnpFrH8RbheBl8bQspVso9nlGtb2PkX53dBW9dvSdK/G5r+dbbzRjE7T16KqZipHDNV81LM1I/ptMN+lybq3q2pkPuR4ERijG0VZoLDSq3jp5iK6bQb6ohiYBljTExL7qTcbjf5+fmUlZWRl5eX7HRERHYqq8x6RtROBuBk+wj+5rojyRmJiIiIiMjOLta6IrsDcxIREYlLrQlu6aaBFEREREREpPNQpZuIiKSs6uDHS9Wnm4iIiIiIdCKqdBMRkZTVUp9uIiIiIiIiqcwZfREBKBvyKKbcBkNDx3kOG7y+0GkIn9d0OicN5/hisl/8OQB1L52Cb91iqK9o3JjPS2Al29EwbdmQ2YOMC5Z32D4DVP7fq3g+WA9ltfHva7zTzcW0LawemeStPbfFXOteOgVTXYKVWYjr+Geoe+kUaucMw/d1L/Da7Z9nqsXMScP165ux0ivA+BrKUlP+smY7sQcdjuv4Z8KOaVj5BEjLwe67f0OIn94En4dAed3xXtNY8QqUvYr6rvOZdMWYThvnEQMD1zS/mr8MheqtoWWvFWWjxjRf6Vb30inh5S/C9TL42lD/2NmN5SrSfnbk8YxybQs7/+L8Lmjr+i1J+ndDU53tvFHMzpOXYipmKsdM1bwUM/VjQtjv0kTduzUVcj8S/Ds3PT+m2O5+j2C2VoPPpM7xU0zFdNi4szzNFdsQqnSLVVktWDtGmTOAx9f4XtPplpYprcX75ebAbN/mr6C2tJmNmh0/JgHjheqSNu1Ca3i/3AyljT9649rX1k43nec1mJLqqLn6Nn8FFesxOcWBad/yPcBrd0yeqRaztBacbvCPleJr4aLg8zQcv6azmyuftaWNywfi7iivwe+1QVjZ27GJTv2ZdMWYHl/INS2guqThpg0ay0grykZISzcrtNLNt/mr8PIHYdfL4GtDxHIVab8izevga1vE8y+O74K2rt+SlPhuiKSznDeK2fnyUkzFTOWYqZqXYqZ2zCa/SxN179ZU5N8TJubYpmRHhRuk1vFTTMUsi/CbIgJVuomISEr51vcDm8xW/uV7l0+9S+hBATlkMYDiZKcmIiIiIiISM1W6iYhISrnf+xSPeJ8FYAyjGGUNY4K9L2c7T0huYiIiIiIiInFQpZuIiKQUt2nsQ7DAyiXLyiTPykliRiIiIiIiIvFTpZuIiKSUCioDr+e7/kih1S2J2YiIiIiIiLSOnewEREREgrlNY6VbLtlJzERERERERKT1VOkmIiIppZyGx0vTcZFuuZKcjYiIiIiISOuo0k1ERFKKe8fjpXmoHzcREREREem8VOkmIiIppXzHQAo5VlaSMxEREREREWk9DaQQI8ekfvBtJfgM2BZWtwzM9pqQaSBsXtNpe2AuaZMHBuI6956Bd9V/MGWrGjdWsx2MDywbMro1TLtysQtHdfRukz5rDPX/XoX3yy1x72u8083FtHJdOHbrETVX594zMHXlWK7cwLTvzBo8r4CpTG/3PFMtpj0wF8s+APLWQ527oSw15S9rmT1w7jEt4jENK5+AlTcAx6DDAPB88yhUlQTKa/B7beEve75V5V3mM+mKMa0emaSfPzrs87MHH4mv5H8hZS/WslEeY0s3594zwspfpOtl8LXBCipXkfazI49ntGtb2PkX53dBW9dvSbK/G5rqbOeNYnaevBRTMVM5ZqrmpZipHxMI+13alnu3loTcjwT9zrWK9owptvPoQXi/3Yopr0uZ46eYiml1y8BR3APein4OWMYYE99ps3Nxu93k5+dTVlZGXl5estMREenSak0d+bV7A3CgtQ9vpT+W3IRERERERESaiLWuSI+XiohIynDvGEQBIM/SyKUiIiIiItJ5qdJNRERShts0VrrlaiAFERERERHpxNSnW4x86yvw/FgDxoAFVrYLU1kfMg2EzWs6beWkYeW5sHJ3LF9Xjqktx9Q3/tA09ZU7XllYaVmY+kqstGwsVy52Tp8O3W9TXodx1+HbVBX3vsY73VxMK8uJlefCLm75B7ipK9+xroXlym04tu46fBuroNbV7nmmWkwrJw3j2AppNRhPNVZaeKf0/rJmpeVg5/QO9IcXfEyblk8Ay5UTWNZXvgHjqcRfXv3vNY0VL3/ZMxX1XeYz6YoxrZw07OKcwDXNz1exAVPrDil7sZQNf39uALlRBlIwdeVh5S/S9TL42kBteqBcRdrPjjye0a5tTc+/eL8L2rp+i7GT/N0Qlk8nO28Us/PkpZiKmcoxUzUvxUz9mEDY79LW3rtFE3w/Evw7184uiim2b30FprweU1mXMsdPMRXTynbhM9UxnQOqdItR+e5/w7IyExLL6ptN3sqGTutrH98HKtbHuKJNxuyyhOQQq/I9/oZZVxl9wfZmW+TXzGhxkcCxzCkm4/xl1D6+D7VXnwXu/A5KMvW45l6LZZvYFt5x3IK1WD5zihv+jfR+hFjxSpmyJ1EFX9P86h4eCcYXvnCUshFc6RZtIIUWy2fQ9TL42lA358rUKlctXNua3b8Yvwvaun5LdH6KiIh0fsH3cK29d4sm2u+JaLHLhzzW0Hm9SIopj7HSTY+XiohIyigPfrzU0uOlIiIiIiLSeamlm4iIpIRNpoSPfF/Rnz4YDAOt4mSnJCIiIiIi0mqqdBMRkZTwke8rbvM+BMCB1lh+6Tg2yRmJiIiIiIi0Xqd+vHTu3Lnsu+++5ObmUlRUxAknnMCyZeHPhC9evJhDDjmE7Oxs8vLymDBhAtXVsT1/KyIiHWOpWRF43d/q2EFjREREREREEq1TV7otXLiQ6dOn8+GHH/Lmm29SX1/P5MmTqaxs7Nx58eLFHHnkkUyePJmPP/6YTz75hBkzZmDbnXrXRUS6nKW+xkq3S51Tk5eIiIiIiIhIAnTqx0sXLFgQMv3YY49RVFTEZ599xoQJEwC49NJLueSSS7jqqqsCy40YMaJD8xQRkeiW7WjpZmEx3BqU3GRERERERETaqEs19yorKwOge/fuAGzevJmPPvqIoqIiDjjgAHr16sXEiRNZtGhRszFqa2txu90hfyIi0v76WX0YZQ1jV2sImVZGstMRERERERFpky5T6ebz+Zg9ezbjx49n9OjRAKxY0dBq4sYbb+T8889nwYIF7L333hx66KH88MMPEePMnTuX/Pz8wF///v07bB9ERHZWxhhe8r3Fd+ZHcshOdjoiIiIiIiJt1mUq3aZPn86SJUt4+umnA/N8Ph8AF1xwAeeccw5jxozhrrvuYsSIEcybNy9inKuvvpqysrLA35o1azokfxGRnVk9nsDrNNKSmImIiIiIiEhidOo+3fxmzJjBq6++ynvvvUe/fv0C8/v0aRj9btSoUSHL77rrrqxevTpirPT0dNLT08PmZ9w7ibSvyjFeAw4LR59sfBsqQ6aBsHlNp+2BeTh2LwzEdR33NL4tSzDuxnxM5UbwecB2YmX3xlRuxMosxOrR8X3RZT//czzflOD9cEPc+xrvdHMxrZ5ZOEZ2i5qr67inwVsHDldg2jFgO57/lOErzW33PFMtpj0wD6vIBbkbMdUlWNm9w46Zv6xZuf1wDD064jFtWj4BrLwB2D0bWpR6l7+GKV8bKK/B77WFv+yZVe4u85l0xZh2vxxcPx8S9vk5j/gLZuuykLLXUtmooz7wOt2KrdLNddzTYeUv0vUy+NqQNrZvoFxF2s+OPJ7Rrm1Nz794vwvaun5Lkv3d0FRnO28Us/PkpZiKmcoxUzUvxUz9mEDY79J4791iFXw/Evw71+4zLqbYmfMOw7t0O74tVSlz/BRTMR19sskssuGi6OeAZYwx8Z02qcMYw8yZM3nxxRd59913GT58eNj7/fr1Y9q0adxyyy2B+WPGjOGoo45izpw5UbfhdrvJz8+nrKyMvLy8hO+DiIjAVlNK39oDATjSPoh/uh5IckYiIiIiIiKRxVpX1Klbuk2fPp2nnnqKl156idzcXDZu3AhAfn4+mZmZWJbFFVdcwQ033MCee+7JXnvtxeOPP87SpUt57rnnkpy9iIj4Bbd0c+nxUhERERER6QI6daXbAw80tISYNGlSyPxHH32UqVOnAjB79mxqamq49NJL2bZtG3vuuSdvvvkmQ4cO7eBsRUSkOSGPl+JKYiYiIiIiIiKJ0akr3WJ9Mvaqq67iqquuatO2am76EOuTMvAZsC3sHc/0Bk8DYfOaTttD83GOLybtmMEAeFe8jm/dYkzpisb9qtwIPi/YjtA+inqOJu2A37ZpP+JV/6+VeD9YT/2i9XHva7zTzcW0e2bi2L2QjBv3azFX74rXwVMDzgwcQ47Cu+J1PG9tp/7lGkxpTrvnmWox7aH52CNexOq2FlPVUp9uXqzcvjh2OwPHkKPCjmnT8glgFQzB7rt/wzLfPokpXxcor1bBEF7tXcXqwbszyzmlFaWugb/seZeXdZnPpCvGtPvm4Dp718A1LfD5/fdWTMmSkLLnLzdNyxlAnakLvI51IAXvitfDyp//evlxDy93jesFwJmrMjjOjAdnBr7/jQyUq0j72ZHHM9q1ren5F+t3wT2ex3nP9wljflrDoRtsxrqz41o/Fsn+bmiqs503itl58lJMxUzlmKmal2Kmfkwg7HdpvPdusQq+nwn+nWv3PSCm2DU3foj3mxJ8W6pT5vgppmLafbKp7hdbdVqn7tOtI/if013tvI08KzMhMa2+2eStnAZAzUMjoGJ9jCvaZMwuS0gOsXIPnodZV9mh24zItsivmdHiIoFjmVNMxvnLqHloBLVXnwXu/A5KMvW45l6LZcd4iu84bsFaLJ85xQ3/Rnh/U7aLw8/em7Od/8dvnRfHk3JAypQ9iSr4muZXc3c+GF/4whHKGcC3vh8YW/d/AEx1nMiDaTdH3W5L5dNnWRx/0YkAPPX4m+RWuiGnmLo5V6ZWuWrh2tbs/jXzXfCNbxkX1d/AVlOKEyevP/ExhZXVMa8fD52fIiIinV/I79I4791iFe33RLTYZRn3NVR0iKQYt6lmgOfKrt2nm4ikJg9eVrOB//mWJzsV6SRqaWzplqjHS/OsHAAs7ITES3UbTQmfmiUADGcgNlaSMxIRERER2bmp0k1E2k01NclOQTqJRA+kYGPxvOs+AGqsN4HSNsdMdaW4A6/Pd55Kd+tHoCp5CYmIiIiI7OR2jv/+F5GkqKY22SlIJ6GBFNqu1DRWuuWTm8RMREREREQEVOkmIu2o2qilm8SmthUDKUio7UEt3bpZzfcrISIiIiIiHUOVbiKScP6epPR4qcSqPvjxUkuVbq1RZsoDr9XSTUREREQk+VTpJiIJZ+2odtPjpRKr0MdLVenWGmrpJiIiIiKSWlTpJiIJF6h00+OlEqPaBA+ksDMKaemmSjcRERERkaRTpZuIJJy/0q1GLd0kRokevXRntJ2ywOtuqNJNRERERCTZVOkWq0QdKRus7MYflFZaduzBLUeCkoidlZ2WGqXEYUVdxErLBlfujmPaMG1leADTzsmlKBswsX94/uMWPi9SDLvh+EZYB2xq0pxA2/p0S5myJ1EFX9MaZ0a6XtnNlJnQgRRcMY5e2lysptsPvjakXLlq4drW7PnXzHeBv6WbjU0OWXGvH4+UO44iIiISnya/S+O9d4tVtN8TUcXwO1AkKWKtxjHG7KQ1ErFxu93k5+dTVlZGXp5aDojE4oDaU/jcfIeNTWX6V1iWviylZQ94nuJSzxwA5qXN5ZeOY5OcUeczqvYoVpg1dCef9RkfJDsdEREREZEuK9a6Iv0/tYgkXCaZAPjwUY8nydlIZ6DHS9vO39It39LIpSIiIiIiqcCZ7AREpOvJtNIDT/VWU6NKFImqlsbHS9NjfLxUGj3nXcAu1mDqqWeg1TfZ6YiIiIiICKp0E5F2kElG4HU1teSjljfSMrV0az1jDBfV30A5lQyy+rHI9XSyUxIREREREVTpFrPyg57B/FQHPsACctKgsj50GsLnNZm2e2fjnDyAzN8fCED9e9fiW/UWpmJT48bqK2loJmRBWnbDtDMDq2AI6b9c2GH7DFB91SI8/16Nb3lp3Psa93RzMTOc2EPyyV18aou51r93LdSWQnoBaRN+R/1711J3fxqe/xRAjav980yxmHbvbJyn/hErdwt4ahrKUthB21HW0nJw7HYGaRN+F3ZMw8onYGX3wh50GADe756Eugr85dXK7sWZ/dN4Zf+GZatNDbSiS7dA2dtY2WU+ky4ZMycN15RdA9c0v9qnJmJKV4SUPX+5aVrOAOpMcKVbbC3d6t+7Nqz8RbpeBl8bPK8d1ViuIu1nRx7PKNe2sPOvme+CdWyinIb9GWkNjnv91kj6d0NTne28UczOk5diKmYqx0zVvBQz9WNC2O/SeO/dYhVyPxL0O9cqGBJT7PL9/4FveRnUeFLn+CmmYuakUdHTaq7YhtBAClH4O8db7byNPCszITGtvtnkrZwGQM1DI6BifYwr2mTMLktIDrFyD56HWVfZoduMyLbIr5nR4iKBY5lTTMb5y6h5aAS1V58F7vwOSjL1uOZei2XHeIrvOG7BWiyfOcUN/0Z4vzQ7h0Fn9wDgc9c/GWUPizlnv5QpexJV8DXNr+bufDC+8IUjlDOAq+r/wN3exwH4j+sJxtt7R91ui+Uz6HoZfG2om3NlapWrFq5tze5fk++CN70fcGz9BQBc6pjK3LTL41q/NXR+ioiIdH4hv0vjvHeLVbTfE9Fil2XcBz5VWUjqcZtqBniu1EAKItLxguv8q6lJWh7Seejx0tZbZlYEXo+whiQxExERERERCabHS0Uk4aygardqapOYiXQWwZVu6ap0i9lK31q2mjIG0Ac3lexqD012SiIiIiIisoMq3UQk4UIq3Yxaukl0tWrp1iov+v7NXO+DAJxoT+Zn9p5JzkhERERERPxU6bYTuMfzOO/5PgFggr0vs5xTkpyRdHXBlW41aukmMQgeSCFNlW4xqwp6fLtAowSLiIiIiKQUVbp1YX/wPMxL3rcoN5Wk4WQDW/jC9x3V1HCV84JkpyddWmOlW5X6dJMY1FEXeJ1uxTZ6qUCVqQ68Ps3587jXf8rzCpd55uDFx6H2/jztujuB2YmIiIiI7NxU6daFfev7gU/NEgD2ZQ+2Urpj/o9JzEp2Bnq8VOKlgRRaJ7hSO4uMuNffYDZTSjkAS4MGZBARERERkbbT6KVd2DqzKfD6Ode9EeeLtAcHNj+z9mSoNYB7PU8wq/5W3vV+nOy0JIWFDqSglm6xqqKxpVs2WXGvX2rKA6+3mG0JyUlERERERBqo0q0LW89mAPLJpZfdg+7kh8wXaS8ZVjoL05/kNPsYfmAVf/E+zbn1Vyc7LUlhtUGPl6qlW+yCHy/NbE1LN7YEXm+llLKgSjgREREREWmbVj1eWl9fz8aNG6mqqqJnz55079490XmlHGtAHmz0gjFgWZDhgJom0xA+r8m0VZhJ2qH9A3Edg4/Au+odqC5p3Ji3BgwN3WI5MhqmbRdWXr+Y8zXGBFq0FVtFgX+3mTLWm00YY7Asq6UQAKQdNYj6t9Zg1lXEva9xTzcXM83GHhC9g3DH4CMwNduxMroFph0/q8W7yAv1zvbPM8ViWoWZUN8XsreBr66hLDXlL2vODByDj4h4TMPKJ+DOTGdt/8Hsbu+Cd+mz4KlpLK+ZhTgGHgxAnpVDGmnUUY+biqifYbBA2dta3WU+ky4ZM9NJ2lGDwj4/q9swjHttaNkLKht+/oFevvEtC8yLtdLNMfiI8PIX4XoZfG0IKVeR9rMjj2eUa1vY+Rdh34IfL822MmNaf3tuLs94HmeWcwrrCG35vMysZJy1R9Rjn/TvhqY623mjmJ0nL8VUzFSOmap5KWbqx4Sw36Wx3rvFK+R+JPh3bk6/mGLbuxTgW10O9b7UOX6KqZgZDqxuabA8+jlgGWNMLCdLeXk5f/vb33j66af5+OOPqaurw19x069fPyZPnsyvfvUr9t1331jCdRput5v8/HzKysrIy8tLdjox22bKKK4dD8Bh9gG86vorx9ddxBu+9wFYk/4ePa2uX1kqifeTbx3H111IOZVMdZzI9WkzWlz+oNrT+cR8g4VFZfpX2JYa2ApUmiom1Z2J21RiMPSgAA8edrOH85jrtmSn12kcWXcu7/o+AmBr+sdkWy0/Yrrct5pf1F9CidnOr5yn8qz3dZaZlVhY7GYN5ybHTI5xtu3mWkRERESkq4u1riimX7933nkngwYN4tFHH+Wwww7jn//8J19++SXff/89ixcv5oYbbsDj8TB58mSOPPJIfvjhh4TtiLTOOrMx8Dq4pVvj++rXTVrHtmyWsZL1bOZbE/1cz7WyATAYKoP6n5Kd2xaznW/M96xiHXXUU2wXMcAuZow9KtmpdSrxPl7qwMF35kc2s5Uvvf9j7Y7vCoNhifme9UGPm4qIiIiISNvE9HjpJ598wnvvvcduu+0W8f1x48Yxbdo0HnzwQR599FHef/99hg8fntBEJbq/e1/FYFjtW8/bvg8pogdpOBlpDQFgpDWEvaxdqTG1zKq7ldH2Lkx2jOd4x2FJzlw6kz4UYmFhMDFV3uaRE3jtpoJcstszPekkSmjstP84xyH8Ke26JGbTefkHUsgkI6ZWpAOsPmSRSRXVLDKfsbe1GxvMFn5kFQBlO0YyFRERERGRtoup0u3vf/97TMHS09O58MIL25SQtI4xht95HuBHswoHDn5m7cEIazAT7H25zDkNgFnOKcxyTuHmuvu43fcQH/m+4g3f+6p0k7ikWWn0ppANbGG9iT4oR67VWOlWbirA6tWe6UknsdWUBl4X0i15iXRy/j7dsmIcRMG2bHaxBvGl+R+luHnffMpB1j78aBoq3UqNu91yFRERERHZ2bRqIIVgbrebt99+mxEjRrDrrrsmIqeUVNb7rxhPeuMMi4ZOIIOniTCv6bTTxrF7ITkfngpA7ZMTMCVLwOcJWrCZIM5MMmZGruRYaday3KwGYKBVTDcrH2joyL6pfDuXHF82pbhZy0YqTBU5zfQDVLHfP/B+U9LQcWW8+xrvdEsxs5zkl14UMUe/2icnYKo2YWX1Iv2M96h9cgK1N0zErO7ZuIH2zjOVYjptXDdej+WsC5rZVONKVtEY0s94L+TdyOUTvrZhSY80YAM1W/KC4lhgO7EKRwdi5dJYttxURsghskDZ8/i6zmfSFWNa4BhTFLim+dXcWwSe6qAVCCkbW4JaurW2f8naJydgNn8ZmkyE62XwtaH+3umN5SrSfkaal6RrW/j5F75v/sdLIz1a2tz6bzid9Dq/b2C5A+y9ed/7KQDbia3SLenfDU11tvNGMTtPXoqpmKkcM1XzUszUjwlhv0uj3bu1Vuj9SFAidlpMscsKHoAqT/P70lU+E8XsdDHdjlpiEXel2ymnnMKECROYMWMG1dXV7LPPPvz0008YY3j66ac56aST4g3ZOdT7Gj8sCD3gkaabW6beh29TY8WDqdoEvvoWNhwUxNv8h/q9WckYRlFpVXOifTg3pM1sdtlZzil8Z37kce+LACwzKxhrjY64rG9TZeiPqiYpNTuvrdNN59V4I+YXsnjVJqhYH1jNVG3ClKYT8sG1d56pFLPeB3Z9Cws1WaUq/FHR5spnmg+KqvyfSXBcA776kFi5BLd0i73SLWLZa7q5SNOxLNOVPudkxzSEXNMCQq5XO1YIKhslZnvg3R5WQYSNRtcQq0kyEbYffG1otlw1Wb3ZeR14bWv2+yFo3/wt3ZqOXNrS+i6vj6edd/GcdwHr2cyxjoO5zftXAMpibOmWMt8NkXSG80YxO2deiqmYqRwzVfNSzNSN2eR3abR7t9Zq9n4m1tjB90qpdPwUUzGb+03RRNzDCL733nscdNBBALz44osYYygtLeVPf/oTt956a7zhJEHWmk18zrcsMysYaPWNury/nzeApWZFe6YmO7ng1pblVCQxE0klwZVuhWgk5dYwpnFwkizCK92aYwEnOA9nX8ceHO84jOHWoMB7sbZ0ExERERGR6OJu6VZWVkb37g0/kBYsWMBJJ51EVlYWxxxzDFdccUXCE5TYVO9o7QCQZUXv22ckQ+lHb3pZPdjo2wKO9sxOuiIXTmwcQFWLy+UFDZzgjqOlm3RtJTRWuvW0uiUxk86rHg9eGv73N5aRS5ua5ZwCgM/48A+OUmY0kIKIiIiISKLEXenWv39/Fi9eTPfu3VmwYAFPP/00ANu3bycjI/6bfkmMyqCKj1haPIy0h7CWjaw1Gyk26the4tfT6rHjVcuVbrlq6SYRhD5eqkq31vCPXAqRHy+NlW3ZFJDLdtxq6SYiIiIikkBxP146e/ZszjjjDPr160dxcTGTJk0CGh473X333ROdn8SoygS1dIuh0m2gVRxoGaHHS6U95Qa3dItjIAXpmipMFSfVzWCR77PAPI1e2jqVQZVusY5e2px8Kw9ALd1ERERERBIo7pZuF198MePGjWPNmjUcfvjh2HZDvd2QIUPUp1sSBbd4iOXxUtuyGWEN5kvzP5ab1dSaOtItV3umKDupXKux0q1Cj5fu9Cqp4n++5QxjALXUsYs9GJeVluy0OqXqoP9sac3jpcG6kcdPNPTpZozBsqxoq4iIiIiISBRxV7oB7LPPPuyzzz4h84455piEJCStUxXcp1uMP75GWEP40vwPHz5+NKvYzRreXunJTiwvaPRStx4v3el58FKPl152IQDj7D2SnFHnFfp4aVabYuVbuWDAi5dKqsmhbfFERERERKQVlW7Tpk1r8f158+a1OhlpvSoT9OMrxh9Lo6xhDKYfPa3urPCtYTdblW6SeN2tAva2RlFKOYt8n3FY7RQ8eNnTHsk9ab9NdnqSBOc4T+Qa54XJTqNT8xgPi31f0o/eGAzDrAFtircLgyhhG5ZlsclsJaeNlXgiIiIiItKKPt22b98e8rd582befvttXnjhBUpLS2OO8+OPP/LGG29QXd1QWWSMiTcVCRLc4iEzhsdLAUbYg1jJWj42X/MVS9srNdnJDbD68N/0Zzjd/jmFdONT8w0fmi+Z7/1nslOTJOmLBm9pqxJKmeW5lbVsJIsMLnWe06Z4mVYGS/iBb8z3/GTWJihLEREREZGdW9wt3V588cWweT6fj4suuoihQ4dGXX/r1q2ceuqpvP3221iWxQ8//MCQIUM499xz6datG3fccUfMucydO5cXXniBpUuXkpmZyQEHHMBtt93GiBEjwpY1xnD00UezYMECXnzxRU444YSYtwOQdtZIrE/d4DNgW9hFWfg2V4VMA2Hzmk7bQ/NxTurXGPegW/CueQ9T2jiYganaDD4v2A6srCJM1WasjO7YPUc3m19rHi8daQ0JvF7mizyYQsac8XgWrsXz3w1x72u8083FtHtkYO9eGHV/0g66BVNfhZWWFZjmN2XUv+TFlGW3e56pFtMemo+VfTJWt7WYmm1YWUVhx8xf1qycPjh3nxrxmDYtnwB2wRDs/hMA8HzzGKZiQ6C8Br8XLM/KIc/KwWGcQB1efC1+nv6y5/uxrMt8Jl0xpt0nG9e03cI+P8ce5+LbsiRQ9lb61rIwbwvv981gihVeFlsj7aBbwspfpOtl8LXBnrNnoFxF2s+OPJ7Rrm1Nz7/gfSszjaOMBo8QHOv6TY2wBgdeLzMrOJT9Wzz2yf5uaKqznTeK2XnyUkzFTOWYqZqXYqZ+TCDsd2nTezeg2fv6eATfjwT/znUU7xdT7LRfjcb3TQm+rTUpc/wUUzHtoizS+jvhsejngGUS1MRs2bJlTJo0iQ0bNrS43Nlnn83mzZt5+OGH2XXXXfnqq68YMmQIb7zxBpdddhnffvttzNs88sgjOe2009h3333xeDxcc801LFmyhO+++47s7OyQZe+66y7efPNNXn/99bgq3dxuN/n5+ZSVlZGXlxdzbh3tkNqz+a/5HIDy9C9Ii6Fj8npTT7faffHgYbQ1nE/TX2zvNEX4We3JfGWW4iINd8YXyU5HOsi5ddfwpO9lAL5wvcSudvT/pJHmfej7kkl1ZwIw3XEGd6Rd3aZ4i31fcHDdWQCc7ziFe9Oub3OOIiIiIiJdVax1Ra0aSCGS5cuX4/F4oi7373//mzfeeIN+/fqFzB8+fDirVq2Ka5sLFiwImX7ssccoKiris88+Y8KExlrzL7/8kjvuuINPP/2UPn36xLWNzsL/eKkTZ0wVbgBpVhrDrAEsNSv4wazCa7w4LEd7pilCOi4A6qjXKIk7kXVsCrwuTlBLt51ZmSkPvC6g7f8hFNzyeWkzLZ9FRERERCQ+cVe6XXbZZSHTxhg2bNjAv/71L6ZMmRJ1/crKSrKywh8N2bZtG+np6fGmE6KsrOFxoe7duwfmVVVV8ctf/pI///nP9O7dO2qM2tpaamtrA9Nut7uFpVOH//HSWB8t9dvb2g3LWDgtB0vM9+xp7doe6YkE+CvdAGqpI4O2nffSOYyxdsVjedlOWciIttI622n8biqw2l7p1s3KZxgDSCc9IfFERERERKQVlW5ffBH6OJht2/Ts2ZM77rgj6simAAcddBBPPPEEt9xyCwCWZeHz+bj99ts5+OCD400nwOfzMXv2bMaPH8/o0Y391Vx66aUccMABHH/88THFmTt3LjfddFPY/Po3fqJqaTV4DZbDwuqVhW9TVcg0EDav6bTdNwfHsAIcI7o1LL/te8z2Ffgq1gW2ZSo3gfFhWTZk98JUbsLKLMQuGIRj8OSIeftHL80mM7YDtsNB9j485XsFDCzwvc+edmilm3fZdnw/llL/+ea49zXe6eZi2oWZOAbnkXbkoBb3xbft+0AfAXb3XfBt+x7f927qF5diynLaPc9Ui2n3zcHK+wJyS6CqBLLDO6/3lzU7pzd2/wnY3XcJO6ZNyyeAlVOM3a3h8UDfmvfxVWwIlFf/e01j+aVbLtjxUHtLlW7+suddV9FlPpOuGNNRnI1zYr/ANS3w+a38N76ynwJl72a6YeWcit1tKFZ6Ylo3+rZ9H1b+Il0vg68NZkvPQLmKtJ8deTyjXduann/B+1bWP6ilWzOVZC2tH+m7pNDqxofmK771/UCtqWs4V5uR7O+GsH3tZOeNYnaevBRTMVM5ZqrmpZipHxMI+13a9N4NiHpfH4vg+5Hg37lWrzExxa5f8BPelWWYkpqUOX6KqZhWryzqusXWU1vclW7vvPNOvKuEuP322zn00EP59NNPqaur4ze/+Q3ffvst27Zt44MPPmh13OnTp7NkyRIWLVoUmPfyyy/z9ttvh1UUtuTqq68Oac3ndrvp378/Vb9cgNOKr0KrOVbfbPJWNlRQ1j1/LFSsj2k9r2XjmF0W8T3/46Wxjlzqd7C9X+D1Y54XyCCdWc7GFouVR76IWVcZV8x2YVvk18xocZHAscwpJuP8ZdQ9fyy1V58F7vwOSjL1uOZei2VHvxj4IHDcgrVYPnOKG/6N9H6EWH7BlWw11JJPbsTlUqbsSYvqCb2mBea/9AswEQbLaKFsxKul8hl8vQy+NtTNuTK1ylUL17bm9s9r2WyfcXtguqCZc6il9SN9lxRbvQIV4uvNZgZb/cKW8dP5KSIi0vkF38O1171btN8T0WJXnfBqQ+f1IimmekfDp2jsds4jzOjRo/n+++858MADOf7446msrOTEE0/kiy++iGn000hmzJjBq6++yjvvvBPSV9zbb7/N8uXLKSgowOl04nQ21DGedNJJTJo0KWKs9PR08vLyQv46A//jpfG2dBtk9+U653TmOefiwMG9nvlcX39Pe6QoAjR9vLQ+iZmIdF4hfbol6HHQvlZja9j1bE5ITBERERGRnVlMLd323ntv/vOf/9CtWzfGjBnTYsfnn3/+ebPv1dfXc+SRR/Lggw9y7bXXxp9tE8YYZs6cyYsvvsi7777L4MGDQ96/6qqrOO+880Lm7b777tx1110ce+yxbd5+qvAZHzU09EOXFWelG8C1zovYaEqY5mkY/e5b80NC8xMJFlLpZmpB4yiIxC24T7duCRhIAUIHuFhnNiYkpoiIiIjIziymSrfjjz8+MMjBCSec0OqNpaWl8fXXX7d6/aamT5/OU089xUsvvURubi4bNzb8SMjPzyczM5PevXtHHDxhwIABYRV0nZm/lRvE/3ipXw8aH8EsMdvbnJNIc4L7iaqlLomZiHRepaax0i3fivx4abyCW7qtM5taWFJERERERGIRU6XbDTfcEPF1a5x55pk88sgj/P73v29THIAHHngAIOxR0UcffZSpU6e2OX5n4e/PDeJ/vNQvzUqjgDxKcVOCKt2k/TTt001E4ldK4+Ol3UhMv5V9rcb/pFpv9HipiIiIiEhbxT2QwieffILP5+NnP/tZyPyPPvoIh8PBPvvs0+L6Ho+HefPm8dZbbzF27Fiys7ND3r/zzjtjzsWY+DtUbM06qewez+Ms8L4XmM6idS3doGHkulLjVks3aVfppAVeq083kdbxt3Rz4Gj1f7Y0VUzw46Vq6SYiIiIi0lZxV7pNnz6d3/zmN2GVbuvWreO2227jo48+anH9JUuWsPfeewPw/fffh7zXUl9xEmq+9yXu9zxJhakiAxd7MpLd7OFc4jy71TELKeBHVlFGOXWmHpeVFn0lkTilB7d0M2rpJtIa+eSyhzWCAvIS9t1ZTBH7WXtRQVVItwUiIiIiItI6cVe6fffdd4FKs2Bjxozhu+++i7r+O++8E+8mJYJlvhV8YRqO9zhrT3pa3djTHsle9q6tjllodYcdDQG3UkofeiYiVZEQwX261alPN5FW+db8QAnbGWz1i75wjNJtF8vNarawLaTPOBERERERaZ24K93S09PZtGkTQ4YMCZm/YcMGnM64w0kcDPCX+n+wma38YH4KzP9r2s2MtIe2OX6h1S3wusRso4+lSjdJvIyg0UtrVOkm0ipuKgDIJTvKkvHpa/Vii9nGBrbgNV4cliOh8UVEREREdiZx15JNnjyZq6++mpdeeon8/IbOm0tLS7nmmms4/PDDo65/8MEHt/gozNtvvx1vSjsNHz5meW8BYBdrUGB+cOfXbVFIY6XbFvXrJu0kHY1eKtJWdTv6Q8wlJ6Fx+1q9+NL8Dy9eNrNNLZ5FRERERNog7kq3P/7xj0yYMIGBAwcyZswYAL788kt69erF/Pnzo66/1157hUzX19fz5ZdfsmTJEqZMmRJvOh0m+z8nkbHeAz4DloXVIwOzrSZkGgib13TaLszE7tPYMiH99IWYyg2YqpLAPFOzDYwB28ZK74ap2YaVXsA01x3AeoDAYAe5ZJNrJaalQ3BLt2s9d1LsLeKI98YybcupeL/fHve+xjvdXEyrIB27d/R9TD99IRgv7GiZkX76QtImVeD9rhxTmdnueaZaTLswEzLGYWWWYWpLsdK7hR0zf1mzsgqxC0dHPKZNyyeAlVmIldMHAF/JN5iqrYHyGvxexM8pqE+3WtN8pVvOf0/Ft6ESX0l1l/lMumJMq0cmzj0Kwz4/1y/fx1RuDCl70cpGvNJPXxhW/vzXy+DtBF8bXD/PDZSrSPvZkccz2rWt6fnn37eynGzgQgDyWrj+N7d+S59BsRU8mMLGZls8+8/PZH03NNXZzhvF7Dx5KaZipnLMVM1LMVM/JhD2u7S97t2C70eCf+faBcNjip39YcM9hymtTZnjp5iKafXIwJvhgYlXRi3DcVe69e3bl6+//ponn3ySr776iszMTM455xxOP/100tKid7x/1113RZx/4403UlFREW86Hca5V0/SJ+QlPK6V0xsrp3dMy/5U+wiYhkq3sh2PFvW1eiUsl2PtQ9glbRAve99mmVmB21SwqXcVzv5FOPcuih4gyZoeRyunN47h4BiepIRSQts+t1jKpyPG8uuXYQW3dGt+IAW7T3bIjYB0LnbRHsAe7boNK6d3TOUvuAxbOXSactXc+VfqW4O/kWhLLd3i+X7xC/5OWW82N7uc//zsDN8NIiIiEl173bu15n4kmHOvnrCXWt5L6nG6Y+sDuVWdsGVnZ/OrX/2qNas268wzz2TcuHH88Y9/TGjcrsQYE3jtxQuEtkpoq6H2AIYygB/MKrb4tgGQZyX20SWR0MdL65OYiUjnVE5l4HVLLd1ao5jGSrd1ZlNCY4uIiIiI7GxiqnR7+eWXYw543HHHtSqRxYsXk5GR0ap1dxbVVi0YsLEoII8sMtndGpHw7cxyTmEWUxIeVwQgI+jx0poWWrqJSGT+QRQg8QMpDLb7sQuDqKaGV7zvcJzj0IS2qBYRERER2ZnEVOl2wgknxBTMsiy8Xm+Ly5x44okh08YYNmzYwKeffsp1110X03aSofKcN+FLd8MzvLaFVZiJKakOmQbC5jWdtofkkXboAFznNfSf5fl6Hr7V72DKfgpsy1SXgPGBZWNlFmKqS7DSC7i22wbOOiyH3vTkHMdJAFyXNr1d97vu4SXUv7UG7ycb497XeKebi2kVpOPYvZCsxya3mKvn63lQXwlp2Tj3mIbn63nUP1tJ/UsWlGe1e56pFtMekofjgHlYBesa+mbIDO93y1/WrKwiHLufg3OPaWHHtGn5BLDyB2EPOBgA7zePYqo2B8qr/72msfxiHUjBX/Z8K8u6zGfSFWNaRVmknz86cE0LfH6vn4cp+Tak7EUrG/HyfD0vrPz5r5dW4W64jno4sJz/2uD7eFygXEXaz448ntGubU3PP/++9etRCIc0LJPbQmvk5tYPPjZNHWTvwyXOKczw3MQas5F/exdxjvOksOWS/d3QVGc7bxSz8+SlmIqZyjFTNS/FTP2YQNjv0va6dwu+Hwn+nWv33iem2FVT/433m5KGPt1S5PgppmJahZlU9o/twVHLBD+z2AGmTp1K8Oiltm3Ts2dPDjnkECZPbrlSJRncbjf5+fmsdt5GnhV+o98aVt9s8lY2XFxqHhoBFetjWs9rQY8LBzLMGsj5jlOAhlZp7ck9eB5mXWX0BdubbZFfM6PFRQLHMqeYjPOXUfPQCGqvPgvc+R2UZOpxzb0Wy47xFN9x3IK1WD5zihv+jfR+hFh+C70fc0R9Q/m/3HEut6ZdGnG5lCl7ElXwNc2v5u78hpuqplooG/FqsXxaNhmzy0KXyymmbs6VqVWuWri2Nbd/xrLoduEAAP7ovJIZzrPiWj/42ETylPcVptVfDcBdzmu4yPnLsGV0foqIiHR+Ib9L2+neLdrviWixyzLua6joEEkxblPNAM+VlJWVkZfXfP//rerTza+mpibuR0Ife+yxtmxSgByy2r2yTaS9pAcNpFCnPt1E4hZ829nSQAqtlUnj93oVNQmPLyIiIiKys7DjXcHr9XLLLbfQt29fcnJyWLFiBQDXXXcdjzzySNT1hwwZwtatW8Pml5aWMmTIkHjT2Sllk5XsFERaTX26iSROewx2kxl0jlar0k1EREREpNXirnT73e9+x2OPPcbtt9+Oy9XYYmX06NE8/HDkPmKC/fTTTxH7fautrWXdunXxprNTyrFU6SadV6x9uolIdDnt8J8wGUEt3WqMKsZFREQklNd4uabuDs6u+w3T627kfd+nyU5JJGXF/XjpE088wV//+lcOPfRQLrzwwsD8Pffck6VLlza7XvAIqG+88Qb5+Y39bHm9Xv7zn/8waNCgeNPZKbXHjyyRjhJc6VZjVOkm0hbt0tLNUks3ERERad4H5nPu9D0amP7Rs5o3XPOSmJFI6oq70m3dunUMGzYsbL7P56O+vvn+mfwjoFqWxZQpof2RpaWlMWjQIO64445409kpZSdoQAeRZAju022h72Pu8TyuPgpF4mCCenXLa4c+3bKCWrpV6xFwERER2eEez+O85/uEpb4VIfPXmU1Jykgk9cVd6TZq1Cjef/99Bg4cGDL/ueeeY8yYMc2u5/M1jIQyePBgPvnkEwoLC+PdtOygPt2kMyukG6+k/YU/eB7iC/M/7vXMZ09rVyY5xiU7NZFOwcJiD0Yw0h7CAKtPwuOHDKRgqhMeX0RERDqXelPPvnUnUW1qMRgG0IdcslnGSqqpYb3ZjDEGy7KSnapIyom70u36669nypQprFu3Dp/PxwsvvMCyZct44oknePXVV6Ouv3LlylYlKo2yUUs36bzSLReHO8bzV+8/KDeVlFPJJkqSnZZIp9Lf7sNYezTZ7dDHZ4alwU5ERESk0UZKWGoaWrf1ogf5di755FJhqvjRrKKKakpx0438KJFEdj5xV7odf/zxvPLKK9x8881kZ2dz/fXXs/fee/PKK69w+OGHxxSjsrKShQsXsnr1aurqQvt0uuSSS+JNaaejgRSkK5hsH8grvrcBddYuEg8bi+dd97Vb/Ew9XioiIiJBgh8fPdFxBHelXQPA+fW/5UfvqsAy3SxVuok0FXelG8BBBx3Em2++2aoNfvHFFxx99NFUVVVRWVlJ9+7dKSkpISsri6KiotStdMtyQvBTNrYFPhM6DeHzmk5nOLCHd2uc1W0YvppS8AZ1Vm18ja8tG4wPg0V5WsOsjhxIwR7eDe/2WqjyBM2McV/jnW4upgXkNfYD1myu3YZhXHlY2UWBabtPFb7yXDB2++eZajEzHODNBLsaMA1lqSl/WbNs7G7hfTVGLJ8AjozA8r7KjSFxgt9rSfCACnURRjENlL0ab9f5TLpiTNsKuaYFuHKh1k1I2YuxbMTK7jYsvPwZH2A1bD9oOf+1IaRcRdrPSPOSdG0LO/8i7FtLWrt+JtEHUkj6d0NTne28UczOk5diKmYqx0zVvBQz9WNC2O/Slu7d1pvNgcX6Wr0aX9P4er3ZzGh2oamQ+5Hg37nOrNjuC/NcUFYLppX72lk+E8XsfDHTneAmqpgr3bZv387f/vY3pkyZQl5eXsh7ZWVlPPHEExHfa+rSSy/l2GOP5cEHHyQ/P58PP/yQtLQ0zjzzTGbNmhVrOh0uf815UfetNVwn/yum5eZ5nuNiz41Ax/bplvPv/+uwbbVV02PpOvlfuE5OUjIp46I2rR1r+WyNjKABFWoiVLp1prIn4TIuXtvu24i1fAYv15muCW09/1q7fkZQpVtzrVB1foqIiHQtLd27rfPMD7wutooCr/sGvV5rNkZct633M/mbf9Wm9UXai+V2Q/6voy4XoelLZPfddx/vvfdexIqn/Px83n//fe69996ocb788kt+/etfY9s2DoeD2tpa+vfvz+23384111wTazo7nZ87DuZs+wROs4/hMMcByU5HpM2CW7qp3yiR1GFbdqDirQoNpCAiIrKzWx/0eGlw67be9GRPayS7WyOabR0vsrOLudLt+eef58ILL2z2/QsuuIDnnnsuapy0tDRsu2GzRUVFrF69GmiouFuzZk2s6ex0iqwe7GYPZ4w9iv7tMFqdSEcLbk1TG6Glm4gkj/8RU/XpJiIiImuDK92CHi/Ns3L4yizlG7OMDWZLMlITSXkxP166fPlyhg8f3uz7w4cPZ/ny5VHjjBkzhk8++YThw4czceJErr/+ekpKSpg/fz6jR4+ONZ2d0iznlGSnIJIwruCWbhpIQSSlZJLBdtw6N0VERAQXaexhjaDUuEMeL821sgOv3VQkIzWRlBdzpZvD4WD9+vUMGDAg4vvr168PtGBryZw5cygvLwfgd7/7HWeffTYXXXQRw4cPZ968ebGm0+Hco57AlEBDD44WuGyo84VOQ/i8JtNWQTrOSf3IeuKIhsVfPxff6oVQW9a4MV9Qqx/b1TBtOyG7Nxnnftv+Oxuk6uw38Ly7FrO5mnj3Ne7p5mI6Law+2eT9MLXFXOtePxeqt0JmD1xHPULd6+dSd3tvvJ8Ugcdu/zxTLKZVkE7axb/DyiwD42koS035y5rtwh5+HK6jHgk7pmHlEyAjH7v/xIYQP7wcEsf/XtNYTQX36VZHfdj7gbJXWttlPpMuGdPlIO2EoYFrml/NI7tBxcbQshdj2YhV3evnhpe/CNfL4GuD5++nNJarSPvZkcczyrUt7PyL87ugLetnWOlgmh9IIenfDWE728nOG8XsPHkppmKmcsxUzUsxUz8mhP0ubene7YND1vGTWUt38smyMvHLIyfwutxUEknI/Ujw79ysnjHdF7qHP4bZUAkekzrHTzEV02VTnudrrtiGiLnSbcyYMfzzn/9kv/32i/j+iy++yJgxY1qMYYyhqKgo0KKtqKiIBQsWxJpCUplNVRC4wJjGke8iTje/jNlYhef9dYG5vrWLoGoTzfKPOuetg/L275i8Kc/76zAbq4LmxL6vrZ9uMq/OYNZE/58T39pFULEecooD095vzoI6u2PyTLGYZmMVpJU0jrLSdATSYN6ahuPXRLPlszJo+eC43prQ91oQ0ll7hEfYwssedPbPpEvGrPGGXNMCytcSGKHKX0ZiLBux8q1dFF7+IOx6GXxt8Lw/PkK5glS8tkU8/+L4LmjL+llkAM0/XpoS3w0RdZLzRjE7YV6KqZipHDNV81LMVI7Z9HdpS/du603DQH7BrdwgtKVbOZEr3Zr/PbEppvtCs6ai8fdMCh0/xVRMUx1b38d29EUazJgxgzvuuIP77rsPr7dxg16vl3vvvZe77rqL6dOntxjDGMOwYcPUd5uIhAykoD7dRFJLZqDSrQZjTJKzERERkWTx4Qs8ldLX6h3yXnBLNz1eKhJZzJVuJ510Er/5zW+45JJL6N69O2PGjGHMmDF0796d2bNnc9lll3HyySe3vDHbZvjw4WzdurXNiYtI5xYyeqlRpZtIKonWElVERER2Dl4aH6Fr2tItg3ScOx6ea+7xUpGdXcyVbtDQB9uHH37I1KlTKS4upk+fPpxzzjksXryY3//+9zHF+P3vf88VV1zBkiVLWpWwiHQN6SF9uqnSTSSVZFoZgdcawVRERGTn5TWNT7kFj1wKYFkWuTQ8eqqWbiKRxdynm9+4ceMYN25cqzd49tlnU1VVxZ577onL5SIzMzPk/W3btrU6toh0HmpJI5K6MoPOz4bBFPKTl4yIiIgkTXBLt770Cns/lxy246ZCLd1EIoqp0m316tXNjloaybp16+jbt2/E9+6+++6Y44hI16U+3URSl79PN4AHPX/nlrTZyUtGREREksZL8y3dAPKsbDDgbmYgBZGdXUyVbvvuuy8nnHAC5513Hvvuu2/EZcrKynjmmWe45557+NWvfsUll1wScbkpU6a0PlsR6TIy1KebSMq6zHkO1Z5aPvJ9yZPel7nZOQvLspKdloiIiHQwg2E3hpFupdPb6hn2fu6OwRSqqaHe1JNmpXV0iiIpLaZKt++++47f/e53HH744WRkZDB27FiKi4vJyMhg+/btfPfdd3z77bfsvffe3H777Rx99NEtxlu+fDmPPvooy5cv55577qGoqIjXX3+dAQMGsNtuuyVkx0QktTlxYmFhMOrTTSTF7GGPZKspZSMlANTjwYVuokVERHY2Xrx8y49goMjqEfZ+npUDOwY6L6eK7uqSQiRETAMp9OjRgzvvvJMNGzZw3333MXz4cEpKSvjhhx8AOOOMM/jss89YvHhx1Aq3hQsXsvvuu/PRRx/xwgsvUFHR0OHiV199xQ033NDG3RGRzsKyrEC/burTTST1ZAUNplBFdRIzERERkWQJ7tOtR4QKNf9ACgBuo8EURJqKayCFzMxMTj75ZE4++eRWb/Cqq67i1ltv5bLLLiM3Nzcw/5BDDuG+++5rddz25tinF3xf3VCLb4GV58K460KmgbB5Taftfjk4Jw8MxHWOnop31ZuY8vWNG6tzg/GBZYMrr2HamYXdfZeO3GUAXNN2w/Pv1Xi/2xr3vsY73VxMKzsNe5duUXN1jp6KqSvDcuUHpn0n+PC87sVUZ7R7nqkW0+6Xg+XbA3I3Qn1VQ1lqyl/W0gtwjg5/9Dti+QSsnL44Bh0GgGfJY1BbFiivwe9Fk46LamqopT7sPX/Z860t7zKfSVeMaeW7cE0Lb6Fs9x2Pb/v3IWUvnrIRC+foqWHlL9L1MuTaEFSuIu1nRx7PaNe2sPMvzu+Ctq6fFdSvWyXVFNB4DUn2d0NTne28UczOk5diKmYqx0zVvBQz9WMCYb9Lm7t3e77/RgAKyIv46GiulRN4XRGhX7eQ+5Gg37lW911jui90HFiM7/vtmMr6lDl+iqmYVp4LR+9c+DBqEcYyxpjoiyVOTk4O33zzDYMHDyY3N5evvvqKIUOG8NNPPzFy5Ehqamo6Mp2o3G43+fn5lJWVkZcXodJCRFptUM0kNlJCf/rwQ8abyU5HRIJMq7uap3yvALDE9S+G2QOjrCEiIiJdTa+a/SmjnGHWQJak/yvs/Svr/8A93scBeNv1BAfYe3d0iiJJEWtdUUyPlyZSQUEBGzZsCJv/xRdfNDviqYh0Ta4dgymoTzeR1BP8eGmlHi8VERHZ6dSbespoeDqgkIKIy4yyhvEza0/605vVvvDf+SI7uw6vdDvttNO48sor2bhxI5Zl4fP5+OCDD7j88ss5++yzOzodEUmiDMvfp5sq3URSTRaZgdfq001ERGTnU0Jp4HWh1T3iMnlWDh+Zr1jDRlawpoMyE+k8OrzSbc6cOYwcOZL+/ftTUVHBqFGjmDBhAgcccAC//e1vOzodEUmi9B2jIdaq0k0k5YRUupnU6vpBRERE2t9Wsz3wutDqFnGZkdaQwOv/+Za3e04inU1cAynU19dzwQUXcN111zF48OBWbdDlcvHQQw9x3XXXsWTJEioqKhgzZgzDhw9vVbyOUtbjQYyVGX3BGFh9s8lbOQ2AmodGQMX6KGv4V7TJmF2WkBxi5R48D7MuvEPMDmdb5NfMaHGRwLHMKSbj/GXUPDSC2qvPAnd+ByWZelxzr8WyY+y2ccdxC9Zi+cwpbvg30vsRYkUSPHqpMQbLsgLvpUzZk6iCr2l+NXfnN3SU21SMZSMWLZbPoOtl8LWhbs6VqVWuWri2Nbt/MX4XtHX9lkYv1fkpIiLS+YX8Lo1w7zYM+DbbwW5n96OQyJVuQ60BOHDgxcsysyLs/Wi/J6LdF5Zl3Ae+Du2GXiQmbhPbkyBxtXRLS0vj+eefb1VCTQ0YMICjjjqKX/ziF62ucJs7dy777rsvubm5FBUVccIJJ7BsWeNJu23bNmbOnMmIESPIzMxkwIABXHLJJZSVdWzFlYhE5u/TDaAuwgimIpI8waOXVqGWbiIiIjuz5lq6uaw0hlkDAPjW/MiJtdM5qW4G93ge78j0RFJW3I+XnnDCCfzzn/9s00YfeeQRRo8eTUZGBhkZGYwePZqHH3447jgLFy5k+vTpfPjhh7z55pvU19czefJkKisb/vd9/fr1rF+/nj/+8Y8sWbKExx57jAULFnDuuee2KX8RSYwMq7HSTY+YiqSW0MdL1aebiIjIzigNJ6fYR3GsfUizy/zOeRkvpT3AhfbprDRr+cD3Gfd65vO298MOzFQkNcX1eCnA8OHDufnmm/nggw8YO3Ys2dnZIe9fcsklLa5//fXXc+eddzJz5kz2339/ABYvXsyll17K6tWrufnmm2POZcGCBSHTjz32GEVFRXz22WdMmDCB0aNHh7TMGzp0KL/73e8488wz8Xg8OJ1x776IJJD/8VJoeMQ0j5wkZiMiwbIsDaQgIiKys3PiYKw9mqH2gGaX+bnjYACWmhXYxqbUlFNKORvZ0lFpiqSsuGudHnnkEQoKCvjss8/47LPPQt6zLCtqpdsDDzzAQw89xOmnnx6Yd9xxx7HHHnswc+bMuCrdmvI/Ntq9e+SRVfzL5OXlNVvhVltbS21tbWDa7Xa3Oh8RaVk/ejOaXbCsHS1prOjriEjH0OOlIiIi0t0qYJZzSkzLznJOoYA8LvBcB2ggJhFoRaXbypUr27TB+vp69tlnn7D5Y8eOxePxtDquz+dj9uzZjB8/ntGjR0dcpqSkhFtuuYVf/epXzcaZO3cuN910U6vzEJHY1Vn1LOF7MFBGRbLTEZEgGr1URERE4tXSQEwiO6O4+3Rrq7POOosHHnggbP5f//pXzjjjjFbHnT59OkuWLOHpp5+O+L7b7eaYY45h1KhR3Hjjjc3GufrqqykrKwv8rVmzptU5iUjLgkdBKgkaklxEkk83zSIiIhKvkP+00/2DSPwt3aZNm9bi+/PmzYsa45FHHuHf//43++23HwAfffQRq1ev5uyzz+ayyy4LLHfnnXfGlNOMGTN49dVXee+99+jXr1/Y++Xl5Rx55JHk5uby4osvkpaW1mys9PR00tPTm31fRBKnp9X4KHgJqnQTSSXZZAVe66ZZREREYhFc6VapgZhE4q9027499IdxfX09S5YsobS0lEMOaX5EE78lS5aw9957A7B8+XIACgsLKSwsZMmSJYHlLCt6507GGGbOnMmLL77Iu+++y+DBg8OWcbvdHHHEEaSnp/Pyyy+TkZERIZKIJEMPqyDwusRsS14iIhImpE83PV4qIiIiMQhuKV+tPmFF4q90e/HFF8Pm+Xw+LrroIoYOHRp1/XfeeSfeTTZr+vTpPPXUU7z00kvk5uayceNGAPLz88nMzMTtdjN58mSqqqr429/+htvtDgyM0LNnTxwOR8JyEZH49SSopZspTV4iIhImU4+XioiISJw0EJNIqLgr3SKxbZvLLruMSZMm8Zvf/CYRIWPi7xtu0qRJIfMfffRRpk6dyueff85HH30EwLBhw0KWWblyJYMGDYp5W+k3/AzHp27w+sBpY/fJxre+MmQaCJvXdNoeko9z316BuGlHPoxv42eY0sYBKkzFBsALOLBy+mAqNmBl98TqMSr2g5MgWY9NxvPJJjyL1se9r/FONxfTLsrEMbpH1FzTjnwYvLXgSA9MW3nbqH+tArbltHueqRbTHpKP1f9KrIL1mMotWDl9wo6Zv6xZOf1wjDw54jFtWj4BrILB2L3HAuBd+hymYi3+8hr8XjSFVlCfboS2dPOXPd+Ksi7zmXTFmPaAXFyn7BL22ToOmoPZ+l1I2YunbMQi7ciHw8pfpOtl8LXBucvgQLmKtJ8deTyjXduann/xfhe0df3skD5ZQm+ak/3d0FRnO28Us/PkpZiKmcoxUzUvxUz9mEDY79JE3bs1fbw0+H4k+Heu3e+AmGJn3D4e75Kt+LZUp8zxU0zFtPtkk17sgOuinxOWMcbEdPZE8dprrzFlyhS2bNnS4nI1NTXce++9vPPOO2zevBmfzxfy/ueff56IdBLG7XaTn59PWVkZeXl5yU5HpEtZZdYzonYyAP9nH87fXXclOSMR8as1deTXNnQHMZh+/C9jQZIzEhERkVS3wWxhcO3BABxnH8Izrj8lOSOR9hFrXVHcLd2CBzqAhn7VNmzYwL/+9S+mTJkSdf1zzz2Xf//735x88smMGzcupr7bRKRr6qnRS0VSlos05jnncKPnXiqp5ur6PzI37fJkpyUiIiIpTI+XioSKu9Ltiy++CJm2bZuePXtyxx13RB3ZFODVV1/ltddeY/z48fFuWkS6mCwrkywyqaJao5eKpBjLsjjKMZFpnmsA+MosTXJGIiIikuqCK900eqlIKyrd2joQQt++fcnNzW1TjGSo+dMX2Ans0805sR8A3jXvx9WnW9rY6R26356Fa1OmT7f0S8a0mKt3zfv4+21y9D8I75r38fx3J+/TbcCCuPp0c/Q/KOyYtrZPt6axmrO7tQuVppqeQf27BZc99emW2jH9fbr5r2l+9Z/9udl+QWItG9F417zfYp9u/utl8LXBrEi9Pt2au7Y1Pf/i/S5o6/oABeQFKsbXmU2B+cn+bmiqs503itl58lJMxUzlmKmal2Kmfkwg7Hdpou7d0qw00nBSj4dqakLuRyL16RYtdu2fvlCfboqZkjFrimMbmDNhfbrF6vXXX+dPf/oTDz74IAMHDuzITbeK/znd1c7byLMyo68QA6tvNnkrG1oF1jw0AirWx7iiTcbssoTkECv34HmYdZUdus2IbIv8mhktLhI4ljnFZJy/jJqHRlB79Vngzu+gJFOPa+61WHaMp/iO4xasxfKZU9zwb6T3I8RqzgG1p/C5+Q4bm4r0L7EtG0ihsidRBV/T/GruzgfjC184jrIRTYvlM+h6GXxtqJtzZWqVqxaubc3uX4zfBW1d32/32p/zg/mJXLLZktEwOJHOTxERkc4v5HdpAu/detXsTxnl7GIN5uMnvm/x90S02GUZ94GvQ6ssRGLiNtUM8FyZ+D7dBg8e3GI/bCtWrGhx/X322YeamhqGDBlCVlYWaWlpIe9v27Yt3pREpBMrtLqDAR8+tuOmBwXJTklEghRbRfxgfqKcStymgjwrJ9kpiYiISArLIoMyyqk0VclORSTp4q50mz17dsh0fX09X3zxBQsWLOCKK66Iuv7pp5/OunXrmDNnDr169dJACiI7ucKQwRS20cMqSF4yIhKmL70Cr9ebTap0ExERkRZlWZlgoFoDKYjEX+k2a9asiPP//Oc/8+mnn0Zd/7///S+LFy9mzz33jHfTItIFFQb15VZCKSOSmIuIhCu2igKv15pNjGRoErMRERGRVOcfTEGjl4qAnahARx11FM8//3zU5UaOHEl1tUYxEUlF//K+y6z6Wzmy9lxOqpvBNlPa7tsMqXQzerxcJNXsYg1mD2sEI60hzPE8wEl1M6jQ4yIiIiLSjCwa+kKvoTbJmYgkX8Iq3Z577jm6d+8edbnf//73/PrXv+bdd99l69atuN3ukD8RSZ6T62fyF+/TfGq+wW0q8NH+nZaGPl5a2u7bE5H4nO08gY/Tn+ck+wgcOHCbCkwHXBtERESkc8oKGoBQ9wyys4v78dIxY8aE9MNmjGHjxo1s2bKF+++/P+r6Rx55JACHHnpoyHxjDJZl4fV6401JRBLAhy/wpZhJBnlWDjbt3+di6OOlaukmkqryrJxAf24WFugmWkRERCLwP14KUGEqyU1iLiLJFnel2/HHHx9S6WbbNj179mTSpEmMHDky6vrvvPNOvJsUkQ7go3GI8Mn2gTzimkON9SbQvo+RhT5eur1dtyUirTfLOYVZTAHAbc3DUJnkjERERCQVXeO8kEJPN97wvU8F61TpJju1uCvdbrzxxjZtcOLEiW1aX0TaR3ClW3BFWHvrSeNj6ap0ExERERHp3Mbao3HzCBsp6ZDuakRSWdx9ujkcDjZv3hw2f+vWrTgcjphivP/++5x55pkccMABrFu3DoD58+ezaNGieNMRkQTxmeRUuhXSjWEMZA9rBGnx/z+AiIiIiIikmBHWkGSnIJISLGNMXFXPtm2zceNGioqKQuavX7+eoUOHRh2Z9Pnnn+ess87ijDPOYP78+Xz33XcMGTKE++67j9dee43XXnst/r1oR263m/z8fMrKysjLy0t2OiLt5iHPM8z03AzAA86bOMd5Uods1xhDQe1YaqljN2s4n6W/2CHbFRERERGR9vEP72tMqf8NALc4Z3OF87wkZySSWLHWFcXcrORPf/oTAJZl8fDDD5OTkxN4z+v18t5778XUp9utt97Kgw8+yNlnn83TTz8dmD9+/HhuvfXWWNMRkQQrofHRzo5s6WZZFsVWESvNWtaZTR22XRERERERaR8jg1q6LfWtSGImIskVc6XbXXfdBTS0SnnwwQdDHiV1uVwMGjSIBx98MGqcZcuWMWHChLD5+fn5lJaWxpqOiCTYVpOcSjeAYnqxkrWU4qbSVJFtZXXo9kVEREREJHF2sQZxv/NGRtpD2NUamux0RJIm5kq3lStXAnDwwQfzwgsv0K1b636U9+7dmx9//JFBgwaFzF+0aBFDhui5b5Fk2RJU6RY8uEFH6Gv1wt/H6nqzmeHWoA7dvoiIiIiIJE6mlcE058nJTkMk6eLutfydd95p0wbPP/98Zs2axbx587Asi/Xr17N48WIuv/xyrrvuujbFbk8VR7yI+b66oWLAAivPhXHXhUwDYfOaTtv9cnBOHkjGdT8DwLN4Lt5Vb2LK1zdurM4NxgeWDa68hmlnFnb3XXD9omP7vKu55SM8/16N97utce9rvNPNxbSy07B36UbOWye2mKtn8VxMXRmWKx/n/lfjWTyXukd8eF7PxlRntHueqRbT7peD87g/Qf5GqK9qKEtN+ctaegEnjOrP0n1GUkEV3ckPHNOw8glYOX1xDDqsYZklj0FtWaC8+t9z7n91LEUMgL5WYx+R68xmhjMoUPZ8a8u7zGfSFWNa+S5c03YLXNMCRevZo/Ft/z6k7LWmbLTEs3huWPmLdL0MvjZ43jokUK4i7WdHHs9o17aw8y/O74K2rt+SZH83NNXZzhvF7Dx5KaZipnLMVM1LMVM/JhD2u7S97t1C7keCfuda3XeNKXbFYS/g+347prI+ZY6fYiqmleeionds45LGPZACwNq1a3n55ZdZvXo1dXV1Ie/deeedLa5rjGHOnDnMnTuXqqoqANLT07n88su55ZZb4k2l3fk7x1vtvI08KzMhMa2+2eStnAZAzUMjoGJ9lDX8K9pkzC5LSA6xcg+eh1lX2aHbjMi2yK+Z0eIigWOZU0zG+cuoeWgEtVefBe78Dkoy9bjmXotlx3aKb85OZ5eze+PESXn6F1iW1XL5zClu+DfS+zs+g1jd55nP5Z7bAHgkbQ5nOI5LnbInUQVf0/xq7s5vuKlqKs6y0ZIWy2fQ9TL42lA358rUKlctXNua3b8Yvwvaun5LdH6KiIh0fiG/S9vp3i3a74loscsy7gNf3FUWIu3ObaoZ4LkycQMp+P3nP//huOOOY8iQISxdupTRo0fz008/YYxh7733jrq+ZVlce+21XHHFFfz4449UVFQwatSokIEZRNqiwlRxRt0M/mKqSEt2Mp2Ij4Yv2UIKsCyrQ7ddbPUKvL7d8zAveP/NvWYk2R2ahYiIiIiIiEjixNYeLsjVV1/N5ZdfzjfffENGRgbPP/88a9asYeLEifziF7+Iuv60adMoLy/H5XIxatQoxo0bR05ODpWVlUybNi3q+iLRGHy4TQWGCP9TI83y0fA/SB09iALAfvZePJV2J1PtE+lG3o7PT/+jJSIiIiIiIp1X3JVu//vf/zj77LMBcDqdVFdXk5OTw80338xtt90Wdf3HH3+c6urqsPnV1dU88cQT8aYjEsbCJs/KwYq/eO/U/JVcPZJQ6VZsFXGiYzK72kPpYRXs+Pw6trWdiIiIiIiISCLF/XhpdnZ2oB+3Pn36sHz5cnbbbTcASkpKml3P7XZjjMEYQ3l5ORkZGYH3vF4vr732GkVFRc2uLxKrHCuL5133UWO9SW2yk+mEetLxlW5+s5xTmMUUANzWPAzqM0pEREREREQ6p7gr3fbbbz8WLVrErrvuytFHH82vf/1rvvnmG1544QX222+/ZtcrKGjoJ8qyLHbZZZew9y3L4qabboo3HRFJsEKre7JTEBEREREREen04q50u/POO6moqADgpptuoqKign/84x8MHz68xZFL33nnHYwxHHLIITz//PN07974w97lcjFw4ECKi4tbsQsikkg9KEh2CiIiIiIiIiKdXlyVbl6vl7Vr17LHHnsADY+aPvjggzGtO3HiRABWrlzJgAEDOnx0RBGJTU+1dBMRERERERFps7h6mnc4HEyePJnt27e3eoMDBw4MVLjtvvvurFmzptWxRCTxkjF6qYiIiIiIiEhXE/fjpaNHj2bFihUMHjy4zRv/6aefqK+vb3OcjmD1yoISAANY4LKhzhc6DeHzmkxbBek4D+obiGv3OxDf6oVQW9a4MV9d42vb1TBtOyG7d/vuZATOg/rieXctZnM18e5r3NPNxXRaWH2yo+Zq9zsQqrdCZo/AtGP3aryf5ILHbv88UyymVZAO9YWQWQbG01CWmtpR1jy2g2+KCyimiL5Wr5BjGlY+ATLyG4434Pvh5cYya7tC3muLQNkrre0yn0mXjOlyhFzTAnL7QcXG0LKXoLLhZ/c7MLz8RbheBl8bQspVpP2MZ9/b+doWdv7F+V3Q1vVbkvTvhqY623mjmJ0nL8VUzFSOmap5KWbqx4Sw36Xtde8Wcj8S/Ds3q2dMsa3+OZgNleAxqXP8FFMxXTZWXhasa67kNrKMMSb6Yo0WLFjA1VdfzS233MLYsWPJzg79wZCXlxdzrNzcXL766iuGDBkSTwodyu12k5+fT1lZWVz7JtLZ3FL/ZwCuS5ue5ExEREREREREUlesdUVxt3Q7+uijATjuuONC+mUzxmBZFl6vN+ZYBx10EJmZmfGmICLtIM/KSXYKIiIiIiIiIl1G3JVu77zzTsI2/tprryUsloi0zSznlGSnICIiIiIiItJlxF3p5h+FtC3Wr1/PokWL2Lx5Mz6fL+S9Sy65pM3xRUREREREREREkinuSjeA999/n7/85S+sWLGCZ599lr59+zJ//nwGDx7MgQe23BniY489xgUXXIDL5aJHjx4hj6halpWylW5l/R/GVKc1zrAt8JnQaQif13Q6w4FjXG9y/v1/ANQ9dwy+DZ+Ct6ZxORNUEWnZO6YtSM8j4+K1idupGFRMfhHvxxuhytM4M9Z9jXe6uZgWkJ9O/uZftZhr3XPHYCo3Y2UX4Tr5X9Q9dwy1N+2J7/teYOz2zzPVYmY4cF1zI1bajo7OLZsw/rJm2dj9DsR18r9C3o5YPgEcGdh99mlIe+2ikDj+95rGileg7NV4u85n0hVj2haOCX0D1zS/mvv7Qa2bkLKXoLLhV/fcMeHlL8L1MvjaUPfX8xrLVaT9jGffY51uLmaUa1vY+Rfnd0Fb129J0r8bmups541idp68FFMxUzlmqualmKkfE8J+l7bXvVvI/Ujw71xnVkyxy4r+CmW1Df3Xp8rxU0zFtC3c6UEDg7Qgwq/wlj3//PMcccQRZGZm8vnnn1Nb2zACXFlZGXPmzIm6/nXXXcf1119PWVkZP/30EytXrgz8rVixIt50Ok7wDwsIPeD+6Ujzmk5XefD9sL1x1vYfwVPVcAHy/wULTBuoK299/q3k+2F75H2PZV/jnW5uGQO4oxdo3/YfMduWNhzTHdO+DVmNFW7tnWeqxazygMM/siChZaxpWTO+wHELCROpfBofeKoaju/2H8Pi+N9rq0DZ60qfSVeM6TMh17SAunLCyl6CykZg05HKX8OLkOtl8LUhpFwl+3hGubaFnX8R9q0lbV2/xdjJ/m5o+peImO2Rp2J2/rwUUzFTOWaq5qWYqR/TZ8J+l7bXvVvI/UiwWGO76wJppczxU0zF3HEOxSLuSrdbb72VBx98kIceeoi0tMaWX+PHj+fzzz+Pun5VVRWnnXYath33pkVERERERERERDqFuGu+li1bxoQJE8Lm5+fnU1paGnX9c889l2effTbezYqIiIiIiIiIiHQacffp1rt3b3788UcGDRoUMn/RokUMGTIk6vpz587l5z//OQsWLGD33XcPaS0HcOedd8abkoiIiIiIiIiISEqJu9Lt/PPPZ9asWcybNw/Lsli/fj2LFy/m8ssv57rrrou6/ty5c3njjTcYMWIEQNhACiIiIiIiIiIiIp1d3JVuV111FT6fj0MPPZSqqiomTJhAeno6l19+OTNnzoy6/h133MG8efOYOnVqa/IVERERERERERFJeXH36WZZFtdeey3btm1jyZIlfPjhh2zZsoVbbrklpvXT09MZP3583IlGMnfuXPbdd19yc3MpKirihBNOYNmyZSHL1NTUMH36dHr06EFOTg4nnXQSmzZtSsj2RURERERERCR+FaaKezyPJzsNkXbV6iFEXS4Xubm59OnTh5ycnJjXmzVrFvfee29rNxti4cKFTJ8+nQ8//JA333yT+vp6Jk+eTGVlZWCZSy+9lFdeeYVnn32WhQsXsn79ek488cSEbF9ERERERERE4ldJFXd7Hqfe1Cc7FZF2E/fjpR6Ph5tuuok//elPVFRUAJCTk8PMmTO54YYbwgZGaOrjjz/m7bff5tVXX2W33XYLW/6FF16IOZcFCxaETD/22GMUFRXx2WefMWHCBMrKynjkkUd46qmnOOSQQwB49NFH2XXXXfnwww/Zb7/9Yt6WiIiIiIiIiCSGBy8b2Ewl1RTQcj2CSGcVd6XbzJkzeeGFF7j99tvZf//9AVi8eDE33ngjW7du5YEHHmhx/YKCgnZraVZWVgZA9+7dAfjss8+or6/nsMMOCywzcuRIBgwYwOLFiyNWutXW1lJbWxuYdrvdADiPG4r1pRt8BmwLqzATU1IdMg2EzWs6bQ/JI+3QAYH4zp9diW/1O5iynwLzTHUJGB9YNlZmIaa6BCu9AKtwt8QdrBhlXDuO+rfW4P1kY9z7Gu90czGtgnQcuxdGzdX5syuhvhLSsgPT5qJK6l+yoDyr3fNMtZj2kDws12SsgnWY2lKszPBj6C9rVlYRjt3PiXhMm5ZPACt/EPaAgwHwfvMopmpzoLwGv9cW/rLnW1nWZT6TrhjTKsrif+c6cHv/ywe+z/natxQsuGGXvRmxtSak7CWqbPg5f3ZlWPmLdL0MvjbYQeUq0n525PGMdm1rev7F+13Q1vVbkuzvhqY623mjmJ0nL8VUzFSOmap5KWbqxwTCfpfaI36BKfk24fduwfcjwb9zPy5y8mS/ht/aFVRRQF7E9dNO2wXvNyWY0tqUOX6KqZhWYSbO/k54Pvo5YBljTDwnTX5+Pk8//TRHHXVUyPzXXnuN008/PVDx1dF8Ph/HHXccpaWlLFq0CICnnnqKc845J6QSDWDcuHEcfPDB3HbbbWFxbrzxRm666aaw+WVlZeTlRb4QiIjszIbWHMo6NpFBOvtauwMwwd6X69KmJzkzEREREUlF59Zdw5O+lwH4yvUyI+whSc5IJD5ut5v8/PyodUVx9+mWnp7OoEGDwuYPHjwYl8sVb7iEmT59OkuWLOHpp59uU5yrr76asrKywN+aNWsSlKGISNfjNhWso2Fwml4UkmflBP5ERERERCLJsbICryuoSmImIu0r7kq3GTNmcMstt4S0HqutreV3v/sdM2bMaHHd1157jfPOO4/f/OY3/O9//wt5b/v27YF+11qT06uvvso777xDv379AvN79+5NXV0dpaWlIctv2rSJ3r17R4yVnp5OXl5eyJ+IiES21KwIvD7UsT/Pu+7jedd9zHJOSWJWIiIiIpLKcmisdKukOomZiLSvuPt0++KLL/jPf/5Dv3792HPPPQH46quvqKur49BDDw3pry14UISnnnqKs88+myOPPJJly5Zx77338vDDD3PGGWcAUFdXx8KFC+PKxRjDzJkzefHFF3n33XcZPHhwyPtjx44lLS2N//znP5x00kkALFu2jNWrVwf6o4uV58st1K7f0PAMr2Vh9cjAbKsJmQbC5jWdtgszsftkY/dp6HfMVGzEVG7AVJU07lfNNjAGbBsrvRumZltDPzw5fbCL9ogr77bybajEt6ES7/fb497XeKebi2kVpGP3zsa5V88WczUVG8F4wXJg5fTGVGzEt6EC73flmMrMds8z1WLahZmQsRIrs6yhb4b0buHHbEdZs7IKsQtHY+X0DjumTcsn0NB3W06fhjJS8g2mamugvPrfaxorXv6y5yup7jKfSVeMubXbtxTtmsXm3lWMtBofC/Bt/hpTuTGk7CWqbPiZio1h5S/S9TL42mDKcwPlKtJ+duTxjHZta3r+xftd0Nb1W5Ls74awfe1k541idp68FFMxUzlmqualmKkfEwj7Xdpe927B9yPBv3MH522jV7qHTdlOKk3zLd08X27Bt6GyoU+3FDl+iqmYVo8MPBmemM6BuCvdCgoKAhVYfv3794+63h/+8AfuvPNOLrnkEgCeeeYZpk2bRk1NDeeee268aQANj5Q+9dRTvPTSS+Tm5rJx40agod+5zMxM8vPzOffcc7nsssvo3r07eXl5zJw5k/333z/ukUsrD30ehxXeeXNrWH2zyVs5DYDav0+EivUxrmiTMbtj+8yrOOAfmHWVHbrNiGyL/JqWW1IGjmVOMRnnL6P27xOpvfoscOd3UJKpxzX3WizbxLbwjuMWrMXymVPc8G+k9yPEilfKlD1p0QHAf4p/wcSl/2RXa2hgft1TBzV0lNtUAsqGX4vlM+h6GXxtqJtzZWqVqxaubc3uX4zfBW1dvyU6P0VERDq/4N+l7XXv1tz9yJnAwdkOdju7X4uPl1bu94+Gig6RFFNpYmuhGXel26OPPhp3MgA//PADxx57bGD6lFNOoWfPnhx33HHU19fzf//3f3HH9I+UOmnSpLAcp06dCsBdd92FbducdNJJ1NbWcsQRR3D//fe3ah9ERCRcFhlc5PglhzvGJzsVEREREelkKlpo6SbS2cVd6dZaeXl5bNq0KeQR0IMPPphXX32Vn//856xduzbumLEMvJqRkcGf//xn/vznP8cdX0REorOwNHCCiIiIiLRKpQZSkC4s7oEUtm7dyvTp0xk1ahSFhYV079495K8548aN4/XXXw+bP3HiRF555RXuvvvueFMREZEUkGNlaeAEERERkU7o8vrfc0jt2fhI3iOcGr1UurK4W7qdddZZ/Pjjj5x77rn06tULy7JiWu/SSy/lv//9b8T3Jk2axCuvvMITTzwRbzoiIiIiIiIi0gpf+ZbyX/M5JomVbrH2jSXSGcVd6fb++++zaNGiwMilsZo4cSITJ05s9v2DDz6Ygw8+ON50RERERERERKQVyihPdgp6vFS6tLgfLx05ciTV1aqJFhEREREREenMtht3slPQ46XSpcVd6Xb//fdz7bXXsnDhQrZu3Yrb7Q75ExEREREREZHUV0ryf8Pr8VLpyuJ+vLSgoAC3280hhxwSMt8Yg2VZeL3ehCUnIiLSVh48OIHNZitOU0V2shMSERERSRHlVCY7BbV0ky4t7kq3M844g7S0NJ566qm4BlIQERFJpno8GDyAI9mpiIiIiCRdMkcsDaaWbtKVWcaYuM60rKwsvvjiC0aMGNFeOaUUt9tNfn4+Jc98RebSavAaLIeF1SsL36aqkGkgbF7TabtvDo5hBThGdGtYftv3mO0r8FWsC2zTVG4C48OybMjuhanchJVZiF0wCMfgyR26/95l2/H9WEr955vj3td4p5uLaRdm4hicR9qRg1rM1bfte/B5wXZgd98F37bv8X3vpn5xKaYsp93zTLWYdt8crLwvILcEqkogu1fYMfOXNTunN3b/Cdjddwk7pk3LJ4CVU4zdbWjDMmvex1exIVBe/e81jRUvf9nzrqvoMp9JV4zpKM7GObFf4JoW+PxW/htf2U8hZS9RZcPPt+37sPIX6XpZs/VbDqg9iTrLsGvJfjy1+ka86yoi7mdHHs9o17am51+83wVtXb8lyf5uCNvXTnbeKGbnyUsxFTOVY6ZqXoqZ+jEB7L45rB9axchBpwJw05rduKzy0ITfuwXfjwT/zrV6jeGMrPv4pFs13cjnEdcc9rJ3DVu/fsFPeFeWYUpqUub4KaZiWr2yqOhm6HnKnpSVlZGXl9fsORB3pduECRO4/vrrOeyww+JZrdPyV7pFO5AiIpK6dqs9muVmNVlkUpL+EbYVd5emIiIiIl3KZ74ljK87DYBfOU7lT2nXdej2V5n1jKidDMDJ9hH8zXVHh25fpC1irSuK+/HSmTNnMmvWLK644gp233130tLSQt7fY4894s9WRESkHe1qDWW5WU0V1dzkuY+b0i5JdkoiIiIiSVVqygOvC+j4Bia5QT3tulOgbzmR9hB3pduppzY0P502bVpgnmVZGkhBRERS1kzHWUxx/B9vexfjiH/gbhEREZEuJ3jk0gIrt8O3n0tjlxHlRpVu0jXFXem2cuXK9sgj5VXNfhc+dYPPgG1hF2Xh21wVMg2EzWs6bQ/NxzmpH67TG/rE8y59Bu+a9zClKwLbMlWbA32TWVlFmKrNWBndsXuOJu2QOzt0v+v+vgzPwrV4/rsh7n2Nd7q5mHaPDOzdC8n606QWc/UufQZTX4WVloVj5Cl4lz5D/ctl1L/kxZRlt3ueqRbTHpqPPeZJrG5rMTXbsLKKwo6Zv6xZOX1w7j4Vx8hTwo5p0/IJYBcMwe4/AQDPN49hKjYEyqv/vaax4uUve74fy7rMZ9IVY9p9snFN2y1wTfOrf/syfFuWhJS9RJUNP+/SZ8LKX6TrpXfpM4zfcW0wn/Wi90IPFSteiLifHXk8o13bmp5/8X4XtHX9liT7u6GpznbeKGbnyUsxFTOVY6ZqXoqZ+jEB7KH55E7YDCc1fJce+u5L1G59OuH3bsH3I8G/cx3F+2H3n0DmoAyqqaGciojrV13yLr5vSvBtrUmZ46eYimkXZVHVP7bqtLj7dNvZ+J/TXe28jTwrMyExrb7Z5K1saClY89AIqFgf44o2GbPLEpJDrNyD52HWpcD/OtgW+TUzWlwkcCxzisk4fxk1D42g9uqzwJ3fQUmmHtfca7HsGE/xHcctWIvlM6e44d9I70eIFa+UKXsSVfA1za/m7nwwvvCFE1A2AttoqXwGXS+Drw11c65MrXLVwrWt2f2L8bugreu3ROeniIhI51dZbHH8srfx4WPRA+9gtcO9W7TfEyPO6s0mtjKAYr7P+HfYImUZ9zVUdIikGLepZoDnyqh9urXqGZv58+czfvx4iouLWbVqFQB33303L730UuuyFREREREREZEOU4+Hb8z3fGt+TFoOuVYOQLMt3UQ6u7gr3R544AEuu+wyjj76aEpLSwN9uBUUFHD33XcnOj8RERERERERSTAPnmSnEBhMwU0leghPuqK4K93uvfdeHnroIa699locDkdg/j777MM333yT0OREREREREREJPE8NDSg6U8frCTlkGs1VLp58VJDbZKyEGk/cVe6rVy5kjFjxoTNT09Pp7JS/buIiIiIiIiIpDofDX24jbSHJC2HPHICr916xFS6oLgr3QYPHsyXX34ZNn/BggXsuuuuichJRERERERERNpROi6GWP0Zag1IWg7+x0sByo0a8UjXE9sYp8DNN9/M5ZdfzmWXXcb06dOpqanBGMPHH3/M3//+d+bOncvDDz/cnrmKiIiIiIiISALUUscKs4ZiqyhpOeRZaukmXVvMlW433XQTF154Ieeddx6ZmZn89re/paqqil/+8pcUFxdzzz33cNppp7VnriIiIiIiIiKSQFlkJG3bwS3d3GrpJl1QzJVuwSOJnHHGGZxxxhlUVVVRUVFBUVHyasZFREREREREpHUyklnpZjVWulWgSjfpeuLq082yQsc0ycrK2nkq3NKaHKqmw7tYzcxrOp1mY/dqvLBYWb3ATgsK0EIQR3p8OSeA3Ss78r7Hsq/xTre0TIaDaKysXpBT3PDvjmmroBYIGnq6vfNMpZhpNvjSImwoclnzH7eweWHl0wI7reH4ZvVqEqfxvbYKlL2u9Jl0xZgWIde0gJDrVWi5SZSI5S/C9oOvDSHlKhWOZwvXtvDzb4cYvwvaun5Lkv7d0PylrHOcN4rZefJSTMVM5Zipmpdipn5MC7xpsLlXNQCZVnq73buF3o8E2RE76kAKwfdKqXL8FFMxLcLvhZthmeAmbC2wbZv8/Pywiremtm3bFtOGOwu3201+fj5lZWXk5eUlOx0RERERERGRNrnL8yhXe+4A4Km0OznRMTkpebzifZvf1T9AtVXDL+yj+G3axUnJQyResdYVxfx4KTT065afn9/m5EREREREREQkOaqpDbzOpOOfqPIbZQ3ja5bhMz4Wmc+SlodIe4mr0u20007beR4nFRER6WD3eB7nPd8nAEyw92WWc0qSMxIREZGuqNrUBF4ns0+3IVZ/Bll9WWHWsMj3KcfXXoTTcug+SLqMmCvdoj1WKiIiIq2z1LecqfVXUWbKceCgj9UTt4nQr4mIiIhIAlTTWOmWaSWvpZtlWVzrvAiD4X++5fzH+19+Muv52reUAvKY4vy/pOUmkgitGr10Z+Qe8xRmoxeMActq6NCxpsk0hM9rMm0VZpJ2aH8y7z8EgPq3LsG76h2oLmncmLemoe9/C3BkNEzbLqy8fqRP6dgmt9UXv039W2sw6yri3te4p5uLmWZjD8gl9+szW8y1/q1LMDXbsTK6kXbYn6h/6xJq78rHu6gH1DvbP88Ui2kVZpJ2zu+xsreBr66hLDXlL2vODBwjf0HaYX8KO6Zh5RMgsxDHwIMbQix9Fjw1jeV1x3tNY8UrUPa2VneZz6RLxsx04jp1l8A1za/28bEY99rQspegsuFX/9Yl4eUvwvUy+NrgeeGExnIVaT878ngGXdvWmc18af4HwFAGkGflcMw7r1Cz5sHG8y/O74Kw8zeB3yVJ/25oqrOdN4rZefJSTMVM5Zipmpdipn5MYHqPDAYefBBX3PM+WWS0271byP1I8O/cnH6B2Gc4jgPgHvM4LstFqXFTipufzDrK9/gbvtXlUO9LneOnmIqZ4aC8W2znQMyVbj6fL9ZFuySz2g1Wpn+q4aRvfLfJdPPLmPJ66l//CX8k78o3oGJ9MxsFfDtaOvg8mO0/tnU34lb/+k+YdcFDN8e+r62fbjKv3ofv+9KouQaOZU4xaTumvR+dBdWOhnjtnWeKxTTl9ZC2DjymYbavhVYz9RV4V75BWpPZzZbPHcv7X/s3i6+i2VjxCi97OzbSiT+TLhmzyTUtsNT2H8HsWM5f9hJUNvy8K98IL38Qdr0MvjbUv75XhHK1I0ASr20lbA8s8SvnqcxyTqFm1Yjw8y+O74KI52+CvktS4rshok5y3ihmJ8xLMRUzlWOmal6Kmcoxu5c7OOyNAQBkktFu924R70cM4P4pLPYs5xTG2qM5rG4KALXUNtwr+cyOfFLn+CmmYhp3NbGIbYxTERERaTdbzfbA60Irxv82ExEREUmAjCQ+XtpUBq7A6+DBHkQ6K1W6iYiIJNmWoEq3nnRPYiYiIiKys8lM4kAKTWUEjaRao0o36QJU6SYiIpJkJWwLvO5hFSQvEREREdnpZJJKLd2CKt2MKt2k81Olm4iISJJtNaWB14WWWrqJiIhIx0mplm5Bj7rWUpfETEQSQ5VuIiIiSbbFNLZ064n6dBMREZGOkY4L20qdaoHglm7V1CQxE5HESJ2zS0REZCflH700kwyyrKZjwYqIiIi0j1Rq5QZN+3RTSzfp/FTpJiIikmQlOwZSKFQrNxEREelAqdSfG4SOXqo+3aQrcCY7ARERkZ3ZeXXX8v/t3Xl8U3W+//H3Sdu0pWlLW2jL0hZEZFMExQWQTUHADZG54qgso46iIKI/UdGrjiuMgsBFvXgdBWVAHAdURp0RFYuCK/uwCFJBRgQRLN33fH9/lIamTdoU0iYtr+fj0ceDs33O55x8cpJ8OEuKktXeaqv/Dr0j0OkAAIBTSOV7qAWDUCtUoQpVqUpVxNNL0QTQdPORrWu8tLdYckqyJDnCpLwS92Gp+rgqw7bkKIVemuqKG9Lpd3L++LFM7i/HV1aSJ8mULxQWVT4cGiGr+WkNsq2VhY0+Q6Ur98mZcbTO21rnYW8xI0JlOy221lxDOv1OKjoqhTd3DYcOLlXpJ2VSob3+8wyymLbkKKn0dCn6V6m0sLyWqqqotTBH+f7zsE+r1ackKypJtnaDJUll2xdLxbmqqNfK006Gq/YO5jWZ16RJxnSEKWz0GdVePyuxh8zRH9xqz1+1USGk0++q1Z+n42XlY4NbXXnazobcn8eObevNR9qhDDlMM10acpFb3m7vvzp+Fpzs8jUJ+GdDVY3tfUPMxpMXMYkZzDGDNS9iBn9MSd8lHtAng/e5Li+tr+9ubt9HKv3OtZqf5jV2hOzKVakKVCRbz5ZyZmRJhaXBs/+ISUxHmGwtI6UtHkvYjWWMMbXPdurKzs5WbGyssrKyFBMTE+h0cMx2524dNIf1nvNT/eDcpxArRP1t5+mu0HGBTg0A6qRj4RD9RweUrBbaG5Ee6HQAAEATZ4xRs6LuMjI61+qmteFvBjolN20L++mwMtXeaqsd4f8KdDqAR772ijjTDY3SC2WL9UrZW5Kknuoqh5op2+QGOCsAqLs85UuSoqxmAc4EAACcCopVIqPyc28iFXwPcKp4mEKR4UEKaPwa9YMUPvvsM1155ZVq3bq1LMvSO++84zY9NzdXkyZNUtu2bRUZGamuXbtq/vz5gUkWfpVvClz/jrWiFWM5FGM5ApgRAJyY3GNNN4dougEAgPpXoELXvyOD7J5u0vH7zBVyTzc0AY36TLe8vDydffbZuummm3TNNddUm37PPfdo1apV+utf/6p27dpp5cqVuuOOO9S6dWtdddVVAcgY/pKv4023V+3T1dpKDGA2AHBiSkyJilUiSYqi6QYAABpAlCI1zjZSJSrVHaHXBzqdaiqeYFpA0w1NQKNuug0fPlzDhw/3Ov2LL77QuHHjNHDgQEnSrbfeqpdeeknffPNNnZtuWS3nyxg/nHprk2ynN1f01jGSpKKF58hkZqj8jny1LRumiLt+O/kc6iDnzEVy7j7qU3r1Ksym2LyJrsH8Sv870+zYzT+LFp4jk3dQVlSywsdvUNHCc1T031fJHIpX+d0OTzE2yf7kw7JCynya3YrrqPDxG9zGea9Pm6y4DpIkk/m9x2lVY9VV0NQeamU74/gxrULh3HjJWVJ1Tr/URoXy+qxafxWrOn68rHxsKJ55d1DVlQmzSUfK/+2ocnmp1/efj58FJ7t8TXh/AgDQuP3Zlqjs021K3XqWpPr77lbb7wlPsSsuLy1UkbKiXpBK+MKB4JNtFdQ+kxr55aW16dOnj1asWKH9+/fLGKNPP/1Uu3bt0qWXXup1maKiImVnZ7v9SfLfDwunZPKOH8xMSZ7vwY1vzRN/MhVP6Ai0MvfnfeSb4023qGP3ITAleVJxzrF9Wj5sCkN1SjbcpGNPVvH9xavYb9XHeYrhLN+/HpapmHaygqb2UKvKx7TjIz0dr/xTG65V1BSr0vorHxuCrq7KjicTVeWeKl7ffz5+Fpzs8jXGDrb9CAAA6sRySs3zKn33qKfvbrX9nvAk4thJFUam2u9AIGj4+F24STfd5s2bp65du6pt27ay2+0aNmyYXnjhBfXv39/rMtOnT1dsbKzrLyUlpQEzhq8qLi8NVajCrLAAZwMAJ4/LSwEAAKQIyx7oFAC/afJNt6+++korVqzQ+vXrNWvWLE2cOFEff/yx12WmTZumrKws199//vOfBswYvqpoulVcWgoAjV3Vy0sBAABORRWXl0pyPWUVaKwa9T3dalJQUKAHH3xQb7/9ti6//HJJUvfu3bVp0ybNnDlTgwcP9rhceHi4wsOD7wkucFdxeWnVy7EAoLHi6aUAAABSpPg9jqajyZ7pVlJSopKSEtls7psYEhIip5Mb0TR2FWe6RVqc6QagaYjiTDcAAACF03RDE9Koz3TLzc3V7t27XcN79uzRpk2bFB8fr9TUVA0YMEBTp05VZGSk0tLStHr1ar3++ut67rnnApg1/KHi6aVcXgqgqeDMXQAAAO7phqalUTfd1q1bp0GDBrmG77nnHknSuHHjtHDhQi1dulTTpk3TDTfcoN9++01paWl66qmnNGHChEClDD9wGqcKXE03fqQCaBp4kAIAAID7Pd2Axq5RN90GDhwoY7zfWDE5OVkLFixowIzQECoabpLUzKLpBqDxqvwJxoMUAAAAqj9IwZIVwGyAk9Oom244NeVXbrpxeSmAJoIHKQAAAEjjQkZqkO1CvVn2fqBTAU4aTTcfhU/uIdu3WZLTSDZLtlZRch7IcxuWVG1c1WFbh1iF9m3tiht2yRw5938pc/QH1ziTd1Bylkm2EFlRyTJ5B2VFtpDV8swG3+7I5wepbO3PKlnzc523ta7D3mLaWkYq5KwWrpzyTIHr35WbbmGXzJFKC6XQCNew9XSmSlYUyhx11HuewRbT1iFWtha3yor7SSb/sKyo5Gqvb0WtWdFtFNLthmrTPdWnJFnNT5OtTW9JUtm2xTI5+131WnnayaiovbKMrCbzmjTFmLY2DtnHdqn2+oWcP1Xm8Fa32vNXbVQIu2ROtfrzdLysfGwIad3ZVVeetrMh96etZaQ+63b8vqRVLy+t+v6r62fByS5fk0B/NlTV2N43xGw8eRGTmMEcM1jzImbwx5RU7XdpfX13q/x9pPLvXFubPl5jd7S1U0e101azS1vuK1SvbW3k/LUgaPYfMYlpaxUle9tQyYfHBVimpuszoezsbMXGxiorK0sxMTGBTgeSdjgz1LN4hCRpbMjV+r+wJwOcEQDUXYZzn54v+6v+UbZKRkbv2v9XZ9rOCHRaAAAAAGrha6+IM93Q6OSr8plu3NMNQOP0rvNj/W/ZEknSSNsQGm4AAABAE2MLdAJAXeXJ8+WlANCYHDFHXf9uofjAJQIAAACgXnCmm4+Klnyn/M05MmVGCrEUcuya3srDkqqNqzpsS4tRyFktFHJOYvn8v2yU89etMtn7XOsqv9a9VLKFut+jKKGTQrtc16DbXbbhkEr/fVhlXx2o87bWddhbTKtlM4V0jpP9+s6SpALj+emlzl82SmXFUohdtqSecv6yUWWbMlX6SZacR6PrPc9gi2lLi5GV+LkUfVCmoKZ7upXKim6rkA6XyZbU0226p/qUJCsmVbZj94Uqy/hAJucnV71WTKsa60Rrz/yY3WRek6YY09bWIfsVp7mOaRVKdyyVObLTrfb8VRsVnL9srFZ/no6XlY8NZn8bV1152s6G3J/nJBRp1Omna9l1uzUhtPqxver7r66fBSe7fE0C/dlQbVsb2fuGmI0nL2ISM5hjBmtexAz+mJKq/S6tr+9ulb+PVP6da2t1vk+xi5d8p7LvMuX8NT9o9h8xiRnSKkrFib6dw8Y93WpRcZ3uvtA/K8byz6WMVpsoxey5SZJU+HInKfdnHxe0KWJKll9y8FV2+1dl9uc16Do9slmKLZwkSXq77CP9vuRuSdLToffontAq+9LRWhF/3KnClzupaNoYKTs2YGkHmn36Q7JsPr7Fj+23ymqsT8exG696mu4hVl0FTe2hVpWPaRUK58RKxll9Zj/UhmsdNdVnpeNl5WND8dP3B1Vdldmcan30Ze0NT1ey1cJtmtft8/Gz4GSXrwnvTwAAGj+336X19N2ttt8TtcXOini+/Ob1QJDJNgVKLb2fe7qhack2udrj/I/aKEmSlGK1CnBGAHDyEnTq/ucAAAAA0FRxTzc0KjvNHj1Y9pz26xe1slrqv0KGBzolADgpcYpRmBUW6DQAAAAA+BlNNzQqBTp+P7coNQtgJgDgHwlWXKBTAAAAAFAPaLqhUan8EIWLbOcGMBMA8I8WoukGAAAANEU03dCoVD7TLdKKCGAmAOAfLa34QKcAAAAAoB7QdEOjUqAi178jFR7ATADAHyx1sToEOgkAAAAA9YCnl6JRqXx5aYQ40w1A4xYimx4PmxToNAAAAADUA850Q6NSWOlMt2ZcXgoAAAAAAIIUTbcAurPkcR02mYFOo1HJr3xPNy4vBQAAAAAAQcoyxphAJxHMsrOzFRsbq8wd++XID5WMkSzJirLL5JW4DUuqNq7qsOUIkxVjlxVtV7+i32tH0WY5ip3abb0ry7LKY5TkHVu7JSusmUxJnqywKFn2aNkcrRp0+01OsUx2sZy/5Nd5W+s67C2m1SxUVoxdttYOPVHygp4q+19J0rth/6uhIf2O51qcc2xZS5Y9WqY4pzz3g/lSkb3e8wy2mJYjTCbkiBRWKFNaICusWfXX91itWWEO2RzJsuzR7tOLc2SKcmRKct3GW3aHa15nzgGZ0jxV1GvFtKqxTrT2TG5Jk3lNmmJMyxEmW2uHrGi72+vnzD0gU5TtVnv+qg1XjRTnVKs/T8fLyscGFYW76srTdjbk/qx8bPO2fZXff3X9LDjZ5WuMHeDPhmr5NLL3DTEbT17EJGYwxwzWvIgZ/DEluf0ulervu1vl7yOVf+faohJ9iu38OVcmp0Qmrzho9h8xiWlF2ZVjChTXpY2ysrIUExPjtYa5p5uPbK0dCq1hR56IAhUq125TqT1SoRGd/BrbX6zo8gOxrY3nH4UNrfLlpRFVznSresC27NGyWki2FgkNkltwOrnXzZcPwpAE/zRQqq072l6tkYPGw+ZoJdXzfxJY9mif6s+thu1qNHV1sl9y/dngrBY7yD4bAADAyamv724n+33E239OAoFmyw7xbb56zgM1qHgSJ5dJ+q6g8uWl3NMNAAAAAAAEKZpuAVRoyptuzRQZ4Ewaj4LKD1Lg6aUAAAAAACBIcXmpj3JHvSezLU9yGslmyYqLkMksdBuWVG1c1WFbWrTCLk1T+JSeKlChJm7O1uX7slSY2/P4ygozJeOULJsUEVc+bI+WrUVX2Ue82aDbXTRno0pW/qiyTb/WeVvrOuwtphVtV0i3BEUtv0L5pvKDFNybbqXr58kU58iyRyv03DtVun6eihcVqvQfETJ54fWeZ7DFtKVFK3TIfCnmZ6k4u7yWqqqotcgEhXa/SaHn3lltn5b9+IlM1o9u462YVIW0G1w+z78XSPmHXfVaMa1qrLqqqD3njzlN5jVpijGthEiF//FMhU/p6fb6Fb87Ws7DO9xqz1+1UaF0/bxq9efpeFn52FD2+UWuuvK0nQ25Pysf27xtn9v7r46fBSe7fE0C/dlQVWN73xCz8eRFTGIGc8xgzYuYwR9TktvvUqn+vru5fR+p9DvXSjzbp9h517ynsm1HZHKKg2b/EZOYVlyEclv7dnkpD1KoRcWDFPaF/lkxln/OSLPaRClmz01qXniu1r+eoTZ5ZT4uaFPElCy/5OCr7PavyuzPq33G+mazFFs4SaOL79K7zk8kSRnhn6iNleSapfDlTlLuz5KjtSL+uFOFL3dS0bQxUnZsoLIOOPv0h2TZfHyLH9tvlbn2qZf5JXme7iFWXQVN7aFWFce0ygrnxJZ/qarKD7XhWkdN9VnpeFn52FD89P3BVVfHjm2eeN0+Hz8LTnb5mvD+BACg8av8Ha6+vrvV9nuitthZEc+XNzqAIJNtCpRaen+tD1Lg8tIAMca4PRQAvql8eWnVM90AAAAAAACCBU23AKHhdmIKTKHr3zyAAgAAAAAABCuabgFSQNPthFRuVkbQdAMAAAAAAEGKpluAFKiw9plQTf6x/RapCFmWFeBsAAAAAAAAPKPpFiCFhjPdTkSBq+nGWW4AAAAAACB40XQLEM50OzEVzUoeogAAAAAAAIIZTbcAyafpdkIqmpURFme6AQAAAACA4EXTLUAqP4UTvqt4AEUzznQDAAAAAABBjKabr2LDpYr79luSQm3Vhz2NqzrcPFwhPRJdT+Hc0sKuwvBIyRZ6/K/yQhXDVogU2aK+t7KakB6JUnMP2+7LttZ12Ns8IZasFpG6tniyzlB7DbQu0Jyw/66Wqy3xbFmtzpMt8WzXsK1DvhTibJg8gy1m83CpNKa8dipqqepfxUK2UNd+q7pPFd68+nLhzcv3b+LZx+Lo+DqOTTtZrtprSq9JU4wZait/raqKbFG99vxUGxU81p+H42XlY4NbXQV6fx47ttW4fZXff3X8LDjZ5WsS8M+Gqn+N7X1DzMaTFzGJGcwxgzUvYgZ/zFCb63epSz19d3P7PlI5ER9jWy0ipRAruPYfMYkZaivvEfnAMsYYn+Y8RWVnZys2NlZZWVmKiYnxW9x3yj7SdSV3S5KeCr1H/y/0Jr/FbqraFQ7UQR1WWyVrd8THgU4HAAAAAACcgnztFdkaMCdUUnGZpMSTOH1hjNFhHZUktbDiApsMAAAAAABALWi6BUjle7pF0HSrVZZyVKpSSTTdAAAAAABA8KPpFiAFlZ5e2szyfk8flDtsMl3/ThBNNwAAAAAAENxCa58FkpR12gKZHJtkVH7jvBCbVOZ0H5aqj6s67AhTaN/WKnir/PLSNz44pMEHb1ZhyfHLTeUsk2shW0j5sGWTIhMUcVtGg22zJOWNfE+la3+Wsorqvq11HfYW02YpLiFU2l0+S0svZ7oVv3utTMFhWZEtZB/xNxW/e62Knj5dzi1JUpmt/vMMtpiOMNn/3+OywnMl4yyvpaoqas0WKlu7IbKP+Fu1ferc/6VUkuu+XJhDtja9y0Ps/UhylspVr8emVY1VV67ayy1pOq9JU4wZalPo0DRFvX2F2+tX+FIHqeCIe+35qTYqFL97bfX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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_dataset.get_station('vlinder05').make_plot(colorby='label')" + ] + }, + { + "cell_type": "markdown", + "id": "2704ba92-ca78-478e-8c7c-0b2858339d5e", + "metadata": {}, + "source": [ + "## Fill missing observations\n", + "\n", + "Missing observations typically spans short periods of time, so that interpolation is the most suitable method for filling the observations. To interpolate values over the missing timestamps use the [fill_missing_obs_linear()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_missing_obs_linear) method. The specific settings that are used for the interpolation can be changed with the [update_gap_and_missing_fill_settings()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.update_gap_and_missing_fill_settings) method. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3081b116-3eeb-40ae-84d1-d7a36d4b4fb4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " -------- Missing observations info -------- \n", + "\n", + "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", + " * 892 missing observations\n", + " * For 28 stations\n", + " * Missing observations are filled with interpolate for: \n", + " temp: \n", + " temp\n", + "name datetime \n", + "vlinder01 2022-09-14 17:45:00+00:00 14.657143\n", + " 2022-09-14 18:45:00+00:00 14.485714\n", + " 2022-09-14 18:30:00+00:00 14.528571\n", + " 2022-09-14 18:15:00+00:00 14.571429\n", + " 2022-09-14 18:00:00+00:00 14.614286\n", + "... ...\n", + "vlinder28 2022-09-12 07:15:00+00:00 13.600000\n", + " 2022-09-05 18:15:00+00:00 21.300000\n", + " 2022-09-14 18:00:00+00:00 14.800000\n", + " 2022-09-14 08:45:00+00:00 15.025000\n", + " 2022-09-14 18:15:00+00:00 14.800000\n", + "\n", + "[891 rows x 1 columns]\n", + " * Missing observations that could NOT be filled for: \n", + " temp: \n", + " MultiIndex([('vlinder02', '2022-09-10 17:10:00+00:00')],\n", + " names=['name', 'datetime'])\n", + "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Update the specific settings\n", + "your_dataset.update_gap_and_missing_fill_settings(missing_obs_interpolation_method = 'time')\n", + "\n", + "#Interpolate the missing timestamps\n", + "your_dataset.fill_missing_obs_linear(obstype='temp')\n", + "\n", + "#Inspect the filled values by plotting or printing out the info.\n", + "your_dataset.get_station('vlinder05').make_plot(colorby='label')\n", + "your_dataset.missing_obs.get_info()" + ] + }, + { + "cell_type": "markdown", + "id": "7838e138-3eb7-4da8-8e7b-b435e88918ed", + "metadata": {}, + "source": [ + "## Fill gaps\n", + "\n", + "Because gaps can span longer periods, interpolation is not (alway) the most suitable method to fill the gaps. The following method can be used to fill the gaps:\n", + " * intepolation: linear interpolation of the gaps. Use the [fill_gaps_linear()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_linear) method for this.\n", + " * Debias ERA5 gapfill: Use ERA5 and a debiasing algorithm to fill the gaps by calling the [fill_gaps_era5()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_era5) method.\n", + " * Automatic gapfill: A combination of the interpolation and ERA5-debias. For the shortest gaps interpolation is used and debias-ERA5 for the longer gaps. Use the [fill_gaps_automatic()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_automatic) method for this.\n", + "\n", + "Here an example of using debias ERA5 gapfilling of temperature observations." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3f66d0f6-2912-40e3-aa50-0cb27821b495", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(When using the .set_model_from_csv() method, make shure the modelname of your Modeldata is ERA5_hourly)\n" + ] + } + ], + "source": [ + "#Update the settings (defenition of the period to calculate biases for)\n", + "your_dataset.update_gap_and_missing_fill_settings(\n", + " gap_debias_prefered_leading_period_hours=24,\n", + " gap_debias_prefered_trailing_period_hours=24,\n", + " gap_debias_minimum_leading_period_hours=6,\n", + " gap_debias_minimum_trailing_period_hours=6,\n", + " )\n", + "#(As a demonstration, we will fill the gaps of a single station. The following functions can also be\n", + "# directly applied on the dataset.)\n", + "your_station = your_dataset.get_station('vlinder05')\n", + "\n", + "\n", + "#Get ERA5 modeldata at the location of your stations and period.\n", + "ERA5_modeldata = your_station.get_modeldata(modelname='ERA5_hourly',\n", + " obstype='temp')\n", + "\n", + "#Use the debias method to fill the gaps\n", + "gapfill_df = your_station.fill_gaps_era5(modeldata=ERA5_modeldata,\n", + " method='debias',\n", + " obstype='temp')\n" + ] + }, + { + "cell_type": "markdown", + "id": "6cb0626d-a45c-4bd1-ad93-32c933f9d10c", + "metadata": {}, + "source": [ + "The gaps of the station are now filled. To inspect these filled values, you can plot them" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "524065e9-13cd-4359-8ca7-d9cdc931ace9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "your_station.make_plot(colorby='label')\n" + ] + }, + { + "cell_type": "markdown", + "id": "37e4da59-953b-4fed-ab7a-a33325f31e66", + "metadata": {}, + "source": [ + "If you want more details you can inspect the dataframe with the gapfill values, or print out the information." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "1fd0c99f-4d86-4dbb-936c-226d949f1d30", + "metadata": { + "scrolled": true, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-01 00:00:00+00:00 \n", + "\n", + " * End gap: 2022-09-01 05:45:00+00:00 \n", + "\n", + " * Duration gap: 0 days 05:45:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-01 00:15:00+00:00 NaN\n", + " 2022-09-01 00:30:00+00:00 NaN\n", + " 2022-09-01 00:45:00+00:00 NaN\n", + " 2022-09-01 01:00:00+00:00 NaN\n", + " 2022-09-01 01:15:00+00:00 NaN\n", + " 2022-09-01 01:30:00+00:00 NaN\n", + " 2022-09-01 01:45:00+00:00 NaN\n", + " 2022-09-01 02:00:00+00:00 NaN\n", + " 2022-09-01 02:15:00+00:00 NaN\n", + " 2022-09-01 02:30:00+00:00 NaN\n", + " 2022-09-01 02:45:00+00:00 NaN\n", + " 2022-09-01 03:00:00+00:00 NaN\n", + " 2022-09-01 03:15:00+00:00 NaN\n", + " 2022-09-01 03:30:00+00:00 NaN\n", + " 2022-09-01 03:45:00+00:00 NaN\n", + " 2022-09-01 04:00:00+00:00 NaN\n", + " 2022-09-01 04:15:00+00:00 NaN\n", + " 2022-09-01 04:30:00+00:00 NaN\n", + " 2022-09-01 04:45:00+00:00 NaN\n", + " 2022-09-01 05:00:00+00:00 NaN\n", + " 2022-09-01 05:15:00+00:00 NaN\n", + " 2022-09-01 05:30:00+00:00 NaN\n", + " 2022-09-01 05:45:00+00:00 NaN\n", + "Name: temp, dtype: object \n", + "\n", + " * Gapfill message: gapfill not possible: no leading/trailing period \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-01 19:45:00+00:00 \n", + "\n", + " * End gap: 2022-09-02 05:45:00+00:00 \n", + "\n", + " * Duration gap: 0 days 10:00:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-01 19:45:00+00:00 20.470136\n", + " 2022-09-01 20:00:00+00:00 20.200433\n", + " 2022-09-01 20:15:00+00:00 20.018491\n", + " 2022-09-01 20:30:00+00:00 19.836549\n", + " 2022-09-01 20:45:00+00:00 19.654607\n", + " 2022-09-01 21:00:00+00:00 19.472665\n", + " 2022-09-01 21:15:00+00:00 19.298483\n", + " 2022-09-01 21:30:00+00:00 19.124300\n", + " 2022-09-01 21:45:00+00:00 18.950117\n", + " 2022-09-01 22:00:00+00:00 18.775934\n", + " 2022-09-01 22:15:00+00:00 18.639577\n", + " 2022-09-01 22:30:00+00:00 18.503221\n", + " 2022-09-01 22:45:00+00:00 18.366865\n", + " 2022-09-01 23:00:00+00:00 18.230508\n", + " 2022-09-01 23:15:00+00:00 18.118333\n", + " 2022-09-01 23:30:00+00:00 18.006158\n", + " 2022-09-01 23:45:00+00:00 17.893983\n", + " 2022-09-02 00:00:00+00:00 17.781808\n", + " 2022-09-02 00:15:00+00:00 17.669904\n", + " 2022-09-02 00:30:00+00:00 17.558000\n", + " 2022-09-02 00:45:00+00:00 17.446096\n", + " 2022-09-02 01:00:00+00:00 17.334192\n", + " 2022-09-02 01:15:00+00:00 17.225511\n", + " 2022-09-02 01:30:00+00:00 17.116830\n", + " 2022-09-02 01:45:00+00:00 17.008150\n", + " 2022-09-02 02:00:00+00:00 16.899469\n", + " 2022-09-02 02:15:00+00:00 16.846384\n", + " 2022-09-02 02:30:00+00:00 16.793298\n", + " 2022-09-02 02:45:00+00:00 16.740213\n", + " 2022-09-02 03:00:00+00:00 16.687128\n", + " 2022-09-02 03:15:00+00:00 16.628042\n", + " 2022-09-02 03:30:00+00:00 16.568956\n", + " 2022-09-02 03:45:00+00:00 16.509870\n", + " 2022-09-02 04:00:00+00:00 16.450784\n", + " 2022-09-02 04:15:00+00:00 16.386438\n", + " 2022-09-02 04:30:00+00:00 16.322092\n", + " 2022-09-02 04:45:00+00:00 16.257745\n", + " 2022-09-02 05:00:00+00:00 16.193399\n", + " 2022-09-02 05:15:00+00:00 16.268304\n", + " 2022-09-02 05:30:00+00:00 16.343210\n", + " 2022-09-02 05:45:00+00:00 16.418115\n", + "Name: temp, dtype: float64 \n", + "\n", + " * Gapfill info: temp_model_value trail_weight \\\n", + "name datetime \n", + "vlinder05 2022-09-01 19:45:00+00:00 20.470136 0.000 \n", + " 2022-09-01 20:00:00+00:00 20.200433 0.025 \n", + " 2022-09-01 20:15:00+00:00 20.018491 0.050 \n", + " 2022-09-01 20:30:00+00:00 19.836549 0.075 \n", + " 2022-09-01 20:45:00+00:00 19.654607 0.100 \n", + "\n", + " lead_weight hours minutes seconds \\\n", + "name datetime \n", + "vlinder05 2022-09-01 19:45:00+00:00 1.000 19 45 0 \n", + " 2022-09-01 20:00:00+00:00 0.975 20 0 0 \n", + " 2022-09-01 20:15:00+00:00 0.950 20 15 0 \n", + " 2022-09-01 20:30:00+00:00 0.925 20 30 0 \n", + " 2022-09-01 20:45:00+00:00 0.900 20 45 0 \n", + "\n", + " temp_bias_lead temp_bias_trail \\\n", + "name datetime \n", + "vlinder05 2022-09-01 19:45:00+00:00 0.0 0.0 \n", + " 2022-09-01 20:00:00+00:00 0.0 0.0 \n", + " 2022-09-01 20:15:00+00:00 0.0 0.0 \n", + " 2022-09-01 20:30:00+00:00 0.0 0.0 \n", + " 2022-09-01 20:45:00+00:00 0.0 0.0 \n", + "\n", + " temp_debiased_value time \n", + "name datetime \n", + "vlinder05 2022-09-01 19:45:00+00:00 20.470136 19:45:00 \n", + " 2022-09-01 20:00:00+00:00 20.200433 20:00:00 \n", + " 2022-09-01 20:15:00+00:00 20.018491 20:15:00 \n", + " 2022-09-01 20:30:00+00:00 19.836549 20:30:00 \n", + " 2022-09-01 20:45:00+00:00 19.654607 20:45:00 \n", + "\n", + " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-02 10:30:00+00:00 \n", + "\n", + " * End gap: 2022-09-03 05:45:00+00:00 \n", + "\n", + " * Duration gap: 0 days 19:15:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-02 10:30:00+00:00 23.852881\n", + " 2022-09-02 10:45:00+00:00 23.826233\n", + " 2022-09-02 11:00:00+00:00 24.483892\n", + " 2022-09-02 11:15:00+00:00 24.112854\n", + " 2022-09-02 11:30:00+00:00 24.837297\n", + " ... \n", + " 2022-09-03 04:45:00+00:00 16.531919\n", + " 2022-09-03 05:00:00+00:00 16.398630\n", + " 2022-09-03 05:15:00+00:00 16.390794\n", + " 2022-09-03 05:30:00+00:00 16.382959\n", + " 2022-09-03 05:45:00+00:00 16.375124\n", + "Name: temp, Length: 78, dtype: float64 \n", + "\n", + " * Gapfill info: temp_model_value trail_weight \\\n", + "name datetime \n", + "vlinder05 2022-09-02 10:30:00+00:00 23.972566 0.000000 \n", + " 2022-09-02 10:45:00+00:00 24.303579 0.012987 \n", + " 2022-09-02 11:00:00+00:00 24.634592 0.025974 \n", + " 2022-09-02 11:15:00+00:00 24.735944 0.038961 \n", + " 2022-09-02 11:30:00+00:00 24.837297 0.051948 \n", + "\n", + " lead_weight hours minutes seconds \\\n", + "name datetime \n", + "vlinder05 2022-09-02 10:30:00+00:00 1.000000 10 30 0 \n", + " 2022-09-02 10:45:00+00:00 0.987013 10 45 0 \n", + " 2022-09-02 11:00:00+00:00 0.974026 11 0 0 \n", + " 2022-09-02 11:15:00+00:00 0.961039 11 15 0 \n", + " 2022-09-02 11:30:00+00:00 0.948052 11 30 0 \n", + "\n", + " temp_bias_lead temp_bias_trail \\\n", + "name datetime \n", + "vlinder05 2022-09-02 10:30:00+00:00 0.119685 1.295131 \n", + " 2022-09-02 10:45:00+00:00 0.463325 1.542953 \n", + " 2022-09-02 11:00:00+00:00 0.106964 1.790775 \n", + " 2022-09-02 11:15:00+00:00 0.564178 2.076259 \n", + " 2022-09-02 11:30:00+00:00 0.000000 0.000000 \n", + "\n", + " temp_debiased_value time \n", + "name datetime \n", + "vlinder05 2022-09-02 10:30:00+00:00 23.852881 10:30:00 \n", + " 2022-09-02 10:45:00+00:00 23.826233 10:45:00 \n", + " 2022-09-02 11:00:00+00:00 24.483892 11:00:00 \n", + " 2022-09-02 11:15:00+00:00 24.112854 11:15:00 \n", + " 2022-09-02 11:30:00+00:00 24.837297 11:30:00 \n", + "\n", + " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-03 21:00:00+00:00 \n", + "\n", + " * End gap: 2022-09-05 05:30:00+00:00 \n", + "\n", + " * Duration gap: 1 days 08:30:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-03 21:00:00+00:00 19.304926\n", + " 2022-09-03 21:15:00+00:00 19.113622\n", + " 2022-09-03 21:30:00+00:00 18.922319\n", + " 2022-09-03 21:45:00+00:00 18.731016\n", + " 2022-09-03 22:00:00+00:00 18.539713\n", + " ... \n", + " 2022-09-05 04:30:00+00:00 18.764818\n", + " 2022-09-05 04:45:00+00:00 18.633993\n", + " 2022-09-05 05:00:00+00:00 18.503168\n", + " 2022-09-05 05:15:00+00:00 18.528448\n", + " 2022-09-05 05:30:00+00:00 18.553728\n", + "Name: temp, Length: 131, dtype: float64 \n", + "\n", + " * Gapfill info: temp_model_value trail_weight \\\n", + "name datetime \n", + "vlinder05 2022-09-03 21:00:00+00:00 19.304926 0.000000 \n", + " 2022-09-03 21:15:00+00:00 19.113622 0.007692 \n", + " 2022-09-03 21:30:00+00:00 18.922319 0.015385 \n", + " 2022-09-03 21:45:00+00:00 18.731016 0.023077 \n", + " 2022-09-03 22:00:00+00:00 18.539713 0.030769 \n", + "\n", + " lead_weight hours minutes seconds \\\n", + "name datetime \n", + "vlinder05 2022-09-03 21:00:00+00:00 1.000000 21 0 0 \n", + " 2022-09-03 21:15:00+00:00 0.992308 21 15 0 \n", + " 2022-09-03 21:30:00+00:00 0.984615 21 30 0 \n", + " 2022-09-03 21:45:00+00:00 0.976923 21 45 0 \n", + " 2022-09-03 22:00:00+00:00 0.969231 22 0 0 \n", + "\n", + " temp_bias_lead temp_bias_trail \\\n", + "name datetime \n", + "vlinder05 2022-09-03 21:00:00+00:00 0.0 0.0 \n", + " 2022-09-03 21:15:00+00:00 0.0 0.0 \n", + " 2022-09-03 21:30:00+00:00 0.0 0.0 \n", + " 2022-09-03 21:45:00+00:00 0.0 0.0 \n", + " 2022-09-03 22:00:00+00:00 0.0 0.0 \n", + "\n", + " temp_debiased_value time \n", + "name datetime \n", + "vlinder05 2022-09-03 21:00:00+00:00 19.304926 21:00:00 \n", + " 2022-09-03 21:15:00+00:00 19.113622 21:15:00 \n", + " 2022-09-03 21:30:00+00:00 18.922319 21:30:00 \n", + " 2022-09-03 21:45:00+00:00 18.731016 21:45:00 \n", + " 2022-09-03 22:00:00+00:00 18.539713 22:00:00 \n", + "\n", + " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-05 19:30:00+00:00 \n", + "\n", + " * End gap: 2022-09-06 06:00:00+00:00 \n", + "\n", + " * Duration gap: 0 days 10:30:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-05 19:30:00+00:00 21.412431\n", + " 2022-09-05 19:45:00+00:00 21.157728\n", + " 2022-09-05 20:00:00+00:00 20.903024\n", + " 2022-09-05 20:15:00+00:00 20.589220\n", + " 2022-09-05 20:30:00+00:00 20.275415\n", + " 2022-09-05 20:45:00+00:00 19.961610\n", + " 2022-09-05 21:00:00+00:00 19.647806\n", + " 2022-09-05 21:15:00+00:00 19.457536\n", + " 2022-09-05 21:30:00+00:00 19.267267\n", + " 2022-09-05 21:45:00+00:00 19.076997\n", + " 2022-09-05 22:00:00+00:00 18.886728\n", + " 2022-09-05 22:15:00+00:00 18.798029\n", + " 2022-09-05 22:30:00+00:00 18.709329\n", + " 2022-09-05 22:45:00+00:00 18.620630\n", + " 2022-09-05 23:00:00+00:00 18.531931\n", + " 2022-09-05 23:15:00+00:00 18.479257\n", + " 2022-09-05 23:30:00+00:00 18.426584\n", + " 2022-09-05 23:45:00+00:00 18.373911\n", + " 2022-09-06 00:00:00+00:00 18.321237\n", + " 2022-09-06 00:15:00+00:00 18.296564\n", + " 2022-09-06 00:30:00+00:00 18.271890\n", + " 2022-09-06 00:45:00+00:00 18.247217\n", + " 2022-09-06 01:00:00+00:00 18.222543\n", + " 2022-09-06 01:15:00+00:00 18.144010\n", + " 2022-09-06 01:30:00+00:00 18.065477\n", + " 2022-09-06 01:45:00+00:00 17.986944\n", + " 2022-09-06 02:00:00+00:00 17.908411\n", + " 2022-09-06 02:15:00+00:00 17.790689\n", + " 2022-09-06 02:30:00+00:00 17.672968\n", + " 2022-09-06 02:45:00+00:00 17.555246\n", + " 2022-09-06 03:00:00+00:00 17.437524\n", + " 2022-09-06 03:15:00+00:00 17.347082\n", + " 2022-09-06 03:30:00+00:00 17.256639\n", + " 2022-09-06 03:45:00+00:00 17.166196\n", + " 2022-09-06 04:00:00+00:00 17.075754\n", + " 2022-09-06 04:15:00+00:00 17.042276\n", + " 2022-09-06 04:30:00+00:00 17.008798\n", + " 2022-09-06 04:45:00+00:00 16.975320\n", + " 2022-09-06 05:00:00+00:00 16.941843\n", + " 2022-09-06 05:15:00+00:00 17.027574\n", + " 2022-09-06 05:30:00+00:00 17.113306\n", + " 2022-09-06 05:45:00+00:00 17.199037\n", + " 2022-09-06 06:00:00+00:00 17.284769\n", + "Name: temp, dtype: float64 \n", + "\n", + " * Gapfill info: temp_model_value trail_weight \\\n", + "name datetime \n", + "vlinder05 2022-09-05 19:30:00+00:00 21.412431 0.000000 \n", + " 2022-09-05 19:45:00+00:00 21.157728 0.023810 \n", + " 2022-09-05 20:00:00+00:00 20.903024 0.047619 \n", + " 2022-09-05 20:15:00+00:00 20.589220 0.071429 \n", + " 2022-09-05 20:30:00+00:00 20.275415 0.095238 \n", + "\n", + " lead_weight hours minutes seconds \\\n", + "name datetime \n", + "vlinder05 2022-09-05 19:30:00+00:00 1.000000 19 30 0 \n", + " 2022-09-05 19:45:00+00:00 0.976190 19 45 0 \n", + " 2022-09-05 20:00:00+00:00 0.952381 20 0 0 \n", + " 2022-09-05 20:15:00+00:00 0.928571 20 15 0 \n", + " 2022-09-05 20:30:00+00:00 0.904762 20 30 0 \n", + "\n", + " temp_bias_lead temp_bias_trail \\\n", + "name datetime \n", + "vlinder05 2022-09-05 19:30:00+00:00 0.0 0.0 \n", + " 2022-09-05 19:45:00+00:00 0.0 0.0 \n", + " 2022-09-05 20:00:00+00:00 0.0 0.0 \n", + " 2022-09-05 20:15:00+00:00 0.0 0.0 \n", + " 2022-09-05 20:30:00+00:00 0.0 0.0 \n", + "\n", + " temp_debiased_value time \n", + "name datetime \n", + "vlinder05 2022-09-05 19:30:00+00:00 21.412431 19:30:00 \n", + " 2022-09-05 19:45:00+00:00 21.157728 19:45:00 \n", + " 2022-09-05 20:00:00+00:00 20.903024 20:00:00 \n", + " 2022-09-05 20:15:00+00:00 20.589220 20:15:00 \n", + " 2022-09-05 20:30:00+00:00 20.275415 20:30:00 \n", + "\n", + " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-06 20:45:00+00:00 \n", + "\n", + " * End gap: 2022-09-07 06:15:00+00:00 \n", + "\n", + " * Duration gap: 0 days 09:30:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-06 20:45:00+00:00 18.918954\n", + " 2022-09-06 21:00:00+00:00 18.625635\n", + " 2022-09-06 21:15:00+00:00 18.457666\n", + " 2022-09-06 21:30:00+00:00 18.289697\n", + " 2022-09-06 21:45:00+00:00 18.121729\n", + " 2022-09-06 22:00:00+00:00 17.953760\n", + " 2022-09-06 22:15:00+00:00 17.774011\n", + " 2022-09-06 22:30:00+00:00 17.594263\n", + " 2022-09-06 22:45:00+00:00 17.414514\n", + " 2022-09-06 23:00:00+00:00 17.234766\n", + " 2022-09-06 23:15:00+00:00 17.111284\n", + " 2022-09-06 23:30:00+00:00 16.987802\n", + " 2022-09-06 23:45:00+00:00 16.864320\n", + " 2022-09-07 00:00:00+00:00 16.740839\n", + " 2022-09-07 00:15:00+00:00 16.671453\n", + " 2022-09-07 00:30:00+00:00 16.602068\n", + " 2022-09-07 00:45:00+00:00 16.532682\n", + " 2022-09-07 01:00:00+00:00 16.463297\n", + " 2022-09-07 01:15:00+00:00 16.374902\n", + " 2022-09-07 01:30:00+00:00 16.286508\n", + " 2022-09-07 01:45:00+00:00 16.198114\n", + " 2022-09-07 02:00:00+00:00 16.109720\n", + " 2022-09-07 02:15:00+00:00 16.000990\n", + " 2022-09-07 02:30:00+00:00 15.892259\n", + " 2022-09-07 02:45:00+00:00 15.783529\n", + " 2022-09-07 03:00:00+00:00 15.674799\n", + " 2022-09-07 03:15:00+00:00 15.619726\n", + " 2022-09-07 03:30:00+00:00 15.564653\n", + " 2022-09-07 03:45:00+00:00 15.509580\n", + " 2022-09-07 04:00:00+00:00 15.454507\n", + " 2022-09-07 04:15:00+00:00 15.471540\n", + " 2022-09-07 04:30:00+00:00 15.488573\n", + " 2022-09-07 04:45:00+00:00 15.505605\n", + " 2022-09-07 05:00:00+00:00 15.522638\n", + " 2022-09-07 05:15:00+00:00 15.574255\n", + " 2022-09-07 05:30:00+00:00 15.625871\n", + " 2022-09-07 05:45:00+00:00 15.677488\n", + " 2022-09-07 06:00:00+00:00 15.729105\n", + " 2022-09-07 06:15:00+00:00 16.072477\n", + "Name: temp, dtype: float64 \n", + "\n", + " * Gapfill info: temp_model_value trail_weight \\\n", + "name datetime \n", + "vlinder05 2022-09-06 20:45:00+00:00 18.918954 0.000000 \n", + " 2022-09-06 21:00:00+00:00 18.625635 0.026316 \n", + " 2022-09-06 21:15:00+00:00 18.457666 0.052632 \n", + " 2022-09-06 21:30:00+00:00 18.289697 0.078947 \n", + " 2022-09-06 21:45:00+00:00 18.121729 0.105263 \n", + "\n", + " lead_weight hours minutes seconds \\\n", + "name datetime \n", + "vlinder05 2022-09-06 20:45:00+00:00 1.000000 20 45 0 \n", + " 2022-09-06 21:00:00+00:00 0.973684 21 0 0 \n", + " 2022-09-06 21:15:00+00:00 0.947368 21 15 0 \n", + " 2022-09-06 21:30:00+00:00 0.921053 21 30 0 \n", + " 2022-09-06 21:45:00+00:00 0.894737 21 45 0 \n", + "\n", + " temp_bias_lead temp_bias_trail \\\n", + "name datetime \n", + "vlinder05 2022-09-06 20:45:00+00:00 0.0 0.0 \n", + " 2022-09-06 21:00:00+00:00 0.0 0.0 \n", + " 2022-09-06 21:15:00+00:00 0.0 0.0 \n", + " 2022-09-06 21:30:00+00:00 0.0 0.0 \n", + " 2022-09-06 21:45:00+00:00 0.0 0.0 \n", + "\n", + " temp_debiased_value time \n", + "name datetime \n", + "vlinder05 2022-09-06 20:45:00+00:00 18.918954 20:45:00 \n", + " 2022-09-06 21:00:00+00:00 18.625635 21:00:00 \n", + " 2022-09-06 21:15:00+00:00 18.457666 21:15:00 \n", + " 2022-09-06 21:30:00+00:00 18.289697 21:30:00 \n", + " 2022-09-06 21:45:00+00:00 18.121729 21:45:00 \n", + "\n", + " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-07 06:45:00+00:00 \n", + "\n", + " * End gap: 2022-09-13 06:45:00+00:00 \n", + "\n", + " * Duration gap: 6 days 00:00:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-07 06:45:00+00:00 16.759222\n", + " 2022-09-07 07:00:00+00:00 17.636528\n", + " 2022-09-07 07:15:00+00:00 17.595401\n", + " 2022-09-07 07:30:00+00:00 17.956796\n", + " 2022-09-07 07:45:00+00:00 17.917760\n", + " ... \n", + " 2022-09-13 05:45:00+00:00 17.379194\n", + " 2022-09-13 06:00:00+00:00 17.280817\n", + " 2022-09-13 06:15:00+00:00 17.679628\n", + " 2022-09-13 06:30:00+00:00 18.078439\n", + " 2022-09-13 06:45:00+00:00 18.477251\n", + "Name: temp, Length: 577, dtype: float64 \n", + "\n", + " * Gapfill info: temp_model_value trail_weight \\\n", + "name datetime \n", + "vlinder05 2022-09-07 06:45:00+00:00 16.759222 0.000000 \n", + " 2022-09-07 07:00:00+00:00 17.102594 0.001736 \n", + " 2022-09-07 07:15:00+00:00 17.451032 0.003472 \n", + " 2022-09-07 07:30:00+00:00 17.799471 0.005208 \n", + " 2022-09-07 07:45:00+00:00 18.147909 0.006944 \n", + "\n", + " lead_weight hours minutes seconds \\\n", + "name datetime \n", + "vlinder05 2022-09-07 06:45:00+00:00 1.000000 6 45 0 \n", + " 2022-09-07 07:00:00+00:00 0.998264 7 0 0 \n", + " 2022-09-07 07:15:00+00:00 0.996528 7 15 0 \n", + " 2022-09-07 07:30:00+00:00 0.994792 7 30 0 \n", + " 2022-09-07 07:45:00+00:00 0.993056 7 45 0 \n", + "\n", + " temp_bias_lead temp_bias_trail \\\n", + "name datetime \n", + "vlinder05 2022-09-07 06:45:00+00:00 0.000000 0.000000 \n", + " 2022-09-07 07:00:00+00:00 -0.536212 0.776062 \n", + " 2022-09-07 07:15:00+00:00 -0.149009 1.187248 \n", + " 2022-09-07 07:30:00+00:00 -0.161806 0.698434 \n", + " 2022-09-07 07:45:00+00:00 0.225397 0.909621 \n", + "\n", + " temp_debiased_value time \n", + "name datetime \n", + "vlinder05 2022-09-07 06:45:00+00:00 16.759222 06:45:00 \n", + " 2022-09-07 07:00:00+00:00 17.636528 07:00:00 \n", + " 2022-09-07 07:15:00+00:00 17.595401 07:15:00 \n", + " 2022-09-07 07:30:00+00:00 17.956796 07:30:00 \n", + " 2022-09-07 07:45:00+00:00 17.917760 07:45:00 \n", + "\n", + " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", + "\n", + "Gap for vlinder05 with: \n", + "\n", + "\n", + " ---- Gap info ----- \n", + "\n", + "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", + " * Start gap: 2022-09-13 20:00:00+00:00 \n", + "\n", + " * End gap: 2022-09-15 23:45:00+00:00 \n", + "\n", + " * Duration gap: 2 days 03:45:00 \n", + "\n", + "\n", + " ---- Gap fill info ----- \n", + "\n", + " * On observation type: temp\n", + " * Technique: gap_debiased_era5 \n", + "\n", + " * Filled values: name datetime \n", + "vlinder05 2022-09-13 20:00:00+00:00 NaN\n", + " 2022-09-13 20:15:00+00:00 NaN\n", + " 2022-09-13 20:30:00+00:00 NaN\n", + " 2022-09-13 20:45:00+00:00 NaN\n", + " 2022-09-13 21:00:00+00:00 NaN\n", + " ... \n", + " 2022-09-15 22:30:00+00:00 NaN\n", + " 2022-09-15 22:45:00+00:00 NaN\n", + " 2022-09-15 23:00:00+00:00 NaN\n", + " 2022-09-15 23:15:00+00:00 NaN\n", + " 2022-09-15 23:30:00+00:00 NaN\n", + "Name: temp, Length: 207, dtype: object \n", + "\n", + " * Gapfill message: gapfill not possible: no leading/trailing period \n", + "\n" + ] + } + ], + "source": [ + "your_station.get_gaps_info()" + ] + }, + { + "cell_type": "markdown", + "id": "5f753cb4-eb5b-4479-a949-a58c3a18928a", + "metadata": {}, + "source": [ + "## Detailed reference\n", + "\n", + "For a more detailed reference you can use this [Filling gaps exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Gap_filling_excercise_03.ipynb)." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/examples/gee_example.ipynb b/docs/examples/gee_example.ipynb index b4cb99b1..230f2a33 100644 --- a/docs/examples/gee_example.ipynb +++ b/docs/examples/gee_example.ipynb @@ -24,19 +24,10 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 13, "id": "8ec045a4-be37-4c1b-bed4-df4dbf27dc51", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], + "outputs": [], "source": [ "import metobs_toolkit\n", "\n", @@ -62,7 +53,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 14, "id": "0f94ec85-b403-41f2-bc4b-e256c93d9516", "metadata": {}, "outputs": [ @@ -90,7 +81,6 @@ " network\n", " lat\n", " lon\n", - " lcz\n", " call_name\n", " location\n", " geometry\n", @@ -107,7 +97,6 @@ " \n", " \n", " \n", - " \n", " \n", " \n", " \n", @@ -116,7 +105,6 @@ " Vlinder\n", " 50.980438\n", " 3.815763\n", - " NaN\n", " Proefhoeve\n", " Melle\n", " POINT (3.81576 50.98044)\n", @@ -128,7 +116,6 @@ " Vlinder\n", " 51.022379\n", " 3.709695\n", - " NaN\n", " Sterre\n", " Gent\n", " POINT (3.70969 51.02238)\n", @@ -140,7 +127,6 @@ " Vlinder\n", " 51.324583\n", " 4.952109\n", - " NaN\n", " Centrum\n", " Turnhout\n", " POINT (4.95211 51.32458)\n", @@ -152,7 +138,6 @@ " Vlinder\n", " 51.335522\n", " 4.934732\n", - " NaN\n", " Stadsboerderij\n", " Turnhout\n", " POINT (4.93473 51.33552)\n", @@ -164,7 +149,6 @@ " Vlinder\n", " 51.052655\n", " 3.675183\n", - " NaN\n", " Watersportbaan\n", " Gent\n", " POINT (3.67518 51.05266)\n", @@ -176,13 +160,13 @@ "" ], "text/plain": [ - " network lat lon lcz call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", + " network lat lon call_name location \\\n", + "name \n", + "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", + "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", + "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", + "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", + "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", "\n", " geometry assumed_import_frequency \\\n", "name \n", @@ -201,7 +185,7 @@ "vlinder05 0 days 00:05:00 " ] }, - "execution_count": 4, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -224,39 +208,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 15, "id": "48431035-f130-44dc-9f35-5bfdd84fcff3", "metadata": {}, "outputs": [ - { - "data": { - "text/html": [ - "

To authorize access needed by Earth Engine, open the following\n", - " URL in a web browser and follow the instructions:

\n", - "

https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=kqPhl7KKwkEdr9K59YKLGT2L9NGfkh-zOgI1A1RdOQs&tc=vvq2uDYgLjs9W_0zwQm5DX4KkaKujHEOD7wDhhPvLqI&cc=-wCvBEbpfQ0pB34_2TWRousWfbVcKfO_hrc6SkEAWAg

\n", - "

The authorization workflow will generate a code, which you should paste in the box below.

\n", - " " - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdin", - "output_type": "stream", - "text": [ - "Enter verification code: 4/1AfJohXkBqVx-SiDLjHp0EcT3YtJknBUtns_FRt4_iovqEhWjro4LXbX41B0\n" - ] - }, { "name": "stdout", "output_type": "stream", "text": [ - "\n", - "Successfully saved authorization token.\n", "name\n", "vlinder01 Low plants (LCZ D)\n", "vlinder02 Open midrise\n", @@ -319,7 +278,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 16, "id": "c90d4a3f-11f9-44e2-9e53-cc145569e984", "metadata": {}, "outputs": [ @@ -351,7 +310,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 17, "id": "d5afd195-1aae-4254-a742-e917fb429d6a", "metadata": {}, "outputs": [ @@ -371,7 +330,7 @@ "" ] }, - "execution_count": 7, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, @@ -402,7 +361,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 18, "id": "bd5fb85d-dd74-4af4-98cd-67c9ac721a70", "metadata": {}, "outputs": [ @@ -460,7 +419,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 19, "id": "66ddba0d-52c7-40f3-9c9c-4d6aa88c932b", "metadata": {}, "outputs": [ @@ -538,6 +497,137 @@ "print(aggregated_landcover)" ] }, + { + "cell_type": "markdown", + "id": "10e19c71-322c-4508-879c-8d70ca7b873f", + "metadata": {}, + "source": [ + "## Extracting ERA5 timeseries\n", + "\n", + "The toolkit has built-in functionallity to extract ERA5 timeseries at the station locations. The ERA5 data will be stored in a [Modeldata](https://vergauwenthomas.github.io/MetObs_toolkit/intro.html#modeldata) instance. Here an example on how to get the ERA5 timeseries by using the [get_modeldata()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.get_modeldata) method.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "21f6430d-8d3b-49cf-8d63-8f909b72085d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(When using the .set_model_from_csv() method, make shure the modelname of your Modeldata is ERA5_hourly)\n", + "Modeldata instance containing: \n", + " * Modelname: ERA5_hourly \n", + " * 1 timeseries \n", + " * The following obstypes are available: ['temp'] \n", + " * Data has these units: {'temp': 'Celsius'} \n", + " * From 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:00:00+00:00 (with tz=UTC) \n", + " \n", + " (Data is stored in the .df attribute)\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Get the ERA5 data for a single station (to reduce data tr02ansfer)\n", + "your_station = your_dataset.get_station('vlinder02')\n", + "\n", + "#Extract timeseries at the location of the station\n", + "ERA5_data = your_station.get_modeldata(modelname='ERA5_hourly', \n", + " obstype='temp', \n", + " startdt=None, #if None, the start of the observations is used \n", + " enddt=None, #if None, the end of the observations is used \n", + " )\n", + "\n", + "#Get info\n", + "print(ERA5_data)\n", + "ERA5_data.make_plot(obstype_model='temp', \n", + " dataset=your_station, #add the observations to the same plot \n", + " obstype_dataset='temp')\n" + ] + }, + { + "cell_type": "markdown", + "id": "bf1fae3e-b969-4f82-b63b-3bde86da9257", + "metadata": {}, + "source": [ + "### GEE data transfer\n", + "\n", + "There is a limit to the amout of data that can be transfered directely from GEE. When the data cannot be transfered directely, **it will be writen to a file on your google drive**. The location of the file will be printed out. When the writing to the file is done, you must download the file and import it to an empty *Modeldata* instance using the [set_model_from_csv()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.modeldata.Modeldata.html#metobs_toolkit.modeldata.Modeldata.set_model_from_csv) method. " + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "77647240-3ba4-4fa3-90b8-eb1ef783c172", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "THE DATA AMOUT IS TO LAREGE FOR INTERACTIVE SESSION, THE DATA WILL BE EXPORTED TO YOUR GOOGLE DRIVE!\n", + "The timeseries will be writen to your Drive in era5_timeseries/era5_data \n", + "The data is transfered! Open the following link in your browser: \n", + "\n", + "\n", + "https://drive.google.com/#folders/1iSjU6u-kFeRS_YikiyaPoc09SNbmvvO1 \n", + "\n", + "\n", + "To upload the data to the model, use the Modeldata.set_model_from_csv() method\n", + "(When using the .set_model_from_csv() method, make shure the modelname of your Modeldata is ERA5_hourly)\n", + "Empty Modeldata instance.\n" + ] + } + ], + "source": [ + "#Illustration\n", + "#Extract timeseries at the locations all the station\n", + "ERA5_data = your_dataset.get_modeldata(modelname='ERA5_hourly', \n", + " obstype='temp', \n", + " startdt=None, #if None, the start of the observations is used \n", + " enddt=None, #if None, the end of the observations is used \n", + " )\n", + "\n", + "#Because the data amount is to large, it will be writen to a file on your google Drive! The returned Modeldata is empty.\n", + "print(ERA5_data)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "fd658a15-06cc-4841-852f-e1bb29809bdf", + "metadata": {}, + "outputs": [], + "source": [ + "#See the output to find the modeldata in your google Drive, and donwload the file.\n", + "#Update the empty Modeldata with the data from the file\n", + "\n", + "#ERA5_data.set_model_from_csv(csvpath='/home/..../era5_data.csv') #The path to the downloaded file\n", + "#print(ERA5_data)" + ] + }, { "cell_type": "markdown", "id": "cec4bea4-bdb7-4298-b7ff-f9547403e7ea", @@ -550,7 +640,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 24, "id": "bc8d896c-bba7-490c-b173-1f501c44e08f", "metadata": {}, "outputs": [ @@ -584,7 +674,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_c1603a239bcf2205c41486f0c684c596 {\n", + " #map_3d14467f98d531573b480d18dd6827a6 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -604,7 +694,7 @@ "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_c1603a239bcf2205c41486f0c684c596" ></div>\n", + " <div class="folium-map" id="map_3d14467f98d531573b480d18dd6827a6" ></div>\n", " \n", " \n", "<!doctype html>\n", @@ -705,8 +795,8 @@ "<script>\n", " \n", " \n", - " var map_c1603a239bcf2205c41486f0c684c596 = L.map(\n", - " "map_c1603a239bcf2205c41486f0c684c596",\n", + " var map_3d14467f98d531573b480d18dd6827a6 = L.map(\n", + " "map_3d14467f98d531573b480d18dd6827a6",\n", " {\n", " center: [20.0, 0.0],\n", " crs: L.CRS.EPSG3857,\n", @@ -730,21 +820,21 @@ "\n", " \n", " \n", - " var tile_layer_0be7f48f3e20b3ab6c3f22da9d449d0d = L.tileLayer(\n", + " var tile_layer_e5766e1a95ddfe9cde2a39cea9b638c6 = L.tileLayer(\n", " "https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",\n", " {"attribution": "Data by \\u0026copy; 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In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], + "outputs": [], "source": [ "import metobs_toolkit\n", "your_dataset = metobs_toolkit.Dataset()\n", @@ -59,27 +50,17 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 2, "id": "e1a0b0f7-817d-40bd-888d-98d2b215e367", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, { "data": { "text/plain": [ "" ] }, - "execution_count": 11, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, @@ -120,7 +101,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 3, "id": "02c8f1d9-c0da-470f-9730-112a89a77f67", "metadata": { "scrolled": true, @@ -520,7 +501,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 4, "id": "5f30dd72-b67c-4425-a49e-21d248d244fc", "metadata": {}, "outputs": [], @@ -541,7 +522,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 5, "id": "c3ce19c5-6ccd-44a4-8f67-3efd4f59621f", "metadata": {}, "outputs": [], @@ -565,27 +546,17 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 6, "id": "31918e79-d527-484a-b870-ceb678f8719e", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, { "data": { "text/plain": [ "" ] }, - "execution_count": 15, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, @@ -614,20 +585,10 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 7, "id": "a9707e22-b29a-4e79-9e8d-e321d4dba651", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, { "data": { "image/png": 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vrK2tk1x3t27d8OLFC/j6+gL4/mXo3bt36Nq1a5Lz1a5dG23atMG0adNgY2ODli1bwtPTM16768R8+vQJw4cPR548eWBkZARbW1sULFgQAJJsF5+U6dOnIzg4GC4uLihVqhTGjBmDW7dupWpZHz58wJcvX7Samuhync+fP4erq2u86cWKFZPej61AgQJar2OOtbj9i8T17ds3TJ48Gfnz54ehoSFsbGxga2uL4ODgVO/n2DLjcaDrfVuwYEH8+uuvWLt2LWxsbODu7o5ly5alKT4A8WI0MDBAoUKF4sXn4OCglRBJrcePH+Pu3bvxzjEuLi4A4p9j4+6XmMRL/vz5E5we91jMmzdvvKRlzLpizv0pjSnm2Ijr4MGDqFKlClQqFaytraWmPLo4xtMqsZiJiCh52IcDUQ60efNm9OjRA61atcKYMWOQO3duKJVKzJkzB0+fPk3x8jQaDQBg9OjRiXZUqMsh5QwNDeMNo6fRaJA7d25s2bIlwXlSM5RcQh1GAkiwc0fgextjOzu7eOXjDtWoVCpTHEti3N3dkSdPHmzevBm1atXC5s2bYWdnh/r16yc5nyAI2LVrFy5evIh//vkHx44dQ69eveDh4YGLFy/C1NQ0yfnbt2+P8+fPY8yYMShbtixMTU2h0WjQqFEjaX+kVK1atfD06VPs378f3t7eWLt2LRYuXIiVK1em29CoGbXOxD5z8QdtwocOHQpPT0+MGDECVatWhYWFBQRBQMeOHVO9n2PLjMdBSiVn33p4eKBHjx7S5zxs2DDMmTMHFy9ejJe81LXYT+/TQqPRoFSpUliwYEGC78dNJCS2X1J7LOoipoT2ha+vL1q0aIFatWph+fLlsLe3h76+Pjw9PfH3338nK47knquTW+5HMRMRUfIx4UCUA+3atQuFChXCnj17tG7AEqq+DyDB6uaPHj2SqusWKlQIAKCvr//DL7rppXDhwjhx4gSqV6+e5A2io6MjgO/bFBM38P2JeNwnfDFPSoODg7WGxYv7BDOm47LcuXPrbPsLFy6MY8eO4dOnT0nWclAqlejcuTO8vLwwd+5c7Nu3D3379k12UqNKlSqoUqUKZs2ahb///htdunTBtm3b0KdPn0RvzoOCgnDy5ElMmzYNkydPlqYndJwktozEWFtbo2fPnujZsydCQkJQq1YtTJ06Vfryn9zl2drawtzcPMHRVFK6zoQ4Ojri4cOH8aY/ePBAel8Xdu3ahe7du8PDw0OaFh4eHm80hLTKTMdBeu3bUqVKoVSpUpg4cSLOnz+P6tWrY+XKlZg5c2aKlhOz/ocPH2qdQyIjI+Hv759u58DChQvj5s2bqFevXor/rlLj9evX8YaBfPToEQBI535dxLR7926oVCocO3ZMa4hUT0/PeGUTW4eVlVWCfxNxz9Wxz+lJlSMiIt1hkwqiHCjmy2jsJ1qXLl3ChQsXEiy/b98+rT4YLl++jEuXLqFx48YAvn/RdnNzw6pVq/DmzZt483/48EGX4Seoffv2UKvVmDFjRrz3oqOjpRvM+vXrQ19fH0uWLNHa/kWLFsWbLyaRcObMGWlazLBssbm7u8Pc3ByzZ89OsB18ara/TZs2EEUR06ZNi/de3CeRXbt2RVBQEPr374+QkBD88ssvP1x+UFBQvOXEjE4SU50+ZgSEuDfnCR0/QML7MObLSnK+IMceShH43m6/SJEiWtX7k7s8hUKBVq1a4Z9//pGGEY0tJvbkrDMhTZo0weXLl7X+ZkJDQ7F69Wo4OTkl2E49NZRKZbz9vGTJkiSfyKZEZjwOdL1vv3z5gujoaK1ppUqVgkKhSHbTkdjq168PAwMD/PXXX1rbvm7dOnz+/FkaVUHX2rdvj1evXmHNmjXx3vv27RtCQ0N1ur7o6GisWrVKeh0ZGYlVq1bB1tYWFSpU0FlMSqUSgiBoHdMBAQHxRrgAvh9HCR1DhQsXxufPn7WaQ7158wZ79+7VKmdubg4bGxutczrwfYjT5Hr69GmqagISEeVUrOFAlE2tX79eGuM8tuHDh6NZs2bYs2cPWrdujaZNm8Lf3x8rV65E8eLFERISEm+eIkWKoEaNGhg4cCAiIiKwaNEi5MqVC2PHjpXKLFu2DDVq1ECpUqXQt29fFCpUCO/evcOFCxfw8uVL3Lx5M123t3bt2ujfvz/mzJmDGzduoGHDhtDX18fjx4+xc+dOLF68GG3btoWtrS1Gjx4tDRHXpEkTXL9+HUeOHJGG64vRsGFDFChQAL1798aYMWOgVCqxfv162Nra4sWLF1I5c3NzrFixAl27dkX58uXRsWNHqcyhQ4dQvXp1LF26NEXbU6dOHXTt2hV//fUXHj9+LFVR9/X1RZ06dTBkyBCpbLly5VCyZEmpA7fy5cv/cPkbNmzA8uXL0bp1axQuXBhfv37FmjVrYG5ujiZNmgD4XpW4ePHi2L59O1xcXGBtbY2SJUuiZMmSqFWrFubNm4eoqCg4ODjA29sb/v7+8dYT88VkwoQJ6NixI/T19dG8efMEO7QsXrw43NzcUKFCBVhbW+PKlSvYtWuX1rbGLG/YsGFwd3eHUqlEx44dE9zG2bNnw9vbG7Vr15aG7Hvz5g127tyJs2fPwtLSMlnrTMj48eOxdetWNG7cGMOGDYO1tTU2bNgAf39/7N69O16Tn9Rq1qwZNm3aBAsLCxQvXhwXLlzAiRMnkCtXLp0sPzMeB7ret6dOncKQIUPQrl07uLi4IDo6Gps2bYJSqUSbNm1SvM9sbW3x22+/Ydq0aWjUqBFatGiBhw8fYvny5fjpp5+SlfBLja5du2LHjh0YMGAATp8+jerVq0OtVuPBgwfYsWMHjh07lmAHqamVN29ezJ07FwEBAXBxccH27dtx48YNrF69Whr2UxcxNW3aFAsWLECjRo3QuXNnvH//HsuWLUORIkXi9adSoUIFnDhxAgsWLEDevHlRsGBBVK5cGR07dsS4cePQunVrDBs2TBqW2MXFJV7Hk3369MEff/yBPn36oGLFijhz5oxUcyM56tWrB+D/+7EgIqIfyPiBMYgoPcUM2ZjYz3///SdqNBpx9uzZoqOjo2hoaCiWK1dOPHjwYLyhxWKGEPvzzz9FDw8PMX/+/KKhoaFYs2ZN8ebNm/HW/fTpU7Fbt26inZ2dqK+vLzo4OIjNmjUTd+3aJZXRxbCYJiYmic63evVqsUKFCqKRkZFoZmYmlipVShw7dqz4+vVrqYxarRanTZsm2tvbi0ZGRqKbm5t4586deMPziaIoXr16VaxcubJoYGAgFihQQFywYEG8YTFjx+zu7i5aWFiIKpVKLFy4sNijRw/xypUrP4w/oSE4o6OjxT///FMsWrSoaGBgINra2oqNGzcWr169Gm/+efPmiQDE2bNnJ7pvYrt27ZrYqVMnsUCBAqKhoaGYO3dusVmzZlqxiqIonj9/XqxQoYJoYGCgNWzcy5cvxdatW4uWlpaihYWF2K5dO/H169cJDp84Y8YM0cHBQVQoFFr7Le7+njlzplipUiXR0tJSNDIyEosWLSrOmjVLGoIvZp8MHTpUtLW1FQVB0NpnCa37+fPnYrdu3URbW1vR0NBQLFSokDh48GBpGMXkrDMxT58+Fdu2bStaWlqKKpVKrFSpknjw4EGtMokdx0kNzxdbUFCQ2LNnT9HGxkY0NTUV3d3dxQcPHsTbd6kdFjMzHgeiqNt9++zZM7FXr15i4cKFRZVKJVpbW4t16tQRT5w4keS+EcWEh8WMsXTpUrFo0aKivr6+mCdPHnHgwIFiUFCQVpnatWuLJUqU+OF6EhJ3WExR/D5c5Ny5c8USJUqIhoaGopWVlVihQgVx2rRp4ufPn6VyAMTBgwdrzRv7fB5bQvsxJu4rV66IVatWFVUqlejo6CguXbo0XpxpiSnGunXrRGdnZ9HQ0FAsWrSo6OnpmeA58cGDB2KtWrVEIyOjeMMYe3t7iyVLlhQNDAxEV1dXcfPmzQkuIywsTOzdu7doYWEhmpmZie3btxffv3+f6LCYcT97R0fHH/5dERHR/xNEMRW9BBERZUNOTk5wc3ODl5eX3KGk2OLFizFy5EgEBATE652eiCgl3NzcEBgYmKw+UIiIiJLCPhyIiLI4URSxbt061K5dm8kGIiIiIso02IcDEVEWFRoaigMHDuD06dO4ffs29u/fL3dIREREREQSJhyIiLKoDx8+oHPnzrC0tMTvv/+OFi1ayB0SEREREZGEfTgQERERERERkc6xDwciIiIiIiIi0jkmHIiIiIiIiIhI55hwICIiIiIiIiKdY8KBiIiIiIiIiHSOCQciIiIiIiIi0jkmHIiIiIiIiIhI55hwICIiIiIiIiKdY8KBiIiIiIiIiHSOCQdKNz4+PhAEAYIgoEePHhmyTjc3N2mdAQEBSZb18vKSyk6dOjVV6+vRo4e0DB8fn1QtQ5fxeXt7o3LlyjAzM5PmDQ4O1mlcOcHUqVOl/efl5SV3OERE9D+JXXdjpjk5OckWm1y+fPmCIUOGwNHREUqlEoIgYMSIEXKHRUQEgAkHSqHYX8QS+rG0tJQ7xBwrICAALVu2xOXLlxESEiJ3OERElA29e/cOv/32G8qUKQMzMzMYGRmhUKFC6NmzJ27evJnm5QcEBGDq1KmYOnUq9u3bl/aAc4CxY8di2bJlePHiBTQajdzhEBFp0ZM7AMq+ypUrB19fXwBAnjx5ZI4m+ztx4gTCw8MBAK1atcKIESOgVCphZmYmc2RZT69evVC/fn0AgIuLi8zREBFlDmfOnEHr1q3x6dMnren+/v7w9/fHxo0bsXDhQgwbNizV6wgICMC0adMAAN27d0erVq2SNV/M/YZKpUr1urOqgwcPAgD09fWxefNm5M2bFw4ODjJHRUT0HRMOlGqNGzfG77//rjVNT+//DykLCwvUqFEjo8PKsV6/fi393qJFC9SuXfuH84SGhsLExCQ9w8qSChQogAIFCsgdBhFRpvHy5Uu0atUKQUFBAICaNWti+PDhMDU1xY4dO7B+/XpoNBqMGDECRYoUQZMmTTI0vvS838iM18rYMcVc/+3t7dG+fft0XRcRUUqxSQWlWu7cuVGjRg2tnypVqkjvJ9aHQ+z2l97e3pg8eTLy5csHlUqF6tWrx6uSuW7dOri7u6NAgQIwMTGBSqWCs7Mzhg4disDAQJ1v1759+9CiRQsULFgQZmZmMDAwgKOjI3r27JlkvxDR0dGYNm0a8ufPDyMjI9SqVQvXrl2LV87f3x99+/aFo6MjDA0NkTt3bnTo0AH3799PdcyCIGDKlCnS6169emm1ZY3dt8W1a9fQq1cv2NjYwNTUVJonJCQEU6dORcmSJWFkZARzc3O4ubnhyJEj8dYXGhqKoUOHwtbWFqampmjRogUCAgLg5OQkrSdGYn1RBAQESNPd3Ny0lp/cWOIuw8/PD3Xq1IGxsTHs7OwwceLEeNVL1Wo1li9fjqpVq8LCwgJGRkZwdnZG//79pTJJ9eFw69YtdOrUCfb29jAwMICDgwP69OmDly9fapX79u0bxowZA2dnZxgaGsLExAQFCxbEzz//jL1798b/EImIMrF58+ZJyQZXV1ccP34cbdq0gbu7O9atWydd50VRxPjx46X5EjufJnSP4Obmhjp16khlNmzYkOy+oBLrwyEqKgoLFixAhQoVYGJiAhMTE1SuXBmbN29Ochm3b99GgwYNYGpqiqZNmyZ73Y8fP0azZs1gamoKGxsbDB48GKGhofHm2b9/P+rXrw8rKysYGhrC1dUV06ZNw7dv37TKJXX9jtm3oigCAF68eBFvX4uiiNWrV6NKlSowMzODSqVC0aJF8fvvv+Pz58/JXheg/VmuW7cO06ZNg729PczNzdGpUycEBwfj06dP6Nq1KywsLGBtbY0BAwZItS9jjBo1CtWqVYO9vT0MDQ1hamqK8uXLY/78+YiOjk5y37Zo0QKmpqaJLhsAtm7dijp16kj71snJCV27dtXa3pQcF0SURiJRCkyZMkUEIAIQu3fvnmTZ06dPJ1i2e/fu0vRChQpJv8f8ODk5iVFRUVJ5d3f3eGVifooVKyZ++/ZNKlu7dm3pPX9//yTj8/T0lMpOmTJFmt6/f/9E15cnTx7x3bt3CW5L6dKl45U3NzcXHz58KJW/evWqaGlpmeCyTU1NxUuXLv0wvoQkFq+jo2O8/RJ3n4uiKAYHB4ulSpVKdDnLli3TWl/jxo3jlcmfP79obW2ttdyktsPf31+aXrt2bWl6SmKJvQx7e3vRyMgoXvk1a9ZI5SMjI5M8nmLEPs49PT2l6YcPHxYNDQ0TnNfOzk589uyZVLZXr16JrqdLly5Jfp5ERJlNvnz5pHPY0qVL471/+/ZtrfPc06dPRVFM/Hya0D1C7GtV3J+YMrGvu6dPn5aWF/e6J4rfz/n16tVLdJljx47V2oaY6RYWFmKuXLkSvEYlJKacpaWlmCdPnnjradSokVb5SZMmJRpTzZo1xYiICKlsUtfv2Ps27o+np6eo0WjEjh07JlqmaNGi4qdPn5K1rrifZeHChRPczkqVKsWbPmHCBK3tT+w6CkDs2bNngvvW3Nxc6zNJbNlJXXtj7gtTelwQUdqwhgOlWuwnD6kdjeK///7D3LlzsWfPHuTPnx/A96fWx44dk8p06NAB69evx6FDh+Dj44NDhw6hW7duAID79+9jz549OtsmAGjYsCFWrVqFf/75Bz4+Pjh69ChGjRoF4HtnWWvXrk1wvidPnmDx4sXYt28fKlasCOB7z9G//fYbAEAURXTv3l0aNWLUqFHw9vbG3LlzoVQqERISgp49e0pPKlLC19cXPXv2lF7//vvv8PX1xa5du+KVffHiBaZMmYJjx45h4cKFAIAJEybg9u3bAIAmTZrg0KFD2LhxI+zs7AAAI0eOxH///QcAOHr0qFTTwMjICIsWLcK+ffuQJ0+eeO16UyMlscT25s0blC9fHvv379dqP7xq1Srp97/++ks6toyNjTFjxgwcPXoUa9aswU8//ZRkXGFhYejevTsiIiKgp6eHWbNmwdvbG2PHjgUAvH37FoMGDZLK79+/HwDg6OiIXbt2wdvbG+vWrUO3bt1gZWWVml1DRCSLr1+/atXiKlu2bLwyJUqUgL6+vvT63r17KV7PkiVL8Ndff0mvGzduDF9fX/j6+mLChAkpXt7ixYtx8uRJAECVKlWwd+9e7Nq1C66urgC+19q4dOlSvPk+f/4MpVKJ1atX49ixY+jTp0+y1hccHIx8+fJh3759WLJkCYyNjQF8v27+888/AAA/Pz/MmDEDwPcmEOvWrcPRo0elWhS+vr7StTmuuNfvXr16SX1XAICdnZ20v5o0aYIdO3Zg27ZtAAArKyusXr0ae/fuRenSpQEADx48iNc0NrF1xRUQEIB58+Zh+/btUl9RR48exb1797B27VqsWLFCKhv7Ogx8v85v3boVR48ehY+PD/bs2YPKlSsD+F4rMm6NQeD7/ZStrS12794t7b+4y969ezfWr18PAFAqlRg9ejQOHz6MjRs3okGDBlLty9QeF0SUSnJnPChrSSqbDmjXZEhODYfhw4dL0//44w9p+qJFi6TpL168EPv27SsWLFgwwaz4yJEjpbK6qOHw8eNH8ddffxVdXV0TfGLeunXrBLcldpb90aNH0nSVSiVGRkaK169fl6aVLVtW9PX1lX6qVq0qvXflypUk40vOZxP7KVLc/fL7779rvadWq0UrKysRgGhgYCCeOHFCimvQoEHSfPPnzxdFURQHDhwoTRszZkyC2xz71JKSGg4pjSX2MgwMDMS3b99KyzE2NpaeOMUoU6aMVH7VqlUp2pd79+6VpjVu3Fjr83NychIBiIIgiB8+fBBFURTt7OxEAGKZMmXE69evi+Hh4T/8DImIMqOXL19qnd9j19yLLea8B0DcvHmzKIopq+GQ1PQYKanhEPucv2PHDumcPX36dGn6kCFD4i0DgOjt7Z3s/RN7vsePH0vTJ0yYIE3v1auXKIqiOHz4cK3rcUxM//zzjzS9ZMmS0jKSun4nte2iKIotWrSQ3luyZIk0PXZtFCsrK1Gj0SRrXbE/y86dO0vTmzZtKk2fNGmSNL1EiRLS9ODgYGn62bNnxZYtW4p2dnainp5evPus/fv3J7hvr1+/Lk0vWrRovGW3bNlSmvbbb78luK9EMeXHBRGlDTuNpFRLqNPIlI5GEbtjw1y5ckm/x9QC+Pr1K6pVq5ZgtjtuWV1Qq9WoX78+rl+/nuL1xWTnAcDZ2RlWVlYICgpCeHg4Xr9+jUePHknv37hxAzVr1kxwOffv30eFChVStwHJ0Lx5c63XgYGBUrvcyMhIaXSGhOICgGfPnknTYtcKiL3NqZXSWGIrWrSodPwpFApYWVkhLCxM6/OK/Rk0a9YsRbHFnvfIkSMJ9m0hiiIePHiAGjVqoHfv3pg1axZu3ryJcuXKQalUwsXFBY0aNcKYMWNgb2+fovUTEcnF3Nxc6/WHDx/ijeAjiiI+fvwovbawsMiQ2JIS+7ydWGeKCV1PVCoVGjRokOL1WVtbo0iRItLrSpUqSb/HXDtjxzR79mzMnj073nIePHiQ4PLjXr9/JPa6Yt+jlCxZEsbGxggLC0NQUBA+fPiA3Llzp2hdsbfN2tpa+j2mhicA2NjYSL8HBwfDwsICly9fRp06dRAVFZXoshO6zzI3N9eqWRP3ntHCwiLZ1/jUHhdElDpsUkGpllCnkc7OzilaRuyq5bFHuBD/16xg7969UrKhaNGi2L59e7zqhrocc/rcuXNSssHe3h4bNmzAmTNnsHXr1hSvL3bHiSmRUOdSupTaIUqTE1dC2xx7mlqtln5PS4efCcUSt5lC7OMpI8XENmPGDGzduhXt2rWDq6srBEHA/fv3sXDhQjRs2DBex1hERJmVmZkZ8uXLJ72+ceNGvDL37t3T+hJZvHhxAOlzDdClhK4ncb98p1Zq7wOio6MRERERb3pGDjH+o3XFTigpFP//dSJucipGzH3dypUrpeOkWbNmOHz4MHx9faWmskDC91lJXeNjlq1L6X0vRpSTMOFAmdqrV6+k3wcPHoz27dujRo0aCfZKrOv1de7cGd26dUu0JkJcly9fln5/8uSJ1J+BSqVC3rx5tZ4G1a5dG6IoxvsJDQ3VGi0hPcS9AbKxsZEu5Kampvj69Wu8uNRqNTw9PQEAhQoVkua9cuWK9HvsbY4t9k3J27dvpd+PHj0ar2xKY0mp2J/BoUOHUj1v9+7dE/383N3dpXIdO3bEjh078ODBA3z9+hVt27YFANy5c0frCQsRUWbXqlUr6fdly5YhMjJS6/0FCxZIv5cqVUq6VqTkGgBof3lN6wOF2OftZ8+eJXjejmnLH1tqEwWfPn3CkydPpNex+wGI2R+xY/L09Ez0WmJoaJjmuGKvK/Y9yp07dxAWFgbg+xd5W1vbNK8ruWLfZ82ZMweNGzdGjRo18O7duzQvO7nX+NQeF0SUOmxSQZmao6Oj9Pv69etRqFAhPHnyBDNnzkz39e3evRs1atRAUFCQ1hBfiVm4cCHy5MmDAgUKYNasWdL0xo0bQ19fH2XKlEHJkiVx584d/Pvvv+jWrRvatWsHfX19BAQE4PLly9i7d2+amiSkhkKhQKdOnbB8+XKEhISgYcOGGDZsGGxsbPDy5UvcuXMHe/bswfr16+Hm5oYWLVpInUEtXboU+fLlg6Ojo9Y2xxa7eunmzZtRuHBhhISEYN68eWmOJaV++eUXadjVkSNH4v379/jpp5/w6tUrrF69GhcuXEh03gYNGsDW1hYfPnzAxo0bYW1tjQYNGkCtViMgIADnzp3DzZs3pY7SqlevjnLlyqFSpUpwcHDA169ftTpRS+jpFRFRZjV27Fhs3rwZwcHBuH//Pho0aIDhw4fDxMQEu3btkjrrA6DVTCD2NWDBggUwNTXFkydPtMrHFvtJ9tmzZ3HkyBGYmZnBxcUlxTUPunTpIp3zmzVrhrFjxyJfvnx48+YNHjx4gP3792PUqFEp7vA6KZ07d8bEiRPx8uVLLFq0SJresmVL6f3FixcD+H4d+vTpE0qXLo3g4GA8ffoU3t7ecHR0THT/pDSWAwcOAAAmT54MQ0ND2NjYYNq0aVKZDh06pFtyISGx77PmzJmD7t2748iRI1qdhafWL7/8InXYPG/ePERHR6NOnTr4+PEjNm/ejJUrV8LR0VGW44IoR0vPDiIo+9H1sJixO3xKqHPBL1++iPb29vE6FKpevXqCy05rp5HR0dEJDm8Ze32xh8eKvS3Ozs7x5jM1NRXv378vlU9qWMyYn6TiS0pyO41MaL8EBQUlORRl3M8qoWExHRwcEhwWUxRFrU4xY36KFSuW4D5NSSyJDa0piqLo6OgYL5bIyEixfv36P9z3ie3LQ4cOJTmcV+wOuxIaMizmp3jx4mJ0dHSSnycRUWZz6tSpJK9hCoVCXLBggdY8kZGRYoECBZK8BsS+jkdFRWl1Phn3XJySTiMjIiKSHP4w7jk+oWUkR8x81tbWWsOHxvw0aNBA6phRFJMeFjM19zWJxa3RaMQOHTokup6khsVMaF2JXRsT+0wSWt6lS5dEQRC04hAEQes+ITmfSWKxxo4l7k9MuZQeF0SUNmxSQZmamZkZjh8/jrp168LU1BQODg6YPn06pk+fni7rUyqVOHToEFq2bAkLCwvY2tpi+PDhiQ6FGdvSpUsxbtw42Nvbw9DQEDVq1MDp06dRtGhRqUz58uVx48YNDBgwAIUKFYKBgQEsLS1RsmRJDBgwQLYqfJaWlrhw4QJmzJiBMmXKwMjICMbGxnB2dkbbtm2xdetWVKlSRSq/c+dODB48GLly5YKxsTGaNm2KM2fOSENjxbVlyxa4u7tDpVJJ+3Tnzp06iSUl9PX1ceTIEfz111+oVKkSTE1NoVKpUKRIEfTt2/eH8zdp0gRXrlxB165dkS9fPujr68PGxgZly5bFr7/+qrVNv/32G1q2bAlHR0cYGxtDX18fTk5OGDBgAE6dOgWlUpmqbSAikkudOnVw//59jBs3DiVLloSJiQkMDQ3h5OSE7t2748qVKxg5cqTWPPr6+ti3bx+qVq0KAwMD5MuXD9OmTdMa/jI2PT09HDhwADVq1Ej0mpJcBgYGOHr0qHTONzMzg0qlQsGCBdG0aVOsW7cOrVu3TtM6YjMzM4Ovry+aN28OExMTWFtbY8CAAdizZ49WLYLp06fj4MGDaNSoEXLlygV9fX04ODigRo0a+OOPP7RqIKSFIAj4+++/sXLlSlSqVEn6vFxcXDB+/HhcvHgxw4dprlSpEvbu3YtSpUpBpVKhRIkS2LlzJxo2bKiT5Xt5eWHTpk2oXbs2LCwsYGBggAIFCqBLly7Stmb0cUGU0wmimA49rRBRjuTk5ITnz58DQLp04kRERJTZxCQTHB0dERAQIG8wRESZDGs4EBEREREREZHOMeFARERERERERDrHhAMRERERERER6Rz7cCAiIiIiIiIinWMNByIiIiIiIiLSOSYciIiIiIiIiEjnmHAgIiIiIiIiIp1jwoGIiIiIiIiIdI4JByIiIiIiIiLSOSYciIiIiIiIiEjnmHAgIiIiIiIiIp1jwoGIiIiIiIiIdI4JByIiIiIiIiLSOSYciIiIiIiIiEjnmHCgH/Lx8YEgCAgODpY7FCIiIiIiIsoimHCgDCOKIubPnw8XFxcYGhrCwcEBs2bNSrDsuXPnoKenh7Jlyya5zIcPH6JOnTrIkycPVCoVChUqhIkTJyIqKkoqc/z4cbi4uMDc3Bxdu3ZFZGSk9N7nz5/h4uKC58+f62QbiYiIiIiI6Ds9uQOgnGP48OHw9vbG/PnzUapUKXz69AmfPn2KVy44OBjdunVDvXr18O7duySXqa+vj27duqF8+fKwtLTEzZs30bdvX2g0GsyePRsajQadO3fGb7/9Bnd3d7Rt2xarV6/GkCFDAADjx4/HgAED4OjomC7bTERERERElFMx4UCIiIjAmDFjsG3bNnz58gUVK1bEwoUL8dNPPyVYPiwsDG3atMGXL19w6NAhWFpa/nAd9+/fx4oVK3Dnzh24uroCAAoWLJhg2QEDBqBz585QKpXYt29fksstVKgQChUqJL12dHSEj48PfH19AQCBgYEIDAzEoEGDoFKp0KJFC9y/fx8AcP78efj5+WHp0qU/jJ+IiIiIiIhShk0qCGPHjsXu3buxYcMGXLt2DUWKFIG7u3uitQ8aNGgAjUaD48ePJyvZAAD//PMPChUqhIMHD6JgwYJwcnJCnz594q3D09MTz549w5QpU1K1LU+ePMHRo0dRu3ZtAICtrS3s7e3h7e2NsLAw+Pr6onTp0oiKisLAgQOxatUqKJXKVK2LiIiIiIiIEscaDjlcaGgoVqxYAS8vLzRu3BgAsGbNGhw/fhzr1q3DmDFjpLJv375Fhw4d4OzsjL///hsGBgbJXs+zZ8/w/Plz7Ny5Exs3boRarcbIkSPRtm1bnDp1CgDw+PFjjB8/Hr6+vtDTS9mhWa1aNVy7dg0RERHo168fpk+fDgAQBAE7duzAyJEjMXz4cDRp0gS9evXCH3/8gTp16kClUqF69eoIDAzE0KFDpaYWmVmEGImPCEaQ+Bmf8BnfxHCooYYGIjTSPxECAGMYwVgwghlMYA5TWAnmsIAZBEGQezOIiIhyvCi1iI+hIoLCRIREiAiJAEIiRXyLFKFQCNBXAAZ6gL4SMFAK//sf0NcTYGMiII+ZAKWC13QiyryYcMjhnj59iqioKFSvXl2apq+vj0qVKklND2I0aNAAlSpVwvbt21NcK0Cj0SAiIgIbN26Ei4sLAGDdunWoUKECHj58iCJFiqBz586YNm2a9H5KbN++HV+/fsXNmzcxZswYzJ8/H2PHjgUA1KhRA35+flLZR48eYePGjbh+/Tpq1aqF4cOHo3HjxihZsiRq1aqF0qVLp3j9uhItRuOF+Ab+4ks8E/9DgPgS/uJLBIgv8U78+D3BgPA0rUMBBfIgFwoIeVFAsEcBIS/yC/YoINijiOCIIoIjFAIrPxEREaXVt0gRTz9q8OSDBk8DNXj6QYMngWo8/6RBYIiIrxFpW75SAeQxE5DXQgF7cwEOlv/730IB59wKlMqrhKkhExJEJB8mHCjZmjZtit27d+PevXsoVapUiua1t7eHnp6eVjKhWLFiAIAXL14gT548uHLlCq5fvy7VMtBoNBBFEXp6evD29kbdunUTXX7+/PkBAMWLF4darUa/fv0watSoBBMj/fv3h4eHBzQaDa5fv4527drB2NgYtWvXxr///pthCYcIMRK3xYe4rrmHa+I9XNfcw13xMaIQna7r1UCDN/iAN+IHXBJvxnvfGEYoIRRBKYUrSguu0v9mgkm6xkVERJSVvf2iwQV/NS4GROP6SzWefNDg1WcRoph+61RrgNefRbz+rE7wfYUAFLJRoHReBco4KKUfB0s+WCCijMGEQw5XuHBhGBgY4Ny5c9JIDVFRUfDz88OIESO0yv7xxx8wNTVFvXr14OPjg+LFiyd7PdWrV0d0dDSePn2KwoULA/he0wD43tGjubk5bt++rTXP8uXLcerUKezatSvRDiYTotFoEBUVBY1GEy/hsG7dOlhbW6NFixYICgqStjfmf7U64Qu2LnwVQ3FG44dTmgs4p7mWIcmF1AjDN/iJt+Gn/v/PQwklygiuqKX4CbUVlVBdUQHmgqmMURIREclHoxFx67UGFwOipSSD/8d0zCykkkYEnnz4XsNiz83/v+ewMRFQyUkJtyJ6cHPWQxkHBZtbElG6EEQxPfOulBWMGDECO3fuxLp161CgQAHMmzcPBw4cwNOnT2FlZQUfHx/UqVMHQUFBsLS0xMiRI7F161b4+PigaNGiyVqHRqPBTz/9BFNTUyxatAgajQaDBw+Gubk5vL29E5xn6tSp2LdvH27cuCFNW7p0Kfbu3YuTJ08CALZs2QJ9fX2UKlUKhoaGuHLlCkaOHIk6depg8+bNWst7//49KleujHPnziFv3rwAvteI6NChAxo2bIiGDRvi1KlTiY7OkVJqUY2L4k2cVJ/HKc1FXBHvIDoTJhhSQwklygpF4aaojCZKN1QVyrIZBhERZWtBYSIO3Y3CgdtROPkwOs3NITKTXCYC6rrowb2YHhoV00NuM17TiUg3WMOB8Mcff0Cj0aBr1674+vUrKlasiGPHjsHKyirB8gsXLoRarUbdunXh4+MDFxcXuLm5wcnJCV5eXgnOo1Ao8M8//2Do0KGoVasWTExM0LhxY3h4eKQo1sDAQDx9+lR6raenh7lz5+LRo0cQRRGOjo4YMmQIRo4cGW/e4cOHY9SoUVKyAQC8vLzQvXt3/PXXXxgzZkyakw1qUQ0fzWXs0XjjgPokPiD+SB/ZgRpqXBXv4qr6LjzU62EHGzRT1kFLRX24KSpBX9CXO0QiIqI0exWswYHbUdh/OwpnnqgRrZE7ovTxMVTEzutR2Hk9CoIAlM+nROsyeuhUwQD5rZh8IKLUYw0H0glHR0dMmzYNPXr0kDuUDKcRNfDRXMZuzbFsnWRILkuYo7GiFn5RtkRdRRVW0SQioizlZbAGf1+JxL5b0bj6nzpd+2DI7AQBqF1Eic4VDPBzWX2Yq3hNJ6KUYcKB0uzu3bvo1KkTbty4AYUi52TBX4vv4aXeA8/o3fgPb+QOJ1NyEvKhu7I1uilbwUHII3c4RERECYpWizh4NxrrL0TC+0E0NLw7jsdIH2hWUh9dKuqjYVE96CmZfCCiH2PCgSgFRFHECc15rFXvwCHNv9mmT4b0poQSDRTV0FvZDk0VbuzvgYiIMoU3nzVYfT4S6y5E4u0X3hInV25TAf2qG2BQTQPYmPKaTkSJY8KBKBm+ieHwUu/BUvVmPBVfyB1OluYsOGGEsgd+UbaAoWAgdzhERJQDXQqIxmKfSOy/HYWo9BugKtsz0ge6VzbAcDcDFLaJPxQ5ERETDkRJ+Cx+xQr131gWvSXH982ga3awwWC9X9BP2QEWgpnc4RARUQ5wOSAa049GwPsBayjqkkIAWpXWw6i6hvjJkX3SE9H/Y8KBKAFB4mcsid6EZeot+IyvcoeTrZnDFP2VHTFKrxcsBXO5wyEiomzoyotoTD8SgaP3mWhIbzULKzHBXYW6Lkw8EBETDkRaIsRILFVvxrzoNUw0ZDBrWGCcXj8MUHZiUwsiItKJ6/+pMe1oOA7fZaIhozUuroc/WqhQzI5NLYhyMiYciP5nt/oYJkQvRID4Uu5QcrQCyIup+kPRSdGMQ2oSEVGqPAvUYOz+bzhwm4kGOekpgN5VDTC5sSFs2bkkUY7EhAPleH6a2xgbNQ8XxOtyh0KxlBGKYr7+eNRUVJQ7FCIiyiIio0XMPxWBuccj8C1K7mgohrkKGFdfhWFuBjDU48MEopyECQfKsYLEzxgX/Sc2qfdDBP8MMqtfFC0xR38UbAVruUMhIqJM7NSjaAzd+Q2PP2jkDoUS4Wgl4I+WRmhTVl/uUIgogzDhQDnSXvVxjIyahbcIlDsUSgZrWOAPvTHoptdK7lCIiCiTeftFgzH7wrH9Gqs0ZBUtSulhaTsj2JmzmQVRdseEA+Uob8VAjIiaiX2aE3KHQqlQV1EFy/SmoqAin9yhEBGRzERRxMqzkZh8KByfw+WOhlLKyljAny1V6FaZHUUTZWdMOFCOsUm9H2Oj5iIIX+QOhdLADCZYpD8BXZQt5A6FiIhk8v6rBr23fMOxB+wUMqtrVlIPKzsYIbcZazsQZUdMOFC291UMxZCo6diuOSR3KKRDHRVN8Zf+JJgLpnKHQkREGejkw2j03BKGt194C5td2JoKWN7eCC1Ls28HouyGCQfK1m5o7uOXqNF4Ij6XOxRKBwWFfNigPw+VFKXlDoWIiNJZtFrElMMRmH8qArx7zZ76VTPAgp9VMOBIFkTZBhMOlG2tiP4b46PnIwKRcodC6UgPepisNxhjlH0gCLxBISLKjgI+atB1YxguPVfLHQqls6oFldje05gdShJlE0w4ULYTKoahT9QE7NUclzsUykBtFO5Yoz8TxoKR3KEQEZEO7b0ZhX5bw9gxZA6S10LAth7GqFJQT+5QiCiNmHCgbOWl+BZtIofgpvhA7lBIBmWEothpsAQFBHu5QyEiIh2Y7R2OaUfYhCInMlACi9oYoU81jmJBlJUx4UDZxlXNHbSNHIo3+CB3KCSj3LDGNoNFqKYoL3coRESUShHRIvpt/YatV6PkDoVk1ruqPha3MWK/DkRZFBMOlC3sVR9Hr6jf8A2sb0mAAfSxRG8yuuu1ljsUIiJKoU+hGvy8Ngzn/dlfA31XtaAS+/qawMqYSQeirIYJB8ryPKLXY2L0QojgoUzaZuv9il/1eskdBhERJVPARw2arwrFw/cauUOhTKZUXgUODzRBHjN2JkmUlTDhQFna5KjFmKdeI3cYlImNVvbGTP2RcodBREQ/cP2lGi1Xh+LtF96aUsKK2CpwdJAJClgx6UCUVTDhQFnW6Kg/sFS9We4wKAvoq2yPxXoToRB4g0JElBldfRGNRstDORIF/VB+SwFHBpnAJbdS7lCIKBmYcKAsRyNqMCR6Otard8kdCmUh7RVNsE5/FvQFfblDISKiWK6/VKPR8lAEhfGWlJInt6mAQwNNUMaBSQeizI4JB8pS1KIafaImYKvmoNyhUBbURuGOjfrzoBR4g0JElBncfKWG+7JQfGKygVLI0gg40M8EVQrqyR0KESWB9YspyxBFEf2jJjPZQKm2W3MMA6OngHlWIiL53XmjRuPlTDZQ6gR/A5qtCsWNlxzNhCgzY8KBsozx0fOxWbNf7jAoi9uo3ofR0X/IHQYRUY52/60ajZaFIjCUyQZKvS/hQIvVofD/yFFNiDIrJhwoS/gzei0WqzfIHQZlE8vUWzAl6i+5wyAiypEevVfDfXko3ocw2UBp9/aLiKYrQ/EhhEkHosyICQfK9NZH78Kk6EVyh0HZzFz1aiyK9pI7DCKiHOVjqAYtVoVx6EvSqScfvh9XoRE8rogyGyYcKFM7oD6JodEz5A6Dsqnfoj3wj/qU3GEQEeUIUWoRHdaH4Rmrv1M6uPqfGh08wxClZtKBKDNhwoEyrduah+gZNR5qsDMgSh8iRPSMGo9bmgdyh0JElO0N2fkNZ57ymk7px/tBNPpu/cbOoYkyESYcKFP6KAajXdRwhOKb3KFQNheCMLSJHIp3YqDcoRARZVuLfSLgeTFK7jAoB/j7ShRmHouQOwwi+h8mHCjTiRaj0SVqFALEl3KHQjnEf3iDDpHDESFGyh0KEVG2c+ReFMYfCJc7DMpBZh6LwOG7THARZQZMOFCmMz56Pnw0l+QOg3KYi+JNDImeLncYRBnKyckJixYtSrLM1KlTUbZs2QyJJ6MFBARAEATcuHEDAODj4wNBEBAcHCxrXNnJ3TdqdN0YBjW7baAMJIpAj81heBrIJjxEcmPCgTKVzer9WKreLHcYlENtUu/DFvUBucMg0jkvLy9YWlrGm+7n54d+/fpJrwVBwL59+7TKjB49GidPnkznCNNfjx490KpVqyTLVKtWDW/evIGFhUW6x+Pj44OWLVvC3t4eJiYmKFu2LLZs2aJVJioqCtOnT0fhwoWhUqlQpkwZHD16NMnlTp06FYIgxPsxMTGRyhw/fhwuLi4wNzdH165dERn5/7W7Pn/+DBcXFzx//jzN2xgaIaLd+jB8YeUGkkHwN6D9+jCER7E/ByI5MeFAmcYjjT+GR82UOwzK4YZHzcQTTdpvtIl+JPaXPLnY2trC2Ng4yTKmpqbIlStXBkUkLwMDA9jZ2UEQhFQvI7mf6/nz51G6dGns3r0bt27dQs+ePdGtWzccPHhQKjNx4kSsWrUKS5Yswb179zBgwAC0bt0a169fT3S5o0ePxps3b7R+ihcvjnbt2gEANBoNOnfujAEDBuDChQu4cuUKVq9eLc0/fvx4DBgwAI6OjqncA/9v1N5vePKBVRtIPrdfazBqLzNeRHJiwoEyhUgxCt2ixrKTSJJdCMLQNWoMIkW2/STdcnNzw5AhQzBixAjY2NjA3d0dAHDnzh00btwYpqamyJMnD7p27YrAwMB48w0ZMgQWFhawsbHBpEmTtHphj4iIwOjRo+Hg4AATExNUrlwZPj4+AL4/Se/Zsyc+f/4sPe2eOnUqAO0mFU5OTgCA1q1bQxAE6XXcJhUajQbTp09Hvnz5YGhoiLJly2o9dY9pprBnzx7UqVMHxsbGKFOmDC5cuCCVef78OZo3bw4rKyuYmJigRIkSOHz4cKL7LigoCN26dYOVlRWMjY3RuHFjPH78WHo/oWYfixYt0tqGDRs2YP/+/dI+iNk/sSXUpOLs2bOoWbMmjIyMkD9/fgwbNgyhoaHS+05OTpgxYwa6desGc3NzrRojSfn9998xY8YMVKtWDYULF8bw4cPRqFEj7NmzRyqzadMm/P7772jSpAkKFSqEgQMHokmTJvDw8Eh0uaamprCzs5N+3r17h3v37qF3794AgMDAQAQGBmLQoEEoUaIEWrRogfv37wP4ngTx8/PD8OHDk7UNSdl/Kwrr2UkkZQJrzkdi53X5E7xEORUTDpQpTIlejBvifbnDIAIAXBfvYUL0ArnDoGxow4YNMDAwwLlz57By5UoEBwejbt26KFeuHK5cuYKjR4/i3bt3aN++fbz59PT0cPnyZSxevBgLFizA2rVrpfeHDBmCCxcuYNu2bbh16xbatWuHRo0a4fHjx6hWrRoWLVoEc3Nz6Yn36NGj48Xm5+cHAPD09MSbN2+k13EtXrwYHh4emD9/Pm7dugV3d3e0aNFCKwEAABMmTMDo0aNx48YNuLi4oFOnToiOjgYADB48GBEREThz5gxu376NuXPnwtTUNNH91qNHD1y5cgUHDhzAhQsXIIoimjRpgqio5H2hHT16NNq3b49GjRpJ+6BatWo/nO/p06do1KgR2rRpg1u3bmH79u04e/YshgwZolVu/vz5KFOmDK5fv45JkyYlK6aEfP78GdbW1tLriIgIqFQqrTJGRkY4e/Zsspe5du1auLi4oGbNmgC+12qxt7eHt7c3wsLC4Ovri9KlSyMqKgoDBw7EqlWroFQqU70NAPD2iwYDt/MBAmUeA7d/g/9H1rYhkoOe3AEQ/au+jMXqjXKHQaRliXoT6imqopGyltyhUDbi7OyMefPmSa9nzpyJcuXKYfbs2dK09evXI3/+/Hj06BFcXFwAAPnz58fChQshCAJcXV1x+/ZtLFy4EH379sWLFy/g6emJFy9eIG/evAC+f8E+evQoPD09MXv2bFhYWEAQBNjZ2SUam62tLQDA0tIyyXLz58/HuHHj0LFjRwDA3Llzcfr0aSxatAjLli2Tyo0ePRpNmzYFAEybNg0lSpTAkydPULRoUbx48QJt2rRBqVKlAACFChVKdH2PHz/GgQMHcO7cOSlJsGXLFuTPnx/79u2TmgokxdTUFEZGRoiIiEhy2+KaM2cOunTpghEjRgD4/vn99ddfqF27NlasWCElA+rWrYtRo0Yle7kJ2bFjB/z8/LBq1Sppmru7OxYsWIBatWqhcOHCOHnyJPbs2QO1Onkd4YWHh2PLli0YP368NE0QBOzYsQMjR47E8OHD0aRJE/Tq1Qt//PEH6tSpA5VKherVqyMwMBBDhw6Nl1xJjr5/f0NgKNvNU+bxJRwYuD0MRwclntgkovTBhAPJ6osYgj5RE6ABs86U+QyOmoYbigMwE0x+XJgoGSpUqKD1+ubNmzh9+nSCT/efPn0qJRyqVKmi1a9A1apV4eHhAbVajdu3b0OtVktlY0REROi874UvX77g9evXqF69utb06tWr4+bNm1rTSpcuLf1ub28PAHj//j2KFi2KYcOGYeDAgfD29kb9+vXRpk0brfKx3b9/H3p6eqhcubI0LVeuXHB1dZWaAqSXmzdv4tatW1qdOYqiCI1GA39/fxQrVgwAULFixTSt5/Tp0+jZsyfWrFmDEiVKSNMXL16Mvn37omjRohAEAYULF0bPnj2xfv36ZC137969+Pr1K7p37641vUaNGlo1WB49eoSNGzfi+vXrqFWrFoYPH47GjRujZMmSqFWrVqKfTUKW+0bg2IPoZJcnyiinHqmx4VIkulc2kDsUohyFCQeS1aToRfgPb+QOgyhBr/AOk6IXYZH+BLlDoWwi9kgBABASEoLmzZtj7ty58crGfEn/kZCQECiVSly9ejVeVfikmimkN319fen3mGSJRvM9udynTx+4u7vj0KFD8Pb2xpw5c+Dh4YGhQ4emal0KhUKrTwsAyW5ukZSQkBD0798fw4YNi/degQIFpN/jfq4p8e+//6J58+ZYuHAhunXrpvWera0t9u3bh/DwcHz8+BF58+bF+PHjk6wREtvatWvRrFkz5MmTJ8ly/fv3h4eHBzQaDa5fv4527drB2NgYtWvXxr///pvshMP9t2r8doAd9FHmNW5/OBoV10MeM7YqJ8oo/Gsj2VzR3MYa9Q65wyBK0mr1dlzU3JA7DMqmypcvj7t378LJyQlFihTR+on9JfbSpUta8128eBHOzs5QKpUoV64c1Go13r9/H28ZMc0HDAwMklUNX19fP8ly5ubmyJs3L86dO6c1/dy5cyhevHhKNh358+fHgAEDsGfPHowaNQpr1qxJsFyxYsUQHR2ttQ8+fvyIhw8fSuu0tbXF27dvtZION27c0FpOcvdBbOXLl8e9e/fi7dciRYrAwCDtT0l9fHzQtGlTzJ07N8nOJlUqFRwcHBAdHY3du3ejZcuWP1y2v78/Tp8+LXUWmZh169bB2toaLVq0kPZPTLImKioq2ftMFEUM3P4N39hPJGVin8JEjNzNpBhRRmLCgWShFtUYGjWDTSko09NAg0FRUzlqBaWLwYMH49OnT+jUqRP8/Pzw9OlTHDt2DD179tT6ovfixQv8+uuvePjwIbZu3YolS5ZIIwm4uLigS5cu6NatG/bs2QN/f39cvnwZc+bMwaFDhwB8H0khJCQEJ0+eRGBgIMLCwhKMx8nJCSdPnsTbt28RFBSUYJkxY8Zg7ty52L59Ox4+fIjx48fjxo0bKRrZYMSIETh27Bj8/f1x7do1nD59WmqeEJezszNatmyJvn374uzZs7h58yZ++eUXODg4SF+83dzc8OHDB8ybNw9Pnz7FsmXLcOTIkXjbduvWLTx8+BCBgYHJqgExbtw4nD9/HkOGDMGNGzfw+PFj7N+/P1X9GsR1+vRpNG3aFMOGDUObNm3w9u1bvH37Fp8+fZLKXLp0CXv27MGzZ8/g6+uLRo0aQaPRYOzYsVKZpUuXol69evGWv379etjb26Nx48aJxvD+/XvMnDkTS5YsAQBYWVmhWLFiWLRoES5cuICTJ0/Gaz6TmI2Xo3DeP2UJHSI57LoRhX/u8JpOlFGYcCBZrFD/jeviPbnDIEqWe+IT/Kle++OCRCkUU1tArVajYcOGKFWqFEaMGAFLS0soFP9/ie7WrRu+ffuGSpUqYfDgwRg+fLjWE3FPT09069YNo0aNgqurK1q1agU/Pz+p2n+1atUwYMAAdOjQAba2tlodV8bm4eGB48ePI3/+/ChXrlyCZYYNG4Zff/0Vo0aNQqlSpXD06FEcOHAAzs7Oyd5utVqNwYMHo1ixYmjUqBFcXFywfPnyRMt7enqiQoUKaNasGapWrQpRFHH48GGp2UaxYsWwfPlyLFu2DGXKlMHly5fjjcTRt29fuLq6omLFirC1tY1XSyMhpUuXxr///otHjx6hZs2aKFeuHCZPnix1zpkUNzc39OjRI9H3N2zYgLCwMMyZMwf29vbSz88//yyVCQ8Px8SJE1G8eHG0bt0aDg4OOHv2LCwtLaUygYGBePr0qdayNRoNvLy80KNHjyRHnBg+fDhGjRqltT1eXl7Ytm0bmjVrhjFjxuCnn3764bZ+CtWwKQVlKcN2fsOXcHZsSpQRBDFuo0eidPZKfIeyES3wFaE/LkyUSRjCADcN/oGTwkHuUCiHcXNzQ9myZbFo0SK5Q6EUcHR0xLRp05JMOmQXQ3d+w6pzkXKHQZQiA2sYYHFbI7nDIMr2WMOBMtxvUR5MNlCWE4FITIxeIHcYRJQF3L17FxYWFvE6gcyO7rxRY+0FJhso61lzPhKPP7AZEFF6Y8KBMtQNzX3s1Bz5cUGiTGiX5hjOa67JHQYRZXIlSpTArVu3tJrFZFdj9oZDze6YKAuK1gBTDkXIHQZRtscmFZShmkf2x3HNj9vNEmVWVYQy8DHcIncYRESyO3Q3Cq3XJNwBKVFWIAjAxV9NUS5/4n2dEFHaZP/UO2UaPurLTDZQlndRvIkD6pNyh0FEJCtRFDHpIDuKpKxNFIEJPI6J0hUTDpRhJkUvlDsEIp2YHL0YGpF1iIko5zpwOxp33vA8SFnfiYfROP0oWu4wiLItJhwoQ+xTH4efeFvuMIh04oH4DHs1x+UOg4hINn8cZ9t3yj4mspYDUbphwoEyxJzoVXKHQKRTf0avlTsEIiJZeN+PwtX/2Ls/ZR9+L9TYezNK7jCIsiUmHCjdnVRfwE3xgdxhEOnUDfE+jqvZJwkR5TxzWLuBsqH5J3lcE6UHJhwo3S1Ue8odAlG6mBe9Ru4QiIgy1Jkn0Tj3jLUbKPvxe6HGpQD25UCka0w4ULq6rXmIE5rzcodBlC58xSu4qLkhdxhERBlmjjefAlP2teTfSLlDIMp2mHCgdLUw2kvuEIjS1YLo9XKHQESUIa7/p8ZJ9uZP2djeW1F4/ZmjrxDpEhMOlG5ei++xU3NE7jCI0tVhzRm8Ft/LHQYRUbpbd4FPfyl7i1IDK8/yOCfSJSYcKN1sUO9FFPgkhLK3aERjg3qv3GEQEaWrb5Eitl/jFzHK/taej0R4lCh3GETZBhMOlC5EUcQm9T65wyDKEF7qPRBF3pwQUfa1+2YUPofLHQVR+gsMFbH9GofIJNIVJhwoXfiKV/BM/E/uMIgyxHPxFTtHJaJszesiazdQzrGCzSqIdIYJB0oXG6P3yR0CUYZap94pdwhEROniyQc1zjzlUJiUc1z7T40H73jME+kCEw6kc1/FUOzVeMsdBlGGOqjxwUcxWO4wiIh0zusSq5dTzrP1Ko97Il1gwoF0brf6GELxTe4wiDJUNKLxj/qU3GEQEemUWiNisx+rl1POs4P9OBDpBBMOpHN7NcflDoFIFjz2iSi7OfNEjdef2Sku5TxPAzXwe87R1ojSigkH0qkQMQw+mktyh0Eki9Oai/gsfpU7DCIinTl8l095Kefac5PHP1FaMeFAOnVM44sIsOol5UyRiMJBzWm5wyAi0plD9/iEl3Ku/bd4/BOlFRMOpFNsw0453T71CblDICLSiUfv1XjyQSN3GESyeRKowa3XHK2CKC2YcCCdiRajcVTjK3cYRLI6rjmHb2K43GEQEaXZ4bt8ukt06A6bVRClBRMOpDO+mqsIxhe5wyCSVTgicF5zXe4wiIjS7Mg9ftEi+vcJE29EacGEA+nMac1FuUMgyhTYcSoRZXVfwkWcfcaq5EQXA9SIjOZILUSpxYQD6Yyv5orcIRBlCv9qLssdAhFRmhx/EI0o5huIEBYJ+L3gHwNRajHhQDoRLkbgqnhH7jCIMoWr4l18EUPkDoOIKNV8HrMaOVEMNqsgSj0mHEgnLmluIhJs60kEAGqocZY1fogoC7sYwC9YRDF8n7CGA1FqMeFAOuEr8ssVUWxnNH5yh0BElCohESLuvOFwmEQxLgREI0rNfhyIUoMJB9KJc5prcodAlKlcE+/JHQIRUapceaGGmvkGIklYJOD3nLUciFKDCQfSiWuau3KHQJSp3NI8lDsEIqJU4RcrovguBvDvgig1mHCgNHshvsFnfJU7DKJMJRhf4K95KXcYREQpdv0lv1gRxXX/Lf8uiFKDCQdKs7uaR3KHQJQp3RTvyx0CEVGK3WDCgSiee2/ZzogoNZhwoDS7LTLhQJSQ6xomHIgoa/kSLuLpR36xIorrwTsm4ohSgwkHSrM7msdyh0CUKbGGAxFlNQ/fqSGyM36ieL5GAP8FMRlHlFJMOFCa3WENB6IEPRFfyB0CEVGKBHziFyqixLAfB6KUY8KB0kQjavBEfC53GESZ0n/iG4h8VEhEWcjzTzxnESXm/jsm5IhSigkHSpPXeI9IRMkdBlGmFIFIvMZ7ucMgIkq256zhQJQo1nAgSjkmHChNXoiv5Q6BKFN7Lr6SOwQiomRjwoEocU8+8O+DKKWYcKA0+U98K3cIRJnacybliCgLYR8ORIl7H8ImR0QpxYQDpclr8Z3cIRBlagGs4UBEWcgL9sJPlKhAJhyIUowJB0qTN+IHuUMgytTe8m+EiLKI9181CIuUOwqizOtTmAiNhkkHopRgwoHS5K0YKHcIRJlakPhF7hCIiJLlzRd+kSJKikYEPobx74QoJZhwoDT5gq9yh0CUqX3m3wgRZRFhkfwiRfQjH9isgihFmHCgNPkqhskdAlGm9jkDajj4+PhAEAQEBwenaTkBAQEQBAE3btzQSVw/MmnSJPTr10967ebmhhEjRqRpmXG3IaX7Jjn7QFf7Oy5BELBv3z4AQGBgIHLnzo2XL1/qdB1ESQmJ4Bcpoh9hPw5EKcOEA6VJKJhwIEpKENI/4VCtWjW8efMGFhYWaVpO/vz58ebNG5QsWVJHkSXu7du3WLx4MSZMmCBN27NnD2bMmKHT9aR032TkPkiKjY0NunXrhilTpqR43vDwcAwePBi5cuWCqakp2rRpg3fvku7gVxRFTJ48Gfb29jAyMkL9+vXx+PFj6f2IiAh07doV5ubmcHFxwYkTJ7Tm//PPPzF06NAUx0qZSyj7byD6IdZwIEoZJhwoTb4iVO4QiDK1z2L6N6kwMDCAnZ0dBEFI03KUSiXs7Oygp6eno8gSt3btWlSrVg2Ojo7SNGtra5iZmel0PSndNxm5D36kZ8+e2LJlCz59+pSi+UaOHIl//vkHO3fuxL///ovXr1/j559/TnKeefPm4a+//sLKlStx6dIlmJiYwN3dHeHh4QCA1atX4+rVq7hw4QL69euHzp07QxS/33T7+/tjzZo1mDVrVuo2lDKNUDapIPqhT6EpG8lFF7X3coIePXqgVatW0mvut+yDCQdKk1A2qSBK0pcUJuXc3NwwdOhQjBgxAlZWVsiTJw/WrFmD0NBQ9OzZE2ZmZihSpAiOHDkizRO3iv/z58/RvHlzWFlZwcTEBCVKlMDhw4cBAEFBQejSpQtsbW1hZGQEZ2dneHp6Aki8OcLJkydRsWJFGBsbo1q1anj48KFWzDNnzkTu3LlhZmaGPn36YPz48ShbtmyS27lt2zY0b9483rbHvrlwcnLC7Nmz0atXL5iZmaFAgQJYvXq11jyXL19GuXLloFKpULFiRVy/fl3r/dj75suXLzAyMtLadwCwd+9emJmZISwsLMEmFYcPH4aLiwuMjIxQp04dBAQEaM0/derUeNu7aNEiODk5Sa/9/PzQoEED2NjYwMLCArVr18a1a9eS3EclSpRA3rx5sXfv3iTLxfb582esW7cOCxYsQN26dVGhQgV4enri/PnzuHjxYoLziKKIRYsWYeLEiWjZsiVKly6NjRs34vXr11ITj/v376NFixYoUaIEBg8ejA8fPiAw8HunwQMHDsTcuXNhbm6e7DgpcwpjkwqiH4pUp6x8etTeiy3uF/XMLrnNN9N7v2V1Ka3NGBUVhXHjxqFUqVIwMTFB3rx50a1bN7x+/Voqk161GZlwoDQJYZMKoiRFIzrF82zYsAE2Nja4fPkyhg4dioEDB6Jdu3aoVq0arl27hoYNG6Jr164IC0v472/w4MGIiIjAmTNncPv2bcydOxempqYAvvebcO/ePRw5cgT379/HihUrYGNjk2Q8EyZMgIeHB65cuQI9PT306tVLem/Lli2YNWsW5s6di6tXr6JAgQJYsWJFksv79OkT7t27h4oVK/5wX3h4eEiJhEGDBmHgwIFSwiMkJATNmjVD8eLFcfXqVUydOhWjR49OdFnm5uZo1qwZ/v77b63pW7ZsQatWrWBsbBxvnv/++w8///wzmjdvjhs3bkgJlZT6+vUrunfvjrNnz+LixYtwdnZGkyZN8PVr0jVgKlWqBF9f32Sv5+rVq4iKikL9+vWlaUWLFkWBAgVw4cKFBOfx9/fH27dvteaxsLBA5cqVpXnKlCmDs2fP4tu3bzh27Bjs7e1hY2ODLVu2QKVSoXXr1smOkTIvNqkg+jF1yio4pEvtvZwgrftNrVZDo0nhh5UBy9KVlNZmDAsLw7Vr1zBp0iRcu3YNe/bswcOHD9GiRQupTHrVZmTCgdIkGilM8xLlMGqk/AJVpkwZTJw4Ec7Ozvjtt9+gUqlgY2ODvn37wtnZGZMnT8bHjx9x69atBOd/8eIFqlevjlKlSqFQoUJo1qwZatWqJb1Xrlw5VKxYEU5OTqhfv368mgZxzZo1C7Vr10bx4sUxfvx4nD9/Xqpqv2TJEvTu3Rs9e/aEi4sLJk+ejFKlSiW5vBcvXkAUReTNm/eH+6JJkyYYNGgQihQpgnHjxsHGxganT58GAPz999/QaDRYt24dSpQogWbNmmHMmDFJLq9Lly7Yt2+flKz58uULDh06hC5duiRYfsWKFShcuDA8PDzg6uqKLl26oEePHj+MO666devil19+QdGiRVGsWDGsXr0aYWFh+Pfff5OcL2/evHj+/Hmy1/P27VsYGBjA0tJSa3qePHnw9u3bROeJKZPYPL169UKZMmVQvHhxzJo1Czt27EBQUBAmT56MJUuWYOLEiShSpAjc3d3x6tWrZMdLmQubVBD9mDqFfyapqb0X165du1CqVCkYGRkhV65cqF+/PkJDQzF16lRs2LAB+/fvhyAIEAQBPj4+AL4nzNu3bw9LS0tYW1ujZcuWWjX0YmpGTJs2Dba2tjA3N8eAAQMQGZl05nH37t0oUaIEDA0N4eTkBA8PD633Y3eAHMPS0hJeXl4AgIIFCwIAypUrB0EQ4Obmlqz9FhERgdGjR8PBwQEmJiaoXLmytK0A4OXlBUtLSxw4cADFixeHoaEhXrx4keCyDxw4AGdnZ6hUKtSpUwcbNmzQqima2LKCgoLQrVs3WFlZwdjYGI0bN9bq7yg5NR5Tu99jS01tRgsLCxw/fhzt27eHq6srqlSpgqVLl+Lq1avSfkqv2ozyN1KlLE0PSrlDoFhyhxhi7CF7IL3vGQUAYvquRExjfwTJInzflPRdhwB0TdkspUuXln5XKpXIlSuX1pf4mC+G79+/T3D+YcOGYeDAgfD29kb9+vXRpk0baZkDBw5EmzZtpJoSrVq1QrVq1ZIdj729vbTuAgUK4OHDhxg0aJBW+UqVKuHUqVOJLu/bt28AAJVKleR6465bEATY2dlJ233//n2ULl1aazlVq1ZNcnlNmjSBvr4+Dhw4gI4dO2L37t0wNzfXerof2/3791G5cmWtaT9aR0LevXuHiRMnwsfHB+/fv4darUZYWFiiN0MxjIyMEq3JkpH09fWxbNkyrWk9e/bEsGHDcP36dezbtw83b97EvHnzMGzYMOzevVumSCktIlJeIYvSWR3Hl3BTBCDyrRIRhoYIN1QhwsAQEYYGCDcwQKSBISL19RFhoI8ofX1E6elBzIDLZ05mlDvty/Dw8MCMGTPw+++/Y9euXRg4cCBq164NV1fXeGXfvHmDTp06Yd68eWjdujW+fv0KX19fiKKI0aNH4/79+/jy5YvUPNLa2hpRUVFwd3dH1apV4evrCz09PcycORONGjXCrVu3YGBgAAA4efIkVCoVfHx8EBAQgJ49eyJXrlyJPsW+evUq2rdvj6lTp6JDhw44f/48Bg0ahFy5ciU7GX/58mVUqlQJJ06cQIkSJaRYfmTIkCG4d+8etm3bJjU3bNSoEW7fvg1nZ2cA35/iz507F2vXrkWuXLmQO3f8D8vf3x9t27bF8OHD0adPH1y/fj3B2pEJLatTp054/PgxDhw4AHNzc4wbNw5NmjTBvXv3oK+vn6ztAFK+3+P6UW3GKlWqJGs5nz9/hiAI0kOKMmXKYNOmTTqvzciEA6WJkgmHTOXUABPk2X1I7jAoNqUyxQmHuBctQRC0psV0gJhY9b4+ffrA3d0dhw4dgre3N+bMmQMPDw8MHToUjRs3xvPnz3H48GEcP34c9erVw+DBgzF//vxkxfOjdSdHTBOOoKAg2NraJlk2oX2RlnUbGBigbdu2+Pvvv9GxY0f8/fff6NChQ5o6iVQoFFKVwxhRUVFar7t3746PHz9i8eLFcHR0hKGhIapWrfrDJxqfPn364T6Kzc7ODpGRkQgODtaq5fDu3TvY2dklOk9MmZiEUszrxPriOH36NO7evYu1a9dizJgxaNKkCUxMTNC+fXssXbo02fFS5mLIu8JM512ECQaPmw4xWIDiij0EPxVwNhSaKy8gvvsYr7woCIgwNUWEuRkiTU0RYWqCCBNTRJoaI8LYGBEmJogwMUaEyggRRt9/IlUqRKgMEW5oiAhDw+8JDQMDROgbIEJfHxF6egjX+/5/hFKJCKUS4QolIhUKhAvffyIgIAICwgFEiOn/3ENOzXMn/4tlYmJq7wHAuHHjsHDhQpw+fTrRhEN0dDR+/vlnqaPl2A8hjIyMEBERoXWO37x5MzQaDdauXStdtz09PWFpaQkfHx80bNgQwPdr4vr162FsbIwSJUpg+vTpGDNmDGbMmAGFIn5F+AULFqBevXqYNGkSAMDFxQX37t3Dn3/+meyEQ8w1LVeuXIlel+J68eIFPD098eLFC6l25OjRo3H06FF4enpi9uzZAL5fe5cvX44yZcokuqxVq1bB1dUVf/75JwDA1dUVd+7cifdlP+6yYhIN586dkx7UbNmyBfnz58e+ffvQrl27ZG0LkPL9HldqajPGFR4ejnHjxqFTp05SrYVevXrh1q1bKF68OGxsbLRqM/r4+GDixInYtm0bChcujPXr18PBwSFZ6+KlhdKENRwyj50eTkw2ZEZKef5G8ufPjwEDBmDAgAH47bffsGbNGqmjH1tbW3Tv3h3du3dHzZo1MWbMmCQTDklxdXWFn58funXrJk3z8/NLcp7ChQvD3Nwc9+7dg4uLS6rWCwDFihXDpk2bEB4eLtVySKwqYWxdunRBgwYNcPfuXZw6dQozZ85Mch0HDhzQmhZ3Hba2tnj79i1EUZRu7OJ2hnXu3DksX74cTZo0AfC9qmtMNcWk3LlzJ9HqpgmpUKEC9PX1cfLkSbRp0wYA8PDhQ7x48SLRmhkFCxaEnZ0dTp48KSUYvnz5gkuXLmHgwIHxysd0VLVlyxYolUqo1Wop4RIVFQW1mk3tsipjAz4az2zuvbXC2UddUcN1JcQGjyE2+P/3hBeFoPDLDfgpIV4JhuaaP4SQMKi+foXqB/3DpLcIExNEmpkiwswUEaamiDQx+Z7sMP2e8Ig0NkF4TMLDSIVwlQqRKhXCDQ0RaWiI8P8lPSL1DRCur48IfX2E6+khUk8P4UolIpR6iFAoESEoEP6/xEfk/xIe4RAQISIVDRqTR08HfyZJ1d6Lq0yZMqhXrx5KlSoFd3d3NGzYEG3btoWVlVWiy7958yaePHkSrw+E8PBwPH36VGvZsfsvqlq1KkJCQvDff/9pjSIV4/79+2jZsqXWtOrVq2PRokVQq9VQptM9z+3bt6FWq+PdM0RERCBXrlzSawMDA619m5CHDx/ip59+0ppWqVKleOXiLuv+/fvQ09PTqvWYK1cuuLq64v79+ynanpTud12LiopC+/btIYqiVr9b6VWbkQkHShMmHDKHUScKwG3ykR8XpIwnQ8JhxIgRaNy4MVxcXBAUFITTp0+jWLFiAIDJkyejQoUKKFGiBCIiInDw4EHpvdQYOnQo+vbti4oVK6JatWrYvn07bt26hUKFCiU6j0KhQP369XH27Nk09azduXNnTJgwAX379sVvv/2GgICAZCVOatWqBTs7O3Tp0gUFCxaM12QitgEDBsDDwwNjxoxBnz59cPXqVakdagw3Nzd8+PAB8+bNQ9u2bXH06FEcOXJEq52js7MzNm3ahIoVK+LLly8YM2YMjIyMkowzLCwMV69elZ7cJIeFhQV69+6NX3/9FdbW1jA3N8fQoUNRtWpVrSqWRYsWxZw5c9C6dWsIgoARI0Zg5syZcHZ2RsGCBTFp0iTkzZs3wc9nxowZaNKkCcqVKwfg+83mmDFj0LNnTyxduhTVq1dPdryUuRin/cEtpYNeG9vhwYw9UCjifCEt8BGaAh+BNv97rTGA4r4ThCuWgJ8Gol8gNHeeA3FqXGUEw9BQGIaGwuxt4r3mp7coQxUizM0QYW6qXdvDxBjhMbU9jI0QqTJChJEK4f/7P/J/tTzCDQ0RafC9lke4gQEi/lfLw9XABLBJ3pPdxKSk9p5SqcTx48dx/vx5eHt7Y8mSJZgwYQIuXbok9YcQV0hICCpUqIAtW7bEey8lteZSQxCEH9b6S6mQkBAolUpcvXo1XlIjplNs4Httj7QOEZ6WZSWnxqMupKY2Y+x42rdvj+fPn+PUqVNJ9smgq9qMTDhQmujxEJJddX9rjOt2AchkvefS/xgaZvgq1Wo1Bg8ejJcvX8Lc3ByNGjXCwoULAXzP2Md8OTcyMkLNmjWxbdu2VK+rS5cuePbsGUaPHo3w8HC0b98ePXr0wOXLl5Ocr0+fPujbty/mzZuXrOqDCTE1NcU///yDAQMGoFy5cihevDjmzp0rPdlPjCAIUnvYyZMnJ1m2QIEC2L17N0aOHIklS5agUqVKUmdfMYoVK4bly5dj9uzZmDFjBtq0aYPRo0drdQK2bt069OvXD+XLl0f+/Pkxe/bsJEfUAID9+/ejQIECqFmzpjTNy8sLPXv2jHdDE9vChQuhUCjQpk0bREREwN3dHcuXL9cq8/DhQ3z+/Fl6PXbsWISGhqJfv34IDg5GjRo1cPTo0Xj9bNy5cwc7duzQqsHRtm1b+Pj4oGbNmnB1dY03CghlHUas4ZApfQpVYfvl/uhUJekhAgWFCLHEK4glXgHd/zcx3BLKGw6AnwngFwnNlTcQn7xM/6AzAf2IcOh/CIfphw86Xa7R6j8B5446XeaPCIKA6tWro3r16pg8eTIcHR2xd+9e/PrrrzAwMIhXs6x8+fLYvn07cufOneQXyps3b+Lbt29SAvzixYswNTVF/vz5EyxfrFgxnDt3TmvauXPn4OLiIiUCbG1t8ebNG+n9x48fa/VFFNNnQ0pqw5UrVw5qtRrv37/XuiamhqurqzRUeIwf1cwEvm97dHQ0Ll26JDWp+PjxIx4+fIjixYsDSF6NRyDl+z2u1NRmBP4/2fD48WOcPn1aq3ZIXLqszSiISd21EP1A8YjGeCb+J3cYOZZ1mAFu1wmDwa2HcodCiRAKFYJprOqLOUGDBg1gZ2eHTZs2JVpGFEVUrlwZI0eORKdOnTIwuqyjSpUqGDZsGDp37ixNmzJlCv7991+tnrmJdGXXjSh09pK/k1KKT6nQ4MUffWBooIPr/SdTCDH9QVxJvD8ISpjRluUwaJf06E6xubm5oWzZsli0aBGA76NUjBgxQmsEhrJly6JVq1aYOnVqvPkvXbqEkydPomHDhsidOzcuXbqEX375Bfv27UPjxo0xe/ZsrFq1Ct7e3siVKxcsLCwQFRWFsmXLwsHBAdOnT0e+fPnw/Plz7NmzB2PHjkW+fPnQo0cP7N69G82bN8fEiRMREBCAXr16oWfPnpgzZ06C23Lt2jX89NNPUqeRFy5cwMCBA7F8+XKpD4dOnTrh5s2b2LJlC9RqNcaNGwdfX1+sXr0aPXr0QHR0NMzNzTFhwgT06dMHKpUKFhYW6NGjB4KDg6URLuLut19++QXnzp2Dh4cHypUrhw8fPuDkyZMoXbo0mjZtCi8vL4wYMUIaaSIx/v7+cHV1xciRI9G7d2/cuHEDo0aNwsuXLxEcHAwLC4tEl9WqVSs8fvwYq1atgpmZGcaPH48nT55InUbev38fJUqUwJw5c6Qaj5MmTYK5ubk0Qkhq9ntCBg4ciMOHD8PLy0uqzQgA58+fl8rErs0YFRWFtm3b4tq1azh48KDWyFTW1tbxOu+cMGECIiIipJqjO3bswJgxY/DPP//gr7/+wps3b3DoUPKacnNYTEqTXLCUO4Qc7fQgMyYbMjnB2lruENJVWFgYFixYgLt37+LBgweYMmUKTpw4ge7duyc5nyAIWL16NaKj2S1+QgIDA/Hzzz/HS8YcOXIE8+bNkykqyu7YpCLzUmsU+PPoEN0szDoEYsPH0Ey4Dc3eZ8B/0RCeFIJyaxUof60ORa0SgKnxj5eTQwkmGbtvzM3NcebMGTRp0gQuLi6YOHEiPDw80LhxYwBA37594erqiooVK8LW1hbnzp2DsbExzpw5gwIFCuDnn39GsWLF0Lt3b4SHh2vVeKhXrx6cnZ1Rq1YtdOjQAS1atEgw6RGjfPny2LFjB7Zt24aSJUti8uTJmD59ulaHkR4eHsifPz9q1qyJzp07Y/To0Vr9Fejp6eGvv/7CqlWrkDdv3nh9QiTG09MT3bp1w6hRo+Dq6opWrVrBz88PBQoUSNH+LFiwIHbt2oU9e/agdOnSWLFiBSZMmAAAMPxBrVRPT09UqFABzZo1Q9WqVSGKIg4fPiw1kYmp8bhs2TKUKVMGly9fTrA244/2u5eX1w+bcyxcuBDNmjVDmzZtpKaie/bs0SoTuzbjq1evcODAAbx8+RJly5aFvb299BM7SQH8f23GadOmSdPatm2Lpk2bombNmrh16xYWL16cZHyxsYYDpUmryIE4qvGVO4wcaetiJ9Qfz04iMztlw4YwPnZM7jDSzbdv39C8eXNcv34d4eHhcHV1xcSJE/Hzzz/LHRoRpZDP42g0XBYqdxiUhMczx8DK9PyPC6aRqBGguJc3Tn8QAQCTxDA5vgN6tVM+PHJGmjp1Kvbt25dgdf4YcWsU5GSzZs2Ch4cHNBqNVKshOfswNZKz37NbbUbWcKA0sWYNB1kM9SmA+hOOyh0GJUN2r+FgZGSEEydO4OPHjwgNDcW1a9eYbCDKokwzvssZSqHh2wYDYvp3RiwoRIglX0HT4y40y+5DvPwB+GQF5ZmyUHpUh7LjTxCK5Ev3ODIjwdJC7hB+aPTo0Th58mSyyk6dOjXRIZCzq1y5cuHXX3/Fs2fPsGnTJvz555/xOjxOyT5Mq7t376JNmzZwcnKCIAjw8vJKVm3GW7duoWbNmlCpVMifP3+8eY4fPw4XFxeYm5uja9euWkNxf/78GS4uLnj+/LnOtycuJhwoTWyExIfkofRR5bk1Jv1yCeDQc1lCdk84EFH2kduMt4WZ3eE7Tnj2voUs6xZUkdBU8Ydm6B1oNj4C7n2F8NYBioMVoZxSA4omZSHkSbwTuuxCcEh6FID0plarEx3RIoapqWmSHQLmdFFRUVi3bh2KFy+OGTNmYNSoUfFGZdLFPkzuCBVhYWEoVKgQ/vjjD9jZ2WHkyJEJDtUZ25cvX9CwYUM4Ojri6tWr+PPPPzF16lSpw2qNRoPOnTtjwIABuHDhAq5cuaLVmfX48eMxYMCADBmGk1cWSpNcgqXcIeQolt8MsKtTIISPn+QOhZKJCQciyirymgtQcKCKTK/nhl6AmPSwuhkmVn8Q4j7/7/1BPC4M5d9VoPy1WvbrD8LAAAqb5F/X3dzcMGTIEAwZMgQWFhawsbHBpEmTtEYaioiIwOjRo+Hg4AATExNUrlxZqyq9l5cXLC0tceDAARQvXhyGhoZ48eIFfHx8UKlSJZiYmMDS0hLVq1eXnlbHrbWQUNlp06ahVatWmDZtGm7evAlBEKSn6wCwYMEClCpVCiYmJsifPz8GDRqEkJCQeHEdO3YMxYoVg6mpKRo1aqQ1QgUArF+/HiVKlIChoSHs7e0xZMj/90USHByMPn36wNbWFubm5qhbty5u3ryZ5D69ffs26tatCyMjI+TKlQv9+vXTisvNzU2rQ07ge2ePMf1MuLm54evXr/jy5QsiIiLw+PFjTJo0Kd5wmwnV/Fi7di2KFSsGlUqFokWLao0AFRAQAEEQsH37dtSuXRsqlSrBYUm9vLziNaf46aef8Oeff6Jjx44/7EcixpYtWxAZGSnt344dO2LYsGFYsGABgO99QQUGBmLQoEEoUaIEWrRogfv37wP43rGkn58fhg8fnqx1pRUTDpQmtuCXqYx0eqgFDK/flzsMSgEhVi/ARESZmZ5SQG4zZhwyu7uvrXHhSVe5w0icYyA0be9D88ddiCdeAoEGUFwrDuXqalD2rQJF2SKAXtYcVl3Im/Jr+oYNG6Cnp4fLly9j8eLFWLBgAdauXSu9P2TIEFy4cAHbtm3DrVu30K5dOzRq1AiPHz+WyoSFhWHu3LlYu3Yt7t69C2tra7Rq1Qq1a9fGrVu3cOHCBfTr1y/Bjgajo6MTLduhQweMGjUKJUqUwJs3b/DmzRt06NABAKBQKPDXX3/h7t272LBhA06dOoWxY8dqLTssLAzz58/Hpk2bcObMGbx48UKrk8QVK1Zg8ODB6NevH27fvo0DBw6gSJEi0vvt2rXD+/fvceTIEVy9ehXly5dHvXr18OlTwg/WQkND4e7uDisrK/j5+WHnzp04ceKEVhLjR/bs2YN8+fJh+vTp0jYnx5YtWzB58mTMmjUL9+/fx+zZszFp0iRs2LBBq9z48eMxfPhw3L9/H+7u7smOK6UuXLiAWrVqaY0u4e7ujocPHyIoKAi2trawt7eHt7c3wsLC4Ovri9KlSyMqKgoDBw7EqlWr4iVZ0kvW/GunTMNRcJA7hBxj0zIn5NvCTiKzGkXhwnKHQESUbA4WCrz9wiZ7mV13rw54MGMfFIr3cofyQzH9QYglXwE9/jfxmzWUN+wBPzPALwKaK68hPn0lZ5jJosib8uYU+fPnx8KFCyEIAlxdXXH79m0sXLgQffv2xYsXL+Dp6YkXL14gb968AL73HXD06FF4enpi9uzZAL5XzV++fDnKlCkDAPj06RM+f/6MZs2aofD/7jOKFSuW4Pq/fPmSZFlTU1Po6enBzk5722LXEnBycsLMmTMxYMAAraf6UVFRWLlypbTcIUOGYPr06dL7M2fOxKhRo7SepP/0008AgLNnz+Ly5ct4//699FR//vz52LdvH3bt2oV+/frF25a///4b4eHh2LhxI0xMTAAAS5cuRfPmzTF37lytoR4TY21tDaVSCTMzs3jbnJQpU6bAw8ND6qeqYMGCuHfvHlatWqU1MteIESMypC+rt2/fomDBglrTYrb/7du3sLKywo4dOzBy5EgMHz4cTZo0Qa9evfDHH3+gTp06UKlUqF69OgIDAzF06NAUJW1SigkHSpPCQsqGoqHUGeibD43GZ9+RDrIzhbOz3CEQESWbo7WAq//JHQX9yKdQFXb59UX7yrPkDiVVBKMIaKoGALEGexA+OUDwywvhiiFEvxCIV15AfJ+5mpAqnPKneJ4qVapo1TyoWrUqPDw8oFarcfv2bajVari4uGjNExERodV/gIGBAUqXLi29tra2Ro8ePeDu7o4GDRqgfv36aN++Pezt7eOtPyVlYztx4gTmzJmDBw8e4MuXL4iOjkZ4eDjCwsKkYS6NjY2lZAMA2Nvb4/3770mw9+/f4/Xr16hXr16Cy7958yZCQkLi9ZPw7ds3PH36NMF57t+/jzJlykjJBgCoXr06NBoNHj58mKyEQ2qEhobi6dOn6N27N/r27StNj46OhoWFdieiFStWTJcYUqNGjRrw8/OTXj969AgbN27E9evXUatWLQwfPhyNGzdGyZIlUatWLa1jTJeYcKA0KSDYwxAGiEDkjwtTqlT4zxLTulzlUFRZkZ4eBCcnuaMgIkq2grnY2jarGLq9EVqV3wED/cc/LpwVWIdAdH8EMVYtdOF5YSj8bIErCoh+wdBcCwBCw2QLUVFItx3shYSEQKlU4urVq/Gqt5uamkq/GxkZxWsu4enpiWHDhuHo0aPYvn07Jk6ciOPHj6NKlSrx1pOSssD3/giaNWuGgQMHYtasWbC2tsbZs2fRu3dvREZGSgkHfX19rfkEQZD6pzAySrqfkZCQENjb2yc49KOlpWWS8yZFoVBo9ZEBJL/zxsTE9BGxZs0aVK5cWeu9uJ9b7GRIerKzs8O7d++0psW8TqzmRv/+/aXhP69fv4527drB2NgYtWvXxr///ptuCQdeVShNFIICTmxWkW4swvWxr3MwhA+BcodCqSA4OkLIou1UiShnKmyTMW16Ke3UGgU8jqVfNehMIXZ/ECdfAYGGUFwtDuWqalD2qQJFmcIZ2h+EomDKa/ZeunRJ6/XFixfh7OwMpVKJcuXKQa1W4/379yhSpIjWT3Kq+5crVw6//fYbzp8/j5IlS+Lvv/9OcVkDAwOo44x8dvXqVWg0Gnh4eKBKlSpwcXHB69evU7TdZmZmcHJySnRoyfLly+Pt27fQ09OLt+02NjYJzlOsWDHcvHkToaGh0rRz585BoVDA1dUVAGBra6vVL4NarcadO3e0lpPQNiclT548yJs3L549exYv1rjNGjJK1apVcebMGa1kyvHjx+Hq6gorq/ijCK5btw7W1tZo0aKFtO0x80ZFRaVof6QUEw6UZmxWkX5ODbeC6spducOgVFLE6hiJiCgrKGTDW8OsxONERQSHVP1xwWxCUGoglnoFTc+70Cy/D9EvEPhoDeW/ZaGcXwPKDj9BKJx+D8IUhVNew+HFixf49ddf8fDhQ2zduhVLliyR+jRwcXFBly5d0K1bN+zZswf+/v64fPky5syZg0OHEu+3y9/fH7/99hsuXLiA58+fw9vbG48fP06wH4cflXVycoK/vz9u3LiBwMBAREREoEiRIoiKisKSJUvw7NkzbNq0CStXrkzxtk+dOhUeHh7466+/8PjxY1y7dg1LliwBANSvXx9Vq1ZFq1at4O3tjYCAAJw/fx4TJkzAlStXElxely5doFKp0L17d9y5cwenT5/G0KFD0bVrV6k5Rd26dXHo0CEcOnQIDx48wMCBAxEcHKy1HCcnJ5w5cwavXr1CYGDyHupNmzYNc+bMwV9//YVHjx7h9u3b8PT0lEaFSIvIyEjcuHEDN27cQGRkJF69eoUbN27gyZMnUpmlS5dqNU/p3LkzDAwM0Lt3b9y9exfbt2/H4sWL8euvv8Zb/vv37zFz5kxp31tZWaFYsWJYtGgRLly4gJMnT6J69epp3o7E8KpCaVZESP/xW3Mir5UFUWDjabnDoDRg/w1ElNWUystbw6xm5PZBgJhzP7fv/UH4QzPsNjSbHgH3QyC8dYDin5+gnFwDiiZlIeTWzahqiqIpf5DQrVs3fPv2DZUqVcLgwYMxfPhwrQ4RPT090a1bN4waNQqurq5o1aoV/Pz8UKBA4g/0jI2N8eDBA7Rp0wYuLi7o168fBg8ejP79+6e4bJs2bdCoUSPUqVMHtra22Lp1K8qUKYMFCxZg7ty5KFmyJLZs2YI5c+akeNu7d++ORYsWYfny5ShRogSaNWsmjb4hCAIOHz6MWrVqoWfPnnBxcUHHjh3x/PnzRPtiMDY2xrFjx/Dp0yf89NNPaNu2LerVq4elS5dKZXr16oXu3bujW7duqF27NgoVKoQ6depoLWf69OkICAhA4cKFYWtrm6xt6dOnD9auXQtPT0+UKlUKtWvXhpeXV7JqOMQebjQhr1+/Rrly5VCuXDm8efMG8+fPR7ly5dCnTx+pTGBgoFbfFhYWFvD29oa/vz8qVKiAUaNGYfLkyQl2tjl8+HCMGjVK6pgU+D4857Zt29CsWTOMGTNG6swzPQhi3EYuRCm0IXov+kdPkjuMbKXf2XyY1fgk+23I4gyXLYPBoEFyh0FElCJFpn3BiyDeHmYlfr/PQ8Hc++UOI3MLsIHCLzdwVQHRLyjF/UEIjvlg/vhCilbp5uaGsmXLYtGiRSmLlbINf39/uLi44N69e3DOoQ+i2LiY0qyioqTcIWQr5V5aYGaXa0w2ZAPKSpXkDoGIKMXK51fiRRCvQVlJn429cHKUNyB8kzuUzMspEBqnQKDd/16rDaG45wThiiXgp4Ho9wGau88Tvf9SluX9LqXc4cOH0a9fvxybbACYcCAdKCoUggmMEApe5NLKLEIP+7t8gfD+g9yhUFqpVFD8b7xsIqKspGIBJfbdYsIhK7n50gaXnv6CykXWyB1KlhHTH4RY6hXQ838Tv1lDeT0v4GcK+EVAc+UVxGffO0tUlmPCgVJu8ODBcocgOyYcKM2UghJlheI4J16VO5Qs7+SIXDC6fEruMEgHFOXKQYgzXBQRUVZQIb8egAi5w6AU6u7ZAfdn7IWg4MhWqSUYRUBTzR+oFmvax3wQrthDr1DFFC8voSEfiXKanNvDDOkUm1Wk3dq1TijoxWRDdqGMM04zEVFWUSE/h8bMigJDjbD7SvwO4yiNcn2F6P4YSudSckdClCUx4UA6UV5RQu4QsrReFxzQ8ldvucMgHWL/DUSUVVkaCyjM4TGzpKHbGyEyikMy65oChSHAXO4wiLIkXk1IJ6opyskdQpZV5rUF5nS+AURFyR0K6RBrOBBRVsZaDllTlFqJRd5sM65rSpSVOwSiLIsJB9KJ/II9XIQfj0NL2kwilTjwSwgUb9/LHQrpkJA3LxSFCskdBhFRqtVxYTdfWdW845XwObSK3GFkK0rwwRpRajHhQDpTX1FV7hCynBOjbGF84ZbcYZCO6TVuLHcIRERp0qgYEw5Z2agdgwCRt/m6oseEA1Gq8UxEOlNPUe3HhUiy0qsgiqw9KXcYlA6UTZrIHQIRUZo4WCpQKi9vE7OqfTcL43lgU7nDyBYUKAgFCsgdBlGWxSsJ6UxtRSXoc6TVZOl22QFthrOTyGxJXx96DRrIHQURUZo1Ls6hfbOyPhv6AKKR3GFkeXrgNZ0oLZhwIJ0xFYxRWSgrdxiZXom35viz0y0gMlLuUCgdKKtXh2BmJncYRERp1rg4HyJkZddf2uDys85yh5Hl6aOh3CEQZWlMOJBONVbWkjuETM0oSolDXb9B8fqt3KFQOtFjcwoiyiaqOClhbSzIHQalQQ+vjhA1ueQOI8sSkB9KFJU7DKIsjQkH0qk2Cne5Q8jUTozNA5OzN+QOg9IR+28gouxCqRBQ35W1HLKy91+NsfdaP7nDyLL02ZyCKM2YcCCdclI4oJJQWu4wMqUlmwvCZeVxucOgdKQoWhTKEiXkDoOISGealGDCIasbvLUxoqI4VHNqMOFAlHZMOJDOtVU2kjuETKfzVXt0HMJkQ3an17Wr3CEQEelU85L6MDGQOwpKiyi1EotPDJY7jCxHgD2UKCV3GERZHhMOpHNtlO4QwDafMYq+N8XCjveAiAi5Q6H0JAjQZ8KBiLIZM5WAn8twtIqs7o9jVfAltLLcYWQp+qgvdwhE2QITDqRzDkIeVBPKyx1GpmAYrcThblFQvHwtdyiUzpRublDkzy93GEREOtejCqs4ZAejdw0CRN76JxeHwyTSDZ51KF10UjaTO4RMwfs3O5j9e03uMCgDsHYDEWVXNQvroYgtbxmzuj3Xi+DFR3ZsnBwCbKFEWbnDIMoWePWgdNFB2QSmMJY7DFkt2FoQxZd6yx0GZQRjY+i1bSt3FERE6aZbJTaryA76bOwDiCq5w8j09NESAr8mEekE/5IoXZgJJuigbCp3GLJpd8MeXQeflDsMyiB6rVtDMDOTOwwionTT9ScDKNg9U5Z37YUtrvh3kjuMTE4fBugidxBE2QYTDpRu+irbyx2CLIoEmmJJxwfAt29yh0IZxGD4cLlDICJKVw6WCjRw5RCZ2UEPz04QNdZyh5Fp6aMJFLCVOwyibIMJB0o3ZRXFUFUoJ3cYGUpfrcCxbmoon7+UOxTKIMoaNaD86Se5wyAiSne9qrLzyOzg7VcTHLjeV+4wMi0DdJM7BKJshQkHSleD9XJWlTTvCXlhfvqK3GFQBtL/9Ve5QyAiyhAtS+mhiA1vHbODQVubICq6kNxhZDpKVIUSrnKHQZSt8KpB6aqVoj4cBQe5w8gQf+4oiJKLj8kdBmUgoUgR6LVsKXcYREQZQqEQMKIOazlkBxHRelhycpDcYWQ6hughdwhE2Q4TDpSu9AQ9jFb2ljuMdPfzLTv0GMBOInMag+HDISh4GiWinKNbJQPkNmXvkdnB7CNV8TWMTQJjKOAMPVSXOwyibId3ypTuuitbwwF55A4j3RT+aILlHR6xk8icxsoK+j17yh0FEVGGUukLGObGWg7ZxdhdgwGRCSSAfTcQpRcmHCjdGQj6GK2XPWs56KsVONZdhDLgP7lDoQxmMHIkBBMTucMgIspwA2sYwtqYX1Kzg53XnPHfx8ZyhyE7ATbQRzO5wyDKlphwoAzRU9kG9tlwiKEjUxxgcdJP7jAogwm5c8OAnUUSUQ5lpmIth+yk78a+gGgodxiyMkAnCNCXOwyibIkJB8oQKsEQI/WyV/Xz2XucUMbjqNxhkAwMJk1i7QYiytGG1DKEFWs5ZAtXXuTGtYBOcochGwG2MEBXucMgyraYcKAM00/ZAQWQV+4wdKL53dzo289H7jBIBkKhQtDv31/uMIiIZGWuEvB7w5z9VDw76eHVGaLGSu4wZGGIkRBgLHcYRNkWEw6UYVSCIWbrZ/1q6I5Bxljd4RkQGip3KCQDwxkzIOiz2iUR0aCaBnDNzVvJ7OD1ZxMcvNlH7jAynBJloI/mcodBlK3xKkEZqq2yEaoJ5eUOI9WUGgHHeyqg9/S53KGQDBRly0KvU86tdkpEFJu+UoBHa5XcYZCODNjSDNHRTnKHkYEEqPAbBLBpEFF6YsKBMtx8/XFZ9uR+aHo+WB27JHcYJBPDP/+EIGTNY5eIKD00LKaPpiX05A6DdCAiWg/LTg2SO4wMo49WUKKk3GEQZXtMOFCGK68ogV+ULeUOI8Vm7HdChbnsJDKn0mvfHnr168sdBhFRpjO/tQqGzDlkCzMOV0fItwpyh5EBzGCIEXIHQZQjMOFAspiuNxwWMJM7jGRr9CA3BvT5V+4wSC5mZjBcuFDuKIiIMqXCNkoMq80OJLOL8buHAGL2rs1niIFQIJfcYRDlCEw4kCzsBVvM0RsldxjJ4vDZCJ7tA4CQELlDIZkYzpwJRd7sMcIKEVF6+K2hIfJaZO8vqTnFtisuePWpkdxhpBsFCsEA7I+JKKMw4UCy6aXXFnUVVeQOI0mCCJzqpQe9x/5yh0IyUVSpAv0hQ+QOg4goUzM1FPBXWyO5wyAd6bepDyBmz1orKoyDAI42RZRRmHAgWa3Qnw7TTDz28T+zCsD68EW5wyC5GBhAtW4dBAVPlUREP9KilD56VuEXuezgUoAdbjzvKHcYOqeHJtBDdbnDIMpReBdNsnIU8mKm3ki5w0jQpINOqDybnUTmZAZTpkBZvLjcYRARZRkerY1Q2Ia3l9lBd8/OEEUrucPQGQF5YYRJcodBlOPwikCy66/siJpCRbnD0NLgkS2G9vYFRFHuUEgmyjp1YDB+vNxhEBFlKaaGAtZ3MYKSd5hZ3qvPpjh8s7fcYeiIAkaYAyELdVhOlF3wckCyEwQBngZ/IBcs5Q4FAJD3iwob2r+A8OWL3KGQTAQbG6g2b2ZTCiKiVKhaUA9j6mXP9v85zYAtzREd7Sh3GGlmgN7QQ04Y7pMo8+HdNGUK+QQ7rNefAwHy9nAtiMDJvobQf/hM1jhIRoIAlZcXR6UgIkqDSY0MUT6/Uu4wKI2+Relhpc8gucNIEwVKwRCD5Q4j0/Dy8oKlpaXcYaRaQEAABEHAjRs3AAA+Pj4QBAHBwcGyxkWJY8KBMg13ZU2MUvaSNYZ9fzjC5sB5WWMgeekPHw69pk3lDoOIKEvTVwrw+sUIxgZyR0JpNfVgDYR8Ky93GKkiwALG8IAAPblDoVTo0aMHWrVqlWSZatWq4c2bN7CwsMiYoP7nyZMnMDMzS1by5uTJk6hWrRrMzMxgZ2eHcePGITo6Wno/ICAAtWrVgomJCWrVqoWAgACt+Zs1a4bdu3freAsyDhMOlKlM0xuG6oI8Vd7GH3VEtRlHZFk3ZQ6K8uVhOHeu3GEQEWULRfMosa6zMQR5Ky+SDkzYOxgQs9oHKUCFOVAg/WosRkZGptuyKXkMDAxgZ2cHIQ0nmpR+jlFRUejUqRNq1qz5w7I3b95EkyZN0KhRI1y/fh3bt2/HgQMHMD5WP2GjRo2Cg4MDbty4AXt7e4wePVp6b/v27VAoFGjTpk2KYsxMmHCgTEUpKLHJ4E/YwjpD11v3iQ1+7XHu/9i77/AoqreN49/ZlkYn9JLQe28iRUREQUCUIogUFRQ79leKgtjAgj9AxYKCCIgUka60IIIiCAEpSgelSW+BJLs77x+RNSE9bDJJuD/XxcVm9syZZ3Z3ZneeOUWDRF7HjNBQgmbNwnDpdpyIiL90qetkSFuN55DTTf21KodPt7U6jHRx0R8nLdNc/vz58/Tq1YuQkBBKlCjBmDFjaNWqFYMGDfKVCQ8PZ+TIkfTp04d8+fLx0EMPATB79mxq1KhBQEAA4eHhvPvuuwnq/vDDD6lUqRKBgYEUK1aMrl27+p6bNWsWtWrVIigoiMKFC9OmTRsuXryYKD6v10vp0qX56KOPEizftGkTNpuNAwcOAPDee+9Rq1YtQkJCKFOmDI8++igXLlxIdr+TakUwaNAgWrVqlWDbb775JuXKlSMoKIg6deowa9asFF/P06dP06dPHwoWLEhwcDDt2rVj165dvueHDx9O3bp1E6zz/vvvEx4e7nt+8uTJfPfddxiGgWEYREREJNpOUl0qfvrpJ1q0aEFQUBBlypThySefTPCaJvc+ptXQoUOpWrUq3bt3T7XsjBkzqF27Ni+//DIVK1bkpptuYvTo0XzwwQecP38egB07dtC3b18qVapEv3792LFjBwBnzpxh6NChfPDBB+mKL7tRwkGynZJGUb52vU8AWXPhV/x8IF91/xvj7Nks2Z5kQwEBBM6di61cOasjERHJdYbdHsDdddSkPad7eMpDYOaMpLydJgTweLrWeeaZZ1izZg3z5s1j6dKlrF69mo0bNyYq984771CnTh02bdrEsGHD+O233+jevTs9evTg999/Z/jw4QwbNoxJkyYBsGHDBp588kleffVV/vzzT5YsWULLlnGJkCNHjtCzZ08eeOABduzYQUREBHfffTdmEjfAbDYbPXv2ZNq0aQmWT506lWbNmhEWFuYrN3bsWLZt28bkyZNZsWIFL7zwQrpei6u9+eabfPnll0yYMIFt27bx9NNPc99997Fq1apk1+nXrx8bNmxg3rx5/Pzzz5imSfv27YmNjU3TNp977jm6d+/O7bffzpEjRzhy5Ag33nhjquvt2bOH22+/nS5durBlyxZmzJjBTz/9xOOPJ/w8XP0+ptWKFSuYOXNmmpMA0dHRBAYGJlgWFBTE5cuX+e233wCoU6cOy5Ytw+v18sMPP1C7dm0Ann/+eR577DHKlCmT5viyI539JVtqZqvPBOer3B+budMSGiYsfygQ5449mbodyd4CP/sMR7NmVochIpIrGYbB572C2XvyApF/e60ORzLo533F2XzwHuqETbE6lBTZqEgw72GQ9kFLz58/z+TJk5k2bRq33HILAF988QUlkxhAunXr1jz77LO+v3v16sUtt9ziu2itXLky27dv5+2336Zfv34cPHiQkJAQOnToQN68eQkLC6NevXpAXMLB7XZz9913+xIGtWrVSjbOXr168e6773Lw4EHKli2L1+vl66+/ZujQob4yV7fIeO211xg4cCAffvhhml+P+KKjo3njjTdYtmwZTZs2BaB8+fL89NNPfPzxx9x0002J1tm1axfz5s1jzZo1viTB1KlTKVOmDHPnzqVbt26pbjdPnjwEBQURHR1N8eLF0xzvm2++Sa9evXyvQ6VKlRg7diw33XQTH330ke/i/+r3MS1OnjxJv379+Oqrr8iXL1+a1rntttt4//33mT59Ot27d+fo0aO8+uqrQNz7D3HJj4cffpjw8HBq167Nxx9/zI8//khkZCSjRo2ie/fubNiwgbZt2zJ27FhcOaw1rlo4SLbV096BoY7MHRl59tthFJ27JlO3Idmba8gQnPfdZ3UYIiK5WrDLYPaDIRTLm9PGAZD4+k3qhWlm7eB86WFQimA+wSB9Me7du5fY2FgaN27sW5Y/f36qVKmSqGzDhg0T/L1jxw6aXXXTolmzZuzatQuPx8Ott95KWFgY5cuXp3fv3kydOpWoqCgg7s72LbfcQq1atejWrRuffvopp0+fTjbOunXrUq1aNV8rh1WrVvHPP/8kuIBftmwZt9xyC6VKlSJv3rz07t2bkydP+raZXrt37yYqKopbb72VPHny+P59+eWX7NmT9A27HTt24HA4aNKkiW9Z4cKFqVKliq+7QGbZvHkzkyZNShDrbbfdhtfrZd++fb5yV7+PaTFgwADuvfdeXwuVtGjbti1vv/02AwcOJCAggMqVK9O+fXsgrjUKQKlSpViwYAEHDx5kwYIFhIaG8uijjzJhwgRee+018ubNy59//smuXbv4+OOP0x231ZRwkGxtqONR7rV1zJS6n/8hjBYjlmRK3ZIzOLp1wzVypNVhiIhcF8oUtDHzgWAC1L42x/rrdF6+32LtjGLJMShEMJ9go2imbickJCRd5fPmzcvGjRuZPn06JUqU4OWXX6ZOnTqcOXMGu93O0qVLWbx4MdWrV2fcuHFUqVIlwYXx1Xr16uVLOEybNo3bb7+dwoULA3GzHXTo0IHatWsze/ZsfvvtN1/T/+QGRrTZbIm6cMTv9nBl/IeFCxcSGRnp+7d9+/ZUx3FISWrbzagLFy7w8MMPJ4h18+bN7Nq1iwoVKvjKpfd9hLjuFO+88w4OhwOHw8GDDz7I2bNncTgcfP7558mu98wzz3DmzBkOHjzIiRMnuPPOO4G4liJJeeONN2jbti0NGjQgIiKCLl264HQ6ufvuu5McxyK7U8JBsr0JzldpYaQ/C5mSFnsL83zfNeBV087rla1pUwInT76mUY1FRCR9bijnYNJ9wdj1CzTHGvBVZ9zuslaHcZU8BDMBO2EZWrt8+fI4nU7Wr1/vW3b27Fl27tyZ6rrVqlVjzZqErWXXrFlD5cqVsdvjunU4HA7atGnD6NGj2bJlC/v372fFihVAXJejZs2aMWLECDZt2oTL5eLbb79Ndnv33nsvW7du5bfffmPWrFn06tXL99xvv/2G1+vl3Xff5YYbbqBy5cocPnw4xfiLFCnia9p/RWRkpO9x9erVCQgI4ODBg1SsWDHBv+TGFqhWrRput5t169b5lp08eZI///yT6tWr+7Z79OjRBEmH+NuFuBkoPB5PivFfrX79+mzfvj1RrBUrVrzmrgg///xzgkTGq6++St68eYmMjOSuu+5KcV3DMChZsiRBQUFMnz6dMmXKUL9+4ulmd+zYwbRp0xj57w0xj8fjS8TExsam+/XIDnS6l2zPZTiZ4/qAxkZtv9QXetHF1/ccxTijQSKvV7aGDQlevBgjKMjqUERErjtd6jqZcE+QpsvMoS7FOvj0x4FWhxGPi2DGYqd6hmvImzcvffv25fnnn2flypVs27aNBx98EJvNluqNiWeffZbly5czcuRIdu7cyeTJkxk/frxvasMFCxYwduxYIiMjOXDgAF9++SVer5cqVaqwbt063njjDTZs2MDBgweZM2cOx48fp1q1asluLzw8nBtvvJEHH3wQj8dDp06dfM9VrFiR2NhYxo0bx969e5kyZQoTJkxIMf7WrVuzYcMGvvzyS3bt2sUrr7zC1q1bE7w2zz33HE8//TSTJ09mz549bNy4kXHjxjF58uQk66xUqRJ33nknAwYM4KeffmLz5s3cd999lCpVynd3v1WrVhw/fpzRo0ezZ88ePvjgAxYvTjg9fXh4OFu2bOHPP//kxIkTaWoB8eKLL7J27Voef/xxIiMj2bVrF999912iQSMzolq1atSsWdP3r1SpUthsNmrWrEnBggUB+Pbbb6latWqC9d5++21+//13tm3bxsiRI3nrrbcYO3asLyF1hWmaPPTQQ4wZM8bXAqNZs2Z8+umn7Nixgy+//DJR952cQAkHyRHyGiHMc02gnpHxL5MrVg7Mg2tr6hlryZ1sdesS/MMPGPmzbx9UEZHcrm8TF+/dFZh6QcmWhs27iajLdawOA7ATxNs4aJx60VS89957NG3alA4dOtCmTRuaNWtGtWrVEs0wcLX69evzzTff8PXXX1OzZk1efvllXn31Vfr16wdAgQIFmDNnDq1bt6ZatWpMmDCB6dOnU6NGDfLly8ePP/5I+/btqVy5MkOHDuXdd9+lXbt2KW6zV69ebN68mbvuuougeDdP6tSpw3vvvceoUaOoWbMmU6dO5c0330yxrttuu41hw4bxwgsv0KhRI86fP0+fPn0SlBk5ciTDhg3jzTffpFq1atx+++0sXLiQcinM7vXFF1/QoEEDOnToQNOmTTFNk0WLFuF0OoG4i/cPP/yQDz74gDp16vDrr7/6kjRXDBgwgCpVqtCwYUOKFCmSqCVJUmrXrs2qVavYuXMnLVq0oF69erz88stJDgB6tVatWvnet4w6e/Ysf/75Z4JlixcvpkWLFjRs2JCFCxfy3XffJZqKFOCTTz6hWLFidOjQwbds+PDhXL58mSZNmlCxYkUee+yxa4rPCoaZ1LwrItnUKfMst8Xcz+9mxhIG37wXzs1DFvo5KskpbDVrErRyJbbQUKtDERER4N0V0bw077LVYUgG9Gmyg/d69rc0hkBexcXdmVL3xYsXKVWqFO+++y4PPvhgpmxDspewsDBGjBhxzUkHSUgtHCRHKWTkZ5HrM6oZFVIvfJWnl5fl5mGLUy8ouZKtShWCli1TskFEJBt5tnUAb3ZSS4ec6Mt11Th6+lbLth/AM35NNmzatInp06f7ugxcGRvhShcAyd22bdtG/vz5E7XukGunhIPkOEWMQix2TaSWUTnN69y4vxAv9flFg0Rep2xVqhC0YgW2YsWsDkVERK6ipEPONfCrh8F0ZvFWbQQylAD8P1vGO++8Q506dWjTpg0XL15k9erVhOpGxXWhRo0abNmyxTdVpfiPulRIjnXWPE+XmCf4ydyQYrlCUS62tL5EwOY/sigyyU5sTZsSPH8+xr9TRomISPb02doYnph1CY/uDeQoEc9+SM0yU7Noa0EEMRonN2fR9kTkWimFIzlWfiMvC1wfc6ftlhTLrXwsn5IN1ylHp04EL1+uZIOISA7Q/0YX3/YPJk+A1ZFIevT9ojemmS/Tt2NQiBA+V7JBJIdRwkFytEAjgGnO9+hv75bk89PGhlPy61VZHJVkB86HHiJwzhxNfSkikoPcXt3J8ifyUDK/5szMKQ6cysvSrf7v3hCfjTBC+Ao7tTJ1OyLif0o4SI5nN+yMd77CUMejGPz3A+WJiLLcOniJhZGJVVyvvkrgxx9jXDW/sYiIZH/1SttZPSgPNUroZ2pOMWBKZzye0plSt506BPMVNspmSv0ikrl0JpdcY6jjUaY63yWEIBofKMiw3r+Cx2N1WJKVgoIInDKFgGHDrI5ERESuQZmCNlY9lYdbKjusDkXS4GKMk4mrH/F7vQ7aEMxEbBT0e90ikjU0aKTkOlu8f1C0yxOEzF1mdSiShYyKFQmaPRt77dpWhyIiIn4S6zF5evZlPlkbY3UokgYH33qE4MAtfqnLxX0E8AKG7o+K5Gg6giXXqW2rSrHPv8Herp3VoUgWcXTqRMiGDUo2iIjkMk67wfjuQUztG0R+zZyZ7b0y73E/1JKXQN4kkP9TskEkF9BRLLmSUbAgQQsX4ho+HDSfbu5lt+N6800C587FyJ/f6mhERCSTdKvn4tfn89KorMbmyc6+WFuDY2dSnj0sJXYakofZuOjox6hExErqUiG5nnvNGi737Yu5Z4/VoYgfGSVLEjhlCo7Wra0ORUREskisx2TYgsuMiYhBv2Czp5aVDjPn0Z5guNOxloMAHsPFg2rVIJLL6IiWXM/RrBkhmzfjfPhhq0MRP3H06UPItm1KNoiIXGecdoO37gxi7oBgQkM0dWZ29OOukmw/lPR05UmxUY4QphLAACUbRHIhtXCQ64p78WIuP/gg5pEjVociGWCUKEHgJ5/g6NDB6lBERMRih896eWLmJeZvTc+ddMkK5Qqf59eh3TCM8ymWc3IPgTyHQVAWRSYiWU1pRLmuONq1I2TrVhw9elgdiqSTo3fvuFYNSjaIiAhQMr+N2f1DmPVgMGULqrVDdrLvZF6Wb7s/2ecNChHEBwQxTMkGkVxOLRzkuuVeupTop57Cu2OH1aFICozwcAL/9z8cnTpZHYqIiGRTF6NNRi65zNhVMbi9VkcjAHkDYtj9xn3Y7YfiLTVwcicBPIONQpbFJiJZRy0c5LrluPVWgjdvJuDddyFfPqvDkavlyYPr9dcJ2bFDyQYREUlRSEDc2A6/PJeHG8I1k0V2cD7axaSfHvH9bacuIUwniNeUbBC5jqiFgwjgPXqU6P/7P9xffomGvbaYYeDo25eAN97AVqKE1dGIiEgOY5omE3+O5ZVFlzl+Qd/pVtv3+isUDbkVJ3dYHYqIWEAJB5F4PL/8QvTgwXhWrrQ6lOuSvXlzAt5/H3uDBlaHIiIiOdyFaJP/RUQzZmU05y5bHc31p0AQPH9LII+3dBHk0hgbItcrJRxEkuD+8UdiRozAs2KF1aFcF2yNGhHwyis47tDdDxER8a+TF728vTyaCT/FEBVjdTS5X6ATHm3h4sU2gRQMVqJB5HqnhINICtyrVxMzfLgSD5nE1rQpAUOH4mjf3upQREQklzt+wcuYlTFM+CmaC9FWR5P7hIYYDGzu4pEWLork0TBxIhJHCQeRNHD/9BMxb72FZ/Fi8Gr462tlb98e14sv4mjZ0upQRETkOnPyopcPV8cw8ecYDp/Vz+BrVamIjadauejdSF0nRCQxJRxE0sG7fz+xEyYQO3Ei5okTVoeTsxQsiLN3b5wPPYS9Rg2roxERkeuc22Myb6ubT9ZEs3KXR2NGp9ON5ew8fXMAHWs6sNmUaBCRpCnhIJIBZnQ07pkzifnwQ7w//2x1ONmavXlznA89hKNbN4zAQKvDyRKGYfDtt9/SuXNn9u/fT7ly5di0aRN169a1OjQREUnCzn88fLImhinrYzkdpZ/GySkUbNC1rpO+TZw0CnNYHY6I5ADqYCWSAUZAAM777iNk7VqCIyNxvfACRrlyVoeVbRjFi+N8+mmCt28nePVqnL17pzvZ8Ndff/HAAw9QsmRJXC4XYWFhPPXUU5w8eTJR2d27d3P//fdTunRpAgICKFeuHD179mTDhg3+2qUkDR8+PNUkQpkyZThy5Ag1a9bM1FjSolOnTpQtW5bAwEBKlChB7969OXz4sO/5/fv3YxhGon+//PJLsnVOmjQpyXUMw+Cff/4BYNOmTdSrV488efLQsWNHTp065Vvf7XbToEEDfv3118zbcRGRVFQuauedu4LYPzwvn/YMonVlOw79SgYgyAld6zqZ3T+Yv0bmZXz3ICUbRCTN1MJBxI88GzYQ+803uGfOxNy/3+pwspRRvjyOu+7Ccddd2Js2xbBl/Jfa3r17adq0KZUrV+a1116jXLlybNu2jeeff56YmBh++eUXChUqBMCGDRu45ZZbqFmzJoMHD6Zq1aqcP3+e7777jhUrVrBq1Sp/7WIiw4cPZ+7cuURGRiZYHr+Fgz/ExMTgcrmuuZ4xY8bQtGlTSpQowaFDh3juuecAWLt2LYCvNcayZcuoEa/bS+HChXE6nUnWeenSJc6ePZtgWb9+/bh8+TIREREANGjQgFatWvHwww/Tv39/GjduzDvvvAPAqFGjOHToEGPHjr3m/RMR8adTF70s2Opm7u+xLPvTzeVYqyPKOjYDbq7koGcDJ53rOMkXqC4TIpIxSjiIZBLP+vW4v/0W97JleDduBI/H6pD8zlar1n9JBj92F2jXrh1bt25l586dBAUF+ZYfPXqUChUq0KdPHz766CNM06RWrVoEBgby66+/YrsqyXHmzBkKFCiQ5Daio6N5/vnn+frrrzl37hwNGzZkzJgxNGrUCIi7cz9o0CDOnDnjW2fu3LncddddmKbJpEmTuP/++xPU+cUXX9CvX79Uu1Rs3bqV559/ntWrVxMSEkLbtm0ZM2YMoaGhALRq1YqaNWvicDj46quvqFWrFitWrGDEiBF8/vnnHDt2jMKFC9O1a9drulCfN28enTt3Jjo6GqfT6ZfuH8ePH6dUqVJMnDiR3r17AxAcHMzGjRupWrUqH330EQsWLGDhwoXs3buX22+/nd9++428efNmeD9ERDLbhWiTJTvczN0cy+LtsZzPhbNclC5gcEtlB62rOLilsoOiedXEQ0SundpDiWQSe6NG2Bs1IuCNNzDPnsWzahXuFSvwrFiBd+tWctzoVDYbtlq1sLdsif2mm7C3aIGtaFG/b+bUqVN8//33vP766wmSDQDFixenV69ezJgxgw8//JDIyEi2bdvGtGnTEiUbgGSTDQAvvPACs2fPZvLkyYSFhTF69Ghuu+02du/e7Ws9kZJ77rmHrVu3smTJEpYtWwZA/vz5U13vzJkztG7dmv79+zNmzBguXbrEiy++SPfu3VkRb/rVyZMn88gjj7BmzRoAZs+ezZgxY/j666+pUaMGR48eZfPmzaluLzmnTp1i6tSp3HjjjYlaL3Tq1InLly9TuXJlXnjhBTp16pTmer/88kuCg4Pp2rWrb1mdOnVYunQpFStWZPny5dSuXRuAgQMHMnr0aCUbRCTbyxMQN3ZB17pOYtwmm/72sHafhzV73fy8z8PxCznsOx3IFwgtKzpoU8VB68oOqhazWx2SiORCSjiIZAEjf34cnTrh+PfCzXv8OJ41a/BGRuLdvBnP5s2Y+/ZZHGVCRunS2GrWxF6nDvbmzbE3b46RwgW8v+zatQvTNKlWrVqSz1erVo3Tp09z/Phxdu3aBUDVqlXTtY2LFy/y0UcfMWnSJNq1awfAp59+ytKlS5k4cSLPP/98qnUEBQWRJ08eHA4HxYsXT/O2x48fT7169XjjjTd8yz7//HPKlCnDzp07qVy5MgCVKlVi9OjRvjILFy6kePHitGnTBqfTSdmyZWncuHGat3vFiy++yPjx44mKiuKGG25gwYIFvufy5MnDu+++S7NmzbDZbMyePZvOnTszd+7cNCcdJk6cyL333psgWfTZZ5/x6KOP8s4779CsWTNeeuklpkyZQnBwMI0aNeK2225jz5499OjRg9deey3d+yQikpVcDoMm4Q6ahDt4+uYAAHYd9/DzXg9r97lZu8/DruNePNloFm2nHaoXt1G/jJ16pe3UL22nfhk7Dru6SohI5lLCQcQCtiJFsHXuDPH6+JvnzuHZsgXv5s14t23Du38/5v79eA8cgKiozAkkf35sJUvGJReqVYtLMNSoga1GDYw03K3PTKn19nK5XKmWSc6ePXuIjY2lWbNmvmVOp5PGjRuzY8eODNWZVps3b2blypXkyZMnybiuJBwaNGiQ4Llu3brx/vvvU758eW6//Xbat29Px44dcTjSdxp//vnnefDBBzlw4AAjRoygT58+LFiwAMMwCA0N5ZlnnvGVbdSoEYcPH+btt99OU8Lh559/ZseOHUyZMiXB8ho1aiQYS+PkyZO88sor/PjjjzzxxBPceOONzJkzh0aNGtGkSRM6duyYrn0SEbFapSJ2KhWx06dJ3Hg70W6Tnf942XHUwx/HvOw54WXfybh/x85nTmuIQCeUyGdQPJ+NkvltVC1mo3pxG9WL26lc1IZTyQURsYASDiLZhJEvH47mzaF580TPmadP4z18GPPwYczjxzEvXoSLF//7Pyoq7v/oaAyXCwIDISAAIyDgv8fBwRjFi2OUKBGXZChRAuOqLgvZQcWKFTEMgx07dnDXXXclen7Hjh0UKVKEAgUK+C7O//jjD+rVq+fXOGw2W6KERmzstY8YduHCBTp27MioUaMSPVeiRAnf45CQkATPlSlThj///JNly5axdOlSHn30Ud5++21WrVqV7ICOSQkNDSU0NJTKlStTrVo1ypQpwy+//ELTpk2TLN+kSROWLl2apro/++wz6tatmyhZcrVnnnmGQYMGUbp0aSIiInjttdcICQnhjjvuICIiQgkHEcnxAhwGtUraqVUycTeFi9Em/1wwORNlcuaSyelLCR+fvWRyKcbEaTdw2MFpA4cd7DYDpx0cNghyGhTPZ1Ain43i+QxK5rdRMFgJBRHJfpRwEMkBjIIFsRcsCPFmDsitChcuzK233sqHH37I008/nWjQyKlTp/LYY48BULduXapXr867777LPffck+ZBIytUqIDL5WLNmjWEhYUBccmE9evXM2jQIACKFCnC+fPnuXjxou/i/+rZKFwuF550DgZav359Zs+eTXh4eLpbJwQFBdGxY0c6duzIY489RtWqVfn999+pX79+uuq5wuuNa+8bHZ386GeRkZEJEiHJuXDhAt988w1vvvlmiuWWL1/Ojh07+OKLLwDweDy+RI4/EjoiItldSIBBuQADClsdiYhI5tPwsyKS7YwfP57o6Ghuu+02fvzxR/766y+WLFnCrbfeSuXKlXn55ZeBuOknv/jiC3bu3EmLFi1YtGgRe/fuZcuWLbz++uvceeedSdYfEhLCI488wvPPP8+SJUvYvn07AwYMICoqigcffBCIu7MfHBzM4MGD2bNnD9OmTWPSpEkJ6gkPD2ffvn1ERkZy4sSJFC/cr3jsscc4deoUPXv2ZP369ezZs4fvv/+e+++/P8XkxaRJk5g4cSJbt25l7969fPXVVwQFBfkSJqlZt24d48ePJzIykgMHDrBixQp69uxJhQoVfK0bJk+ezPTp0/njjz/4448/eOONN/j888954oknfPV8++23SY6ZMWPGDNxuN/fdd1+yMVy+fJnHH3+cTz75xJccatasGR988AGbN29m9uzZCbq5iIiIiEjOpoSDiGQ7lSpVYv369ZQvX57u3bsTFhZGu3btqFy5MmvWrEkw/kHjxo3ZsGEDFStWZMCAAVSrVo1OnTqxbds23n///WS38dZbb9GlSxd69+5N/fr12b17N99//z0FCxYEoFChQnz11VcsWrSIWrVqMX36dIYPH56gji5dunD77bdz8803U6RIEaZPn57qvpUsWZI1a9bg8Xho27YttWrVYtCgQRQoUCDJmTauKFCgAJ9++inNmjWjdu3aLFu2jPnz51O4cNwtsuHDhxMeHp7s+sHBwcyZM4dbbrmFKlWq8OCDD1K7dm1WrVpFQECAr9zIkSNp0KABTZo04bvvvmPGjBkJpv88e/Ysf/75Z6L6J06cyN13353izCAjRozgjjvuSDDl5tixY4mMjKRly5Z07NiRLl26JLu+iIiIiOQshpnRUddERLLQK6+8wnvvvcfSpUu54YYbrA4n2+nbty+GYSRqhSEiIiIiYhUlHEQkx/jiiy84e/YsTz75ZIqtAa43pmkSHh7OTz/9RJkyZawOR0REREQEUMJBRERERERERDKBbhGKiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3SjiIiIiIiIiIiN8p4SAiIiIiIiIifqeEg4iIiIiIiIj4nRIOIiIiIiIiIuJ3mZ5wmDRpEoZhYBgGw4cPz+zNAbB//37fNlu1auVbPnz4cN/ySZMmZUksmSkiIsK3P/369bvm+sLDw331ieQW/fr1832uIyIirA4ngeSO4fTG3KpVK1/5/fv3p1jWinOyiPhHeo71K5L7TSQiktuujSR7clgdQG4VERHhu1Do3LkzdevWtTQeyJ4xXYv9+/f7To5169alc+fOlsYjIv5zJRlSoEABBg0aZGksIlklMjKSuXPnAnHJhbQmCCZNmuRLQAwaNIgCBQpkSnwiIiLpdV0lHB544AHatGkDQOXKlTN1WxEREYwYMQKIazmQHS7uU4tp1qxZXL582YLIMmb//v2+/enbt68SDpKkIUOG0L9/fwBq1aplcTRpk5kxt2/fntWrVwNQtmxZv9btT1eO7bCwMCUc5LoRGRnp++wDiRIO48aN4+zZswCUKFHCt3zSpEmsWrUKiGshFT/hUKJECd8xnz9//kyKXEREJGnXVcKhbNmy2foHttUaNmxodQgiflepUiUqVapkdRjpkpkxFy1alKJFi2ZK3SI5TUxMDDabDYcjZ/wcykgCMiAggObNm2dCNCK5y8WLFwkJCbE6DJFcx69jOKxYsYJGjRoRGBhIhQoV+OCDD5Itm9x4Acn1Xb6yLDw8nF27dtGhQwfy5MlDaGgojz32GBcvXkw1vpT6Ke3YsYN+/foRFhZGQEAARYoUoXXr1ixfvtxX5q233qJVq1aULl2aoKAggoODqV69OkOHDiUqKipBrPHvUNx///1JbnfLli307NmTEiVK4HK5KFWqFP379+fvv/9OFHtkZCStWrUiKCiI0qVLM2LECNxud6r7nJ6YknpPru5jPnPmTKpVq0ZwcDAtWrTg999/x+v18uqrr1KqVCmCg4Np164dBw4cSBRDWvf30qVLPP/881SqVImAgABCQkIoV64cd999N99++y0Qd9fn5ptv9q0zefLkRH3hf/zxR7p160alSpUoUKAALpeLkiVL0r17d7Zs2ZJgm/E/GxMnTmTEiBGUKFGCfPny0bNnT86cOcOpU6fo3bs3+fPnp1ChQgwcODBBi5Cr+8muX7+em266ieDgYEqWLMmwYcPS9Z6Jf6T1nNKpUyfy5MmT6L3duHGjr+ydd96ZoO5Dhw5hs9kwDIPGjRv7lj3wwAPUqVOH0NBQnE4nhQoVonXr1r6m0hmN2ePxMHz4cN+xdvPNN7N58+Z0vR7JjeEQv2/4li1beOKJJyhatChBQUFJHtPpOSenNN5M/Hrgv2PxigMHDiQqI5Je8Y+pxYsX8+yzz1KiRAkCAwP5+++/iY2N5b333qNBgwaEhIQQEhJCkyZN+OqrrxLVlZHfI9999x1t2rShYMGCBAQEUKVKFUaMGMGlS5d8ZcLDw7n//vt9f48YMSLRsXr1GA5Xjq0rrRsAypUrl6BMSmM4nDt3jiFDhlCtWjWCgoLImzcvTZo04eOPP8Y0zRT3O7lz5hUff/wxDRs2JE+ePAQEBFCqVCnatGnD6NGj0/y+iaTVqlWrElyDjB8/Pk3fdxs3buSBBx4gNDSUPHny+Mqk59iIiIigTZs2FCpUCKfTSZEiRWjcuDFPPfWUr0USwOzZs2nevDn58+fH5XJRvHhxmjdvzosvvpiozvjee+89X7xjxoxJ8Ny0adN8z73wwgtA+n7/Jie5792UxpFJy3lOrlOmn6xZs8Z0uVwmkOBf7dq1fY9feeUVX/mwsDDf8vj69u3rW75y5Urf8ivLChQoYBYrVizRdm6//XZf2X379vmW33TTTb7lr7zyim/5F1984Vu+ZMkSMygoKFGdV8dcpUqVJMsA5s0335wo1qT+XdnuokWLzICAgCTLFC9e3Ny7d6+vvl27dpn58+dP8bXt27dviu9PWmJK6j1ZuXKlb1m5cuVMwzASxTpgwIBEdTZr1izB9tOzvw888ECysfbq1cs0TdO86aabki1z5bV48803ky0THBxsbt++PcnPRoUKFZL8fDVu3DjR8iFDhiT5uStdurQZEhKSqPzDDz+c4vsk/pfaOSVfvnxm4cKFU3xvq1WrZgJmYGCgee7cOd/y//3vf77y//vf/0zTNM2ff/45xeNt8uTJvvXjH1/xj+HkYn7ssccS1ZcvXz4zPDzc9/e+fftSfD2++OKLJM9v8Y+p8uXLp3pMX1melnNycvsZv56wsDDTNBMei1f/u1JGJL3iH1NXf7537txp3nLLLcl+7l544YUEdaXns2+apjls2LBk627RooUZHR1tmmbC7+Cr/105VuMfp/v27UtwbCX1b9++fcn+Jjp16pRZtWrVZNft0aNHkvudlnPml19+mWy9pUqV8uM7KxL3vZvUb8w6deqk+/vONNN3bPzxxx/JXkMA5q5du0zTNM2IiAjTZrMlWy42NjbZ/Tt8+LBv3RtvvDHBc3fddZevjs2bN5ummfHfv/GvjZL73r36HHRFWs9zcn3yWwuHZ599lpiYGADatGnD/PnzGTlyJNu2bfPXJgA4c+YMpUuXZu7cuYwbN47g4GAAlixZwvz589NdX1RUFH369PFl31q0aMGMGTOYN28ezzzzTIKmVQMHDmTKlCksWrSIiIgI5s2bR/v27QFYuXIla9euBWD16tUJ7lIMHjyY1atXs3r1atq3b09UVBR9+/YlOjoah8PB66+/zg8//ODLTB49epRHH33Ut/6wYcN8GdJ69er59n337t1p3s/UYkqLffv20a9fPxYuXOhr1nn06FE+/fRTXnrpJb799luKFSsGwJo1a3zvfXr397vvvgPi+m7PmjWLH374gYkTJ9KnTx8KFiwIxPVjHTt2rG+ddu3a+fZnyJAhADRu3Jhx48Yxb948Vq5cydKlSxk1apQvpquzxFfs37+f0aNHM2PGDPLmzQvEfb62b9/OZ599xkcffeQr+/HHHydZx99//02zZs18x4HdbveVT2t2WbLGuXPnKFKkCLNnz2bkyJG+5fHf2169egFw+fJlFixY4Fs+a9YsAOx2Oz169ACgePHivPXWW8yePZtly5axcuVKJk+eTJEiRQB47bXXMhTnH3/8wYcffgiAzWZj+PDhLFiwgKZNm6Z5tPq0On78OBMmTOCrr77y9QWPf0zH5+9z8gMPPODrbw5xr+eVY/vK6y1yLfbu3cuTTz7JkiVL+Pjjj5kzZ46vNeMNN9zAt99+y6xZs6hSpQoAo0ePZt26dYnqSctnf/369b7zSokSJZg4cSJLlizhjjvuAOK+m698F82aNYvBgwf76r///vt9n/0HHnggyX2pV68eq1evTjAm08yZM33rxR/n4WqDBw/mjz/+AOK6asyZM4fPPvvM9z379ddfM2PGjETrpeWceeV73OFwMGHCBJYvX87UqVN59tlnKVeuXLIxiWTEM888Q3R0NAA333wz8+fPZ8SIEfz++++prnvw4EFeeeUVvv/+e9+xmJ5jY+nSpb5riKeeeorly5cza9YsXnvtNRo2bOhrsTd//ny8Xi8Ab7zxBsuXL+frr79m6NChVK9ePcUZ4kqUKEHr1q0B+Pnnnzl8+DAQ1wVkyZIlvjhr164NZPz3b0al5zwn1yl/ZC2OHTvmy2IFBASYJ0+e9D3Xq1evJLOLGW3hQLxsoWma5pAhQ3zLH3jgAdM009fC4dtvv/UtK1eunHn58uVk93Pr1q1mjx49zNKlS5tOpzNRBu/KHc7ktnVF/G22a9fOXL16te/flTuVhmGYx48fNz0ej5knTx5f+W3btiW576m1cEgtJtNMvYVDmTJlTI/HY5qmab799tsJMpdXxL8DO3fu3HTvr2maZvHixX2Z6U2bNiX7nqR019Q0TfPixYvm8OHDzVq1apnBwcGJ3q969eol+drce++9vuV33HGHb/mwYcN8y2vUqOFbfubMGdM0E37ugoODfctNM+Fx8Oqrryb7Hon/peWcsmnTJt/y+Hc1rryHe/fu9bXuufvuu03TNM0jR4747jhcfUdz0qRJZosWLcwCBQokahUEmGfPnjVNM30tHEaNGuVb1q1bN1/ZM2fOJPh8+6OFw5gxY3zLBw4cmOiYvvr1S+2cnJ4WDqktF8mI+MdU/HO8aZoJ7oJ+8803vu+nV1991bf88ccf95VPz2f/qaee8i0bPHiwr+758+f7ltesWdNXR3LH5xXJ3V1MbrlpJv2byOPxmAULFvQt//33333lx40b51t+5513JrnfqZ0ze/To4fsuXLZsme+cJ+JvV1+DnDhxwvfclc9hSt93gwcPTlBfeo+NCRMm+Ja9//775pEjR5KM8//+7/985WbOnJkgzrSIf24YO3asaZqmOWPGDN+yt956y1c2o79/M9rCIb3nObn++KWFw969e32PK1SoQKFChXx/X+nX7C+FChWiYsWKSdYfP4602rlzp+9xmzZtCAgISLLcgQMHuPHGG/n66699/T2vdubMmXRvc/HixbRo0cL378qdStM0+eOPP/jnn3+4cOECACEhIVSvXt23rr9f29Q0aNAAmy3uIxP/PY4/2GRoaKjv8ZXXIz37C/Dggw8CsHnzZurVq+fb72eeeYYjR46kOd6ePXsyfPhwfv/99wRjbFwd39Xiv67p2c/4qlatmmA08Gv9nErmyZcvX4K7g4ULF/Y9vvLelitXjhtvvBGIu3t58eJF5syZ47tbcd999/nWGTNmDP369WP16tWcOXMmyX6ZaT1XxBf/c9OoUSPf4/z58/vuxPrLTTfd5Huc1OsRn7/PySKZrWPHjgn+jv8d1b17d9/308svv+xbvmPHjkT1pOWzH7/uN954w1d3/BiufPdlpePHj3P69GkAgoODqVmzpu+5+PsRP/4r0nLOvDJOVFRUFG3atCF//vyUKVOG++67jw0bNvh5b+R6dvU1SPzPY9OmTVNd/+rzQXqPjTvvvNO3zUGDBlGiRAkKFSpEu3btmDlzpq98r169fNcY3bp1IzQ0lGLFinH33XezbNmyVOPs0qULQUFBwH+tK6/8bxgG9957r69sRn//ZlR2Pc9J9uHXQSOTklwTofjLPR6P7/GJEyf8Ur+/TZ48mXPnzgFxJ7C5c+eyevVqX7cAwHfx4S+pDYSZVft+RfwL6CuJB4j78ZGUpC60UnJlf0eOHMn06dPp1q0bVapUwTAMduzYwZgxY2jbtm2aBl48ePAg8+bNAyBPnjx8+OGHREREJBiAL7n3KzP2M6vfK0m7K00kr4g/Wn389/ZKUiEqKopFixb5vuhDQkISTMk6btw43+MXXniB5cuXs3r16gSjy/v7XOHvz1f81yS51yM9sfjrfC/iD1e6/qVHWgamzuhx6Ha7fc3BrXB13KntR1rOmW3btmXNmjUMGDCAevXqERwczN9//83UqVO56aablIyUTJGRYzCl80Fajo3ixYvz22+/8eKLL9K8eXMKFy7M6dOnWbJkCd27d+frr78GoGbNmvz22288+eSTNGnShPz58/PPP//w7bffctttt/m6ZScnb968dOrUCYCffvqJffv2sWjRIgBatmxJmTJlgGv7/ZuU+N/ZkPHvbavPc2ItvyQc4vfH27t3ry8zCCTZ7xESXtQdPXoUgPPnz7NmzZoUt3Xq1KkEYxfEr798+fLpCxyoXLmy7/GyZct841Bc7dChQ77HgwcP5s4776R58+YJRp+NL/6F6tUHdvxt9u3bF9M0E/27ePEit912G0WLFvWNI3Hx4sUEd1mSe22Tk1JMmSk9+3tFjx49+Oabb/jjjz84f/48Xbt2BWDr1q2+TGpK+xP//brtttt45JFHuOmmm5JtweJvf/75py9BBdf+ORXrdevWDafTCcBHH33Ejz/+CEDnzp0TjPVy5bNXuHBhRo0aRevWralXr16Cz2RGxP/cxL9DePbsWf78889rqvtapOWcnNT5HvD1PU3KlR92WXmukuvD1RcN8b+j9u7dm+R3VPwZq65Iy2c/ft1ffPFFst9/V76bMvo9nd71ihQp4huf5eLFiwnGZ4m/H/HjTw/TNGnatCmffPIJGzdu5Pz587z77rtAXNI2pWNfJD0qVKjge7xnz54E1yA///xzqutffT5I77FhmiZhYWG89dZbrF69mhMnTrB+/XpfuTlz5vjK1ahRg//973/88ssvnDlzxnfjwuv1pmkWqyvjSXm9Xh5++GFfIjR+K0t//f698r198uRJX6vu/fv3J9lSIb3nObn++GXi6WLFitGkSRPWrVvH5cuX6dGjB08++SSbN2/2ZfauVrFiRd90bn369KFLly5MmTIlTc187r33XoYOHcrff//N+++/71t+9ZR1adG2bVuKFi3KP//8w759+2jbti2PP/44gYGB/PTTTxQuXJjnn3+esLAw3zpjx47F5XKxbt06Jk6cmGS98e8AzJ49m3LlyuF0OmnUqBG33norRYoU4fjx43z55ZcUKlSIW2+9FY/Hw/79+1mzZg2bN29m+/bt2Gw2OnTo4Bucpnfv3gwbNoxDhw4l2Pe0SCmmzDwJpGd/AZo1a0a9evVo3LgxpUqV4vz5877nAF+GNP7+/PTTTyxevJi8efNSuXLlBO/XihUrmD59Ona7PcGAXJnp4sWL3HPPPTz++OOJjoOMfE7FeoULF6Zdu3a+QZiuiP9FD3GDne7atYuTJ0/y1ltvUbt2bf73v/9x6tSpa9p+x44defHFFwF8g7U1aNCA8ePHp+nua2ZK7Zxcrlw5bDYbXq+XFStWMHjwYPLmzctbb72VbJ0FCxbk1KlTHD58mKlTpxIWFkaxYsWoVKlSZu+OXGd69erl+z3SoUMHXnjhBUqXLs2RI0f4448/+O6773j22WcTTekKqX/27733Xv73v/8B8PTTT3Pq1Clq167NmTNn2LNnDz/88ANhYWF8/vnnQMLvtSVLltCyZUsCAwOpVatWgsTd1eKv9+mnn9K+fXuCgoISdAWMz2az0aNHDyZMmOB7DV555RVOnz7NK6+84ivXs2fPlF66ZD355JMcOXKEW2+9lTJlyuBwOBIMBqs7neIvRYoU4cYbb2Tt2rUJrkE2btzIN998k+760ntsTJ8+nQkTJtC5c2fKlStH/vz5WbFiha/clc/66NGjiYiI4I477qBs2bKEhITw/fffJyqXkttvv53ChQtz8uRJli5dCkBAQIDvphzgt9+/FStW5LfffuPSpUvce++9tGzZkg8//DBRiwdI/3lOrkP+Ggzixx9/THIgxUqVKiU5YMv333+fqKzD4TArVqyYaLA00/xv8JJChQqZpUuXTrTurbfeanq9XtM00z8tZkpTNl6J+cCBA0kOvNKsWbMk92/Lli1JDhZ3ZYCVhQsXJrtNrhqkZefOnWa+fPlSfG3TMmhkajGlNmhk/G0kN7BVcq9xevY3qWkpr/yrXr266Xa7TdM0zdjYWN8Ak/H/Xdlu/AEfk3q/4m8zubiTG3AwqUFz4n/uwsLCknzP+vfvn+r7JP6V2qCRaZ3yyTQTDtAEmEWLFk00lVX8AVWv/AsNDU0wre6VetM7LWb8ARyv/AsKCjJLlSqVbMxXS8ugkfHrSG1AqbSck03TNHv27JmozJXpRpN6H7p06ZKofFrOcyJJSe6YMk3TjI6OTnFazGv97Kc0XdzVn+vjx48n+V15JebkjtP4g9ldfUwl95vo5MmTqU79F38/0nPOfPDBB5OtNygoyNyzZ09630KRZP3888+my+VK9FmLP318Wr7vrkjPsTFlypQUj+/p06ebpmmaI0eOTLaMzWYzf/rppzTt6yOPPJJg3SsDWcfnj9+/H3/8caI68uTJk+Ccl9ZpMfX9LX4bw6FFixYsWrSI+vXr43K5CAsLY9SoUbz00ktJlm/bti3vv/8+pUuXJiAggMaNG/P999/TrFmzFLeTN29eVq9eTceOHQkJCaFQoUIMHDiQOXPmZLj/ZLt27fjtt9/o3bs3pUuXxul0UrhwYVq1akWLFi0AKFu2LD/88AONGzcmKCiIChUq8OGHH9K/f/8k66xVqxZffvkl1apVS7L1QPv27dmwYUOCbYaGhlK3bl2eeeaZBAPNVKpUiZUrV9KyZUsCAgIoXrw4L774YoK+4mmRWkyZKT37+9JLL3HnnXcSFhZGcHAwTqeT8PBwBg4cyIoVK3xTTDocDubNm0fz5s1901fGN2XKFPr27UtoaCgFChSgd+/eGZqmLyPCw8NZtWoVrVq1IigoiOLFizN48OAEU2pKztOpU6cEY3n06NEjQf9liMvuv/baa77Pb6tWrVixYgXFixe/5u2PGzeOYcOGUaJECQIDA2nWrBnLly9PMHBdVkvrOXncuHF069aNkJAQ8ufPT58+fXzdUpIyfvx4unfv7ptOVCSzuFwulixZwtixY2ncuDF58+YlMDCQcuXKcccddzBx4kTuuuuuROul9bP/6quvsmDBAt/dSafTSalSpWjevDlvvfUWI0aM8JUNDQ1l7ty51KtXzzdAXFo8/PDDvPjii5QtWzZB94qUFCpUiF9++YWXXnqJKlWqEBAQQEhICI0aNeKjjz5i2rRpGf5d1atXL/r27UuVKlXInz8/drudokWL0rlzZ1avXq2uheJXN9xwA99//z0NGzbE5XIRHh7O+++/n2A62SvT1qZFeo6Npk2b8tRTT1G/fn1CQ0Ox2+3kz5+fFi1aMGPGDN+U2e3bt+fhhx+mZs2aFCxYELvdTqFChWjbtm2arn+uuLpV5dV/g39+//bv35+XXnqJokWLEhQUROvWrVm9enWCLizxpec8J9cfwzTTObKfRa4c2GFhYX6fc17EH/bv3+8bz+Smm25KMECPSG6jc7Jcr/TZF8leTNNMMjnWo0cPX5fkOXPmJJk4FJHM55cxHERERERERLLagQMHeOSRRxg4cCC1atXi8uXLzJw50zeGQ6FChWjTpo3FUYpcv5RwEBERERGRHGvJkiVJzn7icrmYOHFikl1vRSRr+G0MBxERERERkaxUqFAh+vfvT9WqVcmTJ49vLLk+ffqwfv16OnfubHWIIte1HDOGg4iIiIiIiIjkHGrhICIiIiIiIiJ+p4SDiIiIiIiIiPidBo3MJS6ZlzliHucoxzlhniaaGDx4sWHgxEl+8lLCKEIJowgFjHxWhysiGXTGPMdR8zhHzBOc4RyxxOLFxI4NF05CjUIUJ5QSRhGCjSCrwxWRDPCYHg7zD8fME5w2z3GW81wimhCCyEsIeY0Q8pGHPEYIBchLPiOP1SGLSAaYnvOY7hPgOQfes5ies3GPDSfY82PY8sb9b88LjmIYtgCrQxZJNyUccphYM5at5i42erezydzGJu92dpsHOcv5NNcRSABljZLUMapS31adekYN6tmqkd/QCL4i2cV58yKbzO1s8m5no3c7keZ2DppHuMTlNNeRjzxUNMpSz1aDekZ16tuqU9OojMtwZmLkIrlHREQE48ePZ9asWZm2jQtmFL96t/CLGcnP3k1s9+7mKCfw4ElzHaUoRl1bNeoYVeP+t1UjzCiZaTGLSPqYpol5eTvmpc14L2/DvPQ73svbIPZQOmqxYbjCMAKrYgTWxBZcD1twEwxXqUyLOy1Gjx7NCy+8kOby/fr1o2vXrnTo0OGathsaGsqJEyfSvV5WnNclISUccoB/zJMs8qxikTeC5d6fucila6rvMtHsNPex09zHTO9iAGzYaGzUor29FR1sN1PdVtEfoYtIOvzh3cNC7yoWeFayztyMF+811XeOC2w0t7PRs923LJggbrY14Q5bK+6wt6KYEXqtYYtIOnhNL8u8a1ni/ZGfvZFsMf9MV3IhKYc4xiHvMRYSwZWqClOA22wt6Ga/nTa2G3Eq0SiSpc6ZF9gc8xNNjk7He34FuI9fY41ezJh9mDH74Nxi31nDCKyNLX877PnaYwQ3wjCytsd8ehMOcv3RGA7Z1HnzIp+5Z9Iq+j7Co29moPtl5nlXXHOyITlevPxibuZl9/+oH9OZatG380rsWPZ705N5FZH0Omge4dXY8dSMvoO6MXcyxP0eP5ubrjnZkJwoLrHQG8Gj7uGER99My+h7+cT9NefMC5myPZGcZNSoUdSsWZNatWoxderUBM+tXLmSpk2bcvx4xi4adnsPMCz2fSpF30qn2IF86JnGJnP7NScbknOSM0zzzueu2McoG30TD8cOY6lnDW7TnSnbE5G47lBzPD9wV8yjlI5uwd3my1w+860fkg3JMy9vwXNsFDG7biJ6Wzixfz2G99LWDNW1f/9+6tSpQ9++falWrRr33HMPVyY0/OGHH6hbty41a9bkmWeewTRNhgwZwpkzZ6hbty4DBw5MVN/ChQupV68ederU4d577/UtX7p0KTfccAOVKlVi1apVAHg8Hp599lkaNWpEnTp1fOdgt9vNU089Ra1atahduzbffPNNgm0cOnSIxo0b8+uvv7Jnzx5uu+02GjZsSOvWrdm/fz8Av/76KzVr1qRu3brMnDkzQ6+NZJymxcxmdnr38YFnKlM987hAlNXhYGDQ1tacx+33cau9mdXhiOQaKzy/8IHnKxZ7f8y05EJ6BBPEvfYOPGa/j2q2ClaHI5Ll1q9fz8CBA1mzZg1RUVE0atSIkSNHMmfOHB555BGGDh3K/PnzCQ1Ne6ugy2Y0X3sWMtnzLT+bmzIx+rQrQiEedvTgMXsvChr5rQ5HJFe4YEYxyTOb8Z6p7Df/TvDctyeKcfOJNVkeky1PS+yhj2HL3wHDsKdpnf3791O5cmUiIyOpVq0aN998MyNHjqRhw4ZUrVqVVatWUbZsWTp27MiDDz7I3XffnWzXhn/++YcbbriB1atXU6pUKU6dOkWhQoXo168fHo+HKVOmsGLFCl5//XWWL1/OJ598wrlz53juuee4dOkSN9xwAytWrGDGjBn8/PPPTJ48GZvNxunTpylYsCChoaFs2rSJu+66i48++ohGjRpx22238fHHHxMeHs6KFSv46KOPmDlzJrVq1eKLL76gYcOG3HPPPXg8HnWpyELqUpFN7PEeZIR7PDO9izHJPjkgE5Pvvav53ruaeu7qvOp4SokHkWsQ4fmVYe4xrDd/tzqUBKK4xGeemUz0zOJuW1tGOJ6koi3M6rBEssyaNWvo0qULgYGBBAYGcssttxASEsLmzZt59tlnWb58OYULF05TXV7Ty1TvfEbEjuNvjmZy5OlznFO85v6Q992TeMh+D886HqSwUcDqsERypEPmMT5wf8Xnntmc4VySZZbkK8rN6R9q4Jp5L/yI98KPGK4w7EWexh7aH8NI/dKvSpUqVK9eHYB69eqxf/9+8ubNS5UqVQgPDwegV69erF69mrvvvjvZen755Rdat25NqVJxY0wUKlTI91znzp0BaNCgga8Vwg8//MDWrVv56quvADh79ix79+5l2bJlPPPMM9hscQ3zCxYsCMDly5e5/fbbmTRpEo0aNeLChQusXr3aV7dpmoSEhHDmzBmio6Np2LChL/Yvv/wyDa+g+Iu6VFjsmHmCQbGvUzemE994F2WrZMPVNpnb6Rj7MO1i+vObN2NNtUSuV5HeHXSIeYjbYx/IdsmG+ExMZnu/p27MnTweO4IjZuY1AxXJCUqVKoVhGGzbti1N5Zd61nBDTDcGxA7JdsmG+C4QxXueL6gWfTtvuCdw0bS+VaVIThFrxvK2+zNqRXfgPc8XySYbABa7jmVhZImZMQdwHxpEzJ+N8Jxbmmr5gID/ZsKw2+14PP7v9nVlG/Hr93q9fPzxx0RGRhIZGcn+/ftp1KhRsnW4XC5q1qzJypUrfesXK1bMt/7mzZtZu3YtAIZh+H0fJO2UcLCIaZpMcE+nRnR7JnimE0vO6VO50vsLzWJ68HDsMM6aaZ8dQ+R6dN68yOOxI2ga051l3rVWh5Nmbtx85plJjej2jHNPwWta3+1DJDM1b96cOXPmEB0dzenTp1mxYgVRUVGEhoYyb948HnvsMTZtSr5bxO/eP7kjZgAdYx9mi/lnFkZ+bc5xgVfd46kbfScRnl+tDkck2/vRu57GMV0Z5n6fqDSMrXaQf9iet3oWRJYy8/IOYvd2JGZvF7zRu9O1bpUqVdi5cycHDhzA6/Uyffp0WrZsCSSflLjSJeLQobjx4E6dOpXiNtq2bcuHH37oq2vr1q14PB7atGnDJ598gtcb9zvk9OnTANhsNl+3jM8++4x8+fJRrFgx5s+fD8SNCbF161YKFChAQEAAGzduBGD69Onp2ne5dko4WGCf929uj32QQe7Xs8U4DRk12fMt9aM7s9ST9f3SRHKCFZ5faBB9F595Zmbr1kspieISz7tHcWvM/ezxHrQ6HJFM07BhQ7p160aDBg1o2bIlI0aMoESJEgCUKVOGWbNm0bt3b3bu3JlgPa/pZZT7E26MuYfl3p+tCN0v/uII7WIf5IXY0Vw2o60ORyTbOW6e4sGYwbSNuZ8d5p50rbukUPaZ/c17biExf9THfexd0jqUX1BQEJ988gl33nkntWvXplKlSr6uC3379qVWrVqJBo0sWrQoY8eO5Y477qBOnTo8+eSTKW5jwIABhIeHU69ePWrWrMnTTz+NaZo89NBDFChQgFq1alGnTh2WLVvmW8flcjF79mwmTZrE7NmzmTZtGuPGjaNOnTrUqlWL5cuXA/Dpp5/Sp08f6tWrl+auceI/GjQyi33mnsmL7tGZNtuEVe63d+E9x0sEGYFWhyJiuWgzhufdo/jU802OTTQkJZgg3nA8w0BHT6tDEckW/jaP0i/m//jJ3GB1KH5V3ajI5843qWurZnUoItnCOu9mesQM4ggZ62bYyCzP0j9/8HNU186WpxXOsC8wnCWsDkVyMSUcskisGcsg9xtM9OTeqVjqG9X5xjWW0kZxq0MRscwR8zj3xDzFr+YWq0PJNH3snRnveAWX4bQ6FBHLrPSso0/s8xwn5WbCOZUTB8MdT/Ks4wGrQxGx1Bfu2Tzlfo0YYjNch4HBn/vOUzQ6G47r4iiOK3wKtjwtrI5Ecil1qcgCJ8zTtIsZkKuTDQAbze00j+7BOu9mq0MRscQG7+80i74nVycbAL70zKVtzP0cMy0YdlskG/ifezIdYh/KtckGgFjcDHG/x6DY1zWGi1yXYs1YnowdySPuV64p2QBxAzIvLVzXP4H5m/soMbtvx33iM6sjkVxKCYdMttO7j2YxPXJdc8vkHOUEbWPu5xvPIqtDEclS33qW0iamH4f5x+pQssQvZiTNonuww5u+fqwiOd1r7g950f02Hvw/cnt2NMEznb6xLxJrXtsFl0hOcso8S7uYAXzimeG3OpeEuPxWl/95cP/9OO5/3rM6EMmF1KUiE2337qZdzIMc46TVoWQ5GzY+coygr+Muq0MRyXTTPQvoHzvkurkAia8IhVjo+oTatqpWhyKS6UbEjudNzwSrw7BEG9uNzHC+T4gRbHUoIpnqlHmW9jH9iTR3+LXeEILYu3MnAd7sPSirvdiLOEuMsDoMyUXUwiGT/OHdw20xD1yXyQYAL14Gul/mS/dcq0MRyVQzPIt4MHbwdZlsADjOKdrF9Gerd2fqhUVysGGx71+3yQaAZd61tIvpz2nzrNWhiGSa05mUbAC4yCVWF2rk93r9zXNsFLF/P5vmGSxEUqOEQybY6/2LdjH9c3XfzrQwMRnofpnZnu+tDkUkU8zzLOfB2MF4ub77N5/kDO1j+rPLu9/qUEQyxeDYd3nbo/7Nv5pbuCd2kLpXSK50ybzMXTGPZUqy4YrF+YtkWt3+5DnxAe6jI60OQ3IJJRz87Lx5ka6xT2R42pzcxouXB2MH85t3q9WhiPjVZu8f9Iv9P9y4rQ4lW/iHU9wd+zhnzHNWhyLiV+PcU3jP84XVYWQbP3rX87T7DavDEPErt+nm3thn+MWMzNTtLHEeydT6/clz7A08p/03hoVcv5Rw8COv6aVf7ItsN3dbHUq2cplousc8xRFTSRjJHf4xT9I15gmiuGR1KNnKLnM/fWJfwGNen91LJPf52buJwe53rQ4j2/nMM5MJ7ulWhyHiN8Pd41js/THTt3OIE2zJVyvTt+MvsQcfxntxndVhSA6nhIMfveIey0JvhNVhZEuHOMY9MU9x2czeA+WIpCbGjOWemEH8Rc65S5GVfvD+xGC3RrmWnO+4eYr7Yp4jVq2YkvScexQrPL9YHYbINVvmWcu7ns+zbHvfFyyfZdu6ZuZlYvZ1x4w5YHUkkoMp4eAnP3h+Uv/OVPxqbmGILkQkhxvuHsvP5iarw8jW/ueZzEJPhNVhiGSY1/TSJ/YFDnHM6lCyLTduesU+w17vX1aHIpJhx8wTPBj7EiZZN0Di4sCoLNuWX7iPEXPgfkzz+h6vSjJOCQc/OGue55HYV6wOI0f40DON1d4NVochkiG/eCN53zPZ6jByhMdjR3BKo9lLDjXCPZ6V3qTv3nt3RhPTZI/vX3TB7XjmncPcG0NMsz1E19hF7BOHkxzh3f3iUWIa7Sam0W5i7/0LMyruB7x77AliGuwmtu/fvrKeyafxfHk6c3bQT05zjoHulzWaveRIpmnyQOxLWT6j3CZjP0cDSqap7F9HTdr2j6He3TE06h7D7KVxXRaX/+KlyT0x1O8Sw/PvJN0K674XY2lyTwxN7omhfNtouj0dN9jrrB881O8SQ8dHY4iOiTt2I3718tqE5FtzmRfX4jnxUXp2U8RHCQc/eME9WndB0sjE5OHYYUSZ6vsuOctlM5qHYodd9zNSpNURjvNMrAaWk5xns/ePFFss2ioH4FpXAde6CjiXh0OIDdsteXAPOYZ9SFECtlWCEx68iy8kWtc+pAiu9RVxra+IUcaJ57O42ay8U8/i3FABHOD9/TJmlBfvt+ew3Vcgk/bSf370rmeiZ5bVYYik2/ueSSz3/pzl2zUx+SG0TprKOuzw9vMONs1xMf9DJ8+/7ebiJZNHRsTyzRgnG2e7uBhlsuznxL9NvhrlZN0MF+tmuLipkY1ON8dd9o2f6mH1V04a1bSxdK0X0zT53xQPg/rYU4zFfeRlvNF707/Dct1TwuEaLfWsYbLnW6vDyFH2mn8xzP2+1WGIpMsI9zh2mvusDiNH+dq7kPmeFVaHIZIuz7tHpTmx6F1wHlurEAg28P4Sha1dHgBsPfPjXXQ+UXkjX9wPetM0MaO9YBhxTwQY4AZMwAGesSexP14Yw2b4Y5cy3RD3exwzT1gdhkiaHTNP8Lrbujv2i4MdaSpXoohBnSpxl2vFQw1CCxicOA15gg3CSsadH25qZOO75ckP1hwdY7JsrZeO/yYcAlzgdoNpxiU0vl7kpUMrG3mCUznfeC/i/utRtWiSdFPC4Rp4TA/Pud+yOowcaYLna/70KksqOcMe70HGe76yOowc6UX328SasVaHIZImcz1L+dG7Ps3lvbPPYeuaH056MArZMf5NIBglnXA46c+9+5kjxJTfibk9Gnv/ggDYBxQktvleyGfHKOzA3HIZW5s8175DWeQs53UjQXKUV90fcAHrxlKIsO/lki0oXets3O7F44WyJeDiJZOtu7x4PCYLV3k5nMJEcN+v8dKkto0CeePOT8/2c3D7Q7HsOmjSrL6NGYu99OuctktC74UIPKe+TFfcIko4XIMvPXP5U3c8M8SDh1fcY60OQyRNhrvHaaT6DNpr/sXnntlWhyGSqhgzNl0zrJjnPHjXRWG7PX2JAcd7JXDtqYytTiDemXHjnNh7F4zrovF+CdxvHsc+uAieT04R2/MvPJ+eSlf9Vpni+Y4N3t+tDkMkVdu9u5nkmWNpDJeI5sfCjdNc/tRZk/7D3Iwf6sAwDD5/3ckTr7tp1S+WkkUNbClc0c3+wUuX2/4r0LaZjZ+nu/hqlJNPZnp4+B4b8yO89Hwultc/Tv23jvvoq5jey2mOXUQJhwy6bEbzmvtDq8PI0eZ6l/Grd4vVYYikaJN3O7O8S6wOI0d7w/0RF80cNiq3XHfGe6aw10z7jAveBeex3ZIHI9AGhe2Ypzy+psbm4Vgo4Ux2XcNmYOueH+/ccwnr3BkNsSZGOReeBedxTi+DZ/55zIvZf+wYE5MR7vFWhyGSqpfc7+Ih+S4IWWVxvoJpKhcdY9L96Vieu99O07pxl27N6tlYOcnF6iku6lQxqFg26e4Qly6brPjFS4ebEl/ynTxjsv53k3Yt7HwwzcPU0Q7+OmKy60Aq55vYQ3hOfJym2EVACYcM+8gzTQNF+oGaYEp297L7f1k6XVZudIyTjPNMsToMkWSdMc8xyv1putbxzj4b150CMAwDW+Mg30CR3q/PYmufN/E6u6P/e7zwPEblgATPe944jmNwEYgx4d8ZLLjojfs7B1jqXcMO7x6rwxBJ1krPOr73rrY6DACWOA9jkvK4CaZpMuBlN60a27i3w3+DOv5zKu6ccCHK5MOvPcl2iVjyk5dm9W3kDUm8nVGfefi/AXF1njkfN6RMjBui0tB4wf3PGLVykDRTwiEDYs1Yxrn149kfVnl/5TfvVqvDEEnSFu8fLPWusTqMXOFD91SizRirwxBJ0peeuZwl8SCPyTHPevBuuITt1hDfMvvrxfC89g/R1XdCQbtvAEn3q//gWRDXksH97FFiGsZNi2nui8U+uIhvfe9PFzHKuzBKOjEK2rHVCSSmwW5s9QIxCqY8enx2ovFuJDsbn42S30c5RWT+2imWWRtpMusHL/NXen1TXG7d5eXtzz3UvTuG5vfF8sg9dqqUi7uke/VDNwsi/mu9MXuply5tE1/u7f3L5PxFk7pV4567t4ONBl1juRwNtSunYbBa91E8JyelfWflumaYGmo03WZ4FtE39gWrw8g1eto68IVLg29K9jMw9mXL+3nmJp84XqOPo7PVYYgk4DW91Iy5I13dKSR5QQSyO2AZhY0CVociksAh8xiVo9tmi+4UV/zf5Zr83/65VoeRIUZARQKq6aahpE4tHDLgU/c3VoeQq8zx/sBJ84zVYYgkcNY8zzeexVaHkatM9My0OgSRRJZ51yrZ4EeXuMxnHv1OkuxnsufbbJVsAFgckPaWVdmNGb0b78V1VochOYASDum007uPn8wNVoeRq0QTwzTPfKvDEElghmchUVyyOoxcZZ25mW3eXVaHIZLAFM9cq0PIdT52f43b1Mw+kn14TS+T3NmvxeJm4wCHAktZHUaGeU5PszoEyQGUcEinWd7vrQ4hV5rl0SwAkr3M1GcyU+h1lezkjHmO+d6VVoeR6xzmH9aam6wOQ8RnqXcNBzlsdRhJ+qFwHatDyDDP6VmYZqzVYUg2p4RDOi306IdJZlhv/s4x84TVYYgAcMo8y89mpNVh5EoLdXEn2ch870ouE516QUm3Hzw/WR2CiM/XnoVWh5CsxSE5+HLMcxLvOd1IkJTl4E941jtiHmejud3qMHIlL14We360OgwRAJZ4f8SNmgNnht/NnRw0j1gdhggAqzy/Wh1CrpVdph4UMU2T5d61VoeRrFW2vVy057E6jAzznJlrdQiSzSnhkA4LPRGYaFKPzLLQG2F1CCJA3LEumUctxSS7WK0xmTLN7+ZODpv/WB2GCJvNP/iHU1aHkaxoYlhVuKHVYWSYeVHTh0vKlHBIhwjvL1aHkKtFeNehWVolO1ipYz1TrdDrK9nAQfMIB8xDVoeRq6lbhWQHq7zZvyXTkrwFrA4hw8yY/Zix2XN8DMkelHBIh9/MbVaHkKud5yK7zP1WhyHXuX3evznFWavDyNU2enUuFeut9q63OoRcb6lXdz7Femu9G60OIVXfOw9hYlgdRoZ5L+hYl+Qp4ZBGZ8xz7DP/tjqMXE9jZIjVNukzmOkOcYx/zJNWhyHXudVedafIbJHmDqtDEOEXb6TVIaTqGKf5rUA9q8PIMK+6VUgKlHBIo01efWlmhUivLvbEWpv0GcwSep3Fauu8m60OIdc7aB7GbWoAXrHOKfMsx8gZCe4lBcpaHUKGeaN+szoEycaUcEijLeYfVodwXYjU6ywW22L+aXUI1wXd+RSr/aXZUjJdLG7NSiOWOmjmnLEFlgScszqEDDNjDlgdgmRjSjikkX6YZI2/zaNWhyDXOX0Gs8Yh85jVIch17Lx5kQtEWR3GdWGPedDqEOQ6lpMSDluNgxwMyqGtHNzHMb2XrY5CsiklHNLoqHnc6hCuC3qdxWr6DGYNvc5ipcNKeGWZfeZfVocg17GcdsPwh8K1rA4hg0zMWI11J0m77hMOERERdO3aNdVyR8wTxHY/SHSJHcT2/O/L07s+ipj6u4musQv3G//NN23ujSGm2R6ia+wi9onDSU73aJ5wE3PbPmJq7iL2noOYl70AuMeeIKbBbmL7/nfgeiafxvPl6WvZ1QyJffUfovNtIzrfNmL7Jz6RuCefJjr/dqLzbiPm9n0AeL1eoiv9SXSB7cT0+O/ORnStXXiWnk9xexeI4oKpu07iX2k9zmPMWE5yRsd6FhzrR5RwEAsdvo4/f55F54mpvYuYmrvwfJH4XJPUuc40TWJ7/0VMg924P/ivP3zswEN4d0WnuL09SjiIhXJal57FwVZHkHFmjFozSdKu+4RDWh3lOPbHC+P4rHSC5e5BR3BMLo1rS0W8Sy7g3RrXnMg95Bj2IUUJ2FYJTnjwLr6QqE7POyewd86Ha2sljHIuvP9+8XunnsW5oQI4wPv7ZcwoL95vz2G7r0Cm72d83stevO8cx7myHM6dlfF+cxbv7oQ/LDzPHMHxRSmcJ6thbriEZ+5ZzDnnwWHgPFUV8/u4/fbMOIMRZGC/NW+q2z1i/pNqGZHMcIS4ixAd65l/rCvhIFY6wvX5PWO6TTwvHsW5OBznL+XxjDmBeTLhoI5JnevM36PBZeDcUAHvlDMAeCMvYYTYsFUKSHGbx8wTmbU7IqnKad0kV9v2ct6ez+owMib2kNURSDZ13SUcRo0aRc2aNalVqxZTp05N8NzKlStp2rQpx48n/iF81jyPrWUIRt7/XjLzcCx4wFYrEMNuYOuWH+/i85imifeXKGzt8gBg65kf76LEd/u8C89ju7eAr4znSpkAA9yACTjAM/Yk9scLY9iydn5e75QzUNiBrUEwtuJOjGoBeD449d/zmy6BF+x358fmsmG0zoNn4mkI+jfOy4A97qH7pWM4viqdaBtJOUvKd0ZFUpPR4/ycGffZ07Ge+cf6ORInZkSyyvV6EWyuv4RRLQCjlBMjjx1b2zx4l1387/lkznU4iTtPuQFX3HHvees49peKpLrNWDRLhVgnhlirQ0iXGGJZGdrQ6jAyRGM4SHKuq4TD+vXr+eabb9iwYQOrVq3i5Zdf5vDhuMFkli9fzuDBg5k/fz5FiiT+AnXjSbTMPOLGKOnw/W2UdGAecsNJD0YhO4Zh/LvcCYcTn/DMcx6M/PZ4ZeK+lO0DChLbfC/ks2MUdmBuuYytTZ5rfwHSydwdDYXt/y0o6cQ8EOP707s9GuJdlBnhTswjbux35IMQG7Gl/sDWLT+xb/yDUSMAW+XANG03qddaJK38fZyDjvXMONZ1nItkPfNILJR0/regpDMuyeB7Pulzna1aIOSzE9t8L/YBBfF8fx6jQRBGqIPU5LQLPsldbGRtAt8fluTNoS0cNAWuJCP1b4pcZM2aNXTp0oXAwEACAwO55ZZbCAkJYfPmzTz77LMsX76cwoULWx0m9t4FsfcuCEDs00ewDy6C55NTeFdexNY6BPuAQhZHmLqADRUB8Lq9xJbfiXNDRWIa78Y84cH+QiiOgcm/ziaJ+8CLpNW1HOdZ/dm7no91HedipSDSlgDPToJi7Wzr6MAWm/Fk3YITdtaeM3jj97iffx8eirsce2RB3N+RF+y8+5fBlFvi/p5/ws7PvvJlIA94vzDps2Mfn1QJ440Pj3IkJpaHSobSJF/SyVJvs2gYneGQRa6JLQfeW/3OsYfqF+6k07woSq79C8PtzVA9UR4vDbbs5K5C+XkjrESC52acOM07h4/jNaF3kYIMKlkE0zTpt/svtl+6zP1FC/Fo8VAAHt37N0+XKEKloJS7T9kHOaBHhkKVXO66Sjgkp1SpUpw9e5Zt27bRsmXLJMvYkzhhGSUcmIf/y+aZh/+9M1DYjnnKg2maGIYRd/eghDPx+vnsmGfj7nzGlUn4dnh3RkOsiVHOhXvwMVzzwojpdADbvQUwQjL/BGpUDIBv4s0JfDgW44b/RrOxVQ/Ac/6/k6C5PxajeMJ98DxyGFunfHgnnYbCdpyLwomtszvFhINDH0vJBGk7zu1JLtex7v9j3ZHMay2SFQJJ+YdzdvTQTyXJu2rJNdURDnwHhByNG/jxBNAACDkQN7BeeeAfIGTtZgBOAmXilQf4EugObFm3leLA68C9p84yN5ltOopXuKaYRa5FTkw4XOQSQxtuY2hDqHgiD08tKcKt352i8LKNcDnt3RZGA40A8+gJvEf/60Z2EhgJrALyAd3+Okq7v45ymbjeU78ALQ4cYeCBI2wGgoEKx0+TWtrDPKOWi5K0nHcUXoPmzZszZ84coqOjOX36NCtWrCAqKorQ0FDmzZvHY489xqZNm5JcNwBXomVGSSfY/x3szWPinXkWW/u8GIaBrXGQb/A479dxy69ma5cX77QzcWWmn8V+VRnPG8dxDC4CMSZE/XuYX/TG/Z0FbL0LwEk33t+i8B6NxdwRjf2J/y4ebPWCwAaeOWfxxngxV1zA3r+g73nvCTfeHy5gH1sc87wnLm4vEJ3yKSuAxBdsIml1Lcd5YBLHOehYz4xjPalzqkhWCTJyXguHLosydpczvgbAduAwcAFYCtwS7/kSxA3HshXwALOBdvGejwIWEHcT8xIQQ9zQDvHSlYk59Z0u1smJXSri2x16gSfu20fVmWep8Vd1Pp5+B4d63oSZP3/K6wE7gVuTeG4fUBkoSNzx3gyYz1VDtfxb9m3gxTTGagTkvESuZI3rKuHQsGFDunXrRoMGDWjZsiUjRoygRIm4JkZlypRh1qxZ9O7dm507dyZat6hRmJj2+4nt9Rfe788TXeFPvL9E4XivBO6+fxNTaxe2tnmw1Yz7EWN/vRie1/4huvpOKGj3DSrnfvUfPAvivprtz4fimXOO6Bq7MPfEYLs/3g/4ny5ilHdhlHRiFLRjqxNITIPd2OoFYhTMmjuDtkAbtqdDib15H7GVdmLrkh9bxQCiy/wRN4gcYH+7OO77DxFbeAdG/SDsnf87Abp7/4X96cLYbDbsT4dibo+Oq6dPweQ2CUBRIzRT90tyt2s9zgEd61lwrF95rUWsEJQDWzhUXvjHNdfhAN4A7iDuIuMJoDDQBbgyeeDbwANAPaANUCPe+uOAxwCDuETFr0Ar4NEUtmmE6jtdrOPKRcntf/JEM7Tzfup+foKwv8J4Y0E7dj3UBm+JYonKDgVeSaae8sAO4hKPl4lLPB4GqhLX4qEV8CDwA1CfuHNEmvgh4TB69H/9r/bv30/DhnEDaM6bN48xY8Zcc/1iDcNMatJ4SaRzzCMs8a62Ooxcz46d8wGbsBnXVS5MspEClxtwmZTnlZdr19p2A4tcn1kdhlynlnrW0DH2YavDSLP2O4oyuf5Kq8PIENeoUQS88ILVYch1anjsON7yfGx1GJnKMKHPryXpPd9Oje/+4Pvd+/kZeA2YSlyrptevWmcBccnFAKAmca0bRsV73ktc16nJwHDiEpKPAU1TiCNo5UocrVpd076EhoZy4kRc94/9+/fTtWtXNmzYkO56PB4Pdru6bmYXuqpLoxJGUatDuC4Uo7CSDWKpYmphkyWKk/p0eiKZpXgOO84fWBhkdQgZZitb1uoQ5DpW3ihjdQiZzjRgcpPDtHntL0r8HsIr/coyLV8gNVxOhhCXNHjrqnU6EDeGww9AceDqkVa+Iq7l0y9AKPAJCRMSSbGVK5fk8qunKo+IiKBr166+57t27UpERARDhgzhzJkz1K1bl4EDByaoY9KkSTz33HMAHD9+nLvvvpuGDRvStGlTXzfZfv368cgjj9C4cWPeeuvqPRYraXS+NCqhH8dZIqf9CJTcpwRFOMAhq8PI9UoYOqeKdSoaYRgYOWa2lEaL/rY6hAxTwkGsVN6W+xMOVzvwUV74KC/ngbAxMVT+3sNjFICfNoMnbmDH40AR4BgwB1gUb/0rY7XMABaSxrFaHA6M0qUTLY4/VXlUVBSNGjVi5MiRSVbx+uuv8/HHHxMZGQnEtXBIyqBBg3jppZdo1KgRu3bt4r777mPdunUAnDx5knXr1vmmK5fsQQmHNKpsK4emjc98lY2ks6MiWaWyLZxfPJFWh5Hr6VgXKwUZgZSmOH/5Ri7Iviofz0PwuvVWh5FhhhIOYqHroYVDSvaGXmRP3WjKvxWEs30eXmnXkK4/XuLZRb+ww+vFTlzXi/iTcF89VsvHxI3rkNLgkUb58hhJdGFIbqrya7Fs2TK2bdvm+/v06dO+x127dlWyIRtSwiGN6hvVrQ7hulDfViP1QiKZqL5Rgy+TneBN/KW+TedUsVYNW0X+8mb/hMPjPxQB77XPUGGJfPkwSpa0Ogq5jpWgCEEEcom0TyeZm9h7/zd4c+yi0gzlKEOfgKIX6vLkshJ0mHeBkosi4exZX7n4iYUg4mawSHU7tWunOabIyEi88c5p0dHpHzdrw4YNOByJL2ODg4OTKC1WU2f5NKpkhJOXa8vISerq6SJELKbPYOYLIpDqRkWrw5DrXD0jZyS4b1l4xuoQMsx+440YNv3UFOsYhkFVo7zVYWQ7V8948db8duwe0AZv8YyNWWdLJuGQ1FTl/fr1Y/v27bjdbo4dO8batWt95e12Ox5Pyk3Kb775Zj766CPf35s3b85QzJJ19C2QRoZhUMeoZnUYuZqBQV29xmKx2kYV7Ghk48xU26iC3dBrLNbKCa1s8kY7KLo00uowMszeooXVIYjQ3NbA6hCytUtOD++2OUjTsUcovrcIz0XcyuZnb8ddMTzNddjr1UtyeVJTlYeFhdG+fXuqV69O//79qRdv3b59+1KrVq1Eg0bGN27cOCIiIqhTpw7VqlVj2rRpaY5TrKFpMdNhaOwY3vFMtDqMXKumUYkNAd9aHYYIN0Z3Z6O53eowcq0n7X0Y7dQ0eWKt4+YpwqJb4SX7dld4dllZ/q/jYqvDyLCgVatwtGxpdRhynZvnWU732KesDiNH6rC9GP3nBdJg/n4CNybzu8jpJM/Jkxh582ZtcJJjqIVDOrSz32R1CLlaO5teX8ke9FnMXHp9JTsoYhSimVHf6jBSdPdCt9UhZJzLhb1xY6ujEKGlrREODVuXIQuqH6Pz/x2gzBqDO/5ozpJ3O3D+pvoQb4BIe/PmSjZIipRwSIemRl1CKZh6QcmQDvabrQ5BBNBnMTMVIB8t1LxVsonO9jZWh5CiCotybksre/PmGIGBVochQgEjHzcYda0OI8f7New0vR/dR/kl0TTd35AZn9zByQ43QueOVocm2ZwSDulgM2zcZlN/xMxQjMI0MmpZHYYIEDdwZCmKWR1GrnSrrRkOQ3eaJHu4094Gg+w5hVrn34thP3jI6jAyzHnffVaHIOLTzq6uPf60O/QCj/feT9WZZznyeBerw5FsTgmHdOpkb211CLlSe3srbIY+jpJ9dNSxnil0DpXspLRRnIZGTavDSFLfRUFWh5BxQUE4una1OgoRn272dmkeENrcH0PMbfuIqbebmIa7MS96iWm7j5g6u4hpsoeYJnswLyUe+8X92j9EV/jTV8b700UAPLPOElN/NzEd92NGx63njbiA+7V//LeDFqlnVKeCrazVYUg2pyu8dGpnu4kiFLI6jFynj72z1SGIJKDPpP8VJB8dbUo4SPbS2X6r1SEkqcGiA1aHkGGOO+9Un27JVsoaJWifxvGDYgccwjGsKK5NFXH+EA4Bca2gHNPK4FpXAde6ChhBSV9COZ4L9ZWxNQ8BwDP+JM7V5bE1Csa79AKmaeL530nsgwr7Zd+s1M1+u9UhSA6ghEM6uQwnve13Wh1GrlLdqEhTW9LT6YhYpb6tBvWM7D9tXk5yr70jgUaA1WGIJNDDfgcunFaHkUCNo/kIWr/N6jAyzNmnj9UhiCTykP2eVMt4t18Gp+FLFhiFHBiOa+x2FWCA2wTTBIeB9+uz2DrkxciTs6eHDiGIfnZ1p5DUKeGQAQ/Ze6S5WZak7hH7vVaHIJKkgfaeVoeQaxgYej0lWyplFKOXvZPVYSTw6A+F4y5OkvE30B5oBDQFrkwovQJoBjQG/i+Zdfv9W6YZUAW4clTO+Xe9zkD0v8tWAW+kM3ajbFnst2bPViNyfWtju5GKRliKZczdMRghNmK7HCCm6R7co4/7nnP3+5uYG/bg/t+JZNd3jz1JTKPdxD55GPOCBwDHs6HE3r4fc1cMtmbBeGecxdYv5w9Cf7+9C4WM/FaHITmAEg4ZEG4rRUebRrH3h0Lkp5ddo9tK9tTDfgdF1YXKL263taCSLdzqMESS9Jz9wWx1I6H1glMpPu8A3gLWA3OJSy5cBJ4ApgG//vv38iTWnQSs+fdfC6DDv8s/BFYCDf9dzwTGAU+mM3bXc89hODQwrGQ/hmGk3srBbeJdG4Xj/ZI4I8rhXX4B7/ILOL8ojWt9RZzfh+NdcB7P4vOJVrUPKIRrayWcv8R1ufC8HpessLXNi+vnCji/KoPnk9PYHi6Ed/55Ynv+hfv1nDmOgwMHTzr6Wh2G5BBKOGTQUMej2PTyXbPnHA8SbOTggbEkVwswXLzgGGB1GDmegcEwx2NWhyGSrAq2snSzZY++yPkvOwldHplimeJA7X8fFwMKAyeBEODK/duWwPwU6ogmLrFwx79/BwBu4hINdmDGv8/lSUfsRrFiOPv3T8caIlmrj70zBcmX7PNGSSdG/UCMMk6MABu22/Li3XwZo1Rctysjvx17l3yYv11KvG4xB4bdwLAb2PoWwHtVGfOkG3N9FPZ2efF8cBLH1NKYf8Xi3RWdqK7srrutHWWNElaHITmErpgzqKatMj1sd6ReUJJVimI8au9ldRgiKXrI3oMwo5TVYeRoXWxtqW+rYXUYIil60fFQtpgi85GIkhAVlebymwAPUAaIArb9+/ci4HAK6y0lrgtFgX//HkRca4c9wI3ATCC9IzG4hgzBCNJNBMm+Chj5GOJ4JNnnjYZBcNyDedqD6TUx11zEqBqAecINgBnjxfvDBYxqiccjMo/E+h57F5zHqJ6wjGfUCez/VyTujzMeMIAYE6ISz3iRnRkYPOt4wOowJAdRwuEavOx4PNsNNJWTDHE8ogHkJNtzGU6GOR61Oowcy4GD4Y70NsoWyXrVbBXobGtjdRjcuSgmzWVPAQ8DY4m7dvmUuMRBG6AkpNhJZA5wd7y/bwVWE9flYiIwAFgI9AbeTEMsRng4zocfTnPsIlYZaO9JVaN8ks8ZDgP7iKLE3rqP2EZ7MCoEYLsphNhOB+LGZrhhL0b1QGx3x7WScL/6D54F5+IeDzlGTMPdxDTajbnpMo6Xi/rqNffGYJ73YKsbl5Cz3VuA2AZ74LKJUTswk/fYv+61daSGrZLVYUgOYphmCqMSSaqejx3FOM8Uq8PIcaoZFdjgmoPdyD59ZkWS4zW93BDTjS3mn1aHkuM8ZL+Hsc5hVochkiYHzMM0iO7MBdLewsDfjlU8he3QkVTLRQN3An35b+DH+L4GtgKvJfHcJaA6sAW4evLKk8BTwFdAO+KSDk8Ql8hI6RIjcM4cnHfdlWrcItnBD56f6BQ70OowcpxQChIZMI9QI+cPeilZRy0crtErjifU3DqdbNj4yDlCyQbJMWxG3GfWgQZCS49SFGOkY5DVYYikWZhRkjcdz1q2/W6RJdKUbDCBgcSN0xA/2XBlPP0LwMck3yXiB+Jmqbg62QDwDvD8v4/P8G+rb+KSFMlx3HOPkg2So7S1N+d2Wwurw8hx3nI+p2SDpJsSDtcojxHMBMer2aLfZ07xlL0PN9jqWh2GSLo0sNXkWbv6LKbHR84R5DeSuqQRyb7627tzs+0GS7bde5ErTeV+Ia5LxEL+m+JyG/AucbNMtAIeAir/W/414sZ0uOJbIKn0wF7gPFDn3797Ak2Ia01RK5lYjCJFCBg/Pk1xi2QnbzteJBiNOZJWN9tu4D77nVaHITmQulT4yZOxI/nEM8PqMLK9KkY51rlmaewGyZFizFhujOnOVnOX1aFke/3sdzPB+arVYYhkyH7vIRrG3JXlXSv+am4S+Nv2LN3mtQqcMQNn9+5WhyGSIVM983gwdrDVYWR7QQSywTWHCrayVociOZBaOPjJG45nqWKUszqMbC0AFxOdbyjZIDmWy3Ay0fkmQeSsAZ6yWgWjLKMdL1gdhkiGhdtK8YbjmSzdZr1DBQjcuCNLt3mtHPfco2SD5Gi97J24397F6jCyvfcdQ5RskAxTwsFP8hjBzHaOp0AKc/te7z5wvkJDW3KNMkVyhjq2qnysO/fJykceZjvHkc/IY3UoItdkgP0eutpuy7LtPfJ9QchBjU5tDRoQ+PnnVochcs3GOAZTx6hqdRjZ1lP2vvR1aIwWyTglHPyooi2MKc63sac4EdX16Sl7X/X7klyju709z9kftDqMbMeGjUnOt6hqq2B1KCLXzDAMPnW+TiMjaxLlNy08kSXb8QejZEmC5s3DCA62OhSRaxZoBDDN+R75UKL8arfZWlg6kK7kDko4+Nmt9ma85XjO6jCylba25lneNFUks73qeIo7bK2sDiNbedXxFO3trawOQ8RvgoxAZrnGEW6UztTtFIpyUWhFZKZuw2+CgwmaNw9byZJWRyLiNxVsZZnqfBcXTqtDyTaqGuWZ4nwbm6HLRbk2+gRlgiccvXne3t/qMLKFpkY9pjvf0xSYkuvYDBtTnG/TwmhodSjZwlP2vjznUKsPyX2KGaEsdH5CcUIzbRuPriwJly9nWv1+43AQ+NVX2Bs0sDoSkQyJiIiga9euST53q70ZXzpHq6UyUJxQZjvHq3uk+IUSDplkpHMQg+x9rQ7DUo2N2nzn+ogQQ00uJXcKNoL41vUhNxr1rQ7FUo/a72WU83mrwxDJNBVsZVng+oRC5M+U+jsuygHJhsBAgr79Fudd6sstuVdn+61MdL5xXScdSlGMpa5JGiRS/EYJh0z0lvN5XrAPsDoMSzQzGrDQ9akyo5Lr5TGCme+awE22xlaHYolB9r6859SUYpL71bRVJsL1FeWNMn6t1zAhfNHvfq3T7/LkIWjRIhwdOlgdiUi6jBo1ipo1a1KrVi2mTp2a4LmVK1fStGlTjh8/nmB5D/sdTHG+jRNHVoaaLYQbpfnB9QWVbOFWhyK5iBIOmexV51O87xiC4zo6aXWztWOB62PyGiFWhyKSJUKMYOY5J3CvraPVoWQZO3ZGO17gLbVskOtIZVs5Vrum+7VVU8/fSmA7+o/f6vO7ggUJXrYMx803Wx2JSLqsX7+eb775hg0bNrBq1SpefvllDh8+DMDy5csZPHgw8+fPp0iRIonWvdveltnO8RS8jmafq2tUI8L1lVo2iN8p4ZAFBjp6ssD5CYUpYHUomcrAYITjSaa43ibICLQ6HJEsFWC4+Nz1Jm86nsWWy0+tBcnHXOeHPOnoY3UoIlmusFGAxa7P6GG7wy/13bfY5Zd6MoOtShWCf/oJe5MmVocikm5r1qyhS5cuBAYGUqhQIW655RZCQkLYvHkzzz77LAsWLCA0NPmxWdram7PGNeO6mDKzve0mlromUdzIvLFq5PqVu38VZyOt7I1Z7ZpODaOS1aFkiryEMNM5lhcdD1kdioilnnbcz7fODyiQS++KVDXKs9o1nVvtzawORcQyAYaLSa5RDHU8ioFxTXXVXrjXT1H5l6NrV4LXr8devXqG1h89erTv8f79+2nYMG6A3Xnz5jFmzBi/xCiSEaVKlcIwDLZt25Zq2fK2MkS4vqKXrVMWRJb1AglgjGMwc1wfqGWyZBolHLJQeVsZ1ri+5ml7v1x1B7S17QY2BHxLB7uaW4oA3GZvwYaAObS1Nbc6FL+xYeMJe29+dn1DRVuY1eGIZAtDHY+y1DWJyka5DK3f6GBBAjb/4eeorlFwMAGffELQzJkYefNmuJr4CYf4OnXqxNNPP53mejweT4ZjkOtb8+bNmTNnDtHR0Zw+fZoVK1YQFRVFaGgo8+bN47HHHmPTpk2p1hNkBDLR9QZjHUNz1bSZNYxKrHF9zSOOe60ORXK53HPVm0MEGgG86XyOFa4vM/wDJbvIQzDjHMNY5PqMMEPzcYvEV9oozjzXBD5yjCAfOXvw1ApGWZa6JvG280V1lxK5SnNbA9a7ZvOi/aF0DzI38PsCmRNUBtlvuYWQjRtxDUh6wOurB+C7eorBrl27EhERwZAhQzhz5gx169Zl4MCBCeqYNGkSzz33HADHjx/n7rvvpmHDhjRt2tR38devXz8eeeQRGjduzFtvvZVJeyu5XcOGDenWrRsNGjSgZcuWjBgxghIlSgBQpkwZZs2aRe/evdm5c2ea6nvI0YPfXN/mGaLYSQAAuR9JREFUipsJj9jvZY3ra2rYcmfLa8leDNM0TauDuF5dNqMZ7f6UsZ4vuUCU1eGkmYHB3ba2vO54hnBbKavDEcn2/jKPMCR2DDO9izHJOafcYIJ43H4f/+d4iGAjyOpwRLK9rd6dPBo7nF/NLWkqv7NzHgp+vy6To0qdUaECAe+8g7Nz52TLrF+/noEDB7JmzRqioqJo1KgRI0eOZM6cOcyaNQuISzg8/vjjtGrVitDQUE6cOAHEdano2rUrGzZsYNKkSWzdupV33nmHXr16MWjQIBo1asSuXbu47777WLduHf369SMqKooZM2ZgGNfWZUUkM8z3rOB592j2m39bHUq63GRrzOuOp2loq2V1KHIdUQsHCwUaAbzsfJztAYt5xH5vjph+p7XtBn5yTWeq610lG0TSqIxRgi9do/nFNTNH3Blx4GCAvTvbAhbxqvMpJRtE0ujK1JkfO0ZSJZVWjEUvBFAwIjJrAktO3ry4Ro0iZPv2FJMNkPwAfNdi2bJlDBgwgLp169KtWzeOHj3qe65r165KNki21dHemkjXdwxzPEYw2f87srZRhXnOCXzv+lzJBslySjhkA0WNwoxxDmazaz7327sQSIDVISVys+0GFjo/ZZHrMxrYalodjkiOVMdWlXmuCSxxfk4b241Wh5NIAC562zsT6fqOcc6XKWEknipMRFJmM2z0ddxFpGses5zjaGrUS7LcYyuKQ3R0FkcXxyhbFtdbb5Fn/34CXngBw5WxmTIiIyPxer2+v6MzsD8bNmwgMjKSyMhIDhw44FseHBycoZhEskqgEcAQxyPsDljG645nKEMJq0NKpIpRjs+db7LONYu29ux/w0NyJyUcspHytjJ85BzBnoDlvO54hgqGtfPg5icvD9vj+qstdn3GLfamlsYjklu0sjdmgesTIl3f8aj9Xsvn+Q43SjPC8SS7A5bxqfM1DQop4geGYdDBfjMrA6aw0jWFTrbW2LH7nr9j4eUsj8l+000Ezp5NyN69BLz4IkahQmleN6kB+Pr168f27dtxu90cO3aMtWvX/rctuz3VAR9vvvlmPvroI9/fmzdvTv9OiViskJGfZx0P8EfAEqY7x9DcaGhpPHkJ4X57FyJcX7E5YD732juqtZBYKvu34b8OFTYK8KzjAZ6x389acxMLPStZ4I1gp7kv07cdSkFus7XgDnsrbre1UFNqkUxU1VaB92yDecPxLN97V7PAG8ESz48c51Smb7uiEcYdtlZ0sN9Mc6OBfoyIZKKmtno0ddXjH/Mk8zwrmOtdStnlCzJ/w3Y79mbNcHTogKNTJ2xVqmS4qvgD8BmGwYgRIwgLC6N9+/ZUr16dKlWqUK/ef605+vbtS61atWjZsiX/93//l2Sd48aNY+DAgXz22WfExMTQqVMn6tSpk+EYRaxkN+zcZb+Vu+y3ss27i2+9S1ngWUmkuSPTt+3AQTNbfXrb7+RuW1v9fpdsRYNG5iC7vQdY7P2RX71b2GRuZ4958JoHoCtKIerZalDPqM6t9mbcYNTBbthTX1FEMoXX9LLO3MxSzxo2mtvY5N3OMU5ec73ljTLUN6rTyFab220tqGIr74doRSSjzPPnca9YgWfZMjwbN+LduhXOnbu2Sm02bFWqYGvYEMftt+No1w6jYEH/BCwiGXLIPMZK7y+s9KzjFzOS/eYhPFzbdK8BuKhnVKOJrS6tbI1pYWtEHkPdkCR7UsIhBztrnifSu4Pd5kGOcpyj5nGOmic4bp4khljceLBjx4GdAkY+ihtFKEERShhFKGOUoK6tGqWN4lbvhoik4pB5jEjvDg6ahzliHv/3eD/BafMsbjx48ODAjgsnoUYhihuhFDeKUJwiVDDKUs9WjQKGtd02RCR13v378f7+O57ff8c8ehTz7Fk4exbzzJm4x14vRv78kC8fRr58GPnzY4SGYqtcGVvVqtiqV8e4xoEcRSRzxZix7DUPsss8wE5zP7vM/Rw3TxGLm1jcxJixuHETSyz5jXyUohgljaKUNopRyihOaaM41YwKuAyn1bsikiZKOIiIiIiIiIiI32nQSBERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JBxERERERERHxOyUcRERERERERMTvlHAQEREREREREb9TwkFERERERERE/E4JhxwkIiICwzAwDIN+/fpZHY6IiEiWyuzvwX79+vnqj4iI8Hv9Oc3+/ft9r0erVq0yZRuTJk3ybWP48OGZsg3JPaw6Rlu1auXb7v79+1MtHx4e7itvhfTGm1tjkOzBYXUAknUiIyOZO3cuEHcSyKwfDyLiPzpuRSSnu5JIKFCgAIMGDbI0FhERyVpKOOQg9erVY/Xq1QAUK1Ys3etHRkYyYsQI39+6cBHJ/nTcivznWr8HJX1KlCjhe73z58+f4XqunMPCwsISJRzat2/v20bZsmUzvA0REcmelHCwWFRUFMHBwWkqmz9/fpo3b57JEYmIiGRP+h7MOld+n2T26120aFGKFi2aqdsQERHraAyHeOL3C1u6dCnDhg2jVKlSBAUF0bJlSzZu3Jig/L59+xgwYABhYWEEBARQtGhR7rnnHnbs2JGg3NX9EydMmECVKlVwOp188803AMyePZvmzZuTP39+XC4XxYsXp3nz5rz44ouYpgkk33f15MmTDBw4kLCwMFwuF3nz5qVy5cr07NmTVatWAXF9ye6//37fOiNGjEjUZ3Lu3Ll06tSJcuXKkTdvXlwuF2FhYdx///2J+l7Ff61++OEHXn75ZUqXLk1gYCDNmjVj8+bNiV7fHTt20K9fP9/rVaRIEVq3bs3y5csTlFu9ejWdOnWiSJEiuFwuypUrxzPPPMPp06fT/maK5ACpHbtpOW4h4+eir776iho1ahAYGEj16tWZNm1aVu26XKfmz5/v+wwOHTrUt/y+++7DMAwCAgKIjo4G4r4zrpS95557gOS/BzPynTR+/HgqVKhAUFAQjRs3ZsWKFSnGvmLFCu644w5CQ0NxuVyUKVOGfv36sWvXLl+Z33//3RfHfffd51s+dOjQRH2ZL1y4gMPhwDAMmjRpkux258yZ41v3qaeeSvDc2rVrfc91794dgK1bt9KrVy+qV69OoUKFcDqdFC1alDvuuIMff/wxwfqp/T5JbgyHtG5j+PDhCfqwHzhwwFdfeHh4kjHEt3v3bu6//37KlCmDy+WicOHCtG/fPtHvhqs/F99//z2NGjUiMDCQsmXLMnbs2GRfX8m53G43I0aMoEyZMsn+Vk9uLIXkxoLweDwMHz6cUqVKERwczM0335zk+eOKqKgonnzySYoUKUKePHno1KlTkuMVLF++3Le9vn37Jnhu8+bNvuc6duyY6n6fOnWKl156ierVqxMcHEy+fPmoX78+48ePT7L8xYsXefrppylWrBhBQUG0a9eOAwcOJCqXnt/f6Y3hikOHDhEWFoZhGNjtdr788stU91dyAVN8+vbtawImYFapUsX3+Mq/fPnymX/++adpmqb522+/mQUKFEhUBjDz5Mljrlu3zlfvF1984XuufPnyCcp+8cUXZkREhGmz2ZKsCzBjY2NN0zTNlStX+pb17dvXV3/r1q2TXXfIkCGmaZpmWFhYsmVeeeUV0zRN8+GHH062TLFixcxjx44l+VpdvU+AGR4e7ovbNE1zyZIlZlBQUIrbN03T/PTTT5N9LapUqWKeOnXK32+7iGVSO3bTctxm9FyU1DkOMKdNm2bRqyHXg1OnTpmGYZiAecstt/iWx/8eWbt2rWmapjlx4kTfsvHjx/8/e/cdHkXVtgH8ntnd9JCEBEIIvUgLBKQI0otUBT6p0hURrDQBFRQFC2BBijQLKCBIEaRIL4IoTYp0BEKvgSQEUnZn5nx/5M2wIT3ZZJLN/buuXITZMzPPbObMnn3mzDlCiNQ/BzP7mfT5558nK2OxWESVKlX0/+/YsUMv/8033+hxP/7j7e0t9u/fL4QQQtM04efnJwCI8uXL6+vb1/XEOrZt2zZ92dtvv53qexYXF6fX8RIlSghN0/TXhg8frm/jt99+E0IIsWTJklSvG7Isi+3bt+vrp9c+CQsL0//ftGlTfb2M7mP8+PGplitdunSyGOzbA/v27RPe3t4pritJkpg1a5Ze1v68KF26dIrtiC1btqT6HlP+YV/Xa9SokezvbN9WFyJp+ze17djX9ddffz3FbZYpU0b/f1hYmF6+Q4cOycqXKFFCFC5cOMl+NU0TZcuW1a8ZMTEx+jYmTJiQ4c/gy5cvi1KlSqVYL+zraNOmTfXl9te1xJ+GDRsm2W5m2t9ZiSEsLEzcu3dPVKtWTa/D8+bNS/NYyXmwh0Mqrly5gmnTpmH16tWoU6cOAOD+/ft49913IYRA//79ERkZCQAYOXIkNm/ejMmTJ8NkMuHBgwd48cUX9Z4J9i5cuIA2bdpg9erVWLZsGapVq4a1a9dC0zQAwKeffopt27Zh6dKlGDduHKpWrZrmCLfR0dHYsWMHgIRnW9esWYMNGzZgzpw56NKlCzw9PQEAK1aswHvvvaev9+KLL2L37t3YvXs3XnrpJQBA69atMXfuXKxduxY7d+7Exo0bMXLkSADArVu38N1336X6Xk2ePBm//vorSpYsCSBhZOtNmzYBSMj+9uvXD7GxsQCAxo0b45dffsGaNWswYsQIPcZr167hjTfegKZp8Pb2xowZM7Bp0yb9Du+ZM2eSHANRfpaRuptevc3OtejMmTMYOnQo1q9fn+RO7IgRI2Cz2XL24KnA8vPzQ0hICABg//790DQNt2/fxoULF/Qyf/31V5J/gYTPjYxK7zMpIiICH3zwgV7+zTffxPr161PsFZS4veHDh0MIAVmWMW7cOKxfvx7dunUDkFCXBwwYACEEJEnSH0E4f/487ty5A1VVsX///iwfn6urK7p27QoAuHr1Kvbu3au/tnLlSgCAv78/2rVrBwCoVKkSvvzyS6xevRrbt2/Htm3bMHv2bLi6ukLTNHz22Wcp7iel9klqMrqPl156SR+fAQCKFSumX8NWrFiR6vaFEHjxxRcRHR0NAOjatSvWr1+P999/H7IsQwiBYcOG4cqVK8nWvXTpEp577jmsXbsWPXv21JfPnTs31f1R/nTu3LlU2+pZcfr0acyaNQsAIMsyPvzwQ6xbtw4NGjRIsdfCpk2bsH79egCAu7s7vv76a6xevRrFihXDvXv3kpSVJElvz0ZHR2PNmjX6a4m/e3h4oGPHjmnG+Nprr+Hy5csAEsY8mTdvHjZu3IgpU6bo17vHXb16FXPmzMGiRYvg6+sLANizZw9OnDgBIPPt76zEEBsbi2effVbf59dff41BgwaleazkRIzLdeQ99tnOxJ4BQghx9uxZfbmbm5vYv3+//v+aNWuK3bt36z8NGjTQXzt48KAQImn2vnTp0knusgghxDvvvKO/vnz5chEeHp5ifCnd2YmJidEzks8884w4efJksu0nSu0uQqK7d++KESNGiEqVKqXYG+H//u//Unyvhg4dqi+fNGmSvvzrr78WQgixatUqfVnZsmVFXFxcivFNnTpVL/fiiy/q7+muXbuEh4eHACB8fHyEqqoprk+Un2S07qZVbw8fPpzla5H93Q1FUZLcrdi1a1eOHjsVbK+99pp+rh09elSsXr1aANDvfHXp0kUIIUTVqlUFAOHr66tf9zPSwyG9z6RffvlFX1a3bl297OP1IPGu51dffaUvS4xNCCGsVqsoVqyY/trhw4eFEEJMmTJFX/bbb7+JI0eOJDm+2rVrCyGEaN++vX6n7+7du2m+Z/bHPWLECCFEQg+AxGVDhgxJchxff/21qFu3rvD29k7WM8PPz08vm177JLUeDpnZhxAiyT4el9I17tChQ/qyYsWKCavVqpfv0qWL/trUqVOTvT9FixbV2xk3b95Mco2k/C+jbfXEcyYzPRwmT56sL+vWrZteNjIyUm+HAo96OLz66qv6slGjRqUYi/1+L1++rH/uP/fcc0IIIa5fv67Xn549e6Z57Hfv3tXXN5lM4uTJk6mWte9dkFhPhBBiyJAh+vLVq1cLITLX/s5qDHXq1NF/nzx5cprHSc6HPRxSYf88ZcWKFeHn5wcAiIuLw8mTJ/XXjhw5gsaNG+s/f//9t/5aSndK2rZtC7M56VidvXv3hqurKwCgW7duCAgIQGBgIJ5//nls3bo1zTjd3d3xwgsvAAC2bNmiP0tVq1YtfPDBB4iKisrQ8aqqilatWuGrr77CmTNn9N4I9hLvoj6uadOm+u/+/v7Jyp89e1Zf1qpVK/1YH2dfbv78+fp72qRJE8TExAAAoqKicP369QwdE1Fe5oi6a19nMnstsr/GmUwm1K5dW/+//d1mIkdr0qSJ/vvff/+tn6uvv/46LBYL/v77b0RGRurnbcOGDSHLGW+upPeZZH9+161bV//98XqQyL6e2dcbi8WCWrVqJSuX2vF16dIFJUuWxNGjR/Hw4UO9p0LiOAjpHVPincPEXg32PQQe76U0bNgwHDhwANHR0cl6OKX2WZ5S+yQ1Wd1HRtm/508++SQsFov+/3r16qVYLlH9+vX1dkZKf39yHmm11bPSVkzt2uDj44NKlSpluLx9LPZKliyJ1q1bAwA2btyIu3fvYu3atXr9SWwTpObcuXN6j+hy5cqhSpUqGTmsTLXT02t/ZzWGgwcPAkg4xtGjR2doHXIeTDhkUFqPNaTm4cOHyZalNI1XSEgI/vnnH7z11lt46qmn4OPjg9u3b2PVqlVo06ZNkm6XKZk/fz7mzp2Ljh07onz58lBVFUeOHMHEiRP1gbbSs2fPHhw+fBhAwjRYP/74I3bt2oUlS5boZRIvMI+zv6jaN1Yeb4A4SkrvK1F+5Ii6mxEZqTNZucYRZUVqX8ibN2+OWrVq4fr161i6dKn+GZKZxymA7H0mZbYepFS+du3a+qOC9sfXoEEDNGjQAIqiYOHChXqX64wcnyRJ6NWrF4CERwYOHDigJx7Kli2Lp59+GgBgtVoxb948AAnHPmnSJOzYsQO7d+9GQEAAgNTfh4xOM5qdfThCen+j3G6TUN6R0rlhv0xVVf338PDwbG87K+UHDhwIALDZbFi2bJn+OIWfnx/atm2bqX1klKPqRHba3yaTCUDCILj2j1lRwcCEQyrsn7c8d+6c3jBIHM09UdOmTSGESPbz8OFDDB48ONl2U7oACSFQrVo1TJs2DXv37kVkZKR+50LTNKxevTrNWM1mM1555RX89ttvOHfuHCIiIvTGx+bNm/ULhP0doseTB9euXdN/79WrF/r165fpRl5qnnjiCf33rVu3wmq1pltu/Pjxqb6vKWWZifKjjNTdtOqtfZ3J7LXI/hqnqqp+9wFIuGtBlFOCgoJQvnx5AAmjoh88eBB+fn6oVKkSGjRoACDh+d5E9gkKR7A/v+3P+8frQSL7emZfb2w2m56oty9nNptRv359AMCBAwfw559/6jNRZOf4evfurf8+duxY/e5qr1699LbF3bt3ERcXBwAIDQ3FmDFj0KxZM5QrVy7ZM+WPy+gXqqzsI3Hbqd24eJz9e3748GEoiqL/f9++fSmWo4InrbZ68eLFAST0Tkh08+ZNAAljKOzZsyfZ9lK7NkRFReHMmTMZLm8fy+M6duyoJ+a+//57fcaVLl26wMXFJbVDBQBUqFBBbxNcuHABp0+fTrN8RmWm/Z3VGL744gvIsoz4+Hh06tQpxZ6X5Lwy1neuAJo6dSoCAwNRqlQpfPLJJ/rydu3aoU6dOggJCcHx48fxxx9/oF+/fujWrRssFgsuXryI/fv3Y9WqVRmexnHKlCnYuXMnOnTogFKlSsHT01Mf3AqAPkVYasqXL48uXbogNDQUxYsXx+3btxEWFgYgIZkRHx8PT0/PJBnOjRs3okmTJnBzc0P16tVRunRp/bXEKTojIiLwzjvvZOgY0tK6dWsULVpUj6t169Z444034Obmhj///BP+/v4YNWoUunbtinfeeQfx8fGYNGkSJElCgwYNEBMTg7CwMOzYsQOxsbHYsmVLtmMiygsyUnfTqrehoaFZvhb9+eefGDFiBJ555hksXbpUHwAqMDBQ/7JElFOaNGmC8+fP61+amzZtql/zp02bpjfu3d3dU3zMITueeeYZuLm5IS4uDvv378ewYcPQpk2bJPXAXteuXTFmzBjYbDb8+uuvGD9+POrXr48ff/wRN27cAJDwWERoaGiS49u2bRtiYmJw4cIFVKlSBX5+fnrCwf7LS0aT+9WrV0eNGjXw77//JvkctH+cIjAwUD+2Y8eOYd68eQgMDMTEiRMz/GU/PVnZh5+fH+7du4fr169j8eLFKF26NAIDA1GxYsUUy9esWRNVqlTBqVOncOPGDfTu3RsDBgzAvn37sGrVKgCAi4sLunTp4pBjovwprbZ64mM4FSpU0Ke17NevH7p06YKFCxem+IjNc889hzFjxgBIaAtPnDgRtWvXxsyZM1O8u9+xY0fMnj0bQMI0uyVKlEDp0qWTxPI4FxcX9O3bF1OnTsU///yjL0/vcQoAKFy4MNq1a4f169dDVVW0a9cO48aNQ8mSJXHixAkcOnQICxcuTHc7j8tM+zurMXTu3BmKomDUqFGIiIhA27ZtsXfvXgQFBWU6XsqHcnyUiHwkval2vLy8xKlTp4QQaU9Fl/iTKL3BGidOnJjqNmRZFn/++acQIvXBskwmU6rrt2nTRi93584d4erqmqzMjh07hKIoKR5zw4YNUxwwKrXphFI71t9//z3FfT9eLq1peR6PgSi/y0jdTaveCpH1a1H16tVTLLtw4UIj3goqYH744Yck592ECROEEEJcunQpyfJmzZolWS8jg0Zm5DPJfjBJ+89b+6khszItZqLt27cnKfPSSy8JIYSIj49PUp/LlCmTqffNflA7AOLJJ59MVialaf0qVqwoihYtmun2SWqDRmZmH0IkHejx8b+fo6fFtD8vhEh7wErKf+zresWKFZOdG/ZtdSGE2LRpU7IyZrNZVKhQIcW6bj+oYuKPu7u7CA4O1v9vPy1mu3btkpUvUqSI8PHxSbEuCCHE8ePHk5QPCgrK8IDoly5dEiVKlEi3jfz4lJSJ7KeqnT9/vr48M+3v7MTw8ssv68tCQ0NFVFRUho6b8jc+UpGKL7/8Eh9++CGCg4Ph6uqKRo0aYceOHahcuTKAhEGMjhw5giFDhqBcuXJwcXGBr68vQkJCMGTIEL2LVEa0b98egwcPRkhICPz8/GAymVC4cGG0bt0amzZtQsOGDdNc/9NPP0WbNm1QokQJuLq6wtXVFZUqVcKoUaOwfPlyvVxAQABWr16NWrVqwd3dPck2TCYT1q9fj06dOsHHxwdFihTB0KFDU50KM7PatWuHf/75B3379kWJEiVgsVjg7++PZs2aJbm78/LLL2PXrl14/vnnERgYCLPZjMDAQNSrVw/vv/++Pl0RkTPISN1Nq94CWb8WPf/88/jll19QrVo1uLi4oFKlSli4cGGSu6VEOeXxxwgS7/yXKlUKwcHB+nJHPdr3uDFjxmDatGkoU6YMXF1dUbNmTfz222+p7u+1117Dli1b0K5dOxQuXBhmsxnFixdHv3798M8//yQZMA5IGLjQvnt04vG5uLgk6bGR2ePr1atXksesUqqvX3zxBYYNG4agoCB4eXmhY8eO2LZtW4rXj6zK7D5mzpyJ7t27o0iRIhneR7169fDPP/+gf//+CA4Ohtls1p9z37x5M1599VVHHQ7lUzNnzsSYMWMQFBSUYlsdSOhl+/XXX+ufs/Xq1UuzbT1jxgy8//77CAoKgpubGxo2bIht27ahQoUKKZZfvnw5Xn/9dfj7+8PDwwNt2rTBrl279OknU1KtWrUkA1527949wwPjlipVCocPH8bo0aNRuXJluLm5wcvLCzVr1tSnz82KzLS/sxPD7Nmz0bJlSwDA0aNH0aVLF07FXQBIQnAUnUQDBgzAjz/+CADYsWMHmjVrZmxAREQOtGDBAn1e7fHjx+PDDz80NiAiIqICaMKECRg/fjyAhHFJ7GdfIXI2HMOBiIiIiIgohz148AA3b97E0qVLAQCVK1dmsoGcHhMOREREREREOczb2zvJ/99//32DIiHKPRzDgYiIiIiIKBdIkoTSpUtj2rRp6NWrl9HhEOU4JhzsLFiwQJ9vluM3EJGzGTBggH6Ny6nxG6ZMmZLpmNatW5ft/SbOa55ZO3fuzNZAW0QFFes6UeYJIaBpGi5evIi33nrL6HCIcgUTDpSr2EAhcm6ZreNElD+xrhMRUUYw4UC5ig0Uovzj4sWLCA0NRf/+/VGlShX06NEDiRMbbd68GTVr1kRISAhGjBgBIQTGjh2LyMhI1KxZE0OGDEm2vfXr16NWrVoIDQ1N0o10y5YtqF+/PipWrIg//vgDAKCqKkaOHIm6desiNDQUixcvBgAoioKhQ4eievXqqFGjBpYtW5ZkH9euXUO9evWwf/9+nD9/Hm3atEGdOnXQokULXLx4EQCwf/9+hISEoGbNmkmmDiYqqFjXiYgoxwiiLAoLCxM1atQQ/fr1E5UrVxbdu3cXmqYJIYTYtGmTCA0NFdWqVRPDhw8XmqaJ9957T5hMJhEaGioGDx6cbHvr1q0TNWvWFDVq1BAvvPCCEEKI/v37i7feeks89dRTokKFCmLnzp1CCCEURREjRowQderUETVq1BCLFi0SQghhs9nEW2+9JUJCQkT16tXFL7/8IoQQwt/fXwghxNWrV0XdunXFvn37xLlz50Tr1q1F7dq1RfPmzUVYWJgQQoh9+/aJatWqidDQUPHaa6+JLl265Oj7SJRXhYWFCYvFIk6cOCE0TRNNmzYVu3btEjExMaJUqVIiLCxMqKoq2rdvL1auXCmEeFTXHnfr1i1RtmxZcfXqVSGEEHfv3hVCJNTxPn36CCGE2LZtm2jRooUQQoi5c+eKzz//XAghRExMjKhRo4YIDw8X33zzjejTp49QVVUIIcS9e/f0/V6+fFnUrl1b7N+/XwghROvWrfV6vW3bNtG1a1chhBAhISHiwIEDQgghunfvzjpOBR7rOhER5RTOUpGPCaFBxJ+FiD0CEX8eQrkLoYQD2n1Ai4XQ4gBJgmTyh2QOAMwBkMz+gCkAkkswZPfakMy+2Yrh1KlTWLJkCapUqYLmzZvjzz//RJ06dTBo0CD88ccfKFWqFJ577jmsWrUKn3zyCebOnYsjR44k287t27fx5ptvYvfu3QgODsa9e/f01+7du4e9e/di+/btmDBhArZt24bvv/8eQUFBOHDgAGJjY1G/fn20bdsWv/zyC+7du4ejR49ClmVERETo27ly5Qr+7//+D7Nnz0bdunXRpk0bzJ07F2XKlMH27dsxatQoLF++HAMHDsSCBQtQp04d9OjRI1vvD5EjCNt1iPhz0OIvArbLELZbEMpdQA2HEBok2R2QPQDZDZLkDsjukMxFILlVg+QeAsmlHCRJytK+K1WqhKpVqwIAatWqhYsXL8Lb2xuVKlVCmTJlAAC9e/fG7t278fzzz6e6nb1796JFixYIDg4GABQuXFh/rXPnzgCA2rVr63cmN2/ejOPHj2PRokUAgKioKFy4cAFbt27FiBEjIMsJHfT8/PwAAHFxcWjbti0WLFiAunXr4sGDB9i9e7e+bSEEPD09ERkZifj4eNSpU0eP/aeffsrSe0PkSEKoENaLEPEXIKxhENYrgHIbQrkNoUZDklwA2Q2QXAHZBZLkBsgekFzLQ3KrCtmtGiRLYJb3z7pOlDv09nvcaQjbDQjbdUC5CWG7DYhYCKECACTJDMjekCzFIFmCAEsxSJaSkN2rJ/yfKJ9gwiEf0eIvQnuwEyL2CLSYIxBxxwDtYbrriVRfkSC5PgHZsx4kj3qQPZ9K+IIimTIcExsoRI6XUNd36T+wXU6zfOp1/H9kz0dfSDxqw+TTAZKleIZicXV11X83mUxQVTVD62VG4j7st69pGubOnYumTZtmaBsuLi4ICQnBjh07ULduXWiahsDAwGQJzsjIyCwnX4gcSQgBEfsvtAc7//ezJ+GGQWrlM7JRUwAktyqQ3atB9moGuVBrSLJHhuJhXSfKGUK9Dy16C7QHf0OLPQQR+y+gPUh/vbReNBeD7FELknstmLybQfJsmKn2O1Fu4hgOeZywXoVyexrizzaG9VRlKFeGQA2fAxGzN0PJhnS2DhF/Buq9hVCuvgnrmXqIP14atqvDoD08kKEtGN1AOXLkCI4cOYKLFy+ibt26qW7DvoGSuH5iA+XIkSM4evQo/vrrLwBgA4UMoUbvhO3yK4g78cT/6vor0CIWpZtsyBDtIUTMAaj3FkC5+ibiT5RH/NlmUG5Pg7BeyvTmKlWqhLNnz+LSpUvQNA1LlixBkyZNAKR+Hahfvz62b9+Oa9euAUCSXkwpad26NWbNmqVv6/jx41BVFa1atcK8efOgaRoA6L2YZFnGwoULsX37dnz33XcoVKgQAgMDsXbtWgAJz4kfP34cvr6+cHV1xaFDhwAAS5YsyfTxE2WV0GKg3P0R1rAXEH+8BKxnn4JyfQy0+xvSTDZkmBoO8XA31PA5sF3sifhjwbCGdYd6bzGEEpnpzbGuE2WNsF6GcucbWM+1R/zxYNgu9oYaPhPi4V8ZSjakS7kJ7f4GqLc+hfVca8QfLwnrpQFQI1ZAqNHZ3z6RAzHhkAcJNQrKndmI/6854k9WhHJ9DERMxhIA2aaGQw2fA+t/jRF/qgaUm5My/YWEDRSijBHKXSi3v0b8qeqwnW8L9d5PjkkwpL9niJi9UK6PQfzJSog/8zSU21Mz/IXE3d0d8+bNQ6dOnVCjRg1UrFhR7y3Uv39/VK9ePdlAckWLFsX06dPRoUMHhIaGpjsd2KBBg1CmTBnUqlULISEhGD58OIQQeOWVV+Dr64vq1asjNDQUW7du1ddxcXHBypUrsWDBAqxcuRI///wzZsyYgdDQUFSvXh3btm0DAHz77bfo168fatWqBX9//4y/bURZpMX9B9vVtxF/ohyUK4OhRa0C1Ls5v2MRCy1qDWyXByL+RElYz3eAGrFc77KdHtZ1oowTQoEa+WtCkuFkJSjXRkJ7sB0QtpzfuXoPWsRS2C71QfyJMrBdHgwt5p+c3y9RBkhCiAz10qOcJ9QoqHdmQLkzE1AjjQ7HjgS5UBuYA8dC9nzUi+DixYvo2rUrDh48CAB4++23ERISggEDBmDz5s0YPXo0FEVB69at8eWXX0KSJIwePRrr1q1DkyZNMGfOnCR7WbduHcaNGwchBKpXr45FixZhwIAB6Nq1K5599lk8ePAAISEhuHjxIlRVxXvvvYcNGzZA0zQEBQVhw4YNAIARI0Zg27ZtMJvNGDduHLp164aAgACEh4fj4cOHaNOmDYYPH45atWphyJAhuHXrFmw2GwYPHoyhQ4di3759GDhwICwWCxo2bIibN29ixYoVufd2k9PTHu6FEj4HWuQqQMQbHc4jsjdM/i/BXORNSC4ljI6GKF8TQoUWtRZq+FxoD3Yigw9F5ArJpTRMRd6Cyf+lhDFgiCjLhPoQavgcKOGzANs1o8NJQvKoD3PR4TD5djI6FCrAmHDIA4QSCeXODKjh3+SxRENysncbmIMmQPYINToUonxHiw+Dcv1daFGrjQ4lbZIrTP4vwxw4OluD0BEVVGr0NihXR0LEnzY6lLSZi8EcOAom/5chya7plycinRA2qHd/gHLzM0C5aXQ4aZI86sIcNBEm72ZGh0IFEBMOBhLCBvX2V1BufQVoUUaHkwkyTIX7wBz0YYYHniMqyIT6AMqtyVDvTM9bPRrSI3vAXHQUTIGjEkbLJqI0Cesl2K6NyftJxcdZSsBSYgZMPu2MjoQoX1AjV0K5/j6E9YLRoWSK7N0K5uKTILuHGB0KFSBMOBhEi/kHtsuDIeKOGx1K1snesJSYClPhPkZHQpQnCSESBmW9MR5QbhgdTpZJ7rVhKf0dZLcqRodClCcJLRbKrS+g3v4KELFGh5Nlsl8fWIK/yPaU2UTOSthuwnblDWj31xkdStZJFpgD34EpcAxvJlCuYMIhlylCwcfKbLS5tgS1Ig8ZHY5DyL7dYSk5A5LJx+hQiPIMYbsN2+WB0KK3GB2KY0iuMBf7AKaiwyFJHG+YKJH2cD9sl/pBWC8aHYpjWIJhKTkLpkJtjI6EKE9R7y2B7dpIQE17YPP8QnKvCUupbyG7Vzc6FHJyTDjkogvaFQywjcF+8S8qowR2nt0LNy3O6LAcQnIpDUup+ZC9njY6FCLDWR/shnaxX77u1ZAayaN+Qm8H1wpGh0JkOOX2DCg33sudUehzmalwP5iDv4Jk8jI6FCJDCS02YdaHyGVGh+J4kgXm4p/DXGRI+mWJsoi3qXLJPu0oGltfwH7xLwDgNK7ik9JtDY7KcYT1EqznnoFy81OjQyEy1HTlJzQxTUasFml0KDlCxOyF9WwjaA/+NDoUIsPEijgMj38fN8M/d8pkAwCo936C9dwzELZbRodCZBhhvQrrfy2cM9kAAMIG5dow2K68AeGk1zIyHns45IK16nb0s41GLJL2ZpAhY91tXzx9b79BkeUMk/8gmEtMY7drKlAUoeBV5UMsVFcDAF5QQjD73GpDY8pRkhsspX/kVFtU4FwXt9Hd+hYOiuNoolXEr2e3wAzF6LByjORSBpby69iriQoc7eFeWMN65vkZKBxF8mwMl7JLIJkDjA6FnAy/Eeawb5Vf0NM2PFmyAQA0aHitqAUPTN4GRJZz1Lvfwnb5JQjhvA0wInuKUNDH9raebACAJebjmB/c3rigcpqIg+3iC1DCvzU6EqJcc0XcQAtrPxwUCQM+75L/wwdlnzU4qpwlrBdhPdsM2kPnujlClBY1agOs59oWmGQDAIiHu2H9rxmE9arRoZCTYcIhB31km4k3lYlQoaZa5iJu4f0yLXMxqtyhRSyFLewFCC0fTQFIlAWKUNDPNhqrta3JXhvjHYZ/fJ80IKrcokG5+iZsNyYYHQhRjrsubqOtdSAuiqSN8Vmux7Es6BmDosolajis59tCjdpgdCREOU6NXAPbxR6AcI5x1jJDxJ+D9VxLCOslo0MhJ8JHKnLIdOUnjFamZLj8yvBiaBnufM9Ey14tYCm3ApLsYXQoRA6nCAX9bWOwUtuUaplgBOCPCxcQYL2di5HlPlPgO7AEfWh0GEQ54pYIR2vrizgjwlJ83R2u2HRdRo37x3I5slwmWWAptwYm7+ZGR0KUI9T7G2EL6w4Iq9GhGEpyKQuXClshuQQbHQo5AfZwyAGr1C14R/kiU+u8EWBDpKVwDkVkHO3BdtguvWx0GEQOpwkNL9reSTPZAADXEI6BZepAhSmXIjOGemsS1IilRodB5HDhIgLtrYNSTTYAQCzi0ae4N+5ZnPzZZ2GD7WIvaHH/GR0JkcNpD/fBFtazwCcbAEBYw2C98CyEet/oUMgJMOHgYH9rh/Gi7R1o0DK13g3cxejSjXMoKmNpUb9CuTXZ6DCIHOpjZRaWaxszVPYP+Sw+LfNcDkdkPNvlIdAe7jM6DCKHsQkbulrfwAmR/hfsy7iNl8rWc/rkItQI2C50hlDuGR0JkcMI6zVYwwrmYxSpEXGnYLvUH0Jk7jsN0eOYcHCgc9oldLW+iThkbdyCZeYTWBvYwiGxREYLNOxlxVM9rKjd1Yoffn00joSmCTTua8ULb6c8/c2gD2yo8mw8nuqRsP6FKwlP3UxfpKB2Vyv6v/tovR9Xq/jpt9THqEik3PgI6v2MfTkjyus2q3/iM3Vuptb5yu0Efi/azKFxpFbPW79sRej/WfU6HBuX/Mm5j+coKN/mUT3/81BCg2LFZhVPdrHiudesiLcmrLdzv4aP52RgEFgRB2tYdwjrZccdJJGBxilfY684muHyO+Wz+KisY5OL2annfcbY9NfLtY5Ht+EJn9/ZqucAhPU8rGE9OI0eOQWhxcIa1r1ADRCZUdr9DVBuvG90GJTPcQwHB7EKG562dsfxDNwFSUsAfPBX2DUUjc/eRU9VBeKtgIe7hIexArW7WrFnsQv8fSX88KuK7fs0qCqw5AtLsnUHfWDD/7WS0b5J0rs0T/WwYu9SC15+X8GwfiaULymh1ygFv043Q5al9IOSfeDyxJ+Q3Spm69iIjHRZ3ECD+G64i8hMr1sInth55SHKPTznkFhSq+cvvG3D1HfMqFYh9Zzyx3MU+PtKeLVn0nrerL8V6+dY8OV8FU9WldChqYzn31KwcLIZXh4ZqOcAJLcQuFTcCcnkla3jIzLSOnUHutrezNK6P0SWwfM3kw8kmxXZqef2XhxrQ4unZPTtaHJIPQcAU+H+sJTKXPKVKK+xXhoAjY8EpslSegFMfj2NDoPyKfZwcJCPlVnZTjYAQDiiMKJUvWxvx2SS4OGe0GiItwJCJPzcixJYvknFwOcz3+XT1RVQFEAAMJuA6YtUvNHblLFkAwBoUbCFdYVQH2Z630R5gVXY0Ns6IkvJBgC4j4foW6IkYkyeDokntXqeHa4u/6vnIqGeL/1dw7PN5Ex9CRFxx6FcG5G9QIgMdFG7hkG2sVle/w3fmzjhXc0hsTiinsdbBbb+peG55gnNPkfUcwBQ7/0INeKXzAVDlIeoEcuYbMgA25WhnC6TsowJBwf4RzuOL9UfHLa9daaTWBLUJtvbiYwWqNfdigptrRje34wAPwkfzlTw7iAzTOnkG96dqqJedyven65AVRNaNoO6mtCojw2FvAB/Pwn/nhVo1SBzp5CIPwPl5kdZPSQiQ32kzMABkb1R6E9IVzCsbCsHRZRyPQeAAe8pqN/TimkLU+8iPX2RgrrdrXjrExsexCTU85EDzGj7ig3/XRZo+KSMXzZoGNA58x8V6r2foN7fkrWDIjKQIhT0tb2NCGR9sLQYxKFPsB8iLP4OiSk79RwANu3R8FQNGb7eCes5qp4DgO3qCAibc8/CQ85J2G7BdnW40WHkD1oUbFdeMzoKyqf4SEU2xQsr6lu74ZQ479Dt+sALey6Go0Rc9rOJt+4K9Bxpw+SRZsxYpGLhZAt2HdQwe6ma4iMVN+4IFAtIuJPy8gcKGj0pY0iPpBmK4ZNsGNjFhL8OC+zYr6HFUzIGdctorwkTXJ7YBdmjdraPjSi3nNXCUNv6f7AhY884p+fzB5Uw6Op6h2wLeFTPl35pgaICwUUlREULdB1mw4gBJrRrbEpWPsA34ff3vlYhy8Bnw81Jyny5QEHV8hLircAvGzSEVJQwdnDSMmmylIRr5cN8tILyldnKzxiufOqQbbXUKmH52Q2QMzmQdGoyW88T9X/XhraNZbzQPvnr2a7nAGSf5+FS9ucsHRORUaxhPaBF/WZ0GPmKueQcmP0HGB0G5TPs4ZBNE5VvHJ5sAIAoPMAbpWpAIHPdG1MS6C+hxhMStv2tYc9hDZXax6PfOzZs3qPh9YnJB3wKKiJBkiS4uUro/ayMf04kbSidvajBpgBlS0hY90dC0mLtThUPYzOau1Jhu/IGR72lfGWkMslhyQYAeM/rPPb7OS7plljP9xzSEFw04brh4y2hS2sT/jmRvG4G+kswmRJ++ndOXs/vRgocOCbQrrEJ3/ysYvEUM67cEPjvUibqre0KlFufZeu4iHJThIjCROUbh21vm3wGH5fp6LDtZbaeA0BsnMD2vRqebZq8yeeQeo6E2ajYo4nyEzVyNZMNWaBcG8MeTZRpTDhkQ5h2FdPUH3Ns+zvls/ihRPssrXvrrkD0w4TGR1S0wJ+HBJ5rLuPCZlec+d0VP02yoHVDGd+8n3IPByBhNov1f2ioUj5p0uPTeSree8UMqw2IiU1Y9jAWsGZisGoRexjqvZ+ydGxEuW2tuh1btD0O3aYNCgYEWnDbtViWt5FSPX+ijITwiIRlVpvA5j3J6zDwqJ4DwLqdGqo+VmbydyreGZRwNzQyGpAkwKoAMZmcMUy9MwNa3NnMrURkkI+VWbiHKIdu8yu34/gtsGWW189OPQeAjX9qaPikDG/P5K87qp4DgHJtJGetoHxBCIUzL2SVFgXl1iSjo6B8JnN95iiJCcpMh97xTMn7XpfQ3KM8ysVkrhfF5RsCb0xUEgaXAvBqTxNCKqaeX3r1Ixte7mpC7WoyXhxrw91IQNOAetUlvP7Coy6Yfx7SUK6EhOL/u7MSWllG7a5WNH9Khl+hzPXGUG58CJNvF0gm70ytR5Sb4oUVo5UpObLt6wjHwDK1sOrMFpizcC1JqZ6XLSHhmYE22BRAVYH2TWQ83yqh7k+YpeDJqhKebWbC2GkK/j0jIElAhVISvnn/0cfBhSsJX3BqVk5Yr9ezMmp3taFyuYS7q5kirFCuvwuXciszfXxEuemMdgFz1ZwZAPE1v9t4IqYKqkSfyvS62annALByi4YurZN//ju0ngMQ8Wehhn8LcxE+5015m3p3AUR89gd6L6jUu9/BVORNyK5ljQ6F8gmO4ZBFp7XzeNL6f9Ac9FxmWuqL8vj9zBaHPQOal5iLfwZzUQ7YQ3nXdOWnHEs4JBoaXx0fha3K0X0YS4JL5cOQ3SobHQhRqv7P+ho2aLtybPvlEYRt54/D1xaRY/swmuRSGi5VTkKSMj8TFlFuEFos4k9VA2zXjQ4lX5P9XoBL6flGh0H5BB+pyKIpyne5kmwAgL3Secwo9Wyu7Cu3qeFzOJYD5VmKUDBdyflHf6a5HsPawBY5vh/jCKh3ZhgdBFGqjmlncjTZAADncQODyzaE5sRNL2G9BC1qtdFhEKVKDZ/HZIMDaBG/QIs7bXQYlE8476deDrqoXcMybUOu7vMTj/9wyrtKru4zNyQ0TtYZHQZRilZom3AVN3NlX6/5heM/rydyZV9GUO/9DKGEGx0GUYpmqAtzZT+b5NP4rMxzubIvoyi3pxsdAlGKhFCh3HHcoLAFmwaV7yVlEBMOWfCDugJKDo/d8DgrbBhcvDhsUvJBHvM7NXym0SEQpWi2knvTvEUjBv1KFMcDZx3TRMQm3FkiymPuikj8ov6ea/v7wu0k1hdtnmv7y20iZh+0h38bHQZRMlrUesB22egwnIYasRhCdewgu+ScmHDIgtzu3ZDoX+kSPi/dwZB95yTtwS5osceNDoMoiWPaGewTR3N1n6dwFUPLOu+jFUr4XAgt3ugwiJL4WV2LeFhzbX8CAkMK38VZr0q5ts/cxl4OlBepd783OgTnosVAjVhqdBSUDzDhkEl/a4dxUVw1bP9fup3CId9ahu0/p6jhc4wOgSiJ+aoxsyqsNJ/A7JLOOWYLlFvQ7vMRKspbFqi/5vo+oxGD3iUCcd/sk+v7zg1a1Bo+QkV5irBdhxa9xegwnI5690ejQ6B8gAmHTMrNbpcpUaHi1WKFECe7GRqHo6lR68AJUygvWafuNGzf73uew99+dQ3bf07S7m80OgQi3SntPE4IY6bH+w/XMaRsEwhkfgrKvE+Fdp9f7ijvUKPWA04425vRROwhCKtxN2Ipf2DCIRMUoWClusnoMHAG1zCxdDujw3As5SZE3DGjoyACkDDt7WUYN4q1AgUvBkq46RpkWAw5Rb2/hclFyjO2aHsM3f/vplOYUrqjoTHkFDXa+PYSUSLt/nqjQ3Ba6n1jb8ZS3seEQybs1v7BHdwzOgwAwCzX49jj/5TRYTgU74ZQXrFJ+9PoEHAT9/BSmVAoMBsdimMpNyFijxgdBREAYKv2l9EhYJL7SWwq0tToMBxOu7+V015TniDUh9CidxodhtPibHOUHiYcMmGvOGJ0CDoBgdeKmBFtKmR0KA6jRW82OgQiAMAmbbfRIQAA/pLOYXxZ5xvPQbvPO59kvHhhxZ/aP0aHAQGBQf6ROOdV0ehQHEsNh4g5YHQURNAebAdEnNFhOC3twR8Q6kOjw6A8jAmHTDig/Wt0CElcwi28X8Z5RrTXHv7NCxYZ7qGIyRNfQhJ943ocq4q1MjoMh2JXa8oL/tIOIwaxRocBALiPh+hTItipbiIAgMrkIuUBnKY1h4l4iNhDRkdBeRgTDplwQMt7YwwssBzHliKNjQ7DMYQV2kPju7JTwfaPOAErbEaHkcSbvrdxxruy0WE4jHi4H0LLG1/0qODaoe01OoQkTuMqXi/XzKkGkdQe7DI6BCKImMNGh+D0tJgjRodAeRgTDhl0QbuSZ8ZveNyb/vGIsPgbHYZDiLhTRodABdwZLczoEJJ5gBj0DQ50orufKkT8BaODoALulDhvdAjJrDGdxFelnzM6DIcR8eeMDoEIGscNynEaezhQGphwyKADIu/1bkh0E/cwqnQjo8NwCH4JIaP9Jy4aHUKKzuIa3izXzOgwHEbE570ve1SwnBeXjQ4hRZ+4n3aenovKTQj1gdFRUAGmxV8A1Aijw3B67EVCaWHCIYPO5sG7nvZWmE/gt8CWRoeRbcKat99ncn5nRd49B1ebTmJmSeeYQk9YmXAg4wghECby5tzxGjQM8o/GBY/yRofiEEwukpFE3BmjQygQRPx/EEI1OgzKo5hwyKDbuGt0COka4ReJW65BRoeRLezhQEY7m0d7OCQa73nGKabE5ZcQMtJV3EQs8u6o9ZF4gD4lS+GBydvoULKNyUUyklCuGx1CAaECym2jg6A8igmHDLot8n7C4S6iMLxUHaPDyBZhu8wMKRnGKmy4JPJ240SFipeKaLjhFuzQ7f6+S0WNzlaEdLRi/q9J62BMrECn160I/T8rnuxixawlj14f/YWCOt2seHeqoi+bMEvBHwe0NPfHhAMZ6bx2xegQ0nVSuoI3yzl+Jqq06joAHDiu4ckuVlTrGI9P5ybUayEE+o6xoXZXK775+VFdH/KhDf9dYl13NlOmTMlU+QEDBmDdunXZ3m9AQECW1tu5cye6du2a8ou2m+g+woagJvF44e1HA0KndJ4DwIUrAg17JSx/82MbhBDJNhkeIdBmUEId6jHShrj4hDLTFymo3dWK/u8+2s+Pq1X89Jsx7doJs2woVDceherG4+X3kw+G/eNvCnzqxcO7bjzaDrICADRNQ8V28fCtF4+eI6162eqd4rHlr7SPQ9huOvYAyGkw4ZBBt0XeHDDycb+bTuHn4m0ctr2ULtL2HN0wgbBBWPN+Q5Cc0308gIq8n/C6hQi8WDoENsnikO0pisCYL1VsmGfB3qUWTP1Jxd3IpI2st1804+gqF+xaaMHcZSrOXxaIjBY4fErDweUuOHhcQ1S0wPXbAv9dEmhaN+2PF0c9PmXfML548SLq1ElIuq5ZswZTp051yD7I+VzHLaNDyJBVphP4upTjHqPKSF0f9pmCHz8z499VLti4R8Px/zQcOyvgYgEOLrdg4ZqEz/EjpzV4ekioWDp36jrlnswmHPIyYbuBN3qZ8N1Ec5LlKZ3nADB2moKxQ0w4scYV4ZHAht3J261fzFfRuaUJx9e4oGywhPmrEsosXqvh4HILzCbg2FkNMbECq7Zq6PNc7n/diovT8MV8DTt+tODsBguWbdRw7rE2+IhJKuZ/YsbdPRYcPCGwepuKX7cKmE3Avb0WbNqTcG34ZYMKdzcJzzxtSnOfwnYjx46H8jcmHDIor85QkZJ3Ct3EZfdSDtlWShdpe45umAAAtOhsx80vIZQVeW06zLTslc7j/bLPOmRbB44LVCkvIbioBC8PCa0bytj696OGiYe7hMZ1Euqul4eEJ0pLuBEuYJIBWQY0TUD+3++fzVMwdnDajRIAENpDh8SeWsO4Y8eOGD58eIa3o6p5P9FEjmMV+aeuT/A4je0BDR2yrfTq+vXbAqoKVH9ChskkoVsbGRt2abCYAQFAUQAXl4Syk75V8e6gDNR1DhppqIsXLyI0NBT9+/dHlSpV0KNHD/2u/ebNm1GzZk2EhIRgxIgREEJg7NixiIyMRM2aNTFkyJBk21u/fj1q1aqF0NBQ9OrVS1++ZcsW1K9fHxUrVsQff/wBIOG6OnLkSNStWxehoaFYvHgxAEBRFAwdOhTVq1dHjRo1sGzZsiT7uHbtGurVq4f9+/fj/PnzaNOmDerUqYMWLVrg4sWLAID9+/cjJCQENWvWxPLly1M9fqHcRpM6Mrw9H003m9p5LoTA3qMa2jVO+Lx7oYOM33clTzis/0NDrw72ZRI+P1xdE+qIAGA2AdMXqXijtwmynPtT3S5cq8HfF6hdVUaxABlVykv4xq534uFTGjQBPP+MCS4uMlrUl/D9ChXu/6vfcfGA6X9N9nenKlg0OfXvAomEkj8SuZT7mHDIoHCRf0a4vY+HeLNkiEPm8n78Im0vJxomAABhTb9MOvglhLIi3gHnXm6a43IMK4KeyfZ2btwRKF700f+LFwWu30nejRQArtwUOPafhlpVJHh7SmhZX0b9nja0rC/j8g0BkwmoXC4jicXU3+vJkycjJCQE1atXx+LFi5N1l+3atSt27tyZZsN4wYIFePvttwEAd+7cwfPPP486deqgQYMGOHw4YTTtAQMG4NVXX0W9evUwadKk9GMmp6Hkg55MiTRoGBgQg4seZbO9rfTqesLrkt3rEq7dEahSXkYhL6BRHxsGdTVh058qaleTEOCXgXZGPkruOKtTp05hzJgxOHnyJG7duoU///wTsbGxGDRoEFavXo1///0XZ86cwapVq/DJJ5/A19cXR44cwZw5c5Js5/bt23jzzTexbt06HD16FDNnztRfu3fvHvbu3Yu5c+diwoQJAIDvv/8eQUFBOHDgAPbu3YspU6bg7t27mDdvHu7du4ejR4/i33//xTPPPPocu3LlCjp16oRvvvkG9erVw2uvvYa5c+fi4MGDGDduHEaNGgUAGDhwIBYsWIAjR44gPDw89YPXko/Vktp5fjcSKOwjQZIkffn1FIYluP9AwMf7f2WKPCozqKsJjfrYUMgL8PeT8O9ZgVYNjPmqde6ygL/vo/8XLwJcuv6orp88p8Hb89HrZYITbiR0aGaCpzsQ3NyGbm1kfDrXhmoVJDxRJiOf6/GOOwByKumnqwgA8kU3a3t/yGcxtXRHdL10Gr5RGryj1IQsQBaImw+BmAiISyWSLL9+LhZB3uEQl0oCAIpL97H7QgwqtyqGQuImGnaPwRvPFcPGX82oHRwH//sBEPczsL+SCuCRfPnkyZOxcOFCSJKEd955B8HBwZg5cyZWrFgBIOFLyBtvvIEtW7boX0Lq16+Pd955R9/GggULcPz4cXzxxRe4c+cOBg8ejMuXL8NisWDWrFmoVasWBgwYAHd3d/zzzz/o1KkTxo4dm7U3jvIdWz7q4ZDoLZ8bCLA1RLHYezCpgKwKmDTApAqYVCQs08SjfxVA0v5XRhGQNQERfh+IjoG4VCxhoxF3AQkQl/yT7CvepqHvuMv4tE8wPG4XggAwqlXCDwD0/fwqvhhUDB9PjsCJS/Ho0bQQOtUvlHLgJjegRvLFBw4cwLJly3Dw4EHExMSgbt26mDhxYoqb+OSTTzB37lwcOXIEAPQ7X48bNmwY3n33XdStWxf//fcf+vTpg3379gEA7t69i3379ukNTCoY8ttnegSi0bdkWcy64QlZpPNoYhquuEfgnuUBTngnfG7fcr0FSQJOeAcCAC54xiDafAMnvBNmyLjq9qj8oE+AQUjo0TT8lQuYNL0MBnxxA7dvWdH7xaKoWccrxX36uPqiQpYjJkeoVKkSqlatCgCoVasWLl68CG9vb1SqVAllypQBAPTu3Ru7d+/G888/n+p29u7dixYtWiA4OGEMocKFC+uvde7cGQBQu3Zt/Vq8efNmHD9+HIsWLQIAREVF4cKFC9i6dStGjBgBWU74Euvn5wcAiIuLQ9u2bbFgwQLUrVsXDx48wO7du/VtCyHg6emJyMhIxMfH671Xe/fujZ9++imVqHOvrvftaELfjgk314ZPsuG9V0yYt0zFjv0aWjwlY1C3DN54M9jB5a4AAEXRUK61DQdXWFCvuxXhkQKjB5owpEdqXx+VVJZTQceEQwZZ8uFbNcH9BCZUTvjdpJkQdN8NwVFuCI5yRbFIM4pEmeAfJcM/EvCJVFEoUoFXlA0ekVa4RsbAJTIG5shoqOEREHFxUDqfSrJ9Ff/ryfC/5SoADYDyewQ+/18ZbcYNdAfwI4DhC+/gBoDXATRII26XPSrwdNJl/BJCuSEe+auHAwDEIA6dA7I62r4EQILm4QL11H0sbmWGiyohboMG11qe+LaBByyqDIsqw6wIXH7jPDzbBWDOS6XxvSbBLKSE11QJ9/6+h4iQAAx1D8Cp6Ido8mlNjBj6D/a0CoFZA8yqDLMqYNIkmFUJbjYXvJNCRHv27EGXLl3g5uYGNzc3tGzZEp6enimUzLitW7fixIkT+v8jIh71WOvatSvreQGk5MOG8THpMhoXz942tGoS1M3xWBOccK1THsRBquOOOf/7v5AEbPesaJj4elwcUFHWywOAuiAC6OuNFpeioJUBTFOLY2ePy3DpVCbFfT4rm7Eie2FTNrm6uuq/m0ymHOm9mbgP++1rmoa5c+eiadOmGdqGi4sLQkJCsGPHDtStWxeapiEwMFBvzyWKjIzM1nU7qIiE67cf3YW7flugeBEJ/r7AvSgBIQQkKaFMUJHk6xfykhAVndDL4fqd5GXOXtRgU4CyJSS897WCNd+4oOPrVvR6Voane+583lQoJWHZxkf/v34HqB/6aN9VK8iIfvjoPLh4TaBYQNLYXp2gomMLGQtWJTye8ftcC0L/z5ZGwoGfpZSy/Pct2iAucMzgbEZRZYGrvrG46hubibUsAApD2+UKMSsC9WdWQvB9VxSPdEVgpBkuF2049dkBbH+9MXwiVRzddQGeD6yICA6Ea2QMLJExWHz9NrrExmGvzYYAAB8B6AVgdVq7tftgTMQvIZQbVGT9zmF+JtV1hzgZD+vNeFh9ZNi234fyvj9iCj1KZCjjbkEUVhHzWSHcQdJHzIQQUMZehnlhSZz57xbUQg9x6anrsGkx+Lbh1RT3WRg+KSYcUnLkyBFo2qO/TXx85rttHjx4EGZz8o88D48UulOR0yvodV1cswE+MrTND2B599G3Jam4BTAB2rE4SFVdoS2PgnnWoyyHiNGgrb0P84pS0NZGA1aRcOchKvX3M7+3n5xVpUqVcPbsWVy6dAklS5bEkiVL8NJLLwF4lDQwmZLeka9fvz6GDRuGa9euITg4GPfu3UvSy+FxrVu3xqxZs9CoUSOYTCYcP34cVapUQatWrTBv3jw8/fTTkGUZERER8PPzgyzLWLhwITp27IjChQvj5ZdfRmBgINauXYvnnnsOqqri1KlTCAkJgaurKw4dOoQnn3wSS5YsSeNIk1/3ixeVYJITBnasWl7C8k0aZr1vhiRJqFdDxobdGto3MWHp7xp6P5v8UYJ2jWX8vF7Dqz1NWLI+oay9T+ep+HSYGVYbEPO/ZvfDWMBqAzzd0wjVgfo+J2PkFBX/nNQQXBQ4dV5gsd04DLWqyJAl4NctKp5tKmH7XpFkzLbwCA2b92gI22LB+JkqrDZAE0B8WvdlJH6tpJTxzMggL8kTEGk8I+bkNEngfMBDnA9IOtCb9XsrurU8DamqK2zNr8D8Q3HMDkkYIErEuEDpK2BeURFuv8bAfa8NB3uXw7GB/2LypKdRJFKGfxTgGyngE6XBO8IGzygrihcphIykEvglhBzNB/l/zvuskMwSTJMCYWt7EUIDzCP8IfmbYet8KeHLhgaoX4ZDquIK61MJU9yZPw6E/ExCF2ptSRTkjoUgechADTcgTsBW+zzkvr6p7tMNyROLANCoUSMMGTIEI0eORExMDLZv345t27ahTZs2UBQFd+/exV9//YWRI0cCSL1hbK958+aYPXs23nzzTQDA0aNHERoampW3ipyEeyrnn7NLr65LxS0wfxUEpf9ViDgNpl6+kEPc9PXVaeEwvekPSZIgP+MF2+x70BpdgOndFG4D/w8TDnmTu7s75s2bh06dOkFRFLRu3Vp/dKF///6oXr06mjRpkmQch6JFi2L69Ono0KEDhBCoXr26/rhESgYNGoSwsDDUqlULmqYhKCgIGzZswCuvvILTp0+jevXqMJvNGDduHLp16wYgoZfDypUr0aZNG/j5+eHnn3/GkCFDMG7cONhsNgwePBghISH49ttv0a9fP1gsFjRs2BA3b6YyJaOpENoPtuLYWYGHcUD5NvFYPMWCr94xo/+7CuKsAr06mBBSMSGx8MlbJvR7V8HbnytoXk/WB5CcMEvBk1UlPNvMhFEvmdBrlA0zf1ZQtbyM8a89+vz585CGciUkfYyI0Moyane1ovlTMvwK5d6NLDc3GcP7y2je3wYBoGtrGRVKyyjZIh5rvrGgVhUZn48y4cWxCjQNaFBTQueWj46j7xgFw/ubIMsyhvcDvltpQ8W2NgzskvpYDpJcMNtQlD5JpDTBLCXTML4H/hEn0i/oZKztL0IciwMeaoCfCZbFJaFOuqM3TLR9MVBeva43TMzjHo1GpXx2G3IDD8jNvCBiNdievwzcVGB6twhM3X1S3ec11z/hL/kmWXbw4EEMGTIEe/bs0R+pSPwScvz4cdy9exdVq1bFypUr0axZMwQGBuL69eswmUy4ePEiunbtioMHDyYZw6Fnz55o2LBhsi8hAwYMQNeuXfHss46ZAYDyjwciBgHx9YwOo0CoKlXAIdfVKb72+HgtvXv3xogRI7Bu3TpUqlQJsbGxGDduHJo1a4bRo0dj3bp1aNKkCd55550U6/qdO3cwZMgQnDt3DlarFR07dsTkyZNZ1wuw39St6GEbZnQYBcII04v41DLS6DCogLJdGwX1zgyjwygQLOV/h8m7hdFhUB7EHg4ZVFjyzfKgi/mZy+9lki2TV5d+9PtTHnA5lPJwUOZ3HyUfJHcZLhuSbyvZOjCjMJInI+rUqYNu3bqhdu3akCQJH330EUqXLo327dujatWqqFSpEmrVqqWXt8/O2w8aaW/GjBkYMmQIvvvuO/1LCO96Fmxekgc84I4YZObRI8qKclLJVF8bM2YMxowZk2TZV199ha+++ipZ2SlTpiSZlebgwYMAEmagSFSkSBGsXLky2boLFizIZNTkLIpJqd+RJ8cqLQUbHQIVYJIlyOgQCgzJks1BZshpsYdDBo20fYZv1MVGh+H0iqMoLrhtNzoMKsBC45/DGRFmdBhO7y1TP0yxjDY6DCqgrolbKB/f0ugwCoTfLLPRxtTY6DCogFLv/Qzb5ZeMDqNAcA25Ccnsa3QYlAcZMzlsPlRF4qROuaGaXNHoEKiAKyUxQ58b0urhQJTTiqNoquOIkGOV5jWVDCS5lEi/EGWf7MVkA6WKCYcMqiqXNzqEAiFUqmx0CFTAPSGVMTqEAqG8VMroEKgAkyQJZdjVP1fwkQoykuRW3egQCgTJne8zpY4Jhwyqyh4OuaKmXMXoEKiAe0rmOB65gT0cyGi1pRCjQ3B6JVAM7pJb+gWJcohk9oPkUtboMJye7P6k0SFQHsaEQwb5SoUQjECjw3B6NSUmHMhYT8v80MxpRVCYCQcyXGO5jtEhOD2+x5QXSB78XM9psket9AtRgcWEQybUlqsZHYJTKwQvdrMmw5WQiqEkOKp1TmomPwVJyr35yIlSwi/DOa+Z/JTRIRBBdueX4ZwmsYcDpYEJh0xoJzc1OgSnVk+uwS8hlCc0kNk4yUkt5QZGh0CE8nIpFEfR9AtSljUzMeFAxpO9mxkdgnMzF4Pkxh7KlDomHDKhvakpJPALcU7pLD9jdAhEAICGfKwiR7U0MeFAeQPres4pK5XgDBWUJ0jutQEzey7mFFOhdrxhSGliwiETAqUA1JU4CmtOMMGETibOiU55QwdTM8i8POaIJ6SyKCmx4Ud5Q0v5aaNDcFp8nILyCkmSYPJpZ3QYTkv26WB0CJTHsUWdSR1MzYwOwSk1kmujiFTY6DCIACSM49BUrmd0GE6pndzE6BCIdF1MbeABd6PDcErPy62NDoFIJxd61ugQnJPkDtmbNwwpbUw4ZNJzcgujQ3BKbJhQXtPH1NHoEJzSi6bnjQ6BSOcteaKz3MroMJxOGakEWrH3COUhsndLwORndBhORy7UDpLMpC2ljQmHTKoqV0ADiQPKOVLC4xRs8FHe0lluBS94GB2GU2ki10VlubzRYRAl0d/0f0aH4HReND3PZ7opT5FkV5j8XjA6DKdj8n/R6BAoH2DCIQuGmvsZHYJT6Sq3RTEpwOgwiJLwlDw4kKmDvWLqYXQIRMk0keuinFTS6DCchhlm9GdPJsqDTAGDjA7BqUgu5SB784YhpY8JhyzoKLdEWamE0WE4BQkSRpkHGh0GUYpeMfMLsqMUQwA6yXzOk/IeSZLYy8GB2stNeBOB8iTZrQpkLz4a7SimIq+xJxNlCBMOWSBLMt409c3SuuKiFdY2YbDWOgdrnXMQD7WE5ZqAtfEF2F64kuJ6tkHXEF/lLKxPnYf1qfMQF6wAAGV6OKy1z8HW/6peVv0xAupPEVmKL7e1k5sgRH7C6DCIUlRPrsFBDh2kv+l5WCSL0WEQpWiI6QUUho/RYTiF10x9jA6BKFWmwBFGh+AcTP4wFe5vdBSUTzDhkEX9Tf8HXxTK9Hq2Qddgfr8oXA5XgGVzGcA1ITOoLYiAVDrtxrj5yyC47CsPl33lIZVzSVhvcRQsB8sDZkA7FgcRo0FbdR9yH99Mx2aE0WZ2b6O87SPzW5CQ9Qx+lpOM/a7AWu9cQkLxresQmgAAKKNvwlrnHJR3b+pllQm3of3xMMsx5jQfeOMtPopGeZiP5I1R5peztQ3WdaC5XB/NTJzhh/Iuk3cryF5NjQ4j3zMHjoZk8jY6DMonmHDIIk/JAyPNL2VqHe1kHGCRIDfyBABIhc2QzBLEPQXq8vswDczC6LmuEqAAEADMgDr9Lkxv+EOS834Xp8ZSHdSXaxodBlGaasiV0SUbs6hkNclonlkcLvsrJCQUw1Voa6MhIlVoh2PhcrACtIOxEFEqxHUbxH/xkJt6ZjnGnDbC/CL8JV+jwyBK06umXiiBYllen3UdmGAeanQIROkyB31sdAj5m6UkTAFDjI6C8hEmHLLhLVO/TA00Jc5ZIXnKsHW5BGuD81Cm3AEAKB/ehvndIoAp7SSB+u5NWOudg/L+LQg14Q6IaZAfbI0uAIVMkPzNEP/GQW7llfWDyiUyZHxmGWl0GEQZ8oH5DZhgyvR62UkySoX+tz8VgFUAEgATADnhjinkhN+Vz+7ANLZopmPLLSVQLMuPoBHlJjfJFWPNr2ZpXdZ1oJvcDnXl6kaHQZQu2bMuZB+O25JV5mLvQ5JdjQ6D8hEmHLLBVXLBFPPojK+gCGh/xcD8dXFYdpaFtu0BlK/CgQgVcpO071iYJxSF5UgFWHaVgwizQvv2HgDA1NcPLvvKw/J1UEJj5L0iUOfdg+2FK1D/VyYvGmjqijpsmFA+8YRcFi+ZumR6vewmGW0vXIG19BnAU4b8rDckbxPkll6w1T8PuaUXxGUbYALkynn3g/9zyxh4SJyjm/KHfqbOqCyVy/R6Bb2ue8CdNxEoXzEX/xjgZ1OmSe5PwlSY47RQ5jDhkE3Pmpqjs5yxKWGk4hZIT7pBKmmB5CpDbuMNxGvQ9sQgvtJZ2PpdhbY5GrbXrydfN8gCSZIgucmQe/tC+ycuyeva2XjAJiCVdYG6LhqWJSWhro3WnyHNS4JQhN0uKd/5xDwi892ts5FkBADLkpJwCXsCEAJiR8Jz2+bRReCyvwLMo4tA/ewOzO8WhfLJ7YQk42/3s3JoOaaV/DT+z8SpRSn/MEkmzLZ8BDmzzaMCXtfHml9FCSnrj6MQ5TbZtTzMQR8ZHUb+IrnAUupbSBK/PlLm8IxxgKmWsRkaQFKq4w7cUSEiVAhNQOx5CCnUHa4XKsH1zBOw/FQCcmtvWL4pnmxdccOW8K8moK2PhlQl6V0O9dM7ML9XJKE7Zsz/kgwPtYT/5zEzLePhJ3E0cMpfCklemGX5MFPrZCfJqG/DRYbcsRDUtdFJlms7HkCq5gpxX4W4YoN5cQmoM+9m5dByRAD8MNcy0egwiDKtgVwLw0yZG329INf1FnJ9jDC9aHQYRJlmKvIGJM+njQ4j3zAXGwvZvZrRYVA+xISDAwRJRTDXMiHdkewlswTTR0VheyYMtrrnIZV3hal96iO82l69Bu2f2ITfX7wGa91zsNU9D6gCptcL6+W0Px9CKueS0ODxM0EOdYO19jnItdwg+WX+ufOc1FvuiA6mZkaHQZQlrU2N8KqpV4bLZzXJKGwC4lLC1LdCFdA2REOu5PLodSGgzrwL09CAhARj4nPfkapDjjO7JEj4wfIZgqVAo0MhypLx5jcRKlXOcPmCWteLojB+sEyCJOX9gaqJHidJMiyl5vHRigyQ3GvDVPRto8OgfEoSQuS9W+D51HjbdExW5xkdRp5VU6qC7S4/8XluytfihRWNrD1xTJzNUHl1UzTUsbcAAcgtvWCe8qjbsbbrIdTZ92BZkjD4rO3VazC9XBhSFVfY2l1M6KUkAKmxJ8xfFINkTmjUqz9HAjYBU38/CCGg9L4KcToecl9fmIcHOPqQM+1t00B8bBludBhE2fKfdhENrN3xADEZKl/Q6roECb9ZZqO1qZGhcRBll3pvMWyXBxodRt5lKgyXJ3ZDdi1vdCSUTzHh4ECa0PC87XVs1HYbHUqeE4Qi2O26hM94klM4r11GM2sf3EHeHZjVKA2kWtjiMh9myWx0KETZtlzdgH620RBgU+lxw0z9MckyyugwiBzCdv09qLe/MjqMPMgMS/m1MHk3NzoQysf4SIUDyZKMHy1TUEEqbXQoeYo73LDcZTqTDeQ0ysulsNplFjzB3jr2SqAYFrp8zmQDOY1upnaZm42qgHhWbo6PzezFRM7DHPQx5EJtjQ4jzzEHf85kA2UbEw4O5iN5Y7llOvzha3QoecY8y0ROgUlOp7YcgqWWr2EBv1wDCb2YNrp8z8QiOZ03zX0x2jTI6DDyjOZyfSy2fMnEIjkVSZJhKf0TJDe2VxOZAobAXORVo8MgJ8CEQw6oIpfHZpf5KIrC6Rd2YhIkfGEeg26mdkaHQpQjnjE1xFzLxHQHjHV2RVAYG1y+QwWZvbvIOU2wDMVAUzejwzBcfSkUKyzT4Sq5pF+YKJ+RTIXgUuF3SK4ZHzDWWZkK94M5eKrRYZCT4BgOOeiMdgHtrC/jOm4bHUquM8GEOZYJ6GvqZHQoRDlutvIzRiqToEEzOpRcVxg+2OTyA6rLlYwOhShHaUJDX9sorNQ2GR2KIUKlytjk8gN8pfSnASfKz4TtJqzn20PEnTQ6FEOYCveDueQcSBLvS5Nj8EzKQZXkctjisgAlULC6GLvCBUstU5lsoALjVXMvLLVMhUcBG9OhKApjrctcJhuoQJAlGQstn+MtUz+jQ8l1DaXaWO/yLZMNVCBIlmJwqbAZkvuTRoeS60wBr8Jcci6TDeRQ7OGQCy5q1/C87XWcFOeMDiXHecMTyy0z0MxUz+hQiHLdQe0YuljfwC3cNTqUHFdbqoZfXKZxzAYqkL5VlmG48ikUKEaHkuNeMnXFNPNYWCSL0aEQ5SqhxcJ2+RVokcuNDiUXmGEu8SXMAYONDoScEBMOuSRGxGKo8gkWqquNDiXHVJHK4yfLFN7tpALtonYN/2d7DafEeaNDyTG95Y74xjIebpKr0aEQGWa7uhe9bCMQiftGh5IjzDDjc/NovGruZXQoRIZSbk6CcvMjwFmnxzX5w1JmMUzezYyOhJwUEw65bKH6G4baPkYMYo0OxaFeMfXAZPMouEtuRodCZLgoEY23lclOl2A0w4xJ5pF4w9zX6FCI8oSzWhj62UbjiDhldCgO5Q9fLLJ8ieamp4wOhShPUKPWw3ZlCKDcMToUh5I86sJS+kfIruWMDoWcGBMOBjilnUcv2winuAMaAD/MsUzAsybO0Uv0uE3qbrxm+xDXcMvoULKtilQecywT8JQcanQoRHmKIhR8pc7Hp8ocxCHe6HCyrbPcCtMs4xAoBRgdClGeIpQ7sF0dBi1ypdGhZJ/kCnOx92EqOhySZDI6GnJyTDgYJF5Y8ZU6H1OUbxGLOKPDyZLn5BaYbnkfQVIRo0MhyrOiRDRGK1Pwo7rK6FCyxA2ueNs8EKNNg+DCZ7iJUnVWC8MQ23j8JQ4ZHUqWBCMQUyyj0cXUxuhQiPI0NXIlbFeH5dveDpJHXVhKzYPsVsXoUKiAYMIhF+zcuRMzZ87EihUrkr12SVzHONtXWKFtgsgnz4bVkCphinkMB4YkyoSt6l8Yp0zNV12vO8otMNk8GmXlEkaHQpQvCCHwrfoLJiqzcAf3jA4nQyww4w1TH4w1vwYvycPocIjyBaFGQbn1BdTwbwAtxuhwMkRyKQ1zsQ8g+73AWSgoV/FsM1hpqTgWunyBP12WoLlc3+hw0vSEVBY/WaZgr8tyJhuI0rBz50507do1ybJWpqfxt8syLLZ8iSpSeYMiS58MGc/JLbDN5Scsc5nOZANRGh6v65Ik4RVzT5x23YiJ5mHwh69xwaXDG54YauqPU64b8ZnlbSYbiDJBMvnAUnwiXKucgMl/EACz0SGlzlwE5uAv4VL5GEyFezPZQLmOZ1wOmDx5MkJCQlC9enUsXrw4yWs7duxAgwYNcOdO0m5YteUQbHD5Dv+4rMJgU094wzM3Q06VBAkt5QZYZPkCh11Wo7upPWReqIiyRJIkdDG1wSGX1VhhmYH6Uk2jQ9K5ww2DTN1x1GUNlrtMR0O54M0/TuQonpIHRplfxn+uWzDV/B7KSHkncVcUhfGR+S3857oFky2jOLUtUTZIliBYSs6Aa9UTMBUZDph8jQ5JJ7k+AXOJaXCtchrmIq9Dkl2MDokKKH5zdLADBw5g2bJlOHjwIP744w988MEHuH79OgBg27ZteO+997B27VoUKZLyuAfV5IqYZhmHMNcdmGF+H9WlJ3IzfF0pFMdY06s47boJ612+RVdTW5g4qAxRijKbZJQkCc+ammOn6yL867IWY02voqJUJpejTlBLqqp/+Zhh+QAVZWPiIMoPMlvXPSR3vGruhRMu67HOMg8vmboiAH65HTZc4YL2clN8a/kEZ123YIz5FfhKhXI9DiJnJbmUhiX4M7hWuwBLqW8heTaCIV+zZC/Ivt1hKb8RLpWPwhwwGJIpb9zEpIKLYzg42Ndff42YmBi89957AIBXXnkFHTp0wNtvvw1PT09s27YN/v7+mdrmWS0MW7W/sE37G7u0A4jGQ4fHbYYZtaQqaCzXQSu5IZrJ9diTgSgDDhw4gCFDhmDPnj2IiYlB3bp1MXHiRPz666949dVXMW7cOKxduxYBAemP+H5EO4Vl6u9Yr+3EWXExR8Z1cYEFTeS6eE5ugQ6mZry7SZRBjqrrilCwU9uPldomrFN35NhYD97wRFu5MTqaWqKt3ATeEr90EOUmoYRDu78BatR6aNFbAe1BzuzIUgImnw6QC3WA7NUUkuyaM/shyqI8/MCRcwkODkZUVBROnDiBJk2aZGrdJ+SyeEIui9fQGzZhwz7xL/7Q9uOMFoYL4jLOi8uIwP0Mb88VLighFUNJKQh1pBA0leuhgVyLz28SZcGePXvQpUsXuLm5wc3NDS1btoSnpyeOHj2KkSNHZirJWFOugppyFXyKkYgS0TioHcdBcQz/aMfxj3Yi09NresAdVaXyqCpXQDWpIqpJFVFProFCkldWDpWoQHNUXTdLZrQyPY1Wpqcx2/IRLmrXcFicxCHtBA6LkzisncRdRGYqNh94o7pUCTXkJ1BDqowaciWESE9wZhkiA0nmAJgK94WpcF8IzQoRdwxazCGI2MPQYg5DxJ0GRGzmNmoqDNm9OiT3JyF71ILk8SRk1wo5cwBEDsKEg4M1atQIQ4YMwciRIxETE4Pt27ejefPmCAgIwMKFC9G+fXv89NNPqFWrVpa2b5EsaCTVRiO5dpLl90QULojLuCZuIRbxiBPxUKBChgQZMnwlb5SUglBCKoai8IckSY44XCJKRXaSjADgI3mjpakBWqKBvswmbAhHJMLFPdwREQjHPdwTUTBBhgUWuEmu8IU3fKVCKAp/lJGC2VOJKIdlt66XkYNRBsH4P9Mz+rIIEYV7IgoRiEKEuI97iEKkuA8JgBvc4C65wheFECD5oajkj2Ap0IFHRESOJskukDxqQ/ZI2n4XSiSEchPCdgNQbkFocYCwAZIMwAzJ5A3JXAywFINkCYIkuxtzAETZwISDg9WpUwfdunVD7dq1IUkSPvroIwQFBQEASpYsiRUrVqBLly749ddf8cQTjhufobDkg8JSddRBdYdtk4jSl9NJRnsWyYIgFEGQlPIYMESUc3KzrvtJPvCTfBwQNRHlZZLZF5LZF3CrbHQoRDmGYzgQEWXT5MmTsXDhQkiShHfeeQfBwcGYOXMmVqxYgTNnzuRIkpGIch/rOhERUeYw4UBEREREREREDseHe4mIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHY8KBiIiIiIiIiByOCQciIiIiIiIicjgmHIiIiIiIiIjI4ZhwICIiIiIiIiKHy5cJhwEDBkCSJEiShJ07dxodTqoWLFigx/nhhx/m2n4//PBDfb8LFixIt7zR72dm43XWGPIyo88RSp9R15u8Li+8L3khBso5vD6Ss8jL53JiXGXKlMmxfeTl439cfoqVyGx0ACm5ePGi/qWvZs2a6Ny5c4bWW716NY4cOQIgoSLm5EWJyJmwzqUsq+9LfrRz50690dK5c2fUrFkz1/bt7OcRERFRZjhj+yMx4e7r64thw4YZGgvlrjybcPjoo48AAP37909WycaOHYuXX34ZAFC9enV9+erVq/Hjjz8CAJo1a8ZGK1EGsc6lLL33JS9p3749du/eDQAoVapUptffuXOnfqxlypTJ9YSDM59H5NxSuz4S5Td5+VxO/Hxzc3PLsX3kpePParssL0s8ntKlSzPhUMDkyYRDeipWrIiKFSsaHQZRgcE65xgPHz6Ep6dnjmy7aNGiKFq0aI5sm4hSx+sjOYu8fC43atQox/eRl4//cfkpVqI8N4ZDs2bN0Lx5c/3/P/74o/6M0oABAwAkf27p4sWLkCRJv0MGAM2bN0/2bNOkSZPQrFkzlChRAu7u7vDw8EDVqlUxbtw4xMTEJImjTJky+vo3b95E37594efnB29vb/To0QP37t3L9LEtW7YM1atXh5ubG6pWrYqff/45yeupPY+V1vO/y5YtQ7Vq1eDm5oaQkBAsW7YszRhmzpyJ8uXLw93dHfXq1cP27duTlYmOjoanp6f+rJwQQn9NVVUUKVIEkiTB398fNpstzf2pqopZs2ahQYMG8PHxgbu7OypWrIjBgwenus6sWbNQsWJFuLq6IjQ0NMUYw8LCMGjQIJQuXRqurq4oWrQoevTogVOnTjkkBgCw2Wxo166d/t6/8sorSd4LZ+FMdU7TNHzyyScICQmBu7s73NzcUKpUKXTo0AHff/99krKxsbH49NNP8eSTT8LLywuenp6oVq0aPvjggwy/L6mxP5bLly+jS5cu8PHxQUhIiF7mzp07GDFihH6u+/n5oUOHDti7d2+y7c2dOxd16tSBl5cXXF1dERwcjFatWmHKlCl6mdSuExcvXkSvXr1QvHhxWCwW+Pr6omrVqnjxxRfx77//Akh4NjbxzgMAvPjii8nGNPn+++/Rpk0blCpVCp6ennBzc0PFihXx5ptvIjw8PEm8zZo109f/999/8eabb6Jo0aJwd3dHu3btcOnSJT22jJxHaVmyZAmaN28OPz8/uLq6okyZMujbty+ioqJSLL98+XLUqFEDrq6ueOKJJ1K8Zmbmb5OVGBK9/PLL+rF26NABVqs13eOlvCe1z+6dO3eiVatWKFy4MCwWC4oUKYJ69eph6NCh6Z4bAHDp0iV07twZXl5eKFq0KIYOHYqTJ0/q+2rWrJle9vjx4+jduzeqVq2q769o0aLo0KEDdu3alWS7j18rFi1apLcjUmqbUMGRE+fy4+fbN998gzJlysDT0xPt27fHlStXEBcXh6FDhyIgICDVz/yUxnDI6Gd+bGwsRo0apV/TPT09UbZsWTz//PNYtWpVusdvv+///vsPHTt2hJeXFwoXLowhQ4YgLi4uSax3795F//794ePjA19fX/Tr1w/h4eEZHociK+2ylGL9999/0aRJE3h4eKBy5cpYsWIFAGDFihWoVq1amu1sR7ZREsdJS3Tp0qVk78W1a9fw0ksvITQ0FAEBAbBYLChcuDBatGiB1atXJ9nfzp07k7wfy5cvR5UqVeDh4YHGjRvj2LFj0DQNEyZMQHBwMDw8PJK0PRLZt9Vu3bqF3r17w9fXFz4+Pujduzdu376d5t+JMkHkMU2bNhUAUvzp37+/EEKI/v3768t27NghwsLCUl0nsYwQQlSqVCnVMs2bN08SR+nSpfXXypUrl6x879690z2W+fPn6+WrV6+e4n5//vlnvfzjx5XSdsaPH68vX7ZsmZAkKdk2a9Soof8+f/58vfznn3+erKzFYhFVqlRJtl/7WHbv3q1vY9euXfryV155Jc3jt1qtok2bNqm+54nGjx+vL7OPJfHH29tb3Lt3Ty//zz//CF9f3xS36eXlJfbt25etGObPny80TRO9e/fWl/Xt21eoqpru3zw/cqY6N2HChFT317BhQ71cVFSUqFmzZorlSpcuneH3JTWpHUviti9duiRKlCiR4rYtFov47bff9G399NNPqcYRHBysl0vpOmGz2cQTTzyR6vrffvutEEKk+bdMvIakVY+qVKkiYmNjUzynUvpbJv4tMnoepeall15Kdd2wsLBk70vlypWTlZNlWZw+fVrfZmb+NlmJIfFv8+677+rLWrZsmeT9o/wlpc/u06dPC3d391TPjf/++y/NbUZERCS5jiT+hIaG6r83bdpUL79kyZJU9yXLsti+fbte1v58TO0abd82oYIjJ85l+/OtfPnyydavUaOG6Ny5c7Llj3/mP/45KkTGP/PTuk7b7ye1dnjiskKFCgl/f/9k2xg7dqxe1mq1ijp16qRZd+2PISVZaZc9Hquvr2+yWCVJEuPGjUu2zcfb2Y5uo9i3sR//SXwv/v7771TLABA//vijvs8dO3boy8uWLZvsu1CxYsXEoEGD0jwnhEjaVkvpWlijRg0RFxeX5t+KMibP9XCYMWMGpk+frv+/Xbt22L17N3bv3o2xY8emuE5QUBB2796Ndu3a6cumT5+ur1erVi0AwJAhQ7Bw4UL8/vvv2LlzJ9asWYP27dsDAHbs2IG//vorxe3HxsZi0aJFmDVrFlxcXAAAS5cuzdAdikTHjh3D0KFDsX79evTp00dfPmLEiHR7CaREVVUMHz5cv+Pes2dPrF+/HsOHD9fvWtqLiIjQ79wCwJtvvon169en2itg4MCB+u+LFy/Wf1+zZo3++wsvvJBmjNOnT8emTZsAAB4eHpg4cSI2btyIb7/9FnXr1k1xnVOnTmHMmDFYs2YNQkNDAST0uEi84yKEQP/+/REZGQkAGDlyJDZv3ozJkyfDZDLhwYMHePHFF/X3JSsxAAl/l8Tj7tatG+bPnw9ZznPVxSGcqc799ttvABIGJFq0aBG2bt2Kn376CUOGDEFQUJBebuzYsfoghYULF8bUqVOxceNGzJgxA5UrV87y+5KSW7du4auvvsLmzZvx3nvvAQBee+01XL16FQDQr18/bNy4EbNnz4aXlxdsNhteeuklPHz4MMkxmc1mzJkzB9u2bcPixYsxcuRIlC1bNs19nz59GmfPngUAtGrVChs3bsS6deswY8YMtGvXDq6urgASno198cUX9fXee+89/VgT/149evTADz/8gPXr12Pnzp1Yv349+vXrByCh3v76668pxnDnzh3MmTMHixYtgq+vLwBgz549OHHiRIbPo5SsXLkSP/zwAwDAZDLh7bffxu+//46ffvoJzzzzTJK7Kfbvx8CBA7Fu3Tq0bNkSQMIdsu+++04vk5m/TVZiAIBp06bhs88+AwA0btwYa9asydHnkin3bdmyBbGxsQCAoUOHYtu2bVixYgU+/vhj1KlTJ9VzI9GUKVP0u3GlSpXC0qVLMX/+fP3cfFylSpXw5ZdfYvXq1di+fTu2bduG2bNnw9XVFZqm6efb486cOePQtgk5n+yey/bOnz+P0aNH47fffkNwcDAA4N9//8W6devwxRdf4Oeff4a7uzsAx37mJ5YrXbo0VqxYgc2bN+P7779Hv3794Ofnl+H479+/jyJFimDlypWYOHGivnzu3Ln67/Pnz8fBgwcBAH5+fvjuu++wbNmyTH1ncET7IzIyEhUrVsSaNWvQs2dPAAlt6I8//hidOnXCunXr9MdU7NvZgOPbKC+99JI+BgcAFCtWTD+exF4XxYoVw6RJk7By5Ups3boVO3bswI8//ogiRYoAAD7++OMUjzMsLAwDBgzA+vXr9bEsbt68iW+//RbvvvsuVq1ahcDAQACP2h4psdls+OWXX7BgwQIEBAQASDg3582bl6H3m9JhbL4jZfaZq5TuJKaW1UtteaLjx4+Lnj17ihIlSgiLxZIskzVt2jS9rH3Wa9WqVfrytm3b6suPHDmS5nHYZ3Xts2qKoohSpUrpr+3atSvN+FO6O7Zv3z59WfHixYXNZtPLN2zYUH8t8e7kL7/8oi+rW7duqrHY7zfxzqi/v7+wWq1CiEd3rIsXL57uHX/7bO7cuXNTLWef+ezUqZO+fOnSpfryYcOGCSGEOHz4sL6sZs2aYvfu3fpPgwYN9NcOHjyY5RjsM9MdO3bUj92ZOUudq1+/vp5V//vvv8XDhw+TlVFVVRQuXFjf5qZNm7L8vqTG/ljmzZuX5LW7d+/q2fhixYolOYf/7//+T19vxYoVQgghevbsKQAIDw8PsXXrVhEVFZXiPlO6Tpw+fVpf1rdvX3H+/PlU6+3jvXwed/nyZTFo0CBRtmxZ4erqmuxvOXz4cL2s/d2ZqVOn6suHDBmiL1+9erW+PL3zKCWdOnXS13n33XdTLWf/voSGhurL9+7dqy/v3LmzECLzf5usxPDkk0/q+3jqqafE/fv3M3S8lHeldP7OmTNHX/b111+LGzduZGqb9r391q5dqy+33659DwdFUcTXX38t6tatK7y9vZPd8fPz89PLZrZtQgVHTpzL9ufb008/rS9//fXXk3w+JerQoUOKn/mJy+x7B2TkM18IIYoVK6Z/Bhw+fDjVu9bp9RoAIA4fPqwvt+81FxkZKYQQol27dvqyGTNm6GU3btyY4jGkJqvtMvtYz549K4QQ4sCBA/oyDw8P/XNn+fLlydrZOdVGsY8tteNfsGCBaNy4sfD19U2xB3fitu3fm5IlS+rtGvue3I0bN9a3a3+u2bc97NtqW7Zs0Zd/++23+vIWLVqkejyUcc55yzYFly5dwtNPP42lS5fi6tWrKWbuE++aP65p06b67/7+/umWT8lTTz2l/24ymVC7dm39/xcuXMjwdlJap2bNmjCbH43/Wa9evTTL29/ZfzwWey+99BKAhGfRNm7ciP/++w9nzpwBkHC3M707/ol3VgHg2WefTbNsovTea/ttHjlyBI0bN9Z//v77b/21xF4bWYkhMTNdpkwZLF++HBaLJUPrUVJG1LnEnjnXrl1DgwYN4OXlhQoVKmDw4MH6uRAeHq4/G+rq6opWrVpl5rAy7bnnnkvy/3Pnzuk9cG7evJnkHLZ/ljTxHE4cTyEmJgatWrWCj48PSpYsiT59+ujnamoqVqyIxo0bAwAWLlyI8uXLw8vLCw0aNMDnn3+O+Pj4DB1DdHQ0nn76aXz77bcICwtLcb2cvH6mJCeuL5n922QlhkOHDkEIAW9vb6xfvx7e3t4ZWo/yl06dOunn2LBhwxAUFITChQujXbt2WL58ebrr239m27cfGjRokGL5ESNGYNiwYThw4ACio6OTjTeUWn1zdNuEnE92z2V79u3TwoUL67/XqVNH/z3x7jLgmM98+3JHjx5FrVq14OnpiapVq2LEiBG4ceNGhuMvVKhQkhmcUvocyWzdzSm+vr76oJL273WlSpX0z52U3uvcbKPYmzp1KgYMGIDdu3cjMjIyxTHTUjofateurX8fyc45Zf+3sj9PeR10jAKTcPjxxx9x//59AAmVfvXq1di9ezdGjx6tl9E0LcV17btb2X+xT6kyZFRKXdDsl6mqqv/++IBsWdl2Vsr3799fP95Fixbp3aYAoFevXpnaR0Y56r1O7OqVFSaTCUDCgHbTpk3L8nYKOiPq3Msvv4wNGzagb9++CAkJgYuLC86fP4958+ahadOmyT5oEgcLykmJXfkyK/Ecbt26Nfbs2YNBgwahVq1a8PDwwNWrV7F48WI0bdo0zQ9DWZbx+++/48svv0Tbtm1RqlQpxMbGYu/evRg9ejSGDh2aoVhWrVqld6+sXLkyfvnlF+zevRtTp07Vy+Tm9TOr8tL1JTo6OsljbuRcihUrhn/++QdjxoxBo0aN4O/vj4iICGzcuBHdu3fH0qVLM7yt9K5RVqtV7/ZrNpsxadIk7NixA7t379Yb2hk9x3P6ekj5jyPPZR8fH/13+5tWhQoVSrG8oz7zJ06ciCVLlqBbt26oVKkSJEnCqVOnMHXqVLRu3RqKomQo/scfv0jvc8TI+uTo9/pxjmij2JsxY4b+++jRo7Ft2zbs3r07yZSfKbUzcuI4eR10vDyZcLA/YVJrxGZ2vWvXrum/v/fee+jUqRMaNWqUqWeqsmP//v3676qqJsn6lStXDkDSSnPz5k39940bNybbXuI6QMKdfvsExb59+9Isb7/vx2OxV6xYMf357bVr12LJkiUAgAoVKiTJHKbmiSee0H9fv359uuUzwn6bTZs2hRAi2c/Dhw/1GSiyEsN7772nN9LGjBmjH7czc5Y6J4RA27Zt8dNPP+HYsWN48OCBPtfzzZs38ddffyEgIEBvNMTFxWHr1q2pbi+r74u9xz+4KlSooC8rX748FEVJdg5brVZMmDBBP6YGDRpg3rx5OHToEKKjo/Hll18CAGJiYlK8PiQSQsDLywsjRozAhg0bcOnSJdy+fVt/rtJ+3IWM/i1ff/11dO/eHY0aNUo2MndWZeV9zonrS2b/NlmJ4dVXX0WFChUAJMzIM2nSJIfETnmLEAKlS5fGpEmTsHv3boSHh+PAgQP666mNeZKofPny+u/269n35Et09+5dvS6GhoZizJgxaNasGcqVK5fu7D4ZaZtQwZbdczmnY0vvMz9Rz549sWzZMpw+fRrR0dHo2rUrgIQZXux7Q2RXZupuWhzR/siKnGyjJG43peNJbGf4+/tj8uTJaNGiBWrVqpWk/ZGT7K+F9t+jeB10DHP6RXKffQbxzz//xIYNG+Dt7Y0nnngizXnm7ddbtGgRTCYTTCYTGjVqhNKlS+uvTZ8+HS4uLti3b1+yqfJyyp9//okRI0bgmWeewdKlS3H58mUACXc/69evDwB6IxQAxo0bh8jISPz111/Ytm1bsu3Vrl0bwcHBuHbtGq5fv45+/fqhT58+2LZtG/bs2ZOs/DPPPAM3NzfExcVh//79GDZsGNq0aZMklpQMHDgQa9asQWxsLA4dOgQg/cEiE/Xp0wdHjx4FAAwfPhy3b99G3bp1ce3aNcybNy/TF18goTEVEhKC48eP448//kC/fv3QrVs3WCwWXLx4Efv378eqVasQERGR5RjKlSuH1atXo2XLloiPj8eAAQNQrFixJFMUORtnqXNdu3aFt7c3GjdujBIlSkBRlCQN6Pj4eMiyjF69euGbb74BkNBb5/3330flypVx4cIFrFmzBr///nuy48vM+5KWxK6ov//+O86fP4+OHTti4MCB8Pb2xqVLl3D48GH8+uuv+Pvvv1GmTBm89dZbuHHjBp555hmULFkSZrM5yeBLaT0Wce3aNbRq1Qrdu3dH1apVERgYiLCwMNy5cyfZuvbHunLlSpQtWxYWiwV169ZN8rf84YcfUK5cOZw7dy7VQZwyK63zKDV9+vTRe11NmTIFiqKgefPmuHv3LhYtWoQ5c+YkiTsjMvu3yUoM/v7+WL9+PerXr4+IiAi89957KFGiRJIB+yj/W7JkCebMmYPOnTujbNmy8PHxSTL1XHqPM3Xu3BknT54EALzxxhuYNGkSYmJiUhwwLjAwUP98P3bsGObNm4fAwEBMnDgx3S8qGWmbUMGW3XM5J2XkMx8AGjZsiFq1aqFevXoIDg5GdHS0Xr/syzlC586d9TbEBx98AHd3d3h6emLMmDGZ2k5OtD8yIifbKH5+frh37x6uX7+OxYsXo3Tp0ggMDETFihVRunRp/Pfff7h79y4mTZqEGjVqYNq0aRmaEt0RBg8ejM8++wxxcXFJrrOdOnXKlf07vZwbHiLrbDabPsCL/U/iQGapDZSydu3aZOskHuKlS5eEh4dHstfsB1i0n3LSfiARe5kZ3Mx+oJwKFSqkGNvChQv18uHh4cLLyytZGfvBo+xjTG0aLPt92Q/+NmnSpGRlZVlOMm3d48eU0t/i5MmT6f4NhUiYGqhVq1Ypxmj/vqY2WF1qA+akNS3m49vOTgyLFi3Sl/n4+Ih///03Q8edHzlLnWvZsmWqf+vAwEB9UKfIyMgk08fa/9gPZpTe+5Ka1I4lUVpTTiX+JE6pOHDgwFTLuLu7i/PnzwshUh408sqVK2nuY/DgwXpM//77b4qDNIWFhYn79++LoKCgNP+W9nXUftDIxOMQIvW6ntZ5lBb7cyO19y+1aYXtp+S0H3wvM3+b7MSwY8cOfSBVi8WSZMAqyl9SukYtXLgwzXNoyZIlaW4ztWkx7a9b9uet/aBoiT8VK1YURYsWTVafMjJlt33bhAqOnDiXU7sGp/Z5kN5giPaf0Rn9zE9pOs7En6pVqwpFUTK9byFS/qxLbVpM+7qbkUEjs9ouS2kfqX3epdbOzok2ihBCdOnSJVmZxP3aD/iY+BMQEJBkusrEfaYWd2bPNftrbEptwpCQEE5Z7SB58pEKs9mMNWvWoFGjRpkaUOvZZ5/FF198gfLlyyd5rgpImFZq8+bNqFevHtzd3VG+fHnMmjULL7/8sqPDT1Hv3r0xf/58VK5cGS4uLqhUqRIWLlyY5K6Wv78/Vq9ejRo1asDFxQXly5fHN998k+SZd3s9e/bEkiVLUKVKFX2bP/zwA3r37p1i+TFjxmDatGkoU6YMXF1dUbNmTfz222/6oHIpMZvN6N+/v/7/0NBQVKlSJUPHbLFYsGHDBkyfPh316tWDl5cX3NzcUKFCBQwaNChD20jJk08+iSNHjmDIkCEoV64cXFxc4Ovri5CQEAwZMiRJj5DsxNC7d2/9GeuoqCi0a9cOV65cyXLceZmz1LnXXnsNPXr00AdHNJvNCA4ORu/evfHnn3/qjy35+Pjg77//xsSJExEaGgp3d3d4eHigSpUq+lSPQNbfl/SUKlUKhw8fxqhRo1C5cmW4ubnB29sblStXRr9+/bBmzRqULFkSQMJ52L9/f1SqVAk+Pj4wmUwoWrQoOnfujN27d6fZ3a9w4cIYP348mjZtiqCgIFgsFri7u6NGjRr4+OOPkzwzWb16dfz000+oUqWKPl1mIm9vb2zZsgUtWrSAl5cXgoODMWHCBL1LZXaldR6lZcGCBVi4cCGaNm0KHx8fuLi4oFSpUujdu3empjqzl5m/TXZiaNasmT6Vms1mQ5cuXfTeWJT/NWjQAEOHDsWTTz6JgIAAmEwm+Pj4oHHjxvjll1/0aepS4+vriz/++AMdO3aEh4cH/P398dprr2H27Nl6GQ8PD/33L774Qh/Qz8vLCx07dsS2bdv0KQZT8/zzz+OXX35BtWrVUm2bUMGW3XM5J2X0M//dd99Fp06dULp0aXh4eMBisaBMmTIYMmQItm/fro+t4wgWiwUbN25E3759UahQIRQqVAgvvPACVq5cqZexr7upyan2R0bkVBtl5syZ6N69uz7Vpb3hw4fj448/1v9GzZo1w/bt21GsWLFcOeZt27ahb9++8PHxgbe3N3r27ImtW7dyymoHkYQwYOQuyld27dqlj+4+efLkVBMgRERE5BhCiGRjwMyZMwevvvoqAOCtt97K0sDGCxYswIsvvggAGD9+PD788MNsx0pEj6RUdzdu3Ih27doBADp27JhkIHYyRpkyZXDp0iUAMGQg64IkT47hQHlDbGws7t+/r99RMZlMOTY7BRERET3SoUMHdO3aFU899RTc3d3x559/Yty4cfrrPXr0MDA6IkpN//79UbduXTRu3Bh+fn44dOgQhg8frr/OuksFDRMOlKp27drhjz/+0P//0ksvoUSJEgZGREREVDCcPHkSAwcOTPG1UaNG4emnn87liIgoIy5fvoyFCxem+FqPHj0yPPg6kbNgwoHSFRAQgC5duuCrr74yOhQiIqIC4eWXX8Zvv/2G8+fPIzo6Gn5+fqhTpw6GDBmCjh07Gh0eEaXihRdegKIoOHPmDCIjI+Ht7Y3Q0FAMGDAA/fr1S/a4BZGz4xgORERERERERORweXKWCiIiIiIiIiLK35hwICIiIiIiIiKH4xgOTkao0RDKHUBYAaECkgxIFkgmH8AUwOfGiJyAEAJQ70KokYCwAUIDJFNCXTcXgWQqZHSIROQAqlBxC3fxQDyEAhUAYIIMN8kNxRAAV8nF4AiJyBHiRDxu4S7iRBxUaAAAM0zwkjwRCH+YJJPBERJlHRMO+ZDQ4iBij0GLPQwRcwha/DlAuQlhuwloD1JfUbIA5kBIliBILqUhu4dC8qgF2f1JSObCuXcARJQhQomAFnsIIuYwtNijENZLELYbgHIrIamYGtkTkrkYYCkG2bUCJPdakD1qQXKvAUl2z70DIKIMuSxu4LB2Aoe0kzguzuKquImb4g7uIALa/758pMQPhRAkFUWQVARVpPKoJVfFk1I1VJLKQpbYiZUoL1GFitPiAg6JkziincQpcR43xB3cEHcQifupridDRlEURjGpCEpIxRAiPYEn5aqoJVdFSSkoF4+AKGs4aGQ+IISAiD0ENWo9tPsbIWL/BaA4dB+SSxnI3q0gF+oA2bs5JNnNodsnovQJLR7agz+gRa2DFr0Fwhrm4D2YIbmHQC7UBqZCz0LyqMNeT0QGuCeisEH7A7+rf+APbT/CEeHQ7XvCHfXkUHSQm6KD3BxlZU5pTWSE89plrNd2Yr22Ewe0Y4hBrEO3XxSF0VSuh/amZmgrN4af5OPQ7RM5AhMOeZj2cB/Ue4ug3l8P2K7n3o5lT8jeLWHy7Q7ZpyMkmV02iXKKEDZoUeugRvwCLXpr2r2UHM0cBJNPO5j8+kD2ejr39ktUAEWIKCxR12Gluhl7xRGo/3tEIjdUlSqgo9wS/UydUU4umWv7JSqIzmuX8aO6Cmu0bTgtLuTafs0wo4FUE11NbdHT1AE+kneu7ZsoLUw45DFCi4F6bzHU8LkQcceNDgcwF4GpcH+YAwZDcmEjhchRhO06lPC5UO/OB5TbRocDya0KTAFDYPLrA8nkaXQ4RE7jkHYC3yiLsVLbhDjEGxqLBAkt5Pp4zdQb7eWm7OFE5CCa0LBW247Z6hL8oe2HgLFfr9zhhm6mtnjd1AehcmVDYyFiwiGPEFos1DszodyeCqj3jA4nBWbIfj1hCfoAkkspo4MhyreE9SqUmx9DjVicMOBjXmPyhbnIUJiKvMXEA1E27NOO4n3la+zSDhgdSooqSmXwvvk1dJPbMfFAlEWa0LBEW4ePlVkIE1eNDidFLeT6mGAeijpydaNDoQKKCQeDCaFAvbsAyq1Pc/exiaySXGEKeAXmwHcgmf2NjoYo3xDKPSi3PocaPhsQcUaHkz5zMZiLvQuT/0uQJIvR0RDlG6e18/hAmYY12najQ8mQWlJVTDAPxTOmhkaHQpSvbFD/wAfKNBwTZ40OJUOel1vjI/NbqCiXMToUKmCYcDCQ9mA3bFdeh4jPHxeqJORCMAd9AFPA67wzQpQGIQTUu/Og3BgPqJFGh5Npkkt5mEvOgMm7hdGhEOVpD0QMxipf4Tt1ea6Oz+AoreSnMdM8HmXkYKNDIcrTzmuX8aoyPs/2XkqLGWYMNvXARPMweEictYpyBxMOBhBaDJTr4xLudBr8jFd2SZ4NYSk1D7JreaNDIcpztPiLUK4MhvbgD6NDySYJJv9BMBf/FJLJy+hgiPKc7epeDLF9gMvIBz0V0+AFD3xqHoFBph68mUD0GCEEvlEX4QNlusNnm8ht5aSSmGuZiMZyHaNDoQKACYdcpj3YA9vlQRDW3Bu1NsfJHjAHfQxzkdeMjoQoz1DCv4Vy/d3cnXUih0kupWEuOQ8m76ZGh0KUJ8SIWIxRPsd36nLDB4lzpGbyU5hn+RilpCCjQyHKE8K0qxhkG4c/xUGjQ3EYCRJeNb2AT80j4Sa5Gh0OOTEmHHKRcmc2lGujAChGh5IjZN9usJSaB0lmFy0quIQWD9uVV6FF/Gx0KDnEBHPxz2Au+pbRgRAZ6rK4gW7WN3FUnDY6lBxRBIXxs8tXvANKBd52dS/62EbiHqKMDiVH1JaqYZnLdARLgUaHQk6KCYdcIIQNytVhUO9+b3QoOU5yfxIuZZdBcilhdChEuU7YbsAa1gMiZr/RoeQ4U+F+MJeYCUl2MToUoly3RzuEF6zDcBt5cVYpx7HAjKnmsXjZ3M3oUIgM8Y2yCGOUL6A46c3CREEogl9cpqGeXMPoUMgJMeGQw4QSAWtYd4iHu40OJfeYi8Gl3ArIHrwrQgWHFnME1rDn88dsMw4iedaHS9kVkMwBRodClGt+UlbjDeUjWJEHp7XNIa+aeuFL8zuQJdnoUIhyhSpUvKlMxA/qCqNDyTVucMVcy0T0MLU3OhRyMkw45CChhMN6vgNE7FGjQ8l9sjdcyq2G7MVptsj5aQ/3wXq+I6A5Z3fLtEhu1eBS/ndIFnbFJOc3S1mMkcokpxqvIaNekJ/Fd5ZPYJJMRodClKNswob+tjH4VdtsdCi5ToKEmebxGGjuanQo5ESYcMghQrkL67nWEHEnjA7FOLInXMqtYdKBnFpCsuFZQIs2OhTDSK6V4FJhCyRLUaNDIcox3yiLMFKZZHQYhuomt8OPlsns6UBOSxEKettG4jdtm9GhGEaChOnm9zHI3N3oUMhJ8BMjBwg1KqFnQ0FONgCA9hDWC52hPcx/8xQTZYQWc+R/PRsKbrIBAET8GVjPt4dQnPt5diq4vlOWF/hkAwAs1zbgFdv74L0qckaa0PCi7d0CnWwAAAGBt5SJWKj+ZnQo5CSYcHAwIVTYLvaGiD1idCh5gxYNa1hXCOsVoyMhcihhu54wZkMBfIwiJSLuOGwXX4AQzj2wFhU8W9Q9GKp8bHQYecYi7Td8os42Ogwih/tAmYbl2gajw8gTBARes43HH6rzD4JNOY8JBwdTrr8LLXqr0WHkLcotWMO6QWgxRkdC5BBCi4M1rEeBGiAyI7QHf0C5NtLoMIgc5j/tIvraRkGFanQoeconymysVrcYHQaRw/yi/o4vVOefTS4zbEh4vCRMu2p0KJTPMeHgQMrdH6HemW50GHmSiD0C2+VXjA6DyCFsV16FiOGjQilRw+dCCf/W6DCIsi1KRKOL7U1E4r7RoeQ5AgIDbe/hmHbG6FCIsu0f7TiG2D4wOow8KRwR6GZ7Ew8EbxpS1jHh4CBa7DEoV98yOow8TYtcAeU2EzKUvynhc6FFLDE6jDxNuTYCWswho8MgypZXbONwVoQZHUae9RCx6G4byi8ilK9FiWj0sA5DLOKMDiXPOi7+w2u2D40Og/IxJhwcQAgFtsuDABFvdCh5nnJjPLS4/4wOgyhLtPgLUK6/Z3QYeZ+wwXZ5EIRmNToSoixZoq4r8APHZUSYuIr3lC+NDoMoy0Ypk3EVN40OI89bpv3Ox6goy5hwcAD11mQOEplRIha2K4MghGZ0JESZIoSA7fJgQHtodCj5gog7AeUWB9qj/OemCMdI22dGh5FvfKsuww51n9FhEGXaRnUXflJXGx1GvvGWbSLCRYTRYVA+xIRDNmmxx6Dc4lRZmSEe7uVYF5TvqOGzIR7uNjqMfEW99SW0mH+MDoMoU96wfYR74OwzGSUgMNj2Ph+toHwlSkTjddtHRoeRr9zGPQy3fWJ0GJQPMeGQTbarwwBhMzqMfEe5ORHCxi5slD8IJRzKjfFGh5EPqbBdHW50EEQZtlHdhXXaDqPDyHcu4zqmKBwslvKPT5U5uIZbRoeR7yzXNmInp8qkTGLCIRvUqA0QD/cYHUb+pD2EcotdVil/UG5NBrRoo8PIl0TMfqiRq40OgyhdmtDwvvK10WHkWzPVRbgh7hgdBlG6LosbmKNy8Oesel+ZanQIlM8w4ZBFQmhQbrxvdBj5mnr3B2jx540OgyhNwnoJavg8o8PI15Qb4yGEanQYRGlaqq3HMXHW6DDyrRjE4lNlttFhEKVrovIN4sFBjbPqgDiGVRxAkjKBCYcs0iKWQsQdNzqM/E3YoNzg83OUt9luTOQMNNkk4s9AvfeT0WEQpcoqbJigfGN0GPnefPVXnNcuGx0GUapOaefxs7rW6DDyvfHKdKi8kUAZxIRDFim3Pzc6BKegRa6AFn/B6DCIUiSsl6FFsNulI6i3vuDsNJRnLdN+x0Vx1egw8j0FCr5S5xsdBlGqvlC+hwp+Uc6usyIMq7WtRodB+QQTDlmgRm+FiDtldBhOQoMazi6YlDcp4fMANkwcQljPQ7u/0egwiFI0S1lsdAhO42d1Le4JzvJBec8tEY7l2gajw3AaM5VFRodA+QQTDlnA57kdS723EEKLNToMoiSEZoV6d4HRYTgV9S6vnZT3HNCO4ZA4aXQYTiMWcVik/mZ0GETJLFB/hRWcWc5R/haHcUw7Y3QYlA8w4ZBJwnYTWtTvRofhXNRIaJErjY6CKAkt6jdADTc6DKei3d8MYb1idBhESfygrjA6BKfD95TyGiEEFqi/Gh2G0/lBZfud0seEQyapkSsBKEaH4XTUiKVGh0CUhBrxi9EhOCENauRyo4Mg0tmEDb+qm40Ow+mcFhdwROOjp5R37BNHEcZxWhxuuboBGsdnonQw4ZBJWhRHts0J2oNdEGq00WEQAQCEFgstepvRYTglNWqd0SEQ6XZpBxEFfvbkhP9v786jo6jSPo5/763qTkJIk5CwJAEBAREkxrANrqO4oKDiAuMoIrjguCuoM6+izisuo86MjuKooB5xgxHXV0FHZR2XwygjyyAoioMw7DuBQKe76r5/BBMwCSQk3bfTeT7neI7pVFf/ulJPUfVU1a2p/izbEYQoN9WT9TEWNrGVuWaB7RgiwUnDoRaMtx1/12e2YyQnU4pfLM/0FYnBL54BRsYViQWz65+Y6GbbMYQA4H1/tu0ISWuaN9t2BCHKTZNajxmpdXEw0nCoBX/Hh2BksJlYkTOfIlH4si7GkIe/Q0YJF4lhmj/HdoSkNd8sYbVZbzuGECz3V7LULLcdI2lJM0ccjDQcakHOwMeWXyzP8xWJwZNajylvh9wzL+z7zl/BCrmnO6Y+9uSqUGHfdP9z2xGS2jfmB1aatbZjiAQmDYda8Eu+sh0huUU3yAj2wjoTWQ+R1bZjJDWzW7alwr55ZrHtCEnvK/O17QhC8C+p9Zj7ypdlLKonDYcaMn4JZs83tmMkPb9kvu0IopHzd8s6GGsmvBzj7bAdQzRy8/0ltiMkPVnGIhHIehh7X8kyFgcgDYcaMrsXAZ7tGEnPlzOfwjIjVzLFgZHmorBOdpBj799mGVEjjxIX9uwxYZaaH2zHSHrzjWxPRfWk4VBDfskC2xEaBbN7ge0IopHzZR2MC6l1YdtCs9R2hKS3h7AM1ies+rdZRhRpesXaAl+2p6J60nCoIVP6o+0IjYIsZ2GbrIPxIctZ2LTZbKOYXbZjNAo/mjW2I4hG7EcjYzLFw0a2UCKPExfVkIZDDZmojL4aDyayznYE0cjJOhgfspyFTevMRtsRGo21sqyFRbL+xY8sa1GdmDYcHnnkkVpNP2LECKZOnVrnz83JyTmk982ePZvBgwdX/cvIWn41OkLuSWEuvi1S/vKXi316XFjKUeeGeXB8xSVbP6wyHH9J2es33h/BGFNplpu2GvqPLKX7uaVcdGuEPeGyaZ54JUrPwaUMv6Pic158x+Ol/4v/GBJjn4oQ6h0m1DvMVXdHKv3+xf+L0qxPmIzeYc4cWQqA7/t0PitMZp8wv761tHzagkFhPv78IN/B24rx99TrdxCxlyy1bowH0Y1S63GodWniilg44L/j+1hrNhL51UrCuUuJXFzxdCT/yxJKe3xP+KjviD64ofx180MppccvJ3zUd0RuXFNlnZtNUUr7/4fS7t8RuWglZo8PQPSJTZT2/J7I8IpHcHovbsV7aWtdvuohi4zdQDj0NeHQ10SuqvxY0OiLWwk3W0I442tKz/wPUFbr4c7fEs5cQumvV5ZPGy74Du/j4gN+njR3RCzUtNbXSa3HrdbXUvda33d/csWKFfTq1QuAd999l8cee6zO8xd2JFTDIZGZyDpuuMThufvc/V6/5Q9RXvyDy6K3g/z9M5/F35VtdMY8HmXMNQ5fv5vCpm3wwSd+pXn+6QWP8051WPxukA75ihfeLpvm1fd85r0ewHXg38t8SnYb3p7uc+k58b0gZc8enz+94DPrxQDLPggw5e8+3/+4//cY/ZDHCw+4bP4swLyvDe/M8HhrusF1YMvcAB9+Vrahfu0Dj7RUxenHOQf9XBORA5GGJmlqPboe8KXW41HrcoWDsGgdG3FuyMZ9rs1+r0dvWYv7YhuCizrh/30n/uKyBnh0zHqcMS1J+bozbPLwP9hZaZ7enzbhnBciuLgzqkMQ/4Wygwz/1e0E5nUEF/x/78GU+Phv70Bfmhnz7/lz/h4f/08bCczqQGDZEfhTtuN/H97/e4xei/tCPoHNXTHzduO9sx3zVjG4isCWIzEfln1377VtqDSFc3rGAT9zHZti9n2EOJi1Rmo9brVeD83F6vYnzz33XEaNGlXj+XieDPSfSGq8V7tixQoKCwsZPnw4Xbt25aKLLirv+n300Uccc8wxdO/endGjR2OMYcyYMWzbto1jjjmGa665ptL8pk2bRlFREYWFhVxyySXlr3/88cf07duXzp07M2fOHKBspbn11lvp3bs3hYWFvPrqqwBEo1FuvvlmCgoKOProo5kyZcp+n7F69Wr69OnDF198wfLly+nfvz+9evWiX79+rFixAoAvvviC7t27c8wxx/D6669X+/2Nt5WTemky0lX5a2s2GDwPCo7QOI5iSH/NB//wMcYwd6HPWSeWLd6LB2re/0flg5Bpc3wuGbjvNGXFkZIC0SgYwHXgiVc8bhjqoLWqNI9Yevk9n+xM6NlN0zpH07Wj4q+TKwp4/lIf38AFpzsEg5p+fRXPv+GRFiz7/Z4wOHvXsDsei/LKw27lD6mKZ6cTLMo05lo30bJ1T2o99rVupM5FPXj44Yfp3r07BQUF5duLn8yaNYtjjz2WjRsr7wRvNTvQJ6WjMip2g8yaCHigC1JRjkIPaYb/QTHGGPy5JeizmgKgL26G/37lM33+tGL0JZnl03g/TZOiIMreQgfvic04N2Sj4lznAP7L2yDbRfdsgm4dQHVNwfvrlorfz98NPjgXNEMHNapfU7znt0La3qx7gL29xOgd63FfaVPpM35uq9le/19ENDqHXOtsl1q3XOs//9v9/OqUwYMHM3v27APuT06cOJHbbrsNgI0bN3LBBRfQq1cvjj32WObPL3vq1YgRI7j22mvp06cPDz30UA2XlIiHWp1GW7p0Kb/73e9YsmQJ69ev59NPP2X37t2MHDmSd955h0WLFvHtt9/y9ttv88ADD5CZmcmCBQt45pln9pvPhg0buPHGG5k6dSoLFy7kySefLP/dli1bmDt3LuPHj2fs2LEAPP/88+Tm5vLll18yd+5cHnnkETZv3syECRPYsmULCxcuZNGiRZx++unl81m1ahWDBg3ir3/9K3369OG6665j/PjxzJs3j7vuuovbb78dgCuvvJKJEyeyYMECNm06QBfeVL7EeO1GQ17Lio1IXkvF6o2GzdugeTOFUqr89TUbKr2dHTsNzTL2TtOiYpqRgx1OuDRCqClkZykWLTOcdmz8h9v4fqUhO7Pi57wW8OOaikvLlnzvk5Fe8fv2+Yq1mwwDT3ZIT4P8UyIM6a95cHyEozopjmhfw+9QxbIW8dVoa72adU9qPQa1LnUu6ujLL79kypQpzJs3jzlz5nDPPfewZk3ZAIUzZszgzjvv5L333qNFixaV3huh8vpn1kZReRXNMpXnYlZHYbOHau6U17nKC8CaKt6/w0M1c/aZpuzWK2dkFpETfoCQg8p2MYv2oE9rWvcFcAjM92HI3ufqo7wA5seK26H8JWHY58BMtQ9g1kZxBoYgXRPJ/wY9pBmRBzegjkpBH5F60M+MyBMCRB3VrdYrr39S6/Gr9QP97X7uQPuT+7rlllu44447mDdvHi+99NJ+zYnNmzfzz3/+kzFjxhw0r4ifGp5yLtOlSxe6desGQFFREStWrCAjI4MuXbrQvn17AIYOHconn3zCBRdcUO185s6dS79+/cjPzwegefPm5b8777zzAOjZs2f5mcmPPvqIxYsX88orrwCwfft2fvjhB6ZPn87o0aPRuqxgsrKyANizZw9nnnkmEydOpHfv3uzcuZNPPvmkfN7GGNLT09m2bRvhcLj8/qChQ4fy0ksvVR3aVD5rGSvDznUYdm7ZRmLUQxHuvNphwhSPWV/49PuFZuSQg9+WYNu811MAiEZ9Dj8jwrw3AvT5VSmbthl+e6XDNRcdaNWL37IWVWu8tR7fS/Aada3HcZsqktNnn33GhRdeSGpqKqmpqZx66qmkp6ezcOFCbr31VmbMmEF2dnaV7/WpfF92rDjDsnCGlW2zIqPW4tzZAm/CFvxZu9D90nFGNj/IHBJDyrxOAPhRn8jhywjM60Rpn+8xmzyc3+bgXlP1svbivF0VyadutR6/f2saTK0bU/bfT///s9+lfNkR+KnWvyMwr+P+tf6bqr9HVcu6ur9dXUyfPp2vv/66/OetWyuumBw8eHB5w0gkjlqdSktJSSn/f8dxYnJ/zE+fse/8fd9n/PjxLFiwgAULFrBixQp69+5d7TyCwSDdu3dn1qxZ5e9v1apV+fsXLlzI559/DlDzlVJV3vHPbaFYs6GiUNdsMOS1UGRnwpbtpvwy9DUbDLmVm66Emiq2F++dZmPlaZat8IlEoUMbxdQ5HpP/FOC92R67dsdnR6nTYYrN2yp+XrMR2uZWLK9unTTF+zxVbMVqQ+uc/ZfntWM9zu2nmfh22SXbX7wW4L6nD7beJP5BVrJrvLVe9cGx1HoMar2KbaoQ9SE/Px+l1H47pD/nVLH7o3JdzJqKM3Rmzd6zoNkOZotXXudmTQRyA5XfH3Iw2719ptl/e+IvC0PEoDoE8aYWE5jcFu+9Ysyu+B0QqU4psHmfulwTQbWt+C66WwoUV+QxKyKo1vt/D+/aNehzQ/gTt0K2Q+CLjnj3VX/vtiv/posYqVmtV17/Gn2tK4U+KrWs1pUCpSpqfe/PKIV33Vr0oBD+i9v2r/V9ptn3P7eG57EXLFiA71csi3A4fICpqzZv3rzyfb0ff6x4zHaTJk1qPS8Re3W+drdLly4sW7aMH3/8Ed/3mTx5MieddBJQ/YFK3759mTlzJqtXlz0bd8uWLZWm2dcZZ5zBU089VT6vxYsX43kep512GhMmTChfaX/qcGmtefnll5k5cybPPfccoVCIVq1a8d577wFl94kvXryYzMxMUlJS+OqrrwCYPHly9SFUsNJLeS0Vji4b7M3zDK9/6DPgJI1Sij5H6/LB4/72ftnrP3fWiZpJ08qmmTzNZ8BJ+28UH5zgcefVLqURKNn7aNtdu6E0TlciDztHs3kb/GuJz7pNPkuXG268pCJjUVeNVvDWxx6lpT4z5xquGlzx+01bfT76zOeJOx2KdxlKI+AbCJdW8WH7UpU37sK+RlHrunKdg9R6TGpd6lzU0QknnMBbb71FOBxm69atzJw5k5KSEnJycnj33Xe5/vrry+/t/bkgVRxE5AXA2TvYm2fwX9+OHpCBUgrdJ6188Dj/b2Wv/5w+KwN/0rayaSZvx/nZNN6DG3HvbAGlBkr27mzv8st+jhM9LBM2R/H/VYK/LoJZGsa5seLMsC5KAw3eW9vxS33MzJ04V2WV/97fFMX/aCfOE60xxV5Zdh8IV38gFahiWQtRG1LrtWej1qtqOFT1txsxYgRLliwhGo2yfv368hNDULOTXKeccgpPP/10+c8LFy6swRIRNtW54ZCWlsaECRMYNGgQRx99NJ07dy6/nHn48OEUFBRUGvijZcuWPPHEEwwcOJDCwkJuuummA37GyJEjad++PUVFRXTv3p1Ro0ZhjOHqq68mMzOTgoICCgsLmT59evl7gsEgb775JhMnTuTNN99k0qRJjBs3jsLCQgoKCpgxYwYAzz77LJdddhlFRUXVXo4FoNxsBvymlKG3R/jwM5+O/cPMXejz6P+4DL8jSsF5pZxxnKZ757JF+sBNDvc/49HtnDBZIcoHlRv7VJSps8sK6fYrHN762OOoc8MsX2W4/PyKP8enX/kc3kaR11KRFVIUHqnpObiUoq6arFB8LhVKTdWMGq45ZXiEzmdFuPAMTad2mrb9wsxfWrbB+ePtDpePiZJ9XIQe3RTnnVpxEDLsd1FGDXfQWjPqMoclPxg6nxnhskEHXu2Ue2iPOhSx1RhqXTllr0utx77Wpc5FXfXq1YshQ4bQs2dPTjrpJO69915yc3MBaNu2LW+88QbDhg1j2bJlld6brbIoHbCCyNBV+B8WE+74Lf7cEtxHc4kO/y+lBd+hz2iK7l5237LzQCu8+zcQ7rYMspzyQeWiYzfgTd1RNs3tOXhv7SB81HeY5aXoy/fZef90F+rwICovgMpy0IWplPb8Hl2UisqK3xUAOlWjR+UQOeU/RDovQ1/YDN0phXDbb8oGkQOcP7YmevlqItlLUT3ScM5rVv7+6LBVOKOy0VrjjMrBLAmXzeeyrOo+khxV/e+EqIm61Xqm1Hqcar1FFbVe1d+uXbt2DBgwgG7dunHVVVdRVFRUPn11+5P7GjduHLNnz6awsJCuXbsyadKkQ1lEIo6UqeoBs6KS0uVn4xdPP/iEoo4UKYU7UHL2U1hgjCG8MANkkLOYU+knktL5Y9sxRCM12/uCMyNX2I7RKPzevZE73N/YjiEaqXsij/OI96ztGI3CnOCr/EIX2o4hElD8h0NvqNzWthM0Dm6ONBuENUopCLSyHaNRUAHZpgp7cpVcYRMvrZFlLezJUy1tR2g0WqsqBrESAmk41JjsHMeHksaOsEwFcm1HaBRUIM92BNGI5cpBSNzIAZ+wqbU0F+MmF2k4iKpJw6GGVEpH2xEaBVnOwjYV7GA7QqOgUg63HUE0YiHVlBYkyCPqktzhqq3tCKIR66gOsx2hUWhDa4JyhbKohjQcakin9bAdoVHQTYoOPpEQMaSbSK3Hg06TWhd2HaO72o6Q9EI0pZNqZzuGaMS6qo6kknLwCUWdFOlutiOIBCYNhxpSad1AyQYr1pQ0doRlSg6E48BFpR1tO4Ro5IqU7CDHWqE6smxsHCEscZXL0aqL7RhJTxoO4kCk4VBDSgVQaQW2YyQ9ucJB2Fa2DsoOciyp1K4onWo7hmjkesgOcsz10EfZjiCEHAzHQQ9p4IoDkIZDLegmvWxHSGoq2B7lyuA+wi7lNEOldLYdI6np9N62IwhBby1X2cRaL93ddgQh6KXlhGEsKRQ9pdbFAUjDoRZ06EzbEZKaLF+RKGRdjC2dIctX2JevWlGgjrAdI2m5uJymj7MdQwj66xPQcsgTM71Ud1ooGYRXVE+qrxZ001NAp9uOkbR0aKDtCEIAsi7GlEpFh06znUIIAAbqU2xHSFrH6SKyVDPbMYSgpcqmt5KrHGJlgHOy7QgiwUnDoRaUTkFnnGo7RnLSGeimv7SdQggAdNPjwZFufSzojJNRuontGEIAMFB2lGPmbGnmiAQitR47Z+uTbUcQCU4aDrWkQ2fbjpCUdOgMlA7ajiEEAEq56FB/2zGSkmxDRSLppbqTR0vbMZLSQDkIEQlEGmCx0U7lU6DlKSDiwKThUEtO5vlyW0UMOFlDbUcQYj9Oc1kn651Kxcm80HYKIcoppbjYkSZYfTtWFdFRH2Y7hhDluulO8ijcGBiqz7EdQTQA0nCoJeVk4GQOth0juQTy5WyySDi66amoYHvbMZKKzjwf5WbZjiHEfi53LkTJo3Dr1RWu7CeJxHOFIw3v+qTRjHBlmYqDk4bDIXByrrEdIam42VehlGM7hhD7UUrh5FxtO0ZScWXbKRJQJ92OU/WxtmMkjRyyGKLlSTQi8VzsnEMzMmzHSBoD9ckcpnJtxxANgDQcDoFuUoRKP952jOSgUnFyRtpOIUSVnOaXyy1U9UQ16Y1O/4XtGEJU6QbnUtsRksYVzmBSVYrtGEJU0lQ1Ybhzvu0YSeN62W6KGpKGwyFyW99pO0JScHKuRrk5tmMIUSXlZuHkXGs7RlJwW8k2UySu/vpEeqqjbMdo8DJI50Z3mO0YQlTrFncEaaTajtHgHad6cLLTx3YM0UBIw+EQORmnopv2sx2jYdMh3Fa/s51CiANyW94Gjow7UBcq/XicZmfZjiFEtZRS3OeOsh2jwbvFHUELJY8UFokrT7XkekcGha6rBwKyvRQ1Jw2HOnDz7gcZaOqQuS1Hodxs2zGEOCDlZpY1HcQhC+Q9YDuCEAfVz+krYznUQUuac7Mz3HYMIQ7qNvdKsgjZjtFgna1P4VhdZDuGaECk4VAHukkPtDzi7dC4rXFa3GQ7hRA14rS4DgL5tmM0SDp0Djq9r+0YQtTI/e4oeWLFIbrDvYamqontGEIcVKYKcbt7le0YDZKDw1j3ZtsxRAMjDYc6CuQ9DE6m7RgNTqDNn1GODMYnGgal0wi0edx2jIZHZxBo82fbKYSosSLdjWudi23HaHB6qwKudi6yHUOIGrvRGcbRqovtGA3Ozc5ldNOdbMcQDYw0HOpIBfNx8x6xHaNB0ZkX4siVIaKBcZqdjc6SA5HacPP+gAoeZjuGELVyvzuKw1Vb2zEajBSCPBu4H0ceby0akIAK8GzgAQK4tqM0GF1UB+5xb7AdQzRA0nCoB272ZeiQPHO6RtwWBNr8xXYKIQ5JIP9RcOWZ0zWhM07FzZFLVkXD00SlMT5wn9xaUUN3u9dzpO5oO4YQtVaoj+S3jjyavSYcHJ4NPCCPvBWHRBoO9STQ9ilwZADEgwm0GYdyW9iOIcQhUW5WWa3LgciBOVkE2j5tO4UQh+xE3YsbHXm848H0VYWMckbYjiHEIfsf92p6qG62YyS80c7l9NFH244hGihpONQTFcgj0H4SqIDtKAnLafVbnMzzbMcQok6cZmfhth5jO0YCcwi0f1lupRAN3oPuaH6p5Tnz1cmnFZODf5FbKUSDFlABXgs+TivkpGF1ztAn8L/ujbZjiAZMGg71yMn4JW6+DJBWFR06G7f1vbZjCFEvnFZj0M0usB0jIbl5D+FknGY7hhB15iqXSYFH6aDa2I6ScFJJYUrwcXKVXLEoGr62Kpe/Bf9CEDlp+HNHqA68HPijNBZFnUjDoZ65OVfjZMv9YPtSqUcRaPcCSsll6CI5KKUItHsOlVZoO0pCcZoPx20pZ0FE8shWmbwZeJIM5KlK+3omMJaeurvtGELUm2N1EePce2zHSCiZhHgzMI5mKsN2FNHAScMhBtw2j6GbDbIdIyGoYDuCh7+DcmRjJZKL0k0IHv42Kni47SgJQYfOwm37pO0YQtS7broTrwUeJxUZLA3gAXc0v3YG2o4hRL0b7p7P3e71tmMkhCak8UZwHJ11e9tRRBKQhkMMKOUSaPcyOnSW7Sh2BfIJdPwAFZTHi4nkpAJ5BDv9HRVsZzuKVTrjNALt/4aSMWxEkurn9OW1wF9IIWg7ilX3uDdwq3uF7RhCxMwY99pG/+SKNFJ5IzCOE3RP21FEkpCGQ4woHSTQ/jV0s3NtR7FCBdsT7DQDnSJnf0VyU8HDCHaajgo2zsfC6dBZBDq8idJy9lckt/7OibwRGEcaqbajWHGfewt3utfYjiFEzI0N3MwY51rbMaxoShPeCTxFP6ev7SgiiShjjLEdIpkZEyX635vxNj9vO0rcqLQeBDu8jgrm244iRNyYyDpK//MrTMkXtqPEjdP8Mtw2T6J04z7rKxqXz/2v+HXpLWxgi+0ocRHA5TF3DFe5Q2xHESKuno5O4vboI0SJ2o4SF7m0YErwCXrrAttRRJKRhkOcRDc+Q3T1bZDkGy2dOYTAYRNQOs12FCHizvh7iKy6Dn/rJNtRYszBzfsDbsubbAcRwoqVZi2DS29gkfnWdpSYyiGLycHHOFH3sh1FCCtmenMZGhnNVnbYjhJTvVR3pgSfIE+1tB1FJCFpOMSRVzyLyIqh4CXjWRGF2/r3uK3/x3YQIayLbniU6Jq7AN92lPrnZBJo9zJO6HTbSYSwapcpYWTkLt7yP7IdJSYK1BG8HhhHey1XK4rGbbm/kgsjN/CN+cF2lJj4tR7IM4GxpCq5NVLEhjQc4syUriKy6lr84um2o9QbFWyH2/YZnIxTbEcRImH4Oz8lsvJqTGny7KDopifjtn0GndLedhQhEoIxhme917gz+ig7KbEdp14oFNc5l3CfewtNlFytKATATlPCndE/86w3BUNyHDqFaMpD7m1c4Q62HUUkOWk4WBLd/DzR1XeA35Av0VI42SNx8x5EOU1thxEi4Ri/hOiau/E2PQUNeQdFN8XNexAneyRKKdtphEg4K/zV/CZ6N3P8hj2Gy+GqLRMC98vo9EJUY5b3T34TuZuVrLEdpU5O08fxdOBe2qpc21FEIyANB4tM6Soiq2/F3/6u7Si1plK74ub/GSejn+0oQiQ8f+cnRP47CrNnse0otaZDA3DzH5WrGoQ4CGMMz3lTuDf6JJvYajtOraQQ5FrnYu5xb5CrGoQ4iJ2mhN9HH2eC9xqRBjY2Wyuy+V/3Ji53L7QdRTQi0nBIAP6uuUTW3IXZ9antKAcXaIvb+m6c5peilDxVVYiaMsbH3zqZ6LqxmNIfbcc5KJXel0DuA+imx9uOIkSDUmx28Vj0BZ7wXkr42yw0mkv0OdwduJ52Ks92HCEalOX+Su6NPsnr/gcJf5tFiKbc4o7gZucy0lUT23FEIyMNhwTi7fg70XX3Y0rm2Y5SWSAPt8XNODnXoLQMKiPEoTJ+Kd7mZ4lueBQiq23HqUSlFeG2HoPT7GzbUYRo0DaYzTwcncBE7y12sdt2nP1oNOfoU7jHvYGjdGfbcYRo0Bb63zA2+iTv+3MSrvHQlCZc6QzhdvcqclSW7TiikZKGQwLyd80luulp/G3vgAlbzaLSj8PNuRqdeSFKBaxmESKZGBPF3/YO0U3jMbs+sRtGBdHNBuHmXCNXNAhRz7aZHbzgvcnz3ht8b+xe3ZRNJpc6g7jGuZgOuo3VLEIkm+X+Sp7xJvOq9y5b2G41SxfVgaucXzHcOZ+QknHWhF3ScEhgJroFb9vr+Nun4u+cA6Y0Lp+r0grRoQE4WRehU4+My2cK0Zj5e77D3/Ya3vZpmN3z4/OhKoBOPxHd7BycrCEoNyc+nytEI2WM4R/+l7ztf8w0bzarWBuXz80kxBn6BAY5p3KO7kdQTh4IEVN7TJj3/Jm8683gI/8ztlMcl89tr9owUP+SC5z+HK97xOUzhagJaTg0EMYrxi+ejr/jA/ySLzF7vgX8+pl5IB+dVoQOnY4TGoAKtq2f+Qohas2Ursbb8T5+8cf4Jf+qx9suNCqlM6pJb5zQmejQGSgnVE/zFkLU1iL/G6b5c5jjf8ECfynbqJ+nVqWSQoE6gmN1EQP0yZyge+Aqt17mLYSonYiJ8A9/Hu/7s5nrL+DfZhmlROpl3lmEOEZ342Tdh7P1KXJ7lEhY0nBooIy3C7N7If7u+Zjw95jIOkxkLUTXYqIbwS8FPECDcsHJQgVyUYHWKLc1KngYqkkROq0IFWhl++sIIaphIhvK6rxkPiaysrzWTWQdeFvARClrPjqgg+Dk7K31vfUe7IhuUoRKO0YeXytEgjLG8INZxXyzhEX+t6w261nHRtaZTawzGylmF1E8DAYXhzRSaaVyaE0OuaoluaoFXVVHeuhudFOdpMEgRIKKmAhfm+/5yv+ab8wPrDUbWWc2so5NrDeb2EOYCFEUCheHDNLJVS1orVrQmhbkq1YU6iMpUt3ktijRYEjDQQghhBBCCCGEEPVOnmsohBBCCCGEEEKIeicNByGEEEIIIYQQQtQ7aTgIIYQQQgghhBCi3knDQQghhBBCCCGEEPVOGg5CCCGEEEIIIYSod9JwEEIIIYQQQgghRL2ThoMQQgghhBBCCCHqnTQchBBCCCGEEEIIUe+k4SCEEEIIIYQQQoh69//GMbbWVyMu8wAAAABJRU5ErkJggg==", @@ -683,7 +644,7 @@ " 'outlier': 0.00248015873015873}})" ] }, - "execution_count": 16, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -691,6 +652,16 @@ "source": [ "your_dataset.get_qc_stats(obstype='temp', make_plot=True)" ] + }, + { + "cell_type": "markdown", + "id": "db416ba5-b549-469c-bb45-f5a344f19d52", + "metadata": {}, + "source": [ + "## Detailed reference\n", + "\n", + "For a more detailed reference you can use this [Quality control exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Quality_control_excercise_02.ipynb)." + ] } ], "metadata": { From 09d468c115bcd9717a33f139a1157c88c25db33d Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Wed, 8 Nov 2023 14:52:51 +0100 Subject: [PATCH 10/37] delete checkpoints from git --- .../doc_example-checkpoint.ipynb | 672 -------- .../gee_example-checkpoint.ipynb | 1448 ----------------- .../qc_example-checkpoint.ipynb | 717 -------- 3 files changed, 2837 deletions(-) delete mode 100644 docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb delete mode 100644 docs/examples/.ipynb_checkpoints/gee_example-checkpoint.ipynb delete mode 100644 docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb diff --git a/docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb b/docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb deleted file mode 100644 index f2d7c6b4..00000000 --- a/docs/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb +++ /dev/null @@ -1,672 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "d87ff982-1540-4794-830f-146992df5aa4", - "metadata": { - "tags": [] - }, - "source": [ - "# Demo example\n", - " \n", - "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that are comes with the toolkit.\n", - "Once the MetObs toolkit package is installed, you can import its functionality by:" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", - "metadata": {}, - "outputs": [], - "source": [ - "import metobs_toolkit" - ] - }, - { - "cell_type": "markdown", - "id": "55faab4a-537b-4028-9adf-890746c4b8c0", - "metadata": {}, - "source": [ - "## The Dataset\n", - "\n", - "A dataset is a collection of all observational data. Most of the methods are\n", - "applied directly on a dataset. Start by creating an empty dataset object:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset = metobs_toolkit.Dataset()" - ] - }, - { - "cell_type": "markdown", - "id": "d088aba9-2a00-4030-8395-01792094c737", - "metadata": {}, - "source": [ - "The most relevant attributes of a Dataset are:\n", - " * .df --> a pandas DataFrame where all the observation data is stored\n", - " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", - " * .settings --> a Settings object to store all specific settings.\n", - " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", - "\n", - "Note that each Dataset will be equipped with the default settings.\n", - "\n", - "\n", - "We created a dataset and stored in under the variable 'your_dataset'.\n", - "The show function prints out an overview of data in the dataset:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Empty instance of a Dataset.\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "No outliers.\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "No metadata is found.\n" - ] - } - ], - "source": [ - "your_dataset.show() # or .get_info()" - ] - }, - { - "cell_type": "markdown", - "id": "34273a79-477d-4c04-ba59-65a677adfe25", - "metadata": {}, - "source": [ - "TIP: to get an extensive overview of an object, call the .show() method on it." - ] - }, - { - "cell_type": "markdown", - "id": "60edb538-7a11-4745-9514-94f9d577cd9c", - "metadata": {}, - "source": [ - "\n", - "## Importing data\n", - "\n", - "\n", - "To import your data into a Dataframe, the following files are required:\n", - "* data file: This is the csv file containing the observations\n", - "* (optional) metadata file: The csv file containing metadata for each station.\n", - "* template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", - "\n", - "In practice you need to start by creating a template file for your data. More\n", - "information on the creation of the template can be found in documentation\n", - "(under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", - "\n", - "TIP: *Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.*\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", - "metadata": {}, - "outputs": [], - "source": [ - "# metobs_toolkit.build_template_prompt()" - ] - }, - { - "cell_type": "markdown", - "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", - "metadata": {}, - "source": [ - "To import data, you must specify the paths to your data, metadata and template are.\n", - "For this example we use the demo data, metadata and template that comes with\n", - "the toolkit." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset.update_settings(\n", - " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", - " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", - " template_file=metobs_toolkit.demo_template,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "dd390074-8b96-4ddb-b447-4c8e46b94c3f", - "metadata": {}, - "source": [ - "The settings of your dataset are updated with the required paths. Now the data can\n", - "be imported into your empty Dataset." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "21708ed0-7671-4e64-b3cc-dacb09baf4f9", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], - "source": [ - "your_dataset.import_data_from_file()" - ] - }, - { - "cell_type": "markdown", - "id": "304853e8-7ab9-4afc-a75f-db33785c57e2", - "metadata": {}, - "source": [ - "## Inspecting the Data\n", - "\n", - "To get an overview of the data stored in your dataset you can use" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "2bc74181-68df-4cdf-9320-9dc43d5af698", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Dataset instance containing: \n", - " *28 stations \n", - " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", - " *120957 observation records \n", - " *256 records labeled as outliers \n", - " *0 gaps \n", - " *3 missing observations \n", - " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", - " *time zone of the records: UTC \n", - " *Coordinates are available for all stations. \n", - "\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "A total of 256 found with these occurrences: \n", - "\n", - "{'invalid input': 256}\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", - "\n", - " The first rows of the metadf looks like:\n", - " network lat lon call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "name \n", - "vlinder01 0 days 00:05:00 \n", - "vlinder02 0 days 00:05:00 \n", - "vlinder03 0 days 00:05:00 \n", - "vlinder04 0 days 00:05:00 \n", - "vlinder05 0 days 00:05:00 \n", - "\n", - " -------- Missing observations info -------- \n", - "\n", - "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", - " * 3 missing observations\n", - "\n", - " name\n", - "vlinder02 2022-09-10 17:10:00+00:00\n", - "vlinder02 2022-09-10 17:15:00+00:00\n", - "vlinder02 2022-09-10 17:45:00+00:00\n", - "Name: datetime, dtype: datetime64[ns, UTC] \n", - "\n", - " * For these stations: ['vlinder02']\n", - " * The missing observations are not filled.\n", - "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", - "None\n", - "\n", - " -------- Gaps --------- \n", - "\n", - "There are no gaps.\n", - "None\n" - ] - } - ], - "source": [ - "your_dataset.show()" - ] - }, - { - "cell_type": "markdown", - "id": "aa85e260-48f5-4e63-b3d4-b44ece98df0b", - "metadata": {}, - "source": [ - "If you want to inspect the data in your dataset directly, you can take a look at the .df and .metadf attributes" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "690a1e21-ee6b-4b4c-a8e4-b937946e14aa", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " temp radiation_temp humidity precip \\\n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 18.8 NaN 65 0.0 \n", - " 2022-09-01 00:05:00+00:00 18.8 NaN 65 0.0 \n", - " 2022-09-01 00:10:00+00:00 18.8 NaN 65 0.0 \n", - " 2022-09-01 00:15:00+00:00 18.7 NaN 65 0.0 \n", - " 2022-09-01 00:20:00+00:00 18.7 NaN 65 0.0 \n", - "\n", - " precip_sum wind_speed wind_gust \\\n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 0.0 5.6 11.3 \n", - " 2022-09-01 00:05:00+00:00 0.0 5.5 12.9 \n", - " 2022-09-01 00:10:00+00:00 0.0 5.1 11.3 \n", - " 2022-09-01 00:15:00+00:00 0.0 6.0 12.9 \n", - " 2022-09-01 00:20:00+00:00 0.0 5.0 11.3 \n", - "\n", - " wind_direction pressure \\\n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 65 101739 \n", - " 2022-09-01 00:05:00+00:00 75 101731 \n", - " 2022-09-01 00:10:00+00:00 75 101736 \n", - " 2022-09-01 00:15:00+00:00 85 101736 \n", - " 2022-09-01 00:20:00+00:00 65 101733 \n", - "\n", - " pressure_at_sea_level \n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 102005.0 \n", - " 2022-09-01 00:05:00+00:00 101997.0 \n", - " 2022-09-01 00:10:00+00:00 102002.0 \n", - " 2022-09-01 00:15:00+00:00 102002.0 \n", - " 2022-09-01 00:20:00+00:00 101999.0 \n", - " network lat lon lcz call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "name \n", - "vlinder01 0 days 00:05:00 \n", - "vlinder02 0 days 00:05:00 \n", - "vlinder03 0 days 00:05:00 \n", - "vlinder04 0 days 00:05:00 \n", - "vlinder05 0 days 00:05:00 \n" - ] - } - ], - "source": [ - "print(your_dataset.df.head())\n", - "# equivalent for the metadata\n", - "print(your_dataset.metadf.head())\n" - ] - }, - { - "cell_type": "markdown", - "id": "24021319-f5d4-430b-8b7f-807a36f91594", - "metadata": { - "tags": [] - }, - "source": [ - "### Inspecting a Station\n", - "\n", - "If you are interested in one station, you can extract all the info for that one station from the dataset by:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "0c901b97-90c4-4fae-b181-57c6778a98bf", - "metadata": {}, - "outputs": [], - "source": [ - "favorite_station = your_dataset.get_station(stationname=\"vlinder02\")" - ] - }, - { - "cell_type": "markdown", - "id": "685625e9-462b-4ad1-847f-4d26a0cb5df5", - "metadata": {}, - "source": [ - "Favorite station now contains all the info of that one station. All methods\n", - "that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can:" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "9c777b55-56a3-4c00-aa0e-a93bb29c4f8a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Dataset instance containing: \n", - " *1 stations \n", - " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", - " *4317 observation records \n", - " *256 records labeled as outliers \n", - " *0 gaps \n", - " *3 missing observations \n", - " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", - " *time zone of the records: UTC \n", - " *Coordinates are available for all stations. \n", - "\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "A total of 256 found with these occurrences: \n", - "\n", - "{'invalid input': 256}\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", - "\n", - " The first rows of the metadf looks like:\n", - " network lat lon call_name location \\\n", - "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "vlinder02 POINT (3.709695 51.022379) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "vlinder02 0 days 00:05:00 \n", - "\n", - " -------- Missing observations info -------- \n", - "\n", - "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", - " * 3 missing observations\n", - "\n", - " name\n", - "vlinder02 2022-09-10 17:10:00+00:00\n", - "vlinder02 2022-09-10 17:15:00+00:00\n", - "vlinder02 2022-09-10 17:45:00+00:00\n", - "Name: datetime, dtype: datetime64[ns, UTC] \n", - "\n", - " * For these stations: ['vlinder02']\n", - " * The missing observations are not filled.\n", - "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", - "None\n", - "\n", - " -------- Gaps --------- \n", - "\n", - "There are no gaps.\n", - "None\n", - "None\n" - ] - } - ], - "source": [ - "print(favorite_station.show())" - ] - }, - { - "cell_type": "markdown", - "id": "82cb6811-3fbe-4f68-863f-c6c3f872293e", - "metadata": {}, - "source": [ - "## Making timeseries plots\n", - "\n", - "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full dataset:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "be68ff53-4470-4c1c-a5a6-501b68df33ae", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "your_dataset.make_plot(obstype='temp')" - ] - }, - { - "cell_type": "markdown", - "id": "c9f0ae66-9077-451d-b13e-20994d16f438", - "metadata": {}, - "source": [ - "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) for more details of this method. Here an example of common used arguments." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "f4351d2a-fab5-47a4-9756-6aa98ba18492", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#Import the standard datetime library to make timestamps\n", - "from datetime import datetime\n", - "\n", - "your_dataset.make_plot(\n", - " # specify the names of the stations in a list, or use None to plot them all.\n", - " stationnames=['vlinder01', 'vlinder03', 'vlinder05'],\n", - " # what obstype to plot (default is 'temp')\n", - " obstype=\"humidity\",\n", - " # choose how to color the timeseries:\n", - " #'name' : a specific color per station\n", - " #'label': a specific color per quality control label\n", - " colorby=\"label\",\n", - " # choose a start en endtime for the series (datetime).\n", - " # Default is None, wich uses all available data\n", - " starttime=None,\n", - " endtime=datetime(2022, 9, 9),\n", - " # specify title, by default a title is created\n", - " title='your custom title',\n", - " # Add legend to plot?, by default true\n", - " legend=True,\n", - " # Plot observations that are labeld as outliers?\n", - " show_outliers=True,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "7ec5ac1d-0753-4afa-b648-97c118533b86", - "metadata": {}, - "source": [ - "as mentioned above, one can apply the same methods on a Station object:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "403d6e8e-ada3-4ab8-b943-947a71ba91a0", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "favorite_station.make_plot(colorby='label')" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.18" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/examples/.ipynb_checkpoints/gee_example-checkpoint.ipynb b/docs/examples/.ipynb_checkpoints/gee_example-checkpoint.ipynb deleted file mode 100644 index b4cb99b1..00000000 --- a/docs/examples/.ipynb_checkpoints/gee_example-checkpoint.ipynb +++ /dev/null @@ -1,1448 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "b1600459-c400-47fa-a3a2-b3114f4a5a34", - "metadata": {}, - "source": [ - "# Demo example: Using a Google Earth engine\n", - "\n", - "This example is the continuation of the previous example: [Using a Dataset](https://vergauwenthomas.github.io/MetObs_toolkit/examples/doc_example.html). This example serves as a demonstration on how to get meta-data from the Google Earth Engine (GEE). \n", - "\n", - "Before proceeding, make sure you have **setup a google developers accound and a GEE project**. See [Using Google Earth Engine](https://vergauwenthomas.github.io/MetObs_toolkit/gee_authentication.html) for a detailed description on this." - ] - }, - { - "cell_type": "markdown", - "id": "b8ed4367-693b-4692-bba4-aee9ceb8c311", - "metadata": {}, - "source": [ - "## Create your Dataset\n", - "\n", - "Create a dataset with the demo data." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "8ec045a4-be37-4c1b-bed4-df4dbf27dc51", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], - "source": [ - "import metobs_toolkit\n", - "\n", - "your_dataset = metobs_toolkit.Dataset()\n", - "your_dataset.update_settings(\n", - " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", - " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", - " template_file=metobs_toolkit.demo_template,\n", - ")\n", - "\n", - "your_dataset.import_data_from_file()" - ] - }, - { - "cell_type": "markdown", - "id": "87479c13-6a41-4c53-ae7f-4c4eaaceef08", - "metadata": {}, - "source": [ - "## Extracting LCZ from GEE\n", - "\n", - "Here an example on how to extract the Local Climate Zone (LCZ) information of your stations. First we take a look on what is present in the metadata of the dataset. " - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "0f94ec85-b403-41f2-bc4b-e256c93d9516", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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vlinder05Vlinder51.0526553.675183NaNWatersportbaanGentPOINT (3.67518 51.05266)0 days 00:05:000 days 00:05:00
\n", - "
" - ], - "text/plain": [ - " network lat lon lcz call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "name \n", - "vlinder01 0 days 00:05:00 \n", - "vlinder02 0 days 00:05:00 \n", - "vlinder03 0 days 00:05:00 \n", - "vlinder04 0 days 00:05:00 \n", - "vlinder05 0 days 00:05:00 " - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "your_dataset.metadf.head()" - ] - }, - { - "cell_type": "markdown", - "id": "86003003-5fd8-4b6e-a613-073efc27cf4c", - "metadata": {}, - "source": [ - "In order to extract geospatial information for you stations, the **lat** and **lon** (latitude and longitude)\n", - "of your stations must be present in the metadf. If so, than geospatial\n", - "information will be extracted from GEE at these locations.\n", - "\n", - "To extract the Local Climate Zones (LCZ's) of your stations:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "48431035-f130-44dc-9f35-5bfdd84fcff3", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "

To authorize access needed by Earth Engine, open the following\n", - " URL in a web browser and follow the instructions:

\n", - "

https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=kqPhl7KKwkEdr9K59YKLGT2L9NGfkh-zOgI1A1RdOQs&tc=vvq2uDYgLjs9W_0zwQm5DX4KkaKujHEOD7wDhhPvLqI&cc=-wCvBEbpfQ0pB34_2TWRousWfbVcKfO_hrc6SkEAWAg

\n", - "

The authorization workflow will generate a code, which you should paste in the box below.

\n", - " " - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdin", - "output_type": "stream", - "text": [ - "Enter verification code: 4/1AfJohXkBqVx-SiDLjHp0EcT3YtJknBUtns_FRt4_iovqEhWjro4LXbX41B0\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Successfully saved authorization token.\n", - "name\n", - "vlinder01 Low plants (LCZ D)\n", - "vlinder02 Open midrise\n", - "vlinder03 Open midrise\n", - "vlinder04 Sparsely built\n", - "vlinder05 Water (LCZ G)\n", - "vlinder06 Scattered Trees (LCZ B)\n", - "vlinder07 Compact midrise\n", - "vlinder08 Compact midrise\n", - "vlinder09 Scattered Trees (LCZ B)\n", - "vlinder10 Compact midrise\n", - "vlinder11 Open lowrise\n", - "vlinder12 Open highrise\n", - "vlinder13 Compact midrise\n", - "vlinder14 Low plants (LCZ D)\n", - "vlinder15 Sparsely built\n", - "vlinder16 Water (LCZ G)\n", - "vlinder17 Scattered Trees (LCZ B)\n", - "vlinder18 Low plants (LCZ D)\n", - "vlinder19 Compact midrise\n", - "vlinder20 Compact midrise\n", - "vlinder21 Sparsely built\n", - "vlinder22 Low plants (LCZ D)\n", - "vlinder23 Low plants (LCZ D)\n", - "vlinder24 Dense Trees (LCZ A)\n", - "vlinder25 Water (LCZ G)\n", - "vlinder26 Open midrise\n", - "vlinder27 Compact midrise\n", - "vlinder28 Open lowrise\n", - "Name: lcz, dtype: object\n" - ] - } - ], - "source": [ - "lcz_values = your_dataset.get_lcz()\n", - "# The LCZ's for all your stations are extracted\n", - "print(lcz_values)" - ] - }, - { - "cell_type": "markdown", - "id": "35933b04-cd3f-4f5e-a557-596701a4125e", - "metadata": { - "tags": [] - }, - "source": [ - "The first time, in each session, you are asked to authenticated by Google.\n", - "Select your google account and billing project that you have set up and accept the terms of condition.\n", - "\n", - "*NOTE: For small datarequest the read-only scopes are sufficient, for large datarequests this is insufficient because the data will be written directly to your google Drive.*" - ] - }, - { - "cell_type": "markdown", - "id": "9d055961-92bb-4f5e-b9e6-3ac26f2271ac", - "metadata": {}, - "source": [ - "The metadata of your dataset is also updated" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "c90d4a3f-11f9-44e2-9e53-cc145569e984", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "name\n", - "vlinder01 Low plants (LCZ D)\n", - "vlinder02 Open midrise\n", - "vlinder03 Open midrise\n", - "vlinder04 Sparsely built\n", - "vlinder05 Water (LCZ G)\n", - "Name: lcz, dtype: object\n" - ] - } - ], - "source": [ - "print(your_dataset.metadf['lcz'].head())" - ] - }, - { - "cell_type": "markdown", - "id": "1c35c91a-2bc8-485c-92df-47ed68927667", - "metadata": {}, - "source": [ - "To make a geospatial plot you can use the following method:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "d5afd195-1aae-4254-a742-e917fb429d6a", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/anaconda3/envs/metobs_dev/lib/python3.9/site-packages/geopandas/plotting.py:48: ShapelyDeprecationWarning: The 'type' attribute is deprecated, and will be removed in the future. You can use the 'geom_type' attribute instead.\n", - " if geom is not None and geom.type.startswith(prefix) and not geom.is_empty:\n", - "/home/thoverga/anaconda3/envs/metobs_dev/lib/python3.9/site-packages/geopandas/plotting.py:715: FutureWarning: is_categorical_dtype is deprecated and will be removed in a future version. Use isinstance(dtype, CategoricalDtype) instead\n", - " if pd.api.types.is_categorical_dtype(values.dtype):\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "your_dataset.make_geo_plot(variable=\"lcz\")" - ] - }, - { - "cell_type": "markdown", - "id": "276baaf0-f20a-49ee-b2ac-ca9d2e6daf5e", - "metadata": {}, - "source": [ - "## Extracting other Geospatial information\n", - "\n", - "Similar as LCZ extraction you can extract the altitude of the stations (from a digital elevation model):" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "bd5fb85d-dd74-4af4-98cd-67c9ac721a70", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "name\n", - "vlinder01 12\n", - "vlinder02 7\n", - "vlinder03 30\n", - "vlinder04 25\n", - "vlinder05 0\n", - "vlinder06 0\n", - "vlinder07 7\n", - "vlinder08 7\n", - "vlinder09 19\n", - "vlinder10 14\n", - "vlinder11 6\n", - "vlinder12 9\n", - "vlinder13 10\n", - "vlinder14 4\n", - "vlinder15 41\n", - "vlinder16 4\n", - "vlinder17 83\n", - "vlinder18 35\n", - "vlinder19 75\n", - "vlinder20 44\n", - "vlinder21 19\n", - "vlinder22 3\n", - "vlinder23 1\n", - "vlinder24 12\n", - "vlinder25 12\n", - "vlinder26 24\n", - "vlinder27 12\n", - "vlinder28 7\n", - "Name: altitude, dtype: int64\n" - ] - } - ], - "source": [ - "altitudes = your_dataset.get_altitude() #The altitudes are in meters above sea level.\n", - "print(altitudes)" - ] - }, - { - "cell_type": "markdown", - "id": "9b6f3e83-1dff-4a0a-991a-aa258a484d8e", - "metadata": {}, - "source": [ - "A more detailed description of the landcover/land use in the microenvironment can be extracted in the form of landcover fractions in a circular buffer for each station.\n", - "\n", - "You can select to aggregate the landcoverclasses to water - pervious and impervious, or set aggregation to false to extract the landcoverclasses as present in the worldcover_10m dataset." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "66ddba0d-52c7-40f3-9c9c-4d6aa88c932b", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " water pervious impervious\n", - "name buffer_radius \n", - "vlinder01 100 0.000000 0.981781 0.018219\n", - " 250 0.000000 0.963635 0.036365\n", - "vlinder02 100 0.000000 0.428769 0.571231\n", - " 250 0.000000 0.535944 0.464056\n", - "vlinder03 100 0.000000 0.245454 0.754546\n", - " 250 0.000000 0.160831 0.839169\n", - "vlinder04 100 0.000000 0.979569 0.020431\n", - " 250 0.000000 0.881948 0.118052\n", - "vlinder05 100 0.446604 0.224871 0.328525\n", - " 250 0.242406 0.526977 0.230617\n", - "vlinder06 100 0.000000 1.000000 0.000000\n", - " 250 0.000000 0.995819 0.004181\n", - "vlinder07 100 0.000000 0.433034 0.566966\n", - " 250 0.002911 0.149681 0.847407\n", - "vlinder08 100 0.000000 0.029552 0.970448\n", - " 250 0.002911 0.030423 0.966666\n", - "vlinder09 100 0.000000 1.000000 0.000000\n", - " 250 0.000000 0.974895 0.025105\n", - "vlinder10 100 0.000000 0.129686 0.870314\n", - " 250 0.000000 0.125173 0.874827\n", - "vlinder11 100 0.000000 0.273457 0.726543\n", - " 250 0.000000 0.204337 0.795663\n", - "vlinder12 100 0.000000 0.803321 0.196679\n", - " 250 0.004188 0.313829 0.681983\n", - "vlinder13 100 0.000000 0.006042 0.993958\n", - " 250 0.000000 0.044648 0.955352\n", - "vlinder14 100 0.000000 0.803469 0.196531\n", - " 250 0.000000 0.835386 0.164614\n", - "vlinder15 100 0.000000 0.798196 0.201804\n", - " 250 0.000000 0.918644 0.081356\n", - "vlinder16 100 0.367579 0.232926 0.399495\n", - " 250 0.448841 0.217178 0.333981\n", - "vlinder17 100 0.000000 0.989899 0.010101\n", - " 250 0.000000 0.980923 0.019077\n", - "vlinder18 100 0.000000 1.000000 0.000000\n", - " 250 0.000000 1.000000 0.000000\n", - "vlinder19 100 0.000000 0.447270 0.552730\n", - " 250 0.000000 0.343485 0.656515\n", - "vlinder20 100 0.000000 0.129964 0.870036\n", - " 250 0.000000 0.039639 0.960361\n", - "vlinder21 100 0.000000 1.000000 0.000000\n", - " 250 0.000487 0.962068 0.037445\n", - "vlinder22 100 0.973231 0.026769 0.000000\n", - " 250 0.884010 0.115990 0.000000\n", - "vlinder23 100 0.399503 0.600497 0.000000\n", - " 250 0.272793 0.712724 0.014483\n", - "vlinder24 100 0.000000 0.960773 0.039227\n", - " 250 0.000000 0.946138 0.053862\n", - "vlinder25 100 0.790001 0.152027 0.057972\n", - " 250 0.899936 0.063972 0.036092\n", - "vlinder26 100 0.000000 0.148975 0.851025\n", - " 250 0.000000 0.174383 0.825617\n", - "vlinder27 100 0.000000 0.011601 0.988399\n", - " 250 0.018481 0.084840 0.896679\n", - "vlinder28 100 0.000000 0.489951 0.510049\n", - " 250 0.000000 0.721950 0.278050\n" - ] - } - ], - "source": [ - "aggregated_landcover = your_dataset.get_landcover(\n", - " buffers=[100, 250], # a list of bufferradii in meters\n", - " aggregate=True #if True, aggregate landcover classes to the water, pervious and impervious.\n", - " )\n", - "\n", - "print(aggregated_landcover)" - ] - }, - { - "cell_type": "markdown", - "id": "cec4bea4-bdb7-4298-b7ff-f9547403e7ea", - "metadata": {}, - "source": [ - "## Interactive plotting a GEE dataset\n", - "\n", - "You can make an interactive spatial plot to visualize the stations spatially by using the [make_gee_plot()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_gee_plot)." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "bc8d896c-bba7-490c-b173-1f501c44e08f", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "spatial_map = your_dataset.make_gee_plot(gee_map='worldcover')\n", - "spatial_map" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.18" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb b/docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb deleted file mode 100644 index 17572300..00000000 --- a/docs/examples/.ipynb_checkpoints/qc_example-checkpoint.ipynb +++ /dev/null @@ -1,717 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "f1af75bf-618b-4e94-b957-220ebdfc6b21", - "metadata": {}, - "source": [ - "# Demo example: Applying Quality Control.\n", - "\n", - "In this example we apply Quality Control (QC) on the demo data. \n", - "## Create your dataset\n", - "We start by creating a dataset." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "62021dd4-8466-4287-80f7-112ad5c692a0", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], - "source": [ - "import metobs_toolkit\n", - "your_dataset = metobs_toolkit.Dataset()\n", - "your_dataset.update_settings(\n", - " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", - " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", - " template_file=metobs_toolkit.demo_template,\n", - ")\n", - "\n", - "your_dataset.import_data_from_file()" - ] - }, - { - "cell_type": "markdown", - "id": "324eab20-b913-4e76-9ad5-638cfeaa89d3", - "metadata": {}, - "source": [ - "a number of quality control methods are available in the toolkit. We can classify them in two groups:\n", - "1. **Quality control for missing/duplicated or invalid timestamps**. This is applied on the raw data, and is not based on the observational value but merly on the presence of a record. \n", - "2. **Quality control for bad observations**. These are not automatically executed. These checks are performd in a sequence of specific checks, that are looking for signatures of typically bad observations.\n", - "\n", - "## Quality control for missing/duplicated and invalid timestamps\n", - "Since this is applied on the raw data, the following quality control checks are automatically performed when readin in the data:\n", - "* Nan check: Test if the value of an observation can be converted to a numeric value.\n", - "* Missing check: Test if there are missing records. These missing records are labeld as *missing observation* or as *gap* (if there are consecutive missing records).\n", - "* Duplicate check: Test if each observation (stationname, timestamp, observationtype) is unique.\n", - "\n", - "As an example you can see that there is a missing timestamp in the timeseries of some stations:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "e1a0b0f7-817d-40bd-888d-98d2b215e367", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "your_dataset.get_station('vlinder02').make_plot(colorby='label')" - ] - }, - { - "cell_type": "markdown", - "id": "9c0be11b-8d68-4597-9cf4-676c10d3aa1a", - "metadata": {}, - "source": [ - "\n", - "## Quality control for bad observations\n", - "The following checks are available:\n", - "* [Gross value check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.gross_value_check.html#metobs_toolkit.qc_checks.gross_value_check): a threshold check that observations should be between the thresholds\n", - "* [Persistance check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.persistance_check.html#metobs_toolkit.qc_checks.persistance_check): Test observations to change over a specific period.\n", - "* [Repetitions check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.repetitions_check.html#metobs_toolkit.qc_checks.repetitions_check): Test if an observation change after a number of records.\n", - "* [Spike check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.step_check.html#metobs_toolkit.qc_checks.step_check): Test if observations do not produces spikes in timeseries.\n", - "* [Window variation check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.window_variation_check.html#metobs_toolkit.qc_checks.window_variation_check): Test if the variation exeeds threshold in moving time windows.\n", - "* [Toolkit Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.toolkit_buddy_check.html#metobs_toolkit.qc_checks.toolkit_buddy_check): spatial buddy check.\n", - "* [TITAN Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_buddy_check.html#metobs_toolkit.qc_checks.titan_buddy_check): The [Titanlib version of the buddy check](https://github.com/metno/titanlib/wiki/Buddy-check).\n", - "* [TITAN Spatial consistency test](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_sct_resistant_check.html#metobs_toolkit.qc_checks.titan_sct_resistant_check): Apply the Titanlib (robust) [Spatial-Consistency-Test](https://github.com/metno/titanlib/wiki/Spatial-consistency-test-resistant) (SCT).\n", - "\n", - "Each check requires a set of specific settings, often stored per specific observation type. A set of default settings, for temperature observations, are stored in the settings of each dataset. Use the *show()* method, and scroll to the QC section to see all QC settings.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "02c8f1d9-c0da-470f-9730-112a89a77f67", - "metadata": { - "scrolled": true, - "tags": [] - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "All settings:\n", - " \n", - " ---------------------------------------\n", - "\n", - " ---------------- IO (settings) ----------------------\n", - "\n", - "* output_folder: \n", - "\n", - " -None \n", - "\n", - "* input_data_file: \n", - "\n", - " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_datafile.csv \n", - "\n", - "* input_metadata_file: \n", - "\n", - " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_metadatafile.csv \n", - "\n", - " ---------------- db (settings) ----------------------\n", - "\n", - " ---------------- time_settings (settings) ----------------------\n", - "\n", - "* target_time_res: \n", - "\n", - " -60T \n", - "\n", - "* resample_method: \n", - "\n", - " -nearest \n", - "\n", - "* resample_limit: \n", - "\n", - " -1 \n", - "\n", - "* timezone: \n", - "\n", - " -UTC \n", - "\n", - "* freq_estimation_method: \n", - "\n", - " -highest \n", - "\n", - "* freq_estimation_simplify: \n", - "\n", - " -True \n", - "\n", - "* freq_estimation_simplify_error: \n", - "\n", - " -2T \n", - "\n", - " ---------------- app (settings) ----------------------\n", - "\n", - "* print_fmt_datetime: \n", - "\n", - " -%d/%m/%Y %H:%M:%S \n", - "\n", - "* print_max_n: \n", - "\n", - " -40 \n", - "\n", - "* plot_settings: \n", - "\n", - " - time_series: \n", - "\n", - " -{'figsize': (15, 5), 'colormap': 'tab20', 'linewidth': 2, 'linestyle_ok': '-', 'linestyle_fill': '--', 'linezorder': 1, 'scattersize': 4, 'scatterzorder': 3, 'dashedzorder': 2, 'legend_n_columns': 5} \n", - "\n", - " - spatial_geo: \n", - "\n", - " -{'extent': [2.260609, 49.25, 6.118359, 52.350618], 'cmap': 'inferno_r', 'n_for_categorical': 5, 'figsize': (10, 15), 'fmt': '%d/%m/%Y %H:%M:%S UTC'} \n", - "\n", - " - pie_charts: \n", - "\n", - " -{'figsize': (10, 10), 'anchor_legend_big': (-0.25, 0.75), 'anchor_legend_small': (-3.5, 2.2), 'radius_big': 2.0, 'radius_small': 5.0} \n", - "\n", - " - color_mapper: \n", - "\n", - " -{'duplicated_timestamp': '#a32a1f', 'invalid_input': '#900357', 'gross_value': '#f1ff2b', 'persistance': '#f0051c', 'repetitions': '#056ff0', 'step': '#05d4f0', 'window_variation': '#05f0c9', 'buddy_check': '#8300c4', 'titan_buddy_check': '#8300c4', 'titan_sct_resistant_check': '#c17fe1', 'gap': '#f00592', 'missing_timestamp': '#f78e0c', 'linear': '#d406c6', 'model_debias': '#6e1868', 'ok': '#07f72b', 'not checked': '#f7cf07', 'outlier': '#f20000'} \n", - "\n", - " - diurnal: \n", - "\n", - " -{'figsize': (10, 10), 'alpha_error_bands': 0.3, 'cmap_continious': 'viridis', 'n_cat_max': 20, 'cmap_categorical': 'tab20', 'legend_n_columns': 5} \n", - "\n", - " - anual: \n", - "\n", - " -{'figsize': (10, 10), 'alpha_error_bands': 0.3, 'cmap_continious': 'viridis', 'n_cat_max': 20, 'cmap_categorical': 'tab20', 'legend_n_columns': 5} \n", - "\n", - " - correlation_heatmap: \n", - "\n", - " -{'figsize': (10, 10), 'vmin': -1, 'vmax': 1, 'cmap': 'cool', 'x_tick_rot': 65, 'y_tick_rot': 0} \n", - "\n", - " - correlation_scatter: \n", - "\n", - " -{'figsize': (10, 10), 'p_bins': [0, 0.001, 0.01, 0.05, 999], 'bins_markers': ['*', 's', '^', 'X'], 'scatter_size': 40, 'scatter_edge_col': 'black', 'scatter_edge_line_width': 0.1, 'ymin': -1.1, 'ymax': 1.1, 'cmap': 'tab20', 'legend_ncols': 3, 'legend_text_size': 7} \n", - "\n", - "* world_boundary_map: \n", - "\n", - " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/settings_files/world_boundaries/WB_countries_Admin0_10m.shp \n", - "\n", - "* display_name_mapper: \n", - "\n", - " - network: \n", - "\n", - " -network \n", - "\n", - " - name: \n", - "\n", - " -station name \n", - "\n", - " - call_name: \n", - "\n", - " -pseudo name \n", - "\n", - " - location: \n", - "\n", - " -region \n", - "\n", - " - lat: \n", - "\n", - " -latitude \n", - "\n", - " - lon: \n", - "\n", - " -longtitude \n", - "\n", - " - temp: \n", - "\n", - " -temperature \n", - "\n", - " - radiation_temp: \n", - "\n", - " -radiation temperature \n", - "\n", - " - humidity: \n", - "\n", - " -humidity \n", - "\n", - " - precip: \n", - "\n", - " -precipitation intensity \n", - "\n", - " - precip_sum: \n", - "\n", - " -cummulated precipitation \n", - "\n", - " - wind_speed: \n", - "\n", - " -wind speed \n", - "\n", - " - wind_gust: \n", - "\n", - " -wind gust speed \n", - "\n", - " - wind_direction: \n", - "\n", - " -wind direction \n", - "\n", - " - pressure: \n", - "\n", - " -air pressure \n", - "\n", - " - pressure_at_sea_level: \n", - "\n", - " -corrected pressure at sea level \n", - "\n", - " - lcz: \n", - "\n", - " -LCZ \n", - "\n", - "* static_fields: \n", - "\n", - " -['network', 'name', 'lat', 'lon', 'call_name', 'location', 'lcz'] \n", - "\n", - "* categorical_fields: \n", - "\n", - " -['wind_direction', 'lcz'] \n", - "\n", - "* location_info: \n", - "\n", - " -['network', 'lat', 'lon', 'lcz', 'call_name', 'location'] \n", - "\n", - "* default_name: \n", - "\n", - " -unknown_name \n", - "\n", - " ---------------- qc (settings) ----------------------\n", - "\n", - "* qc_check_settings: \n", - "\n", - " - duplicated_timestamp: \n", - "\n", - " -{'keep': False} \n", - "\n", - " - persistance: \n", - "\n", - " -{'temp': {'time_window_to_check': '1h', 'min_num_obs': 5}} \n", - "\n", - " - repetitions: \n", - "\n", - " -{'temp': {'max_valid_repetitions': 5}} \n", - "\n", - " - gross_value: \n", - "\n", - " -{'temp': {'min_value': -15.0, 'max_value': 39.0}} \n", - "\n", - " - window_variation: \n", - "\n", - " -{'temp': {'max_increase_per_second': 0.0022222222222222222, 'max_decrease_per_second': 0.002777777777777778, 'time_window_to_check': '1h', 'min_window_members': 3}} \n", - "\n", - " - step: \n", - "\n", - " -{'temp': {'max_increase_per_second': 0.0022222222222222222, 'max_decrease_per_second': -0.002777777777777778}} \n", - "\n", - " - buddy_check: \n", - "\n", - " -{'temp': {'radius': 15000, 'num_min': 2, 'threshold': 1.5, 'max_elev_diff': 200, 'elev_gradient': -0.0065, 'min_std': 1.0}} \n", - "\n", - "* qc_checks_info: \n", - "\n", - " - duplicated_timestamp: \n", - "\n", - " -{'outlier_flag': 'duplicated timestamp outlier', 'numeric_flag': 1, 'apply_on': 'record'} \n", - "\n", - " - invalid_input: \n", - "\n", - " -{'outlier_flag': 'invalid input', 'numeric_flag': 2, 'apply_on': 'obstype'} \n", - "\n", - " - gross_value: \n", - "\n", - " -{'outlier_flag': 'gross value outlier', 'numeric_flag': 4, 'apply_on': 'obstype'} \n", - "\n", - " - persistance: \n", - "\n", - " -{'outlier_flag': 'persistance outlier', 'numeric_flag': 5, 'apply_on': 'obstype'} \n", - "\n", - " - repetitions: \n", - "\n", - " -{'outlier_flag': 'repetitions outlier', 'numeric_flag': 6, 'apply_on': 'obstype'} \n", - "\n", - " - step: \n", - "\n", - " -{'outlier_flag': 'in step outlier group', 'numeric_flag': 7, 'apply_on': 'obstype'} \n", - "\n", - " - window_variation: \n", - "\n", - " -{'outlier_flag': 'in window variation outlier group', 'numeric_flag': 8, 'apply_on': 'obstype'} \n", - "\n", - " - buddy_check: \n", - "\n", - " -{'outlier_flag': 'buddy check outlier', 'numeric_flag': 11, 'apply_on': 'obstype'} \n", - "\n", - " - titan_buddy_check: \n", - "\n", - " -{'outlier_flag': 'titan buddy check outlier', 'numeric_flag': 9, 'apply_on': 'obstype'} \n", - "\n", - " - titan_sct_resistant_check: \n", - "\n", - " -{'outlier_flag': 'sct resistant check outlier', 'numeric_flag': 10, 'apply_on': 'obstype'} \n", - "\n", - "* titan_check_settings: \n", - "\n", - " - titan_buddy_check: \n", - "\n", - " -{'temp': {'radius': 50000, 'num_min': 2, 'threshold': 1.5, 'max_elev_diff': 200, 'elev_gradient': -0.0065, 'min_std': 1.0, 'num_iterations': 1}} \n", - "\n", - " - titan_sct_resistant_check: \n", - "\n", - " -{'temp': {'num_min_outer': 3, 'num_max_outer': 10, 'inner_radius': 20000, 'outer_radius': 50000, 'num_iterations': 10, 'num_min_prof': 5, 'min_elev_diff': 100, 'min_horizontal_scale': 250, 'max_horizontal_scale': 100000, 'kth_closest_obs_horizontal_scale': 2, 'vertical_scale': 200, 'mina_deviation': 10, 'maxa_deviation': 10, 'minv_deviation': 1, 'maxv_deviation': 1, 'eps2': 0.5, 'tpos': 5, 'tneg': 8, 'basic': True, 'debug': False}} \n", - "\n", - "* titan_specific_labeler: \n", - "\n", - " - titan_buddy_check: \n", - "\n", - " -{'ok': [0], 'outl': [1]} \n", - "\n", - " - titan_sct_resistant_check: \n", - "\n", - " -{'ok': [0, -999, 11, 12], 'outl': [1]} \n", - "\n", - " ---------------- gap (settings) ----------------------\n", - "\n", - "* gaps_settings: \n", - "\n", - " - gaps_finder: \n", - "\n", - " -{'gapsize_n': 40} \n", - "\n", - "* gaps_info: \n", - "\n", - " - gap: \n", - "\n", - " -{'label_columnname': 'is_gap', 'outlier_flag': 'gap', 'negative_flag': 'no gap', 'numeric_flag': 12, 'apply_on': 'record'} \n", - "\n", - " - missing_timestamp: \n", - "\n", - " -{'label_columnname': 'is_missing_timestamp', 'outlier_flag': 'missing timestamp', 'negative flag': 'not missing', 'numeric_flag': 13, 'apply_on': 'record'} \n", - "\n", - "* gaps_fill_settings: \n", - "\n", - " - linear: \n", - "\n", - " -{'method': 'time', 'max_consec_fill': 100} \n", - "\n", - " - model_debias: \n", - "\n", - " -{'debias_period': {'prefered_leading_sample_duration_hours': 48, 'prefered_trailing_sample_duration_hours': 48, 'minimum_leading_sample_duration_hours': 24, 'minimum_trailing_sample_duration_hours': 24}} \n", - "\n", - " - automatic: \n", - "\n", - " -{'max_interpolation_duration_str': '5H'} \n", - "\n", - "* gaps_fill_info: \n", - "\n", - " - label_columnname: \n", - "\n", - " -final_label \n", - "\n", - " - label: \n", - "\n", - " -{'linear': 'gap_interpolation', 'model_debias': 'gap_debiased_era5'} \n", - "\n", - " - numeric_flag: \n", - "\n", - " -21 \n", - "\n", - " ---------------- missing_obs (settings) ----------------------\n", - "\n", - "* missing_obs_fill_settings: \n", - "\n", - " - linear: \n", - "\n", - " -{'method': 'time'} \n", - "\n", - "* missing_obs_fill_info: \n", - "\n", - " - label_columnname: \n", - "\n", - " -final_label \n", - "\n", - " - label: \n", - "\n", - " -{'linear': 'missing_obs_interpolation'} \n", - "\n", - " - numeric_flag: \n", - "\n", - " -23 \n", - "\n", - " ---------------- templates (settings) ----------------------\n", - "\n", - "* template_file: \n", - "\n", - " -/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/datafiles/demo_templatefile.csv \n", - "\n", - " ---------------- gee (settings) ----------------------\n", - "\n", - "* gee_dataset_info: \n", - "\n", - " - global_lcz_map: \n", - "\n", - " -{'location': 'RUB/RUBCLIM/LCZ/global_lcz_map/v1', 'usage': 'LCZ', 'band_of_use': 'LCZ_Filter', 'value_type': 'categorical', 'dynamical': False, 'scale': 100, 'is_image': False, 'is_imagecollection': True, 'categorical_mapper': {1: 'Compact highrise', 2: 'Compact midrise', 3: 'Compact lowrise', 4: 'Open highrise', 5: 'Open midrise', 6: 'Open lowrise', 7: 'Lightweight lowrise', 8: 'Large lowrise', 9: 'Sparsely built', 10: 'Heavy industry', 11: 'Dense Trees (LCZ A)', 12: 'Scattered Trees (LCZ B)', 13: 'Bush, scrub (LCZ C)', 14: 'Low plants (LCZ D)', 15: 'Bare rock or paved (LCZ E)', 16: 'Bare soil or sand (LCZ F)', 17: 'Water (LCZ G)'}, 'credentials': 'Demuzere M.; Kittner J.; Martilli A.; Mills, G.; Moede, C.; Stewart, I.D.; van Vliet, J.; Bechtel, B. A global map of local climate zones to support earth system modelling and urban-scale environmental science. Earth System Science Data 2022, 14 Volume 8: 3835-3873. doi:10.5194/essd-14-3835-2022'} \n", - "\n", - " - DEM: \n", - "\n", - " -{'location': 'CGIAR/SRTM90_V4', 'usage': 'elevation', 'band_of_use': 'elevation', 'value_type': 'numeric', 'dynamical': False, 'scale': 100, 'is_image': True, 'is_imagecollection': False, 'credentials': 'SRTM Digital Elevation Data Version 4'} \n", - "\n", - " - ERA5_hourly: \n", - "\n", - " -{'location': 'ECMWF/ERA5_LAND/HOURLY', 'usage': 'ERA5', 'band_of_use': {'temp': {'name': 'temperature_2m', 'units': 'K'}}, 'value_type': 'numeric', 'dynamical': True, 'scale': 2500, 'is_image': False, 'is_imagecollection': True, 'time_res': '1H', 'credentials': ''} \n", - "\n", - " - worldcover: \n", - "\n", - " -{'location': 'ESA/WorldCover/v200', 'usage': 'landcover', 'band_of_use': 'Map', 'value_type': 'categorical', 'dynamical': False, 'scale': 10, 'is_image': False, 'is_imagecollection': True, 'categorical_mapper': {10: 'Tree cover', 20: 'Shrubland', 30: 'Grassland', 40: 'Cropland', 50: 'Built-up', 60: 'Bare / sparse vegetation', 70: 'Snow and ice', 80: 'Permanent water bodies', 90: 'Herbaceous wetland', 95: 'Mangroves', 100: 'Moss and lichen'}, 'aggregation': {'water': [70, 80, 90, 95], 'pervious': [10, 20, 30, 40, 60, 100], 'impervious': [50]}, 'colorscheme': {10: '006400', 20: 'ffbb22', 30: 'ffff4c', 40: 'f096ff', 50: 'fa0000', 60: 'b4b4b4', 70: 'f0f0f0', 80: '0064c8', 90: '0096a0', 95: '00cf75', 100: 'fae6a0'}, 'credentials': 'https://spdx.org/licenses/CC-BY-4.0.html'} \n", - "\n" - ] - } - ], - "source": [ - "your_dataset.settings.show()" - ] - }, - { - "cell_type": "markdown", - "id": "95401842-6906-48bb-b449-2b4df52a9282", - "metadata": {}, - "source": [ - "Use the [update_qc_settings()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.update_qc_settings) method to update the default settings." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "5f30dd72-b67c-4425-a49e-21d248d244fc", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset.update_qc_settings(obstype='temp',\n", - " gross_value_max_value=26.3,\n", - " persis_time_win_to_check='30T' #30 minutes\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "0769efa4-576c-4e9c-b5f9-536fb23543f3", - "metadata": {}, - "source": [ - "To apply the quality control on the full dataset use the [apply_quality_control()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_quality_control) method. Spatial quality control checks can be applied by using the [apply_buddy_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_buddy_check), [apply_titan_buddy_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_buddy_check) and [apply_titan_sct_resistant_check()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_sct_resistant_check) methods." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "c3ce19c5-6ccd-44a4-8f67-3efd4f59621f", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset.apply_quality_control(\n", - " obstype=\"temp\", # which observations to check\n", - " gross_value=True, # apply gross_value check?\n", - " persistance=True, # apply persistance check?\n", - " step=True, # apply the step chec?\n", - " window_variation=True, # apply internal consistency check?\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "05ed9aaf-0998-4a50-b724-f95b5240eca9", - "metadata": {}, - "source": [ - "Use the dataset.show() or the timeseries plot methods to see the effect of the quality control." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "31918e79-d527-484a-b870-ceb678f8719e", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "your_dataset.make_plot(obstype='temp', colorby='label')" - ] - }, - { - "cell_type": "markdown", - "id": "a00c0384-0115-4c7d-ab9f-a0bb963922db", - "metadata": {}, - "source": [ - "If you are interested in the performance of the applied QC, you can use the [get_qc_stats()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.apply_titan_sct_resistant_check) method to get an overview of the frequency statistics." - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "a9707e22-b29a-4e79-9e8d-e321d4dba651", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "image/png": 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From 66ee1d46bc1b903d8123531dca29222db5a4489b Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Wed, 8 Nov 2023 14:57:34 +0100 Subject: [PATCH 14/37] fix for #391 --- metobs_toolkit/dataset.py | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/metobs_toolkit/dataset.py b/metobs_toolkit/dataset.py index f9296842..91ecbbf8 100644 --- a/metobs_toolkit/dataset.py +++ b/metobs_toolkit/dataset.py @@ -430,10 +430,13 @@ def get_station(self, stationname): try: sta_df = self.df.xs(stationname, level="name", drop_level=False) sta_metadf = self.metadf.loc[stationname].to_frame().transpose() + sta_metadf.index.name = 'name' except KeyError: logger.warning(f"{stationname} not found in the dataset.") return None + + try: sta_outliers = self.outliersdf.xs( stationname, level="name", drop_level=False @@ -3104,8 +3107,6 @@ def get_landcover(self, buffers=[100], aggregate=True, overwrite=True, # print('Download the file (as a .csv), and send it by email to: mivieijra@meteo.be.') # return - def printdummy(self): - print('dummy') def make_gee_plot(self, gee_map, show_stations=True, save=False, outputfile=None): """Make an interactive plot of a google earth dataset. From d884e7d992b1c3c02de6d7c6a74b05a789f4c411 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 09:22:21 +0100 Subject: [PATCH 15/37] exclude .py examples, use only the nootbooks for git tracking --- .gitignore | 2 ++ 1 file changed, 2 insertions(+) diff --git a/.gitignore b/.gitignore index f95c8291..18565a7e 100644 --- a/.gitignore +++ b/.gitignore @@ -17,6 +17,8 @@ deploiment/* #Exclude local package builds dist/* +#exclude the python versions of the doc example notebooks +docs/examples/*.py #Exclude local documentation builds docs/_* From 46662ce84431d2175944094fda7962da13abf52c Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 09:23:52 +0100 Subject: [PATCH 16/37] run documentation examples as tests + build the documentation as test --- deploiment/build_and_test.sh | 37 ++++++++++++++++++++++++++++-------- 1 file changed, 29 insertions(+), 8 deletions(-) diff --git a/deploiment/build_and_test.sh b/deploiment/build_and_test.sh index ca67515a..63d1814c 100755 --- a/deploiment/build_and_test.sh +++ b/deploiment/build_and_test.sh @@ -14,28 +14,26 @@ DOCDIR=${WORKDIR}/docs DISTDIR=${WORKDIR}/dist TESTDIR=${WORKDIR}/tests EXAMPLESDIR=${WORKDIR}/examples +DOCEXAMPLEDIR=${WORKDIR}/docs/examples #1 install the package using poetry poetry update #to update the poetry.lock with the latest versions of the depending packages -poetry install --all-extras +poetry install --with documentation,dev #list all packages installed (for debugging) poetry show - - -#2. Update documentation +#2. build documentation cd ${DOCDIR} source build_doc cd ${DEPLOY_DIR} #3 build the package - echo "Removing old builds before building the package ..." cd ${DISTDIR} rm *.whl @@ -48,8 +46,8 @@ poetry build -echo "Export requirements file ..." -poetry export -f requirements.txt --output requirements.txt +#echo "Export requirements file ..." +#poetry export -f requirements.txt --output requirements.txt @@ -68,6 +66,7 @@ make_test_log () { #Run examples +echo 'Running regular examples' cd ${EXAMPLESDIR} filenames=`ls ./*.py` for t in $filenames; do @@ -76,13 +75,35 @@ for t in $filenames; do echo Running ${t} as a test poetry run python ${example_file} >> ${logfile} 2>&1 if [ $? -eq 0 ]; then - echo "succeeded !!" + echo "succeeded !!" else echo "FAIL!!" fi done +#Run examples included in the documentation +echo 'Running the documentation examples as test' +cd ${DOCEXAMPLEDIR} +#delete all .py versions of the examples (rebuild them from the notebooks) +rm ${DOCEXAMPLEDIR}/*.py +#convert nb to python files +jupyter nbconvert --to python *.ipynb + +cd ${DOCEXAMPLEDIR} +filenames=`ls ./*.py` +for t in $filenames; do + example_file=${DOCEXAMPLEDIR}/${t} + logfile="$(make_test_log ${t})" + echo Running ${t} as a test + poetry run python ${example_file} >> ${logfile} 2>&1 + if [ $? -eq 0 ]; then + echo "succeeded !!" + else + echo "FAIL!!" + fi + +done From 453fd635b926c8cafc2499917ff0171c312c3a06 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 09:24:53 +0100 Subject: [PATCH 17/37] Make sure the meta columns are kept if not metadata is available (solves #392) --- metobs_toolkit/df_helpers.py | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/metobs_toolkit/df_helpers.py b/metobs_toolkit/df_helpers.py index 72544a44..ad08f210 100644 --- a/metobs_toolkit/df_helpers.py +++ b/metobs_toolkit/df_helpers.py @@ -247,8 +247,16 @@ def metadf_to_gdf(df, crs=4326): coordsdf, geometry=gpd.points_from_xy(coordsdf.lon, coordsdf.lat) ) geodf = geodf.set_crs(epsg=crs) + metadata_columns = geodf.columns geodf = concat_save([geodf, missing_coords_df]) + # Because empyt and Nan columns are skipped in the concat save, add them + # again if needed + for col in metadata_columns: + if col not in geodf: + geodf[col] = np.nan + + geodf = geodf.sort_index() return geodf From 537e982257ba31a23d05415c287c80ebc489df3d Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 09:32:24 +0100 Subject: [PATCH 18/37] add groups to the pyproject so a poetry-documentation env can be used --- poetry.lock | 3188 +++++++++++++++++++++++++++++----------------- pyproject.toml | 16 +- requirements.txt | 927 -------------- 3 files changed, 2001 insertions(+), 2130 deletions(-) delete mode 100644 requirements.txt diff --git a/poetry.lock b/poetry.lock index 55bbe810..7b521657 100644 --- a/poetry.lock +++ b/poetry.lock @@ -1,10 +1,20 @@ -# This file is automatically @generated by Poetry and should not be changed by hand. +# This file is automatically @generated by Poetry 1.7.0 and should not be changed by hand. + +[[package]] +name = "alabaster" +version = "0.7.13" +description = "A configurable sidebar-enabled Sphinx theme" +optional = false +python-versions = ">=3.6" +files = [ + {file = "alabaster-0.7.13-py3-none-any.whl", hash = "sha256:1ee19aca801bbabb5ba3f5f258e4422dfa86f82f3e9cefb0859b283cdd7f62a3"}, + {file = "alabaster-0.7.13.tar.gz", hash = "sha256:a27a4a084d5e690e16e01e03ad2b2e552c61a65469419b907243193de1a84ae2"}, +] [[package]] name = "appnope" version = "0.1.3" description = "Disable App Nap on macOS >= 10.9" -category = "main" optional = false python-versions = "*" files = [ @@ -14,27 +24,26 @@ files = [ [[package]] name = "asttokens" -version = "2.2.1" +version = "2.4.1" description = "Annotate AST trees with source code positions" -category = "main" optional = false python-versions = "*" files = [ - {file = "asttokens-2.2.1-py2.py3-none-any.whl", hash = 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autocompletion tool for Python that can be used for text editors." -category = "main" optional = false python-versions = ">=3.6" files = [ - {file = "jedi-0.19.0-py2.py3-none-any.whl", hash = "sha256:cb8ce23fbccff0025e9386b5cf85e892f94c9b822378f8da49970471335ac64e"}, - {file = "jedi-0.19.0.tar.gz", hash = "sha256:bcf9894f1753969cbac8022a8c2eaee06bfa3724e4192470aaffe7eb6272b0c4"}, + {file = "jedi-0.19.1-py2.py3-none-any.whl", hash = "sha256:e983c654fe5c02867aef4cdfce5a2fbb4a50adc0af145f70504238f18ef5e7e0"}, + {file = "jedi-0.19.1.tar.gz", hash = "sha256:cf0496f3651bc65d7174ac1b7d043eff454892c708a87d1b683e57b569927ffd"}, ] [package.dependencies] @@ -1437,13 +1516,12 @@ parso = ">=0.8.3,<0.9.0" [package.extras] docs = ["Jinja2 (==2.11.3)", "MarkupSafe (==1.1.1)", "Pygments (==2.8.1)", "alabaster (==0.7.12)", "babel (==2.9.1)", "chardet (==4.0.0)", "commonmark (==0.8.1)", "docutils (==0.17.1)", "future (==0.18.2)", "idna (==2.10)", "imagesize (==1.2.0)", "mock (==1.0.1)", "packaging 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"rst.linker (>=1.9)", "sphinx (<7.2.5)", "sphinx (>=3.5)", "sphinx-lint"] testing = ["big-O", "jaraco.functools", "jaraco.itertools", "more-itertools", "pytest (>=6)", "pytest-black (>=0.3.7)", "pytest-checkdocs (>=2.4)", "pytest-cov", "pytest-enabler (>=2.2)", "pytest-ignore-flaky", "pytest-mypy (>=0.9.1)", "pytest-ruff"] [extras] @@ -3277,5 +4061,5 @@ titanlib = ["titanlib"] [metadata] lock-version = "2.0" -python-versions = "^3.9" #can be converted to 3.8 (but to risky so close to the summerschool) -content-hash = "90fdc6eb14d8f316fd6ca234d10ca81448ea90d6c6b134e25fca09487a727ce9" +python-versions = "^3.9" +content-hash = "8141dd8e2e2eac56a58a2f32d09aea0dbe563fc73e33cb10b2fb6ec246707933" diff --git a/pyproject.toml b/pyproject.toml index c1eb7ec2..de9f4391 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -22,13 +22,27 @@ mapclassify = "^2.4.0" earthengine-api = "^0.1.340" geemap = '^0.20.0' - titanlib = { version = "^0.3", optional = true } + + + +[tool.poetry.group.documentation.dependencies] +#Group of dep packages for building the documentation + +sphinx = '^7.2' +nbsphinx = '^0.9' +sphinx-copybutton = '^0.5.1' +sphinx-rtd-theme = '^1.3.0' +myst_parser = '^2.0.0' + + + [tool.poetry.extras] titanlib = ["titanlib"] #titanlib = "^0.3" #can give errors due to no default C-compiler in windows .... + [tool.poetry.group.dev.dependencies] poetry = "^1.3.2" diff --git a/requirements.txt b/requirements.txt deleted file mode 100644 index 5822e86b..00000000 --- a/requirements.txt +++ /dev/null @@ -1,927 +0,0 @@ -appnope==0.1.3 ; python_version >= "3.9" and python_version < "4.0" and sys_platform == "darwin" \ - --hash=sha256:02bd91c4de869fbb1e1c50aafc4098827a7a54ab2f39d9dcba6c9547ed920e24 \ - --hash=sha256:265a455292d0bd8a72453494fa24df5a11eb18373a60c7c0430889f22548605e -asttokens==2.2.1 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:4622110b2a6f30b77e1473affaa97e711bc2f07d3f10848420ff1898edbe94f3 \ - 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--hash=sha256:ce88ec79df55430e37178a191ad8df45cae90b0f6972d46d867bf6ebbb58cc4d \ - --hash=sha256:d173d24e85e51510e658fb108513d5bc11e3fd2820db6b1bd0522266ddd11f51 \ - --hash=sha256:d8f55f355be7821dade839df785a49dc9f16d1af363134d07eb11e9207e0b189 \ - --hash=sha256:da71de5bf552d83dcc21b78cc0020e86f8d0feea43e202110973987ffa781c21 \ - --hash=sha256:e55698e0ed95a70fe9ff9a23c763acfe0bf335b02df12142f74e4543095e9a9b \ - --hash=sha256:f32a748703e7bf6e92dfa3d2936b2fbfe76f8ce5f756e24f49ef72d17d26ad02 \ - --hash=sha256:f470a130d6ddb05b810fc1776d918659407f8d025b7f56d2742a596b6dffa6c7 -six==1.16.0 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:1e61c37477a1626458e36f7b1d82aa5c9b094fa4802892072e49de9c60c4c926 \ - --hash=sha256:8abb2f1d86890a2dfb989f9a77cfcfd3e47c2a354b01111771326f8aa26e0254 -stack-data==0.6.2 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:32d2dd0376772d01b6cb9fc996f3c8b57a357089dec328ed4b6553d037eaf815 \ - --hash=sha256:cbb2a53eb64e5785878201a97ed7c7b94883f48b87bfb0bbe8b623c74679e4a8 -tenacity==8.2.3 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:5398ef0d78e63f40007c1fb4c0bff96e1911394d2fa8d194f77619c05ff6cc8a \ - --hash=sha256:ce510e327a630c9e1beaf17d42e6ffacc88185044ad85cf74c0a8887c6a0f88c -threadpoolctl==3.2.0 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:2b7818516e423bdaebb97c723f86a7c6b0a83d3f3b0970328d66f4d9104dc032 \ - --hash=sha256:c96a0ba3bdddeaca37dc4cc7344aafad41cdb8c313f74fdfe387a867bba93355 -traitlets==5.9.0 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:9e6ec080259b9a5940c797d58b613b5e31441c2257b87c2e795c5228ae80d2d8 \ - --hash=sha256:f6cde21a9c68cf756af02035f72d5a723bf607e862e7be33ece505abf4a3bad9 -traittypes==0.2.1 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:1340af133810b6eee1a2eb2e988f862b0d12b6c2d16f282aaf3207b782134c2e \ - --hash=sha256:be6fa26294733e7489822ded4ae25da5b4824a8a7a0e0c2dccfde596e3489bd6 -typing-extensions==4.7.1 ; python_version >= "3.9" and python_version < "3.10" \ - --hash=sha256:440d5dd3af93b060174bf433bccd69b0babc3b15b1a8dca43789fd7f61514b36 \ - --hash=sha256:b75ddc264f0ba5615db7ba217daeb99701ad295353c45f9e95963337ceeeffb2 -uritemplate==4.1.1 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:4346edfc5c3b79f694bccd6d6099a322bbeb628dbf2cd86eea55a456ce5124f0 \ - --hash=sha256:830c08b8d99bdd312ea4ead05994a38e8936266f84b9a7878232db50b044e02e -urllib3==2.0.4 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:8d22f86aae8ef5e410d4f539fde9ce6b2113a001bb4d189e0aed70642d602b11 \ - --hash=sha256:de7df1803967d2c2a98e4b11bb7d6bd9210474c46e8a0401514e3a42a75ebde4 -wcwidth==0.2.6 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:795b138f6875577cd91bba52baf9e445cd5118fd32723b460e30a0af30ea230e \ - --hash=sha256:a5220780a404dbe3353789870978e472cfe477761f06ee55077256e509b156d0 -widgetsnbextension==4.0.8 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:2e37f0ce9da11651056280c7efe96f2db052fe8fc269508e3724f5cbd6c93018 \ - --hash=sha256:9ec291ba87c2dfad42c3d5b6f68713fa18be1acd7476569516b2431682315c17 -xyzservices==2023.7.0 ; python_version >= "3.9" and python_version < "4.0" \ - --hash=sha256:0ec928742227d6f5d4367ea7b457fcfed943429f4de2949b5b02a82cdf5569d6 \ - --hash=sha256:88e9cbf22b31a2f9c1b242e2b18690f5c705f0e539c9bfd37a10399e1037731b -zipp==3.16.2 ; python_version >= "3.9" and python_version < "3.10" \ - --hash=sha256:679e51dd4403591b2d6838a48de3d283f3d188412a9782faadf845f298736ba0 \ - --hash=sha256:ebc15946aa78bd63458992fc81ec3b6f7b1e92d51c35e6de1c3804e73b799147 From 633f9a89a9f32b3b34b29e75b1a4aa9f25a47a2b Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 09:34:43 +0100 Subject: [PATCH 19/37] explicit provide template --- tests/push_test/IO_test.py | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/tests/push_test/IO_test.py b/tests/push_test/IO_test.py index 1e0aa44c..f6eb1f88 100755 --- a/tests/push_test/IO_test.py +++ b/tests/push_test/IO_test.py @@ -25,7 +25,8 @@ dataset = metobs_toolkit.Dataset() -dataset.update_settings(input_data_file=testdatafile) +dataset.update_settings(input_data_file=testdatafile, + template_file=metobs_toolkit.demo_template) dataset.show_settings() dataset.import_data_from_file() From 64e9bacdd3e34b3a4b1ca19e32f3e35846c4867d Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 09:35:52 +0100 Subject: [PATCH 20/37] fix error in the gapfill test --- tests/push_test/gap_and_fill_test.py | 46 +++++++++++++++++++++++++--- 1 file changed, 42 insertions(+), 4 deletions(-) diff --git a/tests/push_test/gap_and_fill_test.py b/tests/push_test/gap_and_fill_test.py index 4a80a3b0..0ae5e219 100755 --- a/tests/push_test/gap_and_fill_test.py +++ b/tests/push_test/gap_and_fill_test.py @@ -134,7 +134,7 @@ assert ( not gapsfilldf["temp"].isnull().any() -), f"Nan value found in tlk interpolation ! \n {gapsfilldf}" +), f"np.nan value found in tlk interpolation ! \n {gapsfilldf}" assert ( gapsfilldf["diff"] ).sum() < 1e-5, f"Tlk interpolation differs from manual: \n {gapsfilldf}" @@ -204,7 +204,8 @@ assert era.df.shape[0] == 5348, "Something wrong with importing era data from csv." #%% -output = dataset.fill_gaps_automatic(era, max_interpolate_duration_str='5H') +output = dataset.fill_gaps_automatic(era, max_interpolate_duration_str='5H', overwrite_fill=True) + checked = {'temp': {('vlinder01', pd.Timestamp('2022-10-06 17:00:00+0000', tz='UTC')): 15.760000000000002, @@ -218,7 +219,19 @@ ('vlinder01', pd.Timestamp('2022-10-06 20:30:00+0000', tz='UTC')): 11.98, ('vlinder01', pd.Timestamp('2022-10-06 21:00:00+0000', tz='UTC')): 11.440000000000001, - }, + ('vlinder01', pd.Timestamp('2022-10-04 02:00:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 02:30:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 03:00:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 03:30:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 04:00:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 04:30:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 05:00:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 05:30:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 06:00:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 06:30:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 07:00:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 07:30:00+0000', tz='UTC')): np.nan, + ('vlinder01', pd.Timestamp('2022-10-04 08:00:00+0000', tz='UTC')): np.nan}, 'temp_final_label': {('vlinder01', pd.Timestamp('2022-10-06 17:00:00+0000', tz='UTC')): 'gap_interpolation', ('vlinder01', @@ -237,7 +250,32 @@ pd.Timestamp('2022-10-06 20:30:00+0000', tz='UTC')): 'gap_interpolation', ('vlinder01', pd.Timestamp('2022-10-06 21:00:00+0000', tz='UTC')): 'gap_interpolation', - }} + ('vlinder01', + pd.Timestamp('2022-10-04 02:00:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 02:30:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 03:00:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 03:30:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 04:00:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 04:30:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 05:00:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 05:30:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 06:00:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 06:30:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 07:00:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 07:30:00+0000', tz='UTC')): 'gap_debiased_era5', + ('vlinder01', + pd.Timestamp('2022-10-04 08:00:00+0000', tz='UTC')): 'gap_debiased_era5'}} checkeddf = pd.DataFrame(checked) From da525e65b6e056dce9b53734c7fd3363a3f37a87 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 10:19:37 +0100 Subject: [PATCH 21/37] fixes sphinx warnings --- docs/examples/analysis_example.ipynb | 4 ++-- docs/examples/doc_example.ipynb | 4 ++-- docs/examples/filling_example.ipynb | 4 ++-- docs/examples/qc_example.ipynb | 5 ++--- metobs_toolkit/analysis.py | 10 +++++----- metobs_toolkit/modeldata.py | 4 ++-- metobs_toolkit/qc_checks.py | 4 ++-- poetry.lock | 4 ++-- 8 files changed, 19 insertions(+), 20 deletions(-) diff --git a/docs/examples/analysis_example.ipynb b/docs/examples/analysis_example.ipynb index b187fe68..0c5b958d 100644 --- a/docs/examples/analysis_example.ipynb +++ b/docs/examples/analysis_example.ipynb @@ -539,9 +539,9 @@ "id": "d3fdffeb-1ec7-4ffe-8085-c84dd5a3fdfa", "metadata": {}, "source": [ - "## Detailed reference\n", + "## Analysis exercise\n", "\n", - "For a more detailed reference you can use this [Analysis exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Urban_analysis_excercise_04.ipynb)." + "For a more detailed reference you can use this [Analysis exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Urban_analysis_excercise_04.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." ] } ], diff --git a/docs/examples/doc_example.ipynb b/docs/examples/doc_example.ipynb index 3daef15a..1c86c800 100644 --- a/docs/examples/doc_example.ipynb +++ b/docs/examples/doc_example.ipynb @@ -793,9 +793,9 @@ "id": "2c4cbdce-829d-4202-81e0-6ca74dde05b4", "metadata": {}, "source": [ - "## Detailed reference\n", + "## Introduction exercise\n", "\n", - "For a more detailed reference you can use this [introduction example](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Introduction_01.ipynb)." + "For a more detailed reference you can use this [introduction exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Introduction_01.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." ] } ], diff --git a/docs/examples/filling_example.ipynb b/docs/examples/filling_example.ipynb index ed496ffd..5eec0813 100644 --- a/docs/examples/filling_example.ipynb +++ b/docs/examples/filling_example.ipynb @@ -1015,9 +1015,9 @@ "id": "5f753cb4-eb5b-4479-a949-a58c3a18928a", "metadata": {}, "source": [ - "## Detailed reference\n", + "## Filling gaps exercise\n", "\n", - "For a more detailed reference you can use this [Filling gaps exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Gap_filling_excercise_03.ipynb)." + "For a more detailed reference you can use this [Filling gaps exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Gap_filling_excercise_03.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." ] } ], diff --git a/docs/examples/qc_example.ipynb b/docs/examples/qc_example.ipynb index 5fc06237..425ba845 100644 --- a/docs/examples/qc_example.ipynb +++ b/docs/examples/qc_example.ipynb @@ -658,9 +658,8 @@ "id": "db416ba5-b549-469c-bb45-f5a344f19d52", "metadata": {}, "source": [ - "## Detailed reference\n", - "\n", - "For a more detailed reference you can use this [Quality control exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Quality_control_excercise_02.ipynb)." + "## Quality control exercise\n", + "For a more detailed reference you can use this [Quality control exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Quality_control_excercise_02.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent.\n" ] } ], diff --git a/metobs_toolkit/analysis.py b/metobs_toolkit/analysis.py index d3495d74..33257cf9 100644 --- a/metobs_toolkit/analysis.py +++ b/metobs_toolkit/analysis.py @@ -131,7 +131,7 @@ def apply_filter(self, expression): A filter expression using columnnames present in either df or metadf. The following timestamp derivatives can be used as well: [minute, hour, month, year, day_of_year, week_of_year, season]. The quarry_str may - contain number and expressions like <, >, ==, >=, *, +, .... Multiple filters + contain number and expressions like <, >, ==, >=, \*, +, .... Multiple filters can be combine to one expression by using & (AND) and | (OR). Returns @@ -147,7 +147,7 @@ def apply_filter(self, expression): Note ------ - Make shure to use " of ' to indicate string values in the expression if + Make shure to use \" of \' to indicate string values in the expression if needed. """ @@ -801,7 +801,7 @@ def get_lc_correlation_matrices(self, obstype=['temp'], groupby_labels=['hour']) * cor matrix: the Pearson correlation matrix * significance matrix: the significance (p-)values of the correlations. - * combined matrix: A human readable combination of the correlations and their p values. Indicate by *, ** or *** representing p-values < 0.05, 0.01 and 0.001 respectively. + * combined matrix: A human readable combination of the correlations and their p values. Indicate by \*, \*\* or \*\*\* representing p-values < 0.05, 0.01 and 0.001 respectively. This dictionary is also stored as a lc_cor_dict attribute. @@ -814,7 +814,7 @@ def get_lc_correlation_matrices(self, obstype=['temp'], groupby_labels=['hour']) These variables should either a categorical observation type, a categorical column in the metadf or a time aggregation. All possible time aggreagetions are: ['minute', 'hour', 'month', 'year', 'day_of_year', - 'week_of_year', 'season']. The default is ['lcz', 'datetime'].. The default is ['hour']. + 'week_of_year', 'season']. The default is ['hour']. Returns ------- @@ -1097,7 +1097,7 @@ def filter_data(df, metadf, quarry_str): A filter expression using columnnames present in either df or metadf. The following timestamp derivatives can be used as well: [minute, hour, month, year, day_of_year, week_of_year, season]. The quarry_str may - contain number and expressions like <, >, ==, >=, *, +, .... Multiple filters + contain number and expressions like <, >, ==, >=, \*, +, .... Multiple filters can be combine to one expression by using & (AND) and | (OR). Returns diff --git a/metobs_toolkit/modeldata.py b/metobs_toolkit/modeldata.py index 7dc3e139..94403794 100644 --- a/metobs_toolkit/modeldata.py +++ b/metobs_toolkit/modeldata.py @@ -267,7 +267,7 @@ def convert_units_to_tlk(self, obstype, target_unit_name='Celsius', Note ------- - All possible mathematical operations for the conv_expr are [+, -, *, /]. + All possible mathematical operations for the conv_expr are [+, -, \*, /]. x represent the value in the current units. So "x - 273.15" represents the conversion from Kelvin to Celcius. @@ -344,7 +344,7 @@ def get_gee_dataset_data(self, mapname, metadf, Note ------- - All possible mathematical operations for the conv_expr are [+, -, *, /]. + All possible mathematical operations for the conv_expr are [+, -, \*, /]. x represent the value in the current units. So "x - 273.15" represents the conversion from Kelvin to Celcius. diff --git a/metobs_toolkit/qc_checks.py b/metobs_toolkit/qc_checks.py index 7d2c5f63..2fc2269d 100644 --- a/metobs_toolkit/qc_checks.py +++ b/metobs_toolkit/qc_checks.py @@ -803,8 +803,8 @@ def toolkit_buddy_check(obsdf, metadf, obstype, buddy_radius, min_sample_size, m The dataframe containing the observations metadf: Pandas.DataFrame The dataframe containing the metadata (e.g. latitude, longitude...) - obstype: String, optional - The observation type that has to be checked. The default is 'temp' + obstype: String, optional + The observation type that has to be checked. The default is 'temp' buddy_radius : numeric The radius to define neighbours in meters. min_sample_size : int diff --git a/poetry.lock b/poetry.lock index 7b521657..1b6d485d 100644 --- a/poetry.lock +++ b/poetry.lock @@ -732,12 +732,12 @@ pgp = ["gpg"] [[package]] name = "earthengine-api" -version = "0.1.377" +version = "0.1.378" description = "Earth Engine Python API" optional = false python-versions = ">=3.7" files = [ - {file = "earthengine-api-0.1.377.tar.gz", hash = "sha256:0f43f7ebdc4b9416fe2567a04fdf1eecfd5a813a1f8bad72327f97ab3866243d"}, + {file = "earthengine-api-0.1.378.tar.gz", hash = "sha256:177a571713a41a4aea80e10a54818f2aa3e620f18d03b76ce12674d20cb88b65"}, ] [package.dependencies] From 8c583921a02ca1229b4735baa7fb727ad5e941d0 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 11:28:22 +0100 Subject: [PATCH 22/37] pass spell/grammer check --- docs/examples/doc_example.ipynb | 93 +++++++++++++++++---------------- 1 file changed, 47 insertions(+), 46 deletions(-) diff --git a/docs/examples/doc_example.ipynb b/docs/examples/doc_example.ipynb index 1c86c800..1a18736d 100644 --- a/docs/examples/doc_example.ipynb +++ b/docs/examples/doc_example.ipynb @@ -9,7 +9,7 @@ "source": [ "# Demo example: Using a Dataset\n", " \n", - "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that are comes with the toolkit.\n", + "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that comes with the toolkit.\n", "Once the MetObs toolkit package is installed, you can import its functionality by:" ] }, @@ -31,7 +31,7 @@ "## The Dataset\n", "\n", "A dataset is a collection of all observational data. Most of the methods are\n", - "applied directly on a dataset. Start by creating an empty dataset object:" + "applied directly to a dataset. Start by creating an empty Dataset object:" ] }, { @@ -50,8 +50,8 @@ "metadata": {}, "source": [ "The most relevant attributes of a Dataset are:\n", - " * .df --> a pandas DataFrame where all the observation data is stored\n", - " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", + " * .df --> a pandas DataFrame where all the observational data are stored\n", + " * .metadf --> a pandas DataFrame where all the metadata for each station are stored\n", " * .settings --> a Settings object to store all specific settings.\n", " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", "\n", @@ -59,7 +59,7 @@ "\n", "\n", "We created a dataset and stored in under the variable 'your_dataset'.\n", - "The show function prints out an overview of data in the dataset:" + "The show method prints out an overview of data in the dataset:" ] }, { @@ -108,18 +108,15 @@ "id": "60edb538-7a11-4745-9514-94f9d577cd9c", "metadata": {}, "source": [ - "\n", "## Importing data\n", "\n", "\n", - "To import your data into a Dataframe, the following files are required:\n", - "* data file: This is the csv file containing the observations\n", - "* (optional) metadata file: The csv file containing metadata for each station.\n", - "* template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", + "To import your data into a Dataset, the following files are required:\n", + "* data file: This is the CSV file containing the observations\n", + "* (optional) metadata file: The CSV file containing metadata for all stations.\n", + "* template file: This is a CSV file that is used to interpret your data, and metadata file (if present).\n", "\n", - "In practice you need to start by creating a template file for your data. More\n", - "information on the creation of the template can be found in documentation\n", - "(under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", + "In practice you need to start by creating a template file for your data. More information on the creation of the template can be found in the documentation (under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", "\n", "TIP: *Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.*\n" ] @@ -139,9 +136,8 @@ "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", "metadata": {}, "source": [ - "To import data, you must specify the paths to your data, metadata and template are.\n", - "For this example we use the demo data, metadata and template that comes with\n", - "the toolkit." + "To import data, you must specify the paths to your data, metadata and template.\n", + "For this example, we use the demo data, metadata and template that come with the toolkit." ] }, { @@ -163,8 +159,7 @@ "id": "dd390074-8b96-4ddb-b447-4c8e46b94c3f", "metadata": {}, "source": [ - "The settings of your dataset are updated with the required paths. Now the data can\n", - "be imported into your empty Dataset." + "The settings of your Dataset are updated with the required paths. Now the data can be imported into your empty Dataset:" ] }, { @@ -184,14 +179,16 @@ "source": [ "## Inspecting the Data\n", "\n", - "To get an overview of the data stored in your dataset you can use" + "To get an overview of the data stored in your Dataset you can use" ] }, { "cell_type": "code", "execution_count": 7, "id": "2bc74181-68df-4cdf-9320-9dc43d5af698", - "metadata": {}, + "metadata": { + "tags": [] + }, "outputs": [ { "name": "stdout", @@ -283,7 +280,7 @@ "id": "aa85e260-48f5-4e63-b3d4-b44ece98df0b", "metadata": {}, "source": [ - "If you want to inspect the data in your dataset directly, you can take a look at the .df and .metadf attributes" + "If you want to inspect the data in your Dataset directly, you can take a look at the .df and .metadf attributes" ] }, { @@ -335,13 +332,13 @@ "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + " geometry lcz assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) NaN 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) NaN 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) NaN 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) NaN 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) NaN 0 days 00:05:00 \n", "\n", " dataset_resolution \n", "name \n", @@ -375,7 +372,9 @@ "cell_type": "code", "execution_count": 9, "id": "0c901b97-90c4-4fae-b181-57c6778a98bf", - "metadata": {}, + "metadata": { + "tags": [] + }, "outputs": [], "source": [ "favorite_station = your_dataset.get_station(stationname=\"vlinder02\")" @@ -386,8 +385,7 @@ "id": "685625e9-462b-4ad1-847f-4d26a0cb5df5", "metadata": {}, "source": [ - "Favorite station now contains all the info of that one station. All methods\n", - "that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can:" + "Favorite station now contains all the information of that one station. All methods that are applicable to a Dataset are also applicable to a Station. So to inspect your favorite station, you can:" ] }, { @@ -431,12 +429,15 @@ "\n", " The first rows of the metadf looks like:\n", " network lat lon call_name location \\\n", + "name \n", "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", "\n", " geometry assumed_import_frequency \\\n", + "name \n", "vlinder02 POINT (3.709695 51.022379) 0 days 00:05:00 \n", "\n", " dataset_resolution \n", + "name \n", "vlinder02 0 days 00:05:00 \n", "\n", " -------- Missing observations info -------- \n", @@ -474,7 +475,7 @@ "source": [ "## Making timeseries plots\n", "\n", - "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full dataset:" + "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full Dataset:" ] }, { @@ -495,7 +496,7 @@ }, { "data": { - "image/png": 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e//rXc95557F9+3a++tWvsm7dOiqVyuT+mUyGdevW8cMf/pCjjz6a9vZ2jj/+eI4//vh9YjrppJO48MIL+Y//+A8KhQJnnXUWd999N1dddRV//ud/zktf+tJn3c9169Zx9tlns379etrb27n33nu55pprZiwicu211/L2t7+dK6+8kosuuuhZP4YQQgghnj1JugkhhBBiVn31q19l/fr1fO1rX+OSSy7BcRxWrFjBW9/6Vl70ohcd0MeybZvrr7+e973vfXzsYx+jqamJSy+9lE9+8pMHNKa1a9dyzTXX8Pd///d89KMfZcGCBbzvfe+jq6uLd7zjHTO2/eQnP0lvby9f+MIXKJfLnHXWWZxzzjm4rsu1117LxRdfzD/8wz+wYMECPvShD9HW1sbb3/72Gffx7ne/m+3bt/ONb3yD66+/njPPPJNf//rXk9V7B1pPTw933HEH//t//2/+/d//Hd/3OfHEE7nuuuueU2XWXueccw7f+MY3+Md//Ec+9KEPsXLlSv7pn/6JHTt2HJCkWzab5eKLL+bGG2/kJz/5CVpr1qxZw1e+8hXe9773TW538cUX8+CDD3LllVdy+eWXs3z5cs4//3wuuugiBgYG+NrXvsYNN9zAunXr+O53v8uPfvQjbr755hmP9fWvf50PfOAD/O3f/i1hGHLppZfuN+m2d9tVq1bxrW99i2uvvZYFCxbw8Y9/fJ9hq8/UBz/4QX72s59x4403EgQBy5cv53Of+xwf+9jHntP9CSGEEOLAUOa5zDgshBBCCHGIu+iii7jmmmtmVCQJIYQQQggxW2RONyGEEEIIIYQQQgghDjBJugkhhBBCCCGEEEIIcYBJ0k0IIYQQQgghhBBCiANM5nQTQgghhBBCCCGEEOIAk0o3IYQQQgghhBBCCCEOMGeuAzjUaa3p6+ujqakJpdRchyOEEEIIIYQQQggh5pAxhnK5zKJFi7Csp65nk6TbH9HX18fSpUvnOgwhhBBCCCGEEEIIcQjZtWsXS5YsecrbJen2RzQ1NQGNJ7K5uXmOoxFCCCGEEEIIIYQQc6lUKrF06dLJnNFTkaTbH7F3SGlzc7Mk3YQQQgghhBBCCCEEwB+dhkwWUhBCCCGEEEIIIYQQ4gCTpJsQQgghhBBCCCGEEAeYJN2EEEIIIYQQQgghhDjAJOkmhBBCCCGEEEIIIcQBJkk3IYQQQgghhBBCCCEOMEm6CSGEEEIIIYQQQghxgEnSTQghhBBCCCGEEEKIA0ySbkIIIYQQQgghhBBCHGCSdBNCCCGEEEIIIYQQ4gCTpJsQQgghhBBCCCGEEAeYJN2EEEIIIYQQQgghhDjAJOkmhBBCCCGEEEIIIcQB5sx1AEIIIcQz4vtQKUOlAk3N0NEx1xEJIYQQQgghxFOSpJsQQojDw/33wSMPNy4vXw6ves3cxiOEEEIIIYQQT0OGlwohhDg8KDV1OU7mLg4hhBBCCCGEeAYk6SaEEOLwoPXU5TCcuziEEEIIIYQQ4hmQpJsQQojDQzKtus2YuYtDCCGEEEIIIZ4BSboJIYQ4PExPuk2vehNCCCGEEEKIQ5Ak3YQQQhwewmDqsiTdhBBCCCGEEIc4SboJIYQ4PPjTk26ykIIQQgghhBDi0CZJNyGEEIeHwJ+6nEjSTQghhBBCCHFoc+Y6ACGEEOKp/OqRftpzHq6tOMlxsZVq3JBKzW1gQgghhBBCCPFHSNJNCCHEIcckmnqY8Dffv59Eg4Vh66rhqVVLx8Ya1W62PbeBCiGEEEIIIcRTkKSbEEKIQ06ya5wn7t4BE+sldNoJam/Cba96HfL5WY9NCCGEEEIIIZ4JmdNNCCHEoSUIKP/6Z7QNPcDlXcMArE0lDMUTQ0stC9rbYXx8DoMUQgghhBBCiKcnSTchhBCHlnKRNu2zyo04N1cHIENCtzNR6WY0ROPwxK9Ax3MYqBBCCCGEEEI8NUm6CSGEOKT0btsJNBJsKUsDhqV2TDAx1BQDlA1mrADlgbkJUgghhBBCCCH+CEm6CSGEOGREccKPb3sMaAwltYAT8xarvIiUBQlT87qp2IbizrkJVAghhBBCCCH+CEm6CSGEOGRsHCyzyEumGoziZZ0267yIJwKXPqPAC8ALqGoLvfvOuQtWCCGEEEIIIZ6GJN2EEEIcMn75yABrctMa3IjTmhOqlsK2Ezq9EBN6EKawQoc43Ql9989ZvEIIIYQQQgjxVJy5DkAIIYQAIAhwBgdYEgU0Jm5TEHkcpXtp9xqbGDeGxAZtk1EGxjYAESx6/hwGLoQQQgghhBD7kqSbEEKIuWUa87Qlg4N82H9iolFN3tw+bbSpchKM0oCN0VZjq3phlgIVQgghhBBCiGdOkm5CCCHmVrkMP7gay5j93mwwYBTYMeMqIR/FeJYLicKvQVoVIInAdmc3biGEEEIIIYR4GjKnmxBCiLlVq4ExKCDUEKGBqfI2hQKlCYEBLKphjfKefqKwzMhYAi3LoD42V9ELIYQQQgghxH5J0k0IIcTcGhvDOI0qNc8CF4u6HWNIGlVugMIilfVZ11kgpRVNixfipVpYstCFwnbwC3PYASGEEEIIIYTYlyTdhBBCzK3eHag4mtGUWTCOXtGHcmKYSLzRVAXAhOHUhlrhxw6E1VkKVgghhBBCCCGeGZnTTQghxNyqTiTTjEGpiQUULI1tG8zCIVQ122jLBI3/D/zJXU0M6UxMXB2XDzQhhBBCCCHEIUXOUYQQQswtxyGOExzHnmqzJoaVegnaqaAwGK2ISnmSYHxyM4UNJESVinygCSGEEEIIIQ4pco4ihBBi7hgDI8MzEm7+6ChRMICzoIW6aqOttYpWFjaaVFuZgXwrVu9OrOYc2e7Gfkm9Mlc9EEIIIYQQQoj9kjndhBBCzJ04hqSxUqnRGh3HONksqZ4cmXaPfC6YuM0Q4xCSorjiRLKLFqLihLisKY+EhFH0dI8ihBBCCCGEELNOKt2EEELMHX9qfrby1m3s+fkvUbbN0f/8GgDCmouVBicdA40VTbe3r+LYvo1kurohjGlaFFCORueoA0IIIYQQQgixf1LpJoQQYu7U66AgqpQJigUAlGdhEk1UqBNv2cSu/3cTemIB0wQb3dJJNLGiqUlsMOBqWb1UCCGEEEIIcWiRpJsQQoi5U6s2kmb5JohiAOyci512cVszKBT+YI0Rv51evYpN9vNxhvroy3dRHhogSuqUttvUIg+MnuPOHNoqd9zJ5rPPZutrzmPgs5+d63CEEEIIIYSY9w7rpNsVV1zBiSeeSHNzM83NzZx++un86le/mrzd933e//7309HRQT6f541vfCODg4NzGLEQQggACjth43XQezc6Df74KFqFKNfG7cxNbpZUQ8Kmdm7v+ivub34d47uOYunGIkRdePkWLGKam/O0p4oQymIKTyfq6yMeGCTcto3qHXfOdThCCCGEEELMe4d10m3JkiX84z/+I/fddx/33nsv55xzDn/2Z3/GY489BsDf/u3fct111/GjH/2IW265hb6+Pt7whjfMcdRCCCEY2Qi77oDB7Vg+pNs6CPrHSZ97Mi1vOY96OUNUy1BtOxZ/4TLsyji2H7Bg+xidozbpPXm8TAZb5TCRQzlw8MfH5rpXh7Rg29apK543d4EIIYQQQghxhDisF1I4//zzZ1z//Oc/zxVXXMEf/vAHlixZwje+8Q2uvvpqzjnnHACuvPJKjj32WP7whz9w2mmn7fc+gyAgCILJ66VS6eB1QBySjGnMFfVI6V76/F1zHA0sSi/lxJYXzHUYQhxY9VEwQGRPNmkTUnrF69EPdeKNN34T8hfE9H34vaAU3b1jpOqqsbGxiGMP1w0xfoam1Cg7N+1m2YIVs9+XQ5wxBqUUydDQZFu8e/ccRiSEEEIIIcSR4bBOuk2XJAk/+tGPqFarnH766dx3331EUcTLX/7yyW2OOeYYli1bxp133vmUSbfLLruMT3/607MVtjgEleIC1/Z/F0+lsJRF1s798Z0OgsQkFKJRRsNhIhOxvvWMOYlDiIMiLEMli6nkQGuMlbDsAy9AOw8yEL8YSAOK9IBD99Zxhta049VCQg/ssFGmrXUjYae0BQZ0tTiXPTokDf7ff2bsyitBN+a7y7zoQ9itK0BZ1J8YJHNsz9wGKIQQQgghxDx22CfdHnnkEU4//XR83yefz3Pttdeybt06HnzwQTzPo7W1dcb2PT09DAwMPOX9ffzjH+fDH/7w5PVSqcTSpUsPVvjiELS7voNubyHj0SgWFp6VmpM4Ih0RmpAwCSlEMmxOzDN2DupNgMYYgyHCTlsoE0MlAyhAo22Fmqg+TddivHDqLnQyVSW3dSBF7Mmcbk8W7twJWpNe/w5Uqhm7bTXKabynhXtGJOkmhBBCCCHEQXTYJ93Wrl3Lgw8+SLFY5JprruHCCy/klltuec73l0qlSKXmJskiDg0769vY5W8H4G1L3kfWyc9JHMVonB/s+fqcPLYQB93wDii3oYCoMo5aPYxNmlLvcrBj0Aq0g51AthQBYEUxUdpghQoDhImLHdvYXsjqjpg9/vhc9ujQNLGia3blsdgeOE6JSqkTYyAeL8xtbEIIIYQQQsxzh33SzfM81qxZA8D69eu55557+Ld/+zf+x//4H4RhSKFQmFHtNjg4yIIFC+YoWnE4KIVljIFa3SEzR0NLARRqzh5biIPKGKgnk1ejUpWUpUh8j/KWYwB7xuZ2lKCSBK+ucf1Gwk0BlrbwnAS0DYkjq5fuRzw8DFh0LdqDZevGU19rIYk9kpHqXIcnhBBCCCHEvHZYr166P1prgiBg/fr1uK7Lb37zm8nbNm7cyM6dOzn99NPnMEJxKNNG84mvdfCPXzuW//fto6iFyR/fSQjx7CQBFLOAJhgfZfB3N2OlHMJyK09OuAE4kcaLErxKQmIboky9cTexO7mNX7fJuP7kQigCklIJ/6GHcZasBTX1vDhuY7EgXfbnKjQhhBBCCCGOCId1pdvHP/5xXv3qV7Ns2TLK5TJXX301N998MzfccAMtLS28853v5MMf/jDt7e00NzfzgQ98gNNPP/0pF1EQ4r92foc47gTAdeCRPUVOW9Uxx1EJMc/UxzCxiz88QlLzCcbHsTybJHSxs0V0mMbJVYiDNHGYJxUM0zG8EzvpAhTGhAyu6MEZKlOv57DtmJRxsLJV/GpEJu/NdQ8PCfVHHsU7+mjszrWoiaSbUmBZjSGnui4/KgghhBBCCHEwHdZJt6GhIf7qr/6K/v5+WlpaOPHEE7nhhhs499xzAbj88suxLIs3vvGNBEHAK1/5Sr7yla/McdTiUJWYhGvvMLhOTBxbZD2bzYNlSboJcaAN7UIbINHoKMLryVPbVSSqH0NSawGgdc0DDD96MrY22BWX9mIv0AWAZZUorhilczSF7USgNGGhmQIGd9NWMs8/du76dgiJh4dw2tsw2iaJHRw3BkCpBB3WUE59jiMUQgghhBBifjusk27f+MY3nvb2dDrNl7/8Zb785S/PUkTicBZqn8e3tBDFNqCo+PCtO3Zwy6bhOYknSkJ21ZewdEGdJafLkDkxj4wOoyJDuqeH6q776HrNMWSXtuA/PjVcNHI1o+0hbYMeSpcZqbSy2AKlYWBBC8XW4xjtHKCrMkAmVyLBwcMl2LMVJOlGNDRE5db7sc0S7M4VoKaq2lLpCkGmiSSZuzkrhRBCCCGEOBIc1kk3IQ6kelynUnMBRVcLvP7EFTy0u0jZj+cknmoYs21PM9t2NeNXDOddOCdhiINMG42l5t30mk9vcAALjyQMqe3pI/P8xQDoaCrpNp51qDb7dPQ3A50sHZjavdrUWDAhyDiU93SQzpZxlEb5C1B6z2z25JA1+p3/wkq/lEVnbACiGbflmkpobVMYysxNcEIIIYQQQhwhJOkmxIRRv4wxjRVDF7a6dDenaUrP5ep+Mt/SfDVQ380vh36MQdPitHPB4iMso+pHxFGVqFQjHBvDyq4AwCQWdraM5cSM5epEmamEd4zB2IYgk9C3dpilfTcTZNdSTDfTHGaxvIRUlBBkgznq1KHDGEP5pt/TcupRaK2wrKlKWa1V433OWID71HcihBBCCCGE+JNJ0k0csRIT89P+q/FUima3BSdYPHlbU8biXWeu4l1nrpqz+B4fHOA1l9/XuCKjS+eVWlIjMiEAGj3H0cyBusZxc9idWaJyBeM1kj9xPU9Sz5I4MQN5Q5KPKTf7ZGppEs+mpIo8Yf+cSvtK7F0VSm2dGPYQGxvLKLSliAIXtAbrCKsenCYeHSW1bA2WHpxMuGmtCII0mUwdMFiqgglijDEopeY2YCGEEEIIIeapI/esRBzxSlGR8XCEvmAnmyqP86sHx2nKJuQyCYvb0nMdXmOZQTEvRSbEVo3fPMajUYw5wrKqnkVUrxCWingdGWyVp9S/CG0UYQaG8gE/q+5mc20nTaU0Tgx2oKnoCmNb/gCApYdwTR/ZcgChQwofi5h0xoX+/jnu4NyK+/sJtvRip5tJJgpmLctMrloKYHsOVm4pw1+9ieoDQwS9pTmKVgghhBBCiPlLkm7iiFWKCyQTQzj92OdHdw9TrtlU6xaucYi2DRFtGjgkEiKHQgziwKkkJRKzd+ikoZqU5zSeWaUTTEnjZvIQa8LhKrWxoyk9djLGz+DVYTQa5qbNd7CxMDU/m5PAo6lNFLzGa9ahRC2/nDDtEvpZHDsmE9WJwmbCrZvmqndzzoQh4c5dKCeN44bY9tRtkZ4qbldKY4wm7E0z/sONjP1gwxxEK4QQQgghxPwmw0vFESvQ9cnL19y+FW/V93ENtDpH8RbnoyQbBwFwlrZDxpv1+BRS6TZf+Yk/43ohGiPvNM9RNLMsKKMm5k7USUxqSTM86Vgv2RUcbKrZhL6TW8kN1tk0NMajYYVsStNlwInHACj05Ej3FYhjF+UkOKHF2PZBFrxktjt2aNj6mvOIdu/GXf1ybGdqAYXhgaU88sJhXrrHQcUxSsVgDIaJ4aVH4ChnIYQQQgghDjZJuokj1vTER6QNWI0Rna1ZzYpcEwSAZZEU6zhzkHSbTurc5pfpCd+USnPT0HXYls3JzS/khJb1cxjZLKiX2Ztk00HIeJKiJUjTOMob7ctSRxOTkLazPFHoJd6Rwg8sljkvYE/qEcDgJEN0D9+CpbqoOjbORIIpo6sMRClIEmaUeR0hklJjmKidzeJ6deLIoawtfutBdVkBkjX4j2/HOHmUZaOTCOXY2K1z+x4nhBBCCCHEfCRJN3FEa3HaKMbjhKY42dYceDh783Fph2THCHrP+KzHFhfHZv0xxcG3pboBS1lkrTy+rpEkMbEV0/aHXXy990ekMy10LTmKj7zuC/NygvvC+CitE5dD2+Ke5lWstDU4CSZ2iNMWfk6RJkO31UNTrZv+egWAfNhGj/Ua9I3N2Plx/FQ3qUwdFWfwwxSJ4+CrDDXlwNgodHXPWT/ngr9xI05nJ2GphJu2iGoxVs5it1Z8s73EG7IxplQk3eySJI3Er7JsMBbhzjJGG5Q1/445IYQQQggh5ook3cQRq5KU2FneidaayFQn27NMVXxYzRmMH2GiZPYD9KeGhkmp2/xx7/jvKcbjKCwwhpjG3G7u/Tv4w4phaukRKGzlvdGl5L38HEd74A0NTyXd7EqV5nw7tf7FgCLKWPSf1EpBj9JTXURa5ahHdSwHktigULT6x5JsKlM9tpOl/T/nsaM/QsfmrdgY0laVdFhnDx1QLB1RSTcThlRuvoV4eBiAVGc72RYDJPym0MJ4aIOfRdsWFmAp3ZgrUidgW2DA+DEq685pP4QQQgghhJhPJOkmjlh+4vOdu69tXJk2Cq2gi7C0FW9lF8lAEZK5mexoesWJ5Nzmj0A3yig9y8MJFGW7jjKwUY9QS0/9zUdrY6TtLI49v9a78SuVycs6TnjJ0gsmrxvbQilFh93JS/QSVjirCWoOOp6Z9FbVJvoGTmZF083YiU+U8UgSF5cQ22hiA4wMw5o1s9WtORds2cLw5ZdPXncyqcnLexKLoXKGnWOgncbxpCxDvOvXWC3rsFuWAKDrMZYk3YQQQgghhDhgJOkmjliVcOrk3wAYhVIG3wyTGv46akhjnfQ2WH30nMSnfl+aunKIZ92+s+sKQu2jsHjH8v851+EcUpJ6nc2nnwFK4XR3E3zt5QA0OS3kyhYPjthce+MSXlOb+Ud++b/dwCUvfzlvf9HKuQj7oCmXqkSRT1KuUUumst2JpxlfkZ28fkbzO1HKY4M/MtFi2NH0KD31FRgrpD6+hBbzBK2lxxht7aHH97DCGJ0GEgXVKkeSqK8Pd8VydLmCacrhtzQRhRpjFCMKPnB0LysrVbTdNbmP0luI99QAg7t0NUk5xOnIzF0nhBBCCCGEmGck6TbPPTz0MJfffzkKxZq2NVzywkvmOqRDRiUqT15uzJ3VSHpUTYzSCXg5COfuxP1wWr20nlQxE89fpENcSyZl30uXShi/Ud0W7dzJsVdvZvztZ9PitpOqVamVA1JuggEWD2kKTYp81WGodQO9o2fMaewHQxMRrpvGbU/j9Q5RzobkvDKVpjzjTSU800ysA1I41EwJ40X4zQUyw4OY/GaM6ULbZUySxYlrpPwhqroFlMHzAtCQcxOIwrnu6qyKBgeJdvQCkP3QO7H7bFyvcdx9ZM0wzbk6ymgSZ+p9JfeCU6hvVVjNS9GlkKQc7fe+hRBCCCGEEM/N/Bq3JPbx2Nhj3Dt4L/cM3sMNO26Y63AOGddt+RX/dc9D01qmqoyqJgaTQFBitH832sxRmdm0nJs5xEvd9sZn41BLjqwKoz8mKUwt0oExZG59hP5gN5v7A36z2eWRLc04hYDBds2ebotqRmGUwUmNsnlskF217XMX/EFQr9QmL2tt49Y8wkIHPnlydGBjoywbheE3/k+pj2rSpXYsu43He26mr6UPnbQBhrF4MQuHf0fU3YEJp4ZFGqMgihsrmB4hkmLjOKuk4Wr/LoyaWp15RUuZZdmApXbE2JjGT+WhvR3LSxENbMNERaymBF2XpJsQQgghhBAHkiTd5rlxf2rVzXpUR+u5mZ/sUFELY0YqAX9/x8fZWvvdfrepm4SabkxuXyqVqPpHzon7c5GYqecnIcafWBVRNCSl4syGWKM13PGIzX8+bLFrIMuC2jC2NTXceahDE9jbuX/3Ln7d95tZjvjgMcbgTZufLeqeGjqbOI3C6+3JZj489m6yG17Do2N3YulGuxtUaK8Yhpp20hx2Mup3szVZQ1vxYYKeFkwyVbidUjFmaAhK04Zoz2PGGOKBQQA2LlJcrW+nWVkTt0HWaTzniYZ6X0A6qMDYGOmjjyIZ2oNyW9Blm3jUf8rHEEIIIYQQQjx7knSb54ZqQ6iJ//zEx0+O7JOqH969i1M+92sSvf9EmovCxeLzhUcB8ExAqR7PZoiTDpfhpbGeWR2zd6EA0aCLM5Nuth/TN5Thtw+DB3S6iq78Vh5bMfF2bAzLBkG5RWj7b3qH5s/bdH/RZ3mi0ElC3UpTWHLq5G2JY1PTJTbEj3HRvZ/njp1X8+pHPzV5e65e5f33dnDRjduoeEMYHH7sPo98rZfNezZT8VJEkYcxkEYTRwmMjc5BL2ff2JXfovBf/wVAtcnB1TZpJ8JoGAscYiDSCtsC5Uy996WWLsXpaZ68rovBbIcuhBBCCCHEvCZzus0j2mhe9eNXAZB383zx7C9SDIozhiYWgyJZN/tUdzHv7az0gxWi9pPPelGylM9E5xCj2ZQMM9q5gFB56HCOVi+ddnmuRrg+E7GZmZT0tVS6TaenTehvMimiBS14ozkAQuAtj99Aa3wrD5/U2GbdDoOxYdmwRX9bwn2PtsI8mdptz3iNE1FYtoVjYoghyFq4Th3Hg0I8iunN4mgPUGA02doA6ajAcrOZ1q3D5OwSsSpQzNVp8ru5qStNsTyG7+VJsEmiLK4yJAm4R8hiCiacliw79gXcXD4V4zXetwa9EYr1FJ1ezIZShowz9Xp1Uh52cwpd70NZNsZ0znboQgghhBBCzGuSdJtHBqoD2Mpmd2U3AJfdfRmbxjfN2KYYFlnIwrkIb84YY3j/9+6nKeNy185xsGrosBXLKwCgsLFxOIkFdNNIhkRJRIceQClF/1wl3faXGTwExTqixWmjmlTwVIrc5t1QHgHfh9NOg+aWuQ5xTlWKQ5OXVT0gt3GQZTfeyYnLLoDI5iXhIA85Put6LQJX8ZLHDb9+vmJXdwRmG2FQJdYRjuU+zaMcHvoKdZYYTVM9IWxpxy4rUjUNpMDVOH6Ozt2Lp1V5Gmq5RdR1F6f7d2Ge9zzsXTvpLMYMtSssIrYmR9FSq1DPtpAydZQCk6SIOxaAPoSz1QeQrjSGJscWRJklNHl68oeFolNkXa5x5YTWCr1jLYxELXhph+YwgqiOctpRbppwd/mpHkIIIYQQQgjxHEjSbR7ZU9kzmXADuKvvLhKmhhL1ZHso+sX97TqvjVVDfrNhiCDWgMFKBZMJNwBDQkyCSaZO0F1jU/MNOVOlZ9P3GNtpz3rcbWHEb86OeazSyveL+Vl//KcVRTA0CH19xHqMYk9j7sDYRHQ8shP2Dsk95pgjPulWKvbPuK6ihBX3Pc7u5hrtXkR2UYpxN8Xjyxuv1T+7E1rLhnSboqba2LzLYqxeoTvXNhfhH1CVWsBCY0PGpojGSjSJq7AiQ8VtxSmEpMK9rzUDKJROSIVFml/1Ggo//CHJ6BhL038gSl9EJTXMaP0khvQ45ZOPIXncRikDWhEPDsOC5qcLZ95IJir6dneCo+3JhJsxhhoxtThFxtYMBS7GGDqdCsRApYzd3Y0OikACNG4/XBL+QgghhBBCHOok6TaPDNWGZlyfnnADGKwNUgyPvKTbrvH6RMINIEZZjRNU2yg0BqPAMRaLTNPkPj2mCXtPI1nkdI1Rdmf/5D1rynQ7RVa39tGnj571x39agwPwi58DELckWF2gJ6YeU9NXjCweecfbXkZrUIqwOI43rV0BnWNjfGDZdt6+cghYxHVb+4ABAKL00XSVNuOnwWIc5ZTYPlaaF0m3emVq6HGibLxyjB0ZwrSFth2KwTB7pxrNUKCu2jAKKk4fP/D6+etvfgO7tZX0m17Og+mdtPgriIfPx8/tQRtFRIqMXSNt+ZSDNATzf44yE4bocqNCbdsCxXHJYhoDl+EmtZ2POTdyt/0qEmPTk44odxVgeGIYaaWC096Ov20EJ99DMhphggSVlq8GQgghhBBCHAjyzXoeGamP0JXpohAUiJ40uf1eR2LSrVALcTt+S6rzt6Cm5jP6y+QEPhyfgYXCYAgbKTgUigQDaGwFRB7aTs163Ek8bW60Q22U3PAwOA4kCYlr8YY7M7RUG8kSbU8LNtr/cXgkCG7ZxJgaY6i6i44FTaSGq1hJI/mbX9PBRcsHAAsGO/gIf8b/9DVfdO7ExaO1MvUceukCm4dKvHDpHHXkAKrXphbZMMagjCFKK6KcA0pRi6tUvDrpOE1zOM6AdQ33rlbUvRo7di7mvuu2opQiOeVdtIxuprDwATpGz6KruoTyiCa0PDLUUAp0dGQk3fZ87H9RvuEGAG5e7/HiMEMca5LEYlN2mEQZhpKAVvLkLU0+WydJ+QS1LOmxMey2Vow/tcprUgywJOkmhBBCCCHEASHfrOeRu4bvYLg+PKPNsRw60h0M1gaBxkIKR5piPULZFZQVc3n4KrpMFhebe+nDnqiqUShK1GglQ5WYNiaSbAZsq5n2F79r1uPecOuvaAlvnfXHfUbCENraYHiYmARXKRwzMSQtftJ2RyBjDMaC+9o30j4akhloVCLZrZ0E1RKmKUNU8HFa0hBauNi42KyoLSXRFvlUO6uHaoxkmgmai2wbrsxxjw6MbLlv6kocY8dgxwa/CRKqjAQFmsNGdvHo4Oc8nHmIfmcxo+HJJP5ybq88QdpqJqtbydPFKc5GFAk1t8TgcILvubh+FlvFKDcD+dwc9XT2xIUCVnOjEndXh0/zoMNYSysbFhzLQutE/iJ8kN74D9w9uJLj2sqsba5hW4bEtvCrEXZzC7qylXhkE6mVK0iqEYf/7IFCCCGEEEIcGiTpNo9U4iKd+XYKtVJjTh8DZx91Gq9a/Dq+cv/XsJR1RCbdqkHMC912zgxeyMlmAS2kSNB0MfOEPE8KF2sq4QagEqLxiJEv/evsBg305LKguiEV0aKTP77DwTYyDJs3w/g4jI5ArQZA3JKnZVujKi8wmjGdsNCeOG0/UivdEk01KKItgzVtSGXzi17OwG9/QXZhE157FgyYadNn1b0yzXolC3aMsfV0Gxhl/RN3UVjw6tnvw0GwKhqiPjSMXricKMkT5oHEIso6WMYiHUwtWuLlYp5Y7kD+OJ6n30iuw2VPdSflWobjFnXRuXYFJ+ePpT7WRd+mDYwURqku6aIjHCdOHOy4DkO1uevsLDBhiAKc7i5qrsMF5WNIoxhxOxnNd6GARY7HDbt/wU9HRnlNeRX/ePwmsDQuCX6k8Ba1Y7e14nQeTVIGXTlCX7NCCCGEEEIcBJJ0m0eGyqOMVMYAeO+Zf4ljNSYkd12LrYWtWMri2PZjeKhwNwkJz289fS7DnTV7CnX+zHa5wKyfbHOxST+pniOLS4yZ+aJIRUS+wdazP7G4ozXEaQjSrLcPgRPhzZvh4Yf2adaVMpZpPGspZbHQtqZuPEIr3YgSyqk6JW+Y5dqm60WN11r2JefxL8vO4oLk53QDJDYqyEzu1pTkCb1Weganhpe2+kPcv2F+JMvtwiiZ7i5IaoSFJuIKRBkYWNOKNfA9diQpjmY5AKlgD2VPc1rXi3jJopUAPDFWZsdowqvWLJ6Y7L8TtwPMuKZv5+OUjmrB8WNsOwZjIJ7fH3H+5s0EGzeiA4vqK1/EGwdfSa5thPH0tNegcrg22orpGGLn2OpGmxeRrhrS8ThBdiFR/06ciUWtdT3e94GEEEIIIYQQz8n8PiM5Qlz12FUYDKWgMYQt7aQmEm6NcrfBeBdL8ksYrg9zS9/NLFvSmJD9xOZTcKz5P5BooBhw5pP62VgXcaaQmEQ5OBP5jjIBTZYmURaJNftJN21NlCtyiEzpNrFC4pMtHXFw9nk2AaWO2KSbiRJqTsAZu2NWv/TPptqHHmAoWIXbNLFCZzy1Kq7G8OJ8np+1dTOe/zuaav9C3dOMNgNDY4f9qpKJNnREFWBiUZKkkRgKMw629ilFY7jJisnt06ecQ5XvsXdhBYC2dBumNcIAhVpAW3aiKjUPLZUeijpLudpGPlMgnQ5mDnWeh+oPPURSKJB/9f8lRzMKBXZAZE+93+Wdxvu9cstUnYnkrTNVOevk81iZacehJN2EEEIIIYQ4YCTpdhiLdMTL/+vljAVjk222sqmNH82/f+coutt9Ljp/lFCHRCYkSAKIptI31aRCi3X4r4j4x6RcRbOyZrTtL3WhjaamPDITK/81kSLODZNa/Tyazjh/FiKdadONP6Vlez+w/3hnXTLzZNyYRl6tFFp0TVs8YYw67WQaGxwBE9nvj4li/uHemC888ATBMevwWlpQloVJYv45t4Uo28OGYplFoUtNlVhgmrFQtA6v4fy2FpSb5eSBS7h41ecZz9scNzpI2Y9oznh//MEPUb2jVTLT0seR62CaAiotLWi7yGByOxnTTcHbTrfv0XTO6+i+/QaaTJpEG2xLkXNzWNmEneNV4jhhsb+Bguoi8mLGc/0E9TZ8L03a2BAaFHpef8gFGzaSOuYYsFQj4QZUlU/JTWEnEYntYimblJUl0DWGozp3jjWzUCu6jKFSS9MSaky9RDy6BZVKQ7J8jnslhBBCHHr+52//Jw+PPEzGyfCu49/FG45+w1yHJIQ4TMzn85F5766+u2hJt8xIuiUmQdtF6lUXtEViBknbGbJuFoAgDrlj6wO8eMUL8ZMaLe78T7o92j/MLiLWTRRz1DS4FvtMFp5WHuNujrKf0LtoLb6bYSMFeu7dyMIb75j1uK0Tpy7bif3UGx5I/ffD+HYIK7DqXGheRCkqsKHyMCsru+iatuneoqvh2KbLbiTkfKJGwm2vwOdIE/WOogcKFMt1WrBJtTVeYzExlrJpcSIG/ZiupJmctmk2U0eipRJa2wZQVsICHZBKPOpexEsfuJn+69bS/OY/n6Ne/el2j9d4nj1V+WjXQdVSuPmApso2did17GgRreEyQqVRq1ew6e5RTs93YE9UmipjyHoOcRJRDnxq3SfhAU1BlbC6kKCm0Vi4dgw21Mb9ef0hp1wHq6kV5TaqB2NimhyFpRxsrdn7trE2dTTVyk7Wqts4vf1E8D0otpDLBYzuGiF1zCpUdk3jPsbrT/VwQgghxBFrpD7CSH0EgN5S7xxHI4Q4nFh/fBNxqLqj/w62F7cDkLNbOSp7Kt3uCprtbqAxXC00IaW4iLKmKkzu3/0Iuyu7qOv5Pcn4XpUw4kX2VHIxa0G/k8FM+w8ahVk6smiyErZ2HcWu9uVk20/iodhHxXr2/02rb1OzNb50x63Qdy+MbIDKAAAj4SDjW/9AqtqoWtsbipm4sC4V06djDGbmPHmeB+7hW5n1XOnRMsWhCic2lbDTaaJyGWMMNjYWCg+bhWTpiNJYiUNdTy0eYHsB+eYCuXyZlRnNirCHTGw4bmwHwU+vncNe/em29BfwA0UYRMTYaN34+PGbshjLpqTruEljuKhNRDlqDJdXWMRJ4znKe83knBw9+Wb6ioZKEBHVK+gkoeKNk0SayJ06BsNKPHWgzkPl3/yOcHeIiWrEKqbX68d3FZHtEtouaE2g6wwmJbbaY7Q0l6nGMJpMvbeU9hQZ3zW16nVSlKSbEEIIMV0pLFGPpz4fi5UxkvEqRs/f7xhCiANnPhcBzHtDtaHJy3/3vH/GlFcAsHWkxJe2bcK1NSmVITD1fU48/TCgFJYgO5sRz41KUCGbmVnX9qt7lxAbxTtefyvp7T2T4zdHBxMWdYOeNhz1zp5HeCT94CxG3NBRtfgXzgBmcXipmUoA4Y8DUPbHeeV9TZPNamJGvOnTiy2y9vNWEoYwNnqQAj006STBHxjnnkKd5rBGursbt6kJ0Hyz/VbeOvZiPBwcGiVICkVm2nyB1rTkuOPGrDStXN+1i8iGuFia7e4cUOVKibxj4aVcIEHrxnMQuxb5Wi9F22LJRNLNtTTFoEhKZVjWtATHmno9KqWwUPSOVXj+knby+Tx2Z0w+bOMPe8ro7oAle6eNiwxoDfYsVYrOMl1PyL30vQA4BmpWDZPNM57rmNwmRYaM3Xj97mo/lrg0QkdL9+TtVhwyXFS0T1xPSpJ0E0IIIabrq/SxubB58nphoI+ovg3vzKNR+dQcRiaEOBxI0u0wVggKtKSb8WyHUlRhb1qkpynDF85/PralWN7fi/bv5hfWzKTbrx6/hd0jI3zv1d+f/cBn0U29N6G6/gkregcAO6nzxPaVxMbCsWOGwoXU7ryPjX/9GQDsWo2je2/GiUMS20Eb6GpdyJ7MI7Mee608NYdaTPI0Wx5AOpl5eecdHP/4r4BFABgMyo5B22CsiTaNmiiaDUnwmJbgSJLGv3ma9HiypFCnL7iO1yyoc65bxxlZRVQtYTJNHLXtZfT5XXQ1lchmp6pMpycvLTtBm4klUIzFUaaD64HetgyLnmIhi8NFHAagp5JnibYbdabOCNl6H8c/fimZqAVo9H+4Psza5lMwGIbKdfYUalTc++nK5Yl1wkDuRwTmEiCNcieSmKHmkXrCGyaSblgeJopQ8/D400EApGe0ea0jJHbrPtsucBdTDPsoWBa5ci/b3EWsSAXEQZa0Z6jnu4hKfdhuChPO/ykHhBBCiGejGEytIt+kspOjZAhjQJJuQoinJ0m3w9ju8m6Kfom0k8I1ucl221K4duPkNj0SsnrU5UXL11L2K4xWCxgMtmVNfWDMY37sk5tWJRNbWbb7bYAmThxu/v1KWtstzMTzpT2PyPaI3cYHqALa7W6Gndlf5VUzNf+Vma3xpV4e/Ik5AnUIUQ07skDFYJyJIa9qWsLNoLwIwsbzNSPhtlcUHTFJtx/fs5O1idOoBazmCStFVL6bsNLMglIbTpIjdBpJ1HwqQindSFlaBqUmxvtPJOGU0vxFciyvGn4+lVMzuJvvwmiNsg7PWQFKtRpq2kdOomx02lDsXMHyrSO4YdvkkOq8U2ekHrEifQo7invQUSv37h7DWfAAidcNBpam9xDqRlWWshR96TquSdE7rarXSmeJR0ZwlyyZ3c7OgvKNN+IddRxJOILl5djtFtGpEkPxvl/+K6bKeDJMU5CiN30SfmzQsYtHQlsmxm7KY6fyWKlmdFVWLxVCCCH2uvLRK7lm0zWT18umxkZnJ3cseowX727Fa889zd7zz+gPNhAP1yHRtL/lGNyeI6v/QjwXknQ7TBljWJDtwTc1cm4epR00CUYrzLQ5ompWGlWHVP86jl+Y4ebqdQDEOqGv3D9X4c+aclQiYxweVYO42LisJvGnnp9K0SXuPGZyaJVWise7107entQiXlJdwYuOXzDLkcNv778BZnsdgkrf1OVCL5GycGMHTOOtwmDASlBJ47pCTSbcAAJiNAaNIUdjPrfv3baFTEcrL1jRztL2+TueWfsRewZKvHFRBUtBFCtQLq4F46VOMkmjKqla7oRyJ9aCLWS9qLGvTjDGwnEax2aSNBJxeVuRSmkGvcX4S9YTDwzgLlo0Z338UwRBgNExfuxha4WKbKonFrHsYSyjsCYWlDBoLEsRhhYLM8uwohyum+LxwSI/fsMnWL+88Wrd898u17IbWAFAPhXQpLNsihXlwMNGYYKAcMeueZl0C7ZsRbk5bK+T2LEYPm6cVamzCd3mfbZ9gXUcR2WWoamhjWZFPiSsxtiWR+jk8VMhRjeSbSY+JNZKFkIIIebcrbtvZWd5JzvLO2e014zPjnw/Z2wuYE5YglJHzmdnOFAlGapNXpakmxB/nCTdDlOFoMB9Q/cDsKLrONy4CwsbLMi406pJLJu0MiS9ObaMroWm6yZvq0aH93C1Z2K4NkrOpDje9ADQaxora1oZB6MNJkgw2QzGmMYHpqXo61g+ub+ddWGDwwk33T7rsd98WjR5eVY+ynXc+DfBlPbgYiDJw8Q8bmOLx+mo2FDcfyl9auItRU9UUSbG8J1bN7EhSvHp1x3HhWesOMidmDt6rMKG4RGihQoXg2Py2K3NgCaJZ77VxiQUB1ZTnPjLLlj6BI4zNbS3UuqkqWUUpTRgUCrBShLC3bsP26Sb0iFOthXXCUkSG1CMtCylnl1IqrhpYkwtjKe3ckH3OP9dOYoOZxXpVI4fP9RYJWz63G5xlNBkVwAwRtOmu4jrETnPoinVqBJNWtsJtg+Se/Fs9/bgC7dtIx4yOD1Qa/ZIVpzNZsCJ9s3Un5h9BVkV8Fj4ENtbOljBb3CsBBVAPhrD11kIq5BpB33knDgIIYQQT+e/t/w3v9n5m33agyhgrF4gMQl6vIrdnp+D6OZGMlibXFUtGQ9m3Ga0AWMo/34PuhbR+upVcxChEIceSbodpqYvorAkcyyWSWOMRimrMfxsYohVLdX4EDg7U+d3YRf/7xX/zP+58wsMlIfw44A4iXHs+XsY9FUGyKip/j2y9mQWnphBKUXx7n6qj49ieTZKqUbizdn3uUha20gGtsxm2A2mffJi3i8+zYYHSDRzAnU1MQBZxU7jmkoYz7lkTYVPmt+xte7zk+j/2+9dhcRoIKtcmm0DEZTq0X63nTdiQ86pkLU1kQZLK/aOtjXThuMGKsQ1jecUYKzLoVMnM96M+0NDuZRhQVMN14tIZ0vEfjv+ExvInXrq7PbrAInrVZxMo9IxiV20pxnPNuYPq+tmbOMQqZBQFbBSLmOjC+huy1EJQwbLjUTS3mHzAFgulr+HQNdIWVmirMEqQ2s8NZRZKUO0e2T2OjmL6g9tInPGJwCI01NHT+w0EuJJmGB7jefCTLy/He0eyx67wtBQgR7VPXnMNS/rxvTtrXy2MLFGOYfnMGYhhBDiQEh0wm17bsPCojPbyZnLzuD6bTdQCWvUIp/v3v9TLlzwGuz7d2K/fN1chzsrTKyZPjtRuLM84/biDdup3LJn8nrzS5dhpefveaYQz5S8Cg5TQ7UhFjUtICHmVZU1BGaUupvD1wbHcTHKAsuilG7i1qUvZO32e9g0aPHp73oc/4KjcSwHP/YZqPWxpGnZXHfnoBmoDpExU4e5Uo3VD402ZI9qI7e2HSszMVTyKUrDk2wTdnr253SbHs+s1J7URsDNg46I9+Sx/RTKKHAbyTJlbIJP/4qd9QK7LjDs6DTcr/rpMTkW0xjS9qg9wB/Yw0rTxst049etVqsxZLIwz5NuJk54aecIjxaayNoRPbFDzt6b/7aIiBrDcZVm+hR9oRvz6433s6arhzVtFtsrK7lvNIdtZTnbSXAUZLIVyvUlBNsemqvu/cnWBUNExkbTSljPoYxBOxNDblUjGecaD6XzfNis5uigcUzlPY8Pre4ktbodd7QGixrtxrLxoiqe1djXb45oqlmsCqde74aQeOb3wXnBGIMOpqpSa16AnYQktje5Moft2UTjNVyncV0phYvHaH0rqrSHsfSx7F3DtH15O/7uHXjFPTieS1KPcZq82e6WEEIIccj4wYYfsCi3iM5MJ6cuPJXnLzuOB0buozLSGGoaxyletukKzggv4oqXHoOy5/+PVTqYubCbmfguklRCBv7lPkw87XZHEe4qkz5KFmgSQpJuh6E7Rn/LzYM301ceAANuTzfD2Q6gUVgzY8p9ZVFo6aZ31XpeZEf01wIGiwG7i425u3ZXd83rpBvYeP7iyYqjxJqYm0wblGfh5GaeWGo/wppIsFlJTFSMUNk8ve+4ZFajBlhrhfzGWkTer9A68AgHfVa52jBkO6HYixN4kOx9e4gg7eOPBkSFElYSUe/MEll1jjGdZJlKSO5MD/NvyV28KT5uMunW7cLCljSpeV45Uyj7rMoVOL65SqyhFrVDaqrKzZ14nlw7xujGAZk4CpMa4KSW2ykGJ/DAziYeqx5H3bgYLJpSETk3IYpjHK0YaVrM4Ti4NE40PWFEEMW4TRC6LqY1oG38AbyoSMWfSiCVjeGeguEEO81YtUqz69CuDLay8At1dj4xxLJju8FyaC49QW/5HhLSZLtbYKBCeXpC0w6JR0bnoMcHlwlDmLZoyWBrGW033susKMQvJVi2wW1rJCTj8ihVXaFIichtZmfN4/h8CEGjKq65ycKyHLyWxY3tx0o4TZ2z2ykhhBDiELK7spvWdCuFoMCZi89kNN6D70/9gGwSjyBWPFYJ0aU6dtv8n9vMPCnpFhUCxv5rI9FwDbSBaOpLmN3kkdRlcSYhQJJuh51iUOTbj3+bPYVB0k6KbGxR9fbzZ5y2gl9iu+xpXcLJ0TibH95NPmglZXtkvQz9tfm9mEJpdAcv8BZCAsOZNkgStNJYjoXl7FvJYU2raBv8ZS/ZpU2kFuQYVLO/kEKbA6WOPKVMK3GsWfvHd/nThFUIS41BpWbvFFsGIhelbZyUix34lPKQSrm4kU8Bn7GW5XhRjYqukTEKCyhSZ5w6AQlKt9Ff9tk2PE/nEKyNQG0UM3ofPamIjTVN33iBF6S6AafxHYQYGwsF2HZMHDXmyCsuyeA0uzS1LeKRXc9nR/ACAE7K/jeZnh4q4QIwoLVi3KtQ0odn9VE1TFhj1/HSHXhOndJYNyavqORX0j/+W5rdbkqpUdwkRWQiTlrYRsq2aM1mUJGPqxQoqBTqGAOLj0rAcmgb/T0jx/4fDIZaU52kbLC9qbrQLGmq6fm3iIKuVlHO1LyKsWexN6VtLBuv40nHiZMjozSBrrPUT5PuOR9b9aOtBKUUqxclbI5i9i5zEu8ahOWSdBNCCHHk2lXexc7STsphmTVta9g1uIEkSYNpTMBieUVc+1HyVYWph3AEJN10PcJuS03O5aZLAbX7J6Y8cmaOy0nGA+KBKpzYNdthCnHIkaTbYeY3vTdx+7b7AEgbh2aTAdUYooXRoCZOvZQCrcGaut7ZlGV3JSRbbCHwQoJ6yK7KrjnoxexIdML/qq3nNLMEAzywbD1JOsMzrbc6M6XYpjX1KJlZPThLEq0ma1mMmYXhrYXtUB9rDGWd6LBCgZn4EE0CHKN54pgUT0QlAEZdiy3LXwhKYemE5fdX+GZ8LDe030xb3Fi0osdp/CpYDefpr12Dj8DWG+kGjAf/Vd7E19jCze7R5AG0jYvDRav/gb9edCZu6/voGC/hJBp0AtZR9C7+AOUde+ce0+SscdLVUfymxfTkAiChPc4wuGD5U4ZxKKsEMZ22R2oiqZ0EHrvaRqnZx/L98Svpdp/PmUGjWjdxDa8/cRlp1yaIarRPzNHruDZxmFAZr1MrBWDZdCcJfwh3szx7Ak0LoN8p0ZpMH05u0Ik7tVDKPJEM9YM9lXSLHJu914w9MY9bEKFSe1eEVRig3W588a3llhFWryWjLUDB8BB62gI8/q5B8hw3G10RQgghDjnlsMztfbcT65jTF52OwbDT387g5osol1NkV3wJO7MbrICNZZ+kUMNZNP+HUepqPHPxBD3tDCne92zpyZVxQhypJOl2GCmFJS6981NMFCJxbf1tdKs0N3g5MmEVK0mop3Joa2IiqWknmW4c4FgWJyxsxQ+aYaIQYqg6OCd9Odi+9MCX+M+H/5MrzfkA/Py41xLbzyBxpQ0kmkw1wg7rZDYPUduU/eP7HQSmycE+bxYnZo2nr0A0LTU5kXSzHBdf2WxclSJPSArF/V6VFqMxykYri+07VzJUSeOe/rvJ3Vudxv2W/XmadKsOgbLBJI1c90SV6d6VXPcOL40tTSF3PkvDGDvRONEgblJFW2mqqZUUE4+8O0ZPdg8nnlBhpC8itKaeM0slRG2LiaMEx7X3jeMQVq5HtFkTySADSeLxMLvY3f9Vhk2NVUHL5LZ2U4rEGIYrPu342LUK+bYOVDRKuWbAzrDlD/fRplzaTAvKH4DsCQBkl7iM75wa+hHZAcZrQReL2K2ts9rngync8jDKm6pms9w0Xlgn9DKTbSr0YSLpFqQ9gnQnnYMjWCgUCWPWGlqcIUBRKG3FWZcmGRxHBYqRh8fpfMts90oIIYQ4NGwrbiPv5GlONXNU61GMhIMkRlOtNj57TdKoalPKoC2fSjkk9XR3OE8kpXDyspV10FECycxkm7u6mWhr48d57UvSTQiQpNth5bc7f0veaaPk+1hxju1dz+PxjiVoZWEnCbFSjYQbkIp8Ai+DE4e4SUg9lcdz4ISFrdyxo4OjVqzCj33G/PE57tXBUQ7LaDTjyscYGgm3aUlIk+h9JzzVjQnujWvjN1sEwRjHFT9L5qi5+Rj9cesHaWWWk259nZjERumZz02sIm6yt/LVD2WIM7DWbqI3qlBzHJonjjkvDiincsQlRc+AZmJtBZakKgBUg/mXdNPasGHrdtblpr5UDFVsmiKbzWqUpcFCMkEjEdLkdtKeWoyqhYSuQzrWZJMhwtxKguIY+SaNUQ5xvouo41hSqVGq26ctpmFp/MHNjA500bO0dba7+icp1kIUUNEOVi0LKOq2z2g0wMkhYGz6mrZgaUO2qYWc55DzHILSOBW3xNLsIsJCBaNTYMpECsimaItHUbXNDLg9BCpDV5NDddp3P884uKk2hh7qZeFZrXPS94OhdOPvSK05lRFrJ9uy41jeOY2Em9EQa7SKyQ5upLS9A3vtEpRlYYKYTXoDy9QylC5Tw4O4kZTL2zG0JMRDbZAG/OG57aAQQggxhwargxTCAoWwQFuqjd/tvg4/sFnY6ZOLMgzpHmI/INYGZdcYr4V0zHXQs8BojbeqmWh3BV3b//d6rzs3mXQzoSTdhABJuh1WHhh6gEo8juVA0+534S5rZiSdBxS+l8GL6kBjZbvAy2CMIbRdjt/zMFt6jsYyCa/MFzi+LeKLxT00p3MkzL9ECEwMiwSONp1E1rSEm9bo2GB5+6kUsixUFGMHEW6lzsPqdv7if16F6p+jee+2j83u48UB1JtQNOaqaAxIU6AMCYZPebcQWhplFL1xDU8pwmmLKNhxTOimgQBGIrY3j2HQ2I7D8vYsC1szT/nQh6vB0XH66w4LXYc2L6Z410760r0kHRbPCxaCB37SqLx6e/ulKGPhRjGpKCZwFtJtnqCU5ClXQ3BS1GsenZlh0q4m3dbG7k0e0KgUtCxNxe9nsL962CXdaqUyJihhZ9tI3IRqJmFIjbJdD9CfgtfWlrCovAaAPQuG2TlepdWzySYxraadlq4Mw6NVcFpBa2JtiEzj1+YVQYWk6UQAoubdKBS7ax6epVE6YjjcRn7rIjhrrnp/YJkkIRkawrQ8j8Sy6Mkfz4CVwg18IscB18HCwfJcxn8/RtuCHrzuLLg2NwzdxHnpc+lRnSR6qiLQRZFKh1OfBqPz88cYIYQQ4pkYrA2yrmMdURTSNZjApnuxhw0XZJfwaNcC8rkMm/wdOMDSthqFKGks0mbNn6ks9icZDwi3lWa0KSumuWWYJHGIoxS5M55PsK2AcmxU6vAamSHEwSJJt8OE1obewmBjqJ8yLLCa6G9rTBBuxREtfoHRfBfGGEysMQZ23b0HNVjhuGMiKsubUTphWa3Aa+wK/247DFfG8MPH57hnB8dItVFd1USKmpfB1jGJ5aB3jzHyYJHu163e737x0ON8sfpposTnjJZ2XnvMSlpOOnkWI5/miu9NXZ6Nz/BpKw6p6Q9oLEq2T83aO7dd4387RjXPD7sYWdHYrJ7JkzTnoC+g9Z4yC1c1k8Yha1foHasxVpsqSZ8vhgd387LOxuqYoUnYfuPjVN9o0TIxyCBRFiWvicA2WJlWjGXhxHUwFiiLltP+jF33lamUNIWxRnVhdrgxz6KJNdD4hVAbSJRPMR0xVjn8EuW6UCTbvhTQlP0UubpN0SnjJ2VsY/DiRpWWZWtUyyIWNWdwbIumIIcbGxwnpj4+CsZCZVeASaj5jef4+aXd3ANEOsTN27Qai65UTMrWRGGKwFvF6K75M4w+2L6doL+Ms2AhPXEH96zpwMrkiQCVxJPzT+bNAAlLCAarjaQb0BUtZYP9KEel30Tds9FmFEspxsoxHYtiGkudaCx7fp80CCGEEE9nuDbMpvFNxDomv7OfRVfcSdC1kPRnTmF5JstvR7rZ5De23VOtMzRYhiCGzCzMwTyH9le55ro++ZZRlIIkdqApRTzYKARR8n1CCIBnPKf8DFEUsWvXLjZu3MjY2CxX4xyhto1UuKfvEQwQ15ayonnafD7oxgVtUECwp8rA1Rtwt5RwyoY9WzWZsIZRFiP5LlpsjasaHwp+7M9+Z2bBbzZvRRnIk+Z3a19OYjlgDH5JExcDTKL33ckYFjqL+b8t/8HlbVdxxlH/wPtuet/sBz9Bs58YDybfZ//ZPcO91p6Zi0kYKKlOoq5FM7bcW0HYVU4zrmoA5CdW3KwGMcbsO8nq4axSmfq171e1Pt72jpjHW0JaTGNxk/FMK7c//wwefu3RmFyaTG0PXhQAihQV8gsXcuKCx4mrxcn7MWtPR0cJyrFIZWuEicJSoJWi7A9Qsg6/Xw1NYXTychI3jodRa4xxPc7SyKOrthiMZmR5C6eceDQaA76PF8a4eQsdFAmrFfD7MDrEYFHXjUUBMn4/SVTGtTycnMeQpafm9VUTaeLy/Hmf8x96GKM6cdMdlFWVON0EWpOvFWgJpo7HXraz6IRNNLVM/ba2OjqOnfEOxvUYiddOomIwmgVWgNlzK5YTABa5jmbCSm0OeieEEELMrVpU48rHriTWMYu9hSwsasZe+SZ2f+QLmEzjR6yM3TS5vbLrDIYJJoie6i7nDRPte27iesHkgCKlNJZno9xGikHLQgpCAM+i0q1cLvPd736XH/zgB9x9992EYTi5ItySJUt4xStewV//9V/zghe84GDGe8S6betWLGXQ/mKsuJtVHVPJi0zkM5rv4ozqj2kxIzxaWMxdrGRvAqW/mqWTBJQitD2i2KFdu4wDkY5JdIJ9GJ7IPx1l+WSNy+NOeVqjIsGCxBBsHSe9pm1ydVev5lOq1Kkn8cSzpsirZjZtPmouwp99Rs9cgWgvN6CWqvG7aDvQOKLMxIWuRUvxO2Y+P3bGouMlPQy+4UsMZWwWDtzDwvHt3HfiDWy57Pf0tT3O4v/1sYPendkS+o3aICKL8wZO45X6DJIoxdhYJ/WOYarpPE4UkSgLYynqmQUEKXDDmAVJimTTEAwvoTBaxfHA8WysRUu4M/gr4iCmz/0tR9mNYblFQlTks6XyAIlejH0YDWHwxnaR+P0E9griuPGxc3zueE7rO4HUphejAKXrRF09DJTruBa0aJ8h+jg+v46oNvHjjg6w9TjYeQwO400vJBPswnYbX36V4zBgayKjyNCYi3DAHiRVnz9fhOORYbyFi9jmbKe2eDEmScgWKrTUxmgqDrJnZcLu6iA1K825i8+gEGqqgzUsz6LDdGM5FkUzDkkdrTzAgJUlLPWi40b1oMq0Mf7oNnpOO35uOyuEEELMssHaVHV8zsqy5cy/ItFAJgfVCnUDR0fHsSV9ClvKO8m130Xdehm67GO1zs3ia7Nlf5VutjfVpm0XR4FK25hIy+qlQkx4Rkm3L37xi3z+859n9erVnH/++VxyySUsWrSITCbD2NgYjz76KLfddhuveMUreOELX8i///u/c9RRR0iyYpY8OryNDIsJnTJreyyOaw+wK8OAIlI2rcEAGEhTR8URrU1lCuXGfG/FwKNb+0ATke1SxRCFU4sD1OIaTV7TUz30YSeMNX5Sp9V1WWktZOtEexLERCN1bAeczWOkF2WJJlb3s8o1/FIdk3PI2A7aGHZWaixMTuSF//LNOenH2UEXp01cNsC7rrrnGe03UgmohQkrO3Jc/v+dTNZ7Bi9zHYPet/C1pgy0FdhdGGdpkmFUh9Qmhjx6dhrHQL3oQ8YhqUaYBKyWHKY5gwHybg9LzRjbgl7as5qgNn8qjgCiWpH7a3m6DSwwkLYU2g3pbhsj5UWETR6xOzHUQGtQNtqGehwT9pe46fbdDBcNigTjRzjZHLbdmE0vMhGF5iqDo82gHQyaNquFbdYe6n5MPnv4DGHorA9jpxeSJWA4BVUr5vilf01q+6/ZrQxGJ4RWQtJcpRraNKUNPb6Do5aiLEWSxDQvWIROEirFEchkUCqmml5NS+V+0uOP84Rjs9bqomIZkokVdx1sFiQ9FGrzpyI77WwlWruSVf5KtqXaKdQ0qslixXg/ndEw/1D7BRvHevkf6bcTmxjLVqR6Jk4CBjOM6XEsLEq6SqQMKQPKStMXpGht6gcNJg6obtkJknQTQghxhNlV3sXxHceTslKcYE4iGBnGWbQUdIKlY9YmT7AgO8gttX4WeU30BjYb4p2Y+sq5Dv2g0+FUpZu7OE+0pwJakyQWtq1xCCCKsFIOuhxJpZsQE55R0u2ee+7h1ltv5bjjjtvv7aeeeirveMc7+OpXv8qVV17JbbfdJkm3A2xzYSN1ZwMA7R3LwaQZzTeGV+X8El21IbJ2lb6xFnYNdVIoz0yiWUGdtFXHMglplWOJZbMjaKIpoygGxXmVdCvWI5QVkDEuoeOSCyqEyqa8qYK/ozH8KgkNraNlTKoxOHdrJaDJtUgpBUmCZVn0mJgluSZ2jpef/gEPkr2Jg73K/jOby6t3tMZ4LWLTYIWKHz+zpFsSgd63cmo8cKnViigUIzqgPm3Ia7NqIXFsrExjKKXlOeh6Y1jkXhUL9qgitQSaF7dQvfeZJQ4PB8YYotCnPZWwKARLTVWLeqlGcjG0p4aB762qhEb+rdBbY1v/3ufTIROMcupPP0olfBvRWX9OVuVoTa2kJ1sGIoLYJvENo7VeKsX6YZN0M8aQjavg5gEISg5RbBH2+yRBE9k0lGsu92YfYK1zHJ3ZLLZTx5mYu87xbGrjo5QG+gBw8x3EThOYiJG2l7N4+IfE2QWsTLUTJyEjlpk6lieGl6p5NH1pbonFeKUZ1Q9hysZpsqnmsqTLJSqJxbaxxpyA69QZ7K4pHq6OcVpXBybRhG3NmN538LMk5OKVR+O7EV4wQN3O0nfc52h63KDrzaASBh56mFVvnePOCiGEELNIV3x6d22kViuzob6BtRyL05kHy2ksxpZvYcnwJrqdcc7PtHNZ8Dgpx+Ox8NtE1RdweHwze+6UZ2G3pkiqYSPhBnipOrY9dX5Qu+cejAVWi4dy7cmRcUIcyZ7Rmcj3v//9Z3RnqVSK9773vX9SQGJfcaLZOrYbq61xfZ1eTKyWTd5ulEW7HiCtCvzqwfUMF1r3uQ83rFFuyYAxbOw6hvZyhpxTpxrHjAYjLGlaMku9OfiGywHYARk8AidDNdU42TfR1HxHdtbCpCxQCgsYDxP21EIW9TRPbtPS2sZKS3N/dZbnVptgBVOPa1A0pZ9Z4sCxp5I7z3gGNR3tt9Kt1LeNPc0VHo4K+9y22qxBPWlIqpV1wJn6YLWdLItNC+PZPJnlbZRvnz8T2u8cq7Eo2c2KfJ141J2cIHNabo1oetJtOksRxlN/X+XZuOXGUNXYL6BNgqVsPKcTaCR9PTdGl7NsCW+jPOazYGHz/u75kDNcCcjEU4to3F1WFMMEbt2FR54wdMjEI4ykQ96woBWAgUof0PghwFKGsFKZ3H/hMUezc8MgKr2AWnYt1cxKPH+YONWOtlyKtkabvYPEG8enm8yTX1qNBgvCyCEFVBflsTMuqahOswoo5hJio3Hx2FxSXLGlkahcvmMbi85fQy7jco59DP9x52YqSzWJ5eDh4CUhbaqTakqTqUdgbBb3DJNEGtt9TlO/CiGEEIed6IGd3L/rTrZFvSij6Fh5DqS6AVh+6btJjw2Q/dszIZPhddkl3B9W+QXbGDa97Nj5KMectBzLmr+fm0khICkEM9pse+YUHgN/93Hc9e9DpRvnlroWY+fmezpSiKf3J//8XyqV+O1vf8vatWs59thjD0RM4kl6R6sYdwSSNMvSJ7Mk9U4qZuoNPacL9KQ2c8vdaxkutAAGx4rp6SgxMNpKoi023G5zxjF3s2fVcezoWMWr05/ktduv5r2pnzNcG5q7zh0EvSMV/it+NWtpo7cpPdme1KY+FLLNLsYkKNV4CQz4EeVo3xPz169bxf9625kHP+j9+M8rvj15WQFfv/CZzZf43u/cx/WPDQDwjNctSCJ0bBNj4zH1POwZTLNx8Ak4Y99dmncsYKRaJ7e2MedYNOZjmlyUNhhtwBhqSYpaAmsqS4hXj6PvHJ43v3g9uKvAC1KNLx7+eEJ+P9N4+HYK1w/R2pBkp4Z0K1uxazCi7aVLSS9pAkuhzNFsqp1F93cv4d7oTlY7a+m0F7AteoJukydjJ+TCVsaiPWwdH+Qoumerq3+STQMVTlSaOIZK5BImdqMCLYQQl2avREthC86aqSSiTgJCk8LKGPoevA2iEQAyLa00d3WT3t6Hn/go5bBx2aV4xc3sclbQmXGIM/ZU0k0ZRlTEWOtibr51K3/9kv2vWny4MEEFE2kibSi4Y+h0o6I8EzUqKz+V/Jqg+GKi2jH8NB6f3O8Jf4T8jnbyi1pY0Z7j/S8+mqHiDqrTXoeODogyHk5d4cYxC1ZmqI4WaV7QNrudFEIIIeZAUqiiyz73VR6gLYCO9FI6nKkFw7yRflpO6OTmLaex8/YuLMuwfm0Xd7Tuwg9Dvrvz23yu/HJoycxhLw4uM+0H49a3rKV2524cE5LEFsoCow1OU56kMoIzkXRLioEk3cQR71mn4t/85jfzpS99CYB6vc4pp5zCm9/8Zk488UR+/OMfH/AABWwdG0Zrm9hfQKvXAcpplNNoTd4v0XdflR/dsJ7tfV3Ylsa2EzrbyrQ1VUm0DSh0sU68bRhbJzg6opJqIlKNP/+dO3bNbQcPsMHaKB2kGc/1sLH7aKwkxgoC4kJAS6tDa6tLNpswmgyyLd7Ew9VeHivW2Vj26RvahQkGMVEFmzpR+MyGdB5KnlM+S8dQap6RcAMwS9eyIZdmxYjLF7Z/mG9s+TRf3P5RXpx6LT0nnkhmZcvUtgr6SzVsz0ZZCmVb1NwMKshh6k2gj8UpjmFqh/+qiEMln6vv2EpoHB4st+LmmhjR/oy1KKLQo+5midIeSTaFFUzNZxdXIkA1VniyrUYS0rLQ2Tw/fFGMHfqE9VGq0QCupch7MflUhNYOS1Ir2VTeOPudfo76i3VcJ4PjQEs6wk8sUAaVtshkEpqtPlrqu+ho7mRPocrGoSImrLIz2YalDE7axvFS2KkU2fZOcp1dpNIGlZTxwgGws7ipNjpyKYxl84bVHfgTLwLbMnQah5yb4boH+wjiw7viLerf3ThmwgxB1I4aKdNUHCVbLjBopfjN0POISieSiVaStiwWpBwW5QLqTQ+z+aHbCeshQZTQnPZosbvp74U91RR7qhnG+4okFriBgcQmKLokO+6c6y4LIYR4jv7xrn/kDf/9Bt7w32/gwaEH5zqcQ1+YMJSM0Rp4LCxZtDk9WHbjx3n3rlvRXjupo1ZTKTuAQmuLdtPMOBH1lGJAj6KL9bntw8EWT3zRdSzyJ3XT+TKXoBygtY1laWzH4GQyRLsexcpWcRfmiIbn+XMixDPwrCvdbr31Vj7xiU8AcO2112KMoVAocNVVV/G5z32ON77xjQc8yCPdSK3Myi44rvmVdDhLcPyI2LOx0NS9LKXdEYE/NSdba77CG196H2PjKbbu6aEeeGhjU9UttFdHGGxehG0SlqeOJq4tZNNQ/xz27sC6fcsIP3zgMZ6nInKZVgJvb/mRwotjlpzcipdxcGolAivN1bX/x5aBVYTFVwBw85Zf8JYzj4OWF2AAZanDujLLPNMBpmGAlVgT+0CsbBLlkFuxBjVaJBc105rkWRR1sSjq4oW5ZXjNuRl34TZ7LLfTM9rqysNxA5LExTceS953OkmljJWbue/hZudYjVU5n34/RWuqTEw7ndZU342B0bAHQkW2UCRJWdRjD+UalKXwOjN0vGYFTlNqxv2W41H2dGRoTyqstrrIWg6+nWe0ZhFri1ycIpVAIRiZ7S4/Z9UwwZsYZhsmFmlHUU8AbQgTmwG9itXBT9HZs/FjTVc+DVWXlGWwQpd0xiZWaRYeewKLjj8JgHQ+T2l4D3F2DcrEJFaaPWNF1uQtXrCoHVWYer0+lkRUbItH+kpEiSF1GE/vVr/3Trw2CLwcoyd1YrqaKQOtUZlx1+XcpnNZ0OXgJ5qMY7G1EjBgtlAOdrOmsJaxXaO0r1lAnGhGoxI5nbA416jW7B0NiDsdgkyCsaEpsklXnoDkXLDlF2ohhDjc/KH/D2wtNpYT21neycndJ89tQIcwYwz3br2De0ZuIvFrDDQbnuc25s4mjvjZjibecNolPFIYJ1QpjusYI+smLHQsVttthEMVUBpTD57+gQ5zJtYoFZNvGYcbfkAwPIKJIpxsTBzbRNUA5boQldE1hdNlkRTm1yJqQjwXz7rSrVgs0t7eDsD111/PG9/4RrLZLOeddx6bN28+4AEKeHx4G8fkzuRF7W/imObTidMuWBYLi/0cNbSZcPK9rJFg6WkroxNFa17zjvNvpb25Ahg2jLRhsnUCN01kuxRz7axyIkbr82d46Td+v53N41tYp5qpu2ks3ahsab77MfxyjOs1DvnYzZG2mtiT7AIzNQG+bTQ6ScAEaDKMD1SI9rM89myYkTB7Fjm/55Qf9Keqz8ZSHdzddRz3dr0QsOjrybLYO4HF8QJqzR6xa9FlL9znLuJ6hJ42ntUYQ2xZOE5MKlUnVg66pxs9vuc5BHho2T5SpTTax+lt4wwXt+GYmZkcg2LQW0wlm6fW2oLyFYPXbiHob8xNpixFqjuHnXEwxmAmnjfHThPrNPcH99PqdOBZLTSn2unIBvTk67g4bIm3sTXZ1DhODwNbhsqAgzHgJzb1GLAMJjQkiSKlKgRjQyxrWcjqzibasylWqwUstVZg65jKcD9+qUi+a2o4baalDROOkw52kriteJHL4vYW6m6OyLVxnanX9CJj8UIcPJh8ng9X0baN6Cihnm8hXtk+2R7Hmk2ty3nj0jZe1NXEyxa0cEZnE29rs/nc1VfzsR9tpyXowhtKyGRcmj2HbLqLMEpRSjV+sEkBvqdI1RPSlYTYdOHqMajMnx9lhBDiSBLrqdEaiT48vjPMBRPGJGWfewfv5dv6JnZ2wwk7LV7e/D/w6jXs/n5O9B22hlCotVGvZjhr6TCnLhxjkR3zpr5XUmvKMmjVqAzMn9XS98fEGscNaWkehB3jpKuQ7czjuAbHSci0OKQ72knGtgNZwt0VYql0E+LZJ92WLl3KnXfeSbVa5frrr+cVr2hUCI2Pj5NOp//I3uK5uHPsB7SnOvdpT0d1VBxhUFgqoZGZMejhhfT97tX03XIuOlG05KuAIQCGHkxIVUaJbJfdPSfx7/pchqMNs9yjg8cPE5q6r8PFppRpQVs22aCCKddYdlxzI9lRCFEU+D/lj6NJWBlNVXFYaLTWoKd+qQpq4f4eahb86QmCZ5xj8Kc+ELVlESVjxFrTVHT518IX+duht1FtSfHYOSt44DWrCVtb9rmLHb9/Yp82uynF3WEjfbggBcUdJ2IPH/4rmBbrEQvSjePirse2kuLJSTeLSkeGOO1ghzFmvITR7HfpdKUUtaRMNS6QsZt4UdsF9MU76Bu/nkTXiK2p+1baxYsyFJIRTOnw+OVweLyM5WRRCmpRIxnmLUpY8uoOjl7u01bfzp5cQFN6qvrR0TYmrhKPPYSbybLgmOPJd04l3ZxUo0KwbfR67KSCsZsg8AFFmPIw0yYxrk68CJoml1U4fMW9m7FcmygzcwLBJEpoo41YG4b9aCq52NJG/aw/J1ft43nDv+SJwi7qu0q4jk1qUQvBa07h1jVnAaDiiH67MHmfoZ/DsTQUds5W94QQQhxAkZ6ay9iPD4/vDHMhvL+X6Pebeai+gbqTYBkL9ZK3EXUv5pi7d1K/uYyamEtbKc2yjrHJH7htC15WfgGfeuxzfGz7Fxi9rQ8dHX5T0zxTJk5m/rhv9v2l3843YfwCOhiHxBBsK85egEIcop510u1DH/oQf/mXf8mSJUtYtGgRZ599NtAYdnrCCScc6PgEkLdaWNf0oqkGrWmuFVg3+ASrhhpl45n03sSQwpv2Z+279WUkIwvZ+6fevtFidLchXS6B0TQ5PRytW9CH+VxHe9WimJxyMUDZy9NSG6fJLxNUId/k4lVi7FBj8OnXuxs7qdbJ/W2TNCqIoiIqKeGlHerluUq6TTHPotRNPZuyuL33H/rUnBQ1J01kReypW4yVK0T+1GTsA2vasYMYK9YzVi01iSYYrNLupwmKVTYNlUiKdUwxIBn36XczWBMhuVEKVR+GLdc/6xgPJYVaRLMT80QhTWy77KHItHU6qDgZCt0ZvEodL6yQG25UAcfFEAamKkv3Jkd0ErCn/DDlaJSlmXUstxbQnTioxKduTX15y7kxJ/nHUIqGqFcOjyEMrdEwSu19T1Lk8jZekyG37RGWj/ySVf3X8y8XuHR4TYyW61CtE/njOHaddM4llcuTbm7Bsqeq15xU4weetN9La/FOvHAQRzVWIzaWRc1KM1RNMVxLoU1j0t/m5/C6OJQ0hrknFJOIWmraF3qdMKgqDMejbCz77KgGlMKwsdJprYzuWYplNF3lMSr4FLcWGLhtF3EtxEQJ6dgntmw8N6G/OoifU0TphCS00NUC0aBUsAshxOHItVxSdoqcmyNhfnzPPxhMrBn72XcY2fVo4zqGszvfCoA1sciaB2ScmDWLB1m+aIR6PHWudU89ZIOv2eRrxoOEZPvhMwXIs5Wyx+ns2T7VMH2Ei1cjwcfu6CHoXgUTizwlpeCwH2kgxJ/qWSfdLr74Yu68806++c1v8vvf/35yWeRVq1bxuc997oAHKKDHO4ooCdEmQemETFQjHfs4OsEAS7pHsZhaTcZxpp2QJR5ZC3LW3jc7RVKJSRJFJijRl8mwWsHDj26a1T4dLF15h6y/DN9O0ewXsYzGNgk2FtlYgwLLj7k2vIEVYcgxQUA6nqoacV2HWq1KHNVRjoeXtglq0dM84sF0ACrdnuF2oV8lGwdkYx/LWBzT9xgLWltwslND2CytsWONdm2MY6PjpJEIsC3c1hQ2Cn+4yBV3bMLvLWK1prHb0jjuSsphmsDPkLEsTKihdHgPMbUsWN+lWRWPUl/UxGJayLoQJzZ+kqaYb8E4BhxN7Hhs39o4xpQCFjQqtlTgT84VWKOCUynQmurAxuLPl3+asG0NVjhOhYhCLcNAJdNYwTRqo81byEhx/KnCO6RUB6cqpfzEolpJ0LkUJpMl2biTB3sijqp2Uw0DlDYEicFSFnFlEMuxOel1F7D4hJNn3GcqnyPd3EJoZan7FUJj4dVLZIISThRj0i7duYCubMCgHfAAMTmeReXnIcj4PlbKZlO9TsaeWuk1FfjUowqFpELWtvj+znFu3rUV21Y4o/0Y10GnU5gWxa5shZ27CozuKKL9BOU5lNPN7A6bCS3NrnIfqZrB9W10PU8SQzTaN4e9FkII8Vxoo9lV3kWQBFSjKmP1+T3s8U+h0i4mjilPDNjKkMEyhrSu4DoBFQ0hcGx7kZctGuGEfJ2MM3XelXEaKc0I6FdljD9X5w0Hn6WCxgr0eymLOClh3DoG0JYhiA0624z2d6L9XXiLcvgb5PgTR7bnNKX0KaecwimnnDKj7bzzzjsgAT0bl112GT/5yU/YsGEDmUyGM844g3/6p39i7dq1k9ucffbZ3HLLLTP2e8973sNXv/rV2Q73ORku+7Smmgio4eLx4v5f0znSmH/LGKjHNruH2ulpK1CpZ1BoVOJN/GU1YOEoRVU3Tu4VEI8HhM3dZAJDOdtJS6mD329+lBOXL8NqO7wnuH+4f4ClPX0MOC6DLY1lvpuHt2GUImxvDEnLDgcMUWC363JCPaTeH8DEOawJffxKhdaOGolO4VdDRvYUqRRmfz6CLmv5c9txWkHPM/1lKQp89k7pb9mQffRhgqUvIQhrQKNycGxJM5MlazC16iagQ42TsjAKOj2bVUFCfz1ChxrsZvKuTxi71NwiXsnBWXIYz2YPbBuuso46e4Y1C3SWPqdMT9xGpdjJztxyenvaiNONJeOdcolq2Lisp80PaFJTw/ETE7Nw+yMkS1+HbaXIphYTZiIy1V7STget2Ua10abxJsJSC5trv2VXZZAVrJ7FXj97UZxwjDcGNBKNWlvYriLlebj9gzA6wpZjHfTaU8mm07Sm01Cu4bhNqHqNdFP3fu83lW/GLxWxTMyi6FG2uq/G1gFltw0nNpTzrRA0ErsdxmUVDq1YByKPPWfisTHs5hwjYwG5HKTrVYxj89Jtt/CDTBMddgdZx6Eaa9K5JdgOhEtWoUb60Ll2GBij65gmtrqaF/kO4XANr71xXLbmNYkfEtQ1UUrx/7P33+GWJXd9Lv5W1Yo7nxw690z35KiEUNZYAmQFDJa5YIywyRb4IjD+XTAIAzbG+kkgG2zrYhMsgo2NwIAIEmgkIWRJaLJmeqZ7OneffPbZea9YVfePffqc05rp6aCeTtrv8/TTZ6+9Vq2q2itUfeobhLYoxyB9H5t0oLMA5efGcRwyZMiQIdcm9bjObGmW092BV0eUD+NqnQvb6BE9/SilvRkTKNT4NAZBsbXEyZZECIuHYLYYITMPm1m0GQyJo0yBGAhwBQEjvRHiKMO9jpOwnQvz1JOEpf5Z7qVCCBxVGSiOhR5uWmB0DE4XCqTPfJbwlT+E7iakp7uEt41dtboPGXK1ueiZ7z/5J//kBb//9V//9UuuzMXy6U9/mne/+9287GUvI89zfuInfoI3v/nNHDhwgOKW7Ijf8z3fw8/+7M9ufC4UCs9X3DXJpw6e4qW1t+BKn162yGi7ycDIGZ6qV/j0qRkqhS5vnP4YaWuB1iMZxdf/y/WjB1aI3panowWS+S75WkR7oobyi7x0+TP8dvcQ6ZP34L9qH0Jevy+JdtqhbH2KMtzY9uRCGZmnnIlC9h/Dw3z26K1Y9nMwM/TCnRv7KmsGQpXNoP7XjN779UQR5FfB/dYTAZfi2Hopv16ebj2TRh+fh2KFcM0BInJPnSW4AWcNJvxAsu3+UYy13FzyGWmnLPkOMhQkSQ0WwHczxrTDfC7Z0zxxCbW8dmhFCXdPdSktdlDlMrOmDE5OlvqkYw7dw22CuwbPGZPCmV/l+WK6AVhrKEvLN7xskk9+qU431qSlaczClzDu1MZ+njIUk8GVfLxzite8qK38ylntpZQ6q1AbiGdRLjG5xRsv4zy2ik4y7Oyd/N3JH0QKhY0SpuIEIS2zt9/G7pe+/HnLdf0ANyyQtwJGek9hhUuQKroIck+xPDoD9acAMOtKWwVx4dl8r0H02hrKgwXhsr3sEYchWItIUvbU9uE5Lo+u9XjDZJmvm6lgdQ9EETuxEzMxi12sM5GN8EVlUDCwOF0ndTyKIqHamMTWJF6ssVmA9EOKAdjFJxBD0W3IkCFDrhtW+isbghtsim72BhSDvhJMpjFpTtStc3ibBCw7VIiUEvf4CR5pDMZgShi2lSPOmDA4675iRU8TuoOxXd9CagSH6g3u780iSjdIrHNrIU8Qn/0bAvdc4yiLcDfHuHlQQzcfBUCvZaQn21egokOGXLtctOjWaJzt0pRlGU8++STNZpM3vvGNF1zO4cOHOXLkCK997WsJw/CSXgJ/8Rdnx4X6zd/8TSYnJ3n44Yd57Wtfu7G9UCgwPT19QWUmSUKSbMZKarev7kPi+FqDmUINbVO2Jw4idbHYgZtWpigGERPhCv1n6/QemcOdun3j2CSALJDMtU5Df/2lAWgL8XyXWtnS84uE4XZOxA9DN8F2YkQ1PEdtrm3iTJOYLlUCUuVtbHdSTWlngVznLCY5nzxVRIsJhNMmjC0i71DQPaaTZapZCzgjchikAmdLJsQryaVmLz2rjAvUGOwWCyyTZYheBwC5Hrst9xUy1ehcYx2F9Db7xFpLkrZ4tldnZzDCD+2fZA1gpYuphfiTRZ7I7+CeladQTsZHm2v80Kw7qNx1OvATaY8RN+NQO+Oe8h56NsdJihxMXE5PlfAnN4X9zurA3Vu5UKtKZLeNKQ1MK+cP/W8+nv0JIo34FzNvwVGCqapHlnRInADjBXTtZgDaUBlGoxFcFKf7c1hjr2mRfKmdsEv2MQa6mUs3cwnKDkFQIbzzTg5/8z/hXqEQQtCJIyb1IBHAjlGB63svWHZlapp8pUCYnKLSfYwo2I2bFdGOQ+QXsGyklhnsj7iu3UvzpSVU0UXEBdJw8Or2soTj7SJq1mE+SjnYiSk54GQNrElADhaf9NQsZmWRAi5LKmVRGQqdlLydEBQlseNTUU2K6QhaDTpJINDNBqpUIF85irvvqjV9yJAhQ4ZcJMv95bM+nxHdHvlfv0PcbSMQ7H/jmxnffW1bzL/opDm6uUIjyDkzLa64A4usuBFwxkS+6qdYazFGIOXZg4lAbY6hUyP5g9Zx7mvthRtFdGscgy/8OthZskzhOOa5w3dpwE/ATbGZhzO9nfjoGIX2HM7kDvL6MJHHkK9uLlp0+8M//MPnbDPG8AM/8APcdNP5H9z1ep1v+ZZv4cEHH0QIwbPPPsvevXv5ru/6LkZGRvjABz5wsVXaoNUaTE5HR0fP2v47v/M7/PZv/zbT09O87W1v46d+6qfOae32b//tv+VnfuZnLrkOl5uV/ho3VwZuhlPd0xtB8tuZ4lTq4Tma2sg0i/t+HP0KS5S3qRxvUg4m6E76ROM+pw5+lpmoRAo4uU/PWOjE+JnE0ykq3IZNvwChiz61hqxuu4otvnQa/ZS9k5IxPYuWitHuKq3YJeplVLyERh4zH/n0cwffyQltnyBzEeuZSit5B4U5yyVzfNqnMj17Vdrz9OOHLklru5QVTKM3rV4EKcIZZHQ1QFxy6FYUxlMIT51Vp7wZ46FZ1Sc40ct4Yk3yxokiNcfBTRO6CFTZ51RtO24vZkfzBGFcYUWvMaFTcHyuN6y11GREqCxx3GCveDXGhOTCYc0r4I4HG0JY1kxIVwcDXeVIauOSltoMpbmkj3HUOQEOjOy/E4BiqPCkRfcaZEENL9sUOKU0FJIRbvPGadHH9lNE6drtw0NLTV7qOUgJFT8j0QMXT5lGHLn5dhQCazXNdJGVhiDtWBwhuHtmlm13vvBCiVcs0XJ3clDvRWddXOaQbCdVg9da6vj4eUJb5DxOPrDuugJtfrFIjh0lLI5y29LLqZuEcrONH/dYweNYv4VGsz9IeXlNYp0Spn8C60hkYsj33gX/5xMoIJXQwJDnGU7FJwfqtoQ2c1gnp2E7FBiIdUkS4og+Qi2/YN2GDBkyZMi1RTNpcvvY7RyoHwA2RbcsicBaLBadJnz/X34/C70FUp3yq2/+VXaUd1zNal9R9HKb7OkF+o9/kQP7tzO5tor1ZygVb+bESptS7HBm1XvETXCd9eRXBjBwJrl8yc0pSoMnFImBGfkkpvMqrs6S/YtA1ofcQSBwXUMchSgvRqkMgUIgMBiko0FaMtdQGCvRUh4iLGAzhW7GQyvLIV/VXHQihectREp+5Ed+hF/6pV86777vec97cByHkydPniV8fcu3fMtzLNcuBmMMP/zDP8yrXvUq7rzzzo3t3/Zt38Zv//Zv88lPfpIf//Ef57d+67f49m//9nOW8+M//uO0Wq2Nf6dOnbrkOl0OhNySoVCnWMAKw6l+iVZUIYpd9E07SUcK6GKIK4okykCU8nC3y385MscfZfv59xNNfq8Wsb8Ee4o5tpHQcYskRtPyXJocRngONrl+g38utxOON1fYrjzqfpG10jh6vIqvBGHo0RcpHzy0AsBr/M/yfYUP8aa5T/DW5b/grct/wX3tJ5COc5bo9tWSbUekm8k3rLbQbrCQnkAmGUE3x8s2X5Jb45J53T6laI357hP84fwhPnK6yfFmgnAkowVBod1FSoFxHZZmd1D2cspC8WBSH7zEr0Pq3ZR9lYyD/QrNPCARAgdYLk+gbxtHbrGMVKGz4canXIERKSgHoXPIYqZq9/JPwh/iW4J3EcV7ePJvjtM51STREiMdotoeOkrRz33qvQBlBE1vlSeSJY5FT1/zwXpX+z1CVSKJBct9n1biojxJVqxilQdCoMk41nuIheUVbq+G7K8E+KF73rLdsEDfn6UmmiiT0C/fjczASTNK/TaNcOCGG1rFPThMI6/r+zlfXCDvFugFgkIck3seroKjzRLGSqa9Cl9baoB0EI7ERA2QPla54HhYNJguAKc9S9qJSOo9it0GbqjYFVoit0VvU38no4pfG8GTMehr+1obMmTIkCGbnOqc2hDcdpV3URIhBz7+p2d5GKRJwrHWMU51TlGP6pzunD5XcTckthVBPyU+9jSRnmO0l9ILY2bLE8y6HostDyU0r9++wP0zm14HUg4EN2vBSM1MmJGvh6fJLQTyNOQ30DszaYM/gVaaNHdZTRWH4yaSgRBnyekIS6pySHy8TFIIFIX6UUx7PZOrAXuOECtDhnw1cNmimR85coQ8z8+738c//nE+9rGPsX379rO279u3jxMnLj3O07vf/W6efPJJ/uZv/uas7d/7vd+78fddd93FzMwMDzzwAEeOHHleyzzf9/H9a8dypNlPyXSMqwKKOkUA3WKfLzxyGwAjs9XBC9RaUBIxUmHqWIabwvsX2sTAqOsz6hV5Kk75CILvlWUOrmVUXZ/c83FMnynhkje6qGKAiVNk8MKuXdcipxt9wiBmSoyi5OalHXUy3N0lPtX+NDBwv31pYRu9v73jOWWYPD87/bU1z9nnSnHGPe5i2XrMBWkMvS6kGoNAYkGntAqCD9Z/gV9I30OFMbSzRZ/f4s54oNviv/PdCCsQ9h8DcHyxx33TZdCWfpSStRJKkwV6QJeA+6L9/HjnT3h73CAMRy6hhVeXk40+K/U6Y5UeC0gmjYevYo5P7YHR2sZ+1loQEJ9oIx3Bra+awFpLodHb+H5K3o3xDFJIdGzpRH2shYmxInNBBWM0TqxR3ilUuYCvNVPzNxGagEQkmH6ConSVeuL8PHyiwXc6EscTTMqEdurhFAVWCKRwMDbn3x76e/yy/id8vjBOPzcUHHlBoltQKgPQsDXK+TxtIEgi+qUCXc9luTzNdGcZux7guIy4ri3dsmNHcV7xEiajmzk8Ng7ArtZJUqfEHaUK2lpitQ+EQ5A9hfV8ct2H4gz5tEP/Ld9B0S1AnvO4rzm97b/xk2O/QE/79LMuUsBsbyeNsI+liJWQpgWsjbF5jowaUHr+xBZDhgwZMuTaIsoiAhUQ65gTnRMEuaTR2XnWPvO9eRKdkJmMjIxnG8/yytlXXqUaX3nsupeHifosTimOTwliucJ2bx/y0DJxJtlW6nP7eJtmYYQkyTDSIcw3XSWFEbh+TEEYGgaK1tLqZeRLp3DvvEGsBvMIuj2ULqOcjDCZ4vPBQW5bj5YtcGhGiqprNkPjrP9n0v7Awi100FGODK7vRGpDhlwqF33l/8iP/MhZn621LCws8Kd/+qe8613vOu/xvV7veV0719bWLlns+sEf/EE++tGP8td//dfPEfO+nFe84hXAIKbchbjDXm1cJXBVANbiZoNg909md29+70uEkGDshtpiXIeeyTljBPPm6QolV3H4aJ1VDK4QjCuB1+mQ1Gq0KzuZnPc4aZfYE81imhFy+voT3Z5d6pKYLnfr/SzLzUm7xAIpR+IFzohuKji3ULFVqLLmak7Tt577wuW3i7bc/l//k9H1OIYWyExO+jM/RnPtF/HygdVW5pyVEnX9P8uXOsvYykDMGEkFPWAisQhtsUrg+nBsqcGtEyGZ69OpjDC2KjiUdXl4/iFePbL3Iit79Vlqxby01qbS61DyJ/BNijWQiy1x7nLD6idOYrqDm9D1JcZqBpGyxIaJvbUWKSRNvcbu0g4SmRH3M9J6DznpYqQiHp3kz8bfBsC+7CE4AioPWUhPELcTzi9PXT2WWjF+MImShiiTtBKHiUBhJDjCYyk5SrH+Jn6xO8kDuywFR7KW5BSr538XKG/wjFrRY9zRfxqVd9CyuvF95A5iqVixmUjhesXmOf3HHmXhvvvxtsRTJNGE1cH7NNaGohK40XG0iMjTBPKj+L1FkvLtpF/79dzR6MIzA2tfvXQzRzuH2Fvax0J1Bo0gUJq67gOjSAPdfo0Js4x0XWgcHYpuQ4YMGXKdcLp7mlhvikORfW5qruO9k9Tj+sbnL48Dd8OjDTrLiE8c4nPfYIk9CGWZ0f4If59PwD2gDcSuz6f2vwEApXO+9hOPEMVF2tu/wH5VJlSWcSenkXr0LBxtKeLpRYIbxZ2yeRzSzTmJ1i7PiFUMs0gEXZvyM0s7+P/vPcVYGEMUMF1KeGLX17Ev6w/6INbYKIfrb619yJDLwkW7lz766KNn/XviiScA+MAHPsAHP/jB8x7/mte8hg9/+MMbn4UQGGN43/vexxve8IaLqou1lh/8wR/kD//wD3nwwQfZs2fPeY957LHHAJiZufYzsSW5puit66JC4JmMRDoknRy/IAmrDjLMyXs93G6O30pxIk132icWgrfOVvkP92/nG2arvGGyxMtGChzD8CWZU3BzxBlXUiG4xdvJh6I/hdDDtq/PtOJPzrWoFRxCq8ilotRvkSz1EJkmyyK6SXNjXzV95znLOcsF7Tp2RwPOn61Ra9iSOEQAmTUst06ABSezrIg2B1yHvJMSz3dpP7FC9vQK/VNNnu7Mbx5oJd+PzyvNZvQsz3eo93vYZkTYa9MSRVQY8Qb5Gj5/6tEXpc0vNivdhN0lTf3jhwhHBvEjhYRIKayxg+QGWjNWFRR8KE85zOwrIYXif0W/xeHsGVq2wWI+T9s2Oaif5EDhYW5/5S5uum+WUi2gUPTwTYaKtiSusRahBoM3Py/QNzErVznRy/koiT5WDUSh1ChAkrnxYKEAiPoVGs37aOaKnUWPxSQndQRB4fyiv1QD8ekg+/kf0b20khjXdHHSjDDpo8+IoNLwLJoYe93eznm9jgxdulHGUrj5m/cSQak8kF0jrfGSZUTeGghuACYlqATI9iokfWrlkH+UZ0xYS69/B521lLTTRmjNcTFG7GRkqdyQJyO5i6zTxUQdWHziCrd6yJAhQ4ZcKv0vC+ER6c2xfVCtEdZGWU02BbexYIyjraNXrH7XBNry9PJDfNc/tTSLgzeftBG3Pf7Yxi5SwIo/hjADqzgtFccnLL86/r/5W3WaA2KFjoiZLm66kwZpjb5sYJPze4BdF+gEjKBvLO1EcUQssmgW+Y/qb3m/83/4PY7heoKH+iUSJ8f6KSiLOzmN3jqlSofupUO+erloS7dPfvKTX9EJ3/e+9/HAAw/w0EMPkaYp/+Jf/Aueeuop1tbW+OxnP3tRZb373e/md3/3d/mjP/ojyuUyi4uLAFSrVcIw5MiRI/zu7/4ub3nLWxgbG+OJJ57gPe95D6997Wu5++67z1P61We5nTCuNjOJejrFNzknj7sk/UEUz+qsYGzFA1KiMQ+VGtKCQ7SnwFtLCleAFJbM5nzrrhqnx1OqRyLmhcJpRYwVB1YPY2qKJ7JnEaE7sJq7Dgk8has7hEbR80t0C1W8wJJgMZ5DW2y2y524iembb2Hx8MHnlFNed92Cayemm72IhbKLWlPrdKBWg2ZzY1Pc7vDQ8mPsL9/JglNH9WdxfIXpZ0hPYhe7VHf4mEjRzTLO5GYSVjGOoIFlx2ofE/iMK0OSLSFGbyEC2u0KO+0yd8h9LKXHLqam1wxzzYhaV2HXDF5YoJ8VWapM4bQy8tDDGosTdXDHj9Pb4SBRtGiynCU8mP4ZUgjYOg6bSrh38l4AipUAoy1eoMBK9Fb3WyGwYYAqrHGrnablWk7qBnuu4ZXU9soavUpOz1boZQ5BIBkdr3Fm7b2TKPpZhdFCTI4FKQlD94LaI9cTJqwxzu/FX8OvFCcwgHYUuXQ3bgRrBPukwuMCROhrlPT4CQq37KBsxxC6QthZASHwsz7LssJqKwIydqsVpFzByipGKbywyMTttxD92p+T3fZSpG+5qTqC6vXwtODEWsbt1ZTRKCaemkQfbpHYnKTkYCVktgBCkUYG9/QB5P0GoS5LKNghQ4YMGfIi0s26Z33ubxHd4lZzsI9tc//k/Ty99jSjwShFt3glq3jVsdpwqHeQ8dylF2QUpMc3qF3oTBClEinBkRbtufhZTOa4uFmfo+M5r1LfSi2pU+vPsaxX2Dtd57SB+b5HP5XU8zozSQ7BteyPcIHkCWQuBSnA1+yM9/DWJOQ/Vp6iIQ3CFnjpzjv4o8VRXje1gu0FCGt4+ctqdI+2OSO1mXgoug356uWKO1bfeeedHDp0iF/5lV+hXC7T7Xb5pm/6Jt797ndftPXZf/7P/xmA17/+9Wdt/43f+A2+8zu/E8/z+Ku/+is++MEP0uv12LFjB9/8zd/MT/7kT16u5ryo1Fcb7EBRijtkysHJU3IraPcGkx4hoKZCqqcHVg39MY8sHDhTOgWfMmCwNM0SI3KKot9jzJknFGPsdmEhg3ppAgC7VqafN2itLFPNxq5Siy+dXBv+7EsLjGyzKC9HWkMY92jHCtcRNPIVAiM5s+7nF4q881+/n//03d9K3D17YNJeXaY2MhA7rmZMt8vBeTXDxhqITUdWy8BF1Mmr3G6r3BndxONVD3yFDByML6lWHcpTBeK1mHujMZ5cfg1ZvBvH1JiSllnAKkkWKtwEQivRcU7RRiihEVITxZYvOc++uI1/kWhHGa+p1GnFXTLHw9UZy+MTJKNVBLD8kUPs368JJu/EyRv8WOf7thwt+GT/T9ESFALfDfnZPT/L1+3+OmCQ4RQg7mc4gYC0D8qDdYGpL1x0f5SFJOdoNs9idwlyA+61lyPLGEst61EtelSJOdYqcvOtZfRkgZWsjs5D1voDd5d/PJ0wU/XQuWRyZ+2Cyj9j6SaBbr55n6pcI8gIsggDIAbBjYtCYOIEysHzlnctk68sIz2Jzhx00aVeHjyjK+lh7pgtIoTgeBeU7tImxMSDuIFhdYTx/bdxKvof2GIF1emyU2TUrUEJyedOZrz1rhF6OkZZzZho0Mgksp3iSkk/dFGhj6MzbJ5iWz3EaPlqdsWQIUOGDDkPnz71aVb6K9xceCmucCk5RerREXRqUEiU5+H6Aaf1Eo8sPwLAs81nOdo6ijYaJa+9McWLgrUsxgvkTo5E8qN8G7ctjREZQW4lZSfHAvPVWWJ/YLWvVZVSsJOSDtBhhaZV3NHJyZ2MgmNIspBt6SwNu4KN+lANX7gO1zK9ZWiehKQLskBfg7KSluhzx9QkLym0+NP+HEpqxvYu8bsfuwt392lEowZAybOYMKNzJszbMJHCkK9iLkh0u//++/nEJz7ByMgI99133wtaITzyyCPn/C7LMr7+67+eD33oQ/zLf/kvL762X8b5rJB27NjBpz/96a/4PFeL6MRRZoMZ6sFgknOweAuf/fRmTIa9L60xIgUwMGn2OzlZefBwP/MLKQQ7vTqNLKQsa/jMMFfocm/HZzXKNwxuKmqG43qep/URXhFff5Oqei/FWLjVn8UIj1ZQRSsHvdJBOJKj4ijf32jz8+v7O1IghCDb4lp5hrOyl16HVn9b78/z1r7RgEYTAaz4E8ROgbgxx7vSf0hhOaRvLa29NYq7qlhrefjTh/iaYHCNjafwg8zyntOv5ubeKtPlJnf6O3CRtLoR8XiB1BXsYRwVOMSU6ecRYaHHzXaKP8o7NPp9Rp4nxuO1zOGlDr7foLnW417KWJUSOZuDKt3PkeWB22mDNQD+ywcFv/zWCttuuZ0g9In6bb7RvIJXfsf3I79scLtt/xiHvjhHIcrpjlWwavMx7fub7qUAc7qO6SWo2rXXh504Z1L1gMHzJNMSp+AQeR5ltwou/O3JY4RKUCpNk0QW0Gy7afSCyhfr/SYFpNqSGoMnJdJaUt+n4flo6SDFwHi3gEB3uzBRPU/J1x7xl54kX23gTRVoeZuWZrFONu73zAq86BSqvAeTrccSDAKkVIi0A0FIHoSMp30+3u3zm8kqjaKh31tAVneQOD7lYI5Sa5yWhHEJrpWs2G1Mh6tYnaOP/S1y9IGr0gdDhgwZMuT8WGv5fz7z/9DNunzfvt/AlYMYqb9+8kfok1AmxAuL9FprLDpnx3DTVrMarTJVnLoaVb+iWG2wvZSH3dOcHrVYYVl7+A4+lXi8fsciZT8nUR5aSJarZxuFnAx77D7xOSrjD2C8MbSaJyBlphTzVB3yqEBkFrDtJZi+/gwZNjj1eTj9OQBsPEJBQZY6IC0T20a5qzfCR/qnQHXI8zXcguHp1OXO3afgxHZAEIyFdFYHqeF0fANldB0y5CK5INHtHe94x0aSg2/8xm+85JO5rrsRA27I+YlaTRgbBK4WxtA2ITAQ3Qo1B1HJUfXNCdinltrItRYvuXkC6wroHuXpRz7F5N+/g7o+wmR7NxVqsGeN/kEfp5lRjZp0/DI1bxsAj9tneEV2NzbJEP71YxK90kkoeYop5dHxyhghcKII20sY3SU53T+Jw2ZwdrWegVM6DjrbfAk4nvdlMd2uoqXbJXoMXtRhzSZ4DlluSFRALhVPPdtk28Tg0dAuOBT3jWASjY5STvl93rxzlDTOoJewywrevnKUp12X7bZESo4mI+hY+r0qWajYOVMhNhYpBbkaXFNTtsCabvNXhx/knXe/9dIaehUwxnJ8aZXUbVP4tnsB6HlFGqUaJs3R7YRi1cHJezwbH+d30g9T7YGvPELj4SYGlaWUVZHy+PRzBDeA6niJ0ekyrdUO1VaXaP4xkrsG8S6N4yBImNQ1TgqHjjkFUQa1K9gJF0g7TtnmxZwR3aSVyFCybAUijYlSy3In5u9vr+EWKoClNlnCvUBXDMf38QolhBikoz/cSbizqhBb7t+WDZHCog0UhCBvNGHPtsvc0hefbHkJEbjUkhpLW8Ldrdo1zkiUWid0ZIm9r3wtQaUK1uIVB65CtrJp3ZdUPUaJKDkBQaKxnWcoBiP0vCLZeIhYsjS1ZdwFlRkWCvcw1vtzHN9BLD0MDEW3IUOGDLlWWewt0s26OMLbENwAQlWmSY8yIeXJKeayZZ5JT1NUBUK3gCMd1uK1rxrRzSy2sN2Yutvnc8l3E+AgbjvGhx7bT8kdmCR8du/X0gprG8f00zquKjBR3E+0o0RUHgFGaY5WeMOzn6Tm5ThAMRllWSfQXeRMArfrkqQ1+N+CMIPxqjGK3OvhEXOzO8led5RTWY+F1RPsnbiLz3cq7ClGFL0Mm7r45RDml7Gyiu3eIDHuhgy5BC5IdPvpn/7p5/37Uvj2b/92fu3Xfo1f+IVf+IrK+Wqg0+ugJtZFNa15+gsthATlCJxyH+WE9PI2OtTMRQ6/G0fs9OH+YPBgPPbsUzQXDnHL3H088A3v5MgTC+SdNsu5JnIjOh1FIYdC2sLicos3zon8JGI8wLQi1OT1I7q1ooxuqplWPokbYqUiD0PCIKYSVnBX1sjcqTNGgThy0K9KOWxdd7HGnuWTeTVjul2OM5+3/lEEaY4LzBV3MPGlLm8cfRtiXbpbmy6SL3QRZY/cxlSVIlASlMSzCkdIvtlbwSweZEKVMcHdgEe3u0TayTDCEviKnjZIqYiFy1IvwPUz7qzM8mdH/+i6Et3qvZRQZJxYNGwfu4mG8WjbUZByEO/O9AlMF5U5dGSd2vFT3LkCylF8x+6/hxQKgcALigSlyvOew/UUrq8ICi663aCrOtS6a0gM0mhKYZeOyenZnDibQ7cj1My1Z70VZYaq3rTMTazkQ8fXeGC8RsnzEDZlWmW8YtQnjzu4YYnSyIVb7LlBSNrvrmcnBl9JDB5yi3WqChSOtDyhc8oIdiysXb4GXkGEkDjbdvH4y0ZJRysIkzPSb5C4goPtmNQYOlEPOT5DbXY7zpdlAi/v3YE+8LeYbfswQQUr4Fs0ZFGdP8sbjGYxQRwTey5puMwSRSaKPkJIunGF2PqE3SaS4YB5yJAhQ65lTnVOcevIrXSilGYyT82fBWCX2oEZ8Rgp7SKsjfLgwQyp99B3Gwjr0DWDuNhL/SXu4I6r2YQrgl7tYkcCjMkJrTuItyvgvok620o9MgM5CmE0VoAwOcvJcXYU7x6MkEuzgyxa1pJKh3mdEUhDRUHfyZlPu+i0e+XjOF1GlueXmXQBs2ng0RMpupQjgNtdj8AKtjFDR9UoyYSnez7NTOKHMcJCupwT1HYQ9wPyZv+c5xoy5Ebnop8FX/ziFzHG8IpXvOKs7V/4whdQSvHSl770BY/P85xf//Vf56/+6q94yUteQrF4dtDOX/zFX7zYKt2wTOo2a3Jg1mBzS74+f81TS6k4RkEWmV6K8DKXSaCDxdcdVLKMCSeAhPLYBFkcE5Z9skTjOi46sLjCI7SGLCyQOR5+4mPamrZugSOxvee6XV7LNPsD6WzS+NRVkVKnQWIciFIaYhWVrKDFZlD6M5ZuQm6+SIJyBS8IznYvvR5Ft4sxdcs2RZGCaSBzQWFL8o7+eBFnpjT4cKzOvbUK9SSnaC3OekBU9w1vov9ohjGbL9OuaXP62Emm779pkPHJGkCBo5gqxjxVL/NM543s3PU0qU7x1PmzVV4L1HsJr95VYGqpR2RzKtaQuxK12idC0D/SpVIx9FXGg81foVX1uLntk09OoJTauJ50mnHz6954zvM4nqLXzoAShdSnWRrYMzlWY/Iu29MZIneCyPZJ45xrsff6qWYEzUIvQAJp6vLXnS53dGNaaY88yXjNRIA0KSgJJOy8deKCy5dKUZqYRp1sQA6HOzG3llKkDgjiPoW8TyYdHCfnllRRRtKa67xo7X0xiR5/nNLdt0I4AohBQE8Enj/JLetWbI/HS0zcctdzBDcA76Y98MgKpjp4BibRIq5WODLARE2y0jgZUKr00NbHNS7VnkuaGXRaQvg+ZBZEim70UCNfXcG2hwwZMuR64UTnBM80nmHC27UhuHXzNZZpsdhMiO02Zm67i2P9ZUxtkNAqyF/H3qlJlFA8sfIEb9x57vHJjUKy1OYnnz7Atl6J1SBilABrJLurHYSEIxM3I4TFCoWyhhzDil5gt70DhDMY16YJKEUuFIf3vpqgHdN9tovXm6KVjZEnKc99I18/dFPLuANSS+ZEm/FoCjcpsN3THDi2jaV2kYlY8kzlSRbll3jnzn/If3qwz4/tmgMvQ3QLaGuQpo6O+5jrMHzRkCGXi4tOQ/bud7+bU6dOPWf73Nwc7373u897/JNPPsn9999PuVzm0KFDPProoxv/HnvssYutzg1NFEVIO7Bu0YlhqwzjeRKhLW42UFgMlj4w0X+UJ//457jntdtZfPZhus01Tj/9JDrPmdxRo9OHUT1Fp2TZaR3cJEYYjTCWg+kac9kqS2vHMf30+St1jdKKUoqBYLfysI5LEhbJqmWUgpFgmq9vHcQkqxv7u2rQb8rZ1J2/9Wffx0vf9k2cpVpdRdFNXAbX1vPWft21VgtBkoziZHL9uEGMrMwRmNxgjWWi6nNHpcSopwgCF5VotMiJ6k2iu+6gdduOjWLz3LLarJKnFt938TFYrcFY4lxQsCn15h0sdHMOrj03g+y1SqOXcXp5DVLYLqepqJzIKaPHC3jjISbVFCZn+WP3Uzxb9Pi6m1/Bz/zcZ2h83esxxpDEMTvuexmzd9z9vK6lZ/DOuFiaFOG4G9dhLD1cacgyl6NZnW6+RrOTXjNZdrfST3NqUjBTjJkqxlgBRd9h30SF7dURZt0ub51SjBdKuEEZEx+96HOYPAMzEH/72pBRRgBxUGCtNE7q+igryS2sYchO1a+7OI1Ga6y19Ed3oxUgoNZv8Lojf42mQGYs1lq+eeow2+6693nLCPfsIdszC9YiMwMT21HFCVRlG3m8mUjGeopCXGQxFeRWI4TAMYaW2YYqlRHSYBaWn/ccQ4YMGTLk6rPUW6LslfHkZliBkjNKxRmnT8KK9lnOFHP5puWyl93CseYxDqwe4PGVx69Gta8oRhvmU80X6gfpzbhMUsBB4kqYKqXkjseBbXfTDWtIYxlfbfHHJ/41f7L0QfZGrcHCl5Tg+aAcUi+kXp1laXYHlbIlU32eajURZvX8lblWyRMCmSAAk0u22Qp+EIEVCCfn0Ikpnn52F7edehP31t/AqJxhnxnnx++Y5VhyF7FXQOYuYTnELXioYIZsrne1WzVkyFXjoi3dDhw4wP333/+c7ffddx8HDhw47/Gf/OQnL/aUX7XcpASPeAN3qzyOEVKw884KtemBJZKK9IY8FDMQWDqpSzMLCCsV7njdAzz1qb9i+dgR6qdOUB6dRrmSMCvTndJMzmeoJMUWK8RhiWk5xild50D6CFP17VelzZfKciehF1v25IojlQkyx8Omgyym9WyJO/JVMlXjjHfUGUu37/mPv46UCp3nSClZPXUSy1ZLt+sve6nYIhqeV4tJB+KqEQq5JQOkQNAwBjVeQDgSvRZRzCwaONSOOXZ4ie9Py4CDsoPHiJFbY+YNLCVXT0Zsv62MQmKUIlYFPAdm/BQ60MqbfHH+Me6auOuytP3Fppfk1JyM+EQHXjbYtqo2B7aml6MnU47mz4K1TATjnHj4CwRhAWstc8eOcuvr/s55z1Os+ihXojMPJ6jg5Dm565I7Lq601PISCYa/TU4zl3aY7SaIaywrZ5RqJsTmoD7Wilphi01ep4cIZrHWEneWSDvzF30O6QwSJcDguhTkZ7mXpspDiRgNjCPpxkexvWuvr16I7MQJ8vl5lve+FF0NcfKU/csDoXq2GLIqoJ70+Zqbzh2seWLvfvCmOfrEAsYdZBYOOoPfZvdpDfet7+gN7mWLwFiJl1iUgdP6Xmbdw4hiBfvsp7G37UZ87j9ij/8NYver4Wt/8EXtgyFDhgwZcn6stTzbeJZO2mEmPNuqyBU+K9WIDy9bPvurj+NNbFphHV60vP01r+TBU3/FQ0sPsdRburHjuiU5R5sxteQ4k+Zsy20B9N1Njw+5Pg9o2Dr75S6mo5SjBQ3rC6ci15STDu1CldzxCPbWcB/tkSYhJrs+resBbL/ObDhYlOumZ6LzgtYOT+T7mF/d9G652dzON5W+Hp1YamWFFXfwpfxWvkZ9CoVDGHZoAaY3zF465KuXi7Z0832fpaWl52xfWFjAca5nz/VrC6MNI1vc/IS1hEUoFEEqgVQCpTcnlyfR68eBcj2EEFQnNl+Y3UadUjVk562TiEKO6wcs3z+CyjcfgLf138Rup8KcXcDG+TVpPXMultoxkHN4x8tphYP4VtaAoyQd2yYM95IXNgOon4npdsbaSDkOQkrCchmrN8Wnpz/zqSvVhMvGCyQXfi6eB0WXrltA5pu/98OFAyyVHWxu0Kt9VJbQMg2W45RjvZTlfrxZhpb402MYuRkD0As6KNMh6WUIKc4Kbr+SFRkLUgSWcTXLfz/429fNtdZNct6R/hnbXtHe2JZKl6wRkyz3yXsZS/4ci/lxbk1T/vHet5Ing74SQhD1umy7695zWiSdISz5FMo+wsZIr8r2uVOM9urkyiXcVkSxeY127HFM/9pzB48yTVVuvhMaRrC7FtJPMpbaz1AUATbvgY6I28t01+oXfY7dL/9a5LrqdjrKUMRnWYhmykNJu2HyGXodmD93hu1rkfTkSbxdO0mDKqV+iyDpk9f7/HlvnBM2pJXmVFUTNXtu4Vo6Dn7Rw3EtTpqRqhxrNP3OSfRIAb+3gB81sErQVAYhDdG6eJnlOdr4tNMQm0Q4ax+Fn78J+4mfhyOfgi986Ar1xJAhQ4YMeSFe/3uv58FTDwIw4Yyf9V3JK9OqpRzpwe6Siy8sJFPoaBajA0a8KW6u3szNtZtZ6C1cjepfOZKMX8rey//YewcfzL8BjSE1hjNrz1/c9XLCfoNW7wRx4wgn8qN41nK3s5ta1mZ/8zhBcxV3eZ7a4Wdw+v2NwbcMB2PhajrKSd06a05xXRFvJlEo1icw1mIsLKFprEX4To4SOagcEbkcyJ6gR4tcCHpZj1C0ScTAcEQ5Obp1EjBYfX2M94cMudxctEr25je/mR//8R/nj/7oj6hWB+JGs9nkJ37iJ3jTm9503uPf8IY3IF5AFXjwwQcvtko3JJ/50nFqatNKRMeafgf8SogxBi/SFNZSchIMSxxmGoB6HKKc9Qf+5DTbbr1jMNnvdlCuYmbvKCeOzmNcg+gbbLL58Bvp38uBlQKzO07w7RMDS7HrJYOp7ygmd/0lnv1elMmxQPdYm+k8pycP42DI3U1LkDOWbl9OsTaCV9gUO6PO1Vyl2mKxdlFK2lZe4OVmDKwNAsu7jodKNEkIKW0+Vv0/vFG/FNNMQIAnNHHeZDXx+O0Ta7xObLEGzCz+WA09tzlIEypBGEHc07RXE2QpBH9g5dQiJIkMf7fQ5ylZoCqrLPQWmC3NXmIbrxzdJOf2dAFDiWUJhW6BdEcRd2RgOSWCCO1mxFlOAcnBZ5ZoLG66F8S97rmKPgvXHzyaHU+RY/HX+kCFctymXgoJT0xwvztJH00nOYTufe01F6xXG4MVIcvdEAv0taIQeCRJuu62CJCCkOTdg4SV508s8UJUp2cpVkcghrVUk1NEakMY9yjkEUYIlLAcRnMKwx2mgG1fX5OJ7NRp0pOniMtl4kIZYQytOOPTdgd7E8mor/E7n+MPfiPhJW+37DqHoBsUPbJUgidRZR8hNYXyTuzsYXQwRq48AtGlpgepKWILVSDPImRYpM8opWQBKWPQEdgUYXNoX7yF4pAhQ4YMubzEecxaMhjTedJjXJ1t/aw1tLM+joQRD0yxS8NfQgGYADGfcqh/CICVaOUK1/7KYnopih41BmO3DA1WsTg6y7HRPcSOT65Tgjxgmy2BM8F7y9/BbbKCM1vhjqUFWF1lbW4RdeurqcR1VGcJLRRJoDCFNXZQoZEvYHsxonLhSaKuGbKEz61VuKvUpYQCAcZIyt0a3VQgxcAq3g9ihO9R7U1yqPwwM+5tOHmBCS+lEVQY7R5DdyvUdgZ0WgrTTVHV6znS3ZAhl8ZFW7q9//3v59SpU+zatYs3vOENvOENb2DPnj0sLi7ygQ984LzH33vvvdxzzz0b/26//XbSNOWRRx7hrruuDxezK0F3pUmktrj7WUNQFNjuGiozFNYyyosxgZhn3v0VfoGBNY2yBscbiBthuczcM09x+uknaS1uTjT9MYlAIqwlSBOKSZdy1GJKeej+fk63aiC5rpIpnDi9yt+RMa3CCFq5uFlG/MQKesRlOdnG93T+EQ8muyn7DpNln5L//BJFoVIj6W2NOXAVV2TEpZ37guW5dDNuXy5dhAFhLMW4RNHdj5ktIYouzniI51pCVaO7vgwYbclKmfZSKvv2oKXAEadQYgGPHloFZFmOcgXSgsxyZKtPtZxTcHPud1MaySq5TjnUOHRJbb3S6DxnXK+hijUmDZQKfUSWk7cSiDPufvl2kvV78WX9mNW5RYweiOdaayoTU+TZhcVLlFKSZS5KjOG31miEI6TKRQYO5CEHs8HgumHW6J5qYLNry2y/3osZcUMmSxFTpYgV61ANXGpFn/HSzTi5BhUAltWTxzn91Jcu6Txi/T6xgKKPtJYoKFIvjdPxyyhp2YXiPhyUnEbUn718jbwC5PVVivffi8xTinGHUtJBRwF7R0LurIXMhgFp9wDHnnicuaefOmc5nu/geApPDpIwaJOTmZS4JHGSJn7chjSmKzRaahbosua2KGiHHBdEAeEHMLoTdr8E1Pqg2WrIr593xZAhQ4bciKxFa9w+djvbStt4YOcDfJ33CmSyudDnCI92P0djOdHPKTqb7oF3hTlfWNycc7SS1hWt+5Xm0Ooz7LXTtImxWBSSbuoxV55ltTKFdjyMW8E1631iLXf83bfhvP0BeOlLYXSMO+JF9sx45ERknSZrhVFSx0crgeyP0ulWOKAtdBtXt7GXiImavHK0TWnLon/cL3EidjCuQ5YblANJr0i86vJ04xDHfYszcRddLchtkXp5DI8SjspQoo1Jlsk711fM8CFDLhcXbRyxbds2nnjiCX7nd36Hxx9/nDAM+cf/+B/zrd/6rbju+a2ifumXful5t/+rf/Wv6HYvzArkq4HG3DKvUJOckcrySCOUQlbGUP0cuW6ee8qO81P974D1rldWo9Z/h9Lo5irXVtetsOoQnQzIShYV5/T8QXbK2cBD2JS1XJPXj6O6YzD64rf1cjCZdvjpwsv4MzVou5vEZIlGOZLFziQdeowUPEZHXb5m7xh3ba8+bzl+oXDNZC+9HLxg9eNo489MugStDC8ZTMhHpm/Bna2tl2EppBZHjXC4M7DaStgUeLJuTNLtIXWB3A6SKYRhl69Z+CU+/85/SBYWcG0F4zpQdUjqBXaGDV5uITYZR+IjHFg9wOt3vP4yt/7yo5vHqbGILb1qY1s6WsVxFSIZJKVo2oEY5nztj8AWHSlLEtbmTpH2+zjV8+cb9cLNx3OYaRCCTlhDTDko2yTOBc9Q5874WWIvwTR6qMmLtxZ7segmKY6znn3ZwmIQ8LV7JgGIeotMF0YRUmGTZYwxxJf4/J/ZfxssDgZxAoPa4soRuwFFYcnWbwRhKtA//hW06srT/MhHYPet9Nef5yO9Or3MYaQ4uD5SY1hbOwmMvqDiLpXE9RRRqkkrGSutzwNQihxkIadfqEAANXeRPBU4WYHRzMHkDsZanhSvoZofpVAIIbwLHfuo+b8aFJ50wBmuXA8ZMmTI1aKZNjlQH8TWftXsq8j7ErM+vgdwpU8vysm6VQwwUVCsZEUc6fIDu5f5oWM+4foQohFfn0LRhfJrx36LqjUU8BAIvhAcZe7JbyCeqFBYnzo93PpzXh3dAmocR4B0N8dk+R13I594glSMIvFxy2MU0x7tsAYzRWCVQlKmndcx/SaSbc9bj2uZPO4PrCDzzaRfxigOxYZ+P8URhtJ4kcbCYOxLX9HJB3OEh9aa3FTaRWpLpM5h/KLADROazQnip4/ib7/nyjdoyJCrzCV5JBWLRb73e7/3slbk27/923n5y1/O+9///sta7vWKTXtkJQ+pc0yq0f0cNxg8+LyeprIwsKY5jiQzkqlogZlkiXtbT+BMD+I4FEfHqE3NEHXadLaIboWqz1ywRhCVkN7mLK0YekxpwVou+ELvD3lNcvcVbPFXxl7dphUUQQhEP2b1RIrrKxb7GaejFrXKTmTRQ7iKcnDuy15IeZZt2wu5Qr/YXKrcd8FV7kcgBLk0RKqAk65bsTkJ253b0GmO1Yaw3SWzKWu6wefXBi/X2Gj6eQclFNYYWosLOHZTSDJ+D4IiwtMkoo+nU2AQrHZRVxnPFrmzkLLLTLAqfB5efugSW3tl2db5EsJqUncWrKAe++CuxwXEsqjnqTYa/P47fx97cpW6eGIQXJBBFkqAqNuhUK2d91zl0ZDWSoc00hhXEWQxkVeA0EOLDN+E9Mlo6BYV+VnMM4dRk3/vRWv7xbLWOYlSLv1M0s1cultERJVbEGIQ0y1vY60hz1K+8Ef/i1e8450XdR7lbA4IBYPkMm6WgrAkykdiOYWhgqDCCMTNy9TCFx+bZejVOsffML2xzU0STuMwG3q0M03fNni2UaXK5jV2Loq1gDzTWErkIxWi+ipeeYLA5pyxedi3rYHbhRNrg5lHI1nGYRuetnTlDAXm1iuyxV0m6UDx7PhBQ4YMGTLkytHLNr00ms8cIh1/zVnf+7LAP9j2z9l18xmvon/PN2JZTo7D3GexuY/JqgReRje7cY0grLE0u6s8YCdJyBFKcL83ybMa/KqPTTUtW6eT1anKURzdozpx9vvt1IkuC9OvZeBgCVoowiymHQJSIgqGgi6zZGJMr3kVWvmVk/S7+ECeSSSWttZEUUjXgOPBTGmB0s2zxO01en1Nq9umH58EawiKES51DGUSWcCng5AWITX1D/061Tf9+6vdvCFDrjgXJLr98R//8QUX+Pa3v/2SKvK5z32OILh+Msq92Ki8R6ZGMcqB0CHwDao0+Ln6ec4SmjkMXzR93DzDFTkl3SMQOdM37wcgLJXprK2is4ylo4f51X/6nTi+z93veAeyMIKNE4Q2jDZXSByPNAyY0pJV47FMHdu/PkyArbXs2THF52f3I4zGatDdnGJZ0TY9gvDzfOjl34v3sj0IdX6P6n0vfxXdlQWwFj8snnf/F4+v3MruhUr43//nEN9oLY4WODIi8YskNuF4cQXP24vyHExuqAmQBGgZ0kgHYm+OpuAMchlVKuN04wTHblq6Gq9HMl2iWnwSR0gcvQMvSSExdLwSrcSjrjX3emWe8fbQaC1irEGKi/Z4v6KU4zmEBESBXhoSyU2hMc07kPR4+f5XccvoLZw83qK+Lrhp4NThgQttcoFx3fzQwwtckk6T3HMY767Q84o0swCFy93pKJ2iS8OkFDmNSBfBvH0jo9bVRvbquApcZci1hYrHfKvPpJfhr9UxTgGJgbyLkBKE4It/9Pu87G3ftJHg5ILOIzevGcFAFDZCoh0HYS2uMkgrqCGxpoTBvfi4CleJvNEgvOtObG0HhXaTUGaMpg2eES5z/ZRebsiD02RpTlgeQZ4nmZHjKrJED7ITl9uYIOJWZzdawdr6PndMpFTLbRq9AtqWsFlEhzUqdozVcBuTZ0Q3fwxTuwdZ9iHtnfOcQ4YMGTLkxWer6BZY9yzr45XkJJ28zqi7bWMx2ViDtZqiDJn1U6ypIt0Wqb2x3UtNlNKhx6TdRREPNHQil1iC7wiytZj5wjN4/TZLzmFuMUX6cY0nPn0UC0gpyDODHzqkUQYIMuEQ9vuMsEZkFY4f4veKHNSaNOlxft+Ga4+0P4hp3c0sR8UCs3aCQ1lCxSsjgy5qcpbethqVyVGKyrD6V/O08xWqzUe5bWYbNl2jIHPafhHVj/CMxHET8uoYrT//c6rf8A1XuYVDhlxZLkh0+8Zv/MYLKkwIgT7PSvs3fdM3nfXZWsvCwgIPPfQQP/VTP3VB5/lqwHViTrmbiRT6TYPNcyrtBNkfWHO8n4SxztO8de1z+MUSSa+LBTr1gXmvEIKdd95D3O1Snzu1sb197BT9uy3l9gyyFRNNThBmfXKlmZVwKNnGfzo8xm+feJp9z6zyA6+/mf1T5eep5bVBkhvysIRed2UzStM61GJ03KOkitxTWc+geQGCG8DXvPPb+MJv/RcAon7/PHu/eFyypdvWBAwvUEi3m/C3sc9dxR5dMUKhLYGQ0AmQ3kD0sHlGJFJW89PEtsOZpOHW2ezLrBfTWekR2NrGNin6uHqUaEcFrKVwuo4WJYQr6NRGkMuCPJXc7AU8YRLGdcix1jFuqt10ia2+QqQdur1xciVwjCESLsliD6coKMsC5cI+JqYGwqTJN+/f8sx2iqdOEdRGmXvmALP7bzvvqYq1gDTRYA3accilw1ppsNqqCi791BsMABH0TUJBSHj0NxH73wLlmRel+RdDENVx1929e7nEqfl0k5zpgjewqlQG6Ydom5Kng74SQrA2d5rxHbsu+Dxqi+hmTQ4SpDFoIHM8MidnGcMBcvY7JzGr108iBd1sEj35DOp130a/UqMPlNbqpK5PEZgIHD6af45xLYg6bdrLyy9YXqHsUxwJyKOYXqtH/cSTTOzaw869NYrdJVzhYYIAFbcI/YynzBxePogBijTkxt8SCTZHNh+HJpBF5z7pkCFDhgx50TlLdMPDmhyRdLF+iQl/JxZDX3fophEl1yM3KVIoWvkqpaDKzZ63EdLmRhbdiDLitkRKwSGnznQ6wZ8/tYPg9jFkJ8X4ChE1udVOUxOjtN0aMs4x/QypBEHBQymBzixO4KDjhMTCKAnHK4OYPLLYJGwVKQiN6a+RHVnGvWnyKjf8wvnTJ+ZRCxHb/ZAwstxvZ8GBJ6MK3m0T6OIk+e4SCDUIfaQ15UKRsXycTASUTUI3tTi+ixAaJS1ZIpDZPHg++XnGKkOG3IhckAphjLmgf+cT3AAqlQrVanXj3+joKK9//ev5sz/7M376p3/6K27QjYC1lrE4paZGcPMUaywm0YSeolzxmdYwimSOHF8PAlgLtWkZEhQ3BTIhJYtHDqG3BM03OkeUM9w8GAhVAtZK4/QnptgmFciEZlbgyUbGHz46z8efWrxyjb8EenFG0aS4+aCNrb84BgJUyaGbG76l+m2I4oXHG9pqOXM+d60Xla1uokJccHy5C3UvNZ02Lw8SQu2gt+jvDb1+zWUam1k84bFD7kJ5m5ZsM7fcsvG3kg46SRBmswzH9rCBj0xzMi8i1DW8NCMPHIzv4VY9JvyUXTLgdHaMedPg4MmHL6ziV5Hp+DilqktNlykFMT0Z4k8XUeUCOQPhaNuugaWpzrON43beeQ+nn36S+txJ1hbmLuhcnu8MBFS3jHZdgiwGaxBRjC0aqqniQLbGaWN5KC8gRQatk9A4dvkbfgmM5k2iTJJpQawVL7t5kv2TFZSFAIn0qpi0hxcE3P/Wb1xXiAWf/R+/dVGxFNUWMV2uW7pJa5E6x8sSfOmBhdtxcPRedC87V1HXHKbVguo2AnccN03AWkZMl92TI+ws+jzW7PL59FMoPbjps/SFExp4oUuvEZNrCEqDyUHc7eC6Lr3SFLHj0/eKuApKXspENkueaKqMYoxDn1EMEms92BrDNR+KbkOGDBlyNemmXcqqiGMVvvDJvBp2S0w3CxRUmdB16elFPlP/bzjSo+bMoEsT3CzW46HqgOWVOtnSjSmMPLvQJA7r3C2n2G/GcIFOtYYzXULOlLBFyX9v/geK7i4CNQrSwZjBmMRoSxpnxL2UNNZUx0sYHIQb4mUxWIuTJqiiQ6z6rKWGdtJCzzWuqxjRf/H4HKHocUu5R2oM2fqlUU8Uav8Iwb5xjBtgHBfpKpzAIyyOs9aI6VdvxfcLJCYjtqPUne0EUuP7OV6lgl7pEj38yNVt4JAhV4GvyMsmjuOLPuY3f/M3+Y3f+I2Nf7/2a7/GL/zCL/DmN7/5K6nKDUWznzGlDF2/ROZ4mFSTNxPKoYPIDKVOzmm6vGvsMC9pPQqcrc8EpU3RbcdtdyKkPEsAWDlxHFnSZE5EVigTrlsp5J5Hre8QKkUkNidR5hp/T0TNNrJQI3M8sJa4p8GCF0jW0hxXKkTtItJ1y83eNOYqim6Xod/tCxQiss1rwthN0bYrBF4pRLoKMoOrLZk1/O3cpvu3UgqcQT8p4ZL247NEN6V72DBAJZo46JA6PZz1vhSBy5pfo+Qa7rYFisJh2azwyIE/+Mob/CIT9uogN6+lSG6Kua5VGCcjKA4GuVst3cJKhbBaI+33efbzn+Whj/7hBZ2vNllEINHFAkEeg5DYMMD1QkrJOB4Oi/kaD2ddrFUIk2IbRy9Ta78yRuM1QtfgKktH+Djr4pjMNcXaDEJI0H2U43DXA1/H7a97gLjb4fBDn6e1cuGD/a2uqGfcS6U2GOWQeCE28Ei23AcmubayvL4QeaNBf9sefG+EzPNBCJKexl2PS9lJM96xdjO13kAAy5MXfieXagGOp9AZVKf3ARB12oxUQtw8JfYLrKxbUwZK0zcG0avQNz0cY+nrUdpyDCHSgVvpmTdPdvFjgSFDhgwZcvmox3U6uofGEAQ7yMtnW1aFssSkvxsQPN7+HEejJ9FGU/TGeSp4HW81bWxeABXzVP04jYsILXQ98T8eP8i79D2MMxjLWSEY+7o9BLMlnNU+T37mQcblJHvcfYNxCuAXXWb2jOL6ijwz5JlBuZKRySJq3fOjkEQ4JiP3fMK9IxSzGqeTnAU9B70U0utn7PG5I8tU3ZyjaZeprIIroR35rBqFKroDF2UhyLdMEEveKCPd7YikTlbcQaE6iAvbdwqD7PKOJgi74ATkS0vnyfQ2ZMiNx0WLblprfu7nfo5t27ZRKpU4enQwwfupn/opfu3Xfu28x+/du5d6vf6c7c1mk717915sdW5IFtsxudD0pSCMOtg4x5WGts5xI42TWrQnsbX9yOcRVWbWY7oB7LnvZXz9P30Pd7zhTVQmJqlNz9BvNZmKx9ClPnJtiWqvSanbROY5bsXj2/f2KU58cqMMc40/GNNmm2Td0k9Yi13P7Kqs5Zl2jCr5yEp4weVtdc8UQL/VvJzVvXQu8Ge4EEu3ejfBt5sDAGs2HwWRvylipGnOSpxyvN/lVJRxx0yFd75kOz/xllsR6wMNJRyyOELoLRmOXIsJQ8gtSEuvUMdtdzYq13cGg52ydbjZHWGnKnHAzME1HnDWTbuk8ebKcaw2I3VIY1Bb+k5vETWV4+J6A4Eu6ff4/B/83gWdr1gNELaH0RZPb5YnfYWfjLNbjDPrbOPB6CQpkxhbgcbpS27f5WRkSyDmpFCmn+acXOviR1tctnWMdFzCUpnxHbsojQ4En998z/fxy9/5TpZPnN9qb6ulm7WDPhJbBoLa89lq/5XltUtr0FUgOXIE5zX7WPM3BVydGCJlOdyJ+fjiCgV/c5ElO89CmBe4VEZDwrJHeXw7IzPbaS0v8din/5JSZ5VS3KYVjgAQOIY5Y3GM4IQ+hrUpbp6zqHbTY2RwL0+tW7wOLd2GDBky5KrwY5/+MV75u6/kQ49/CAArLCX13EzmvizQzurMxweZj59lITnK4+2/3Ph+ZiYgSAbv09zvc/zAkSvTgCvM64qfJDCCNSI6ueZve9sQxuKuRahGTFs+xjd67yAxXazN8Isue++aZs/d04zNVjbWmoKCy+hMmWI1IE8j/CxmrFvHz2Lcmg9S4OcFVvVgzmvj68PKPsk1Ks/oyQb/rv4MAS5J4lOPQ0rhlnF+HPHxg/McW26TdFPsmGCquwtz6m/w4iXawTZKzOOoGLMuXrpexO7XjbLr9a+BpaWr1cQhQ64KFy26/Zt/82/4zd/8Td73vvfheZsTzjvvvJP/+l//63mPP378+PO6oSZJwtzchbld3egstmOyHa+gXZomCssI3yHuaMaKPloJIjSvuF3yd6oNpm7az577Xsrel7yC3ffcx8TO3VQmNle3xrbv4LZXvY7x7TsZnd1Oc3GB5tICTsOS+yk26w1eEMJQ663hTTiU+mPMOFtM0q9hzW2tl/J7D36J3BmIaiLLqBQkhbIi8yR9bcCCKF24e+lW1coNQpaOXZ2Bh7gciRTOUcTpRp+d5U33sDBrkxcNXb9JUvJIV/rE812SXkJsoOw4dGXMTC3glukyt05XEN7g8eG5IYVSjaiU4qin8MRjlHt1TLGAsz7IiAt9VLeL14tRa31aqc/hbkjHKGrWp2czjuZdvvPP/xHtpP0Vt/vFomyaEG6nk3us9EISHJLFHrbfppHNUxzxWD32LA/9z9+iNX8aNwgpT02jPB+xxYIy6XX541/8eepzp17wfGF5YN2kk3Q9A+wA6Tu4lIlsxHw+x3xymCyqQ3954GL6X94Iq4dfrG44L8YailtEx15QZqEdkVsLmaZQcbBpE0yMWg/+P7Ztx8bfOs9Jo+iCBG+1VWW2gz5S2jDSXWW8s4xxJT1reYSc1DmNQwLGXLa2vpiYtVNkUQnpbL5re7HAuoJubqhah69tbS5WZeexdANwfQfXc9Bpj8r0boJiifnFebw8wc1ivDziVB4igCqCvbZErBPqaRMroZOOkwsHmwPbXwJ3vG1o6TZkyJAhV4m57hzdrMsdeoKPJP8XH06/mfvjzTGv1YP3nYvPWjqHBZx8idym/G3zj+ml84Smha6NsG0pQLW34/Qn+Kg3cZVa9CKxdhT7yZ+l5K4yKkuMElJ2FCvlSbLlHsbmHLaP8PmZv2FSzGKsRYiBxlasDuYY1Yki5dGQyniBYjVEOQqpJDqPwICyhsQNkL5ChQ63sY0VYxDlDJvmL1y/a4RWP2MldziRJcjc5ZBtkEtLO1NEYlN0s/01Hjy8hOs5pN2UVEsC61NfWETpHsL2SUQJhx5dLyDPB+M7Yyw6jrFrzzXAGTLkRuaCEils5cMf/jC/+qu/ygMPPMD3f//3b2y/5557eOaZZ8553NYMqB/72MeoVqsbn7XWfOITn2D37t0XW50bkqifkJcnMOtuU2demI42eDGESMTILPHcUXSWcuqpL/GP/t1/YHR22znLfOlb/x5+WKA+d4qwVEb1garGjEwTZKs0ioP4Pm55iaxfJPc2J/jXchyCE2s9xpN5wnQ/yuSkEbT7g/7aPeqzeKSJUytsZGu6ELbua7Tm8x/57zz28T+97HU/H7b2ss2/GfwOggtpx/kTKZxuxHTbKaO+wx4/I+5XCAT4eZnc7ZLLjGC8hDkdMR24PJI8zHd/XYFvvXWzTs5oyMrqAplJWDtxnJu8W8n1HQi6lPIUWy0gsoGbYHP0NJO1/aTFAIoQ6RJTbspK6pAtv4V67ddAaB7uHWelu0DFf+4q7dUmzTKSxMUJ91J2UsoOiNIgphtAIeoQeiHtxRMknU3hcOLm/TieR2V8ktbSZnzEZ7/wf7jt1a9nbNuOc56zVAuxIsQ4fbysRTHpkqUWJxB0gb25ph9uxxEup03GLa6GuIdVDuLwX8L4zS9af7wQiYlRpsha5ONIQ1wuELiK8aKPs7BGv+0hvBq2fwTpDn7rqb0301re7B/luiS982fFVO6WlVc7EH8E0Fh3kxzxFsmB+3Eg345Wk5D1YIuF2LWK1B2k9cGBctzGCMnIuEfuu/zpqWVu9TMy12Fs+06stYSV2nnLDIoe9YU2UkmMCZFKYazBy/o0q1Moozl98z3sOHiA+dziyi5PR49ye+VODIom23k8KPOa/PdAVSEoDxMpDBkyZMhV4sy48GYzwn47ChZWjeSMnbhJNCZJkQWHshyj6FV5LHqaCYqYdka4cxytIxrVm5jNexytDJKuHV+bG4w7L2L8fE3TOoHQET2bUrFbRMnpUbzpEhr4wuk/5qbS3RScUTwZAopCJcBbD+kwNlNhbObs8alyJH5hlDRbxY8jwqhHL7K0a2ucjiOauoXormCj3VeurV8BzV7CO6aXWclSvkbMcK+YBDclTjy8wuZ462jPoRw4FFxFuVagEAckn7mJyH0GN1kiLY+j8clshYxlhIixFpQDaZRDvX7xIsSQIdcxF329z83NcfPNz53IGWPIsnObzp7JgCqE4F3vetdZ37muy+7du/nABz5wsdW5IWnU25TCTVHyjLukLLrIXs7naPHOB17Nwk/9V1ZPHscvlalNnz9bYVit0VldobO6Qnd1BWdHFeEXcXubE10rFaVonO6WVOPXcky3o8s9tpnGRlZHJ+psfOf6irVUo4oXn6xbCIm1hrBURtbrpFchi6moXeJxFzA+akYp+9yc/V4OVlBYyXFjiD2JHKtSGBtcf5O+QmKAlG+99bvOKsOmmqo3jraavBOjKusuviS4WQJSEtUGrmq5m2BMNFABhaBXLFMILDt1Qq0+gSkVkO7gtzu9+Cg3jd3CtcbC0jK7whaxt+mqnPqb90nZFqhUS6wtb16D5alZvMLAavQfvPfn+YN/9zMce+SLm8dHLyxWKEciRYYplPC6c/T8EvhAkKNRrNoy9ew0Dj5/y35uLRbAL4LO4Eu/D1/zA5ep9RdHlLXZg2Y0HDh2ZrUy26oFklwj0xTO3JImQa5btxVrIzieT76eDEBnGZ3V58Z2s9YOksFISb/ZRIktiU/sehbULWqzdRwSNt9N2tbIuk3ca1x0s8Zglk/A+OvJij5RUMTPYsy61ds2FfFTk6t8YXQP8eGD9JoNkn4PawxCntuIfWbvKKcOrqC8GpWJfTz9yU/hFUL++vC/596/8//QumMvfb/IRPUUuYFb8xIfTL/EsllkR74LJ9ckvgtWAw4IiYm7X1mA2CE3HJnONrIXDxky5MWjux7KYY8d2diWbRnDY8EdGcTkHWMbx/tPYNCs2B54x1hqf4aZ2gOkToldwa38DYNY0Y9MT6GbTZyRzXKva9bjCi9lCTsY9EdsFISD55TMcp7yD/Kj/r9iQk0D4ChNeeSFw9OcEeSMkBRMTBQWkSGMOdsI8zL1fB5Iscn14V66sNLgu3fN8znW0NGmwLiaKHRhc4KRW8stU2Wyde816SmQgkhKTHcOPfpKrOyBhkO129n+zBpKGrbtega/UkEPvduGfJVx0ePk22+/nc985jPP2f77v//73Hfffec87kyG0507d7K8vHxW1tMkSTh48CBvfetbL7Y6NyQm0xjp4GQJ5aUF6h87DoB0BEmqWfIleZ6ydPQwQanM7L5bz8q4eS68YPPFkUR9dozuILXLyDwjSCMcneEWHdIm7HK2b+xrr2HXoWaUscvbFMR0YpAKwrLD4W5MM9V4ey8hTfe6K6CQAq9QuCr/EF+mdl6C+HmuRArNfkZ5PVOVBdwYcgfmR2MqztjGfjk5DzV6LDvPdYMU6/HLlFDoJEPl64HyRYyrM3TQwElAdFLINF09T6nVRRgDhYA5bwKL4FvKPX7WfRvTqoAAThz72MU39ApwYm5+8IfcTChhyiEm17hphtSGxQOP0Jo7jXRdCqNjjO3aw7a77t3Y/+u+75/x+nd9z8bnNDq/mFsZC8jzfCPhCYAqOpRNlUNunRE1gSbjgGMw3T5W59jadph/hPzpQ195wy+BrDNHIgYLAQZBPlKhl2Qcr3dRjju4tnUf6QlGd+7ZOO7v/+S/5k3f+0Mbn+Ne9zll95oNPvgP/x6/9K3v4Dd+5AcGST3W0WY9ptsW0S2TDqmFZQxGpBhGWXjq2oh790LoRgNV8gnMCHmliJvFlDsNusJjLclwdEY/zxjZuQsvHDzbe401fvFb384vfuvbOf7Y82cDlkqybd8YUmkqk7sZ2XY7cacN1lBcbiOyPiCYn92DxZIhGEkn+GT656yaFQTgdBRCb3kvxFd+UWLItcepzinu+fA93PXf7uLNHxkmxxoy5MUmNznz3XkKToFtanPsptdFN2stOt50azRZxGIyCJkyYgOeSH6Ab1u0BOnguX/Ty/9vVFLAWkkcJiz/7xsomULaoWlSRusz7LUjWGtZKE7hVn1EN0UcPYSnJXucfYMFYpNRHQvZtm/8BYsNii42j8mFQ/Dl47S8yKKJQSRwncR0W1pe4ZZij9NZzIwtk1lLkrq0EofUE+S5phen4EjKgUMvy0niDASogkvsuuTNgeuoUQKHeGAtqTTWKIxZF+6ugjHDkCFXk4u2dHvve9/Lu971Lubm5jDG8Ad/8AccPHiQD3/4w3z0ox897/HHjp0/MPZXOybJBllhXB8niVHK4NccCv2camR4xV7orPvCx90OfuHCMnNu3S+NIkpehbhwGrOSb1jvSF8Rxxk7nO18/kx95h4C7rmcTbxstPopZXdz5UVnBqMHab3bucFyVjLSC0aIQUS1sFzl773r+y5bfS+G//lf/uySjrug5lqorRshGARJSWGBhttD5opkqQ9Y1vop8/2MH3n7v3hOEdLffHzY1KD0egBex7A8NoOTpSB8bHlgmZPYNpVOTBwGpFnG4tROdp5c4k4v5bZkhD8s1xiRPoejVegsQPn81ptXkqQ9cLkQaiC65VIhlCTvxiRuTFrsYntddDZwzZ64af9ZghsMrLmqE1Mbn89n6QYQFj2aSURsPWrdBnEu6CfgmZCMBFcVGFchJ2wLYyaRmUDQx4y/BPv5/xc9+TOosdJ5z3O50Fbz6OHf5jaxG4DYDUAIir5LagzS9cEKrHCwcYxyN61htt1yG86Wz3G38+XF02usbflkydNN8UebDMXZohuOQgOTSLAeWV7j2BdPsPO1r7xMLX5xMMc+S+kld/DsejLazA0okCK9gFHH5eUs8uzSPDOTfxc3OHsl3hpD+gLx3WqTZepzazQWl5je/zX0G8fRWYyzuorTL+ME03TCKgV/gdi6+MblifwR7s+/lhF/AkcbcuvgJAuDAv2LtyYecuPhChdjB4s5/Ww4oRoy5MVmpb/CHWN3kJmMcquCHWgfG+FphBCYKCdrxLgjAdINGbU546JCEYFAUEvaTHSXqddG6Holpqo7mI8PUjULHF6oMnt1m3j5yCKeSpuU7MTAJVdAr1jB1CMK2jDXe4a7S7ejTYSLRNmI7bftP2+xjucgnIBcupTTBmPdVRqZj3AUMg9Z0BmaHHWdiG7NVgunCgjDXqq4QoCXYXCIPInjKBxH8bbbatx12w4efHKVVndg7eYWPBb1BFFvjkrzIayZJGcQgkW4GrRLv1PGMSdwxydAa9iycDpkyI3MRYtu73jHO/iTP/kTfvZnf5Zisch73/te7r//fv7kT/6EN73pTRdURq/X49Of/jQnT54kTdOzvvtn/+yfXWyVbjiEsYz01gNMNhOyjkErSz7q01vucO9dEyw3G2y79Q50ljEyc+5YblvZOjE7/vgj7HjDyzCewPMUwhqskDiBwikIPDb3NddwvJ5et4PxNl1xVW4o1lyCskNrfeItLyUexfox1l47Adcthos1Tj1XTLf5VrSRvdQi8ddfmI3xmOJUAcfzyHsppb5iIc4I/ecmohBbMnWKDOR6BlQv7zBZX+BEqY8ym9eRJkJ6cjAijDV9xyczoARkaESucJWkYVI4/BcwejPses1FtffFJGvO0+sUkGOKRuTTCsvoXoIoumByanIUnQ2SFyjXZfvd9z9vOX6xxMy+WwYuzAwEko//l19BKoXjuLzhO7/3rP2LI0UIClSjLv2gQOr4eDIh1IOBTKS7hKpCZHv0ql9DWT8F3UWoTCJa89huDFdQdOvrHoXWApm9ifko5MTkbaSdPg0EJ+pd0jCiMloj6bSAQWbXrRQqVbbdejsm12RJ8tzy2y2KtRGSfo9ibZS43dz4LtMaBUhtqPQaOFaj1l1O+1gKCIRTgLTDn/+/X2LXHWPc/uprdErRPI3VZVq+pdBYQzgS209I5cDdoyjBr9QojY5tWLpt5YUymZZHQpTrYXSOdNyBi6g2JL3jZMkkNgAnzRgdkxyr9ynkBTq2RdM2B4k9EBy3r0T4Lrn1uDn/7IvVC0OuJ7a8agvOhS0GDhky5NJZi9d4eHlg1TyZ3rVxC3bd4sY+mUkJRgbhFETc42h8iEwGTOSb741q1GChOoG0XWbT3Sx3OhRVzrHM47VXrDUvMnmfFZ1wH4O+MAhaYRXrSJKSon7wWSYqk4TWYoUE5VOoBOcpFLzQQcqUXhpTMpL6ergb2+ky0fRIhUCbFWSSo1e7qPErNx67WLpJznKzDVU4lLVp24xmpsgzj9xKSt7muD/vDRZF904W+Pzhw6SqRKuicFbHabYfo3DPBKaXb8xaTCGht5ZSLXawJsMYjVpbg4kbLGHHkCHn4JJiGL7mNa/hL//yL8+/4/Pw6KOP8pa3vIV+v0+v12N0dJTV1VUKhQKTk5ND0Q3wpaXnhqRegWo0j1QS15dgLU5Sx7v1dbQffpy5Z54C4NZXve7Cyi0UBmKStbSWFlh6+iDZSBWDwM1TjBCk2pDULcGuzRe21TksHYCp21+U9n4l5M05ysrgZzFaKrqxodfMGN9ZYG1d0L00zW39oKuYROLsM4sLTmhxIe3tJTk9I3ABTyq0K5CZZV4vsy8GIzQy1UwGLn+z2kO5z31UiECRk5HplEJQI/VS3FwjGAS/9/I+Sm+a5Wf0EdaicoMYCUiSnNgvUs56FK1ku9jBX2QPcZPNOLL4KDfpDKbvgWskqUJ17WmK1YQEh5EwplcbR00NBN9SxyKFAaVQno/zPCLlGbwwZOHZgwCE5Qrzzx7k6c98Cp2leIUCr/q/vgMv2BzoVcdr4K8NMo7pnNTxka6iJDywoITDanoK407zVD7GK50YSqOIfB5hlzH9Kyuad/MWxXaHiu/jjnj0RkZx/ZC02efxk3W+6yU7SFM2LtQzMd3OUBwdZenoEaSjKNRqzym/vbJEr9kAoLEwR9RqAINBbGZyAiwCaBcHcWj8LEHZmBYWnxTX5nQWGpyaW0U54poV3Wwak6yFFBlhdWSQ6GZb8zRzViJyzT7X4+jSMrdWawTFEq4fnJW99ExsvHNRKAeElRkwETP77qW9coz+miHNWuAXyYFCzaHYcNmuB305b06hjCWXgmVuh1wCOTtzwQtHvRny1cZqvIqxBimG0f6GXCEWF8DzwXGgXL60wd91Ritpbfwd2s13qZdvPv9Fb0tCNNfnRPQIHd3FYzsRGQEupaRDropQKFIb3UZuPkYzL3Hq5FbL8usYnZJEMU+mTe5a74uOV6QXlJGBh99JWa1qblJ70aoAQhFUzs46fy4838UYD1EYZbQ1mJeJNMWjSNar0rWaeb3Mzk6MPlm/pkW3U2t9Hl+JqU87BEax3Y5RUYa11NLLBP4Wq7TOwingdkJP4U9PoboplaJHumJpzDWYcEokgcLpJzhkSKuoFEpoNUVpwqC1hrX6UHQb8lXDBY+GGo0Gv/zLv0y73X7Od61W65zffTnvec97eNvb3kaj0SAMQz7/+c9z4sQJXvKSl/D+97//4mp/g1IpFkm9AljDs4cHsT/dcPBTJZ6Awiid1ZWN/UujY+cq6iyKtRHe9b5f3rAsaRw/TRQ2MULi6ZTc8RHrqzozZtN6zkoFn/iZy9W8y0aaG44cfZbEq5G4AblyyfsDqxYnkBztDCagl2LpJjYs3a6VLBL2gmO6XUiG036cscPVlBVYo1DZoPCusDgVD+kqSDWN9RTn6nkGHtJXOLiEqoiILV7qIUyIZDDYKyRNHLP5iGk3Bq5ors5BCPqFCp+Pd218/8bgfoQQHMzb/O/eSWgeg6UvXVijrwDlxhEoT3HGnKPnbMoM0hh02qW3topOE25+zRvPWU5Y2gzgf+ThL/A/3vtjGy6pab9/VgZPAL8YYE2OEQrHrCcKcCUm9vimJ350PW6fZTU7zWP6GGn2OhAKMbYLtX0Xdu6py9QDF8aR3kG2zR8jcC2dsEonqCCEoBWnjG9ZJUUPrhP1ZaKblIqxHTtJ+32OPvxFzHqQXmsMOs/o1FfP2j+PNoWmzBhAnOVeqh0HiWUVg8InYxehG2Nyy4knr90JhciaZLpI7m9xn8+h5CiaqWat2yaZmUEIQaFaO0twgxe2dAMojxYGEwoZUhiZISxX6Og2Yt3qFaBUFcTGMp4OxOWj2UGMAMdYNocPDrG+dicRQ64cX/6+jPJr10p+yA3IR/8E/tfvwX//HfgyL5oblVb6/KKb2TK9y5YjFj58gIX/dgDniw/zD2Z/DoulgkuIiwCKWxZp7lX7eFd2D3kQ8eilZvS61ujM40dzLJkYud43Db9Gr1BBSIEbZzww/g+4u/CmwfiJnFtedu7M8lvxwkG/p8rHMZpav4H1PLzJAl5e4HDeZt4uDXY21473zPOx2I4ZdTNqXkaUOeykgJSWlXgQQqK9ZT0573cwWlMrupDEOCWPykyZybiKCnzax58ZzGWR5IQbCbSSOMTmOY6UsLBw5Rs5ZMhV4oJFt1/5lV/hr//6r6lUnmt1Uq1W+cxnPsMv//Ivn7ecxx57jB/90R9FSolSiiRJ2LFjB+973/v4iZ/4iYur/Q2KdQdPNcdo8mzwE7m+wlqY2z4QNldPn8QLC1Qnpxjdtv2cZX05o9t3UB4fJ6xUWDl0mInyBDbJ8fR6AHLPGQh86eaLIUFC3LiqVl/Px+8/fJr9hR4dd/OaNInGDyVa5iysx0/4StxLrxlLNyEuLZHCOY5Jk80BqV0XxgQgxKZLkDGah9cGcXmerw/lFgElVJuWkUmQ0ylWcbMubq7QC13MSp8074IQOFmO6CTofka7WuFI7LJkNftkyA5vJ2POOE9kPfCr0L52At7LuE2aFRHrCShaXgUTZ8gkxkvaKDZjGPmF4rmKISi9sEDx6F/8yXPPTYxB4pxJFOBIci0YjSbZ7exm3NtOUdV4Rh+FYBpjR7BZii1O4Dz5r6+oeJyYmEK/Q6olDbHZD188VedHb5vC5CmeG0E8yFwlv8y9FKA0MlhIsNbwv37uX/IfvuPv84vf9g7++AM/zyN//sf4xc0+3BrTLTUCsM9JpOAiaG3cQIpqMBCW0ijHXKPpmYVJSHpF8mBL/ezgPuzkhrbJqayHFgjL1ecc/3yuuVsp1gKK1QAvdNl972u55ZWvRpZyZlbKlDpLeGmEqRQ4mBjS+UFMz1PmKD0kXz6dTe35XXCG3Ph8eeKeXta7SjUZ8lVHlp1t2Xae59+NQi/tMe1OsJ0JAra4/jkeWSchWe2TZ+2N8WO/l1Pxb+Etkz/Iq8t/d2N/P4vxu21KcZtb7BTv0a9km3Cpe9d2lu8Lpr/KUhpwPOtSFgP1p6+22Gd31whlEWs1SvcoVxzC0oXFKlVKEpYU3ahHTxYpRD2CXgebWwpq8G6umz5kp7D5tTneOEOrn7E7jKmbhFvW4/ICdFMXjSXxJe1+hJe2cYVm6dDT+K7Ey/ukzRh3NKBgfEq7ZkhW58mTRVA5Hl1SNejPLAuI623yKIItBiRDhtzoXLDo9pGPfITv//7vP+f33/d938fv//7vn7cc13U3Mm1OTk5y8uRJYCDcnTr13AyJX21YY7BpRKm3TKXToFBSlKsOvidYWIs4Jab4b//83Rx/7GGEkCAkI9MX7h41sCLZxejsdmoTUyROj7xQwtWb0yhtBL10c7B8OO1CbQc8/Vwx4GpyYq2H01tAqpDxzjK1Tp20m2MNGE9wKjojul182deEpdtzkpdePvfSHZXN5SprIasYmrMuO2bvIW53SZt98l5Eti5IPJ+lmwg2V1VrI5vXYDFZodxr4esuSijUTAk5UUA4oKIehbUYAeStFOn53BRkTAnFtBK4MmDUGSOzhizx4BoKxl3TTVShQq4Vpzsh3ViQRzE5OYFysCbDL1cIayN4xXOLbm4QMrV33/N+V6yNMH/wab70yY+ftV06LkZIKlGbkc4qyUIX4Uj2TnSYtbODVWtnnJVsAR0GmOBmsAayCBE42IXDl7UvXog8adGUY4wEOa5rqbZXWWl0eOd0GVcIhHKwRuMFgqBSHWTq/TImdu1m+213sO3W2+nUVwZWXNaydPQIE7v2oDyPQnWEmX23nJVsoa/XRTdAmoGwlkuHSGqeRdPz63jiSQpsLiqk/ZxrEelA7qQoL6PcqlNu1WloyZOtiKfbEfW1VUojA7fP2vQMYzs2rUalUjz16b/icx/57/y3f/6D/Id3vZP/9N3fxqEvbMZeK5QGz4Cg4JJnGi8IWW212NGsIqWinHaRvkIAyjqMtPaRk6E8CWrgVipJ8eiCuJasgodcLb78HdXNnpt9eMiQF4U4hnzLs/wFEsncKDzz4F9w4PHPsK/0AG/a/v/jb/b9HRYLgwWr2Atxyz7+eAFHbN6HzayCkopXjLydvf6tG9t7fUiKZbpBhcgrskbEXQ44UYc8uQGsBqM1am6PGRWyJDsczVLWZAm93CdY7iEdhbY5wuYEeZ3td+y8qOK1FjjlCXwb49mUuFjGKbn4I4rbvUmOalDJAdDXtqXbajehoHJOZD1ewx4Wo5C5Tsj8tj1M/t297Nk5QqUQknoVypUyJh/Ms3zXoZtk9Joxqubhxx79k8/SjXO0BUdE5J7FKZxGZIfJrIvOcpByIJgPGfJVwAWLbkeOHGHfvuefKALs27ePI0eOnLec++67jy9+8YsAvO51r+O9730vv/M7v8MP//APc+edd15odW5YsighrUzQLU6ipUJqS7+nCQoOSEHUabF6+iRxt0Ma99l117043sVljvPDAnPPHODElx4DMrIsx0tTClEX2ewSjLoU9KblQtNkkCfwuV+5vI39CulEGZMFRTecYLU8SbM8hiOgNO6hHIleH/+LS3IvHdwaV3ci+ZWf+1xC3ZHFTZcEYxxIHaJCSMEv44YBpqPZUXRYy9bdS5/P0m1LIgXTTek7HaJSmySIWK1NEeRNlNk8zgqLdhS67GB9hQwVWqqNGrpRjivL1PMGYDmaLmKzDNpzX3E/XA5EFpPr7SRWUPMz4vExvJEyyi2Q5Q791TmSTptCbeQ5yQHOKkcI0jh6nrhvgn67Rae+ylOffvCsa095Ei0kqePTKI/jz5QoVCVaKB7ovJWebpGamL7u8vHWEyBHwQkg7WELFfjzHyFfbJGfbpCfXsM0XxwxMzc5peYKLT2LkpZ2WKNVGWdipMyM5+BKAQjSboO018Vo/ZzMmwCO63H66aeYe+YAQamMux7jrtdcI41jsigi6XfJkpg8jhhN6owmdaQ2iPUrqhh3KEct/Dxh3ApyoJiMkdo7KZVCRmcKjMwW6TSvzclZXO/irO5AVkI61TE61THaTonZ0CXWlshqKuuZcINSmfqpExvHGq1pLS9x7NGHWD11nCyOiDptjj/+6MY+QgqEgDTOMNrghmUSHWFai6TCpacCUhyqQYKDZHf7DrapWXI0yhjAweCRUiK1RUiuTfFyyNWh5JbopkPRbcgVYqtlm+8PRLgbmCyKiFstGr1V7qq8kT3Fe+kVRun6AytwLSV5IyLvpCTLFYTQ1MptEpmh18NUnLGcB/CVxl33eMkcn7aIuYsZXjYzz9zcDWCNZC2P9eCLyRp36Gn2uh7WczGOIB4LyESEKzyENWinSG3y4kImuP5gEbqvCnhRih/1SFf7lJIZcpOQmBTM3DUvurWijEAZHk3X2BePMR1GbCtHRLUq/kQBP3CBFJn26c4dp7tuqVYs+RRKPtJa/OkyWThBHs/jCImRHrkNsEqS97djnVsgyZCOGrjbrq6+cKWGDLlBuGDRTSnF/Pz8Ob+fn5/fsGB7IX7+53+emZkZAP7Nv/k3jIyM8AM/8AOsrKzwq7/6qxdanRuWqNVFrGfMlElKNzLo3FKY8HkoSgYTq/XJ+A/++u/xd77rBy76HJsx4AQ6SkGAZzP6YQlTK5HlAhttvhiWybFhGZYPQuPE8xd6FTix1mcsPkHubAqESStFOZLl9fgUl2LlBlwT7qXiuaZuF3jclkPOcYw0WybIucCNDZ2aQ6kyinIdkmfXkFKwlg6sheTzWbptEd1Cp0QhLxN2KyBzxptLlOI5nC0DYeEqjFi3Pkxz3FqA2lYjcQbiU6Ptcpu3k7V8mWeyBoeyBWgfhyMfA311V8KiJCe0MVZtZySMKXk52bqpvDzjnrieJXNy323nLe87P/Af+b8//BF+9Pc+iuOfuX4tU3tu4v9j77/DJEvOMm/4F3F82spyXV3tp6d7vNXMaEZeQkICCSEhwWKFX30soA+kXZZ9X8x+LIuAfRFipRftCgSCFbCLkbQgIbfIj8ZovO/pad9dvtJnHhsR3x8nu7J6bJtqMzN1X1ddVZWZ50Sck+fEeeKO57nvJOxz7NGHyFadO9uz0MJCmqHeVhQJqiOQtDIs47CcHmV/eD9/svxx4l4N444hypPI0W2IY3dgPvebZPc9TvbgMbLZ5lqclqegq9qEC/dR6+UTnuPlBBhDIOChVoRrHYBennlXGKk97X5W61QuHjpwgj7Z0qEDpFFIZXySpcOHWDjwBA23Rt0bo67clftGS5tOUKVeHMORhsVVN1BltER9tk97sU9r4QLUnVIp3tgkymQoZ3if1XyPUddmXzdmYXlxxbm6/Ay6ntmTVpCf/Iwu1QKiXkqvFSFkkUSHuMVJCl1FFJRpjm7g+m0djFD44QjH1Ax922AZWD0gaSExyTrp9mLH6oWCbtqlHl24monreIFhdWZbHEP/wsmSPxtoL8zSqy/RJTpBxzf2ihig65WxawHCluhYIYSg2akQLYZ8u5VXrVjRMMYo2Bp3UPGSWA47zRg7VIWLLmlx5Mj8OT22s4LuPJbTZIQ83lQI2pVRnNEAO9WU3BEsYWOsgCA4dfMXZ/Cc1tKiQEgcFHHHC/h+ib1ph7viI4hAY/oXNoHZbkWMWj2+3FsmSPLFY2XAL69eJHZBSASGbHDfbZkuIV2L4oYSG7ZO0KOIaoSER/cRewEJZfruUAYjS8ApFKBeh3aLdazjxYCTHlmuu+46Pv3pTz/j+5/61Ke47rrrnnUfxhgmJye55ZZbgLy89POf/zztdpu7776ba6655mS784JF1IsxCJw0ImuGSKBYc3ADi3qiSAYWzX6pjBsEiJMgOp+MqYt2UZ2cAgyqF5GY9srDFnKtLrNK062lM446DkzshDv++5ke4ppAa8Md++tMyIhkVVaRThSWBQ91m8Bp6rmxurz0wliVOhXq72Qy+0Q2JG/QgqRg0ap5GG3IegkiSWlFMfU4e0biUgQ2suigUXjWsESwVS7SkwEOEZfODl2OhW+hrD4y1VirJmeLokiKxHYsbjE3M+5sJEXxV/1FwIblvei7/vYUzsDaY64T45KgVJ5ZZAA9cHQ9rh8mpKG2ZTvVjc9d7i3lkEi54S1v56Vv/1d8/2/8DuWxoYtTuKps0i1YZMJGrjpvwpJIR9JrZPR0nUuKt+AIn8Ppfr7duodOVsbggl+C0iTOoT/H2f97ef/rZ2dC0ss6FPsdQpO71na9IkJlWGlGO81YiBKK1aFGzJBwPBHlsXFKtVGEtFaMFCzHWbWdx8Zdl+AVS3Try8jBfdpKLCQpYHCzfEzT0sL3LObRaCcGoSErUp0I0Jlhbv+FF/Atzs2jYp9QSzLfx1IpXr9LhqSVZMyGKZOXX0F1Mr8ei6NjuTv1k5CEw+/Zchw6yycG/JXRAl7BQSuDNj6F0Roq7WGvkuKaHNN85/YZtnbz8tWm7qKeNMZoJ8AkinW8uPHkzOqF/sJ56sk6XnR4soZb74WtJ6iSfEGlTX9FNwwgsl0yadMs1NBpSqG/yCU79+EXcz3oIK2wsTsCgJ5rkSrop5I9jRKF+jIySUltj7oteKnZTOLO4LSfu4rpQodJ+yyoiMpAf7TrV0iCAibKcLIM1JC09aqnrmPnl1xUFpFI78T5lGfhZQHzKsIuFHD2/+4FLcVg3b/Mwh038Ypbfw1vMJ53KGBGfPSqfptBNVAYl/jf3/w873/wNzkwM08WZ3gTRTR5DJgsHyOVCiMVqe+QFTQIhSwH6KSfZwY8S0LPOtbxQsJJMza/8Au/wB/8wR/w4Q9/OLf5HUApxYc+9CH+8A//kJ//+Z9/1n0YY7j44ovXtdueBb1eBEKQOj4khlLBouBbRK2Eo/0Y1/PZuOtStl397ATns6G6YYry2DiTO3ZSv+0xEpOcoOnmVECL4eA6Knw+0XwcxnbC0uNndHxrheVeQqYNNTtDaEOtt0yxvoxJNDaa9oA0PHPS7QJ6OJ5GX55pi+N6VwCZbaEciXYcpC2RnkXgW1R9j0aqnpF0swIb3UuRWNjCoSsaRH6XRI1yrDNCJIpsaD2EeHQZdayDqHgkToJ2JE6WEc10SVsxWaGIg8ZSKUUzzjXedYzbkxzNOnyx18LgQ+cA+v5/POXjXyscabbQsUBnecDWdwJkFKP7XUSvgdQtSqM1SuMTWM6plXu//Ad+hFf84I+x9Yqr8cvDYG+1VpntOgjBinspgLAEQgq63QzP9nBFQCCLlOQId8SPsVjvElNEmwJmZDfGqiDbdyFYxKQKs8ZlDnu7j3BP63bGOh2WxSYMENs+xrJJjeFoP+XTx1rYjoVXrlCZmqY8OfW0+yqOjNJt1DGrrtMNF+1i2zXXc9FLbuK1P/6vCSpV4l5eviYHGm1dZTOwBKEQdRntLVHtN/ADhzoGmXpgJFnkEBQFk9srpNGFRxbN730EFftkIiGxXJTlYKTElYKqa9NKFdd953evjFPFSpU4HGbsjW/dztTO3YAY/AaVphy4/x4O3H/PyueCsovtWpRqAdJy6Swv0qvvwZ2dJWkdpdhr0JUBk4UIrJRL528mdhRG5Of4ODLcC96VbR3nAKseOFWvuu5euo5zgnuat3H77BeGLxSL0LrwFlPWEscdz1sixF216BlbHkdNnkEuHYfURPSdLs3gGD1/AWNFXPp4hSu+uA8vTnEsKDiaT3XbtGODDEP8TotDns0B2eRYBF70/CfPTdpnUUWUjcvhSHHQGsfpdBFRggx7CGEj0yal7oOMb5s85f1LS2LZPn07QMfDqXVSitgttlKWNstZhFANyC7cZ2XS7ZLKCFCESnI0q/K1y18Lg4qOXpJSLVhU4wZm/GaaukRpeZxvz93BgfQYYTMkbIUkIz72zhra6pH6RfpegPT6ZI6FKWak6QTSHVy37fb5O+B1rOMc4qRJt3e84x38yq/8Cu95z3sYHR3luuuu47rrrmN0dJRf+qVf4r3vfS/vfOc7n70xKdm1axfLy8tn3PEXKtr9GK+7SLlbxzQTlDY4FliuxXyU0V6YY3bvY8T901/FG9u8lbjXIwkjOntmiGtQiHuMdxdxmm2M9NDt4URUIFlUEVgOWDbMPbgWh3pGWOrG3HLRGKm7gWahRqM4RlIsUirb2IFFe/DQO03O7YIoLz1hBiMEp5bv9hxQioe7EEcFCC3QBpUmxPM94mM9VK/OwWabVqKekbiUwdBIIXDKlEwNPyrRKm5ESoE2kMmAnfEhTKoxcUbSWcJpJxT6KXZgEYYpbSfXzrBNikkVL/NeR2ISXFnkG6EaHHYGrSegeX7Km+v9kKDYR7qShZ7P0bSKboYYW4AEg03UXGJ06/Yzaqe6YYqNuy9j+pLLTiDd/MDFKLBWkVDClmTao1xIcaSDFBa2dJlytnDMatNLbMhCcKuYkV0Y6WHsEiLah/BtdHttJ8RLyTwz0WESMkI9zYG0RrHbotBtoaIES4AyhvbRQ6g4Ju50npGgLI2O4pWGBKRl21x8481sv/o6tlx+FVd/xxupjE8wtXM3G3ddupLpVk9txICAM9KiXhynVajhFRwW0KTFFk61jhAecb3O/IH2BZnplh55GNXs0ysskw0yea3BYlc/02hg8+5hGbOQkundlzEytZHa9GaWDh9kbt/j9Jt15vblCyXSshEIGjNDR2C/4NJrRnQbIf12wtYrr0EWyjjeGG51M71ijb5TpJ9a3OAGTPS2oJMlYqMxDAlgjeDzf7WXR25dX7F+MWN1plsrbjFz6CuwtOc89mgdLwbU42Xkak3JJIGZY3DowpFDWWscJ91GqeDJfDFQqpTY8ulOTVEOW7hRg4sKe7lp1zFGF69gPJlk1PNIkwKmk+LJIfnzhR1/xhPNDlm1QlSuMuZOcbmeoEqAZ57n+njGkAmPQ4niOnucrb5FUJDIJMUKHKxMAQk2GQ4JlekNp9yEX3AwqouIMkq0qfWWEUtt/LiASQuMWxXujkOklWBazTU/xLWCnWoc7eNJwYZCjFULsAbxldKarx39Nh8/9l6SxmEileIIj0xn/ELhP9BOF3E9G9FTlM0W/iF7PR9rXcLHvvUwy6pJJjwyxyImICqtOse9dU5gHS8OnFJt4n/+z/+Z22+/nZ/4iZ9genqajRs38pM/+ZPcdttt/O7v/u5J7eN3f/d3+Xf/7t/x0EMPnVaHX+hIkgzjFumURplf1vQijTPiImzBcqIoVqs4fkCpNnrabVi2zXf8zL+hOXeMrN4jcVKCLGKpNIH2HIQD0hYcfx43dcIsGYezLqQh7PvyGh3t6WO5m3Db/mW2Ok0srXCyBCuK6XYyrILDfDzQInseZ7qZJ3f9dDLdnmEb3yiuKIHn98Ey9CsShMAdC8AY3HIV37bRgPUMp1AGNkgQRYegWMG4oKUiTvvc276YAj2kTtmwfBR7e5Xx7RZ2/whpxUV4ArsWUKh4tN0yDW0AiTIWW+U4BXuUVtbgYXWYZnoVkhiR1GHf/8lNPc4xZheaWFYGqc9kMSKoubCxhuUW8QnQWZ6hWho/9RXS1bBth9nHH2Vmz6McfuiBldcLpSLKtk8g3WxfoLQkjjNsYRPqNrbweCJ+kG9mdzLidvCsCJEtY02OI9NFhAVi+TFMNyLbt4jRa3d9ZyajYBXZcXgPRaEp12ykLekXy4xYkm6mEUDcbpIlMXGvQ2l84mn35RWK/MLH/ob3/a/P8L7/9Rl+6a8+zY3f833c8Ja3c8Nb3r7ymbl9jzO797GVTLdm5iBFfo78NEJoRRD3cDyLHiATn7RbIun5TJcE40Wb0qlX6J91lLqHUHIjLmX8JMTJEoRS9JSmnR7XWTxxmx/6rd/np//oT/jJD3wEx/cJypWVrPRCtYZWGYVqlV6zsbJNEoUIYZAWKJWilSKKmjjdHmhNEvfQvkvBybhmoo6jfBJb0p0co1VZVdaPzZF9bQ49uB48v5jx5PLSVncOGvvPU2/W8aJAp4PdajHSgZ6r8yswTaHbhUMHz3Pnzh7SOALP4YDdJE6WwRi0tOi7ATPVaTpBlWra4JLWYdzOGJsqfUIN3cSiE1u0FFjWkHT7rYNzHHIfxiiNjEJCJzc42hcvY1t9iJ/H2UhRk17ao02PfpqPUcvFceKxGspzcCwLIRxSq8wlC//vaa3W256NsEqkhQKuSmkUxzDjFeyqRysKaaguiyYkK20jveurpI/OYLRB92J0N0J1IswFYEYkB1VOBTtjISuy6I/mmoFS8Nd7Ps2y/hvazT6RtPPsQCRFWeKywuX83nd8H95IgD9dwttYpljbyCIVHlyKeSIuk5Y0vQ0F/K5GhYV8SiMVpJ3zrtu8jnWcC5zydOOmm27ij/7oj/jsZz/LP//zP/PBD36Qm2666aS3f9e73sWdd97JNddcQxAEjI6OnvDzYkeLAolbQKqMVj0f/OzA4hNH84lS2GqQRiGFSvXZdvOcmNq5i5d9/4+w5bIrCQ8uUIzyMi0VBHhTZXRoKA3Kh7QRPJS1+EfThZGN8K0Pn+cMMGiG+SpfWtlB3yuS2i5OI89Y0aaHkXkW1pkaKVxI5aUn25XniheUNgQMgy2jLOJyAadQzrOn2gm277IQ5uSWZVlPux8R2NhjAaaXYsIMkUDs9XB9nxYjdE0FX7fZNp9Puq578JvcXP8iANIYdCPELjjUa1OMSEGgIwpWhk49dgXXkxDxRHaAR5M+Sm8AFDTOU7bb7EGk661cT6kcZvkJY0AnT+NGeupY7Xp6x6f/dkXPrFgto4Q8wUhBG0msA0YrPWzjcDR6jJI1AkBGRrFSRwgQJoGoDsVxRO8YVv0LkKSYxQ7pntk1u8YbyRJh2iGIeoRmkmZQpRNUQEgspehlGiEgGKlRnd7C9JXXPqORwsnAX5UJdzzTLVT2CgFnZylGWoReEW8gAtza9SAYgeqNcnG/xMsdQWU5RF1gjmJ+soyOfUQgiLwCqe0itKFoSTrZsy8oCCEoj00QdtroLA/ig0oFaVl068sceuC+lc8euO8uOkvH0Ap6zZgb3vpO+lmHoAdSGVyvyLIzim8bNpZipoQHWZ6BmdrFlf1oYaMyw8EHl8jSC69cdx3nBk8eS1o6gXDdTGEdZw/m05/kNV9ps3vOoZjIE4yk6HSeabPnNbRSxJ02S/EyJXsMzx3LAz8hSbwCfS8fm4tZh4U7XkH/vldwQzXhpuk6KoNGM2UpU1iDlXWtDRs8xeH04ZwI8gPaXgWACj5uYQGz8Mh5O94zRmeGA519fCE6RknllRWhO3BNNwbLCIyw2Tz3F8jrfua0mnD9PCbMpPM0mm4Fjqo+jyQLmJENWPv/CXVwGROlJHcfJPnGXtJv7iU71nim3Z8TGGOwB3dQwVMc23Yx+6YvJRlo77aieX6+9Cv8SuG3mLC24ouAr0afByBNFK2ZYdXAyI4ab7lq+8r/ShsSz8MvLaJsgZNAmrmgLUgcaA0z8Nexjhcq7Of+CBw+fJitW7ee9E6PHTvGpk2bnva9D37wgye9nxcdkoTIyQc3J03wHIn0JFJojg1IpuOi7UG5ckZNWbbNLe/8IZzP+Mw/8QCOrZBaoaWFdHOSpaQFbWkoWBXGZYUHkyaUdsIl3wEPfxKufMcZ9eFM0OynWGi+femvUA5bVKIO2eIyhVJAShukCzxzaeRzQQxEQs8nufiUlk+jK0+3SZJpSqvKCoyWpKtKRWWW4fgW9YEbofUMzKUQAm97hawZQ6ox44K2k1t/TwYRC2YjgehRSrr81F/+LrbOaAeXDNvpJqRC4vnwsK5wkazTCR/DFC/m7dZ3cTR4mHayyMd7n+WG0s8h+AbYCnHwqzC++9RPxhmgtHyAWE1gOzHt2GY5G2qoiCwEFbL1ppeecTu7b345+++9i8VD++m3WzRmZxjbvAU3sDHKEMR9Kv0mLQoI1yJJLEaLIVIJ+qrFmLuJSDVZTGfYl/aoSS9XOLMdxDXfDw98EtGfQ4p9aPtS9MFlMsC57LnNH54LPdUl6HeIvIAsKq6slANYStPNNBLD2Pad2G5Ogp2OEcxxrCbdjpc/9LWFICd9HDVcNbaDnMzs+ooNpS5pu4pBkGoIhCDpZwTlU9PiO5uo9JZJHBsTDO/T42eqOSC1num+BCiO1Kgfy7VTx7Zs4/JXvY57/vl/02vU6TaG2Wi9ZmNF005Iiw07drNc+xJOoijXQ46UE5xSFWXy9v/ttMufdxYIJiRZGhOIJgaJNBmVURelobUQMraptLYnZB3PC6zOdCsKi9AouEDMiNbxwkOmM5KsRwGBwQxdPKXMNSZfoA6mj/2ff6bfbBAXJFuyYXa9l4bElreSBn1p537q4kamtjyKlIobgCc6FZpdm6U0P0XtyAHPobn7b3lj4wskiyFBxWKpMMq86DNlijySarYsziC2nKcDPlPM3M0erdkgAnaZHTQih65TQHZDHEugjaLU38dYtBcu+8XTasLzbNxAkLYUqXYQRmOERPoSR+XxzozOsPwy9L6dbxSnkK4aH8+zA7hut1EipeMvUq76mBMpbH5t+ntZUnN0TZv92V6O6SOEus5bCm/GCIeoFbHcvJXy5C3YtstEOeC4MI4OW/TkNCPu12m7l+LbLmkc4ATd/L5dPAijO87HYa9jHecMJ0W63XjjjbztbW/jZ37mZ7jxxhuf9jOtVou//du/5Y/+6I/41//6X/Oe97znaT/34z/+46ff2xc44m5IIQlxsyZ0Y+LUQKoIqh4LhwYTo0FQu3rCeSa44S1v558+cD9tCtgqJZEW0hck5ZRgkLBQFhU2mHFi02ZPf4FLnDI0Dq5J+6eLTGled1HAaHiYxJogyiRmrkcUevTtLogx4PQ13YaSbhdQpttJsm6r7eOfrvtxptjhDVO5tZYknk3camO6kv58yKQ/x4KXX2PPNrkXIx4IEJ4FWhOV8ozJi6tt2nqMhmdRyA4ipMJIicn6+O1ljCnjBhaMeGggdQP2ZfP4usQBNcsm52LGZY0xr0yQZvx+/R/51ZEdyIKba3a1jkD13EWA49E8sjhFmrp0tTox0016WI5NefLUdUCejEJ1hG1XX0sS9qmMTzJ/YB9jm7dgWRJl2dhG0y6MIACrYJM0LEo1jT34oovWCLZVYqPcxaNpzHWujRQKiUR4ZdhwGWL5ALZ9lMS7CkSGrvcwYYIITp90UkbhCIdNWRGnryjaeZbkWGeRnuVyqBWyGKUIYOt1N54R2XYcpdooO667gcbszEp2W19bWAwyNDPFaHcJYQzzA5H/2PgIKwPyjAhXQtmCqJey/Gu/QlavQ5Yx8Z5fpDhw2T7XSJeWsAKBavpkxeF3YoRkXy/i4VauxfdsY9umS6+gs7xEc26G5SOHKI3UuOi6G2nMzRB1O6RRhOP7dJeX6Db6SNvNiVCxA1P1UMcex2p49BwYFS51WWbCdHAEaBLCRINdJjT5OGLTZrEe4yHoNuJ10u1Fij3f+ubK3z2jOJT1QJ//kql1vDDRV11cZcijnlUD4qZNkGUgnz5L//kO2/PxSmVa9T1sGL+RqLePjWaEzLJJhIuRILTGVorEb2BZeTCfacFEOSXJXOJIU/UyPFsRK421NMPGkWtp6Zg01lSFRVWOcKmsMaPmMP3nccZqb57FdIl5E7JZb0BWfSpxl07mghAIo6nEhymoOmzYeVpNOIFDEhqcQoFCGLKhPUdTB0R9m3I6yi53msQoerpAcXITWBnJtw/kBgVWXr55vstLs0aDkbSGTCWe6eQxZ5aAFvSafZbNPKHpMaOO8o/x3wJwld6GlCl2UMRowzXTl7LnSITxNFEnouI7tKKULIlw0wazqogvUhQWygKRDWKcxvx5PPJ1rOPc4KRmPo888gjFYpE3vOENTE1N8eY3v5mf/dmf5Rd/8Rf50R/9Ua6//nomJyf5sz/7M37/93//GQm349i3bx+/9mu/xg/90A+xsJC74nzuc5/j4YcfPvMjeh6j24twVULPK6KMoFCwCAoWqVE0Bysgnu9T2zhNcIblpatRKNWo0KfWr1Pod1Chxu04VAeiYqNygsNmkUQLHjMxSAcah9es/dPBsWbI/FKL+fJlNArjlGSM40sKJYtltcDxS1uebn3p8Uy3NdS8OmWcZtvPRTTGmSbKJK2uIkkcItcj9W2k6+JOFbBSjbN9J+FgAe7ZTqFT8/J+GsAbBrhjQcLISIU9kz/Kw9WXoIWFMQZPd4gqY8RVF0slJI2ItNFjrORwFZsYUTEFUUYLyTvG/y+eSPZzUM8yr5fRzhZEbx60gs65FWwX7UWUdRGFQo/pUoS2bHQ3xk4zpDbUNk3jFdeGaBjbtIWlI4fQWtFrDQPd1AhMqgjiPjR6OJ7AkTGObzOZldjljlKUDovRAbTpccz06Cc2mbYROgaVQGUKbA+55xO4e/4DxCGmHaH7ybP06LnRTdsEVhHdn2efewMCwaI3xnJ5gqhQ5eKCg+Z4BczaiKiVx8aZ2buHuN/DGhDSfWWtGClYRlMvjbNcnsCq5eU2db2FnlXGSINBE2uNtgXhcodkPiOdd1DRNL17965JH08H0SOPYlVKyCCjUFBU+w3KURuJYGfRZW9nQCo+y43uBQFxr4fj+/ilMpWJSRDQa9TRKuOfPvi7xP0eneUlBFDdsJNibTNJlOFMjmKP78YzRcqFKo6W7NVDl1mZPNXExwgLd8RhYmuZqLuuzfJixfLRYVxQFjab7IA0fZ6LsK/jvKN31xxL/+MRlv7qUcwq58cw65E5w+eJwdAukBspzM7CsaOgXnjl7vXDB2nPzdDVIRVnHE+M0POK9N0CBoOTxVTDJu3UEGTDuMQIQcn0MFluUGXLwbnpJyhrgoKzGdVX4BUxWvNQIEiMYX+qSbLn6Xk0BrwKXePxUmc3Ze3QDqqAQQUuOovwshY7Zz4ElafXmD0ZSCkIKh5JLx/v+m6BqFbD21jEzzwaWmOZlKaOwCsjmntADWJnZfI4+jyf46jRQQ7mTo5tyLAJkghhIDkwR6wjJqwpGibPlneNxRhlPCek2wyJwxSvWSWst/CKRapTY+waVDXEeGA5LI6+FBUY/EgikuHidbZKa3Yd63ih4qRmP2NjY3zgAx9gdnaWD3/4w+zatYulpSX27s0nJj/yIz/C3XffzW233cZ3f/d3P+u+vva1r3HVVVdxxx138MlPfpJuN8+Muf/++/nN3/zNMzyc5zc6/Yyl0gShW0S0Qvp9hXAlSkI24F/SqE9jduaMy0tXY+vuqwGwjKFfKGMVbETRoqDySV1AiSYdHlFLPKp7uYNp6wC0jq1ZH04VzX7KqLOqfExnhCFgS1qmgRlMSM/YSGEtHUNPuRPDPw2nW+n61I2STDPtZFSKEtdN6bolwpKPE/ioZkzSSnADi4bKt322c1i4dgOb/tPL2fRbL8N+05AI1sJZIT/2Fa7lEz/8Xh688maeqG5e+UzRtnFrPnYlIBqUIjazWSbtjbiZwYsTas5G9qsZvhrfRafvIlQP0z4K7XNLuo2EyyizYYUH7TsBouiSOTaW0ngFf83aGtu0hbjXZe6Jxzn80AM0ZvP7TArDaNoi9ApQK0LZp9eVWJ5FT3bZm9TpqYwMxdH4IA8lbR5rePh2OsjvT6A0AaVJWHocMfsNRGew0HGGOlxd1eFodBC7NUPSKufE/GAyJJVCwKC8dO0gLYvy6Bhhu5UTsUBXO1hi4F4qJPZAnFe4eXDXUZuZvXiaIy8dhWIfT0qqBsJ9h7E3fjfB9T+Bu/utJIfPn6NpeugQlgxImmMkvk+rUKPjVzg+IDSS5zaJecmb38a/+dO/4oa3vJ3r3vQWNl92JW/4mZ9n61XXUj92lMMP3c/hB+/n6CMPEveaABitCbsRha15uVKpEVHyRwhrPo3NQ7kI+7igthArpbwGi3o7YfFwh9bS2rriruP5g+NjFUDHZNyfNFmK6xdUxvg6nl8wStP4+71EDy8TPbiEDgdxX7dLOj+DkwyvLYHATaHp5AsTRkroPI8NAJ4GxpgV59Iws9jiXoYojFGNWtg6A9smtT20tBjBR66SErHRXDkdcsu04SIfrOMPZLvM6AOH8dwKbqSxSwXaxRqVYCsTWZk96SwiXUIn597E6oyRhdA8yMF0HtdsIUgELb9KKxjBeC5FZVNrfQPSBbjlF86oKSkElPM4ODi+2GCgJCdYyubYm7Y5oucxnovoP8nVWRl0s4+Oz9+i1VK9jh7E7RUvY642TadQwQ0TamNFdtqXUHNG+f3v/0/c9j1f4b+qn+UH9SsI64e57KVbiPsp3XrE1mpeJWO0YeeAdAvbdSJ7lMgaob05LyNVarhQH3bSdf3PdbzgcUpzoCAIeOc738kHP/hBPvWpT/H5z3+eT3ziE7zvfe/jyiuvPKl9/Oqv/iq//du/zZe+9CVcd1g687rXvY7bb7/91Hr/AkMnHJJIaTdBWhCUbdpq1YNuELyWRsfWrN2t11wLQDHuYqkM6dvYVW8l080ykp3WDgSS2+PlXC/CK8Gnf27N+nCqaIUpU97wfDkqI9MCx5M0xDIDDytOM8+N2uatSNtGSElz5sga9Ph0sDqYPHk812fDOOE1QYTREIcFZndMoi2BClPi+R5B1UL02zQHpNuzlpdKsUJQWs4qN0PprGj5ODonPBLXI/PdlWvYzhQy7IEQLATjJFpQMzaHsv0YDF6SUnGGeiULRqF1Lc9CbJzbTKRi1ESpLQign0n6Y6OgDW4cI1WMW1w7PbBibZTj3+LBe+/iz37p3fTbLbQQeFm8cv6sgkOWghWUKA1il6PxY7x65B2UrTEeSma4Wy9zoF4dJk0aBdNXgVvMzR/m/hcAarZ5Rn3OBmWGxV6H2fQKbGkIB4Ywdpa/180UlrWWtBsrLs7WIFBUSKTI29NC4maDDD5nVZmRAJAYb3hdZ3sPI+whcZrNn7/snP5992GcCZQxsKrkVypNPcloDQjSZ1tPOJ5N6AYF3KCw8trY5i3YrodKUw7cfzf9dot+a46ws4SQkk69S/Xyi8n6S5QWOsijhzBAMlajnubBs69yt2iMWSHWDRbxoD+95vNwYraONUHUe6pw/Xx7AdNZz3Zbx+nBpCdqAprBogOf/QybvnAXnhZkq2KlxNY8XJqn72qE1tBsnsPenn3obEjK2PF2iu4IIk2p9Fs4q0gxPw1BS4Q8cUGtpPuU0wh/lXOpNhZB5WLEzBFqI6D6uRv7UmmCCVVlT9ZhSS3A0vmKhc8Ag0WiBRVxvdzFdKHPfHkDGoGVZmThHJXu/eBtgV0vP6OmXN9GDUqaS1EHK0sRtmSDswlPFOiScU/SwSqPY5dnwF4Vl9gWJArTOn+LVnuXZ5FIMpngFIZ9M1HGWDkgMQmlCR/bsimM1BjZtAUhJf3lJQoVD8fLY33P98iiBATs8Dze3nXZes8hJr7419T0DFa2ROYIkjggMXmMo1WJ+W984bwc9zrWca6wONNR0gABAABJREFUtjOgk8CDDz7I29/+9qe8Pjk5ydLS0rnuzgWFxXpEpd9ksj2H6SRoBb4QHE27K5+Z2LqdLVdcTfEMXP+eDLeSZ835WYSybIQQ2J5NSR938IQr/Wu52ExhsPhabwYKozB7P2TnZ4LlOZLrRodt2zrF9h1GixZvvuK7GEg4rRBCpwwh0FmGUQqj9XN//izAPOXvU88WeLoEg/7CIkcyiziUJBrCsk0WdUmXI9p3zmM7FhSrNAdlHCebLSitYaq4xqKUHKGUHKWU5FlDD15xM49tuz4nfgDLRGi/gJCC2PFxpWHcBHTTw/TUItJoLnd2cYV7GVvEGPvTY2hZw8jx/MCepsztbEBpgysThJAIASbwsFpdRJgilQHpEpQKz72jk4S0LF7/s/+G0c2b8YpFymMT3P3ZT2McgcSwuXEEq9FBuhYq1RjbxR8Qo7PxPra425lwN7DJ38acH6LlOKm20UhwSlCcgC03w9S1SLEIRRfd6JM+NnvafU6Pa3tlCct6C56dkEoHbdmAYm87opOevrHJM+G6N30PN7/9XyGP3yFCIkxOxhsEo/1lar1l5MCJ1xjBcUJTFzTLmaaZaVQ7RQ00a4TItVXOV3ZONDtHlo2h3C5YkpF+nUq7jqU0UuSjgBQnN7bd8Ja3c8Nbhs/byvgE2WBitnT0CONbt2HZGowi7MyRhBFjm7cihMTGYnwxw0Qhxhi+ce0b+dzu72STHCO1cy0cuYp0G5vyGN9SorO8TrC8WFGqDh3oa8LlUrvCsmpj1Lqu2zpODysk2wA6GcRjVi4qoJ8UF2WWYaGiUAKUMJgvfRG+8fVz1NuzjyzJn7XNLbew89p8bDeOg20UtagBSiG0ohy2aWYZQiiS2CNNHLSWZKmNI0MuLmZkqU3U9wgjH6MVpaWIXnoIkaRU+k36boGaKbDZqnJXmqJn9p3PQz89dOfBH8XD5mJTZTYMiC2HYrdNlDboJ/vxdQfGrwa/+Nz7exYUqj5Zv0vbqiBSUAM3+oI9ghQWm5xJDqR5GaVMW1g7xrC2j8F4CVH2wLVI7z9C9LU9xF9//JzHIDPtnKAsCouCr6j0W1Q6dfAEC2FIRzaY2pQnfEhp5bGS1oDhnr//H0jToVQLcCTYvosQgrFrN3DL912GX9hG7xuPUVg+gugfw04NRlsoI+k6Ad1shKQxx6c/cM85PeZ1rONc4pyTbiMjI8zOPnVyd++99z6j4+mLBVmc4OiUvlvEjVIKVRurYuNbw2yHzZdcxkXX34hln5QHxklBWBbGgKuGK2jtcpsB54YSsCO4nszuUxU+T6g+xD0Y2wHzD61ZP04Fj8918S3DaDTPWHcJP4nodA3upM8rr3jtysPqtCXdVk1oL5jSmJPsxuq5+NNtEi8tcbWXEpQMkRNgpQY7c0lMjByBxE851Gzh2pJrt1R5y9UbT6pdy3EoT05RHikjTIar+3TdzWi5AXWojTrQxCRgjk/ULQ9/fpb2Qg9rQAQUjMchGiQmRVuGaTFGx/SYtGocU/Ngl8FojD8C7XNT3tyJUvyoi87ysoHY9lGjVSh5iKSHSZsE5bUj3QCuef13cenLXo3tuFiOw7677sAMVhG1kEhhMJ0If0SSZjYFK//Se6rBpNxMV7UJ7Cody9CJJcZIMiUwRuVZqsUJhBdAbRq5eCsI0Mu93L7+7oPEtz1B/M3HSe46eFL9zXQ+dpSWO1RYxHLslQtRGotdFZ++MqevsfgMuOj6G3n5D/4Y9uprfiDcngmbjijQKI6hR8p4tly5H3zRQoiUMVsyYkvs1MIuD40wrLFJVOP8aIxkpGhdJHNCOn6FZmGUdmWUxMTs6+b3yemSlyNT02y+4mo2X34V3aUFvEKJpNfGCaoE5SnCTobr+fQ6h4ga+6juPYgDYEDbNlFQIu1u4798+WE+fucTPN7JV+U1Ft1YY7sSow36fGphruO8YXFVVnjDJDyWtXkkEnSa62VD6zg9rJBsA5hE5bab9WUkYKRArXqutAJNe9QjdmHFekw/T/XIngZRq0llapqkMIGUuVauUIpK1KKQhBRpU8j6BLQpCAvbznC9GMdNsSyN7WQ4tsZ2ErLMBR2iLdCewY4T/EySEZEoMHFC3dSYlD5LSqF7z8P7OKwTugUeyZpYWQqTVWpRi8TYoDMEmkJyDKZfdsZNSSmQxSq+CSmrNpVug3SxjxNYeWWBKNLUgnYWYAo1HHsvzmXT9HYW+I2jf8hPLvwa71r4D2T9EDwbc45LTTv9PL6oeglNp0q7UKVdHoUsr2pJZMzk5pGVz1enN1PeMAVCkIYhWdTBaE3g2dj9GGMMtmPhFBySis2h6Y2YO2/jYh4BQCmHQEaU0pBi1iUWHhhN3F/XhV3HCxPnnHT7wR/8Qf79v//3zM3NIYRAa82tt97Kv/23/5Z3vetd57o7FxT6lVGWSxNoIVjuQb+VYdsC3x86lV72sleekLmwVtBG4mQJlkrR/YSSqhJoCHSeVDRpb+UJ1eBI1uaQDqE6letDzT+y5n05GTTDhFrBp+5vYLk0js50Xl7qgl32VsrpTjuz5gTm6vxMIMVqykyIk+7Hc2XApO02RxMLrSUtfwzlWpiiS9ZM0U3YsX0Ux/WZqni8evck/+G7LzupdqVl0VmYo9PskNpDfTfXWFjbKlg7Rkg2b8SQIBONTDVG+lQmizRqk3RTSVcbFrIj1KxpjLYYs3dxOD3MkWyJxWwJnZQQehGiNsTNk+rXmaLZT/GEhbQSwtSmL71Vx+wipIPrr52m23Hc8o4fYucNL6U5P0fU7RCrnODwVUw6UsHZVCFMbFLj4pohMV/oL5KajJn+fo7qRWyKGKOwhIIsJOs14OLXwaFvIer7cWszWJtHwcqNGkyqMJ0Y04nRix3MSRAox8tL+9kYh5IbiMrDMUsMrltlNLVg7RYLVsMzCUHWp5j1kAwCNiEoMcy6KrjDtiNTJfVcMmPoKYMONaq3uPK+arbJBiY/5xJZu41IG6TNCpEewSiNl0TYaUJgHI5PHU+XvBzbtAVhDHP79hJ2OywdPogB0n6bNO6jBgsvynPxazupulvAsk4YD19Sksy0+9w/0+RbS/n5NVhI17B4uEPcjegsr+u6vRihVl2WAtggfbTVoL1Ouq3jNPHkTDeTKuh2oVQmdSWHxzPu35qgyUMkNVOkt9/i76+LSVyQWsPh52FZ5DOgu7zAE/N7UVmHNI4IF9pc960vMtaZZ/fS43xn/y/4zke/xK65w6AthFRkqYMx+fnJUhtLZjhujG2n+CVJRJXOZIlo0zSVyjYcSxOWqgjPoTpaZr5e4PHkCCI7AunzbGzvLzPTOsIua5Ra6nK0tJG56jRptcSGuIBIZpFZCK/5yTNuyvVtjFYobFyV0i7VcCYKWKJCqgwzySwNE9I0DYzRcPBbtJM2X1u6lS/3buOhZC8HsmPcHT+CqffgHJNP9ahPx60zUgjxfEOQ9JFaISWMuR5ve+MbTvj8pquu4+q3vINibQyMIevV6bViTJSQDaQxjDEYpSkUSnSCq9h3oMbCttdhspholSSNNAJlBbhqmaOPr5sqrOOFiXNOuv3O7/wOl156KVu2bKHb7XL55Zfzqle9ipe97GX82q/92rnuzgWDTBnMoDwvSENilf9tuZLuqq9prTNFjsMYgasSlOUgCy5eIWCDtphQEoyhkgRsdKZZMn2+Gs6htc4zZg6fHx2+Zj/F8odmElXdJ0OuiMbqtcx0ex5nbTwdTyd6bTa7Cik17WKVeKBHZuZjhATHl/SyjJFygbJ/8iSJXJV9qW58N+JffxkAx3YxUZ59lMoMaRTalaQFG7c/IEWExApcJi0Hlc2TkWBrQ9GUcUXAAk1uSx7CqBICEFEdmufGQbfRT7DsDUghCZwM4wyPUxqJENkJx76WeOUP/wSV8XF6zQZzcwcAhjplgPQsemqUSWuYpZX0Z9hRuJa+7rInepS46GIYwZL5RNhOW+j+IngVaB6C/V9DSI1wrJUfVmuvncRq63HSzV/Mfx+54tqV9zQCbQyvmazw8R+76QzOxjPDSJvQLtCzi6QDt7oTNN2AonPid6RdsIWgaAlsPKzi0LlMWA7Z/Lm3sE8PH8FvzKCyMs2LatSrk8Suz8TBAwigPnCxPpPHwKbLriCLI7I4Ju73mN51KWncw/EKgI9SmlTkEysBXPwv/0y8Z1UQbFuMyeMGCvkAo7FwdYxKDYvHQprzz7OJ2TrWBA2GGb8SwVXOdyDNSzC95RdUttE6zh2eqummod2CThsn0SxUFPcUHD5y7yX8t/t38ZVHtmL+1yWY+yfoeoNxKuzDeZIJWWtopfiGvQ/LH8PxfEQIY35CoBW2yHW0GJgJpdpQLDewnRStBMZIbCfDdWP8oIftpKRKc3TXBtpbCoSbRhHaMJL4gKDjV2kWatxYfykLWQ/HNNCLz6MSU61g6VE6SRPNBJOZJPNWLZpqjZUtIPyNUDyz0lKAYtVHCEFqObhqVZzmWhSTKikRe9MGe9IGsjgKx+7invl7+M3bfpOIBAFEJHw6/ArAOc90SyNJORmlbBnafoXQLeRxlNEcizOEhLs+8ynu/N9/d8J29vFF57SFEBD3UrYcXmL7PXOAQViS5VEXV9ZolG/krs+1c8fzaJVutRG4fhlHzfPVTzzGvV86RHaGBl/rWMeFhlOaKaZpyrvf/W5+/dd/nR07dpxWg67r8id/8if8+q//Og899BDdbpfrrruOXbt2ndb+zhV+4a/vxg1Kz/3B58DNF43xM6+86Cmvx6nCivr4KEpRlyjLRSwtNIlYRbqdHc6NVHmYdDgAZoWMhtRcm9jMALY2vKPwM3y2+wGOqB6H0zbby5Ow9xtnp0PPgjDJqAYOUmqKSRuhwEljcGySQTbQcZ7sTDTdjuO8lZc+qesn24vnOmIRDbXwesUAO06JQkXajHE8iyNhyoagz5++89Wn1F3LXmWkkKbD8kLLwoQZwrcxDjAQukcKvGbIgVafcd9mzpQZzVIucXwWsqNssjbgpEUq9hhL6VEWTBNjrwqMjrsonmUs9Xpscndi2XkQlVo2qpOfK6E1tnX2AgO/WGL3S1/BgfvuohM36QfjJzCp0rMwacqYvx24EwBh93n1xtezmByikczzl9nn+YPSy4Dc5j3TAqs7A9e/Cw58HWbuwX74d+Gtf7Sy3/SxWfRCG6M0Osmwgmc3ipiNjjKqPeKkhCXaK2SMncaIeoMjsSGw5IrQ7lrDEcMJVTu2oAAaSTHuIrTCCMkvvfoyoqXmisFH5g6FggXWCfsTQQnVOvcOptnCPE7VRmc2dnV4TH3t4QONgY21dQbaeJe+7FUcfvB+Zh5/FICNuy+hVR+2lSWKxOmh2scQThG6HUZ3x/QH78dY7HQylmN75Xs2WLhOBnkx6rqZwosU2SBW2WVdxs8V34cvAhQKt30PLD0KkydnuLWOdRzH0l8OJUxEYKNTDZ0OlEr0ieh7EabpYZUVqg/JwBFxLCnTGu3iZJqS8bGjCAprKwNxPqCVIrNWidynGt8exCDHzREsDZkEw4qRgtYOaezhuDGOF2O0RRpJutYgXjYGoQ1Iiy13L5G+3EZZ0HBKbM7G+LrqoYxELB+A6efJfRwuQxpxODH8l/AWJkyTR6WDF/VItcNC9ChXtx9FjG5fk+a8gosUikgEoIbPVCuw2NqY5EAxQxPz7TThtZnGdl3+5IGPMlWcQiYGpTIkkofVExA4qNkW1saRNenbSSEZxHm+zaHattyYwxjq3ZC5MOKDP/p9g6Ibw0ve/PYVmaMdL30F+2/7Op3lRVAdvOIoSiWU2gkojbEEV96wmQXmCB+dpR353EfE9VYJrfNkCdukdNQkY5vnOTiruP3T+zn4wDJvf9/15+7417GOs4xTmgE5jsM//MM/8Ou//utn3PDWrVvZsmULcAbEyDlEN1I44vTFgJNMM9eOqPcSpkcCvvuqE3WyMm1QfoEeMN5bxgkcKr6DXXaJVtEoZ+tcWZaiZPor/3t2QE1LUjRHNRgh2ME2bvK+m/H0y3yqf4xftoswugO+8QfwyvedlX49HVphxkInJrGr9Nw8283VKb7vIPXx72iQ6XaauZwnnufzRbo9mXU7HSOFp25jZ8kKMxf5AZnnYLk2XSuiMlKkn2k2j5/6qt/qbC+tspVzKIRA72mgx33sWhFhmZVDsS2P8WoeCHtFm6pSOMZBSg8hy0ituTK4kkVZJMo6LKcdpoKtCJki9blZBZxvtxB2EUTKYt9jebSMVfbQgN3rU5seP6vtb9x9CY25GbQXUlAhpbhDsdWgGdp4ZYmIW4wGG7lKTJIBd4QPMRVOo42h6kyykDbR2QixN4lI8zIvY/k4tancCEVYMHMv/MPPwjv+JG9UCkxvsFJ7EquN3ayNXD7AorcN1a5Q6ndwkjZeGqMsn2pRsK3o5SYdZwHuKtKtEaZUC3mmGxjMwE1MqoxdosVlS0+wv3wxqWPRJMNC4IknPQozQ7Z87kviVLOJ3DpG2i+Seh6FuAvGkEofI1OWBqVWZ2JIMbZ5K9uuvo6w28YYw5bLr2LxC/fC4DLOUoW/aRSrnmusmkUYydwV0m0xCZiyQ4hBElORc2A0npuyqaxIpE9raT3T7cWIO0tXAPcyKscoyrzE3MKmrgI29pbPb+fW8bzD7fWvMR2CHFR7mDCDWEHShW6XAhB6BroOqjN4thQShKMpNxRiRDPSl0ACcfwCId0y+qucR3uijj2Ic7U0RFrT8uq0jCFIKpRlvhAS+w6ZspEqQ2UF/KCPZQOZAB0j8HH6arCyr+kXCiAEiU4YVyNMyBL7VMDO55OuW3sGVd5EvTnHiHERAvp+idgJEFlGXxhqxoFNN69Jc45rYYQNEkpZh/HuIvM9H5VoSGqk5iATzibmsw6R8XHdEiqZZXNpM4XUoaR85tJF+kmPxe4Ck/bJ6SmvFbqyw7HyXm6c3EotbBDbHlpbjAYue1ptRkZGiDodvCDgoa9+iWte/10AFGqjWK6L6wekOsZ2QHo2la0lRK9Nv+CjtaQ+qkjcBqWswLHUxQn2U44cqHoYIYlMFSUNAnBcSWsxJIky3FOouFnHOi5knDIl8ba3vY1Pf/rTZ9Toxz72Ma688kp838f3fa688kr+9E//9Iz2ebZR8i3Kvn3aP54tmW1F3HO4ydcfX3zK/jO1yvI8VSRaEnYybEeSrM5sOUukm0HiqoRS2MFOUjIdMS8ViTC0wgxhDAUKXCSvQTDCEZ1AvwlxAx75p3zSfo7QCnOyRdvDAMrWGbG0yMgzLM5U002syi68YMpLT5Z0ew4jBcvAQpi7l8o0w7RjsmaM37dxqxZbCi5jGypPs+WzY3Wmm0qzE4hL6dqIqpdrVNhD8tpq16m3OqTLHRrK40jfY6I/xWF1gDSZIbMkjigzpxqU8NmTHEOkYa4rIm1onX2tln59Ae1diusoJgoxrCKOjLIojY6c1fZ3v/TlSNumH+durbZW9Ko1nKkyGQ5JIpGixJ60Q7g0SWHfDfT+JWO0tZG+ahFJeEDWcXSbOLOwRQYqg7QHb3p/vhrcW4CoBY99FiAvMT2OkyDdMpNRDDukeNheg/bIOMulCRLbxRIJFjGOnWHZZ0fRwBHDK72bDstL/TTCzvLVWiGgWxrB0xGbwoO4doRUEpOJ/HwMoLpL6KiFajXPSl+fDcnhw1hRCJUu9ZFJ+l4JrcF2DZ62aQxWz89UZuBl3//D/NQf/nd++oMfZdMll+P4gri/TBo2ePz2O5i64UqyzhxJ6xAohZVkyFafkV6D8ULGpc5A+804tPUUbTONYyvmewFaGaJu8hw9WMcLERFFXtG+jtcv3IA4MkdqElqqSUtPE84tke6dRzXOjev0Op5fWDzS4d4vHeLL/+NRvvpXj3H35w+y7+hBulWPhe1V5rdXaUwV0anKCbQBIsdgwlWT8r6LafnEdZeeu2qhPH5hZN8apSjLYXxWDovUExvcBOmkFKRko+9wqdrANitYWbvNbIfE9fD9ED/okyYOSSgIC2PgFHNDCt8CDGnRodxuUwmbWFoh3RDPSPal89Drk9x9iPjug5jkAnclDpdohwmOjGhKWEh87DhGNXOd1Ek5zmj3XrjsTWvWpBdItJK4KmWpNIG1oYw/4bNNbyAzETEJDZOgheaxpIsTdVgMF6mOjDO5eRsLsolnezzuzIJ7dhYpnw7aaEb7m9jU2YUauLhqaeE2OhzrJzSiiKBYQqUJQaXK8pFh7C2EoDq1iSyKgIy4n2CXXQqv38qulyiMMbSihL5nOGh5kBXQyqXT2YonBdW0TTVp4os+u2vLTE+7oDVSGBaPdM7ZOVjHOs42Tpk+3rVrF7/1W7/Frbfeykte8hKKT6qDf8973vOs2//Gb/wGH/jAB/jFX/xFbrnlFgBuu+02fvmXf5nDhw/zW7/1W6fapXOCD//wS6hUTp2IOI49cx3e+MHctvzpuJN0Ve2+kynCnqIwYoPRqNXkxdlKCpQW0hgi1yezHPzRMhv0Im00vW5Cp1Sg0u2z2dpOQezkkeTrHKhczI6uBbP3wf/5LfjBT4B75roIz4XlXowlIRN5KrStUgRgbIuvLwv+5i++TSfKz+daGCkYc760QE6P7BPPUWBaSGPGfTAI2mOV3PZ7KcRyJBdvLqGNYXryNDLdVmlmqTSB1WXRCwlcP4GJMnQyqDA1BieYYLQ6yIhIfLb0Yq5vXc7PPe6zPFrkzdMpO7zr+VLr7+jSZG+yn1f4N+HKr2MaXcTyHqhuOeW+ngqio4cxwoOBzlXEKvFXLArV4Ky2D3DTW9/BZz7xe1DmRK0Qz6LXKTAiNjPZ38KbHv9ZIHeIdWtFHvS+Qjtd4mut3Vw/OUbZzKM0OCKC/hK0DsO7vwG/tw06c9A6CptvhFUCtzrJeK7QLzMpE8tzzLUvRsuhNpqtFYpcQ0Urc05It3iwgKGFZEvrGFtax7ht9Brmtuyk65Voe2Vq/QYz5WkgYcx2wa6tbG+VxsGk6O7jZ6Wvzwbd7uCVJ6iLCaRWaGlRaDWxvYDlOONQM78Gk2xtx6Tr3vhd7LtvliyN2HfP17jkB76PrJyPIzpqEyLQ1QJNCmTS5pVByO83R9CrxijLVghLs9h1EEe6ZKk6a5mN67gwsSvu8X8fy8egzIKZLS5Vy8WQ0WkcpdKcR8cpVu3sxwnreH7h0VtnePCrJzqSB2/ymd9UpXnxKABOlLEt0ZANM2ljx0Cy+rliAEHSg9g+rjkJMnxhZN+qLGNWdjFGI4TEUopRN8tLA70kdzMdlJtqBhJvgBIWYRBAks9BHDePkdOBxpnlSpQFypH4XoadQaM6gp/0KcgC9UaFheI8limRLiwDDnq5e27LH08V3QUq6QJNQnYom3bFJ3Z9rJKPFUaE2QJS1mByes2atF2XxHOxUrXyDDeWxWvNFXzd/DOLySFSWWLRNDhmZTzRW6abLPK9G7+LTSPb+PjDH2cJj72dvbxcX45RGmGdnbhpNWa7s0idx/BxuUyzUMMIScXqsKng8uV+n6UjhwCoHz2MF5yYNTp12ZUcvPNW6C9j7Cm6rZBuO2T7tm18Uz/MpuoOJssF/rp8G4G+iCvDgKXMUE9spv1cDkSlHtIr0C0Z4tigVMLCwTabdtWe0t91rOP5iFO+kz/2sY8xMjLC3XffzUc/+lH+8A//cOXngx/84HNu/5GPfIQ/+ZM/4f3vfz9vfetbeetb38r73/9+PvrRj/LHf/zHp3MMzwucYIb5NGRK3Oyu/H08NnB9C51GK6YAcBYz3WQ+2DoD9zrLtYkxVJAUgOUn2igpsITFW/13Mqcj/kPjfpjYnWcc7f8yHPzmWenbk1HvJRhtyGQu3mnrjFQLbCl5rKPoRBnXbhnh51+7k8/9f195Wm0I8RzpYucAa9HsUwjeLGOXm5d3trPRlQtThSkTG3w6mebB5Xnc4NTLMKS08KsjCCHJ4uiEc+hGVm6m4FqYIENkCoTIncUGSAaZcqO2wdTL/PWhOr96/wLbmGbUmSYh5d7kYbQYR5syGAX1/ad+Uk71uI7tQzojSKmJMkFXBHnZrtYIbQjKZ79kZXzrdoJaPvF4MumWRSmuGGWT3r5qC4Fbd6g502gUd6aPYtQIykgsCakSGJ3Cnn+EYATe9t9yY4WFh+Hvfwrh2cOMvuS5M91SnVLod+ipMaQ7fKxYq8TTLVuetfL41eWl0SAbTIsh4VNJOoMA2KZZGMFGU426jDkPPWVfAMJyUfVzX0aTHj2CcKokVZmvMqcRVrtPog1z/YgrN1W4cXuNn3r59jVt1y+5GJ1iOz7SKtNOh1khtlNErhpIlJBc5afUpDrhWaaN4orxFq6lWDjUYf+9T83oXscLG2/fOiwhtRTMpcfo6S4Cm64pAH1EeG7Fwdfx/ECWPnUhIfz8OHvuHBrapK6FTlRupAC0KxZdz0DPAQyurZmatpBC0+z7dDxDbJt8ohO9MEi3VtrGsQKEkOhUIdPh/WSkQQjBnEi518kzSvNiUUEiXfqFAkpbJ8xHMlFAC0Wp7CETDQLiqkOh3cdSGZFbwK+McPnsq7gvyQ11xGABMjuwdM6O+7TQeAJlDI1UYwN37LiF1HYx3ZhiL8RPl2DiBlhD93k3cEmFnRsQDGI16Vn0Qp9JUcAVAU3d5e405EHdpys0FSS1z/0h0Yf+L8o9m5iEu9Ncc9XE5yabcF9rH7bKExnaoxNgDKPdRYTJ47lWmAtMWI6D4/vM7n2Mb/3dX61sb9k2jh9A1gYdYTQsHG5RcssUi/k+HGlTDDSLbo/Uzk3U5kKHRAksNJaWZKaKs0WycdxBa7jrnw+eP13tdaxjjXHKmW4HDhw4owbTNOWGG254yusveclLyLILPFX5DHCCQtjTjB9hq0e1nyCNRscJhRGXoGxTcINzQroJz4Uon9CHFBCOjTfodckY9rdDNu8sQRxhUsNN7g72qzlir4g3fjFEbbjjo7D7jWelf6sx344Zc1P8rImTpjhxzEJUwC3ZtNqazYP6/1rBxT/dTIsLIdNtNe8nxMlXlz7bJbK8RDM12KlLzxfIVkiUatJ2SGwZ2mHKrnKMd7pOTsZgjCbp907oiAw1YvC9ZA5I23pKXztumbnQJzWGshYYDEqnTEQdJuwNBLLIkWQZvAJGTUEQIeJW7sA5su30+nsSGO3XkUVJFPp0jUG7Tk4eCYFM6tjO2debsB2Hcm0C+uBkCZVeg6XQwxiDThRR1mSjHmb8CQRWJKnYY7jCY1E3iLVDYUBO9RKHStVHxG3ozsOuN8C3PgQtYPZ+hEyGZaXRs0+SjTFkJqXUadEzVaQ/nNxYWnF8VLfds3eeHMEKSx1rgdB9tICFpIBJFa4bowfabj2nRM8uEqQhgfVNjmZXUcxSSPtIv4qwHJAOqnnujRRUs47eOEFc0oz062Bytz7PkiitqAY5MV0rPruxxanCL7iIgfZPcXQD80f2UejN4CZubqawagjsaUlDSa7xYrQZOsH5ZIx4akXIvNdcLzF9sSE+ejlf6KYoAy8tWtyV3MaV3nUI0aIvPJZLtzG2/HqSuw7i3rD9fHd3HRcQ0vjpFnfEQA8rQ0iB301J0iRfmZ6YpGM30DYQ2YAgyQSVLRPoaB6dZgRtDy8bBBn9/tPs//mHetJkSuTZ5NKx0F5n+OwT8D8XQ+aa2/h+OUZKC48UicEISWq5WANjhczAQg36ooA0Fl7Jp1OPQAgyV2BHCcoaxGxlReXQBI9oTWZKCLcL/gZMnGG0RpyuePLZhEohDXElmExhgNjxQEikgE50iMlwP0xetqbN2k6u62YZzWhvmQUqZNohNi4/4u/iI+YoSqU8kLRpD9zV22iukR02V5r8WbKbqUqNGbMIvo3pRFBY2+f902GhfQRHl7AqLlaWUU4jgjjkaN9hLslohCEbdu5GCNhx3Q3s+dY3uP9Ln6M6OcUVr/4OIM92a83O0Iu7SMcnjTN6rYjJEYcDs4/jM8Llm+/llugJrrIuZrF1FUpZuFZ+ARdMkyW1iWIxRVQ9lIF+Ymgu9KltWM+OXsfzH+d8pPyxH/sxPvKRjzzl9Y9+9KP8yI/8yLnuzjnD6gyPp+NOuu0urUKNRnGMMLTpN1NsBQXPOYHlP1vPNm0FRE1Fod/B7/UQ3R51z9BB89LQwTvcI4oUwkDHtLnEupEdVonPZW0Y2ZqX+Kkof9CdZSiluXGzoelsplMcxfgeFTvGzjTXjmr+9Mdv5E9//MandYk9WZyY6XZ+Vlmewp2dRjeeklUZRswkisAWhPYkuhrgjhchhtQRlBwL302xnNN7yJcnNlDeMEVxbAK1agXW0UPCJXIjnGYXr5WC1vRm53liqYOTJUwFEdPFmLEB0am1wtIZG+Q0NpKiU+BotA9lTWHCCG1XYeGR0+rryWKiXsd2UvwgYrwQs1JsaQzSKZ4zIxivVKWb+YQyoF2s4Y4XEDUXIQVG2+y0LuVYZS+R7DOyoYBblVSccYSAojXCPlJCUaOTeKTaIg1DtFOE+QehOA4XfwcENShNIvZ/BjFRgqKLavTRrWfOEmimdXZ3DUm2AacaID2XcrvBSKcOaYIhAd2nVDt7GYFVmTAdHmMqmsv1aYSDEj6Tbp8NxZiyiFY+qyybTFh5Fp6nco07DFZxPCfcAGE558e9tNnEHt9GL6jQLIzSLI4SxikZhrdtsdZkbHs6uJ6N60O/NYMU0Jqfg4JDJjRp1kOsGgMT5VDPJP+21sIjn8CNh3O8wg6ZLva5YqzB9EXlExaL1vHiQBqNEBlIgZ423Bp+iQ3WRgpiE301BqIPBnTnhZF1tI61gxs8dYFUCghqHjpUGNsiHPFBxjCaZ32nA0MBE+bbWrbELzgs1GGpY7MsJfMVxVxNn7eKhbVGV/fpW8ODcbJh/CEsmztnr+NjB7eg5Shm1RRPoVGRokORTAm0sCj3PDqBgHJCoeoTRBov1sjMYEcZo91lxjqLSNvBeDFB6pJYZYQXghSIoouaPffPyZNC3CarbONQXGY0czhmylRadbxGEytMkcJmS1SHjdesabOFioeI8usytn2ykQr2aECvZ3O12orRKa4s09R9YuAaWeWafsK4yggzi/Goh0g10/YkX9P3oZe6z97gGmF+/gFidxazKaKY9BDSUE66tJWm6lj045j5fY9jOy6bL7uKuN8jjWPu+syn+Ox//S8sHz1MaXwSrVJcT62YqT1x7wyWhKJbopPMM2pv4p+qt3E4eRjhZ7QSm7mex0IS4JkQj4iCbrKvYEBAtWSz9xtHz8k5WMc6zjZOOfXgp37qp571/T/7sz97zn187GMf44tf/CI335w7xtxxxx0cPnyYd73rXbz3ve9d+dwHPvCBU+3eBYvV8/Knm4xkSQYDaSidaqQlkGUb27PRvWGpz9nKdJOWwRuxsKUhGmQ5TfoeaRwjjE2SGg7fsYBnDE6hhL15M4dFh4c6R3hbcQoO3ArjF8OBb8LFrz0rfTyOJxa7qHZ75aTaKiPVErtkU7DWRl9LrBLPu1BSm0+2HydcIU/epNng6pIDJPQcB7oJ2rVQYcaGUQ8lYNvunWfUz878HABZPCQ6PFzakUKkikwmpCMlAKxOl+LGLVwMtEJNP5X0lWBSasBCCQedpewIruDW3heYsmocOPoBtpZ+AjnWhk4HI0VOCpyle2NEp9jucJVcH8/SMwb0ucvmGd+whWDuEKU0wlIZyrJxbJtWI2ParuLEPpvauwBozvcRBGy8ejcPx1+n5mzg/23cyrurW7lUZMSZjy3ylWD6i7mL6Q0/Bd/6rxDUEPd+HPu7vpv0oTlwLNRiB/kM2nX1dBHvwG00o6206kWKtSKdSq7BMdFbJMYF6aLXWIdsNfwgYEblbptzvUXQKcayyYzAFgZPx9hZgq1SDIZC2iO2UyjEBB0fI5/0PVou4jw43WnXBW8MLQxe3Cd1PIoIBALHnL1McCEFxlgUqtMkYYcDd3+BidrNlPRGsu48iR6SJD3lcqWb0VSSzTq/x0ejZcYtBRZMFGIe3t+hfBq6kOt4fkOadCUpMjGGa7IJrOgwrqxiew62SjBWB+lOPOt+XoxYaMVIIUhSzcZR75wt5lwoWD56osGGKyAxEDZiiqnm+DKgabehnYu4Rzst3EygXIXra6QNfkniuuCToHouG9oDXbf60rnPMjgLmJ07QDC5deV/pw9qRCEBKTKKdsYWN6bnTODFcR4CGkisIqEXEPT6CKmxELgK0FXogO1aSNciFgYnFVgp1EtjAIw2QyYaFseiIs1kgQ2FMVSjD4GDbvZh0wWouRW3sduH2OZBV9hUfGiN5BbdXi+kqjbimwAuun5Nm7VsSRR4kJwoBWKEw5gPsp/RNPPMmQCXlCMmRMoCNZnRs+Cn0iY/LzSbews8IKZ5deFGxHwb3eojMo21qfaMsdiZoNuap9Z7IwV3nMT16HklLlrcz+7KBh5rRysSE24QMHXRTnqNXH5j6fBBmnMz7LzxZi695ZUcuPNWsmg/olxAZQ5hL8ZbdCgyjnYldmGEhVrMwfsP8ZoJSU9ZTBXzOe7hbAN1Nc5o+Rj3+TYXL/cZ8yTOgQuU2F3HOk4Rp/wMajQaJ/wsLCzw5S9/mU9+8pM0m83n3P6hhx7i+uuvZ2Jign379rFv3z7Gx8e5/vrreeihh7j33nu59957ue+++07jcC5cPCsRAqSrJqS9rkErg+NJvKL7pPLSs9Q/O+df/XRIlNy3zeYON+OQFXLM0oSNiM5SQv1wzPTSbhZ1xq39o7Dpmpx8mL0P7vvE2engKrTClJ3+0NEm13STuA4UfO9ZtjwVnH/SzWBOK8vuWWP1ZBgEhMUKlFyEJcgaIaMVh0ZSZ8ull55Gb3O4heFEO+4NvyPH8dDNCMoudWeo+2OCAmbQp9hyKDiacV9x0WBkUga0v5Ur9U40mmNqkQf6h3EO/i5ajyOIoLUfwsZp9/m5ULY0mOH6hBncK8IYpDx318bGbbtQJv9yh1ohkjjUGAOufqouyWtH3kTRGmE5neGx9Ci3O68mcBQjfsx8t4jM+jD/ALSPQm07XPvD+bmcuQcpjoFrQ6pQh5bR2dNru+mky5WPfZtleRMAdnF4rpxVrqD2WXTiqjAct+qpxKgQEGQmb9PTGZntEnlFul4FB0UxC/GLlyNEB2mfOG4IaRE/vves9ffpYIwh238InTqE1RKxV0AahRlk37ne2TUlcAelq45XZOnIEVqqh7BcnOoWbDNsu5242MCErdku82zWIBuS0pnOr9G4/8KVi1jHM2CVFENsBP83L+M1rXluaDyOFxnKkYfFtzHtiHTv/LPs6EUElYvf3/5Yk2880uCOvS16T1tq+cLGk8eL1aNd1h4uPAs9/Hs26JHYBrMYEEcSofvYVkSSQF9ZpM1Vz+34+Z9dabSmT0RVTa68VvO6WMpCKAsjNTU75d9sOUK/VuLbky9j1t7M0cJW5gsbwfa5Z/IWvuxs4Y4Nr+D+8Zes7Mf1bUavmABLkJbsE0hf5eeU57G+ZF4tInr7wAXCFL3YwSh9wSxOryBur/xZVj6JPazekINJmE8Go2Nr2mxQ8lbKcp1VpJsSFtVCn0vkBKHusCdd4KG0QdMk7E5GuG/qp1maeBWXhCFlrTgqE77dv4u00SG75xB63yLq0DLpQ2cn6+vOxdwkwZsq0vPLSK0IopwIbyQZYrCc4gYF3KDA6KahnEmWJMzvy+Ol6tQ0WRyRLd9HuWajM4OYlwgEFXeKi0s5yRm+YpTHRYy3KraQWUpifIpZk7leyrdGMvqR4fD+LmFrGOOtYx3PV5xyptunPvWpp7ymtebnfu7n2LnzuTNkvvKVr5xqky8IPFd5aSYEftzFyjJmu7n7UiAhmCigD9Wfdj9rioEuVTHu4MYxqe2woeyxKGG/pcEorAQ2Cok0gn0HQqzw3ew3HX5ioYQtfhN0Hx4Aet9e067dfNHYCeVUzX7KRncYQNkqBSkRmcEurI1ulFjlvHm+ykvXAk/p+aqSz2atRNZLSHspvgMzSUqoMizbefJWJ43S+CTFsQnCVoO4M0yLd1wXtW8WIQXhmMDudjFOgHYkRAm4LpkctjtlGzAQm4RQdSnLKrvdyzmmjnF30YXGfli6Dz25CyFasP//wJU/cNr9fiYc7u8nsC1AEyc2LWzwbEyY4CV9pDx3xMLE1FaywTdaDVv0MxuDyMtcW22y4VyE8qhPGiu2F8tsr27lSNuhns4ghIOyKxRNm+WwNNwgHmSOXvUDcOAb0K8jbvsgzms+hJppYpp9ki8/hvf6y0/IAkVrLvrvb6PhVZlxbgRZxykIvCTEVQlWHK48ZWzn7OUZjPoWtXqDVNr0FZBF4DIoBc6QZjiJjSyfWX8DU9E8FjvYuPUIs4eveMo+dS/EKIWwzo0Dp+71EVqRJS6pm5OAQRrRthxGVIzvn13twJGJIkkYk4SGoDxGNx2uLqtVGZ3N1OOOfsC0n/BWt8nDOiNQQ9LNGZQ+xb11wfwXG6RlMag4JjUaV9srS7u2SamLcTZZR8jkHtQBib19HPEidrj98L0f5s8e/BMwhlf7G3nvhh/i9vi1/MUvfx0pBbWpAj/46y893908J4ieNF6kIx6xauL0XFQnxY4ypDbILIYgIPNsOt5g3Mnya+jmK/Zzqf0trn47ZMrik09chvINlhGYF4Cmm1aKiIRdpRtJOhFJu8cGMVzETE3GxUHMlrsfRr3hDWTSQWOhibHCBqowRiYdvMoUaRZhbB+MoVDxKNUCpC0IDtrE3YTEtqj0WySWg3Id+k6bYlJhnylwjY5x7c+T8CYIU+IvPozz8ouxKmffyf2kEbfp46PTmDFVpOcOSTdLGUgaeJe9A+y1fa76RQclbPpWgB+FeL0uoe0jA4uZ5iRvdHt8I30ciUSRscuu8J1bNnJN0QNzCYeP3cM7mn2+VfLZ7y7yrewBjqaz3JM8yvXe5fyI8z3EX9uD9+pL1rTfnSS/h+zAJoh6uFlCgs1MmHC0nyIYZroBvO4n3013eYnPf+SDABx+6H4Api69kiyO6S0v0j54J+7EjSRxluuVC0nVmcSWFuGlZb61v8/GZBiHWkkPEFhZxqaRgM/ONHhD1YOOZu6r+9jxvU+N09axjucT1mS0kVLy3ve+l9e85jX8yq/8ylrs8gWHE40UnkripF6ByCuBa7D0LKWahag4uGX/RE23s0W6efkDyVUpycBCfEMl5G9G95AkFUQ6xr1uxg+kPtUEhDbs7mzktiChHmsCOQKWP3CUnIfC2qweHWn0WeomRKniF16Xl85NlD02pQk6msHLbEpxFyUsWhjkGonaXxjlpSe2a/rxM3zuRIinqsEN9xHHK25WVpSB0ehM0zMGX2redtOuM+kwTqGAEILS+OSJmm6eh1mO0BsTyqVRlO9iBmWawYHDHNi+jXHfYlbXkGGfSScliG0UhlDHWBR4hfNG7rS+jGVm+OuxSX6ovQ/KNUxhFBr7EXEHvPIZ9f/JWArbTEsb287w3Iy0OkEy08GregjLxS+tbXvPBls6JCZ3DFDSQhTyjKNsCpqLGVk8JLU69XxV0M40373zO/m7hz5H2R7lzsan2OpLXmuXMLZLIy5SGRvFWnwUNl4H21+Zm1JUt0BvCWuijF7oYDwbYVvobnRiYP3g3xKObmdP9jL0TBOnILFKLrEbEBPgDe4dvwjeGov/r8Zo0aHh5iUujawFWQvYxFxWwY87TFWG16KSDi1/jIloAQuFyiT5vZbfNyZdRLUauZlCu41dOzelM7rVRNiGNCtQaLdAGNyozxPaYkIYnMrZLXe1HQuv4BO2j7HxkmtQUY+kM4Pu98mmtq98btntUG1bmMxGScP4wiJRXMBzQgTgSsXGaYfiyFplHa/j+QK5SnQ2M4KSGAixAwWatJNtCP8AQnVBa8jU0CX5RYhG+wjpIDuwriMC3SXrq1z3ThnCzouDuDbGMLqxyMKhNlmSn4/9wf14nQCKYLcCyv6gJDnpgA6xQwh9g1ECtGDb1CLVYg+FjUHT7Ja5dmyRw4HAywRjwqzNhOc8wmhFX6gVo6sk7jI51oF2/mzdl72UqYqPuXSYCbcoNqDsOmZhETs5QjhSw5ncRBZ3yBJN1J7D86ewnYspVgKEJXEzgzEZkeuT2B4egkJaYVJt41iyj9Qt4YoEUYowcREEmHYEFxTp1qJAhBEJY9JnkSrFbot2T2JLgyc0Ynxts9wAHM/GCjUFFeKZhLhYQgLFCZdjrQ3csqGHQWMQ2AgKwuZKt4YQkl6i2Vt4Ndvqt3GfJ9lt27y/+d+YtCdZ1A0OhbNcam3nJe7lGG1OXAA9Aywt7WEqLrIU1NlYuZxQCrx+gi0F04FLzW5yo9dg4+5LufjGWwDYdtW1pFHE43d+i6XDB4m6XVSWUhqfwC0USaMQr2yRORohHQpxQr3YJElCrh19JVHc4YmiJowsDrWK+HYGXoIv2yQqwBiwBHyckPfVSizPhmxXGmG9EIrE17FmuP2P4a6Pg1uEl/wEvOTHz3ePnhVr9gzat2/fSbmPRlHEhz70Ib7yla+wsLCA1ifq/Nxzzz1r1aULCifo8j/N+zLuURWaTNvMdDW2Y0i04Tc+9ygPL3UZLbpUA4fgbAWoA7LKSyPcJEYLybhnQ+lRZH8HJqsgjMP+MYtbjhkyCZPaYcRW9ESHydJGWDwGdgC6A/6GNenWYidmphnR7CcrpNu9h5u8Y7NHx5+mAwTNFrZxEZlBnkGW1ok4/0YKT7ZSsP/lV+EVP5Q7TZ4kntx1JSULIRQ9n95EGRtID7WZLLls9APGd2w6ox4H1RG6Swt571dlCzq+TzErk02WQBtE1sXu+YhMYRwHV0K318MKBELZpI6mGgrmdYJtWRidcbX7Ej7V+gscYfi8A5v7R3lldAkicCFz4dFPwfZXwcj2MzqG1aiHPTZqC8vNCc96MIq3oQKAV2/hTZw73S8hBJFtAS5CD79YgYUfdbG8EfySRZpoihUPv+iQRBnfc9338KF7/piqPUVKxsNxwuv8UYzSeH6KjntYjgdagWWD5eQlpqUN8MDfI8qvwSznpcLZY7OIKzcjj7tpLTyC0Cn99ia0lqg4w9IZI/0GmbSRg/E96oF1FoOlkeKQ4OkpCToCDI5UlJwMa1WmmxFQ9yfoujOMJE1czyCEwQxKd4UzgT0+gX/5lahG45yRblmjidk8Sl1YdGu5UHixHjFZsSmFSwjn7Dn0AngFh24jxPZGueltP0Lv8H24X/TAg5BhqU41q9FKj3FpMaJvbDZHixT8YRaJ72hmD6aUo/bTNbOOFzDkqmxlS2gcMcieAOzUkBqHvpzMtaQAkyjEBTRPP9fI0uF9E+qMv2jeRmPeZopd+eKZgL9//O+Z680xEUzwhm1vYDQYPY89PjvIUs3M3mb+jwQlMpbMYS6JbiJ0usTZUO8tw6KDQVr5MB9ENl0g8GL2HNrI0YWU8WqbkZGUkpUSRD7jHQsjOnlA9DzWytNK4YXbaNeXcIRH1mtTFBG4hlBXyGSFkUUbY13E8TNmhCG1R/Du+t/Eb/hXoDJsx8bxahx9+HZmH/0/zNZqLO2/lerkBoR/DTqwsGSJSr9JaruQaRaLR/DSIjNKIYUBDPaUIT0sEAUHk1xocgKSffEIY8k+dqYXkYwoumSIahU6nTwbftfa6rlBHqclngd98JOQoN+m2bWJIwjtgDT2mPTGWI5bOMJCCIvd7iigQAiuvKTGfV+t0dvSoWNBTMTB7AipyfDcDdzGw9xQuR7TTxCl517YevArX0JnGQZDcaTGrgFpthoP7/0cI/EIE9n4CpHnqIR6qmikGZfumuaiLVcDsOPaYUmy4/tYtk17MY/5e40GlYlJRjZvYfaRBwCo7NhCkhZwLU2JKRbUI5TEJDPdGVJPkUibqpegtKCXWTgqJrZH2F2z+LyBjtZEKLr9DL3Qxto4cobf0Dqe73jgzn/mX+79O4TjcEO8zCuW9uRv1La/8Ei31UYHkK9Qzc7O8tnPfpYf//HnPtif/umf5otf/CLvfOc7uemmm86oXPL9738/n/zkJ3nssccIgoCXvexl/N7v/R6XXDJMu42iiPe97338z//5P4njmDe+8Y388R//MRs2rA0pdLIQJ2iEnfieUYreyDRaWhR6+UTF9i3aSjMXpowVPcaKHjdfNMZU9am6TWvSPzcPlv0sJhmUNjluBXfsmwQjt9E++hOo3i52bRvFnanjKLjS8Xhg4+coui1+5+pfZPKTv5NrX216E/zgX61Jv67/T1+i3ktOICp7SUbV1TQH/4+IPo4NnUwjzkqm29kTgH/WPggQmLyEEHAOfgFadw8tzjdcCTtelWvppSG85t+vbPdMMK0m0wHUAw+RKoxjofsZtifQxuD5Z0ZaOn6AkBKj9QlGCq7r0XroAMXv2UCPGOWC9nPCqnxknrFyESiStgM2xXV2FTWjjTJzRnB/ehev9F6PNvBz0x/iPx/9IeZ9lw+LmFse/yfcm9+VO+cuPZoTRmtIuj3WfIJri1XQOWGUiGG2ljAGLzi32TyWDcUsojDQ0NKZxosc9vd8LCch6uV3Snspor0UsWF7hau9LVTcEebCJ0hNjLAniZIFAjlCP7EZt+vQS3NDhdIU/NDfwPs3w9yDkCVY37kbNm8ge+hxjDuCrneRhVFoz9A7dhgzs8BcuoO4kQfdYrJC0/fx0gjE8StY4J7F8shSIcDWKZl0iLQgSzs4BnoEbPPz8nyhNUZKBtwamRj2R8oMpU7MxIv37idbXMK7aG2dQp8J2cICfmeBJ/pDkk9mGVPFEuVWD7yze62t/n7SOEM4Em0SpHCRZtWgIgRfWK7y/RNNJNkg+3LVfkR+HaTJi0+X6sUOuWpN0HX7JEbjioGCkrbo61Fm+hexzdkPgHkGncgXC6J4WMLd1ymf6DzI5c1RNrIbyMf3v3rkr3ii9QQAk4VJXrv17BpVnQ+k0fA66E/U+cuL/n9gYGvrCsb7m9FHc80wIQQl06OEwChDe8xguuC7CUoJHjuUGwxMjrd526vvxQol7SSPmTVghSGcB4OcM0WWJLSXFvB8n9HutVRGc0OAJW7FLLqIxCMgJrM8Jg52iCs2vSmTO4xqC9Gv4973TaLvezc2gmyQQPnS73k1f3PnJwk7bZYP55peN71zB5ZbQUuB1IZWYWCKpLbSipZ5Qkc4QmGyHkItQhJgkgzj2HDRBWSQ0p1lp5hhyRH4uBwrT9IojSEBu21wdQjFs2T2Y/J40VcJYaGCV4Bkvk/cKTA9VsdbklxZeQ3vmPr3YAx7TMRlxVspLj2MN+pzyS03ssvcxT/TX8nSmJA+x5I5blV38cPOG6k8onGv2oK0bNIoJKhUn9oNY7j3c//I4qEDABRHx5h74nFu+t7vx1t1H+zd/y3aZgLtyTz72LZwVUrBL1FzbF5+zTQjE7uf9lBLtTxb0PE8mvOzVCYmV2k7C3rLh9HuLoRMSRRsDi5nJt7HvuY/IHXEPqF4vF7hpullxkh4LAZpa3aVYjTQl3CgnVGQCWqxs066rYN/uONP+WQl1xC8rQMbHZuNmaIg1yrp5uzhlFMPjhsdHP954IGczf6DP/gDPvjBDz7n9p/5zGf49Kc/zUc+8hH+43/8j/zmb/7mCT+ngq997Wv8/M//PLfffjtf+tKXSNOU7/zO76TXG66K/fIv/zL/9E//xN/93d/xta99jZmZGb7v+77vlNpZCzxbppvq9dGDaFWkGUJCqebQSjPKvn3Cz1nrnzcQ614l/GlbBUZMCWUptnp1BPCZ/fOMXlbFcgTRMtzceTUHVI9PHv0yXPRakBL2fgmytXF1PH7ajptJGGPoRhn2KuFzR6UYYdFKM+Qa6TOcoMF3vjLdVuvKIcjGrofqplx/68gd8I3/B/7ye+BLvw5f/R1Iek/ZhXlyieqg5DN0Cznhlip0mOCVHY51ojNOVxdCMLJ5K0JKeo2h1ohXKGDaCWaQoRWVhpp8rh4eZ8vKA+Syk7FZWYBkb/YYmcqQwGTistW/EgvBY57Ho1aKfvR2jHHzI20ehPv+Iv859I0zOhaAbi9C2AUsK0UbCBkO6iJL8IpnhwR/JuhBpquXRrmWmy2Rnk2cCHSak8OrL5tuM8/Q+/6d76JojbCUHGZet/mj1qOMFmKaoUtm7LxkZ/+X83PmBPDOP4PKRjjwFcR/fyXWX+7Gu/8HwYA6XIdvfRg+9kYeetDnLxY+RrtVwhpx2XhRhBlop/hpSEYuoGvZ8qySbn6lwmjWRBhNw7g8Hjoc7CXEcpV48iDbzQzu7dUaguJptPmEtMkWzp3Ye3R0Fqfo0FuVzWwyzdF+Qik7B6SbZ2MP2o77GUJKIjGPUSlqNecmBRiLX1wYo24sAudEgXI/G2RFrpNuLzroVdfuq7fP4A4GIwFU9BIGyYLaRccMJmVn0dH4+YD+KgOSJZOQYSgkw8mzikLm+nMr/2dn0cH4fCIJh8fVFYMMWQGJnZ8fqSVG5bGDRf5M00bmF1Yi+PE3f4MoHY717ajGnvBVVAsRcc8mkwbLkGc4PQ9x+KH7+PNf/v/w8ff9Gxx3SJYEoovQw8E5M2kuH2KJ3HVN5w7rzn23YqUx1mP3rsS2pZrP1M7tvOTNb2Pz5Vfhl0oIKZnfdx9SgHFkHmcMYBcctrYu5fHoMeqUwRhE++BKkG6iC6wUOu3Dwh66wmYjAaGTp9QapZHGUCqfPfI10AKFPMFIQXoW/X4ec4xRYC7aTyObBynpZQJVugV2fAe9CLZNl3nPxpv58tTreXdxJz8QbOXd5Z2Mu1WeUEf4bPh1+jP/wrF/+q8c+eMfp/4/3/e0/WgtzLN46ADStimNjhG2mtz56b/j4P3DijKVZdy39ABeMpabKdkWUmf4cY/YymMO+1kqrKYuvoSgUiWNYxqzMwAUaqPc+MM/SWlyA6ozh4mXEOkwHqjaEyijUDrjMzIlVsNYzMkSWnojFTmMK/o2zNczukdaF55hxzrOOeJVAtaPbIC3bZ7mD2tV6C2cx16dHE55FnSmRgibNm2iXF4bHaTPf/7zJ/z/8Y9/nMnJSe6++25e9apX0Wq1+NjHPsZf//Vf87rXvQ6AP//zP+eyyy7j9ttv5+abb16TfpwqnjxopP1Vk5ZE4ZdsbNfCsRR/+qM3nZtOBR5x5ANqJQXfCLjauoIDei+FiTpx2yYMM5pVG7dkY4xhun4Ju8bLPNadgYvelGu6debgjv8GL3/PGXfrOPd1/JTFmSbTBoHC6zYIhMHNEkLbotc3lNco0+3CKC89EdnYTXji4fyf6mbY+To4fBu0j+WvtWdh/OIn6QeeuA8zcJOMnJwsko6FMIYZkyHWhielsmEanabEvR5RuwmA4/lsvuQKOvv6MOrTq/aoHOtgpIXTC5lbmMXxyzxujzAe2hRszZQ2YARPqMc4sLSPbWO7cMl4fel7+Wx6hCRr81BtI1e15tGJhXEvwhqZRLQfzzP/mgdh68ufRF6ePIwxJI0u2AHSyieHx12pICdl/NI5Jt08G8Lcsff4zdGrGKodSRpmgEBIKFQdCmUPPSA5b5q6mS8d+Apd1aCeHOULOuLV/jyb/O1EaUTR1YiFh2B5T54peNFr4MafgbmH4LHPIrIQVBcRPoBz329jymWOxVewJ/kOArdJbI3hOpLyWEo/TalmXSa6ixiZny+V6RV3zLMBzw+QWmGEpGtcfv/YBv5dVRNJn3roMBqkWEajyMtLS3IRbStSO0P0FVLm3+/xbAoAa/vFqG73WVpdW8StLmJ6O9o1VMMmUissk7EQpXi1ytkn3QKHbBAYJ1FK0ZbEdoy7fIjCxEZWpqtS4BjBN8OAvVnIqBWuuPgKAfbg7yzRa6o7s47nAVZlPT6FTtMKe+AyfCyeZpfLBfNsPV8IhEWARYiiN1gUqIbjxDIkMJogaxHF/ZXl8daqzLgXEtJVbq0d6lTEOBKBsYdknIkV2BJJCgiMEXgLNtlf78J68xyt3pBE0cpQ1xVm00shjVfGJGZn4BxXuawFFo8cBkBISWXHZrJuglYKO9kHejsAmbAQA5JM24MLRgrstIH9+b/Bv+pK3KkizmYPZ3QUaQmkZfGad/0Md33mU8T9HoU0xfEE7YUjlEuTuKLPSKdBalnYgYNb93GUx77M4uo0wQt6WGMddDKBibMTnp/nGzrtI7OU/sCB09KKoNMkjHIt0qB6Fkk336HTrZDpVc6crkU/tGj2Am4W09xZTkl0C1RA1ymiQxuuej3z3/oX4jDE1orx8QLlLKMsJNfKcbZZDUZchyfUrYwVL2ci0LD3K9CMML/9GcQ7/hQue8tKm//7//ltpndfRrE2ShL1SeMYy7KY37+XS255BYceuI8v/emHaF8G40kVq5zHa1raueP7YNHy2ZznR6amGJ3eTFSpMn8gz8iV0sINChRGaiTdLqluI///7L13nGVZXe79XWvteHKdyp1z9+TARMIQhgwSBFQuIIj5gi9exate9b4Y8EW9ghdF8YoionhREEUyDEMYZobJoadnpqd7urorx5PPzmu9f5zqquphUs90Vw8wz+dzPnXqnB3W3mfvvdZ6fs/v+cU2flLAuDZlq6eIHN18G4O7YOmmEabbHpY0SDshKfgMZGM8b+8WHpxocq/UnB3ZLDRTKkmGcL7f3RmfxpNB1g2QJYO2Vp818+b5BPUiT3W3inW/cv/0T/+UX//1X+fDH/4wW7eeWo+aRqM3IKlWe54Xt956K0mS8MIXvnBlmX379rFlyxZuuOGGhyXdoigiilZZ1Gbz1PjSPJrSrdYIqHQDrCwhrrcJmin2oMZS6/fzCEfher0Ou9Ks07VzGGI8USQ1hig/jl84iN/dR8O3KHcysliDV6AobDo6xmy+DHHg38FouOMTcOU7e8q3J9cyYHVs3gpTLt2So+1UiQp9RIAyGUa6NNOM8inq8J8ShRTWXjMC4s2vI3/V75y4zMd/FISCymZoz8LArkfPL816g1uNIJtpo21J1E2wy4pueGqUKdUtW1k4fD+W53HcCiqo12jMzxJ3BlAe5IpFkr4e+Z6fL+FaDkoZTLmfxHJZiDP6/ZgNiY1aCHnQe4CtegdaKPawg+utCrFJ+Yzd4cq+UbZMHCY768cR0SGUzgADbgkWD8HAw8viHwuJTig1PPSa9GKTZkQzHXIFjQhquP76pB4eh/aOK1JXo8pCWeh4EVv5WLkctm/RbaR0am3yld5yW8sbGfAHiLpN8qpMoAM+2jrE25ytlPwKUtdxRUSSSVo3/jvdgcvY+uz/1lO0zdwFbgmduVhHPwLShs4Si/FVFP2I2XiQRcdwayVmgy7z0m4XHIGVJWghyURMdaAPZT3ZZ8EjwysU2RyMs2D3kSqXBMkDzYCtTkbV752D3nUBBkFbD1IxXezUAsdaIVXX3nN6coqlv/174nsO0feK/wLG4Fy587RNKpLJKaCKV4CmXwGg2q5jAGt+GtzTS/BKJamOFOm2QuIwxfUtUidDKB8ZrlHRSrANtI1kVltgCYRYfUYqtUZ5kWhs94fXKP+HFQJDzl4mspfTy7NUk+JjUNgyBtKeEueHGM3Y5Uf9n2JEbsQWHp8P/hVl7J5ISedpijxC2yAj8laeIA0ee6Pfh4i6CZWtLtOdKRbcaULa7LT2kKkxmnmFwGLXTBuvz1pJzzFaEhiLgVyXI9P9vcq50oAWxKFm7PY2assAVXWMyXJKJbLJL8yf0eN8omgvLeDm81hujtxwBYCkHdJPG+yEjigQGh8dK1IVoq3VvsKfvpMEKDz/+Qz+1OsedvuXvPK1XPLK1/Lvf/L75IouynMQcYLtZtSLvfRSd2CBo+0jbBMXsF+UOddqQJYg0iUQQ4iihwliRO6pUUAnsiqYKCa1cqRSraTJChFhdSIKI6ePfPVsC9dEFJOIweYsE1EB4Qggox6U2KDy3LbwNc52X0tFlBBWnrjWwQ4TJrJt3HboMHs3elQ3DfKWQCBKA2RZQpwExGQcyAKmdcBoZhDnvhqRxZi7v4j54ntJD7exr/5RumEbN5ej4JU5d8NFDO3cxdGRO7j+rq+w/9qvcmz/XUTdNkNyjkxL8lZCx9FsWKph20CSkCSa4qj/qEq3wa3biYIOXrFE+BAl6e7nvIDD13+TmfsPgdWPMT0fz0h38WQerzDNQEGzpC1GC8uqym4Df6gG2qXVTciAaZ0RuobaXAhRCk+Tbj/UmMmFJxBuAMq4ZPFTf6x50rOg7du3s2PHjkd8PRYuueQSwjBkx44dFItFqtXqCa8nCq01v/zLv8yznvUszj33XABmZmZwHIdKpXLCssPDw8zMzDzMVno+ceVyeeW1efPmJ9ymtZCPwrrVmgEGwVK+nyztfVktOr1BxDpBrvGmim2XOOeS+AWeoy5nhjpz8RRB6dtM2geY68TYnsRyJZaSjMUdOjrmptkDUNoA9QkIG3D0+ifdrofOb7txysSxcVhTMMHSKUZIGml26jxynwLppcaYE6+VOPvetux6ITSOwdHvQGPie7fxkP9F0pOztdwSaqSA3Z9DCcOOgksrOjWkm1/uI2y1CBr1lc+SMKBYHUBFIDfnWTBr7r+0QzJ3lLyXJ7Mc6hs2kROaDVbKaKpo5wJuDW5HLadg50WF83NXM6Y7TEjNn5hJaI9B8xgZZ8M5r++Z5HbmoHb4CR9HSkK8OInlGdLUoptYdIoV3JE8OpdHuhVsd507/+WCAU4aIbMUuhFFYxFE0E08grbGGLAcgeUIlBKkaYbvSM7JvZix7j10sgap9JhV/YzbHjfLF/Dl/M+QCYcMSWY6NGsHeGDxbnjmO+GdN8PPXgMbL0VoDXaVbOOP0tj9MzTtHWShzb/pLrfPd5B2DuW41HMVKmGD1AikUehUn9YIuJvLs0csLkdmeybP3cwg7RKphkyDEwcQR6B76olUrD5fBQlGZ7CGPEJaJBPHqH/205h6FxPGpzWFJq3V6Xh7ydY82+LUUIszLJOCc/qqvx5Hoc8n7CQ9giS1Sf0UVdmCcvqwuglZOyYzMXr5yXLUeEjRu+aM6bkKpFFMwTOUBj3i8AczHe5pPDpstRqoiOj1K762cGjj0EYRsxgHTyvdsiJ71Dnsts5iVI1yTvcSnMxD6NV+ZajdC0510g7jrfEz1dTThizTTNxXo340wl/oJxURsQmpCAeXjFJnD8XODibUJpaqz0AuT1s0GfasR95LWKoXCSNrVV5poDVrqNVslJUwWrcQmYF1VC6fSnQbdZIoOkG1H3RaDKk8puuTjyNck9BMPZqbyrQHHFSYIRONqdeR5TKq/L2eXw/Fa37td3jB234SrzCEdm1UmmClMfmwhTIuw43tiAgOR/N4lsFEDYQMMY0As9DGBE+RFNM0wm88QM61CIIuoeVSDBqoKMLKMgyG3M5tp233uaJDYtkoo2m7Bay8DaanR5B2jsryco10HsuukmpDMxPoRoBOUybvO8CN1x+lnX8ZycDPQdRE+XmusitMpk3ms5D3Ld6ORCNyfWS5YcT2SxGmiXrg/xAeO8IDN99Ia3ER3ewyWBpBLgSMDGwmqDXYMLAV2U7Y3LeNPm8JbafkWlsp53KE1T5axT7KaZcoN0inET5qwNR2XKRQzB89wvShg9z8H5/mji9/jvZSz17GzRewbFBKI9KMSCnyssiO3MUkaYIlNbdkgiSDIBH4RIRpBZNZvHqTx0w3oqs1dycJzQhM9xSl5DyN70tk7TZexPeMHSadWbK4cGYadRI46RnjL//yL5/wf5Ik3H777XzpS1/i137t1x5z/Te+8Y1MTk7yh3/4hwwPD5+yidg73vEO9u/fz3XXXfektvObv/mbJxSLaDabp4R4W3uY+iEXy2Iro5HrGaPqVk9lZ9kCZZ3+SdZK+5zViZ4bR3RzORCCqjXMq4NL+Jy4jbRwL8paYjy4hAsrLuGxDkSKoXAfd4s7+eLYf3Lplb+JvP8L0JqCr/7P3mT9SfzGxwVnx8mmdpSyScyRqe0ryyidgWtTS/WJ5OaTwAnX5RmaGDz0SHQrRHci1NqUxtLo6vvW1MOud8I2kxCQxGr12iq5kkQb2qfI1FoIwaYLL+HozWtIV2MoDw0xv/ggLkNkarXjNIU+BhcPIPZJUA4HR89m38ID7PIjNrXy3O9mdL39TB6us2VvFZKUC4s/wnWdrzEVH+N6VzA+v59Ns9eQWaPobZXVaEJQe8LHkeqE/rkGWDuwrKRX6XW5yIjUPWLndKq3Hg6F4gAwg50laGVBzsLO2wi5ar7veArHUyxOBDQXQxYnOwxtKTLq72ZP/gru79wACH584/+kYPWRCAsQfMd7Nc8N/5W81UU6Lf6zscTWyh6cZV8PUR3AFPsw3Zgo8Bh/cIF2LSZWsLRMVm3rLxLlcwidUenWqBcHECiK/adX9O0VilRqY/xC/SPs3/Q8KgODXGR1sdx9pF2JZ2mMUuC4K8pFfUIhBRBS9cJQx28D1XsmmjTBaI2IwLQj8E/PczmrLxEN78LyJcepKqUcGknUq1L2pFXDj41CpfdsSeOMxLZI8wIWQRhNmrNRgGV5lJaNom+I87x+5mxKlXnyxRqWk6LsAp0HE0woSOMfbs+uHyb0+uhe7+PI1d89JQMsBAZJSkCZWOcZb4wx/EOudKuKDYxYGwDw8Bma30Xcdk/wYo3W+NdOtafWvY2nG63FkFu/dHTl/9DucnX1p/jRJM8N3LDyeWdpgb7No6jl8ZiWAjf0GOprcvOBnWgjEeLE4VonLpIrLCJrI+RiYHHVZ/b7BTrLeODG6zFGo9zVSWWWppRse6VIWyYsSn0u7eMnYXkMqxfq6EYD9ThtfZQlESLEeD6qC6nlkFoOVqU3NwnDNseyBmAjpEJGx4Be8TrTjaD/KTDxjZrQXYK4S2L5RJZHy++RjnbaBcxpFTU4FY/I9MYXhbhDUBxC5Rxq35Q04wpbyil0YTw4wKWVV9KyoBEJ+o8u4BWKGAzDm7bhz6UYtZmsrrEKXX6yspcvJfMcTtt8Szc4OneY4epZeAUfseFcKA4h7/wU4V1f5ZpPfxmM4YqLX4xaDjD6do7Byggvfs6PI5eD2N8du4F7nAYXpznkGlW6yhJSYeF59mPO0zfsPYu5scPE3Q7f+sRHe+vbDue94MVsPP9i6pPjNGrz5Kwqge8x4G3jgtKL+Frtz7EseBC4f6nMuYMNjInIR01sK+YF/p38L3uYpoEb05hnTAWkrS5quHQafrWn8f2AZHKKg/nm9/AKbdVFJ0/98cRJk27vete7HvbzD33oQ9xyyy2Puf7111/PDTfcwAUXXHCyu35EvPOd7+Rzn/sc3/rWt9i0adPK5yMjI8RxTL1eP0HtNjs7y8jIyMNuy3Vd3NPgnfNo1UujKINle4GkleIVXJQjsPx1lEquKUBQbNZp5YpklgS7yCvNM5hQi9xvarScBRZa+8nKl+EWIuJuyiXhZczl7+WedJ6lrsXA+T8BB78IU7f2/MbKmx5lx4+O4+ft+Ni8HaZskzNodfbKMt1QkJUsjqYRp8o+SKyJKJ4xpdtK9dLjjQIaAZxAum2Cgb0QLEHre03fH9p2mcWAdwLp1taam2aauKdwUl8cGOSEEbAQVPr6eckzruK62a8T2x1kqw1ujsyWbL13nBv3zNJXLFOyJF07h+skvWIKRoAwdKwWrcU8uapLpZvyquFf4d9n/ohONM3Pbxjly5MfI9v2ZpL9TdzKNujMQ/DEB9mpSehbaiBGXCAhExIyTRbFuNL0iJp19i8RnkcSGoS35nd1VxJuKNgRRc8iVi6Or4iDjPEDSwxvLbG5P8euxvlMhPfRzRocC+7hvOJzAfBEQtcucSzbxWgyzmAc4icJX5v/T14+8vrevp/1S5jzf5b4rmN88l+mECLhqKe500nxHcmz+yTb+xROGFBMO7jZ8jkTmkLl9JJuju8jMUiTkssCypamkpcoW/LlsVGMESSbJJbfu7cNkK4pteiLa5j/ziR9P/UbRAd7k4vE70PZDsLz0VGA8vNkEzXU4KnxJH0odBhwNNtI2ZfoOMTOElLTKxBDf/9p2edDUah4FCo+UTcmTixSOyVZPIjJrabiCCnwlr27TKYBidYKbSSK3j1RTBs0ncGnlW4/RDBa86YtY6ithmyNufsiAR1SBilg65hAAghub87z4h9ypZtidaypjUY18igno0sHR8RkqUN/u0jHMlgojjaPPsrWvj/RbawG4I6VbsMZ9Xnu4JsoTPwrOTHOXP4o1e4GrHsNC/v3E5wjSaVF13coL3rYVrNXVAGQLmQ7luBICZXaJJHmvyXX80/Z63CUwaQpIopOuz/mqUSnUcMsB4qkt5oNFJuAIbEaLE+F6nFtxpwQeU0P7UcC8iQqdW7YvYnJe6awslXyXC17spb0ANPRIcLiJfh0IG0gSj6mFZJNNbA2r09f9agIGyRRhG27pLGkteY+UwaEdXrHbbLiEeMSKg87PbGYwnxnkCuqOV6k9nAgOMxkcJCqM8rn9QG8o7fzd9F/kL4sZVQFvJQ3Ij0Xc8XvwNTHyc09yH+VQ/wxETWT8H/SgJ9oX8J25wFydowsDMK2Z1MWd/KaF29DKkW5eqK681Uv/Wm0Xv5dsy5/Kw/SZ1y8h5BuCTa2Iyj0PbatxfDOXSvvlW3jeD43/tv/5bwXvBghBF65QtCaIYlr2FmJVMAGfyfBfEA9XKIptnFvo8DWcgffythaP8pYbiM75Xf5jYv7eP+tORZNylJH0xxvM7jrURrzNH6goZsNguXbub9hyNuDBFZGIlLMD2J66SPhZS97GZ/+9Kcfc7l9+/YRBKfGl8IYwzvf+U4+85nP8PWvf53t27ef8P0znvEMbNvmmmuuWfns/vvv59ixY1x55ZWnpA2PFydml5440BRhQH97nr7OIt2WJmynjMXJuigbVmCtiXAgSB0LIyWpZZMieIt8Fnsru/HCHbTs7xDmJcqV+GWbSneUbVYBbWBp/E7YdCnk+qFvG9zyd0+qWSuFFJbPWSdO6adFzCpp1GeFIBUTqUaeOtZt9b15iqg18g66FZ74WXEYFu7vEUzLBRUezT/w+LHYaUw61yGZ7xBZhgfbEVKduoFIrn+Avo1bVv63HIfK8DByoYNn5yGI0MUC2pFkIqLSktQ7XXzPI7EcjukiSmW0hOGK/FWc23cebbdOGqUEi720pL1s5dz8pZynqmwxFn82sg177M/AsjEqB/nBHumXPbGUh8QkFKIQY2y6XZ/pqIhxHVTegbCDf5qqzT8apFLYniCfrVa9C3OSxI4BQTvxsE2I66QoW4CA2758lE/90S2MfWmMPeVzGXV3sMU7i7ubXyfWAZ7IKJXy5CpQszxiqehKh5GOph4snLj/okc40IfvCUp5RUNr7pcZBjhf1BBWmdjzyYyiYZfJsJBKrgPptmqKfFl0Hy/va9JvRzwQjjHnlpigSHvNraPFDI5qETgWY9kkSo9jezO4O/tpKMFCosmEg0lidKuBcTTkXXQzID10miqa1ubomhzGd4kdj45f5N52Ri1KIFkf8spyLLyCTa7s9eZtTpnUjiGory4kYYXzXR68t5sDJNHqb1xKe95JySnyiXwaT30YDDfsfg7f2Hs1N+x5NjMdl8muRSBShskjpcGJV/1yz8m1iZMf3usj++5fMKxWFRsCgeVIrBy4loOI+rCyPHtrBcqBYEvLwZE2rfj7swLnw+E7n36Ar/39AQQpS94Mx6oPsqPvQgCmB19AcfjZBFabjtPAJArPNfiWpihjtO3jGB8MVEpdin0COdKlOTSJCRRZYugEARvkVhbLZRqmSKQtmF2/itSnAp2lGqN79lEYGETmVkk3Xzoc6/7Iyv+pUHRbMSLToA0iCchPfgfR6vXhMv/4FWhe3sGyBCZMGazPUW4uoVxJrTCLiTWNZIZJ+km6LUjDXhDQtzGNgPDa+4i+fZD0yMJj7+h0IW5iBwvgVzGxj3RXyUkZpzj50zu3siouKtZ4WYiXrT7z3KpNHClarT72eQMUkwRDxkx0hMCEfDL4CgkpRkBHd9nfOMCh+2/nnz75UV7TOshr1TzHbBjFZmea46hTwrVyLHX6ybTsjXeH94HtsLHfZrDqUfHnUfahHhFrS4SlVqxasva9BMpll95A1+4Ahmp7gcHWHF4WkiTw6LkzPYzu3MOOZ1zG7sueSd/IRvo3bcH1c7RrS73z4bjE7UVMGvZi8cqiqAboJF0KMkdHwlwrTz20qYUuThKjjSLQBc4tdtlU9NguFQcrhvnp7mO05mn8ICOp1wiXp//PO/JzPOe+n+fqe/4rLa1J7cEz27jHgVNmSPSpT33qcXmyve997+NXf/VXee9738t5552HbZ9Y0a5Uevyy0Xe84x184hOf4D/+4z8oFosrPm3lchnf9ymXy/z0T/80v/Irv0K1WqVUKvFLv/RLXHnllSddufQzhz7DWy9+60mtsxaPVlEy9gu0Cr300kxO4RUUWysekXf6qv19D9YUbfCjLnYQg9AYATk7zxA5tL4d24poxIJswCK6LcHxFVaco6kTqsLl9u6djJ77yxSj94Fy4OCXegUVco99bTwcjp+34+csTjVX5R9Em4Sw3iTnapROyUJDxqlTHtmeR2XjFqJ2i9r4MTpLS6dkuyeDh5KzJsrQ823Mzgxx3Ni0MAL9u3pFA5ZLootH6iSNWfmunu/DcnNkQcpon8vRuTrnV04di2S7Hme/5JV85+/+EoxBpylhvU7iBWgTEtkBtJewdY8sEU6BcjgO9IhzYyscAZnUzBxrcnTwbi7IX0VnJmNoq4OIQoSreEX1dfxB81o8E9OUmuckU5zfvBnjWog0BCcP8wdg5OSVtWEU0Z/M43gdcrkY7awO1ISXx5j1N7WWyynnVhrjhV0yoxBZhsTBdgSuCSmrDklflfH720glSMKM2bEm1a0lRtTZhLpNomOEUKQmJdIe2hiK/TU68xsQ+kECWWGwvYlpOcr9Y4vs3bYava5H4Pbnac91aC+nlW7Ne/zE8DTXRoepJkOU4zrlpIGRAtdTePnTmyrveKvRWGMgPzAEUlLplFiIUoSWJMka8lxsoG3q+PE429RGEo6Rq9yL9HKUMwO2ZLowysoT2AHCGGyFjk4PASbCFp4MEUlCoV0HSzJUzNFJFtdVmdE3VGT8/jm0FpDbQRR/HqkuXm2nTGks/+62WSVN0tQmDl2S5hTFtHeun1a6/RBBw1K+H4RAGM1IvjfZ/LbooE3GzmA7VadB11/EYCjmbLphyOmrIfgURhoSdhfo6NUsgHpSo7XQU8WIvKCZm0XToW37PGPC4Z7tgiGR4+vHvs6rd736TLX8lOLA7ePEiwAWW/edR64s6MufA0Ds9pPb+AwYuw032dTzcGP1eZJIhXA84kBQb+ZAGIbO2Yo/OIR8eZnGN6dIE03lwWeQbQxRUtBqO7gL84gtWx6+QU9BtJbmmT54HwDWRo94oTfucBKBVIaWVUSgaeNQKLsYQMYJ0nTQ0l8ZDZ6M0i1XctHKRgmFUYCS0EkZkJupxhuZs8ZppAHG8iGooziITrYBBsKkpySfWEIOl5C59bPJWUHYpB0bHEtiRzZpQdLXWaJt3F5FV/f0tknlbVKz7EEcthBLi0QmR2YUcZiRyTw/Vr6YC6LLuEeV6XM2EGYdDpeeTZC12eSdxc7cxeyXORY732Fhs8fhuFfB9m9NgkYzYBcpG8GsbJHr+Gwo9ywzpDKYLEUag19wgRDJEYxTRLOxN0CyFWkc8dHsc6TKptUp0FUau+qxVPARWmPiGL9g4+Ufex7av2kLr/3v/xOAb//zx3jwtpspVKvc9bUv8sw3vAnr+PhFR1hpQmY0LVPj8sGrmO1O0ZZ7mZcGhMEWGVor/HqX5sAge5xpFqMyOlMsKU2zlaDDBLme8+On8ZTBkRu+iNkq2D5/AeV4G3aWIxUJxahK0D56Qmr9UxEnTbpddNFFJxAbxhhmZmaYn5/nL//yLx9z/Ze+9KUAXH311Sd8frzUdJY9/sjnX/3VXwHwvOc974TPP/rRj/K2t70NgA984ANIKXnd615HFEW85CUveVztfCg+c/AzvPnCN69ECE4aj6I+smxFBAitqdUEjg+dzOCq9VS69S4FY8BNY5Jl3yInLdHFxXQX+TH7LH7D+VeE8rhu4UaudncTNFLcJMdElDKu2gyGhzj/rlvZe/ZrkDf9NQRFOHY97Hvlo+39EXH8Wjt+zmrdhFIc0FYjJPkSDcDSGely+0+V0C1fHeCcl/4Ix267icb0JFly5s07dRjRJcFqjqKO+2ZYTk+FsngI2nPfu9Lai23xcE/pJiBZNms3SUbZt5mPUqzTcL0JITDG4BXLdOtL0IQNHZ9DVwj0MUHiuhjLwvhDpMfVi1lKyRVUnITdKmEiGGFCKA73307f7XvYdFYJow1WbFgqjPDmkV/kf0/9MdNG81fxA7z/3g/hub+Pa+7CdAQii6G6E5yT8xpp10LyOsLoArBEuoaYFsaQK6+/1G2FdDMZkeNhpMSpGqIEEgxCKS7Pz/NddwfnPn+QY/c0qM9E6NQQN0LaCwGDzjZub36ZgqoyEx1mZ/5itvXbjIsmR0Zu5dljHXK6g5VoHgyeyf3dDgMVj/5lUnZxosPidJc4yJjN98gVX0nCAtjuTlouDAW9AEgmFBt3nf7ok5AS2/NJwoA0SegszOFX+lgKahTyg9RnQnJx72aIdYgWgmxNIQUrb5Mb1qy1hEjOvxDu/jgAJo3BUxCm6NkmnLPxlLZfaw2+YDYt4lQHyJRFLmojhKAdJ+Cd3sqlazG4uUx9vs38eAJWnmC0iGOtCYYJh62Z6tWcyBK0hOMWXo4X4Xj9FA8cRlriadLthwgrKUv0up0kE9jK8Hl1kF/Sl+B4XQpxSpBVMFKxr5hRn5tg4JzvHwLkycAYg84ypg/chQwXceIGtthBZjIUkg/X3sdP5n6BMFXkCmBmeyndw2aMfdd1+Px5NpO1/QxMbfyBId1q3Rp5+hBKULxwiCIvOMESw2QWRwYn2dq6CoPBU8nKdRUql5JrMB0LqQTCs7B2DVEAjK9pe4uki4ah8b0slI+yyQ4o5KF9ZJrCxY/cpqcawlYb2/NIwhBZKOEM9IKrWaywUk0x7Skfj4oyRhuEFGy4o8Fm6zVMfLtMm17fIQuPf7ySL/toBLHvsHXpKLduvRRy4G4KEAsQ6g4Hhc8zHAujiqj6TSRyGyd0oN0IvdQ5M6Rb0iYXTCMr50ArT9suUMv3Av/5WoNS/2MXlXgyEJbEZAoUWFmKqfZjhSnSUQShhfJtXNNEyipx0gBnAwLBCwd+Gl+VAINcHp/0nfMGNqQNotow36h9gnbSRiE5xjwWS9wo7uP5Yhc3TWxga7XDxsa3kWPfIfF20d34JiqjMxgzj2z/G3pqBpEvgOtxV22Mz+VqTMmE5wYbGQoqvcrjxuCnAcbNE7STR61c+nB4zhvfytG7bmfszttpzs+z+/JnYS1XXhe6AylkroObFqh1QwLdJBXgGGhELpuLDSDBbloE/f0MpmNcXm3zqXaRJDEszYeYZgBPk24/dDBaczA6jC0Vz3vwjTi69yy0jctIZzOzdoWtabgiQHkq4qRJt1e/+tUnkG5SSgYHB3ne857Hvn37HnP9a6+99mR3+Yh4PF5bnufxoQ99iA996ENPal8Hawd5sP4gu6u7n9D6j+bpZpYn80qngMD2JJ00I7+eJu1KYRAIYfCTVQVPJiXS8ggS2FErcunGy7h5/hYeEH/Hi/vfj+xmRF3D1fFz+KL/Fa6Pp/m5xv00z3sllbv/pWdkf/1fwN5XPCn2+fg5a4cpO5jiNnHc0D5DAMtFX09ZIYXjULaDss/AoAGAtUSf4NDSfqSVcdHiFlR/YeX6F6VR6C5Aewa0ftjTbIxBTN6KEA4aQbZsEi8yTS3ppQfK03G9LTcmDgOU7ZAlMU4H3Jagkd1Kf/J80pxFd/sG9o7fSrjzIrBdOpbHFjdl1E/YuvA8rhMDfP2YYWow4bO3TeL4CiEgtiy03IoT/DwN3eUbwMvSjLO+dQBTuBIpGoCBW6/rpTyfBGqNBoN9P8b7ZS8QkMjVx6XRmq8+UOOP90+fohP1+HBeWudd9Dh8S6ck0sFzLT5YCrloT5VkYprvTFVJ5yfpqBxbuoIRDHkhaNdi7r5jnLD/5WQLm5nTER85+gDDdpudN7vMuxBmm/h8uJ181kUAHfFdmnKI//Pdowz3uQgh2HVPl2KQEdgwvVylsJhmmDW8jJ/0cjkzBLa7PoOjQl+V2vQkabx83xjDA9M3ca77wl5bOjFppnGUh5YR2ZoAipAOXqnBoWbEimPb9u1kjoeKQ0wSQtnqlauPUpLDc1g7Br8nAHWcZD5Zxa3pBpj8IMIWZMv9gZvENOOMWGtw1490Ayj151iYqIO0SfZcjLpjCjgf6Hm6AbgGLKNXCDejV89nJZ7rEb3BD2/64A8beqTb8WIKPWIkzgQzVpubxBiv0QU8Abm0Q8cpIaWP374VeOaZbfg6IUtivvvxjwBQ8UJK/Rkl+lBCEac1/tO8AvaOYwxoBB+e3QkoPF1mRCXsG1cc3ADfnPgm2mikWMfx4WmCSnrPOuE+/MTetnLMFsbo2HXySQXf0tjKkBnoiBylUoOZqRw6M3jl1X5GSIk7lCNd7PVDcTQIdq/y61ItI/8EntFnCq2leZIwREiJ9FYLJnnaxTKrhaKMZSOkQIYZKquTac2DWYXtb/txPNfD2br1ce9TSkGxzyHrWJSS+srnVs6hEgzRShe4PQ15ptjKFvEgmBi7tJ8kOosVhYGG9NgC1qa+h93HacXCA8j6MczWy/Azn8hZ7T9VpimUTr++VmcKjaAYtRBZivQsnEGf7r0dGskwQ/ZRtu27lPaBQ8joHuR5L6CmXJY6d5NogZV4RGg8t5+S1c9zB9/Cwe7NTEcHSU0KBlKR8fHu5/gR9R7qep4k0XzQ2DwwMsIl3SneeuR90Pc6cAvgFVC79q7MGz5hjjAVhjgINmVbkL6FLHkInTHQnCOUvTmW45/8+O2l//W/8dn3/yFLk+N86S//jP/yB/+L6XvupNuoY0cBwnNxrDxb/HP48vSnAJhVmna8OsbOdbpMZpvYbm7mPdtv59/Hn82cJbljIeQF905jOhHW9qd+OuHTOHXQnQ5BQZHoDGFOfH5vrJ3FhD/JZUnwg0W6vec973lSO3zuc5/7pNY/U/jRe97JPUv3PHHS7YTrY5V102nWMxsHyDR+QaF8yVg7YoO9vko3sdwuP+lQWOgQFhTGVlhOCRVOg/J4XvVC9o/XiFSdxXKDgXaeLMrYOPU89u27hem0DYVFJsfrVJ7zqzD+XWhOwz+8Ct76nyfdrOO2divVS8OYfuroZVVUj6iErl420j3F46iN513IxvMuPLUbfZw49LGvnSBUywQ4lsP82ANs2jNK0Kxz57//C9u7BYr+FvI553vUbtHtRwnH55H9BZyZ2xFiK6Hl4AYdWm2BCBJuXeoAYJ0G0m1w5x5q40fRaYK0bCzXJep28FoxnfwSQ3M1pJ8nKfkMfuu7jL/ojQAky4Mk7SYUWnlIPYyArpVCLEkVCNkzcs8sRVFtJ06PEpqMOWEYSVKszjx4hd69F0QgT0510wpShq0cxkArcLlvdAdJK8TRBj9NaCQZrXVW8jTWXBFWmpJYDsqSLFma6W6CzHmoVgpxTIDiXs9mVgnOboCHwG1niKqHK/vI0japyVjI5skSl4JfIrN8GsKQaQ90hiAilAEYxVzDkHMt7G5G3YGu0pTKNmf5Dv/FCrjDfS5BvMRwpBhp9shILS0sZ33MTdWyVUG6rErN0pR81GK6fJRqZStCmxU1Zyw12ZrqpQgXZad0o3SVdAtiJv/7+9n5t3+IziJkwUU3l8nEQ3Oovjyi2lMPGG2IrjmwUjzEfeHZJzWp0406SXk7lX6FmwTkoy7lboMJ8ig4odDNeqA8kKdUUTRrIaY4QlA8svrl8mPCMwLWpJdqvfr8cEXvNwg7T8xP8Wl8/8E8TCVSRxk6qeI+J6Hm9uMnIV44R+ZmxNphxJl7yqeDnCroNVkcw4U2M8Ym2V/gzoVZym4Me1aXlRhef/YYHx7zKEVDXHfRH3DVeJ5nT9rc+sJP8s3xb/L8Lc8/A0dxahE6HdykcIKB+8qVYDQq189ge4mx0rcoJTvZ7vaezkpAnEkK3WPML2zGL0i8IZsoaYOU6MggvdVtzncVS30V/CzEsgyHbznGrksfPwl1JhG2e0b4AkBZxIsBaINnNJZevabUcnEsaRJsfR9JqOhkLl5/P8qyESfpEV3oy5EcBs8EVDuLNDMXYUuKUZV+eyPfqX+WV216D5sXb0L4FWTjLux+D91/JXq2iQkTaEeYOEU469t/0eop7QWGAg7TTp5S0CBILBIE5fI62DVohcTgp+GKsELmLHSW0cr6aYc5ygXD8OAoSdBhaWGBwe3n0hEuwhnjree8lWvvv4/xsTai3Pvtnr/hJVj+Fdy2/+vsN8fI0Bjgn/U12EJwXXc/HROSODY3uRVe2Z6mf+IOkA5iZC/YPbLxSNLiznCRYeFQEooNycW0RnxEN6JPtynEbVIM5YE8/uNIL30oBjZvZXDLdmzXp720gDGGkbPOY+HIYZppBzvLo1EMuzsQqsPe879KfMsLWAhcJlo+g16CR0CWSSazvYyo+3j/zrv4nYMXcVSn6DAhHVtEbRv4viHPn8aTR9Zo0PYFGFDL1YGRMZGIGe5sZd5bgjR89I2cYZz0LFspxdzc96axLS4uoh5nCeZvf/vbvPnNb+aZz3wmk5M98/ePf/zjXHfddSfbnHWDJTT1Y3c/4fUfydMtbnTRy6ojlWUE7QzXUfiWwrLWZ7IKgJQr03kvi9FSIjKDpQSZsLCUhfJ8roo24CgLkfrcXfwKWmuUq7C1RykYYo9V5gudKZLZccyV7wSdgd8HThFu/8eTbtZxheDxtmXtBa5ztpEuS69FplmiQJL1lvtBegCrNcUiEPBX8j/IgOnpQ9z3tS9x+Lpv9L4ymnxwbDnFdPrEa00bMMtVBjs9Y9vQzhH5eZzBHMoTZMsnV50G0s1kGUnQJUsSlGUhhGBk3zm4gSJzEoxlI5MMQ0btim24D95DbuF+gsxivuux1c4IRcZ/WdrBNnwWxBgL9lFslZEXkFOCvBJUbJ8Rx8K3UhwZMubEJHQoqpiipyhaGUXPOqmXg6GaJmgnxC1oHBswgsyzWFyqkUpx0tt8si/LWR0A5cM2dhyj4pSS2yOU+soF8jKjIBL6CPClJPElrhHYKfS3NOeMp/iOIecIlIpxVUyTJnPxDNOdMWbiGUKauCrEtxMKdkbOMpDEiKUuXQu0hMyWVHMWu23BWZUYmS4g6HksFqPeREELddLpCU8UXqGXPqy1RmcZWRxzvuOy37ml5yuYxASLHQ4v1vjsdANNjZbj0/VgrnIu00PPxehVElW0AmRjkfmd55LVlxB5D9zljl7JE4qamG7c873RGqT43oInj4Hu7DxRcRRyNm67TSQsUqFop7rXSTvrq7b18g5+yUInCUZnpGsCD5Y0TMuMkgaH1d82W/P40LkyKgmInibdfmiQPaTg0GzHZ77rMtTaTt3NgZB0nRwFBKHpo6tLSJNBY/wMtXh9YdaQbsYvkuqIMEzQqcExJwZvNAJbCJQFQVaiqytIfFKZMjm1yER7Yr2bf8oRhTGVzggCQeYkZMnys2KlepZBpSmzfYpv77mG8b6DCLezsn47TSnkEryCwrY1RkqipIarcvi5PO6gQypitBcypRu4RETKxRhIGt8/Zuxhu5c+KpWFyhVw+n2cwRwRcwg6LHl9zOf6mUwkbjPBaYERBeKWRWHjJgZ/5mfo/6m3nfR+C+UcCZIstVjK95OWCrj9Hm2nAUBelbgnrtGodXo+jmmEKmTYO4eQg0UQIDybbH6dC38kISBo57dgCkNEqUeSgokzQOKYFGcdUhPNclDPXlPISypJ0NLozNCNfUTUwfY8lO0wyBJ7c3XeeNFzees5Pf/w5+/dR/HonczM3UizdZTL+l7N1f1v5yxvFxvTCsKANILrsrs4ZmYoGI9ARGRIhjR8vm8Y0VlEbL0CLvgvMHo+4uzXcN/IPraWt6JyA2zYcBmZXyZzJbLdJRI2xAmRUMRRuuwLd/LoG91IeXCINEn40Nt/gs//5Z8R1Bcx3dqyUtdQkf1ImVGsHmHBzTiYKTwro51ItNI4cyntdJBMWDxnYJEr+gPinKTVTCBM4GECPU/jBxdZu008WsZN89RyM1CdoFipkciEllNjrN/l7qmndnbFSYcfHimlM4oinMcxMfj0pz/NW97yFt70pjdx2223EUU9s91Go8Ef/uEf8oUvfOFkm7Qu6BrBwVsOwTOb4D3+Yg/HcUIa0prP43oHLwmxswQRRViuxPEU7TTDWSeFyHIDQSgwGUIYlDZ08zkSoKBcwqZFlim2Co8fF7/Oh8X/4I70Gl41+HpmH+jilFw684PUNh2jkNV5uRPQnV8g/4r3w/vP6qX2NSfhvDeA9fgf4qvjr95Z60sXcJxFkL1O0zEJVdp0lsespzq99MxCsPZqWaLFx7Ovss9s5KKjAZ5bQBpJKCvEVgmV70fVjyHE2aubMECmMfU2s/VxhnkGHdvH67bp4OJqWFg2hj8dpJtco9AJ222Kg0PsvPIqzHUZ8wfvQOo2ydAodpRhhrYR7eiZKHvtRSp2hnYy+lOb0IrZ6R5mfvRzYOD1/nvYLXehVcZSqYhrwcXZvRwOjvDzi9diZ5pyYvjIyPOhNIQoDMPeK6C04XG3/TP/9FVeuPh5fPkG2k6eqb7N2ICKEwZKRV74rK2UB9bZ121hnuiT9yITyKRFsvzM1drlJbvL/MKLzuHQ//d7bCr30dGGTx2ssu2CPsbnG71KgbGhP1O88bIOnzj6D+w2gwxbXW6Jl0iMJiclqc54Vn4b/09pL1Mm5Ih9OYvOFThxRPfBlG6nQ9qM2bqrn8v33czWu6oslCAVLrYqsXH+ASJcEIY0ClDrpNgtDQxRHhohbDeZePAwG3buZsPQCHeI/8uzzGuhllLuz7OTPIuNmPfe2+aT1YicgLrW/I/O69l+z0F+hl46zF2dhM+mFcSW59J3JMBVRzFphl7s9KQW98z3/Gpkj2zTteWJnBLIww2E+8jdqzGGbpxxwaYKb7piK0xNkRY2Uxhwafb1UiYGl6aYD0VPvWuvv3/J0OYyM4dmQHqIbPU5lAmJAipaok7ozGzSxEIHTVCKAbeJzp4eFP+w4KFDw+F8QKoF803N7emd/GFwHqmUIDS5aJaSDBCOIT34DazLfvLMNHodEcYBt4hDTLLI/OI8u8RuqsvnzFUpjUiiMKRYuE5GImA4LJHgYoQNCLwsT184TCNqnNFjORU4Ot8jDqVvEWzpriiVVyAERil2hSPcnx7h3qFradcHqIcbsZWm21kik4rJ6TyqaNM/UiaX6/XH7U6dkcGECTvCC4u0FxO8DUvkdYArIxbDlPpcm8rQyfm8nhEIQXl4pGcdYq2eI19Y+KmhGvZSTIerm2k5NrlYo2TA9KEKwUj6hAPRhT6fqbxHZamBF3fJUogSw2h7O81wkYHcJu6PHqDhbqRidC/Y2zgGYQM1WiY7NIcB9EIbNq5jimlYg6hFIV6A7hLV4nnULGi5BWSsIZHrE5wXkpheQQU7DmhEAqE1Tk4SRwZZUuiFgwztejX7v/JlbM9n8q7bqW7ZfsJmzOIxzM1fp/jm36feTkjCLs9KLsBTmo/KrwOGpu4wo1q0dQeBIBIpDa+Pzw2N8IaXfozcssKNrc+hFta4d/4mxpMmi8ECv7H3lzlwrEnfhcNkQ310gMHJBjPeRrJUI5+g1/Ozf+It3PnVL/LATdcD0FqcB6lwZBNpJAkKX+YZdraDERRKCe6xAgP+sko+7OJ2oG6GSXSeohPyHOdu/oUrqbUyygULMt0Ldj6NHwroZhPdrnN2uB0lgOYgsr9LIemDBKIs4mjT4rwz3dBHweO+Wj/4wQ/ywQ9+ECEEH/nIR1b+/+AHP8gHPvAB3vGOdzwuT7c/+IM/4MMf/jB/8zd/c0Ll0mc961ncdtttT+wo1gFD3S2UJ1/I1F+98QmtvzbtcS1x2Vls0/JLdN08mRGkkcYrWnRSvW4KkZV2HVePCY0drKkSZZUpt0YYnNnG/F0lntPJiJvnk2lFe+McUgmiesr5889lOom5MZ6hk3+Qj9z4IUxxBC7+yZ7n2PSd8LX3wLIK5vFgpXrp8t+oNoG2XcyyH9NxeX20nN99qtNLzyxONKYWAr4p9/P36utkloWDg4VF1x7CSZuoxhGon6gaMMb0DJyXDvDN1hgAba9ImCugcja+0izFp5N0WzOQNhqv1DOw3Xj+RWjbxp6ewDiSuGDhWyNo0VMIdW0f204YKLTxhMFLC1w49zwqVEHAZ5NPgm2hlEcp0gRukSW5gUtcn40qT1dJ7nAlC0e+ichCaByFg58/qbYHjRbCLSFlRmCt8QRZNgxfr7TJE2DZuJbA9gVOuur5N5xzGDt0BKM1Qc7Ht2z6bZuhQcnEvQ32Pquf4Z3LE5JaxPP9V5CYlHuzMQ4lHc6zKryjtI+fzm/nMrsPpI0nFLtUgaXml7CUj8gN0HmwQ7IYQpZyXvgxFkfnKdbyzBQ9jD2KFBZ94SIuEZZJEW4O+1HIp1OJl73jV/jpD/4NcRAwdeQwB278Dm6lyt/8RUROBGTt1WfaqG+TGkNrOSUyjybUgkivRqV1mhAKm5abpxkktMKUZpLRzDTtOKPdjWkutGnWOrSChHame684o9WNaYXpI74aQcoNDy7x4W89yK9/+i7ak5N0TAlyq+fKFZLFOENi1l3pBuDmC5jG3Zi0i1pz/QshGNKKDak8Ib3UGIllpzilHAUZYmYmqM99/yhKnsaTRHbcz40eYQKEqWK0tYOOCaj7FVyd0Z81ubB2HwO1JpYEs3Q/6PVN019vNOMmY40xPiq/zhfV7dwST5A356Ebvfs9b2eUXU3BNdQCB19ohuyEK4dbGBzW5krko/IPBOk2Nt8bq3ibi2w/56LvXUBI0tIwl4oLaOcgsQR9tqTiJeTtjIZ0oVEBoPKsjVhDqwGwQr5CW1XI/OW+Os4Ty16A39ER7URw+I4pJg4ukGX6e3b9VMLC+FEaszMkYYBY4y/syT7cbFVRHateMFvFGiG6sARe/8AT3q+bs8mWgyaFuEOSy2EPeAhb4GQu09Eh7u3czNLwc+DYLWB7PV/hxYOINUoyE6xzEbLuAtSPgltA+/0kfomlfD+J5WBlGWqdPGYxDg4JORMiEeSKHk7VJ+5qaq0SiSrhpPOU7JDyyAaSoEtnboqlb3+c4Ft/zsxX/pp7v/JZhjdvIe52aB2+E42glTpExY3kWBUvRDJlzEyzIJq8TF/MC8x51KM69y3dx13zd60s147b7F/Yz8fu+Rhz3TkucPaxecLDxOaEFG8ni0mFhes9ubHbOc97IWc95wVAL71+YXqKpDWH3+1ipKTojXJx+WVEaUS7mpIZSZj2xmSWSvBbGp35LGVbsVybF/WNcZ9OWViqgUkx3/kL+MRPwDf/5Em182l8f8CEIY08JO0++jqbIHXZ2reaeRmFHVItHpff/5nC455lf+ADH+ADH/gAxhg+/OEPr/z/gQ98gA9/+MN0u10+/OEPP+Z27r//fq666qrv+bxcLlOv10+q8euJ2OqSjzbA/CxJe+mk119bSGGtInZmanVbJs7wixYdSzMXJljWOjNIy54Pgoz87BJWNwBjyCwFrE66+lqLJEvPI5h8EwejMSrbPLyCotAd4LzaMwjIiETKv9T+k68d+xpc9nNwzuvBLcJ3PwyffMvjbtJK9dLlc+Y1JkicCiQpThSQi3uTuubyAj9YSjd6FQKX8QJ3mI3eMK50+N/qs+weOZ9t1X38p9/kI5VhUrvUIzbXwpJ0dYfpmc/z2WIJjeD+4X1YYUA82cKkMYvLSjfrNCiS1Bqlm1eusP3yZ/feF8uUN25BLkxjt0KENnhBAR0cBN0ldHwC4yOl5txygq+A0OLspSsBGMsOc/TYFEonOGmK02nzQLuKMkO8o7iPIZnHIPh1P8PMH+ql/dUfhDR63G23m3No2Q8io4GPiiOyTowb9QaR602K93a6ej6dNccylLNZaLSpT41jbdrMYtglyTJ2VJco9ecIWwl+2cYvWShb0p5I+fVLf52zc7uZ0QGB1LytuIO8sHm2P8JvlPawYBJaOuESt8K/Tb6Hfzz0G6RLAdJJGSxMMBgfILMlvkhIvC2QtWi1xymFvXQSLSQmCdY15VsIgb1c6TOOQtxyla5rU+JO3P6IpBaSdRMKvkSpmI7p/YYFYchbGa5anfxbIkWplLzj8mBxiVvnv8NtC9cT5juUhooUlKSgJEWlKFqSgqXWfCYfM1X4OLQxLCyM0TUewrdw4oB82KIWpBxuhSgpwV0HD5qHwHI9hBLQOYzJgpWHsFLQEZrNmcQxq/dAssZeQtoOdtKhUz/zVZ+fxvpAcyJ5oYUkyiT5uIwm464N53DN7hewaBWJpYOrE7LYwlIaffenz1Cr1wdv/Nwbecu3foZMaHJIysJmg171FMs7q8+dsUaBeatKJhRn97eQy4MAV4REqk01GyTKHn8/9lTFfKNG12qTFh9CuBrTsyVZxvUbmrztyxkvuUVTXJM5FCaabqeyus4yFqIJ3O4kCIm11aft1RDAIVpklkZhyC82SIOYY/fOctPnbjp9B3kK0F5aBCBf7kM5Dkk3IlkKELKJn3YJlcOCV2UpVagwQ4UZ6ACTSdyhoSe8XyklWbt3nQ205/GCDkJJ7IEcW4KtFFQfk+F9HHBGIYmgOQNZAke+jrAUouz37BjidU73yqJeiqnfR62ZJ1vTd1pRSnGo+CgrnzrInEu2bL/gLftMSd8CBe2liPHkArS2EMe+yZZnXMHglg1csWWSYvcAbjTFkBhjNL6dDe4Cb/6xC9navpFodgyylLCyFSdaHVe9oO9ZvKX8aq5Wl3C5OIvLzR76RRlPeXxk/0dWlvuTW/6Ed3/z3Qznhtld2MF5chdLokfpryXd7CxBODa5J+l9Z9k2z3/bz3Lpq16HXyozc/gBQKM6kyvLXFF9LR4lTD7lqKW5v1GgFVsoK8VOYrzFgIn0fMaSCxgYLGEElFr/iHvzCxHfei8cvgau/QPonvy8/Gl8f0F3Axoq4ezZZ9NylsiXl9g2XF/5XiU9b/rkKZxh8bhp7CNHekbKz3/+8/m3f/s3+vqemFx4ZGSEQ4cOsW3bthM+v+6669ixY8cT2uZ6QKuI2KpzX7KP9P/+Jlt+5q9PbgNrlW5rPj621IKR3nuVZtieZLTiE8y1UOstm1UWpD2DejeysIMI5TloR6FdD+gNjjzb5WInYLa1j+nwFi4uS8SiQFoZg91Rtg4V+FY4y26nwHRtAi58Ebz4d2H27p7R/9yBXuesHjvi9ND00kK6gGX54DrEQBb1OoqOPnH5HwSINDjh/1+qnE+sxpmxHTqtOj/Xei9ebHHIOoxTkJwdxVwxdZi0ubi6km/TCOfR2QIF4dLwShSiFkmoMaEgX1DUk96gSJ0GEmlteqnReoUQEUKQ7x+gO/0gwijsTobIbJzJSdi4kWKQ0FJFwg5oN8buuFS39eF2rmah7yhRGDDGvew2A2gBVtChrYpoJJc7u3mm2+TOqMGMNcdHgkl+Jh7uVXmduBG2Pb5iLlZ7AennkRKkZ5E5LsoB68gx8oXcaSEpHxNr1MG5IMDtRMQKrhj2+HbXobO0iL91B9nUDPU0Ychd5EFnC1IpXKWxHUWx6tOYC3jRS17E1+/7EgNxiaNJh6bJeEtxB9KvolH0dWpIUooiI58cwFvagFELEKdsqBxlaFAiU8HN/fuJ0mFSs4CVCMRytVdtBCZcfKQjOW3YdemVTN9/gKjbRVgOBRWThLMsbQ+QvkJ5Nnnl8MbdMUlLMqY1JWnxvq1TiKBCdFMvBXlLNeIXL7sMgL868gGm40NYwuL5Z72Jd1/6GqJvH8RkGmErZCVHdqw36BNFD9mXwz5n4yO2MU41e377i0CPD84aLcLMppBziR2fVGeQGca7CcroM6J0E0IwuGM3QbNNM1zjSyMlNalxjcTXa+7vNdWkpGPTl4+p5dfZQPtpnDFk6YmT6/nQp9W1SGTPS3Q2V8CVOQLaGDxc5WNaefxKk2zmEB4fhwsef0Du+wWpTomyCEsoEpPSRfMGfzOloMo8TfZVG2wsdKkFiiTKqMd5/NYClp+BgO1+QiuymMs83Ays0KcWTT72jp/COHTzDdz2xS+yI/1xnNQlSzPUcQ/j41YnyyjoHONDgo2LhsIaci3QEWHYm4eINSp9Ey0SlS4AYLBkuGPoPrqFB9mrBthHla7IYTXbWNUcUZKQZSl3feNuzn/ealLSv/7Bb9NeWiRLEn7sPe+jtKwY+9pH/pLxe+5Ca81Vb/opdl925Wk7R9BTB/WNbqA6upHK0DDtvI9yLTId40Z5jJC03TyRscm7NhlgJZNkrV7KaXnbk5tTaaUgAz8OsNOYdkcgyzYDnVHmBpZwpM9YsJ+l0gX0Swlxt0eAzu6H1IEoxaTZE6ro/YSRRpAG4PjUFmPmhwrk23VE2qv46xfXJ4AlizatRgllpRS6DY7FBhXbyIpF0EwRqeZYsI/tpQVKgwO4w9CeLqBMhDApBii5IZbMsGXGeZsMqR/RTrpoaVP0N/GM/ovIpGG4fwuDnQL5xGYzI8RWxlnxJtRwP90s4J/v+2feuO+NzHRm2Fvdy3x3npf4z+Zt/a/jW1OTNFRMUWuq9RquSOnKHN3MonCSxTceDn6hyOC2HTiej1AS6fnYIkDFEYmSJCbCp4/ENtSlYTGV9McSS7s4KsCObFIMc/Fu+uR+PpV7D1bSj8lvh3AK4bg9QcctfwtX/dqT/+GexlMWC6nNJSPvxX1JGbnU4blzN1Dt5vmRfffz15OKSHXRSMJ2jFPxHnuDZwAnfUdde+21T5hwA/jZn/1Z3vWud/Hd734XIQRTU1P80z/9E+9+97v5xV/8xSe83dONxBhqbo0FM4J/9Ktk0/tPav21/c1a6WMzSqh2Fql0a+huhASOdSKW4nTdVVs6VyQKPeLEJdeIifN+z5RcSbS9PHkSGkskdIVBS5irexTLFnEnQ2JhogKOkMxkIS9zt3HovuWU4fIm2HQJSAvSGP7uZT1Z8PjNj9qmlfTS5VPmZC0yf2Tle6UzNILO8nj/B0npJvSJ0eyuKPHThd3cX7ufhuwyky5wV3Qf86ZJJizu9gYxWIh4NXIckxJGba63FukTebpODieNyVyPnA2dNKOxQrqdehLJ9ldLs8uHdOAD23YgwiW0SNE6BmlRve0Q2uun0VcmKVr0+QGbcilaQNCIKNgFJqMJjvqHuV/dRYpEGIOjJZZ0uNF/Pn22w7sqVzKvm7SUzTezJl+J56GzCFO39FIgHgPGGGRYI8lG6HRztMyaEtTlQULhrk4S1hNrSEylM6K8i/Fc8q6DtDSLDx5icOcusiRGCYFLRBKmJFGG5SnSWBMHKVGQUnbLjPojLKZtIpPx162DaNuHDZdQ2/Ra6rpKkFrEmaCChRNUaeQ6NFybf/Nr/H5s6DYDjow6oNtk0sWJDMdLsmhloZzcIx3JaYPj+YSdDpZtc+zeA2wcUsileTb7W4hmusTzXZIgZLu1h6oosS2RVCPNYvccpuO9ZMUGB70xLBoMtL/COe1P8IflbfRLB9/yuX7qen7lG7/Cu+f/hO9Et4OlMJmBUq+TN61wpcrpI0GtyYNPdQZBihISO4qodJfo6y7hOx7jQdw7n+6ZGUDYfo7W7ARCrV7/Ugg8DaEweMmaqoPR6ntTqNCqJ0werJMmT21j26dxarC2UABANRdjpGZjczcYSJb7s1ha5DEYYaMaNVTaxo7niVtNGPvmmWj6acWXx77MpsImMqOxEFSlw3Z7C5PRBJX+gHMHlqi4IQVHMxlVmG3bpIFHFHmEicfFRcMVBYeCjJnNjxFaHTpJ57F3/BTG/LGjhMsKPqu0pi99mLQgR9sYDK+82dC35nmTNTpkmaFir1Hppwl3179A2NqP0Zrczgu5afNXqBVuYU7WsSNFMeniRAFnexZCWUjlMDs2y8d/87f4/J//L27+z3+jNj1FY26GbrPOXV/7El/80Af4zB/9Lg/efgtL05PUZ6a56d//hah7etPnw06bqfvvZfL+AwRhRtJp011qEDfa5LJJAsvrjefWkJSYUYTlENsW7ujok9p/EjRoizwy1bSKfVgDOZyCy2C4gUi3KFtDzCQL/E15Iw/WDoPtQ9iAziyi6CFKHqLkY9J17APSZaWbtGh0i9iuhSMyolweO0gpFNcnvdQqOFhpRFG3sIShXOmjMFQgsXt9f5ZCbHxwCnD0OlwZUyg4uDZEua3YfgkjLDwrw5Yaz7UZErNYtkKaBKtyLgVzLuXsHI7MtLmmfgPjYh5yPjpOeaX7TO5fuI9D9UN8/J6P857r38Nka5KlcIkR2c9PjfwYUThLvSlJbfAHcnQrfXRzRcpJA7vo4+ZOzbka3LqdLEtxCyXiMERENfwgRCob1yrgyyqjFQsKIa1Y4lkp3UxjF+q43QyNwhIxsb2Jct9GKnIWk3bINr8RoxwoDEJt7JS09Wk8dTHhZ+TUAKrgYBcsBv0EldrkcdjS2U6+27MvippP3QJeTygMPTExwWc/+1mOHTtGHJ+YPvL+97//Udf9jd/4DbTWXH311XS7Xa666ipc1+Xd7343v/RLv/REmrMuyCcl3HaOpt+iLGp0b/1Xiq8893Gv/0hUkLIVS/l+AGTcIld1GM671OJs3VVbMo2xvN5k0ekGCA2JsjAGwpykhEEYSdy0OLvQ4d8il7h+Hq7loKQkrmdUcqN8M+pQljZ7XZ8bO/OrO7jynXDHP/XeTy4BApIuvPWzj9imlfRSekTIsJ4lE5tXvlc6RQtJa9ln6weJdDsRgoKpkYQ2/3HVx/no1Ke5eeZmBlSFu1v3UpeCo6qNaM8grNV7MjQhtWCSO6wm8xSpeWUWir2UA1eEZKaX7iwB+zR4lK0l2k7wdwOKQyO4m6oEKUR9eVJA3dbsLZukdG2f2EBFpFSF4NhcQL7PYUTt4LBzOw/KB5k+PMHInu3YRlPUDs0sx+F4N44Q/OeWX+b5x95H0xZ8tH6AXf4gO7sLcOircNarwX3kgigmTimaWYS3h3yui3IFIsswSiHSFCe//sojAJTiuHOSm63+ziXL447FHJ2BKTCaRhyyr1CincRUypIH76hz/ouGsDxJfTZAp4bGXMCm4iaS6ZTEwMdbh3n1C9/L3tI5xAfuJugaBkspMnUZDjazFOUptDdiGZvP9d1Ny55nz1HFZfm3YrvbcaVLOv01hOzdi1pI0Ovf+V32mjdwx1c+TyglC+PjSN3CbiwhPAmJwRnModsZWZISLHtDJsKCtEQgS1Rbij2UqcVTDEzOIDsliumF/IiX8A/utzlcP8wD9QcAmOvOcbl9HnaUQGdNX5hkGG0wrQA8G6IUWVpLXK1ZVKc4zSlmCwo10OsLqp0FlrJeZWEFZyS9FMA6vl+TIYzBCIFUggFj0c0McSY5XsBUm969bjSoNCQXLuAVbDq1mPKQ/wh7eBo/KHioN5YRkk5skcgQO/VITe/+yGjhaw9HR6SJhbzlY5jzfxQZTMB0DJuuOKliS091fOSuj3CocQhbKH7aPgfiHKXu1aSNUUp6iuF877wYAzdODWELMNrCdUPSVKGsBCEgMorhzja8NM+dyZ2PsdenNowBlj3IxJpgn909SpLfdsKyqW9z61mSX/hSL1nv+GWWCJsksqgnMAhIbSDN+EZwDdv6X8p20TN1ObfwHG6of5azOjFI0BgUIUmqadx3LdXzXoa0XNziBu677otMHNhP3O2QJQlaa+665ksEjfpKe7xCibDdZP7YGNf+/V9z9dt/cUXBf6pxvHIpgFUcxbJ8rJJLOt7E0TkGwjEAJt1h0izDUgqZGnSSYicp1XOfnKW4UhKPkGrUU3HrRIMlGVk4B7nrUxwN9pOYiMTdx1ejOX7ednvS7dm7wduGOR58SjSsVy0g3au4Lfo2EzWKdL0Kbb+IHUcICwr59Xm2OIUcJnMxdFHZaiDcNzZJFNJo56nkc7C0HAjWKaQhcvh88uf1vMPV4a8xd+g+HpgQVP2Ac4duZ0xeiXFc1MBmXqDOQgjBWPcu/nHia9xp9vOK0oXIJKKSWLzUu5i/T79ELaox88AM5xX2cenIZfxs9nL0bJO2nGBpaRP9Ue9eEUbjJwGxdAi72Snz4+3fsIm422W2/gB+Ps/QkEGuIdjTVNBglgeiKhOdPLmRBq6TkMYh3mKCxiM0FpPx2aithq3R39DSF+CNvA1r6UsweUdvItOaheLwKWnz0zgz0GFI1myCNuigix4c4O5rvkyauEyNlHCFAktgyjn0VG8s3e/HlJyUioDdU/ciFyAbvhKDQSrrhIyrM42Tbsk111zDq171Knbs2MF9993Hueeey9jYGMYYLr744sdcXwjBb/3Wb/Frv/ZrHDp0iHa7zdlnn02h8NSuIjRTfoDt3YuIggvQBQ//9r+Bl/+/Kz5oj4UTqpeuCeb59hrFQ6jxlr1+akm2/gSSvXo5SKUoz7RY3N5Patu0B/MMHuoigCyzuFS2+YrlsphmHO0uUhxwWZoIGOhuohyMcJOaZKvKMeJNE8cRjuPC4F545y1w+yfgto9CUIMj34Rv/S+46t0P26RVpZvBNOtcpu/gRrU6kLB0hhaSxrIHyA9WIQVYm4wsgDwt7rjvfvL9eQp2gXwxx0B3hkVT45s5HxaOIvINoEcKLU0eBXUnX8tbXKIV8Rrlke/CUifjAiQXCZs3PXPbKW99//adlEY24OQLGP29hsW5PXto1BehbxMAdjfGChNSz6bhVnAEZG7AXkcyawydWswr7J/kLwfupp6b54u1b/MrYYFFp4qXpHiNlAX2IIBq7nbe5L+cTwVf5R6V8D/mbuT/jr4AsXAAJkZh5wsfueFRSkEvgsgBbQLbxygFmUYIgeOvfzXJ49BKoDKDs8ZEueRabMt7LHQzxm+/hbRaJUoTCrZDv2xx1Fa0FmKKVYf2YkxzMWTmSIPXXfhGPvTA3xCbHjn2b/f9O7952Tm05mdZqtsMuDZ5K6Vw609wYSZoOgvM9R3iImeQO2hzsHmU1w9fghA2Y507OS/JI70ecaqFRMr191Yo9g9Q6h+gubjA3PgYwnXJjS/RtEJER2KMwSsUWYjGGLIrpGIO26T4aZe6V13ZznBq8+Xvnkdz+bIdska58QN/wt/t/zs+9cCnWAwWOZA9yIPtMfa4205og4kTsmaX9IYHex8ogffi1SCNEAIhen1BojOKhSLKX+N/mITcuhytE1LAaZrUPRbs4wo7szppkFLQFZqckdiBj7F7qUNt00sxFdIwO7SVP9+9g6Zpc+2/3o5XOLX3yxU7+vmZ5zx17Sh+KKFT1iZPaARhpsilZQpJZUXpdjQqM2TblNI2trUBIz1E1IYS0JmDsA6FH5yJ02ynp6zuFy7q0LPIJs+iV7ezw7bRHuGWavj2+BAagS0gSRy0FlhWhuMGBJ0+LBQJYGvv+17pprMEL1+BJZBrUkNFMAEPId0s4RIvPz6Kno+SsBTY2KFAhwrIUHkbpEAu+63Ox8fYke8VZ3jx6C9xwXeeTymNCPc9iCcUo4MLzDRidp13Los6QVk2/ZvPYfzOL9Fe6qVDK8smS5MVws0tFOnfuAllO7SXFqhNTXLPN69h77Oey7bzLzot6ZNrSTeRH8IquRhtEEmKJVYDWgkKSynQBplogtTwrb2beVtf9eE2+7ih7AydKZw0QuoMbIVdctCZxYv05XxOXs9EeC991gh/5RvePnkX9ui50JlFOvNolotbJCnHx6SnHUmACJvg5InsIVq5MkJnFLotyAQ5d31sQVTJ6dnf+OCtLXjhSZjVzB/rUuzfRKoFVrymuFxucPW95dK3fR+bhyocvu4abG1xQfETuHGN6cHncI/Zgmf1sS13PrtzF3FP53oe4BtcsvXtzMsiuxqjvKbVYlN5G62oxZF4An82xngRxrOITEDUFbgVF5WzQWf0txcIrV6QzHmShRSOQ0jJ9osu4YHvfocjd93Orrf8NFHcACoADFijmIExgmdUOXj9KEebefb0NXG9kI7O+MbEAzxv0066ZgCrdC63nvdH7Py/f4x3PuiL34n67v8HU7fC3f8Kz3znKWnz0zgzaH/rW0z+P+8CwNq8mc9WHXaXLiX3yjfjWmt4IiVPmO8X7IRf2RIj5u8F4LaP30MgYN8LX0b/1qfOWPGknz6/+Zu/ybvf/W7uvvtuPM/j05/+NOPj4zz3uc/lDW94w2Ou//a3v51Wq4XjOJx99tlcdtllFAoFOp0Ob3/725/QQawHNuSHaOVnCfwFHkzOJkjo5ZA/Tqztjs0aImXt3D0NNVoa7qp3SbRZfwJpDekmhCbX0jhBG6U1ma1IfUUmU5Sr2VX22eoa9o0UmQsSZFnilS0yL2FTZxtV6fCtcI7znSp/8+0/621UKhjYDfl+2PMy2HQZeJUe6RY+fDWuFU83wBy5hSVKZHK1U1I6xRjBUqqXl//BYd2UOvFYYjxiHKTp8IqhN/DnV/85f/GiD/HK0RdzbpanoA3/Wiwg9IkD8s/m5hm2NrKBzUyVR3HjLna7TbMTc7QdkUdQOA2VS6E3cPWKJaSUJxRVOA672od775248w2sIEU9+ydxghSvEdBxbGYcgWPF5JQg50gGNhcwbUXVDJFLCszmjuLPzhA1xgnTLunyvSVlxlSwkV8b2MjFzlls1T6BzvhA7W6QNkzedIJZ80NhwoQBa27FWia0l5U6UqC0OTNFFJYRVHJEzQQ7yvAbISqO6RrNWX02s7JEffIYMp2m0a1T77YoLdzKwMYCWWpw84pc2abY7zF/rEXZr3D15uesbDte7BFmWRKTGUmt69HouhT9gMFym5KbMZrL6MtyjJg+Rt0dxDpgITpEMzpCRa+SuiZJUPLMpBbmSyVyxSK265LYPvl6G1vZuPbqM6LTSukqh46Vo6EsZDxLplbNeLuh1UunpyfmCjOL5J46BafACza/gD19exixB/nV1p9ijssvpECUPJCS9NajvSiAFIDARCcahqvj7Yg7ROWtFAoWftCi0q1RDJq0teTllQ7vHW2dkFa8nigOjZDvHwCTYScpVpIiopCN7gwBEZYRK6TkhOj5+AG4liSUikiYlcqvp+p105El/v47Y/yPz9x9Rs7J03h4ZPGJ1/fxQgoAm9JdxLo38TySnsUYPjUrRygkafVnSJ3y6orTd/GDgiRLqNhlNut+zs12kE3uO+H74wUULAnT3d6z0xKCLHVWAhZqWbl+vK6Wm7r48Znrf04FdJahgoTqq7bgjKz2GcHCtXxj4R/5ztK/rnxmC5dMCbz/9nN4y0GA1EhkLIksAwLkcn8sdMpI5ONFgigLSXRMlsYUN8QsiBbecofuqoROsMD2wZ0MbOonX/bIlQdQtou0LPJ9VTbtO4ezn3s1/Zu3sPOSK9h2/kXsvuyZ/NjvvJeX/MK7sD0fhODf//j3+MffeNdpOU9RENC/eQtD23ZgllP8hRQoo7HWVPzNxHL/IHsBuSTTdDwHx39yCmOnoMiEwtYpZrm/Eq4CBfvibWz1z2fU3cV4uJ8NwuMbntNL79QaoRdWtmPWs5hCFkHcAZ2Reg7FoEEpbOLFCbLT/R6bk9MF2editEIAuaiLG7RZ6naJchLbF4TNFJ1m1NyLwC6APwDbrz4xGLz1Odh7XsiWiy7BKlV5YMZmYWKaJEmxJRRkijAtkmyRPbnzuNDbQWnoPUzlNtPxhpHDF/Pc0uv4yaHX8c6BN/On/b/Gm7yXQdEl1HdzxLkA3Y0IBz10J6KvW6cQtUi1IF/2sJ1TN+7YcfElbNx3Dn0jG1iYnsTRHVTYRqQJO/xzWWjPcuEeQcebZjaWLIUurdChYiX8x4ykFraxCfC7C2SJ4MBLf4uZv30fmdkBQ2dD/y6YvuOUtfdprC++8uH/zYd++o185c/+eOUz3Wjyyk2/QP8zf5TWUL6nZlyuRGmWs34AaqFN3k5PyA48fuWm0VOr6NBJ31H33nsv//zP/9xb2bIIgoBCocDv/d7v8epXv/oxfdk+9rGP8b73vY9i8cQKMkEQ8A//8A/83d/93ck2aV3guDb+fM8fIfUH6TDO+H9+lNEtr6BvZMNjrn+ip1vvbzLbwJYZufYCYBgPUvKjeSryzBBIwlllALP6YRxZw2w7G8vRoAWpK3ECiyyEjXmXezoCOi32DefYUTZkWqPyUDQDbFUFjmYdXpvbwj9MfZUr/nUjynY452Wvwj4eifj2+3vpZ50F+Oc3wr5XwpX/9YQ2HVf7GQN66RgPmE0oWSWablP1Y5JQ03JKKxVhf5CUblKIh6QlGzqiQkkvcNfhBbzFIjlXceXGZ/KdY19iKLU54g9QSLpAz3cxsXxCyyInXTZZF1AKWwS2h0gz8krz3JLHm7eP9iLFZwD2ps141x0mFAKSDJ23CIsO2lKkmSZzoNawOex0EFkO21H0jxbZku5mPptAuhFHGyU4+nkWN11CdcczUJaNlAkah1CV+N3yT/AbyV9RT6b4djjP82sPcNHm58DsXTB60cO2y0QJNhGkDgaQWiPnGwjXQQDWaUjFfbxwE7BLNnnTICgvT0LSjK1Fxa2zLs+oaogFdDVSaIZyNlZmyFKBk1Okie5VSa4FHPzm17h8aStTbGNa1LmxfhvjzXGyZduAWuiTKIt6uxdhOn9njUvPTbhr+iL26S3c4MQ04wmksJhNJpFiO+0sT+ZZBJaP5Z6ZNFy/XGH6SE9l1tq6l6xdY6Z9iNgZpkDPFDtt5Ljl6DyjG0KUE1AwKX6WR4su0oBOHZrLpIGNoWJr7vznW3nrH70VgN++7rc5mhzGpCkTZo7NhS2g9UpKjejLYZoBKIko+mRTNaztqwEDKcXyIALq1mYi3ybwiwRAtbWEQXNOn8PF2x45Dfp0wyuW6CwuQL5KIsHYFqqYZ+/eIWZvD8ksxX6d0u9IfGODliA1g5Yih0HmHDwpT6jW+mTRClOaYcrdEw8fqHkaZwZZmoLopW6pNEELgWsUc8UjdKMusekVBgpTuMvZzlBwAC18PLUJjzUFVxYPwe4XnYlDOOVoxA3Gg0mQsC/Yg2MnxIkFSJQFjmWYadroNKMbaHISygoibDpJAeGkZJbGEftxxGYghzIOY+HUmT60J4WsWSfBRWaSlZC00dwe3MmxhfsZdnbTVUdoyIDERPz3+FlsGNlCOjtDo+My2crhJg46O7HqYi60mHEDdsRbCaNFfLdKM5xHlR2CmRoHoxRyNYqZxb6t1yHCe/Diy0mszXh5xdYLX0Bn8SADm7fy0v/63x6x/Rv3ns3g1u0sTY2TJSn12Rn+7M2vpTQ4zE+9/69O2dg97nZYHD+GypcpDG1a+byVLRGrBot+FSMF0ZqpnEwN3Qws20GqJzdO8frymHpvHGqnCbHtojyFlZMUGhUK/Q6xsJCqwrB0ORAu8KLcBjAguvtx3PtIvB/BrKevZ9SB0ijk+sDpp+X3CP1Cp4tR66e8t/p8usvHbemUyC9QBRp+k1RkeMqmvRRyT3eEKy/J4+YLfOuGYTpfvYssM5z//E1sObt/ZXvF0Y3MT09y16EAYwyvfu557BzYwO1HmkRpzMb0Urbkn0mQtSioPEaCpRPS6kZuaC/RXz/CaHkbRbfM3dLHFn04HRChpmwraIckBQsVa7puiU4jxHZP3Th35zOu4NbP/we5coVOq8XIQM93L0rb5Ckz2Zrm8p1zvKr8AO34OQzmemTJhB2jQ5dW5tGHg51avQBmDN1jR6CyC9Kwp45+BPHG03jqY3FqkrDdopN7Nvec7cLIXpKBEfqeuZHYlojMAKbnn+xaIASZVFg6o89LqHghzURQspe9Qpd9eL7vSbd8Pr/i4zY6Osrhw4c555xzAFhYWHjE9ZrNZi9F0BharRbemnSZLMv4whe+wNCTKG99umE7iq7dIrFD6lqzOW3iasnYnbc9PtJtDX2yQrrVAmSuyGKhNwnUSZ3IaOaWK8Wte3rpGtLNrm6jJHySYhmVaaK8TZJTUO+1ra/VoaqKlEo+84mk6ueYbnYBm4Ie4p7RDgbN63NbONfNM9kcZzQ3Sn3iGH6lj6BRR2z8EXL7fozch86D7gKETbjwjeB/b6EObQx6+m6eKe/hm7qAu6lAB9gaTOFnAenySf1B8nRbG48zAlwTktMNFBl3GkWnERPnLS7cfilHbmwyKmKmhWLfmky0RSslUTYL6RxlBsmkIrI8+hoTKK+IqMXER1o4W9anjPpDYfX1EX/3PxjIX8jMc88mtiQqyRBhB5PL6AsMwsq4oLJAlI5yZLyFm7fZ27yC+zf/NcW4zJ3BEX5i03a+MHUb6vIXY6IYmpouNmN6B7vlPK8rvob/t/EXeDrk7+JZ3jx9E5cvHYbhCx42RTyen8JXAUYrFkyZFIEu+Kg4RHYbOO7AGThbPSjXBzp4JkKFaU+GJQSusZgLNEkYIu0+ptvHOGd4D3EWcdWVKZ/9D01luESWaDr1CCU13ZEGw3WXbWKI/eoYbhzy3hv+gF+IrwagEzvcdVeTSrFNkliU8wFSajwnZENcZZ9XwlFFKvYGtpkv4oc2Bb8DCaTSOmOKwEKliuN5WI7DQrWPvs4krpVjqDhMI81ohk3IFO264e5ixFVVQWwyqu2DiM0FAt+m1rSpeD7BZJfIQDeTLKUu8w8eYHDH2WwsbuSao9ewiQEOJkfZ3B1GVgvoZW8h0132eIszTCsgi1PU5v6VSnvHAwSRiQgoUvAExbBJrBy8JOA1O8o8e2oK4k2PcJSnH+L4vSFtFJIUyJSgr7+EIwxGhVTTEvsyRVJO0FqiAFcafv/gJ7lW/A4XnDfCs9+w+5S1ac9vfZE402R6/SZQT+OxodMYltPJMstGS8VSIhlqbadcOUAaNPDSCAFoIZDKopAGdGKH3JpCHaxNtfo+x1JrdUxc7Y4SJ70ghBSGASdgyOviKk2YSSLhg4HMQGNLgWGZYhGTiRyxORtHZGRWg7rdQSeCTGco+f2neEvjeDmg6OIM9q4XYwxWFrFoS+p0CZjiJeXt5IB6NsWFposzMwcI+ryY+7uSREBmQd6zyBoRjhL43YwL1TMpFjch7ApaSlJbMLVxgmfddwBH7KKUlKnZDVQvkstgejuTjT5sW7Hjkpdy3lW/2AuIPAbe+Hs9RcaXP/y/2X/tVwFozs/yuT/7I175rv+++ux8Eoi6XaRSFIY3Q375XGlDVVQoZQv0B73U5QPlrVhBE4s8wvRSu73ikx/TeYMFsqO9Cqb5qE03AB1l6MDQaXpsaG6mWe8QDNfoqgq3JFP8ycS1/PyWqykmTYzxoHkYwieX5npSiOoQ1Ekbi0gJxbBJpBxUlCHi01v4Yi2skoMxPrFxIM0QSUwnA6/PwVhOr7hMIlG2y0xUom9oNzOH72Z+vI2Q0F4KeeDmWa549U7yFZcNe59NeeRS7vvON5AK+jf2vK2fua+P/Ueb1FpbyEyGFBAIxcb5jzFT+jGcUKBSh8hxWRSTLHoFasKQqV3kooBUGMRIHjlcogUMhXPM+r057akcv7m5HGkcE7ZaSKXwvAwQOFYBmUl0bOHqPMVNVVr7Fe1EkmUKWyXswAcT4okuWkCzuhN3YZbkrItIjy1hSxuxdARKG3sF0/L9j9mep/HUgs5610PibWQutwWjbWwkMjO4eQsnTIk9i86xJs5wnryKCaRDUfeCeSUn7XFMQKQcpA5BSmoTRxnavbenTH4K4KR7hSuuuILrrrsOgJe//OX86q/+Ku9973t5+9vfzhVXXPGI61UqFarVKkII9uzZQ19f38prYGCAt7/97bzjHe944kdymjGU24iXFCl2B7mn+HyKnmGjPct93/jC41r/BKXbsiiyOd3CuKsXQqeWUMrbtNLjRQFOXfsfD8QJ6aUGK9FYjSUy2yJyHOK1XghBypBKGKuF7G8GZMasBCyr8QaWTMQdSR1XKl6QG+SYmCfudhi79UYOfuOrHLz2K9x/7Vc4eMMNsO1ZkAS9MuNf/u0T27SmkEK2dAQAS6ymoqhlT7dEH08rPA0n5gzBe4jzbBD7CAF5U6OULpAaqLVTwo5kG8OM2zY3uRA1j6ysM5/LMRbdTzur4fubqOf6yJSFt+zRZHV7f1X5DBm1D/eI9u53PoBXi8GSKDRZoUQmity418W3E8q5Nuf7LbburdCpRRQXRvHiAlPFMf5z4EsIyli1Bdp3f4uW5xG5Ngl5GkmVidTmec4l/GzutXSE4BvxPP+nO9ZLd554+Oq52eQd9Dk1lNTokksrXwHfwRUKnSujzmB6KfbxiRu4YUJmW+A67CrkOZoUaQYJ3dQj7y1iKUXOyRHeeD2bz64yc7hNsd8h7mYsTIbMH60hgBea8xkyZbqE3DjzXSaj3mBe2Ta1hk29VaATevSXO7jK4JUS6qZN6m1iwN2GwbBJG7w1N6AWEts7MwrKoe27iMOQbrPJXEvR/NFXM7rYSw02lqJY6ENWXHzb49D0dmLlU0KxLazTGi2w/6yLmLz8XJxLNxJJiSWgnQlqXcXCA/fx3QPTbDEv5hmlV3F/epT78zPIHYPI4SJEaW/mHKXILf2oLdVl4i0kq3V6BRaSbCW9VCYZnSSPKDu0vBKR7aG0BmGwtADvzJnKCyl7nZdJEcejRUpS8ko94+WkwOJyf2VvnyWT1vJ6hqEfuYCL9xyms3hqSZTjfal+mEqHT+PMwWQnppdmUpHo3vMgF5cI7ISw5GJbioOtCO3k8Mjo92LSbA1BMHdgPZt9WjE9c3jlfSVe9anLOymv3ztOwcmwlaEVrfFzlAJtCSLlYWeaotNGCANCoNIy/cEGbO3STdePQDgVOO7p2llcQFkKy1715zGZYd+hP+NGq8aCaJLXq/3IiBzkLNNTCM86EbfOVtg/sRk7LpHEELs2suiQFRycIOXHN/4O9PUjTEKYtRl0N7Mp/wwe6LyIsFWlKh12ZoPcN1NAM4wvphlUR0gSQ6cR0qkHJ3VcV7/9F3nWT/wk+UqVLEl44Kbrqc2sKhHrczOkccwNn/pnbvjUP5/UtpMwIFcssvP8NX7ZAix9Ynqpbdngl5BZ75nYjVP6Rjee1L4eDn6phFkukCMxWCUXZzCHQbAwN8imGy/j4rEXMxs9yA53O5OW4h9yis8Ek4BBigBLjqGPB6DWA0ENnByhPYou5Gh5JWLb66XeJut3zwhLkmmJI2KqSRNjO+Q8h9HNVSoXjRBGhlQLnLLPzETMsYN1lqY7IGDLuRVKwzZLM00O3TZLtxnxjX+6ny/85d08eGc/x+6tEAerv79jScaDO4kbR0jrE3Sj27gj2sJAPaQUGqzUpZ4/j6O587hPDtI1Nv2dBezQ4LbBO16l1BjcNCKWLsqSPT/ZU4jLf/THaS7McWz/nT2bqbADlo3llBgRu9m/cA+TF5UR05PkLU3ZSxi0Ys5CERmH0FQQxkUWSiRbdtDJFZmdP0jL2QKtqV566cL9p7TNT2N9kKUpyD7i3BaM7F2PyVyXcKyBsQRRwcHqJqANdskhzhfI7NWxcdFJKTs9GsLLYmwBaE1jaoLa+NEzc1APg5OmKN7//vdz+eWXA/C7v/u7XH311Xzyk59k27Zt/O3fPrLH2bXXXss111yDMYZPfepTfP3rX195XXfddRw7dozf+q3feuJHcprhrJHZjseSsQ2vxZKQTh4gWGN2+nhwfK6wUAtIbB8nDsm360gpEFJQW/ZGWXfV1hrfoOMVCN2pSVSmexL2kk0mU4zUaKfAOV7KiCfpaM34sQ7FfgfLkRSCCmK5oz4QN7jcHWCuPIG0beJWi6BeO74XOgvz6Jf/KYxeCMqBO/4RojXmscffGENu8Rt08UjTVSmX0hotJPEy6faD5On2UHy9vYgxNtJonhF/mXyWIDDUaiEXW2exMUlpK8l8siqxdqODK+8tezVNzaHn+2F3M1TVw9l6ZlLYrP5+7E2bEJbAvebT2O0EO4hQUQhIFr1+ljKFNoL+6gL5ZJpcUSOl5lX3vhMndZkpHeHfp4ps37CZYPowltR08jlwQKCZyXYh5CHeXnw9261N5FDcFi8RY+Crv/3wDZu9jczZgFApTa+MlSXoToS17APnnCEyCUDYqymbuaUmVpSCEEhL8YoNZVp2EUHGUvUc7g0WiNOEYcfj0hcOo6TCciRurvc863Z6pL+F4jXZ5VRMHoPmr7ufxfI8CkMjSLUJQUy12KBaaqGBsjPH79mfYZN/Np1kkSC4m43pucg1xTJMHGPnc5wJbLnwIqobN6Esi9pSAzwXkSYntK+wrcTIG/cx8saL+OrZL+f3Rw23jpzLRN/mnt+f1qiiQ2FbDpwmvoCOgZH6QSpLt5JGBa4efDsvG/p5bmvfjbQVspTrSd+XIX0H0ZeD5XTk9JYxoi/vJ7rh0Er1LplkJInCyq+uZ7RAiGVZvHtmiigch5RqpXrpcWSp4v9n773DLbvq++7PWruffm5vc6f3oo4aIKposqk22LiAbezYDtjxixNivziNuMQvxCE4wYmDiW0cDDbNgBBNgIQEQn1Uptfby+llt7XW+8e5M/cOIKRRmRGE7/Oc57lzZpe199l7le/v9/t+lXUMYSXUVS9TpaMapGmMSm2MkZwa+Vmu3nMMLz71A4+fHl8kPb74A7dZC2tlIfBj0u3ZBZWcu7COhItRkshu4yiPSPcWvLYQHG6GLKnVOZVK15Sh63PJux9mNKImvnBxdQ6nMoGQ4PgCp7QqrL7cdThSPc1LBkNemJdsyGuUIzFrTSncOharfZetXZaWpi7otTxVfOq97+F9P/OTfPw//B4hMRm5OudIdcS/zCyjRO+dzqrVay/n9vJP+17Hp/a9hpszKR0UykhQNikGZyDApBrZDnE6IXbUG6OFTjFpg0a6QNEZRIwfp73GYff/MEXbXI4hw6B9DFd0AMOR+2fP67ps1+Wa1/40V73mDQT5AsYY5o723K1VmvC/3v4r/Jeffx13fPwj3PHxj9A+O/99fESdDpZlo63V96N9bBlnpXTwDITtILsNvFrvHUxsl9LwyHldx/eDn8uTKJtYuHjp6jMrAwcECKnoC0cYUuu5uf4F9mYuo6Dh/2sfptWtY/CQYgG9dH5rpKcCHbfB9ulGLnpNIoE24JkLW2qWrpAHbhqd46CXCkP/SycxV05QGR1gZmCCQ9WIvnGfS182THnUozDgMbY9z8LpCh9+1zdZPLV6D+Ouxaf+7F4e/dYpZo4sI+frXNlcx/q4zEScZ6A2yE57L13TJTYxiYnxOy0ypkk5naGQLKGSLJ2ojRC9rDwZRYzUZoiFS2o7ZApP/7xjw77LGNm6HYA7Pv4RTGMRK+3195syl3Dv6YeICi6Z+nGmmzbdxMIPOtyIfbaaSeASzc0ikoTutj3MLx5mrqpJvMGe6/Xcj7VefxiRhF2SYAQlJVV3gaZbIbZClqanzkZarVhhOqvzg2P9G8/+nXNT1vDQZPOryTlaPXvmFOdVXqqUYmpqin379gG9UtMPfvCDT2jfG264AYDjx48zOTn5Q0eOSG8Jq1+wGC9jRZIH/YAtQjO5foj7b/kc177+TT94/+/jXlpPDJGXQ1kOtkrJF2yOtTqcbF/AqNBaZHOEKotINKpxmrQpccbKtK3eBCh1HdLAw2srVDulSMpc2JvEpAWHTJzgZi1Qhit4MV3nXj7XnWbQyvASv4+ka7Bg5QUSWI6N7XjMLYSMXfEW+PZfgIrhU78Bb/wbzm5Kb1HXctejZEJjLelmFBrrR7K8VAjWmJcKPpU8wivN1dgCAhPjmRZOkqUxF7LBHucgGfJJwoJYHdxjNcN2t8Dk4g70gEW+UcVRCVKCY0kyORdLWFjli5NNI/N5krk5SFPkqXtxOj+Fp5ZpFibBGCx1OYedO7ikHWJZCidsksuB4+QI4xa7Fq7l8MC9HHfmuSY/Qnj4QTzVIfWzNGOH/rgBCOaVw7pch+syl/FI7NNM5znQXWLf0LZeduXL3nNOu0zrOKG3FUdqItslsT2kDfaRE2T7SnjB06dRdb4QpRKt+5rYTh43J0hXSJ4lk7A+79IIJrjy9GepuJuoB/3MxQllpah+9bNkCpeSpBHSjskULMKoCNSojKVsXB7lsnQT93GCU3KR30z/nLec2olt34RrLRA4kkwQM5uG/M7y3Vwa7GY5OolrYvYhORKXWZ+sDm7ay+DnLw7pVh4ZZ2j9RkySEnU7tGoVim0ftTSECXwaUpLxbHSqMUqhTMqOgZ9gqtdDYWmFQRAtdfE2F2lXH2BQlcgBtz6wg2tGFgiykuVulV3559HnDWPWlxDGQvZnMa2o56bXl+1F2MfLqGYXqp3e7D/RZ5fUKoVa5JI3mnJrCYlBmIg4SGBkBPIXT9MNQFhyhXRb/e7B0w+xlIGhlkMKpAYWhM86XcGye/1zJm1Rj8psGjpJHKbf44RmtCH65iGIFRiQA3lk/vEn+mcyBH9cXfrsgkrP1W2SEprKwkt9ynqAcCW7WkrBqXZMY002k07XBDF+hEi3dtLE65R43rE3kDazYCCjI140OMWZmPfiYow10KSs+4gXE0gtao7kOxNXgOz1RZuXDuGKVbe/zc0Rqp0qGx/zzM8+dJtNjNbYjsNiYxGZG6PbaKDCBFPQNKOTSASB8NlT2n52P2E0ZiWD9ltOldnqBEVAa4tUgpWxka6Fdi2CtqZTPUk+Wcfi2N3EuHTbfcStBpVhF3OizulOQOq36RMZfn/hw/zniZeS1QkFVaGliqjEZuFUjaHJ0nld38DEJP0Tk8wdO8LNf/4+bv7z9xHk8gTFEkkYkkYhQko+8vu/w8//yfsJck+g/FPA4Lr1GGmRVOro2CaZ6mJt8EiU3dN0QzATaSbiLnbYRqrT6Hye63/6586r/d8Pfi5PyxhcE1Pq1JiNfSIrgwxsVDPGdhQtv8367l5ERrI72ES38SAxmkeTOlcWtkMSIkyL5NAczranTgQ+LjoVyA3QDn1McTWDy+5qvOTClq4bXKIwIA5shheOM9s/SWQ0dmoQtujN78XKWNhJaMyGDGzIUDkdsnS6jUrpjY32ShWP7M0XbFtSX+gyfahKbbGN61s0qOFoF1e4OMamQR1jNDVTITRdhp112F2bvCfxG5qM3Wa6k9AuQqvSZcRLcXWCbyJiHMQagvrpQqZQZMsV19CuVkiTmHj+KHJwEqRkX/kV9Cfr+dbpv8F+63Ym769QlYP4lmE2jOjrLJMvuUgSdNjFO7lEUh5EVh8m7evHqa4E7ho/3HqX/7fhC//9z5g/doTG0iKqfBWL7jFiN8XSDm3TIGPWzH9jTXe6hVX26Bu1WcoOojHMd1z6vZS1UtsZ0eNRcp/4HPW/+wTtIMP4e9+Lv33bBb7Cc3FeK0fLsrjxxht59NFHKZVKT+qE69evP/v33r17+fznP8+6deue1LEuJBwng50oEm1IRcrH5AIHi+t4SaXJ8sLc4+7/fctL623yJUUis1jdEJUaBjyPatyLhD0RXYmnFVrhW22wwClPorwCXuMkXquNsRy0EIRFkCIhdbJsLURcYoBikWOVkCsyLp1Gihc4OHMZOpMWbZ0iMOSFy8POcbbbOzFGM3nFNUzd9x3cTJZuow7XvbVn9ywkWA588/1w/TtWjRS0xpgE13WxZU9bCFbLS3OezfaMy0Du4gi3XwgsqZgFXaNPOvhCEwE2ikRKdgXb+Nu2AqOZWRPd6+qIQEg8uQsXg21ppBR0Q01qK3wjUPUQZzR7Ua5JCIFVLKKWl9FpG3t6CntDXy/FUQgMFrPbr8KqLpCvVrHbbUrlFiePF3HJsn3pak4VD3L/yK0IMcrc9jlk5SGGCzvJuDYxPi4hTT1AtXUvY6af29MuZZnhSFhhrwWiPgMnvtkrc6b3rOmkQdffSSGSNM0aLYDyMO1E4TyNwvDnjSQh19ebsAetLplKlzAnMdLBsRJMYYxC3mUuLWKMYsn1ycWaXKVKa/E4kQ5IYwdpGWrVDI3qZsR0iBcZXpxZz90T/wmFRqGZSUuMpDGp8hgSDebSDn/XPkmEpuSMYZmIcXeIfHQ/9WiC1F4tzdFC4ucvznMFMLF7H9MHHsXxXOpLi+SzIzj9BXzHphqndBNNxghq905RvnId2miMdBDGoIWFHUcgJFonqG2S5j0dNJJARTSOhbz0ss8zE7YJdIMEQ/P299Hn5XHdgHToBrBXSSS5YxRxfBGVaky9C0l6lnSLtIMnQA7kqGR8nDRiDI8gjGBuDtZvuGj3EHqZbkpFpHEd2xQwaUKiFUuZOUaidZR0hq42zIgWV+kW0LtmK0k5nlzNkPUgrYP30nfJc845runGvUVHrEBA8tA07jWbfnBA7uFPIZQAbHRjDj7/L6F6ojdu/BjnhzTsCU/3b4Xn/z8wuP3x9/kBMPrcRZoSFmHa+110Ag/Uv0zBGmZ851Z+c/dWFnG4vT3C9plD2EmHMz2FVvH5l2A8S9GMW+SjMhON1Xtb9BKGndUrbGUEf1a8l/9YfxmFQpYkCXGCBu2gJ73gJV1Sy8UWq1k6M36L+uIy8XiHuz/7Sapzs1SmTxMUirzqHb/7PYTO/lu/SH1+vjf32r2P9fu+v4HQM4WZIwfp1KrYjsPk0E66Lc3Y2GZkS2JlMjTSI1RVlbybx7V9tuy4gr7YphW2iVkJCKZdPLePhdxplAhZn91IuqEfZyAgqUd4MqFuNRmwJlkezBAFLbYWLuXICZs2y1h5j5r2uTLTBVxGtcftaZXfXbyVF/n9vMCp8Wh6PaSK+ZNVXN+mNJT7gde1FsMbt9Cs9EzRzkTWu80Gtuex7ZrncujO20jjmObSIq3K8hMi3RqLCzTaEbK8ESfby9xoP7JMwzpNPmng6YRQeowUHVJ/GHumgbaKRPoI2fJT11FzgwCTAi5YRmOGBnABO++QLoFSEsvSiNAQyICqyFD1StjJIhWjELqO1jlIF9ALRbgApJvoVkClLHa72P1dyu0UaTRJ1iXXucBu6oGL40Z4psslsw8xN7iBQNokExLTDumtBgXCkrgjWRAwtb+BJ1NUssLIAcIW5C8fxg9sJJqF22YRQlCbC8n1ucShQrpwUD3IruRyDBoBPGjfw8HwYV5lv4FmWiXbylHrWFhYLKUw25qn7G2iMJyjAziLPeIqlQ7BM2QWdvVrf4rF0yc4+eB9LBy8j7GdN4ALGEHeGqTeaiIGW2QXZnEH+giVQ38Q4UwXSN0SYZ+FYJHQz+LGEZaVIXEcms4YCItcWOdHJ/XiRx8n7r+Hdq1KLScJAMdkSGhhXI3b8SjtG0GHHYLEwlrukix1sXyLrreiHysdRjMJiYZ2CmcKRuy4CdjYp6bQSUIMJFOnf7hIN4A9e/Zw7NgxNm586jG2EydOkCTJ42/4bIDJEWS7DM2uo+4tsrzU5uaS5GULj9A4tRGtVa8M5zGwthMwBozShEoRFnu6C4XuHNK3KDgWM90z5aXP5AV9H7irhJUQK+Wl7Zgo13u44yhGOx5WK6GbOIyJRR5oDtCnOqzzAvIDLvPH2kQdGE03c3/3S3Q9wTo7oKVTTo1Irrqh5/xnjOHEt28n7nRASIwxiLd+Hv7btXDqW3D8Nlg4gGi9GPDRQD6Zod1/OZV2gTP5M3KFdBsu+2yb7GP3WJEfFfTWnqvpHC0ZciipcEMwgkAxqE9ywt1H3pPsvfwmJj71V9yVHDtbGgwwncbUwy6XZ3eQ5AqEnsdVJ7/NUmaERAiS6TbSs7DLF6+EzSoUUI0GwkChnaMV5BmeW6KZg05xBONmOT28kUK+zKbWUa7852/gU++7l+lDNQa9DF2nRSWYpa7maBRafGf5D/jX5U/SFQ5H/TabwzIYxYLezjZ5iBNqmlnlAjGvLW7F+BnEPX8J2QEY3I4+cCeOG3Is2MSA7CA9iaVSlGUj4xCkc1HLS9e+p34U0ekLQCtyhRy5KGW63qF86tMMF0OmCzfQSVMs18FXGipHqMeXMrrNprlsiJYTwIEZhwiI2hG/UXo9f5L7G2wjqSYOY3YJIfKE9W9yV7fGp8JZ6mmX5wZbGfY30BIB3VobY2fJcC7pFhSe+KLl6ca+F7+c2/7uw6RRTMGNMPIEguvJL9X4+KkKbl+BzYkkeyRk+uhD6GssgnKB5+oUm5TJ+aN88ZKbsJTP+vaV7D7U5JZKQrvex10PW3zS+hSdbMiNXoHn+sOIGIhrYPnYw1UY23ROe+yNg9gbB4kfOI2eqXFmtFDYpImF0QahFX4SkgqbUnclKu9dPE03WNF1UwbPytEJPMBjOLOeV+VKLI6OUn10mdDAtJ1idNRzmtYShE1q5ekL6piF20hObUTXI4zSyHKmF1A5k9VtwLQj9HILa+AxFqNTd8PhL2GlzwPy6KgFd/0FprQDIy8euftDi7iKbB2DmXsxw7sRT5F0QylYMwVKpew9B4CjfNqqxpi/haLb0+cywKIzxrblo1iJu1LSrdDJjwbpZrSmFlXx0nOzfT07JSTFx8YYw9HhhzloLWIahrSrQFq0rFUh8MgJOH1JBjG3Oq47ymVu+hQPN77Cg1++hXat0jt2Nkd9fvYcQqe+MMejt32N0w8/uNIwc0FJt8WTx9n/5Vuoz8+RL5UZFRt5SM8SDBRwBzKoKOGjc+8lEfDx5/81oxNbALjlviXidLXvM9KhZA/RNsv0hethRz/23lXzNY3HSM1jphUCBRK/TTFrU7CG8DMFZkybeb9FJFNqTo5L2v38d3EPh7iDqaiPK/ovZWdWs7/9Ulq1LpX55nmRbn4ux6+8/y+54+MfYebQAU4+eB8AuXIfr/iNf0G+b4Bvf+pjOK7HvTd/hut/6s3k+n6w4HvYamEPbyLNrrpe60Qx4GzA1qcBSC2HUGl8S2LFK/qag0/PPFgIgU4NuOAnvbFdhSkysDEaDDZ2tUTWKjE/fJqjwS7GMpfy1dYX+EyyyMtVFykN0tRQa+ayzxiMRiQhuBni1gDt4iDassiHDVxhCDIXNigvPButJVJqHEueXQc6vg1+79lS7QTpW+hYIcsBodKEwqZ0VRarzyde7v1/sLnU218brNwycS0CLRnd3NNKv3bHTj7zlb/jg8t/dvb83/7Zb5NxMrz2U6/lyvj5vNB+WW+tJQQPpPdwZ/NubshvRYUplmfhxz1iXz3DJliF/gHCZoOw2WDz9DHEum1EnovWBpHkOD6maOou24OUTqLJexFJQ1A+2qRbl2xOugROCRlqHHkFid8imyxgEOjqaaxuDYLSM9b+H+Ppg1opL24WSmR0ib5uP52Bg0zkdiGnBH2DkwjPhSTGe3ipp3TejcFovCQitD2cOMWRcCaWlSCQ3RBbZDk2kNLfgNiB0drFd7c977nNe97zHt75znfy2c9+ltnZWRqNxjmfH1V0MgGDG8r4rqIUDfO8Y6+nKgz3DGn2hl9k+dQPFupbG703AKkiNatlFCJOsRxJojUddcZI4QKzbs4qkSBlLyLkdFdLXZVj0eq3EAhM5LOtWWbISql0Eg5EEc3lmOFNWQQwVF3PRHUnx1Wbe6NlhmyfnZ3mikNJ736UJyYxRtOcnyFqrywwf+ajsP3l0F6ABz6CaEwDvXvWtAbw+taj1hgMWKZHuvmuTf5iZh9dIHy4eYy26T0fO+K7cExEM4I7DlR5zuiv4gqHaM3k5pRqUm5NMFLYjvI8vKRLuV1BCQupgFRjj2Yvarm3MzEBSYLpLINRBPXewiMbuaTL92JMG4yhkSlhIdCJYmx7GSEFaWS4ZO4GENBwWmBg0BR4cOmTGAy5wmaaogtIWmaEXcE8L/N3EZNwX1JldnEanACKI5gH/hadppjb/4Ls7hto6QGsFU03ZdnoVoSQDl7GvvBZqOfcsNXnv1BvMP7wIghB4rnI/gIDqcAAfrLYm4TaNnWj8SybvUMORndZOpWSLTlYdq/U+0xYIAp94qM7+Cl1HdoYuk0bIfIYNAu7tvP/Nu6nkYasc0tMZq8iEQGZpM7xJYc9pYA4v/oOJkszeJmLU14KvT7mmte9CWFJTs80acS1XsmyY/Eiz2MwUWgvRG+oYhuXvvowjc4CQilslZAlJnl4ASksVGGUmT2DXJmxMMLQbPXR3n8Dn2oe5DeXv8O32MMRax8pNqgQTn7jHA2XtXB2jGJtHUKulO0rY4Ml0bkAIy3cNCIRFplkRUPnImu6CcsCk56jhzezbz3R3ksoXDZEZnOJroZFxyZeEba1LI2nYlJ82qaPrFhCP/IQZqoCs3XEga9iHv3y6klsCYkieeD0WZfzszCmZ7Tzv14K9//t2XFRCR+VuwQt+jBW7sef8/2I1QxevbT8lJ8T9V26KbF0z5YCu8rj7Rv/ipI7RKjaVKPZ3m8sBI2g2HM5lBbY7mO+Nz9siNot5hZP4KfnEsL5oEe4AfyOfQt/aN/WG7FX4s/CMejvcoQKM+PINdMbV3mcPPAoX/3QX5wl3M6cszLd03o78x59/gPvWyXcgKkDj5x9v77nXXsGcPOfv4+Hbv0iALbjYICFoENmuISwJFGnS9o9xXW5SfoHVsX/A/fceyCkzY78dbTdWq/t6XeVvxmD0AY31GiWuaRwKf1+H6Ezgyt81ueuJHPji/j83p/gW9ueTyHqcNOhX0ciOJBW+L3KfWT1PLZMMBqqc0+uFNENMozv2M2v/4+/5Xc++k/8/B//F6CX4fObf/l3qDThoa9+kZv/239+3GOFrSa5785YUwpp1FmNv1Ta+JYEpbCilWD52OB3H+pJQ8W9OXshrGMlMZZvk5nI0r9udVwqxwN0dZMj7e+QNT3C7+GkiorbCEIsMQfNXsDlGUUaQdiE4iidtIC2esSRn3QxscEpPHVH1/OBVXTRK9qVtk4oVRrfU4YfzrYxymBnXfpfMMHgqzYz+MpNBLuGcIfz5PcMkNlcWp2jW5LyyzZgDMyfaNI9Mo294oj+7mvezTsuewfXjl7Lr+79VQK718f/+Uv+nJ+79GdoelVm5ClOmWMcTQ+Rn3sVmUKA5dtYKqHUrdC0cygk9jOU6QZw1avfwC+//3+y8fKrqEwfxIl668w+d4xd3iv5x/u+wKe2NWjEioyjGcm1Oa1TrBTyc5rhSga32aVQ12TaeTKLfZwuvAAwWMe+DEdvfcba/mM8fdBKEa6s/cvJMIWon0h2iQYicm4Ru+TjlHpzSreTEpreMCk7ESCI3IC2u9oPNWPR0/nE4JsC5abH7/+C5NfeYfP2X7fp1p/6POep4rxZile+8pUA/ORP/uS5RNIKe67UE0/ffd7znkcQPDtsXB8P3YyPGMzRf3KKqeWQYjRIMRxi2g5Zl29i/fUL4N0nz60jXYNzM90MOlYs+48yzK7el0rjOoYT7VWx0gvOg6xZzJ/JlnI6CZmFGkkhC8pgXIsol+B2beiWeE52iaNOhpmOwg1ctEoJCg5xlLIp3EdDPsrt4RI73TLr7YD5ykFGB3vXXJ7cSNzpEndaTD9wL5uvvwHK6+GSnwEnCzP3wZwNKRgk04M30OduwLESqHfI2QmRcbBsiz9+zT68CxzFeqYhUec8Ny+obudr+n4Olups8gcpk7IrvZvjcgcNBij7+7g6s51vVWzOFKLktODa2VfCBoXfapARCZmkizIaZ0WQ0s5f3PtmrbG2F1YVb8kj9fJE6TyurqFL09h6PQK4/5K9PHDvEqo/w9juPrpLIZdUX8C3Jj8LQNZ49Ms8y81HedT5GpP5y3GyJVSrgoPDQrqHFwTHeTgZoKVDPuQLfi8OQURgOeiv/A+s8RKq06Cg1nMy3yYSNn6tSqcpkC7YzkUmd9dkurloSvNt5rd4RHaWyPfIuxZz/a8naN13tuxuOQ4pG4uNJQ97qoaKE/xgmPV7bJamDW2/gRcakppHt5Nl4O438Cvm9Sz399z3BJJP6VsYz44jhOAlkzeSTzzsZAm3lXJbdSPXFROGfWBlCDBpjGVf3Hs1snkbQxs20a5VabpZiiud6iWWzempOZZHOhT31ejMWyQHuxytf4fy0FbGaQMQ1FuYtIwWkuX1RfbuXyQxVUycob89zt7FPSyNHuM/VD7FT4++m65J2OBUySdtWHwEhnZ/T5uEZ+NsGcbybAhTCkoi10SVXZ2iLJe8tmF8HAoXWdNNSjAJbhTjug7KgPLXZFtmHSJjmI6OUM/soLASFMgkS3gdyVRmLxm1QMb/BqneiiUPIlCAQentYDvIkSK63oVmSHTLQ4h8gHd9L+OFDz63J5A8sg/6tyAfsCEBjUT3PQ+18eeQhR+OecSzCjPfwrrn1wAQT4Orn0njXpkQIFVKxR/A95ZopSF5BnBk7z9TE3O4cxfP8V4NQNPN02/WZA6LHw3SLY0j5kWTvFlHHNTJmiLlAbDKq4LoNRmihQEDnurdH2FrDGCnMand+84jRGa7FLqQGpfNrUmSTJN8vkCmWKJvdJwj37mzd94VQ4v6wjwf+de/jZvJkh8Yol1dRivF8tQp/uznXotOU4SU9I1N8Jb3/rdn5B4YY0jjmEy5j7jdpjwyBsC032VsZRulYrIC1sn1uP7Ke5wkDB3bT1ScoOX2MoLiuEZdL7NZjhDYCdI7lxQQStPMAt0GotEkcAbpdwcpF+doLYcI7RDpEN9IHKVZGF9PcNwQJFmMG7I/qdMlpWxN085tJ+okJLHCOU/y4cqbXnvOv92gF3hyPB/b9TizGmhVHn8BaNkOthegog4pLmk9xoQx3eQ0XcsjdHzaVu/+CAGuOoaKUzKjw49z5CeOOE1p2VlkavDDNieihGLOJZWGwqBL3GrTFw8x6e+mksyS2h12M8h0ukg1rNGPi3AagMZEKeKZnKermFQn2G6WjpvDTmJycZOB5hI13YdVLj9z5/4+sAd84sUMINCBIYhDROQQGg/PtjC1Lsl8HWmDN5pDeDZESc+53MRgUjydEgsLg8T4eTQC6dkgDSIfcdvXF/gVex62vIKR7Ahv2/c23BXjjTNr9LHcGGyD9dtGmDmyTCWscsfn93PVNZPkNpYwxuCkCW4rIgwCEOIZzXQLcnmCXJ4b3/bP+c7nvkJcmcG1J4g8i+2559DvDfHRkVl+8mSbdn6Akp+wbFKSwCf1bBwqmLqNkgW0JTHKpeON03bHyLoKa+Ze2PPax2/Ij3FR0Vicx/V8hCVpGYeGOw22z/bha3CWJCrTWz8IIeibaXBqJfBrJ8lZgmTGhuFe/I4wdbkje5SXJRMAJAnY2iZZSSJajJYZvQjXuRbnvSK69danj0H+/Oc//7Qd65mGMQahErwBl0w1oep12Rk9h0W3TipjmpQJvvYn8MJ3fd/9z9V0A5EojBWTbyxgtEVcjxGOi7cmnHnBM908nyhTRFXaqKRFulTFaTfpDJVW2gOyExINWrgzBstoNtk+MxbsmywxNR+xedRH6y5OxqKQ9DNu55lTEanRNLTk6MmvnyXd+tZtYPah+3EzGZJwjU37jlf1Pnd8AHHbMKyYPcX9O+hEoGwfihlaQF63aYjS2ayRHy2cGxXcE+zgS9zPTNSmT3qU7SybonsYEMf5WvbNID02OAXuWvPcbG2XENh4/QVCSyI7TRpOEWX5WFLhbi7iTFy8EkAAd8sWgiuvRADuuE9yukZzPAPSpuCPM2fuYjTuRxrNcqYfVjpYp8/HNtCOXJ57+ic5OnAvQyLHb/k3YgVZ7ugmiIymKlp4JsUTgpqe4Ln+Vv6+M4/UDnfqCrWKRalYhDTCco9i4pSuLEPSxngWpbhBU/rIhUWym4vkShc384ggoCZj3LkuuuPh1lo4rZR6foysdogDn6nBN7Ct8wiD0SNU5Dgty2PZCIoqouBbtI2mU+8yttXDH1e0ypL2N9rEVRcwCMCzLYa6687mTQ7mysyq07xsw8v4tb1v54v3L4OEcqfJWNCm2UkQ2tAUBQyK+tHbLuJN6mFo4yYEPV2yWq3BxMr3qenyqsaD7H9+g7SWpWMXaVtLON0c03UQToAUkHNioigmtl0sbYhLHqJ9grCxjmzqcenMy5m2P8fpjbCYHOeEzDGk6uS8AHH0i1DeCM73z/aTurc4zitB2V/tv2yV0vS65LULcQzFi1syL6UEFWJ1l1C2wbJ8tGVhpCDtpMQYupqehEBmA0PLx8CAsj26mT48kdJKizhpDcs5iUCD0RiTw5KHUOlOrNESuh2u5N4LUCnm796IOHVnr2xx8mqIGjB2GfJQEZII5fahNv48YDDKIKwfK7mcD4xcU7oXPnWBcZmsKS23bOp+GaEauKmDU/KJltpopXlEfZk7mp9myNnI5YyhpcQza8a6Hw3OjTSKiCQMp4O43SIJMLDOx1MtSHokY245hCH4rek3o4TCFhY628Kzm9Ts3nufjVoMdw4wa0ND9X6zrC5R8+e57rrnURwaIVssnSXd1Ipky/zxo/Svm6S5vIzjeQxMbsDxfBZOHENKiQYsx0VISRKFOE9zRm3c7fDx97yb6myvWmHDpVdw9atfT+eLs5TaW89uZ+yEdy1VGN3y+tWdT57AyfhoA1aagFa4bokRSlSsE3RTB0sZ0k6CFdgIIRBAuC5PahmGbv6v7LvxYwA42Rp2s0C7FWNJG6kSHCNYHJ4g6FtgW3s7R9yHKFkuB5IWA1ZEKDWZgker1qV8HiWmjwchBJN7LyGJIoLc4x93efoU2UtegvEyWEB3uU6/k3JVfYlARQQqopPNsdBYYEPkodiIkU380tMnSWC5Lrm0BoCdJtRTC+PC4ERA45EW0rHwnJ4m7LA3SNcyGCvLpniZeQz9KkYH/VjuDKa9CZ5h0s1OQlSnQiXNsa5ZJ3YcEuPgNNpY+566zt35wJ8owMMhrheCBrtxHOVuoy0APPr7PZRaAO2CzGOUxhYKK23hd+aZUMv0RynHWjUafVuIzSg6kXS0h91nkTYtUiP4+NcE2YN3g+ugtSFo7MTxbB5cOM2+F56rmT62pZ9CNcsV8QsRBRetNRaQSzqURJN50cvMfSYz3c4g19fP8KYJZo9FRFEbkR3CA8rOEEbGLNgRrpKEWkLQZHmfgycjdLjAg187xTWlG7GVJu7aiI2XIaK70DLEOvxF2P5KWH/tM34NP8aTx+LJEwyu30izsoywhymE4xDDYOxB2iKRIfF8loyw8dopRmjyTkou6mA3lwEDlnuWX5lpBXyk8Agb7DImbTGbbZHYPcKt3DAcOXwXu9P0oiYDnPeZz7iQPhXMzMxw++23s7CwgP4u8d13vOMdT/n4zwSM6FnHuIMFkoeadP0qdttnLj9OQ5ykoCCdewh7+h4Yv+J79j83KxBMouh38zQLPU2K4HgVaRvqa9z/Ljjp5jp4nTr4oOMC3YGNIC28VoSWEiMNxgi6Vkw+dpFOzPow5v2hgaUldhf76DRSVKIhFWTcHEsqJmt75KTNqbRNZfng2dPZrotKU5IwxNCbLFprsu247p8j7voG0IsMF6yQJM733PRWYGlFajsXt9zvGcJaHtEAurKHnekl/Cf7Hr6WuxHQaCOYOu6RbdxJGht27bSJ1pQtp+kQ0sqQNmIKgaIU18kmTYy0cOKY5HSH7BUXwFHqB0AGAd277wbAv+Jl2HIYt9IgWdePpWJKzX1oR9N2sisvjwGtKAw2eej2Jq5vsafyYp67+Dz6yy2Gt7aYfO2bOHLbZ9F2gTBpkNguSeoi6dJR69hlZ/hk+yiOsvm3o+v5D+0WBScHwiB8j4VOgI2hmu1jMd+LGlt+l3YkubgUJWDZlLQLQy5JtYhthhg73qR1hU87TOizLUJ7iOnRt7H+1B+xOPIONJqGtPHjlMFA0qpnaFc6GFlGmgQ7SfCyLdJUAgatJbY0eEmA9FM63S5XTV6OX34+N617M/efaGCRQqSxOxEtWzAmBCovyK/IDFjuxdUiA3D9gOHN23jwK1/Asn2ibg2v3SapHMfc+wnav/4GAtHCbw7iM4jlFFCFDmOZHoGwnBXMpoowkDiNiLYd8pMPLDF7+TgPzuaxgXZzC4fr/8Q65zAjpVdSSxsMdY/3sgy/9QHw8rD9JiieO/m10hBwGdEWdSk5UxAkjEamebzuFNj2ORnIFwNuNk8cKpTbx0BkWOpze6y3JbHzLv5AQF10mEruZz7zVjz/GAB+rDAiS2gptFNA2ssImiBsMBopm4jwDuSRDyPmA/yhzcSdzStE4xDm1N2IsA6IntzAP7sdAOvrXwFA6wQZHsKyjiAazcdq/o/xWLAi2PkKAISdwGef2txrLA54pLhqliESc1ZjxS66CCRe2cc57dANFxgJNhMmGlfFWEZzKt6LJzoUraPnPzF9FqLaWKBjYkS8yiJqK0dNtehWDJbt8EufbvO1t8GLm1fjrFy1JwM6Ky6lAG0vR8sMEe7LU5x0qd85y2CUJyTihte9Fbvkc+hbt5/dPl0h3aozU8TdLt1mnZt++1/x6G1f4+T+ns6YMT2RfNv1cIMM1dkZhjacq0H5WDhwxzc49dCDnH74QQyGdbv2svU517LpsqvO2W7m8EEWTx4HQNo2pZFRomaDynJIMDxAWG0hbEnLm+MSUaSx1qV5Zobi7Dydjet67qX2ah/oOhZaaNyih505t28MSw4ojaNHMHGMcF2yvs3Rvs/QbV/FvuP34PY/h0phA1aaEhQ02e462qV7mZQF7o0WeHVmmdl6jJ+3CJsRPI2kG0C7WmHx5PHHXfgZYwhbTdI1QomdA1XW50MC1cvENkAoPcp2gEksIMWoDn72B2vFnQ9iVquX3CRmrFii2o5x8wGO16U2J4EBaq0mwja0rTpOZhNT8Qk+0jrGe0aei4irCHe5ZyI0+AyWeKoYvBxWcZyg7NPs642qhcoRlnQe60kaAD5ZuP05QpMlSVISW+DaAVGzwxcOn+SSTRtYt7mPYt9J2oFLXQ7TEzeNKR3/GoWRMbb/xOsxf/WXHEUTLB9CC0GnfyuWHZO/bpD6l5bQcUQnBKcZQkaglWHxdAvblTQrIXPHG9z4S+dm3B++ex5R8BC6l1hstbtceeguYschNhZexsHxnnnSDWDndddSXXyY1M3SjWNCu45HH7E6ziN+zBVuRD10uTTfwan2kfM1ofB5ztStdMdfgUw1WIKlhsFy97Gt8o+9QOet/7EnV+Rd9Bn7j/EYqMxMEYddwigit249vsojXAv6SnTrc1h9o7jDRVIgfOQUh0SVXNzPpIqo5nt9nB0tEetZLHrj2lTaYjMBNllsR+AnPqETUi0IFtIaWv2QkW4At912G3/xF3/BsWPH+PjHP874+Dh/8zd/w8aNG3nuc5/7A/f98Ic/zK/92q/hui79/f3nkFFCiGct6YYlUY5Lmu9D6zZ9nTFYENw5+in+pbeODyTHsQ/+E4TL8MaPQOaxIyoGMEmKXLMoTSKFkw3opGt03p7J6/l+WBPpPKPpRq4PqSDKOWAMWmaIs22kkSRxhhF/1Qhj9HkjWPc1yBRd6nMhQVgmqhe4LzdFpBU73SJBGmLSBLEyicoPjbBw6FHiTofW0gLF0VVND92NobOqKTea7TLVyCG81TtjaUUq7XOIuB8V+P65If+FGYd9+lWcKD7CNdYX+NjQ88i3Rvn6vbvQpkeW/MTkJL9eKPGf5sExUGhsZji/Ebvg0rUkE41plOzde7eSYmKFPXhxS7Oc4VUxZBMtIsV6+hYgHFaQzZKPfLKqRj23qlNihE1F5tj6hj4O/v0JEFCLXKj7WJ0FqFS44fKr+dWbf5e3TP4poavJLy4Rk+N0vIe356Y4kixzV7zMrbN38KcbXsl/UEVYPEBHJRxL17EtdTjlrN6bMxoqbnBxSRD81X7jzHuaWxYgY7KBT5iklJwMtfwVTNp5xhvfYLr4QpqAymW4crTKoWo/Sdtl6qEZ1l+2kWIjR2aDYObRlDPDQpyeec9sjLEpDZZw1BD3HGmsJKPY4MHosQbbtmUYRSDXpKmYZ7A84XwwumUb937+06RRhOPmICjRGsvhHSjjVTpE6/vBTyB0KCT9JC0Lyj3STcdNnHQIY1uEfRmWd6yj7+5+6seP4ORKxGmZHfNXs3/kGxztfosX9P88j8obscWDbG5/E6Jq77P/7+E5vw7uir5Tt46MG8AAZS0Ra9wMPRXRchRioQkbn9hC+JmETmLSbh0yGiEkxdlT7KxluXPnANqxIHAIU5uOrvH1xiKvW9nPMjFGgJ1KjojrqPiDDJgp3GiRkoh7JaO2jVBtxOnvwIkv43h9kLQROsJYBcyGFyC2vBCu+XWgp+N0Jr6iSXCdu1YkwC7yO/nDCKF7GmqAIOWpppiZ7zKSUp6FY0lA4QwEuAO9vnTLoQ0E/YKZ8BB+9jJixyMVkqnkUsCww3qUi5xL/JQQJRpjDA8uH2Bz4QYm1++DJQHaYLuCy48rgqEBAGQrQhiBXJFXlhkobE3OGlmdwYy/FXzIDkPzvgX8eIgTxTrVA8sMXjOO5axmD6k4RivFwvGjZ0mvkU3byA8MceCbXz+7XXFwgsrMFJ16jeXp0wxt2ETYbmE5Dvff8jmidou9L3o5fj7Hdz7zj6RJjOtnuPMf/u4c3b363CxLJ0+wbtfec7LlHvnGV1Erpa5v/sP3MbR+E4e+9iVORSmju3dgBQ5h3GZ29rNEMk9QWin9MwZaTUqdKkiJEdY55xu3+nnUyJ4O5FqsOJ5jW8jMRroPP0zmssvIrpRfZrMdZuIsrzj9Wb5xye+gbBd/6whj+/egzad4KKnT0imvC2bQRtBphLQaT3/gyF6Rh1Bp+gMN2JIoxCiF5efO0l46VpS96CwNJwAlHBwvjzvbI+LiuPOEnFGfMNZICeR0SMZz8V2HymxCNmfDipjJuniYe5O7SUzK2yf/B7e5E3x+6X/z70yKY3UhmSWeqiA3DfSyp58JqBjSEKUEiSqe8b1Fao1VqyKCC6sxaxVdlHZwnAQHCGyHzUGG3UGJowtt1pUzXOL7JNUjiIeXKRmwx2sAOH4AUlIpDXP54jTTwMGFI2S0oj16KX7JYK6wUO0EkSQwnkMmAme5y/qdZeaO1mguh7SqIc+5aQOF/oCokxJHins+f5LgqiEyw735SN9SlcDr/Y6JExB1kvMuq36yEELg+g5BGNHJZfAY5BUb3sifPvR1Piin+EUxwXguYjQLMjkECZzqKxNcvo64NkNgD6MSRVjYzVLaYl3hATL1A3Dyjp750uYXXJDr+DHOHzOHHmXx5HH8sa1svKGXlWiUBik4FaZsKK9SVH1tGzfpPa/5tHOmAI4wGOcfl1wq0x2kgHQQGjKijwAfn9BelexazHTRaQoXMR/gvHu+f/zHf+RlL3sZQRBw7733EkW9F7Ver/OHf/iHj7v/u9/9bv7gD/6Aer3OiRMnOH78+NnPsWPHzv8KLhBkmiKMQQUBmzYv4jgxfeEoOzvXcHBY8YqxCVom03Pe/OvXfN9jnOUXjcHECsdeMwAYgZuxaa4Rh73w5aWrT6KwUpSlkU5+1UxBCJCGNJenm42IvYTAt9nuJdhScLrWZffzxpCehZuxQMPz4lfQQvEfaw9RUzGjlgP3/u+z5xnevots/wAYw9E7vn5Oc0y9ew7xaAloRw5yzWQrwSaW7oXXv7sAOOeaBFi2QMoCLzj2EpzE4SvdBW4+PIk2AjAIYbj/8BacFSvlbbHFZa1RrKGeRkOu26TUrpBKG6U0TrP3u9p9F3eJ427ZgrdjO8J1UdV52uMzmLDJwJEQFmfBGPKdDkHUPmc/HZRo+hnGfnEXo7+wi+E3bafWDRhMJNx3D8P5YX5m4AU04yUUKUeDBvPpaRJjczC5kXcXr2WXXcRB8OkTn+cvO0cwwuGbukum+HJST7KYH0KmCbJSxzYJrmfjXmzDjjULGxEvYeIWTugh7F5frC3JbDcmxeLg5veyPv4Og/YiluPSVQnTmZRSoY1lpdQWHGYHHiG1ImyG6Rs6hmr/DTK6DUf27rcABssJb937Fi7te15Pb8iCkZLLlkemcLspBdfqlXGu0fR0chdXi+wMJvdeyhv/7R/znNf8FCrtkWm+zuGUykz840OMHhll+5Uj7H7hAEObssSFPHV8NII+RzP48DzZageZKDr9GdLBMfRCyNh4nVxwEsc43Hjorcx1T/DxmT8kNBEPchnp6JUQ9IN0esTbwc+sNur+j5wtLy1oge1aSJXixV2cJAZrpc99AiVIzzTOLujTJknURgib8uu2kjcGEyZIT9JVNpm4wNfl757dzzYa1CJSNbC0ImwWWGaQ2wpvYcbdSaoBy8bYOczwpfC8dyKueRv07yMdfyNq4KWY4efCc3+7R9AB6ellRNgLTPX6vR5VVE8ldfXjz/l82saG3BBk+jF2jlVDlSf36QV+zoVjG0DjjWTRsSJe6tJccrns+FaOt++DuEZqudQzZbTukpiIv5YO/+ve//n0PcAXGA+caHDzvUso+SJe0P8LrNu9B38sQ7Zs41HDWWGNdZpihykZ7WOdnYq3iBMF8lzSjTXlt4Ov2UL5Ddfzpq3/k7u7vQWFvYZ0S5OEe2/+DMfvvwc3k2HdnkvIFIv0j0/w+n/977j8la9mzwtfyqUvv+nsPmf0xe757Cd5/8+/nm/87Yf49ic/xl++/Zf4wFt+mm9/4u+5558+yZ0f/wgYQ2FomMl9l5Etl/EyWeaOHuJL//PPz2nyWs2y4uAIRmuWTh6jpTVyZQyNVYfLagdouBvxzowXjQacPo1tNNcfu53h//hOcnd+9eyxhmQf/bZGrDFa6FtYpm+53jNTUBq9bitT7/gtlv/qw/S7Q5Sdfkzfo3x5uUnYmOfKE9/Gj7swkGfrZVdjx4aMdDil2nw5PkAgGlgSWpU1sidPE+w1wXYVJ4+5XbdRx3IclO2h05CkFtLVdXbml0iBLi77+/ay7PeTbT5MZrkLukK7vYD/NJJu3tCqDlqh0yDshKTa0LItLFvgZXvkzB69lQGZoZrOUVXzvKD/57BFwJ3deUzcQcoKdJuoQwukxxeftvadA52AsKm2LaS3piImVbhLi+Be2OCMzLkkaxIp3Po8SiRcOuBy3+wif/TFR8hNbMAzMDhaYWSkgjCaTL7I2J5LAXjbVJFtJyZ5wYlJ3js9iNOtQtJFCEGwqUR+3xDZS0dhII+ZyNN3VR83ed9ifaaGIxVGGz7yB9/mv//m1/jIv/0WH3vPXcRRij+WR4UpzdkmO06eOtvGdEXiyPUv3L0a3zpIZs282tNFin4eio/wr+QdfHpudc5rDKjEInv5BK48RixipDJ4uh+d6Wdq9KchPwoY+NzvXLBr+L8Rd3/2k9z92U8+qX21Upx6+EH8bI6x7XvPfi8siRCC/aHAyjqoMIVql26Y4mof3wspm7A3V05jEinBMvTmIIJXe5tor4yfg8Zlm8zxnNkXcdnMC2lt8dHfZfh0oXHeq8f3vOc9fPCDH+QXfuEX+OhHP3r2++uvv573vOc9j7t/p9PhTW960zMX6XiG0NOwkSgpyPT7BHMp0rHZOn8lhzd+m0TCCzf084Fqh6sb01A7DaVzy4l61MhKqWCsUCal0Og5TzVDhfATGs3VyZW40LfIdTFDI8Sn6hhlYSkJQpKtx2i7Q5K3CYMIK0rBOLiRJPBS8g7s7c9ystJh/EUlvG84xJ0U6cPI/HY2+AW+JZbISxtLSFS7ejZSlx8cxs8XSaOYNAyp3bGfYEW3xKTqnAyQbippdfIwuMpGZVQXZbsX1X3zGYM587SAQODlbXTapb97KX2dr7J89LVEXocdQ4JGVZEttamkPg+VFAUtuCKyqQpDvuBgKh0sN8JKElpOHikFjmth9/nIzMUlkdz16xGOg79nD6gUsc5DHYuxqks4tGn5FkYmpEIiVILB6tXers2SBaQjcW1YoI+J2Vmo13nFnlfyge98Fc8rErhFljmN0oIxMca8/ll+I/dyHoof4O+7f8PfVg/xUy//P3zz1j/iimSK2s6tCK3Q0kJ0U2zfI45SrIudweV5xMMDJA88jDFlVHMOyxvCEW0iWzO/bFFvNKl5Dpc7dSreJWw193CPvwlcFxEnZLJdUkClkupiTNmPMSZiaNMGRPUriNbX6Zg++vsuwQCjYz0it9VVlHM2Uggu3ZineositgWNRNHuJAz7q/2XvsAT3MdCplAkUygyd/Qw1cU5XM/Cc4vYr30N+uYvYIcTyEKCZXzcwKIbO8QIalYGN+kwt3kSIRRSaaTSNDZvIvfQlzjsXk05aLEopvBUliRNONC6nevi1zISrOMu8Xyuu/YmuPM/g1EQrtiVGwP7/wHsX4QEskZgXAtt2UTWSokZIYyMXnQ9N2C15F9IHC+L1il2v4/VFyBaCRZQycwy0dzM8YH9nIhjCnjYyjDxjQ+gtu+jWbwMLX1qlMmmJ5FWspKoIki3/T7OtZdCKQN3fACTLYE3jpp8M6Y/e5aOUNNV1Fx9NdNtJfmlmrj8xukbuQi54T/U2Khn+OOtd4PlcFJfysZX/eJTOt7Jz958zr+NECSyi7ADEJBUQ3SksE3M7tlhvpScQMQNiqmhERTJaENoB1SEw61HP8NwaZSbNt30GGd7diJJNWGkkAIS3Zvcm64mMxpgT7dxF5pIv7eAVGFI2pehFGd41D+GEoppbxa7dCMlNwtaYekUhAUohFDExkd6FkIIYh2C69FeDrHWmPuoNKFVWSaNI4ihb6xXPSClxYZLr2BpqrfAHlq/ibEdu5g7fJBvf/Jj3PXpf2B82w5yfQN0W01U3AviCGkhbQvX90mjCNvzWbdrLy//9d9m9shB9n/1S+z/6i08etutHPjm19l46RW89l/9G2zHZWzbDmzPx8tkSOMIk6R0Sx52pQYG2m6VMero4ZfjZlaygBcXiN0MOlXYYYKz5wpyD99Fc2KYpDTEqcwig3lD/cwiXRscA2fmSsaSmL5hSFMqf/VXDP3MT2AJhyFvlFYp5kTFZtfiA8ihHQhhY2Ucnqd/kTvM/2GXW+ZI0mKrC0pDHD79CzTbXUuQxjj+9w96NivLWJaFcQKk7WO8lHzqY68YjUS2xXJmCHSXYuMkTjwCso9Ugv80Bmvs/hLhfIYkkPitJkLHVBox0rbAElgWZAqCTDTBJjtPmUG+U/kULx1+G1cHl3JSVRjQXXYkWaSsoE5levutH0A83bIwcRssmzjOIK0OfS2NwCCVxg474DyDenLfB0IKYksSNnvXKa02qVPBTQtM9gvCOGA+20+pMIvX7tAiIR9k0a5LUChy4s5PQGURj0ESbOZjizidQ8ZttOWCFD0Nx1AjPBs/TQjDCJPL8dyNNTJzguWWw3zbBdfFsgTdbkr/KzYSL7ZoxppuPcS1VudtVi6gNJDFDS7cuiDfF5BZcPC7HVIBacZh88B6FlvLHIhPMjQvuC50GAwShOitDTtNQ2mrZvlEi05mmGy1RWPLbjpVi3j4clzrIYiaMPsAjF5ywa7l/wZ8+S//G/PHj9BcWsIYzSUvecVj9mOPhaWpUxQGhwhyBZzRnTSaTRzPI2q3SS2PqNvFyjhIz8IkmmWj6ObaDHkpWZkSOX7P8ENrjB9T2pUn2DeCK9/JVGuJ3NzDJGGbax78VaywH4nkwcEH0d/lHnyhcd5v1cGDB3n+85//Pd8Xi0Vqtdrj7v/Lv/zLfPzjH+dd7/r+hgPPVph6C8fxMWj8oSHkkSXyOwfZmV3PeGkvTb3EJ+f+E/84toWy3MS2R/8Jrv2Nc44hhUAbgzEQNzsE3jDNQq8MNQznGbYDOmn3nO0vKISAeg3PD0mTlMROSU0TYfppDaw4MKUO2B3CgiDogBfbtByBn6R04hTLszBnNExSgZaaCbGXrriHe8IKOctlg9+Hd/o41rqNAARkqIchUlq0K0v4Vq/0Aksi9GpZgTKCTr3QS3lbQUcGpM7F1456JvDdRKKxQONgWYrnnPx5RGqRCYvU8inZwRxNk5LaMUmry+VRiaY0DCqBCCQFKdCOy0h3kYpTJkkUMjJYI85FJyyl55EuLJLOzxOfGiDzc69GfXkRE1UJul06m8dwVRfHaGyV0F3rHmo0IECIXomxLVluWEz0uXDiOIV9lyDmjhNsugFbuDh9m/GqEkWCwMOjzFZ7N2/N/DYGi1tvO8B1zs8Qq5hoxcUJrYmPVLA39AgQ52KTbkGAs7CMOzJM1Eyw+7eAAR0bbMqMF+HhzmF25gapKUkhfxX94S3IvE23ViUWgqFyi2olR6oNyf05utc38WIbkg74Y0xkqiyGdzI+2tNo2rzeI52p9hyqE00nVsweXMRkXIyfMh8mbLYkck1Ghtc/cLHu0PfFlTe9lpOPzFNbaPUG6/RS2JBFkgFhSDId1r3Q5/SX7sfvtImyfcSAY1lopTFS4HUSVL6Ed9Pr2DQyyUK3QLF9mqrbotQdoZKdYaH1CEannOoc5EtzJ3hNOsuO/Do8y4HqcVg6Cn4RsXKvJOAHq+9gikMQt2FuFnbtuij3ai2sM4vEFRJBShutDI69ps1BwqW1y9iuE3JZ6LMMqR3RPFxgQ+kT1PpuQJDiGwsd5zlpnsOC2MOo9yCFTES9HjLf0jQG3syi81PoRJHBcO1iE3vzEKQKtdyCRJ0l3c54Oy/HNvkLGJX/UUHcXu3H8mIa7v/fP2Drx0dZpsDlZ/9tBGS1wCo4qFbSi1p3UkTgko68jpccDjDXFmgjOV4aY2ypVzCSCodjnRM8tPTQDx3p1o01y63eexKpFhIX0417roS2RFfmSeIqaaNB2u3iVjrsWBhmZ9grIz/hzVL2JtArEVd1tvTQRuqw98QbMEajVUyoY6ZOOxRzq2TC3JFDxGGXIF8gWypzxStffU4bz7hr1ubnmDnwSK+t7Z6RRrteQ1oWwxs3szx1kjRJyBZLXPbyn/ie/QFGt2ynU6+x/yu3AD0dsna9xj2f/wxTjz5EEoWUVyRDVJIgtYUSLtn+XvZUpTnF9jjmdCvH1qBXfqyrNRIshDDMZsdJNg8R2x5icg8u4GeabHK7POIrVByitSI1KbaRvVJdrTFG03jlWwmO3It7cpFlbx6DoZAv85n6FVzvwmRjikPlzRgl2Sdv4B75OWoq5n5d4UXOLFmpgRLtOw5juz15FWfbCLL41OQ4ziHd4vgxt4vabUa37kQmIdVOFdGwkIXa2f9vuQUQYGvB0MzXSNMcUTOLcdOnlXTLjw/jH70bX0Ps+XhIYiBRCj8vSGON7UFJDzCt2mQtm5ZaZgiH0fw1HKt9lBf6w9TCRQqZGbQaA9dBzdexR0tPWzsB0vYyJjtEuxtg9xWprGT8pfYxPEtdFH1U7bn4+d46JugojLGJRUhOC2zfMCeKZG0bZ3iEeH6GqNvGSmOcIODk8aPcG/XmAA4xBTvkuJ9jRNYwopcZmqp5kuMObsEjHsqAcfjGyOXIXI7rRh5g/8NdLBvSHUO0Q4FtCaRnIYWFlRgqh5ZYGk7xwoAkkCjb68kduReQdCsHGG2wXJc4jhBasyO3k5OVL6GN4fP+HOuPXcpL188SeCl9skEy0IfPEl4q0ImisBCysLFMlBmg4+zCnb+np6d78OYfk25PEgsnjnHkrjuZP36UNI7I9w+AEMwdOURtYR6VxBQHh1k4eYzx7ec3V106eYIgXyBqtck5NrZ2sF33bP/42/b/ZKH571F1F7uVEGJTyAzS6VTwZQtbp6SWgxaCWMcYSmR8lwSXjp9QThKwsvR1xwmVTejU8dIhqsdOk+17+jQvzxfn/VaNjIxw5MgRNmzYcM73t99+O5s2Pb7+zB/90R9x00038YUvfIG9e/fifFcn+L73ve98m3RB4E93ScZdZKpouQOM76uw2FfGybsMkiev+xj1tnPQdLk3u4GJqdv5bvUAcTZCb2gtnkZaq1uYlXh+cw3JdDG8AYTvQRQipMJJbRzKOO0OmL6ei5TKYKUxSTYktRJSWzHoxnxzMWS9sTi60CJfcGlrTbjYxAkcLk1v5CHzHT7aPsH7Bq6kkzbQx/YjJzZgugmZxCVNY0CwsHySoOzjSBeHnpPiGbhI0q6PMAaZJggh8HWEdn6YFWB+MNY+Att2F1iwBMPOBPEtdzGTrzKXP4p9ZZUbaq8n/YZHlInQRjGZWPRrwXJe4pQ82r7HYHsRASS2h42AWJO7buxiXdo5sIeHSWs1pOcxWJxgTp3GKq3H7y5w6r4vMHn5C7nxwC0k2Hxx+8tJfBdjDIWZe2kPbkfZOXSYkiCZqVpcMtSB2VnEzl3sWExoySVyO66hoxr81/hf8eJ0PW/Y+FosNUC2LlAUiU2WQWu4t6ARgmYckTgOg61FHj7ZZd3WPAbrgrg6/UAIgchkUNUaRimMVmAUTicgXulSHo4y3GAEdm4TTVsQNu/B8Xy69BZGQSakPNhgZmoYqimLrQrb5B7ScoGJ3YJLZr+BtFqwOXO2HwofnmEm3yPSnDhlbq6BLFr4scPecganlWCtiSLZ/RdvYHssjG7qZ/rwatkTE1uxjQEtODzxDQZK/fzEb/wC0X/6E/IZD1Sb29odxh2LpmvTlQKv4OIWtxJYAi+ToxpNMmaWGW1sRHqn+M78X/Cru79IokPmooBPNr/NvxUuyBoc/wosn4b5/cj0RgINrhG4GYGdxqSWg61ThtorNz178ctLpW0jpIXWMUYlqDSmWa0jjQGjUKFhgAkqSZNtpwLmdrfo131oLQlHxzj9sTtJht/DF3/iX3LNuEfOtdB4hFgkKstJ3SGqJkwrRZiskLZS0jSwlMB4o4vpxphqBzox1krQ5YzMU6hd/vIXr3qM1v8Yj4XbviEg/jYAZacFafQUj7hmOqk1GHAyOZzAw5/oLX6dsk/rwUV0NUKf7pLZq+j0FSGN0VYvE9RbUXTTRn/PGZ7tiBKN70i6ccr9jS9xRfEncAsF4k4bJ5tFHpwhe0nPQ7l9qpdxFmez0Ont33Iihs+UOBizOmk0BguDkgIhBMmpJv5kb9G9WG9QLjtYtoPlOswcPtDTrQG6zQa5xwh+5Mrfqzs8f/QIu57/Il7+G7/9hK958xVX8//8/T9hjOGDv/bzLJ0+ycO3frEXC5OS7Ip4vYpjROpi5bJn961HR/CjYdyBDEJKSFPU4jJB3EaiaXtFEClOeaXEMVVIb4CZzSGx42GExEpibGEz4UH3oSbL2/Lg5In3XocuDRAdPEzmsiyhChkfUXz14TEozFBqL6JHdkMa41g5fqL0O/zt8u/jIDiU1thqbwcNSS3EEmHPVHmx+TSQbqtB4jR+7HeuVVmi2owZEJJCYZT28jKFKEOIjYsixcJJUiDFJ0fN3o1Vhs7iQSz76SOXvMHV8lJLp8gkYbJcZrnZpWVsnMCmXU2whMeAyvKwmmHAOBxNFrgs93zetfBn/Iq1k1w2i7FmIe5Amsc0uvB0k26tady0Q6VjI8d675GlUmytcVyHi6FDE49kYUUZxU0j/KQfY4Vk05RHKm2OLLZ4w2vfxEM3fxqzIs/hBBlYOsJ0S9MvGlRMjgSXJMjyYHeKfucuKiN3sFDxcAKN2F2k74s7GdhQJjIuMRlsIbhn7xVE+xZI5mbBFAjoZR2jAelhnZxHedDvpXh+F89Ao2vI9194cnJ4Yx/Tjyyjc1msxGZf+xXEW1v8wwM3E8sF6rFDqCXDdkotlfyXo+uY1ePc5EiuDBXtUHPzPQucsMDTl1Gqr/zWt+fh2B1g/Tgw90SRRBHGaJZPn6LbbGB0HwiBrFjoNEU6l2CNWCRhiO263PKZ4xSH2o9/4BWoNGXp9Dyd+kZKuQyvssuUcqv94n1TFZatF3KDk8EuuMTVKlGiaS91SXSAa+menrvl0FSCR5KASydW++XuGpku104JlY2fFJk+/TJ+qXKAyYcfu6z/ySLuPjEH+PMm3d72trfxW7/1W3zoQx9CCMHMzAx33nkn73znO3n3u9/9uPv/0R/9Ebfccgvbt28Hzs3mudgZNz8I2aWQSGu0bdHKF6BwFTagYoW0JYGVZ0NmL7cs/QV/qevsjXawO26vCmfTKxGEXqZbuHQaMXrp2f8rrZRvNdVF1HSDs7pulqXpEV6CTNNgpbpnJJHGZLsBcc5gK43dstg10uauSsDxpTb3TdX4iTdu4ytfOUV3uk3S1WSmBgh3WHw1muNY0mSTk8fE96NbL4FWTFYHFLw+GlGFTtrm0cV72XDFtQxmh0geOH22aXGlj24nQAY22nawVULHziCtZ+9z87RBgCUEI57NcismyAcEUZ2o1OWuxW/hiX42yufjdQrs7OSwkdSEZmqdz2WZAKM1A80lAFJhIxshQ++8Arvw7MgSdMbHCR98kGR6GhNFRI9+Btm3GX/by9Hzt1NtLrMBcEkRK+UVQghk3EKmMdoVWBkHy7M42Sqg03nkyRMwM826XXu5f/8RstuvImsXmQh20VieZe7AQ4zveCnSGWKUKnPpMqfTRUCQTUdIvAEwmqBeRSMxK4O25TwLSuMzGax2G2nbsBAjnIB8xWF5hXS7cb3PJ081+bUtHp3MFuabO7DXaDZ2BZQHaizO9ZNENp3bikztPsJ430ZEeTsPlj8CwHajyK68Xl21xsBkpZ/SnkVnfOWkQiDFKknujz47CN21cH2b8nCO6nxvgJRxB04eobLLJvSaTIVNmjPHMUtLBEM94w4ddUiSDHackLoOteEcE3d+h2hynP51GapTIfaGbbxydBfTpZcx076f2x5+I9fs+BDrgl045i38dfXP+YXCFqgchbABxTF0zacvlbha4JddEtvFSSNSYxF0auD7UC7/gKu5MLAcF6MVwsQIy0FaDtXZeeJ6BmwXKxBkskWiuXG2qy7fMUfYLfpwbcXY9gn+NpYcHp9mPHMHFX0Z2TQGexCFx3KyiT7vCI+EABoBlHM2jXZKCjzo5xlaaiMW6phODLZEyh6hoIyglQr+7eld/Or8Jy7iHfrhxJTp8LyVv5UR0HpqJJdK1/SLUqItiedJZPbcxY6/Pk8nTNFdhZmuIvrKJI5H7DqgwBUr8hJrxPN/WBAlmjDpGY60VI2w08QrDOGvK+AsVcnNH8LQc8M+Or6b5ssciunqHKfrrf4GdmuaNDfW0xkRgm3RXcx/w+KhpX68yQLlM6Sb5bPDEqg0QaXnLiZs18V5DBdp23X5lQ/8L77w5/+ZqUcfAnoZdOWxJ9dvCyG45CWv4M5//D8snjpx9vtsuRd8UUmM9ocYuXzb2f/bmwjmgkspjKycc34e5/RxDNCw872MN99Bb7kEqXrz7+pkEUzhLIHiKENbNyj3r4fqMmN3V6hfmqdtO6TrtrH4sT8hf/nLaNNiYLRF3VGcSCTD3TZOEkLWJ5jIMVrfyqC7nsX4JMfSObaurI6SgTx+rQ1Ko47OYz1FI4AnmukWtlpkdl2HDkqgNeHBFn12ik+v/0uFixZgqwNEapVY3f6SG550274fZGGNmZRR5KRN3Rj68wEN0cLLWLSrCc2a4KflFfyh+SJzyQk+Nf9n/NL69/Lv7Rv5YPMRfq+4h6KpokIAAQAASURBVMA0QZ5EJTvR1c7T2k4AuhViv0BzvohYkbdwVYzGwvcvzrwtOzAE7QMA2EZh0jaBnWVvX8yX51t8/eAi73rFznOei2y5H77+Jxw+6bFs9pAVKcP9OY4tdfhqt59O3iAX4c77B+hGvQf112iTfuwg0rcYetUmUiGYnreBsd5HgBfVqfzTEfSWdSAUdx5f4kbbxrdWSuGBVLrk+y+s4QRAeSjH8LEK02FE5HvEpUm2J2/k1za9lP3lO5lZPMTXTm3ijdtP0ucofjMT8lv1DIedlMsSyAmYDDWPZBw6WIS5vWSbh6HdgepiT7/0x3hcGGOozS/QqiytfGOvqv9rEJaH62XRGGIbolSTLFUQ+fIT5nBa1QrVagOQXLd1K+VCHrMm4cigWO5fh1P0MMaQNCJaicHVEEmFtUK6AXi2xbUv3HbO8VOz2g7f0jRW/nYSnxNpg0I7xnqazReT8ImVrZ436faud70LrTUvfvGL6XQ6PP/5z8fzPN75znfy9re//XH3f+9738uHPvQh3vKWt5zvqS8qoqU6/tICKpcntR0wbcRSh/ZUgrNhEK/PYq9/BfdYQzSTBf7Ycfibuf0wec3qQc4ELYGoMYuZ6JVuSZ2SOSMKew4JeYEubi1KZcK5GlYKQipiofHaAredkIoqcdYh9JoEKoOhZ3QQTCTsnkqY9ws8eLrGm66aZHJrmdrhKmklImwlvD3+A/7U+9d8oTvDS8wYW10f9Z1bYfJKZM5n2FqPlQS0assIBLMHHyK4to80CTljNRLWS7SNIbNipGBphbI9gjWlFT9KEN/lJjffjfAs+Eq9xX/4vRfyvz/9p8w27iToSu6wv4pXGGV9bQ8WgmlL8YCneOW2YexuTLbdpdxYoiUzdLWExRncgWdPdoi9hlw48TM/i+mGqPn92CN76LMHOXX4bi7fugWArdMHOdgc5IsZuEGl5DrLpJkV++isQ9SIOazWsb2vDvffx+CmTeQeeoTm/KOE5SzPLf8UD9Xfhy09FLPsfvkNqHtvZu/SYf66dZS5aBPb3BGCuEsm6WC3uthrSpgvZNr9Y2LFTEFIgYkWMabM8AmLxX37obaBnROjeMlh5jod+h1DK9jG5LbNGG1oLS+SdDs4jmbn+hn2DzmYh/toHCiw+fJTRMGG1c5n4wBMVyFV1BBYSYoAfBtsR6K6KVrAfJzQlxo00LYyyEYd/yKmcP8gjG/tR0hBtxXjV5eIZ47g5wqUJ106Bcn80nFy0zO45RJOXx8HFg8yqx22ZAJsQAuJ0w5R3/w8yz/58/S9qoSKNWmSsMHbw0Swg3LmetqNe2kFG8jZZTr+tcxX72I46AfHhw3Xomaz5LorouqlDNluAy+NiKQkKHiQz0NwcZ2FYY2mm15d0FdmQ5A2jicJU3AGM7ins4x6uzlx381M77yC8UAzkVX8i2vexh+qW7nZ/AOf7nySV8z9HK/e8UKQHpHJUlYLuFrhZRy2jWWZHMpw4HiNubkOHSE4tRwyGSWIYoDsy2J95wDgoxDUU5t1GxvE+llAhP+QoW4Z/sV9W8laivVDgl9Y/8KndLyZU4dhzbpGA06/T3HPcC9rS2t23DZF0IzZb8EpQFW6lNtVQscndH2cLngrpFvUfQYW5c8wojXC+KlJsZsOrPgD5LIR0rKZdwp8e9sNGGMQO65lwwOfoGLVmXYXmAvqjEanSUxCf7RI0S3R8XrZrseTAMdTFJUh6ayex1MnmDn5vRmxY9t3cvVrfvoHtrc4OHyO8ylApvjkif7SyOjZv6XtUBoa5vKV8tb67AwmWNWobNWqXHf0A3Q3/M5quc/995K4PqmCtpMnXVzG9QRWsZ+g3aGdy3zPxFhqg3EMdp+PN9rLeA9cjzBqo7AIu4a+244wd20G39fsGK/zcMcm6mjGatOczI5hZT2SmQ5XDr2Su2ofY16dpGlOUhbDREpQKPigdI/4b0VQePL9cq6vn8HJDaRJQhw+tlFDt9XEyowAvYzBtB6Ry68u7ELHJ3EdGnVYqE3gW/MgFeWdVz7ptn0/CNdGa4mUPXkP1W0jir3M1cQxOGvI8XXOLq4RD3BPXGMqfBiR1iiXR/lW5RvcGS2y18oy4BxA6R0QPwPaSp0KqZdjoVLATxPy3S65qAUxWJmLs05wSxnCAxksS0HSIq2eQE1MsinnMtqvOFXt0IlTJi69kv6NW0jDLr6M4dufYz//mg1ygcFSjjfcsJl/uP8Q3zlq+NpdPeI+66UEfkKSWPyTCnltX5e+WpHwZBN3fRZhWSvJHoBO6B5bJFpskh+YI7YEy6li0Law7ZguPm03R6acJVe48NVDli2Z2NhHfLJONQqJjAIry5g9ytjgXsxrNCfvOsRUxycXxFiWQRlD1elwWmQo4LFNwW0mRlsOOCUSewd9zYdB1cB/9gWBn41oVyuo2gJZW6KU6pWAdlo97UADfi7P+PatGAyNxUUaSwuotMPyof1s3Hf5E5LWjdIuvlBYtk1/qTdArtV39GxBcUVTUAhB3EhIdS8JSNkKpSyslaxQIQXtMMQTNrbX20emDvNdF8/SOG5EGAVEIqZoBIlsQisiP/w0OjwDsXliFVDnvXoUQvD7v//7/O7v/i5Hjhyh1Wqxa9cuck9QQ8DzPK6//vrzPe1Fh2dc7JPzsD1AS0EY1pk49QW6c3tgXZm0klDyygy66zkdPsqcqfP5uz/AK9eQbqvmpYbpBYO1oUM+SRFK45RdDjZC2oli40CGsVKAdTFYtzTtdfguSKlxUhejDFHORdsDSBPRH9XYUDmMO6YJmwU2eoJPFxR2GPPNo8tU2jHrNxR4ZDiHjDWJiege9bjBfyNf2PpZnusNY4yLpU+TNvdAO6ZAnoHnXcaR+28najXRWrNw5CD2yoLPAdJmicSAcHr3RRhN3co/I2K3zwqs+fkNAtdolqOIK/sCvnSsxTU7XsiXv/kVnAjmSy6L2WlK3WG8pExbCDojAUJrrG6CnUYMRb2yOi0t7LR5kS7q+8PftZPMNdcQHTmCSVN0GCKcDFHlEYZG+ljo3MOyuwsvdunr1BgoDLPcaHEal91qNVosHIOQiqPzDtvX5cAYhrN5dKuKZwxdFWEsC5Ep4cocjYVZph68l9HNN5CGW3mZXua/758ls90mCDvE0iaqd8nmV0guwbMjs3JN1ppdHEIrn0wtoSIOUWIDnmlg3AATp9RizXgwgFQaozWW45CoIXAH8Ioe222HE7kaKkqJuxLHb6KMhbRsppe6ZFKYAOp1jSr1hoxsOyRTiWjkHQQwErgIW+O2E7KqA1kHVsqKnm0o9Gcp9K8YQ9y1zOKJ+4j7xqjGGxl0Rzla3c/lo6MIz6PR7fBSN2Q4PkinnTCV2YiRkmMvfi4yugwT2AgjkZbEdEKk8ohMg5NS86pTn+Geiddy1LYp5p7H7fZOXqq+RUE3wCS8emyJqdDFxcXvtLFcC0crYtfFwoPshY82fz+cLVVSLZLuIkmc0qkb+jYWqSMgjLADUEGHWzJ38VJ+A2OqZ6vjIhRlAhxlcMhw78CXuTzezFa/gCsUysDG5F4scSWTQ71rVvOHiOMyUiUcSWNqc/cghUWwnEesRDgTY7hp4Qto8znu/OyzgAj/IUMsUpKiAu0yvvBcfnHLS57S8Yw4N1POWBapp7DCCG1LJBZeu+c0N6wNoQW0O0RIpAoxlsFihrbpZaF2mvWn1J4Liel3/i7p4iK3Pncv/Xt/DoCJpS3YxdXyQWliCr5hWdk4SUgU5DGOy6X6KlwTUU4LtL2Efq9nwFVrnca3Vp/r++MWJa9OKbGIQ0E0V6edW6RPzDMny6x76x+x+MW/Ipw+BECQL7Lp8scPrBWHh8/+7Xg+A+vWP+n7MLh+I7tueDHzRw9jjOF5P/sWxrZu58ETTeY6ZdqjZeJKFx0qZo4/ymC3y0m/RLZ/cKUBLql00MZwyhnDPfkIxrZBKwI5TBj4aAFGihWDCaipBa6a3ICdc0mme8+OF+XwA4v46FGSy55PaeY4o942BJKxyRrzBz3WaQWNFiKAtBshOzDubCJnDxPpJg2VUnBrJCrBmtiMmqsj8j66EZ6T/XW+MEqdzQRMwvAxt7MdB8exiNqnSDoBVfcoQ8UMNacEaJpentS2+XpzA5M6wSn2fkdv8/iTbttjodNxsFCEeReaVZJikcVOgjaGoqPJliy01kThKIPZDL5oIO0S9e4DFPx1zKmQ42mbAaXpsydxrS+QxNcD2x733OcD065yutGPyjQQ+SxNwFMxyrKxsxdHhsbNBth2gu0kyEKGpBvi6hapKPCSgQIT40Xuv/UoljI4nk2c2igT0XzBL7H8zTKOlLSzHtbYrchDDkN9LpW6iyVApIJBL2ZBCsJAcWqjovBol7DWwJ3MYbRGSIO0NabVJfzaowidofloleypv+Peq9+GsA2txOlVTdg2GEO2eHHuVf94gbkTFQILlrWkkRhSUrTtgICJSzdSP9pmW9orzX/Z+ikmzcNsPvZ6ko7H1YHDhrFpTk1eg5YWvqpz3ZEPk49nYctPw/XvuCjX9cOEb33io5yoHqe5vMjk7kt42a+/mVs++H4qM1M0lxbYvucGbnjz6rjysX//e6g0RUiBPHWSwckNvPAtv/qYx1dpwuf+y5dY5ASqm7Bvy2s4cegAyhkks6L1OVRu0/JOkS5OIJIApxXjuCmm6HBtaQbXTSmFVWydUM2Uya6YOBhjerrTfQXuuPpVOComu7mK/5llfDy2ZKosb/w0LXUzH/v5LyKfRrfKRqPB3/z642/3pGeqruuSz+fJ5/NPmHAD+K3f+i3+63/9r7z//e9/sqe+KLAICU4bWJegOiG+Efy34hd5R3/MI6c3kds3SKpSXld+F38880aEgnu6Pq9c42K6lkOrdh38Uj+J7RKEbdJmk6U4Ie/ZOJ7Nlev7sJ/m9McnhDWOg0JoEjvB7iT41TaRbEPJY7Raoaia4PUm2sXZLNf7hv4Fm4IjOHBoiWsuGSXYUiY/YHP4lg7aaMbMJu6OUzSGxLSwTQbRPAq5CUyiwLPxsjlqM9O4fkCnWgHtAy5XYSFJ8YUAqzfZclVCKh3kxRC/uwCwhFgraUfOUkS2Rz1VfOmbD/P/XVPh9fGlfIgaadriroFHuWvoPsYaP8eR5QFePjSAtCRR4LHh+PTZ44SxotmZvwhX9Niwh4bo7N+PtCx0FIIxSK+IbDXQaj2HljU3xm20EBjbR9mCl2Z9PLkJy7EQcRuVWNjDOUCyVK3x8LFlEl3Ga87TrPdTqFYpDF1GO62SK1xJYxncuMHSsSOUxtaRu24Ls/80y5Jpovp3Us2XABhsJRitCXIO0raeHWXw2SxRt4tutqCbR+kSIpulHHlI3XMVcx2P/QtVXjLSTzOq0ao2e0K13S7CLoJTIJU+thUTWAGNMOTkdB+v/unLCHIu3/7cAcJ2jIgMi/WEeI07kbUYYTcThCvRZ7N0wU5XCXA3X7jQd+W84a3fQPjII+QeeYTmTT9PszODXUo4bRa5vLANbRS7nQShW7TiBsfdlXsgDdpZvb54qk7jzhncTVnyVwxhWTafn3wzQ1NfoDE4websFRh7kG+mk0y272aXc5Df3DjN7dUMM40h2n298qBi5RTGjmGpBusmL8Id+V5Ie2WaoCLsXJk0XkZYDs25edKJDVh9WWxpgbY5qT1qsh+/oyGoIAQU8XnN3FWMTj2P913/1yzLBUKZEDJMqMHTHXZE3+TIif384aFHmdOaR8NTDGT3sClzKfvcS/D8PuKpOiPJDHIlncoYQWp1cQko2MM/4Ap+jO+H0HSoq3mQXVL/qY8HZk2USKYpIklQmTwq03tnJu6bx00MBhhxJPd1NG7XIpCQSJdUaxLGGZGLALRr1afcpgsBtXAS6kcJnRa17F7O5PeOdsbQ0iKpRwSBIO5odH4AlelloJxB4BTI6hbSSOreagBJ64hc3KUlbRSChc4hpqMHeVPuHezvCoojRTyKtDodrk1u487cq3CHNxBOH8L2PAqDg0+o/ZZlIy0by7G55KWvYnTLkydCBtdv5BW/8S+44+M9eYItV14NQKUV0ybAeAahY9xCQPPIHEIEJGGH8sQkKAXHjxEATRmQuh7OzR/Fay4Rve6XoTzEyNQSrXyGZjnbMyXTmjIFhBBYRQ9ZcJG+RRDBQtZDBfleIPnhRSqnDxAN5RjNOeyvF3l9f5UTnQbGdzD1GM+HwWQL+wo38sWFv+AXgnFaqk7UaCCXPk9avwwcG3V6GXviyWcDusFqMOUHZbpVZ6bRlz8Xz89imZhiYwPr1h8ll6TE0qHlCLqizs75KiLporoVpJvByj39kiGuq3HdFNe08GwXJwgYCwIWtUSfrNJpKLwM1MM8m0o+X+hG5LxxDkSHmcj1Mu/+rHGAP/E3sTdbwwgHW9yDSa9GrIwv6VQFYUmM0lgDecSTMcdpLhNH19BqrufMqtRSCh1rrOzFyXSzsz5Kge2AdARWpYZQ25GWYoubZ8yzMaFCiV4JtsGgpE2r+lICe5a5js+G/pTlZIEXXy8wGGQK93x9DL+a8NzRKu/avwWjNQ9MWVzxxhMkn+q9E0YbTEdhdVO6SyfRAmKvSCZcwIpj1iHIuhGOAIeIhjOIVgbrIpqFWY5Fux7S59s4Mw8gaTGz6eUgbWzPY35oPYunlnDslI1iPbdaJ9gjDZYdoWMY9iaYrxylPbSLUPbxwPCbuP7BdyAe+gRsegGM7rto1/bDgMbiIlGnTade47o3vhmAl/2zxyYrf/oP/hCAP//ln0FISdRu8dk/+xNe+qtvx8t8b+C4Xaty+K47AOgbm6AWgjeyDdVNSOoR2takMsHDQbgeopSh0YhRVhdd7WD394jkrhNQzfVG21o0RyYsIJDYBe/sTCSxXEyhjJOtIoVAaMFC2iIjXb41fSfXTVz4BLDzJt3SNOXf/bt/x/vf/35arV5UKZfL8fa3v51/82/+zfcYI3w37rrrLr761a/y2c9+lt27d3/P9p/4xLNTm6XkZHhgsctWneJaDhZZRqztvDP9HH8qJzgy9yKCjSVc5bFB7OOouZf7Up/O0S+TueKtAGfTfI2BbpTDXoliWlqR9R3SRpdCxsF2LPL+RYrcryk1kFLjRD64DhYWqr+X6l5OVgUDXZEweXAd/yxa2S+B+/cvIS8bwzWGTjGLn7Hp1FMKrSGynRF+ZelO7hp7BVLMQWhI1GBPHN6zGd97OVMP3kfS6YkySjWAwOUFOOh6lqZO8K0z5aUpHSuD/SNKumXtc8tL/fYMw6VdDBpD0R7hw3cu8BftV9MtfANLHaOc7mLX2Bbi1jjHRJcr1w3Qn/VIWxGDrcWzb3uUOnS9x57sXQz4e/ZAu82ZXAkB6OY0IjfMkL+OjJWnHTXp8xyCKOIkCeM5h5xjEWFh3CzShfwun2QkZPEzTb51op+ok8EciICrmfva/2bDrueTsQsMeJOEuTbi8NfQy4uc+PY32fnymzh6+CRzZgqcnkOzm4R0YgsrcOm2EgoXQWD2+8Ky8IIAgoB6pY3lrwcF9pwhKrcQyRDrx+Bzj9b4yUkf7Wyi3axTGB5h+cRRyPQjrF603tYu2S11qrdKlttt7vjEUa7+yY30jeZZPF2nKQRdx6JTXp3Mi2pC7mSX3MkuJ6/p6xGRFgi5xnr+PC3ELwbsgf4eia8UznKLVskh6nd54Jd2MnlzlaGBQQLbRQBds6Yc5oye0OxphBCksYuKDd2DLcLjXUZ/ZgelYITl0Tad8B4Otb7FumAXljfIYfslOJFHkSrTlX5UcXWCa6cJMm1AFMGevRf4bnx/WGdJtzbSsgiKw2cjipZOUZaDlXUob5nEO5jnzkTjdwc4MF/mdXuOohGo/mHCgZ38rFfmr817qbOaxfQ7S/uJZY2mSXk0qZ/tA+batzEVHWL3+hfDyCjtg4fJlvZjn33GeuPAy4PXstXeceFuyI8ItNGEpsXh9ACn3Tneevw9T+l4G7xxrlxxL9W2jbZtkmCVhJepJnUloSvpCEOppWglFpOdKicGNiG0wgqbuGmvn6nMTpNEEY737NAdfSyIBz/K+Bu3c3u4QN1aLZ+0qjkSqQmKHimg9t9L3+QQh4c3ELqri5HUsREI3rj1d9kuVxcBqe7yosO3AnCwsJ17hM2JoMaEIzjeSjHa9MrkdQ6pjuD4ivzOq2nc92X++Yc++oTF9F/wC7/CC9/yq09rMGktsQRQb6W9PtOAk/FRUcrD/X/H0tI2sgNDmDBBHZnCojf2x04Wa3GaYmeK6bFryG/px4o0acZBOZKgE5JpVZGyN4YFeRcZ2AggXehigIlrN3E8Nui+YeIHvknft08z+/+z99/hkl13mS/+WWvtVLvyyaFP59xSS2plWbIs2zgHjMFgjAM2M8xgA5f5DTMw984MQxgu2UQzgy8G5mKMBwsnnG0hB1mSlVrdUnerc5+cKlftvNbvjzrqblnBiu62L+/znOc5p+rUrrVXrVrh/X6/7/v6XYxP2BwZTigDl+gVTgqBPeijY83S9F3su+zVfGnlL5nLptlkbaORBCS1r2J5irR3KSZKybohUqlnRQw550kGxL0nL6GOwhC5FuTR3RQweLK/BsXSJvIG0fkcezuLVEb29HU3rdMvSFBQGwUkKDROroTQGiMltmexMt1vU9iBuZMhb9u8jg+0jzATHibKAgJ9bk/wjeUDvDq3DumXMHoBvXQaNbEFnaSkD83Bo7pOl63DmnjmxKYIanR6eeR5ZldeGiIzC6t0gUi3gkNmHKBv/ibuuxu556UMIxjK99fRQGvGhnPErTkaOLhJkTEzxE0Fj/+xtMJ7r4kZcTewEi8Sm5B8TTHQyBBIxkOHG0sd/rlVolk3zM9nDE88wtJXFjAtB93xyO8aRDBMx1O4YZ2lywXHsytZj2KD3SPn9p2RG6JAvnJh923rtg3x4FdPEvUS7IHdxPNfw60dJh66FAQkQ0OYhk+xu8oGRtikbqLmrzLQGUKnUNB5KrWjhJUNZF6ZlcHrObDxvVz6yG8jPv9/wrs+dUHv72KG1pqZwwepz81SGBiiOPDEJjxPhGve+MMcv/duZg8/xPKZU+x9+atZf8k5gjNLU6RS1Obmzj6WK5aI1syzsm6KM7R2JgktdpRejFIF0laEyQwiK2IhGKmeQAQ+lj63H6+4Y0S9LtI5lxQx2phlsTJJJi3sAZ/edIchvZGOTumQ8KWj//S9Qbr97M/+LLfeeiu//du/zfXXXw/AN7/5TX7lV36F1dVVPvCBDzzl6yuVCj/0Qz/07Fp7AVFUAtwSi/UGU4NDCCHYnr+SpdZ9sOsElWPjBMGVCNfmh+1f5p/P/A13jX2Krz7wQV71KOn2qKZblpIyhVlLbVRrx4yXTpb5Dz+w/YJGGc631BYyw2AQCOwghjU/1sDOYUVtDGDZKW6iCO0EN+m/9sHDy7wy00yO5Dgx16WyqUh6pEkcwGhnI0vF09wRLXOVM4wrloAUvBxCCCzXZeKSy5k7cD8AjgUbkLwGh4SE9DwBW0tnxJaH8xxEbS9mCCEfo+sm0xa93jK+P8xozmF4w5X85njGqeBNjA1GjGYDaAzvz+a4ev0g5ZxNI4jgVA1pZ2RGkGCxdGYeXb24nOGsgQHW/9WHaN9+O7377ic+fhzTC8iWH8YVDtcOv45ecIiBtfNXsdljRvkoAY6A8bBHzfeIUrAHPIQtCXs+YFDCkBlBrngVnzz0n0kqBX5g+N0oZ4Ro68sZeuQzNBdmOfiZj3NXeoiZrV8m8d6NnYQM1hdpRBay4OB4FuWh/FPex3cN5xNavVm0WYf0Smyvb+PA4DkXoQDN8U7EVM6i2XWZvHorxdEJHv7qMTIAo9FKUyz6VC5dpnEwx+E75jl8xzxTuwbYeWWV1cU2ad7GnLeZt9bcgcRo7twmXwjk2kJojHlMNsfFCqEUQ//231D7q79m+2/dxpm3Xkbt+vWkAz6f+WF40aGELYs2YBhsz2PfcTuXjHt4WUQuiTiQboGDn6UcuQyu381Mq0ynlZH1+lmAMr+ZY4t/RnF5kYOTcwy5mxlRLvutKQbDHq2Gz8QWG4zBjzrINMXXAWzc9Ji5+EJCnj28G3xrlsHNG7jrE19BWjlydUVhw00sCpvSlX3tLn3oK6xjNycSh0ZoE5RLHLjsZkrGUBYTvPTAMVJlYO0MdNJopuN+6XsFC1/aNLQmIKKRLvKN+kd5+fC7Ke4rsd1dhIVzwmF/WPobbGkj0gi+TQPzX/DU6IoUJRWXWFfQ1i2W9XPLdiupx5Nj2XmmM2FJMTdV6e8oBDhLC2RaMthZZbk4QtfJk9o2btCf25I4Yvn0SSa2X+SEatIGG/bHdfzSIKmOkVFCVI+wiue+w1bRxSpI4kdd9IxBZGtEpIhIVYYjz5FViQ7pC2uAIWWnvYcv+B9j0V5h0i2yuNLDKnuUrTH+r+X7eFtulmRkG87I+mfkXilfgHn6qte96ezvSao5f7ehU83hg99gX8OwuuWNTFaGiW47jAxqWEAoXZqZjXrkQYo3buWWNw7SmV/k9PImuiMueSIkHbqZJrdGurlrel32VBFzskm2FFDM2bgyJRKS6JofwF3+fxla3kSxM8yrhgULS0fxTcKOEw/w0OAenNE865pjeN1jvHTw7ZzsnqSsqwzIIdq6ylBykMzagknzJF89CpbEffnuZ0xyPd1MtwQLV0jCuEVaT3GURghDgkUkBL18DoxhWLvouIvRAeWXXPOM2vJ0YYQN9Eth7dYKVrVMTynyvkNsJWjjoDNDEgm+ccjn3WOv4sPxt5hPTvPl+umz1zlj23D8K5idrwHLQRz/JEz8AqYVniPcANMI4FmQbjKLaXbySBfIMhyd4KYBIgLpXphzgio7hLGLbYdIlTHZifhW4x/wt+6jPT2GThUzvS4/Ofcn3Dl6Nf/3wUl+bpvNet/h5tEiAwM53rXrUj53/2cYb12CQJArSX7wPZcw/Zn3c9r3mFA2hW6eTibpPljghsEGZwYlUVwgy6WI6Q5icZXJ2nHGF7/FO0f/DdfbDjtReF6ARpBIm6xYpnQBTBTOh1/2GJ4qszrXIkksChuuw1p4gOmKQtibkNplxa1Saa/iRk12+Jdyl7mVV9M3Z2ze32bjrh2weJClwW0k+UGOb34Pm+ZupXjqqxC1wX1+9by+XxC0mtTnZvGKpWe87l79hjdTHB5hdfYMYbvNPZ+69TGk2523foQ7b/37s7bzbqHI7pe/luPGEEU9slaCPej1DfKEIqfWclV7jwbuDNqbZ7TaRIQ+Sj9WVmpZnOTrsx/lhxpvR/YkE5trdHJluk6ewoYC8WKPuOdxZbaVQ+oEd85//Vn303PBMybdPvzhD/ORj3yEV7/61Wcf27t3L1NTU7z1rW/9jqTbhz70oWfeyosEnpL0jh0jrZawpORS+wbeMTaNmxvj8LovczjeSJbYqKLL7pnraVcWOJR+k1d1lqEwfDbl0e71Hhu9zTQYgzHiwhJuAPkCQbGIboSkTogJCwgD+eU23eQMYmojs+Uy25Z7WGuZHyYXkliCbmDoGJtx1+HDd53hNXvGOX2mjSjYWJ6FsSIu6e3jpPgGH2ofxysqNtuDFHMnYPLGs02ortuAyfqRUWtlhjdhc4CUMZWBJSm06xhjsNKETLiPEWD8/sJjD5HSaHLZCmFkI5RPkGraaUrJlRQdQWTaKNnjltGEZl5iSUkl55JbqaEGY5QxKBLi2iL+5EVCHp2H/HXXER46TPlVr6L1+c8THH0EIYtE3VkqxVFqwQNUBjOcXp7KapfpJMWdKDMlBENRglXME61t3FTeJm1ElAoBWeriudDqDVKLjnKyvcq+8isZL4wipIXcdAW55jS3R/dzoPAAI3onxVYTS6XkiWhKScEP8PKjfYH7iwHnzR/CBOiwDl4Of8nFbJ8nkxa5UPKqjYpmbxWdFdjrSLptQ7cByoTY0Qm0W6TuKazUZXLfAk57LyszHeSa0UApZ9NpJcQ5hfEMVtwXU62vz2HrlKIjaXYTbFfiW+psAEGn2YXRpHwW8K+8kuDAQazFRfShHgzU6W0aJirZ3LkzphAK8qEkdDStXUuMHC7im36Gwvpjy4QHT5HNfguA5pt+i8AqYOIM5duUsiFqosNkcQOfm/sEdzhNrq7+IOO5PSx0x5AI3JzB6dRBKYSWlHM2VC68a+mjyA8OMb5nL7XTJwlr0xSu2EPUawEtdNRlcs8tLLZT0JLivhGiS16J/uo8g1ds5PbBHSDAiXoEykFKybW730maBByeP0bVdZmU49SyMxSlTUU6vMqf5CXuLfxq42OkJCy0Po1kD4M5hwYDrOhzOlm2cFAI3JkjoC+uQMLFjq5taE6MsayXCXTAhBz/zi96CrjC5tu9GDPr3EE3KVpYSYq2FN0oIR316Mz0KIdNvDhA6oxEuTiiT6B4xQKLJ45e9KSbThKkLWlnMaPWGM3eAvnWACZMieshNANQAjM8SNiaJpZrc7cQGEuR2YpARbx14ldYn7uUzKTM9g6TBDGPkm6RruFSZbPaQiUrUFAuqwqkq7BNjoVGAYbncLIqm17zjgvXGU+ATpCSdyXt+gphoAjbHVZbZ7g22YRje+QaAvI2ndkZRJxhXEESRHi6SeWadbSkIun5uFGbMLZAZURCEBmf4WoON2eTL/b7VHoWeu2Q5mpBruiSztXIRiYpl34ap5HHaMOQZVFQkoI20JvlYHEH2WqG8IfZlhxgxl7HSR6koesEuktBFqn6ISp5hJQr+jdmKbK5BtbkM5ury6PjbLr8KtqryzSXnpzozoSNEALPKVGXp/ErMUqAIuXRcWHFGVIocPOkS6cov+qNz/wDehrILJ8oTDESLNpEOsN2+9/T0qu2073tDFJpkiijFk1yeWGA+1t1clRZ1Ut00iYZCadtC4I6tBYwg7sQcQuCGrqVQd6BMAVXYbr9OT762lFMmiGkwL5hC9J+6iNrS/bPUValA0oRK4U0BhGDGKq8IH3znSBdC2OnKKt/XnJUTPf0IYYmJ+jaw5wKA745fRR95UZMvMBSOMbn5tu8ZNhhKu+zy7a5+7OH8L1BVGqjMgcncjBbfQpuHleFbJ2YZ8tilTiSfL2d51WVFusqTSyviRCwPDdAuJjgOCnNqqA6lHFkYBfX1QW2SlHCIHSCKObJXwAThcf0lxRUR4tEQUKvHZHoIs7AVipJi7aVAwlHpi7hyNQerDgiaJ1B5CvMd04yZEZwSw1stY1hv4AJVlhxfYSJuffy3+MlD/083Pqv4a1/d0Hv8WJFp9YPfobtFm7+mZ8Rx7dsZ3L7LpZOn2LxxNE1TcH+HiBotc4SbpM7diOUpLJuIywJXDdPTc3ipnmUbVO2x8h0ijAQzrcRZIR2h82VU+TCRWAcdV7lSRCt8lDvdi6ZVewLYmytcFYMzkCElSV0yhbKT3Acw1RnC69b/y58UeGufzrI3pu3kXsBSvKfDM+YdHNdl40bNz7u8U2bNuE4FyZ997uBWhJQTEMaMwquVGhhUEIzr3cx1DzCDmUxl+vRjIuQQeplVLtDzFeH4I4/glf82tmIWC5McPNtBjorIAROGmOEQ2ngIhDOloJcuw0K2ipCy5QsaMIKZFOTuBkslLZS86fQRiIExOs8xh9uMRAHDAAdC7650mW47CIdhSl7ZHGGyQT5bIRcWOIBU6MkLSITYscH8EsvO9uEysQklYlJjNZs/dI/UkJQRiC0IucaOsX+JsdvLSET8X2r6fbtWFkYIGnWWTf6AFvbn+Xz/ntIi7vwXIPlOCghyA8O8PqBr/K11WFqqy1yKIbSHpkWtEWeSKcEA3VGhzde6Nt5Qgz+5LsA6N1/P+KBB4Ae+uDHidw81hUTFDIFbkg60MJqD3CgF7PR6+v65XWKnXdpLfXwyjZBu4eT75G2LSwNSZCQtXrgwz+v/i8uHbwCaTtEQ9uYt5c5Mb1EbIUM+iXapX6ZUHFlmcWOw6RMicOU/MVCuvk5snye8OhRiGqIgofWGVZPENoaPy4CCzhOjuMzJ3nRVJnpTsLpe2dQacpklpCqKjl9Bqk3EjtdfHL8yDvX8Xd/cZo4yHA8CycwjBzpsLQ9jxlWpGuaj0ZBZ8jBXokprwkU6yQjxINMkNXO8L0SS8xffz35669n9UN/hXP33Wyt7WH2JXt4uLWfltfgk9eFXHrKRiFpT4Usn1zPQCxAQzjqYG2+BaI22cphtj34ASpv/nmW4j4BpJTNZdmLWDYNfsl9O7+g/5Rv1T+FbnySicXtvMh+PWJwgvbanDZYq+PHMVQrF7BHHgs3X8ByPbTWKMchDUOUqNNeXSGQElsn5IQkwZBIjRCS+iU2yulghIc0BgkkvQDL8xBSobRLXrqErssV1qvZnnst+7wxbg4/xiH7JpqyyIucIQ6ufpB6FvCR1ge5Qm/lpEiJOXfI/W8H5yiRkatfXOXy3wuoJy0qZ6CtYjbEw6ymzy2zcmJQMr5mEKfiCKNBa4PXDNG2IDMalRlaWcJKmjLgSloYglpMe71HlmacDGO++EhGL307h9Ic/+2emKHFbz0Pd/vCwczvRliCuLuXwSuq5KWDSfrET9ZJMJ6FNJrW7qvxpzsUoxZWktAp9DUhU0fRzWym3EvIW/25dH3+Eg60V0DUALhjUXBrFBCYN3GP6DEsM8RKjyA1GAUTS+/it9oxUs2jbI9/mLsb62Iw/AG2DZaoei52IuFIl/CRBnOVCT6a34A8pCjmVlHG8HNeyibXxxUZJ8e3cmtXMTPdI14o84PdAqOpwBkTLEYGLRTtLCVa7tDONL/z8DwAV9USLsn1hVw+9/cP0h3PsRUblQJ2Gbtts5xGDFoONZmnZfpi7ZHRCBTa9viNuzT1ss9iuI4DwiUxMZYYYNBykUgEi6AFSAH3ziEshbAV4mke3NI4YXZ1EsvehDtd4G//+onHt124gr2rdZQEu+Ygu+cI7P0d+MBXDzCS2vhpiIfhzMA4v/6/7n2uH9cT4j8kGdu9/hwb5IokQYztumgDgSM4koYMxBaxNHy1PU78kMakL2dZxSAEaVoj1gFLpPxkmKIeKYFXASHh0J0YU+jrOqcaYau+3MxDy+jVbj8pAZDHGgjrKbLVDARzP8i1C0PkvcrZh+0sZTGM+K93Z3Dywswl/zXM48oYbQQf23ETX+r56EMe3WSGxZqDZyp8+mABpMRzMu5vd2l7ip8qSITWBJHGjvOsZAkVJWiamL/87GH2L22jFS5TL5ZY7NokqUQC/31hFFcahOZs7N5WLShWSaqvpNlwiLVA6pSeFkQUSC1JEmn8C2SicD6GJku4OYsj35oBbTDOBH5QoZ3rYfD6Uk1Ckro5hDXJ0MZBArNCb3URgyZrPIy/vJ2KvUDTa2M8j0w6fH3P73L56scozD/4L9puT4Co12Xd7ktJwpDS8Mh3fsG3oTwyil+pouZmMTrjH37jP3PLO/8VQ+s3Eoch49t2Yoxh/aWX4eR8CsPjsNTXbnW6HqzFmSy5thfRGUQaTyhaKuHG7fci8rtpdYpoztNFdQdZyE6zwR5DtgWWlvjNiMRyUFmCcgwkNsKV7Gi/nmFRRAtNnEbMHz7F5qt2PB/d97TwjEm3973vffzar/0aH/rQh3DXsi2iKOI3fuM3eN/73veUr/3MZz7DrbfeysDAAD/5kz/Jrl27zj5Xr9d585vfzFe+8pVn2qTvCjyp8NwCcWxw63XS4SFSY7GY7SEyQ2xw7mWQFs38JlQa4xUKmLbHqWrG0okvMRL8+7PlpYXYYJXy1Ar9eumReBEBFz7LDcA9N+HmMpeloYD0E/+d/EIHcdXf0fUKnLXVNBqkAq3Jdljs+OY0XQO9UHN8ua/7tnWqwJEFSWXMY/F4F0vk2HfyTXxj519xe7DIu0vb6Ogu8939rOPmxzSlc/oYuxKXy7ApIvim08EV5zY2jwo3i4tkc/m8Qzz292a7TDt2KA7FTE++jde/6V3cfeSPOFiW1IBXVH6CYXeYBw4WyNk2ft5FSkGxOkJZzGGZjF4mWTh2mE2XX3Gh7uppwduxnc4XvgCAWXwIALH+ZWQbNUY7OKFkUGo+e2KFG4sehV5C5qU0MgV5h2xNhyqOXHIqYamdR1llXO1jpxGLncMcfvhvmdr8NiClZoa5NztOw13m6s4P4sYhse0wYDp0Eg/jlUnjDO8CifE+Dq6H6nbJT0wQL68QOT5SuNDOyGQTO6sQOxUmBlf4wL0lblhvUXBy1NohQklCdxI/PIaTC8iFfYJRi2WYn2PjpUPc/4UzZInm6DfnmSrYKCMeU14qgMyRhAVJJ0rxbIVeCSjRwlIpUeHZu7tdKAz+5LvOkr6DwN7yec5/G+Ge+jewm98ii3oUTZcYxXC5zurgJqwrfozMrBDZq7i+hyU1Os7QScals6/ijo0fYueGbfyieRt3nL6PQ9YsW+vrcFMfIQVWGvd14yyfXCeArdsuQA88OQqDwyS9Lk6+QNCoM7F9J3d/4mNYrsPs4f1UKttJVMh02cdyPIKhCp5VwEjFVce+yUhjiVOf+ib3vv492Pu2kiUG156CvI3rbkEgaIUB/1R/E3p8EiybEXsrv6TqvHn6A4SmQb25jJKa1WwrtoErKkXyzYR9G4Yp7Nx8obvoew7GaGwjyWoRq0eWWUmz7/yip7qePjc/ZE5/nU6tlEwqEFDuCCone+wvCfYMF+i4mlArKm5MUUes5qvkifvulFmOJFG0kgT3IncnN6nF1iTHJmuCiuujig6duRWcnGJhh8OEkmhpoZTg4Ogulktrph/GIOOMWBpCNNkauWDWsgG6AY8qemCMQGgfZSRGS7aS5wgGhvOknYj1uSGOhCdRnsRkCXHQplDwkdaFX6+KjkPZcxCuzcnjp/FRBNIiySRSKuj2uMbrsdmOyZuUnvQJlUfDVrR0ATvKUU0tJjNBI9YMVmx6acagp3Ck5J+bAe2kP3bvcuF1gSEERJbxN07A7UvzXFtwWT9U5VSrzWeCJcrS4kMlxXDaY8KCO8OI0oYhonrAaGmU5TjAV+uJkxhw6RiNrR0smaF8je4KePTrkmQQCqQleeym7cnRywQmibAznnR8j1o2Y2tufgvJKYrqXCZvSysyYVMCdlj9QfJIGtF+gb4rSXbefWUpY1HMShBj5T2qpRyha1FqCUBwKrNZjQLIDEXlk3pluiYlzVIkNvMmphKmYK9pXHc6GGMBoq/BEyYgJaIdYeJz9yOCGPFUmW7GkJgCsdL49nlSGDrFThXtjH4m3QVAU1hMef3y3OG8T1C3ED3QtiFOFTGCXs/G8zRxotDGkOiUDy3VyUzKdQWPNAn5ysoC/3X7XjwEZQHKqhL25gkdhVSGIJZYGBqxopQXED86SA2WchAKQsshyPrk5Y1eTE4ZbLo0ZBXLURdNEkNxwOeqV27n/i8fI+jESGkzcmaG2miBiW7EmepGMAarWsBQoDfp4SUutfQ0E6OnaR4YpaIqlI99i/bkZlrDe1BZwD2VN1O55wEudf4BdfW7YOB7a+8QdjrU5qbJDwzSXlpi3e5Lnrdrdxt1Zh4+AMDuF9/yrK7xin/9szz45c/xxf/5JyRhyMkH72NwagOd2gqrM2cQUvDjv/67CCGYXQ3RaReDQ5wGuFEey8swqs9D5Os19iws4pfzvHn77/BzciNJbFFK2vhJt1/dsJZJ10tb7Ou+BFf354gMCy8NWfUHsKMeKm/TXY7IJRZpV5Ar5shMyupyl8kgwc19d+RcnjHpdv/99/PlL3+ZdevWcdlllwGwf/9+4jjmZS972WP02s43Rfjwhz/MO97xDl71qldx5MgR/viP/5gPfvCDvO1tfXeMOI65/fbbn+v9vGDwlcOQVBx3y5iP/j+ItEH03t9A2D6rehNZpMg7dXAkdsWjWBxkcno7d2z8Rz7Xq/OO+f1nl+PhWGHbJZK1v6XRGPiupjg+Kc4rW5MyxesWqZc8cgsdvNoSyeB5JShCIXSGkYrOsE+3klCsu2w18NWjK6y0I7asL/DIdIf87gG8pYiwnbKpvpfbY48H4wYpmrKyaB/9J8z6F511MjKZITv6TW6M+hNiDU1XwfpcdlaCWxuJAuT3SBnbM8a3fzsFBF2fI0c2sDzU5PRffp2F9nayDS3k1cucmZM80FoFXSBrhyjTo5pkhJM5rMX+4rsa9tP2vcLFnYc08BM/wcqffaDvaLYGq9lDSQkyxROavanEsy1+66F5fvOySexuDJX++B3c6DNzvEmrUcIu9AngjArbB67imPo8iYj5q/B/8SPtzewoXMuAtYlbht7N5878GVsKm4kcD4yhVe+rGkrPJld0Lg7nUoDzUr+tQoFs9iHsqesghuKCgTXufKCieND9V/zj3L/D2vxqJnL9/gnDOlONf+6L067tQ0Vsw+FDXPGGt1Bf6HFy/wrdNEN7ikx66PM2Y1IbtKNoV1wKliTKNCZKke5aeWn2/Vfq50iHqj3AieGI4tIIQyxR1Q3CEUU7Xk9916Vn0+dzniJyVF/Yteezb+6N/InzAd5yzasppiOUOl2K7VG05ROUyiAEQ61FMpEhJ6cu8J0+HvmhESzXJe52aMxNc9Ub3szK9BlO3Hc3p/d/gx03bcHG49DCx1k3fDNj3ua+rl/nDKO9RZSt8a/8MXK3f4n4kk045Ry66CFkPytFd3qIfA69ftPZ9zRYfMt6FW/zv0BeSgJS7g5XmSZHNZP82E3bEJYka8fobvLkjf8XPCGEI7EGcrAewhFFOXtu5k3+E/A7mVJYYYKtM2SiiVshBzspWwd97GL/BVGmGOosU8sPMFjMsala5chSgMTCtFbwrQ3nzDwuQpSEzb/tDvO1TQWssovJNL5MKV5e5La5OQr3d9kyNUE2NsjRsV2Pea12LXTepa4inDVCoZdE3DFzmH3OuXu2SChYFgUKJEpjZYLJ1ZgjWzR2yWPT1nVcV8s4U1ukYa8DUUQnIaW8z4VcshwlGS/1SaGFmWUKmdXXCbYFOaXJScFwtMB/KCcYIJIuK94w9y/O0Or2EM4412jB7kySYrh7bpWtxWFKjo0xhukkJVCCojrXVx+dkLx5LmF9DG+ta/66UsD0WqSRD0mI52SEZJxMFY/6u7ZOnMLzfbzRPNdcewmF6VPcNZ/SNh0qFClQQuNQUSugm5iRKXStd3a+B1CO1c9+exrIW5CEMSLOntA0zRhD2Zz3+XcMznkmRZFQeLailJ2ngybNC2bAloTnrhs1m1jVcQoCHs0vVnkbWv2NRAmbmcYMo5s20a2vkkjNSG6EoLdIRspcTrKu10IkEnIVIEWbBGM88GyI076+W5yCOpfZJm2FeIr7M1k/rSuXWljnzRdWltBJoei4cIEM6hrq3OQ4ZWVUo5g4TlEli0oxotF2SLWk0+snXpQLKZE93z8jCggYwm0FjDw8zSeXerzhhmvY6jmMjg3zcHEfX64fISvmaQYWKZK6kGwarGALB4FhZqVLOTkOQCwUrtBs9SK2Djax7YRAehwvbWPztoEL0DtPjaHJEu16QBKldPUgXuxhJWd4w4Mf55N7z5VTByMFZkcKFJaG+ePWXzO47RHe/vBPMLayhdg9itEJ0cgu6qVLqItLkSfnueSuv0C++jcv4N09c5w+8ACffv//DYCQkvf95d8/xpzluSAOzhm7ON6zv+bOG17MHR/9W7qNOt/6xMfYetV1TD/0IADbr7vx7DmqF2VIK4/OMsxSRjaUYAbOnU29wGKkFLBizdJTIV5hlF4yhEOfTOc8PffI9BgLK2t/GXTkMtRZZjU/SJwr0ti6H2ulRNCGkw/VcK5ssMnaRhJ7tGtt3Mnvzth/xjNQpVLhzW9+82Mem5r6zoeE3/md3+H3f//3+bmf61vPfvSjH+Xd7343YRjynve855k247uOjg6o2v3Ng6lUKJ98mJXFZaKxYWwlaJgpcrEDa+PUrWrKx4YZNuMcKAL/9AuI7L8Cimrionx9HulmyADPvwiEs4tFkvER9PwKwusigzLa7Q+TyTs/R85LablF/IkR3MV5TtmDtHIlEmXTrSiKdaggGXAtDsw2uWXnCCVb0hSK8kSO9FSHNNHsaG3n4fwJ/p/mcV5fmGRYepiv/gHipb8IwNKfPUAyv4E2KQvAQ2S087DtvBHbN6LQ37eZbqIyzKODxCBYf32RcuQwu5wgXnQFHcDvJXQ+cYTB0zuo3ZihtOkTuDmB3c5IiorSSocImyDNWG72a/YvdtJNlcv4L76J1pEDWLUM0MjuuQVBWgl+YPHfNuX5vVqXvz1d45WbqpSKHkYIrKLDo3n1tW4eBPgqZX17F1t793C0ukoiU+6p/W+qzjBVe5LLSi/ldHAP6wbG1jY7glar/36OZ33XIiFPC14ORkYIjz6CtG2y+inE2KVYts+m23qcetUCKA/IKI5tQa+c4tDJ21jMX40jJfnGXby0+yFOX/p7dFjFiX0cU4TOAt4Dd7Hpsi2szHTw1yLNxnpsplvFswmihNQSNIKExSRl4PQyYvsa6fZ9KGq/t3w1O4t7OTl4B425GJ0zVNMGg/kGfiVlNboUTIYRKZZxeVR5zCk7MDvCm+d/mc/m/5C3bXwdL5LXcOJjIdY2F0sn5KMuhahL0wKeRVr/Cw3X9ymOjhM2m7SXF6mdOMaNb30Hq7Nn6DWXaK9OkyuN8KL4So6e+TL/nP49U0PXsTsroMxaqa1uctnAZh66/XbCl72kX3bUTYhm2sQLLXJjLqpSwHIFRkiyBGTBZar633mD/hB/0zmOKyVXTxzh6mO70GGKSTQi0ajkuWVp/X8S4tx3dGIoRyEIn/v1enUKUZtcJ2B2eCOxkiijscMUO8iorCzwS6VJvhIGDK5FpMNUUYg6FMM2XbvAD24c4g73IwwGHm+8cx1vuPpGNuy9/Lm17QXE4gcPcHTDEM5YgawVkQUpXithZJ3klwfm6X7pAFOvuZG7xx6byS8MGAGdAQ/7tddgrYVlbZXyhqHNTMlZaC71H0ss/v3GPGppDt8fh9kEvxGSj1r0VAV3zOeqkZ1ck/SYCFdYKlxKpnxe3K5TvmELqnhhSsbm6xH3HFkl3zjETEvQzwUTvHzjAtcID9N1udbqE24GQcMdYC6/jivzcOXwAK6KGLjXEHsp2m1xy8ZjLIkJvtrZwpt2jLMu5/Cje0Yf855ZJ6b2D48Qn2mzNTX83sYpmv/wG6TLy6RDRXb9/g9Rj1dJDvnUZvMUsogXjQgePrgEzTL2uiKXrt/AyzYucjKI6dVXWCfWURBDjOXuYJtrw959pN0q2WwdU+/vS5wXbUWWnt5B9ZO//0VWZ6YxWvP2t74H+9ukeXrNBh/9yGcRrSFahv6YUikBDpmy2TQ5yk+t20bldAPu74+RV1dD3v3Oq5/g3Z47gn8MYalfwrv11IMcmBomCRSpFBiluLbk0VjuYNmCG0s2rxkaIlj9Ghv2bGfVgeXSFJ9b/QL7218mMwn3G8Objc9/Gr4WvEGMWCEp/xD25VOkD8+jl9t90u08WNtHsbY8+dqYzZ7hm5/7BPsXtiBdiRMGeDrCpLAxmOWDN14JV78w/fOd0PrUw8QnZxFSsy+a5df338aRrUNw9Xq+srqVr9w5RjewsSR4Xsp1l3a4/vIGxmhiImCGvf/1K7xp/xxoQbx0I/GOKyjv3Md15TLXVwY4PvA1vry0ndvuHieIFN881mRCNOjaFTbX5vmP9/wt04UR7ttwGVddOsS7swMoNUlX+XRkHnyP0uDFp/U8tbP/mU8fXiYOa+R7PSrtLu2cYqg1x4rJEQQOVs5G+Tadiodo7OQT5st8a/cj/OnR32Tq1FbmxVEyu4BbGSTOBCfXv5XFpEbhSJ2hksO28Yvv3p8I88eOYOd8MBqjNZ/6g9/kzf/pV5+Xa8fBOZkOx3/2cldOzuemH38XD3/tNppLC3zmT34PZTvkikXGtm4/+3/dKKUdzWP3imRBiknOBU/zvRab4iOUBxYoAbvFAMLOUetMUGAJJz0v0JrG+LGDHBujpTTlhRBjxeS7CaWgRsstocfznKjsZ3N9G3GjQC9d4AQZJTkA98wzlJ43B2+46Vnf+3fCMybdnq0RwtGjR3n9619/9u+3vOUtDA8P84Y3vIEkSXjTm970FK++8AjtlJ425CUk6zajsmkGPvsH3PfmX2aqVMRThm48TDGephf4OL5FJ7/I+nA7zWIMaYpII1ztk0iDtCXFVg0l+1pTjqNwLgbSrVBAakFsHCyj8EIfZH+YVFZmIT7KeGQzvPfVmHZGrdtmpdSfFLuDFsurAe2eww2jJf7pwDy37ByhXHFpdBLsvIXlSoSXMtCexNkWc2d3idcxSWgy0uUc7V//ZwweSZxhWQkisfiCSfk7Yl7fsDCT56J9JggoDlZwL1D06oVGYXQQps+LZHo2ec/BzRQm1aAkwpbkt0pygy46zugngmX4Kw38IMVqWuSsFJcE14LRco6pPZeSL1cu3I09TRRvejHtuZNQq0HYJl44xWxjL/ncAAoDwnDZaoyxQu5pZVzVy+GvOcM5eQe/0CPouUgpERryXsYEO2nvvJmVmc8RyoRcHFAqRag4Q3YTXjH4b3FFh0KzhgZMkFKpQmU0T6F6EZVMKgWdLl65QmrZ6PZhpAEQDE4rpnUeIYroNCCqH+Nd2UHmG1X+Sv0exvZYqp8GB1ReIXqS2OnhJE6fzJufZ2pDiYdKDn7X0JUSy1U4lkCZjHzJo1wtEZ1qoMOMxEA3NWw25mxWxfdfnlsfjnTZvOtapm9/gNl1o3hiP1JCnEk2do8xqyeJO2dQua3YjkUoUqyyTbwIjmPjrhb5tLqN1697LSrrUSkZ8u0WxrYhM2i9AsMXZ7lDYXAYqSwQsHDkIa5481spDY/SXHyQLAlJ4x45leeyhRwv++phPjb1ddqD21gsXU3ZrqBUAMpl/Tdu5eieS9GWQkeC9r0LJKnGOfoQhXUO7lieZtvDbNkKiSIVHtO9KX4kr7nRmeBrjwzjFC1Uob9JGjm6wvoHHrzAvfO9h67rsPiiXRhbECtw0udKuom+s14U4rVTclWN2+niJhqkwFiCJJyls6WM1pJEQHHAphHYmGZEa8NambtSeMJj0WvzhWuXuP7MyYuadDNGEiiB6CRQclDNgHVDNjKsUZ37BLG7k2rWZaS1SGg5tPx+yaDVi0ly9lq/aSzVResuVqywgrgvkL8GoVOqtqAVdtG5PhnhxJp82qG2EuNUBzFpSiMucH36eRrReoTsMusUKMcXrjw3CGMqrSMkKNJuxErxNKmMuVxKwqzMcEGQhSEISKTNieIWsnYTnSWYAZuhI4a0ECDoEFoZVtXFc3MMWUPsuOqJg/2q4FB90zaW/uT+fmaU7SLzeWwlMXGAyTSDzjDtao102qalclRVTGuhydBwHpIMyySYnGFTbpB7GkdJGaOul3mwXWTb8BAs7sfa9UNgDJkUkOq++P/TJN2SKKI2Ow1AFsePI92CTht/YgOmNEgRmHMOMlC0yRFDFlPD5dhyi0vnl86+RrovoDyN6xEGeQQGu9vDFpp6FOMW8jTbXUp5C51CnBqSMMXx8szMzrBt39WUgGXdoaBKeCJP1zRIhOBrRKA1Jo0QeQs14CEthaz66HoHUP2MNwO41tmy6yeDWT1Ft5MnN1DH276F2POIyVFOW3SdHOQLL1z/fAdYkwM4c/35NS2XkJbPwLEm0YsTdvk1Tg4WqLV9uqnHtknBi/d1yKkyWqd0MkFO+ZTPdBBh36rGO3Av2fAkaZIgdIZQwxTtjCs3L3HPgUGCQOGYhJrJ85OHPsXOmdNoZTEeNaFc5WWVecrLkwTaR2tFLG28goftXLxnqamdwwgpWJ5p0Ik9NtRSbjp1N58ZnuXM3VcxtGkD9mV9UdEtrZu5t3Q7GsNfr/9fvH3prVRqozj+SYY2DnBsJSBLIyCj1erSDTImqh557yKQePoO6NZqDEysoz43Ta5UoTY3g86y58WF+vnKdAPYddNLePDLn8N2HJqL85RHR8HA2OatZ/+n1UsouuPgwhlxB8XWGE6QEudG6Pol8mEPY6BNwovlOrJ2HSuJ6cg8iT5vrCqbn5Lvoj2ocOwcxthU5iyGopPMpOsJVcCwHKZdlCT1kJzn0J13iKd6tI2mpPM0jjxExeuCUwArB5NXPaf7fzJ8175hpVKJxcVFNm06Vz5yyy238OlPf5rXve51zMzMfLea8qxQMA6GlLIVsFIYZ/jUaYRtcfi2zzL1gz/a3zjpjLY1geV0SEVfctVqezSLNrX2aQSakUxgAOH7tEv9dMaJVpvUWDjuRTDhCYFSFlImaMsQW4uk5TLdyRYDG8YY7axtDrwcIl+gtFojF3ZJlSD0C2xpwTCgmxHLnuLEcoeJ8TynV0PsskPUyRBKMJlezl3BITzH5V8t38XHR2+ms+KTdSSQIDHIUo9v2Ia/6/aJlHZLkN8gWV5rauqXaa8GFCsXERnyPKKwaTti+tTZv7W0cBzB6O4BWhpQAkFG+UaJPQOJglRIclmMY2XogkMsBJVOQNTo0vA8pmfOMD13hpvf/lMX7L6eLuzREdSR04jCOKbgo5VkpFjGVoZEhkijcFuGHVctccf+Qe5bbTK1IQVhyGzBuusVzZmUxgmHOIVGT9E702WX9Tq8++bxCjGFygCvvGUrBxoFVlsNrKoiyQ/ScXNYWYIJHDSGXitidH3lQnfJY1GtEi4tkLU7pL1FhOViSJBOGdGaIR0YQ0hYHN3K+umDDIsmfzHvoIG9zqUwuIXMz2EbG5EppGuRhhFWllKYPUbQGEFKgcwyepYgMIJMKOJuynWXDTD7yAoCqHiK2xaaXCfPI4jtiyCA8AJBlV08W6GymIeG9nH5yrfwCUiMpnxokeURiUKR2A5SgrexTO9wHSkkL2v8GP/kfZC/O/hxbin+BNWBPM1KX9tzvD6PcCWMjn6HFlwYrN93DUdu+wJxECAEHP3qV/ALJSzXoVubpji0AZ0l9PLDPPTK66l0zmDNGcojijSJwK1i4h6OGmDnr76H3u49nLnyp1AFi67SuEeabPnIXwAwVKhw7Cd+HXHFTkyccn/janZiKM0+zEj5arqTg+gwRQnIshmmfu+tF7h3vvdw9H98mJtn+pIe7SzlqL36nK5nYTNpb6XlVGiYEZxuDxlFfT2zQGN1epjaDE53L50OjA56rHS7iJJgnd3hdNQhEQ5aCDzh0xFt5pwGZ5ZO8MJsf58fmMAn2JRHFhx0kiHn28TbiuTrgtL0t+iYdeTSkEaujMzSvrBzqvul1QaMEhgsUlMGUcax2ngIjDhHguYwOL0226fvhF3QzQ2TiBwjJ+sU/EMc5rUIFyxT5OF4kUIxJEhtOm6J7NQKxClqvPJd75vm9GFWSrsBSDt3UUwHiGXImO8Co5TCFULLw8tCHinvwgiJLFawTz2MU1GUhIMObFatAndev5WfuqkfkLjuO7yvKjnoIIV2QnSsgSqVCM6cwZmcxP70HfRedw3+xCTlB+aJRQ5Px6T5Ct3jDSo7BzHdkLy1wryzjUtGX4JY6tEzPdbJyzi4/DUuKQ3Dgx9GxgLdqmKczSQnl0nP1BCuhbVtFJl/crkY+zwZlyQK8QqPJYTCTofEPOpRCl7PJXNjOlYeWyd0jMOw71LAQocLYDTWcOmZfjxPGyLn4OW6/baXKri9kFxOgOtQdR3ilgHqODmF1v18RumUOfXQASqlIoWtP8Bu70ruanwKAUgEo1FIFDXwLAsciVWoAWOoyQrpoTmwFDyqM9mLMd1v90Z+LNL6UYbUIHOejZ3rZ3YKo3GSmCBLn3bp7wsBWfGIYxd0io7Tvu7inOIVn/9rxi6/hRvHvs7dO36T+6ND7L1khlDb/Pi6nz5bhte9806WJi8n6uzHdGqYsIH/2b9FD0+QTm1DOw6lpdcyVWrwm3tmMKc6LEVb8MbXs650I8MHvg6AVha712teuvI/aQTvg4LAI6DnjbNt37oL1j9PF+u2DxH1Yrr1PIG0SZVmK6Pc98ZvsHd6IyvNEJMZRke28SP+76J8m9nOHXzBPsAtJ3Zgr8Q0jz7M9eV5ZufmOTX5wwSZxCLjgZMtXrTr4nGNfyKcObifNInQSYIxhjgMcPN5Tj14P5uveO6rpFQWwxs2kcYRtvfcsqOlVCjLolOvk6UJzYV5dr/4pUztOWdgEWUR9XCRYjREYWUS7dRJdu8CnaCMIJf2kBLK2FyjRjEqIZZVkMtU4joyzTBSINOUMTOKKeRJUoNVEZhOFxUmVLszLOcvp2hgx+YNDHZSjoU9/HCK+5PP8kbvx2iZZe4JHF4m5oi7LeLlW8mvHEbu+RGwnl/Zr6ewgnlirK6u8t73vpfdu3czNDTEwMDAY36eDNdccw2f/exnH/f4zTffzKc+9Sne//73P9OmfFfhaZeqZTNlF1lYscn/9P8B7YDtpx/iEzMN+knzFlaqSXNlrKECxWACr13leNZk/5YXIYxmJJMMZA6cdyi11ybWiyZja2SEnMnwVEzBsrGMQ362Rc6ca7P2++Vt5aBJ4OVJrBza8clsgcEQNCPuOL7Clw8vMVpxsAyk4yUqox46kRR6Q7SXNEP2JlbTlD98QBAvTAECZEJ+/XHGrr6TO/3W2fccIqOce3zUVshnPIy/J9F272KkkBEgwbJACIxycdvjSL9M4jgY26L0kT8kf/I0VqgpLEYMLrZwSjlGPUUz7EcyigODF/huvjPkozoFOoHOIrJTJwr7KcVSxoDBYNhWSIgTxe1zUV9jRdnE2HQm9mFPlokiiUGQaItuZjN9uM2G174Xa+v1LE6f4dg9d3Hzniq1f7qP8EyPbE0fJpcE1HqK4W1V0jgjf7GRu7aNVyiSHx/HFjGkEQIblR/BWa1hmSoi9Vke3geAJTRDa4qIq7GC1ePMOxnt3Cp2lEP3bHpX3QhxDEtLvOWKDlVL4hiDEY+Wc4NjCWzX4rrX7aJpGnxmpsknFtt455Wr4V54Ae8XCtJRCATV4xEg6Tol8jqkkHQo5lzKYR5bK+wkQ5BDVR0yKYkaGn95mFvE6zkWH0dbHip3XnTSCGx5cZdJbr/55WzYdw1pGLJy/BGues3r+Pm/+Rg//Es/i+P5OLkSlbEd1B88hdoxQPv6ITzboeBDvpChBrfgTF6NKq+nFA6xLedy6VWDrN9V5tTQDqKXb0YAXqfB2Ef/FKEEqugRFKtESwK52CLasxVrXQnp9QvyyksnLnS3fE+iaJ/bVC/EEb/p3/Ocfv4of4Qj1UuZz08hDLhKkrkuxpKkeRt94k56Ez5+z+PUmQ4FWzG6tUArssjFAZHtkTgOmVJ4oj/XxirjA9HHeO8Xf4b3fel9/NF9f3ShuutJYYwgc/rfY91L8SxJYS7AvvM+Zu+o4kndD04ETUKvQKZsYteluNRl+52zj7ueE1tIFPo8Uf5dUrOl9wjVS/ZQkS2KThu7J8iiMsMFRboS4ZYK+PkRviQLbIpuJ/aHqAtBb7lDcmIZEzw1afG4+8o0Juof7swz1ejMEmjNES2dPPuQu+pRDAZoeTO4zi5sZ4hSElBIuwij6VoFhBCow/dhf/VP2DTfIamVyHp5tr7lqrOE29OBEAK15jSedWImfvu3ML0evTvuYOPHD1NPljmeHaURdClmAUNpm8Exm6CZYAyk1TwrcoIbgltpyirLVo+qGqAix/nfjVXCzhwsHUA2HsSunEaO+pBkmFoXPd9Er3Sesn2281jS7dsRdtrYub4EiI4y7F6RoXxKIe3i6pjy8ACjGRSbHYQ7iMyNYI2Wn3b/PGOcl/UibYHo1Rmxzq1dTr5vohAHmrBjsP0RJnbewuFvfo12o47VXWWseAXrvJ0YIMNwn+dw1/y94PjQnoXlh4H+fl4UPYi+ba+fPHXGZrx8iJnlAZJkGKP7e5HNK8eRmUGK7DEmcd9tWMM+GIHjZfhDeWhOU+z227j3gdvYu9TiPS+/jGv39t2K86rwGP3gxic+RVbTmPYymLU9gsnI/81vU/yz/4RxfZxsnKH6Lqrp9QxsfgM791zKxoEy1o7L6b76J3DKht3/bh1vSX8P3VhAFirk6WKblF6c4V4MlVZPA5svG0fkC+R0QjHJqLYKDI+Msrr4IFbZw6p4qKkB1g3tZtzfxlUj76QztYvfHP4rbk2/QXdxhdPzKduO/ikv++eXMdR+mCSDlVZMq3fxasOGnQ4PffUrHPvWnSyfOclrf/4/EnbaNBcXOXb3Hc/Le7RrKyyfPkl9fu45Z7oBXPODbyHstEnCkCxNedFb33n2uSTVdEOoepPoNXmQIoYb9/8525eOsm35KFnzXBu2UiXJjVKOGxTSDiO9FfbccZyR5TpDq01Mudo/E9uS0LfQbQuhJTuXpnGzBLwyQyOXct36NrJbplALeGXh7aSkjKotZNmlfHV/juWGoqV2cmZacfCTf0kaP7N18zvhGbMVb3/72/niF7/IO9/5Tn73d3+XP/iDP3jMz5PhF37hF/CehDl9yUtewqc+9Sne8Y53PNPmfNdQG2tjMIxYAmMq3H5qI7ff9H5Wdv5basurLIf9A7+dpgidoXwbt+qwsbmTzER8yI4Rdo6prL9QmZyDzFLcOIBM4zvm4nAvBRgbpecqhDC4Xozf6X9u7uAAKZq5uE03jqA6QEGkeHEPaTSZk2dxdz9id13BxrEkf/zloxgDA74iyQSVPVXcfP/Q+prDP82uhya59cgf8Lbaa9GJCzIlKdZBZX2dj/Mc0XZ7McoGkaXIJEGsLazy+1TTrY9zREbPMwSrCyRSgs4QayYDqeWiu42z/+cmLrY7hcw0Ms1w3SbGQCMKWQ0j8tXBi17TDUCskW4mCcCvQhZiGhFZGKIUJH4XiWSrK7hsYxPbkhxdfexmV1UrTG3pINainNUXTzL+9l3o9aMM3PCDDL/8Hdzx0f+Xb/7D/yYOK2RkpJaNlcZ4nTbadsiXBIWBHLnCRUYknae5YBXyxPUTffF626P6wBG0biFxObr+nJbQHnmSougxzxCpkRjLpZuvEds9yKDtD8D4BO3WEJ0jKSbKCFyFkeKskYJj9ZcNIQRhlNDWfQU3TxiMgSwT4FxkffU8w9s5gPItRh9qcXJgkZ6tsMiwrRaFOI+ot3DiCKE1AouhjTZSCTqrMddYN/E+/5exMx+Zd5G6P4dmaUbRu7h1RYSUOP65NiZrGiBSSbbumyBXdEAW2PHid7Fl+TIGwl3nyoL8Lu3xHNbgNvwX/TzejtdTmQkoH2uzLu+iLhnkfvkzPLj7p0jsAkO1Q0z9r18ha/Wwh/M8su5VnBZXQMEli1LSWkBpbpnRDcNP1NR/wXfC+eVaWpBX/nP68dVjNWAKttVfm4XAtgXpK7Yx89pxDAbfSD4510BWbXQhT5hIxhrzyCQlcW0qqp/9iYCtY69AB+N8dfar/MWBv6AZNbmYEDs5cBRZmJIsdsg7ApVprG4HjMC1BSbTFHtN5PnGQFrjdmKcXnz2s7C0xlrTtTHnkRr5b9viuLl+8EwmmjPyJuyFeeJ6DyUtBkuv5kR8nBf1/jeRcpkuFKAbE33j2BOW6KUnl4nvPUV6cvkxj2cLTaKvHCb63EHiO58hsf35/wt+fxe1Qt84IgkjVMci8yJePPFyjMkY5ASlpEWCouYOgpTIpRmcmWOMDeUJGv3AoFXV2JPPPIvL215F+hamm6I7KYVbbkFVKqhTC3jzbQAWkoCe6JfiXTps6ElDON3CRClte5gsyVgfH8TKDRARYwubSXUTd0sJbhmUi2icQtVvA9eCtb1oNlN7yradn0WShE9MuimvRJT1iGv9OdazzhGfsbLZc9tpBgMPIQTpyhG8LS9chrQsnjv8KtfFWVimngTYYYzRGlHxsUR/bEe9jKiXUhjayMbde5k5fhR7+RHsqM0m/wpcce5apywJrUXQGdSOnXuPDUOgBGr+I6j5jwBg4qcOSJnavfQCF5Wz1s5iEXYSEWsXaZnHmMR9t6EKNpnuk1pCgvJz5BKBNoBQMLyNM8EJAt3DFR5b8481XOndcR+qfK6c2pq4EqqbkfkRZKOG883PoZaXkasrqLlTqNljyPlTUF8GIYhf8iaab/9lDltv5PDm32J66j+iS+cmFZN2Lh6TsO8AIQSbrtl09mSUyyy2H93LmaGHmLrjKE4zOnsvOtOgNcPOOu4tHOJj5du4vXecWs9itXQDQjpcsv+XyVn98+Zdj1xca8v5OPCVz/Pw7V/GzRfYcNk+Nu69grGt27EchzMH9z8v75Gdp6mmnodqlcntu3jrr/0O+177g+y5+WXkS+cCA81eitEWQdwknO0gLZgquwypSawsxYSSbnuA2FhoNJUsR2xyfQMF+kum0zTk5TkHUxn1DZu0JWjuLKFTGwFsW3oEP+rQyZV5eOM+VGmZTrvEusX9fDz+KH/a+V0QCnvrD3PG/3FOJ1cyl12GsXZwxz9+k0N3nmHu2HOrBHgUzzi16mtf+xpf//rXzzqXPl3cfPPN3HzzzU/6/C233MIttzw7i9rvBozUqEczPcQqrcYgCIGPIl5ZYaU9SNWWyExjZH+zVBzK6LRhr5lkOW7xi7ds5NQ/zFCzFNqx0MoikoowyqiUL6IJrzJA7AnoOaCbCOUhXRchBPW0S6PXRTYaFDdtwem2yaSFlgqkIbMtMkexx4q5fmqQRi/hP37sQd53w2aWVmpo16K6zqe92kVHhsHFK1ktNigmOU54s1xWdmBklvxAkyD0kPLc4X3EzqgnRYyyMArEmlT5xWJx/UIj14PM71H1BFEYE0UGgcCg0PkKTjvAbXbJF7biPvII+dI4ytiIMYtwtU7Ht+j02niq9LzU/7/QkI+SSkkXXSwh3UlMEqK8/gY88wM6BU2xZzHsN6jlhwn1eRF5IdB2jlKly8S2dbRnGyjfRjzqiJUklLZfiTp9D8fuOoRlXUmnvkCVCVLLwSbD9RUlN8Avjl58m5Jymdi2yM7MoDyXuDuPbbaCtigtJ8xmy6RugEx3oaWF1CmWgLbu9+sKZbBcevkFQq9FKV9kea6LOj5G1ggxGUg7xhSLhK6DzDJsDVMbzpXCnKq3uWfaYgKB20++RCmDfB6iZBczrJEc9ohPd3GOqCNoegHxcoTnWHQbebzeIEHUxnJtpAjJlQIatgIjWFhexXfLdByNydloaZFJjbZ98pWLP2vXK5WpTE4RBz2CZuPs49XRIu1aj7Ddxc0P4vpVtE6YE2cYiFaxhCYdz4hXE6xeCtJGW4pcK2Gxm3DJSJ6vn2nz45suIz31cWJhKN97B/aPabQt0TmHM+tfglnsYBCI0w2GOifIX3fxZ+1elLA461w83Lb4qx/76HO6XNCJuP/Lx8/+XbAsmibrCz4Lidw+yHxwhKkjbdwVm4fbETuLHqOujW9nDHVXWNF5erbP3sorOLpyiPdu+HMc6QOCTlZnf+tL/Pvb/z1/8Yq/eE5tfT5xppAnW+lilMR0E6amezhS0hwfoV1Zz7CtEEriZwF6bd21ooTYF9S2F/qhb637EiVJSiFn4RdszPy5A6B9Xul+0mqjci5gaAUBGI1jOURhSC+LGfan+HD3NH/grWNr5zYeHtzGwfF7cbTF675h47xoK0IIsqUW6bGlfhZblKJbffLH2jRMfNcJ9HnBTNMOSI4sYO8Ye+JOMAbefwl0lgBBe8vr+eZLbidyzxHiNX+OMWccy+2iRIFqd4m25ZNJl5ZTgbCL/dCdFA99AfHDb8TUHdwJiZoc6xMpzxDWmI+10F/reg8u42zdgnNiK3FthU0nJSsbx+gMnKFrBD184ixgMa/Y2EswrRgjQlZFlSIdMpXRlhGdpMUGtYWPLvwPXnzVL/a1f5YOItN53OFDJM5edDPABAkmiBG5Jw4+WedlXSVx9Ljne70AWfVwgZ5qoKoROfvc3mZhscsOBVYUIk2KLGisiSf5bJ4HiKLf13QTGqFinJkZlrYHVON+iT86JV9RdNt9CeheMySXh9FtN+C49xAunsIa3c1mewenvV0sR4fJTMx9gxO80ylAHEC2CPMPwPjlqG/+R+TCSUTrVH+ut0L0wHufvIFZQmDn6aaCuNhEqPUkuLg6hSxBVvLwHMvlnguEEJihUYLlEEtleFuvJllYIBi/kbydwi3/J5Huk6uRCcmtBTBWP/RX1P/xVtTQVaSNaWRpElkukdUOQ7eLGNpO8cX/B35tlU4tJR4oQGEKE89jn9iPWy3RC0ZJlY3MeyROnp6zmbp0KNUO0BF5SAwDF59301OiMJAnnFhPsrSKZVKcYIT8vmFKf92l1wyp2YJMZ6RoLGnhCI9N9iQn41n+rvp5PqV93plfx08lI5SSJoONh+iNXUmYZMSpPhtYvlhgtOah27/M5M49BJ02o5u2oiyLwckppFR0G3V6rSb+eaTWs0F6Hulm2c89cG57HhPbdzH3yOHHVVcFUUaQLhJEMaIj0SnYMqOlfLYsnKIbFqhZ6ygoh1D1yBtBN7AYMP1NS4ZCZoIBR6Bv+wzZ5muQdgkrykg2FekBrbiMCTTDrSUC4bEwME7TK1O6ZhuP3HGIBxcjdgy7HAiaLOpZsCYYiGO08lAiIcagTEp9sU19scP0kWVGpips2vvs59pnvJLt3LmT4DyHi/+voDHcYZUGctElrxxSo9GZROoYkxtgpROysVxEpQkqDuj0emSeD94Z8u1x7IEey9OfRqnLUcKQWf0BbekUO+dhv5AiqM8UxSLlZopQEBc8ckkZVSoR1erYpRGU5dFYWui7kKxbRzmoEUmHwM5hTEp7HezqwnStR8GzWOlErJ8ocN/DdbqRZGSjT322TVn7dOmwGkmWy/P8xYYP8SvFa9jm+SRpEWlp5BqBKQwM5iIK3rmNh1iL2n5fk27nBaYLKxWa20rUQwPksE0NFduoCECihCbJOXj+JgRgLIlIdT8qnhuk3moA4OUv7myaRyHP3yQFdYQ/QdTqETRiTNimZDbihQVkJnhHmuK2LFYbCa2RAFe5fZFj5dLdsIOhvMPY4ggzSUK82EX6FkIKbNsitotI4eLmDEJ4FNp1hDGYeg9HpBjl41wspd/nw7JwkhTGx7D8PHr5OGx8CSZLyOsSVruHccogIpZLGxltHGMbZ1gRRWw3x+LAtWjpkLgBmUrRnQyRZASNFDuTJJ6gM5KnPlogFgI0JFJQWStD6J46xnIasGT1STh13iFNPgfno+8F2IM+3XZC5hqSQJHXKaVKkTRNSJYyTBhjR4qeEDixRhQLmLiJcFy6SymFXJ5EhdhBiJeGuDqla8WMVyYv9K19R+RKZaJuB5NldFaWiHtdHD+PsiR5v4tBAGtEixD0hGIISIWFIxqcuqHIxEGXzLERGpKcRT4xpEbzA1eM0jTgzl2DOvxFjNGUmkeZb21DKon2C+RG++Nt7J553Chm/u5vMD138inb/C94PLyOObcDFJLpf/szz+l6Sb4CN/1E/3LGUHAspEmQSoKBfKlEWQxw9NoZKl9cj9eDIUuSlvN0Ah9rbpVszw50kDEW7ORN8/8OOd53zs1MyrWVNzETPsxid5Fe0sO3L445ppfPo4b6a2rzrnkGy7NokVKSeVrXvxVLPARAPupgRQmZrcgshZNlaAFSa6xMoKUksxRWL0Q7ilwpR6dTIo41j7WmMSSBRg0sMl8vMSJKVIZDlkINloQWuOIafnjxi2TchrVU4r/JPJ6VEm68HvXX74LOKiJeRdkjfcLPaETagPutfhuiNtgF4h1/CAgwkM3WyZaayLyFuv+/IByF7J2CkV3Qmoewnz12dNO7SdUgsXxUHsLQWl7GtVziKMMv53BkEztN0MLGzQLqIod//5fwv3Erm9//b2id3kPqVNBBSn7bs9NZ8rZWaX68TwKrsoszNUVWq+EOj0K9hSNdAkcy3EuBlNWsx5WXrae3mlAa7o+t2tII65MlevYYlgBHKELTI9ED/OTB/8H7X/3XlGfuBGMQtWOI6iXQMGBJdDNAPQnplq9UGd+2E6nkYw66j6JVb9LlGJHwSdsBJrbIJLSsPJGUbBE2cTmHWmxBdAzCh1C5f/2s+unpQJR9XK+HEAaRWeQakjSrY+tREmOh0gRr1yjcvQgoVs4klKoK2x3By+Vp1pbJt5dYP7qbrB6RCYe27nF30uiPm8Ig6BS+8X5ozCLiLsKvYFZWwa4i5j6PWj1I0v1XqOvegPS/rV87iwRZmdFSyIJ9jniwdILBQ4X1x1QGXAgIP4dSCq1tnGIOcWiG9tCPkp/wYWgbYfMeAAZnSvj3pSytPEh8chBhjSJyFWieQbdm0a1ZCq94BVmzQVo3CLuEzAnKywLR6iDdhOIt11B8b9+ccPVDf0XNGyPZcDnxbBstBMIYilkby2QkccrI3hfOrfGFgpf3SMmIpY2f9th99AYS/wzrvhUwVqpyao9isVlEjRewTcIbV9/HiTNzBHaPMwP7mfN8dPYIQtrkVh+i7W8nXyowuxqyafS7O1ZmV0OmVwKCWBMlGt9V7NtSorB27jh+710UBgZJoojxLdu46a39qsDi0DC12RkqY+McueNrXPGq1z2ndjzfmW6P4qrXPd4osxVk5KxRckVY7Z4CoKq6lLIeWNDuDKOlQgpNPnEwqYUpKlJh0bJLmKBPjA7YFp1Pfghvn0QNThJfvou6Nli+jRioouZWcJKAnYsPc2Z4PSIz5JwcInNYWC1SXUxYLCxwa/oRXiNfz4guMNK6G4a3Us8mSKVNqjOEtMhSzep8i6ATsW7H0LNy+33GJ8k/+7M/45d+6Zf4L//lv3DJJZdgf9sHUyq9cGKeFxKJmzGwWqZt6uSVRT1aS1+VDnsizd+tpty0ySbRgszJYRlDKjWluEKznedE437CFYcb9SXkdAHb9N1MnTQmQ11c9fRSErkSKzBobdDKxhkZoLi5b4JxuHkKsbTQ/1/TV7Nr5/t6ftrqEvo+vV7CemH42myLLcMFHpproRDYgz5xQ7Npe5nD9zVRFDiTRfz5tj9nKLM4aubZrdbjqAZUtyBrm2BxgcEMclITmPOHbJ+ROpu59H2O/KpLbUzhFWMi5eA2e3RGJrGJwZZktqSwUEdafbIqI0WYFmliIQkJdIZXKJIrvoDaH88jRC6H8H2wLVSSYlZPkNXK5PZuBAYJVmKSJCXf8Cll/THgP9LgV+tH+fFrrwSVAwFxcZxa2GTryBKWtQMFJO0IK++QdCPKG/axujBHph2KtkVqOYSeT3F6lqltPr3MZ335IszcOq9cQnkeWfM0UjoYy0IObMXqrJAM7MHQZH7sakYbx8iLiPvNNghhfqVOcS3zQhMRJwYRa5a2FalMhyxvLNIZyZHYFqnTn5+s5Q6Fta/b8uH7iVZsSpmgJw3oc9oH1rcJQ3+/wRrNka4EFCnSrYzRy58i10owQYbj5Ml3UiIrhxYWba9EsZiR6i6EGck8JJ0FdKlKb00HNddeBAaorHtiR76LCdKyGNywiZn994OUHPnnL1IaHaezskzcaWOFAYnslzqZ3il6zjiuSYiMoBBl2F6J5W0JTuSglcBIgdNJsRDgWWTG0PvBH8d+YB1BsUrcreNt9EkaEarooOMMYUsKtiHrdKgPbEHYExe4V74HUepB7xQA2vPJOk+tQ/WdkInHlm8JKbjy5dvO/n2md4J6sgKTcPzFp/nGF6a4rJcwXs1T6PUoeHDAAlXyyBkYz2/FZwApLKSwGHTW8crhn+G+xqf4/NE7eMXml5C/CIIh+jyXUcvSWMUevtM/vKRRFZUUyWKDH3ZJXbtP0BiDUX0jhXK7L1DfyffXmKiXUKjkSLqCQtzXtM0shzCVOCZC5XIolVGJAtaLKh0j8Ks+hcU6yaZtZGHCZcmPs651E48cvJMz43dzr6P40Zm7YOFnUKsHgIz+zu1hjLBolvciTITRCSLWlLrH0MpHzvwy7cUV0iQhnyuiLIeuTCiXJMIZRcsBxPwDJGFCMyqwpLdxpPLDqPI4WilkZtCWJLyjTj4YxM4LHKfCiPUVcpmLlQakwqL497+FPnIMe9t6sk0/QfrwSeLZNtKz8C8delafiyr1iRmR7ztDu1u2EJ84QXziBBsqL+dz4WkqlQjd1YTKpiQ1FdfiZBpRzDQmTFmOymwxD6Oq4LhVKlnCYjaPpTayv/VlfuPjP8J/Ke+l4PqgU5S8nSy6EnI2pvP4DLZHYbRm/uhhAJJe73HPp0KRr24lD3TmVgnTLq4tyKc9UuFhmiFuL8G2SiRzJ9j04f/5rPro6UL6DlmqEFJjDOhgmXY5pRLGLHsuWb6ANRxhbEUcZGgj6XYUZU/gD2zgxMMPMrizTWjnKDkjnIoOY2HjSsWZW36Z9fd/CLAh7sDCg/1yU50gfvpr6E//Nmr2U5i4hjn2VfTulz+edKufZiEZ48zCEIXhcySt0AadKaycvKDlpQAMDOEsHyCNJU55EGF71ONLGbvh1QDEOmKoOcjYIYF1vEdMiNF5rPGXI3ODpEsPIwsVdK9F/rprWfzVX0ON7sGkCcKrIIQGbaGzHOGRGsUb+wG8ylveRu5oneBQjWB/HYDWun6WudaGpN3Gm7r4TRQeh0qFQvoIPakpJj26ziC9ik+pWSCOepTDccyETa9aQIZdfL/KaMcjJSEX+xxddztL2ZWMx7ey5fRfc3TDW1GdlEQHrB/Oob6LyRxLzYj5+rn9c5Jqau2Egtd37T19YD8Lx48SdTu85B3vOft/+179Bu782EewPY9eq8klt7wc+zloF2bJuTY8n6TbEyFONb20QU6VMGmCVJCje/Z5GSnCcZtUKLQAoVKEKSFNhpeGBKaAlDFpkGKNjSH9CsIdwq7HJAMWMtPMD65jKJlDNGKMNFTCFiuFIZSAjfv2svrgGaZrRWbdOeykxj/of2DjxC9y+W1/DpPvZsIcoplqOrFDOvgS6skoQeiRpRn1hc6zIt2eMVtRqVRotVq89KUvZWRkhGq1SrVapVKpUK1e3M4fzwXtSgutNCV7gMG9Ieo/3If8mf1wyTJVY5FFmtsWWqg0RWYa2/VxJwuEvQJXL99IR6eYuESWlRBC0cuXiC0XO4vIhKJwkYm0R3kbSxpcL8Kxh3DkuS9gs9XkzIG1GvLxcXLJOU2K1BYkRZfF4QH+TdLAAA/Nt/j7b00z5vSrEIJqnpFIc4knyYAgcVlf3800df6yuUBS3gTVLTCwhUe12cczxfpchLLPDdlHn/u+znQ7D4PLVSK5nlA6CGPYsD/G7qUkJZckZ6OVxA7rZNEZZk/9E2iD49tYdoqwFNNLC4SdNrnnmIL83YL085heD9NsYdY2pmnrXMlNWKphZxZW1tcIBKgiKS8X+czRhxheWsGOE0CQ5arMztXPJg5m7RgdZ5B3SQa2EsWTpIlNYbxImMuDEORt0OUKUkKhcuFKE54U5y2uyvOQvRpZFiOkROXKVA7PAwZpqsyM/ygAI9RRa2Wyq5t/lHserHLX/YMUlnrkVmOMq6iPl3j4lg0sb6wS5HOk9trBVhvaCz2+9vePYIxhZe4QzcympQypeKzFuCpe/JqBzwXqPH0/r6FolQS2snGKHqJ1mHyg8GoxTpKAsmiXh9mzfqX/Ag2RP4IpnFuw7SRGC43tXHgS4elg8tJ9VKfWg85ozc8y88A9NGZO02vUSMIAy7FYv+8qJi65nKwySCwkLoZqNI8WGUrkyDyFijJKcwGdLEPFGaq3Vu/o5UiueyXpnmtYvPchztS7OIM5nMFc38hiOaC7u0L9JTfC0O5+TdO//DzDn3NrelauoAqF5/bzbZkk374q561zRHzB73/Oi2FCppyz83K1uYJ0Fe5InvKlY1gFl7QZEZxewJU5dhSu5a3rfh1al3LXI/Un1Cj7bqMXnpsLNkwk5N0E0Zeyo1jt4g1WUI7A74VcecdxXn1Jlb1fOMnUnTVGDrVY92CT616/k8nNA1SHfCa3D7J57xj5oXNzqGMZPEsjbZvGQw8jpSHnd9k2sMiv33+KIA0oVsss/u/DZK2EcnGYzZP7eNHkW7ji2Bv5e3mag5f/B+7b9vMc2fnLpBt/kmT7O9BD+5i9/K3cu+83+MpN/8RtN36Kb135P8mGb6I1sJfUr5LbtI3i9t2o9VMwtY7q3uuRG69FV6aQo7sQ21+K2v1SrJEtdOQIYmgKbVsgQFsSej3EWlaC59nkqBH2NuDFKZbJ6GUx2eG+npe9boLWF08THW9gkozBd+551p+LdNSapltCPNfBGjlXQxcdeJjd/l5qVUMvjvF1RjFpU3Ys8g4YbZB5h0AMcWw1z4uSw8Q5Dy0VY2qCV7ivpSsMn02W+d2TnwKvAjpGtI+g1EMQRGSzdYzWGP14E4pvdy/9drQb5wzEdJQxUIBS0kYZTdv2GWoluEH/O1T+oVc96z56uhC2JNM2SmncAqh2Bze3zOluRD7JQEhU1cca7O8B0kjTa8YI5UFhByOTU/RmjlI+8RVuGPhRLOGQkrCatPnM9Fdg/U39OaAwDDe8F276/8H1Pwcju5HbL8NIC6G7yMbdmN7jK63M0mFC+qXMwjlHgntZRNApYRW8/hfyAkJuHMUYsByNP1aGXo36tx46+/yx7iHG7y+x4fhWMJDWTpCtHEXIFGdjBRPOozsNkIITNsxtnkJVNiLsHGAwRoI2EGZERxss/sV+lv/qIAvvv5faR44Q7F/TbMxJ7KyJI2Kk0rTrS8jvRQ3eXbvB9/F1zHhvBmkcwokJjJQUdAF7YQU/EQit0V4ee6TExNAqSihGu5vZc+q13E0ZjCTXO8HGuc+RAY1eSqPz3TNU0NqwsEa4uf1pk1RDrR2jtaG5tMADn/80UbdDdWIdIxu3nH1trlhi32veSBKGLJ86wcLxY0/yLk8P2fNcXvpk0MbQ6Cb4VoU0TohXEnQGnjlHummt0JYkUjmkAZE6iMAhn/WQaIIoj9YOaSMkW2mhBrYhpEOu5DK0rozODJ1GyPTWa9H7riKIIvY8/ACXT99H7PrkdwwwfNUm8nOXsF5MkBAyH5/kI/XP0ll/M9z394i7Pkihe5q8lWDHS7jpMoKYLDXMHlslSTKy9JmNlWe8w3/b296Gbdt8+MMfZnT0ItQ5eoHwittXCNsLdCaq5AILE6c4JQv50mWiVZdNdZv9Sx1uGC5gJQmZUZicBk9jhwNcE+3ETSoAKP9ct3tJTIbELV0cpRKPwsoXoRb1NZrs/qH+UShLs3jyeF9AdWiYyuJpmr06ba9A5Ea4DUniKdyJKS6VDRYSwf6ZBu/ZNsbMmS6prbB6mmFX4MfQlSn7Zl/BwtBRpq0av1G7h/+28ydgw038YnyKZvdzbDx6LbaV0tXn+u5seen3tZFCHxrBva/b0heMNIZcLcTrJbi9mGRtPPkLpyibU3SbX6De6TKevQpplomDDGMZWmF/s1L4HiHHpZ/rb5TOO1jFnQ5RO0W5HrlU0LU0Iu1v6MN8SNRz2SslH5xO+eHJOXIdiSmWyKQhKYwijKaYtzHdiG4rJre+hFV0cYY8nHAZaQ/zqFyvcCzk0hylPVtxchdRJuqjyOVgaIj45Emk5yGAVv0QlYFLQEjG6hMschopxkmcHWTSYbu9zH++eSupcBDu5YwJwYN1g5WdwU8ywsQQ+B5k/UwIhAEh+npuQULzRJOjjZjyiE+NGmEs+4bDPPZ7KL9HSpifLYQlcbdUiFc7WD1DHIVAf4yES3cj2gH2yLU4vTypUmg0o1MFDp9JyOgLPfs5gxsF2DrBjmOa6RxCXHphb+xpwnJdNl5zA8r1CBp19NrGQ9kOuUqVwfUbGdw4yuyBeSpDbVbnU0oIrDRhJDjFTGmYxOkwdsRQWvVZQWMJSTFnsbjeR/qyf3gSgk0vegv777uTy/fuJUsVHT+PXQ/Qa/p3WifE0eOzRf4FT42iPrdZTHyfzjt/6TldL0szWF07EBsed8gtqDIVa5BGuspQKWXHOs1SmIAQNJwquW6TgV6d1dowScVFS43upPSO1Ahnm5jEpT1ex3cr5FSBZs9huRUzUr7AGSznuadPiRqpgcyAhcByYjA2SeQSRTn8sodXdHG1wQBWYlAlCyklezaXmTvWJ1Js12Jw4yDc37+u54qzUhOrix2SR2Kqm/L4+Tb/w+7xh8ctfmJHyIZtPkZFBKsZxvfwt1W4dPAHeOj0bdzqfZL/PHgLv1rysfwCLy7fjDe2h+Xh3Yw3ba7rfRwMjJozhFsux2rVMIV+gM4YQ6bBCZbpNBpYlkRaNkk3oduN8atVylv3UJ7cxEKcIUw/I0r0upw5fSeZGCVfyGEPxEgTsb62SFfmCLFYeegIQkkK1+6l8Nr/QOfOVfAUzngee+y57Ytl0UH3UrJWhHBdBt7zHpqf+ATZ4iJb5nJMT4wz+0CNYQ0VbVC1BaYqVVa6MVpIKJeom0sYbjxEWD1Mz5rCyyQDZowiRQLT5tZCjnWHP8pPbX4dQkqs9EEETdLeDUSffwiRd3FfvP0x7bIeQ7o9PiMuNZJHqaMOdSYGzu17IzuHEz4qJq7JX3PJc+qjpwMhBOa8KhOhYjY1Ffd0F7F6OTzXRkhBdcJmaV4glSAJDEJ3MOQY3vkKTPMAultjQl/GlLeTerpIL2vyp/v/lK+6g/zn0m62OhVsE4FbBbcIykLc/IvoVKEf/CSyfQT12bfDe7/0mPbFZ+5Gxpfi5jqY6hAyTfCykFzUpbnaQW2+8Ocra6yIwUaQYK2VHY+0imRpirIsTCdl3ZFhdNjsS6OsPoy7bQvW0CSqmMOEDQBCIfjqP/49RWWYHNmG1VvFxB2EnUPl14hlAelCD9P9NsdXJVB5h/zKSbJRQ9KLsMrfG0H4xyGXg+070dOn8Wp1BoJ5VnNjLO7KGNm/TGGuxcp6DyvJ05UxYtChtOdb2Id20q0N4aZ5jizdzCedAj9Q/Gs2nPogtdJOIrfKNw/0eI34DPKGp9ARfJ5w28EaUdovKd06lmN6JaTeTTm5FHJ6OaT2jY+f/d/CwCDKeixtM7ZlG4WBIXrNOvd86lamdj/7+SD9LmW6LTVimr2EpfAY3qzfJ4sxuEDSC0j0KCDQliA9LzjoxJoUSSot0mitoqse9Muv12BVXMY2VtFpRmu1x9x8iLVrM5WhR0i/dYJKDgYGV6m5FbwNRSr7x7jmwI+x+4bb+Hr3JA+1b+eHc1U+lytjEKi0RcnL4/Mwo87DPFLbwGy4Fdsv8/Hf+QCtxf285w+fvsbsMybdDh48yP3338+OHTue6Uu/pyE9B5WVKbR9pBZYXU3B+HjVIuENMPpZwfFmRDdOEUBmWbiWhfRtLBmzJdzKQpxnvnCc6lCVansQKTSFsEVLDuNVLvyicD6ygSpLqyvk6xbS7aGsHL35eWKRkhFRHZugNjfD4MAAfnoEdIYbN+iUWlRXihhLkDo26xxNrlwiTjUzIoMwJd+NQYPnSsqhpudm6DTFyhxKfpFPL93DiazH3qU72RkUecPgHpZOxRRtjW2f28i7cZvi8CDKuoj08J5niLWdtkFgBSFpzkOmmkKzg5Ga4lIHoTNi32bYFVyWWJy47ho6D0zTE8sMyAgntybePDjE+vExRjdve6q3vGggpET6Prp7LvqRhSlusa8A7iUuvTXCLZUxyJSWK9gobUarktOZYYeJQRisJCH1Kvi6g2sNMrGxwuFvLaAnCpgswRuykcua83w70FGMaDdw8xf4UPdk8HOwsoJTLOKU+lkR7aX7KVd2IqSFZ48yesKjtiFDqxantv006479PXcnCQGCgmfTjhJGSzZLx102tEKiiSJulpGafgmMXsty01JiOwrPt+m1Yu77win02IsJMwFWf7EEQxj4mKRHzv/+Jt0AdJBgGil5SpxIGsw6gtJMh9Kox/xtf0ky7GNP3IDMuVhRD11wGPXbLIcehBGVkkvk5ojIMV5fQMgLn7XzTOBXBthx88uZPfAAAJOXXn7298G1aOzkpZeTBAGrs7PkV+sgYLx+hvt3HUMHMKzHWYgXKQqXrjOCHcDYkRa9sRzhmItWAmkJrrAU4sxx3NIU+UZIoR3Ss3Iwd4RkssRLf+K1F6gXvnfRu/sA3H8agFRK0vSp3QG/E7Q22EoiV0P8Wvy4VDdXnZtH3VyCZVzqqeZgo8elYQfP1owmq5yQmjTTaJmipCSeqaNDaH7jCNl1Hq0NCUpYxKbNzErugpNueTvj0VylQdE7G6jQmYDMkGUCnaSkvS7O5RUAnK1lokP9Ui95nknAxNZzYtPF4VKfuwSEOffZyLnjBP4VDGyUGC0oCE2hs0qQ5BkcF4i0xdLDp4muuIpMCLRKuTJ5JZ8O/4je8ld4WGckRrN7+M2Mm3GKbY+u1DziXMWu8Gu0KZJYDgwMkEkXg+zvQtKE0B1BJ23aqcJHE0twVYfVJM+4rRn1VlmMV2k6A2jXAq/CypEGbsHGVYMoR6Azn1jaZEagO23MbZ/EHp/A3Xcj8WyCKrjoMMFZX3rOQX13awWVt/vEWzPGmVrXD1CNjZE7tkzuhgIttUCpZ+gmAXmrQ+bm+xrLOQejDYHazFIngmSWOiUGRRFjGV7qv5Ev9v6WSMCfWxHLM1/mlze/HiEEMlkBE4LwwbMwmX6MDMr5JWBPlOkm3AKN1gz0LOhG2OftcSMtcMKQnp3g1adxpl78nPro6cKI80i3tEl5TrGo6uzOpki1wdcJqW1h2f00T2VZSKUxWQQqh8lvRXSOkm9OM2YNoMlwZZ4Be4Ll7AgHsh6VLEfFKZLb8waobDj35le8FR76LLgDiPY0xF1wzu0xlrsL1HtXY8qj2ImHnSUIBH4S0MptRhUf38ffbSjPIrAGobncN5uqThF1zrBy4CQjl2/FXVT01DKetJGmx0Ltm7QfeZijizmGR8fZRkJY9Om4NibLaPkuNVey3llhaH2GDmahEFBb2gCWxKQaXAmR7sdPbYl/+QgzlZMMfuEEvZqPVIr8a7+H186xUeSZUxgp2dg5zWi4zOHCbpJ0FSltSidPs1Sq4Hgep5PTTA5u4NrLHuLz37yMnjZIbXEqvJKDuTvYHtYZr99No7AFhOZgWmDvJ38W3vDHL0jTTy31WG0nKAGeJTH1EO9LJ1AbKngjPihJZhsKO69DR12SU/u58jVvfNx1RjdvZWBiEmVZrEyfxhjzrOfNLOmTtMqyXtCEqkY9wEra9HSAaoBVTRkUGSapE8WDpGTYo2C7HaQ6F5TIpSGJsPrZgO0ubtVHJwnunv8/e/8dZdl1lvnjn71PvjlUrurqCp3VauUs2Qq2JTlnbLDBBoZkgsfLMENYgEmGYWYwMPxgMIMxMBjGX5ywkeQoK1qhFVrd6pwqh3vr5nvy2b8/bqm7hWVbshVasp+1evUN556z965zdnj28z7vhSTeInpfGWMgRbacQjcG2X/fDLoQ1Jbb9F13HfH9R3HaHgMrC7SHHdq+RPRpmDN5fjj1i+yPP4znt0hLi09NvpU3H/3/UI0OgWjSLQ6gkhola5W2uY1arYqVLpIulDj+yG7KT3Nd/YxJt4svvpjZ2dnvO9LNLhQIlk/QGh4jdAS5h2LUhSFLzjyqbLEt3sHths+eNZcL+2K0MCSMQjTLIPIUhYVdBFoVI3HIyCFq2d7kKt9poPDRzLNLSaNpJgNdwIpoGwaECik1ssUy6a99ldYFF7By8jjlKzdQqC7QLu9AjwMSKdE7Hn5BIpOEV5R0PnSsxWjR5nCti7PUZdAWKCHQYtBNCYGO0hOmuufyqP11giTgkdVHyJpZWjXJ+WoTE47HqmfihwlOu0WkmQR6mmaly4atL32lm5KCaD0cbfBglZFDVQSC0UNrqH0eoHCGHZJffButT/wtfflRpNQQto3bWEFkHLwkYfXkCS68+Zs77rMVIpWCTueU4i1q1ggaHTBzT0oyoScmcZiQ0xKWXYVRg3882OZDuwpEhgmGCbFJkPgoP+bGa0bJioD9kYYKYzJb88T1Y6Cd0SVGgqQ8hPVdZE57XmA7kM/jz8ycEgMGiw8jtryT3ixLMHTUpTo+gESxuOk1ZLszhKpHuAkEfpxQTOms9WdpDeSJHYtASpQQpBsdOmeEO44NmUTbBGtLkEQKFjNgR/QrKEiJpkfYThcc4CVMhD8BfSiNihWNuZPMTpW4dK9DnIqwMmnsoQH08ASZeDNrVh+6TBEEJm/afAxMl0c/cRfh+e+n0akT6QagIHzhFwbfDUbPPf8pXz8Bw3GITJMuEKkEQ+m85qsxe4dgrbzAwcfvRxc6Nw//FAlgIrAXPZpC0BhzELFidGIaM04oLYSUgxWaAxnyUY1UCfSoCrfe8nxV9yUDq9kmFDqx0PCFSbL0vasFjSjB6sRkhETLfnN4iqXZ6LGBlJKUZTBXj5jO2LQ9GxGGpEIXbUihobAwSbttrKtyzN3eRIUJyUMr/B/+mF+a+jhSwHK7jlLfOznzvcDWTpNumlJIIESh90TpaIZC0xM67TJ6tke2RPUz/C9L38K6QAgo99GudzHi08d7V72aaOO5hJbNJrWfrFK8sRQz36gz0FdCI6RvSMDCInPjG5AI8uUxhmqbua9wiAsKr2PInKLl1pDGII6eQqmIxbjOXqa5Ua7RETnmrF0EwmGd9kMkHk7SwbIahEqjLJvESYSRbmAmXXR5EiFiJuX97HYvIo4yaIlHFEBepaBtUsqXyEZzKAR27JMcfQyZy1P44R/Bmr6Bzu4Vkk6AVrQp3Dz5Pf9thCaIah4yaxIudbC2bCXpdJC5HM1bbmE4msbP2hQCkyhsk26u0EwNoAcuga4h9J4X2IqYwo4Vd3lf4U28iVjovMx+Ffcnd7HonyRG8al4jYPHP0u/necX+i5m2Jkjbm5CVTtEC3WMDaVT5fpOpJuVK+Fjki6WCSptjInTG4/ppotrF7FbEcKwnrd7P7bSBF4TFStkcQDLN/DtFfJK0bEMPGEiBgRJuIoSAiEEmy7ayaHdJxEygjgNRhqrcog3lE1+yz9ByRgCAY7o52hQ51qzyHzYYrh+nPQZpJssDRPZo9A8hDJzsPvvEVf8bO/Lxcdoo1AEGGMJzmQeHyivzRFgknQqiNzw89JG3wlCU+gmhJ7CGpoiDDu09i6AqjB9n4HlmWjSwX30X9lbztHWFHS7NPftw1UKxwvo6BLNMFFKMZbeQq60gpmqIFJpAneJcr+PlJAoDVQMQkMWc4QbzkGk12h95kuMSB1dahjpNNqu817oZvnu0dcPzSYijrCAJJJkwhbVy3YikhiCFtluRD3rUArLrGpFLkiZ7L7oSzx0cJrJ1QtpaQF/Ll7DVeZefnL5i3xp4I8w/QpC+HSqS6T/9T/BFT8HIxc8/XIdvBVQsPAIHP1aL8tx2GY2dxn1watxZZrAHqARGoTCoRTM03fyTsrNf6X4WJ5a+It4m8Z4bEcZmcqTPe+VlK9/M5MXfHOfWBoZw7BtfLeDaaeoLS1QGv7uEnJlymVUEiO153b+HnohURIwam+mNn+SqKaTKXWRhFi2RuI6hMvg9mdpCZ+s3sGmBYmNToIrHURcIKgJhJEQza9hDwyTtEGsJ6VM5SxSWQuvGxB4IUdOCrR9D1Lc9DryfpNE12mESzh9Oeonl3nkc3t57Xkb+fvUbuJI8i/iGHl8bkjWMIIl0sWfwVKfIo5CTnazZPMmcRzSbdS59f/3J0jn6QkNnvFq8hd+4Rf4pV/6JX75l3+Zc88995sSKezateuZnvJFARXHJM1DZPM7idoB1oGQ5oYmlA0o+jiTddLzKe6odbg0UbiGgdQ07AGL1qIHYoAho584EJCOe7MxIXBCl7Z59ilpZLrnv6IUGMUy6cFJrFKR2PMpLzVY2vs4q5ccZ/tVL8exdMbqc5wsT6LFFoHRQRmSOBZsDEJW2yF2O8BMDK4bLbG2f41sKyDWBPmLC8x+rUqRYRpL41y0/SLyZp5bT97K3fN3c6F+EVeLIrp3kkJfiHJSuJmeqke2e4sE3XzpL/AVnLpnLF8h0fBkDQ7ejdQzmJPX4tcFwUKbmgRHK5CK+jHMFpadIUxiTh45iFIJQ1ObXuDaPH1I2+6Fez7BKimFinysfIwIfDTNBaERRyb1PpfBuSK7UIx3bb7oCv5tZZ6XjY+jpASpE2oGWeVTW3qYfHmI8PEu9mgGFep0ohypJ+4lpYiyWZSVO+v8Fk9BCNB1rHy+Z8wtJVYYkXQraLneoGt1YmQiiMmyRkRb2YwVUsSag/RWGcn103B1RL/Fob7eM1/KGiRNF9P3Sa/4WLHPRdX74aKLOXDVEbRL5kke6iP54kYqxKwKhVQKKc9QynwPZq4vFuhZE3e5SzrVz/aPfY369VsZjgt0SjkeGdvB200f0TrE0WQzgW2xIIa5YCkFoY2udLrDozTTBQC0WJGpBt/+gi9iZC+9HP2znyElJO0komVb6C1FRlqks1nqlVU+deJ/sm3jW9gtNvBDwiS76NEcT63f1xrW7DzZdobMcJ0+Fog9QRsb29Eh+Nam5T/AU0OzDbShfmI3Ta5eIk/0nX/0tE6sY13Yh7Pzmw3w3zD0zlMkwY/9pEJKwYP/fpAoXSTTaRHhc9ncvRTCXibMRqPAPeddiVGK8BdA901yfpkl/yjnZF9Gu9ul6UbkX8BEVIk4rWDaFxUYvWQrKo4pL1pkFu8DII4lrtdPZkNv7qI5+ikbAxV/s+fXExC+RybukpwhG+xc/CridI6uUti1ccbFSc7TQ1ZbXYxCgq+nsPL9fPG+x9g8PY49kGdI28KNM+8iu6VJvnA9idBx4yZL/nFONP6dbtzkNYM/T84c4+PNryDDOc6Jc2hti+W6ycaUj5MZBKWhKKNJQZ0SPKHFUwlz8uVcp/6OkeQEh+1zaZoZII2opTHbOWKhyKZiDF8jE3UQwMrJVTZ+4l9I2iZr/3QAFSToAw6Dv3Ths/K3MceytO+YJ24GhAttsteex6a77+LQBRcSnjxJfnWRQz97EU4njzJMvJPHYdOVSMtBGutzAU2QOAXgIlZbX2UfezlX7kTD5v3Ob3OXuJV7gq9STVbZnTQR3Sb+csD/KCs02SJOLiB+fOFbkm6B69Kp19BNE9NJEXQ7xHaebG6AJIyJGj4pQ+eJxzPjGpj1GDAY/NDrnpV2elpIJKbdu2vNqEN+RaN0g81th5q8bKhMomlgafQEs4rqfJvKXJuNO4c48dgymEVUMgXtA4y7fQxrBsf8QzSjCq/ufx8b87MMtCuUVUJn7j7Y+PInhagnF/828osPILszqLv/CrXtzQhDwvHbiYIqSXsIbeB0qOSWymEsfFRkwBnP6AsJUSqhB8voJlj5FOHJJeJjLmuVPRSXNiPNNHFnniNqhrZM84RcOOuHlNcTrrSmp/mFj/0DqhWw+qf3kc7WkBr4aw2aBw/Td9mliHWf6yQRSBmQeF1mZipoD++l795vkHvH2zAyGYIkeVKo84sO6TT8+E/CV7+COHIYJ3EpdRbo5LYT2xqoFIaQIDWy1jA1L2attZf39o3y3pLH/7q1g+MOsqMBfz94Dxf2/zwTscmB3FY6bGJ58TamHvtkT3X5VKSbUrC8D/Z+GiIfLv1PYKbgkX+E/Z8HFGgmgbBx7UH2bno7nj3c+10iyHYPMbF8GzuO/DmJyqJpLZTSifWPkp7rY2R1ktlzX4XRN0ZLKRrdkGLmmzezhqY2c/TB+4jDiMXDB79r0q06N0Njeek58/1WQa8TW22GKLMPTSUkzV6f0ud0kdYImtRo1HtrLmVFJLGOE/mAiYOPRHHCKOOELbDKqFCAlUWpBCEk2hnK922XbeDA/bPUltp4nYDyuTsJPJNhc4Ws3ybKbSTUffIPlWkHJhfdUeeX3/nb/Lfab3HMP8LvlrJ81m2xPdnD2xp7wboeU7uHnL5GTWygb0OJ5tIgtcWH8CqrT6sNnjHp9kM/1DPk/vEf//FTn/Xi/XuSxjj+3kIUzlYITUOP63S1BpbKMuiMc/yWL1PYfhUBPmK8xdRsmiOtgGrLxU7ZJJokP16ktb8BAcSBQBld7EIBUBhR0Eu8kD/7/GhEuZ96KiHflRhWiFwnBpNg3fAxjE4nUxjbQHl5jfn8KJFu0iwn5DsRsaXhGn180FjljWGKZN4nnF8iAwSG4OQFgygRkSkbdGoh443t/J/5jzGQHeCakWvYvXA/o/oUdDVGsy66VHTOiO+W6wa1hvF9QLoJCUJgtn3MWouAJtSXwesSs4bQElQs6RxeYfcXPsubpt8PBFi2SxwELHVbSE2jMDRGulj6Tpc7azDx//4FYRiEi0scf9ObIIpYuO1LjL/tzeiGYmjDUaLQYmluE31zOQIzxAh1LrXhi57gC3tsXjGp8JMeYUni4Z/Yz76Hj4Btcc6lb+XIkoswNCKnj9g0EUlM1msRCx3qFbKlbS90M3xr9PWTVCqYhQJWIY/TbBDOP4iwskgrhwQKi21qoxliilTKlxMLA9OvkPFmOEmBvGOCY6K7EZkwxixZLPkRURihOzqv8k4glMJdmWGlNI+BgTVQRV50hO6RiwCLDPwH0u1FPJF7mkhdOoh7YI1otUtZXsqKnCNv5EgHkpdZfo8nVpAKuwSGRWBmSTr3IkQJ0QkIz1BQqlhhai+u8NJnAiudYU1An1JkNJ2DMiZaX1CMbd5KpBTtagXVXGTjZIFb1rLc0G1jV1N4RQuVcjCzG0jnj2DpXTpaipaewWquYGzYAPKlPwY8Z0hMtGc5C6i0n/rvcaYq54kESPmsRatq4kkLO/EphK1TeyymHrH5G3OsjhaIlxpESYpXq9dwvPsoG+wd5Iw+6u2I9HKdZK2DLKXRJ/uf1bp8O6j1jbBT9UOgGSYYIMeHaB/pI/YFnptDH85gDPZsRPSyTXCs8URDfOsLWDa02wgUMYJQGMSmjWi1wEmznB8m2/Kxmou8wm4TVx7gocHL8bV+brz8OE58DweSazDLDiM3XU4SRiS1Nl4SEamYnMiQFjaHu3dxX/WT7Mhfz3m560DB8GqTiBAybSylYwUdxHqG2gQQoSLWQ4Q0kArsMGaPvImW7tDMjBJFTfYt3MdQfQrMmGumXTbXT+DEPnEU05mdRZ7zHlb/12nzb1mwsLeXT5EG3yvM8Sx6n0NUdek8tEzu+nEEYG7ahL9vHxw6xpYPHCf88fegpVM4wwUAsu0Oq195hJaZR+WyFC7rZUf+4dQlbEkOcCCYoECGAileY7+Jy82r+fXmL9AfRdQ0ja/5y/xp8zE+mI+QokbCCHDaa8nOpHFyOfxOh9D3+PxH/oi5/XsBuOj1b0FM3UQchYRrPpouMLX4FOkmw17bxGEHI/f8ZQlXpn2qDHq+hLnmsssSpDa54PqIlI2yTVJpRbcjiCPF8YrHxHCaiZ39nNi7hHAGUVLQaj3Mjxan+DMlWIsq3Nf4HFuG3sNnl/+Om1Ij5Lw6eHXmj5yksThPfniU4a3bUbWfJ7n/T5DtE8R3fBQtFcLdH0FNXoYf6GhZA5Uo7MjHCl0SNETinTXzEVHOw1LvtVkeIj7wOBk3TbcWIe00SeTTbcwT6Rpbrno5Wy69gtWTxxFf+grMrACQmd6EZhiEM8cYHjlIkgja9Yjlf7+V9IYNuNU2QTKENFOYVgvDcJEyYbLW5PAXv0T/y67GyGQIfR8vleFFmELhyRACCgWwbfA88rSYjT2Mhk6UMpBagt1u46dSFJwN7M68nK5eB8AenKM5lyYXlNi1ei7/yflNfsp9Azum301TNzi0+eeZmv8knLjjqa/dnIe/uur0+wf/BrJDUDsOmg2lCUj1cWTqZzloXdIj21TEcHgML1CYSRtdLxHEWwEfqbUQIiKjfQ1BwiUeqGCQxXgEpUlq7egpSbcd197A4QfupTp7kvs/80nOedn131VTxtHp8NLnAvHMGtHhZcJcCTSIY58k6nHio6kGIAhDDS8yWRto0k0Z2J3T9RUoQqHT9sH25pD5AZRnouU39L5Pa2i50xyBEIKNOwbpNn0CN6R+3Tsp3fN1LMdksL1MxbIwUhmiIYU2k2bxXb+GzGf4lfIneWDt37i//lnuEce5XQgOVH6Hj0z8EHE8Rk5WaSd9hKHDhnMuI+g2KE5Mwae/+B3b4Bm37PHjx5/pT14y0PQQFbdo6REFq4zd1oi9EGlJxEDISFaw4ifMVlpsLufQk5jESkgXdTrVCCJwUiHFTJlYSELdQiYJZubs26XX82UwDFqmQMQe2hPeTmFAlNIoZVM0gHs++X+5cuMmMnqDjN+kqWmEKQtjdT1rpGZyg5ZiOU5IJZAt2xhlh9ZCh0bOxop8zJwgDhO8BK6ovZo99td57873IpcrXGFcTaPdIW8HLPgST1t/AJMEGw+rXEJ7KSvd1hcfidQgTkAlaJ0K4aHbiQ/chkgUIjuMUdJRhkPn6CrloTHMxEI3e/eVZpp0aj5xFD7naaCfbejrSR+0zZtwLrgA/9AhvOVl6o/uwdl27vouXUDiLhMZOhY9dcV4PmTAifBCxVyrS/+6OlIoQLVRQhHhYcV1RGigNEnh6lEio0duIgSRbiFUC00/O3ZJnxKOg1xf9OmZDHqtTrJ2lKR/W28xp1nkV1sEGagPByz3XwtSJ7D6mHDv4M7mKJuNfjQEjhfx4MkVHjg2TxDFLLV8LF3yb8rkbzf3syezRNkYwNYcivt2U/qTz5F+xQ4Kg1kuV11UIvA9myTs4LwYs2E9QxjlFObGHDJtoIIC2snj1EdjPFOhd2A10MhpUGpX8aRNqBk081mcmSO0iiNAQr5TR5AQSQPLeem2mZlKY23ZinviBMr3GEngpIpI6TpTm7ZSb9RJ4pij7d0QO3xCTLHZrbCpNkxsaQRpneaYQ1QTtJMsoDgpRsl+6e8p/uJnX+jqvahhr/97oZDNOSxU6wSWQkqJBDTR03ZJzcNyY7YdXOWQaRI2lxmob2NP6ZOsBMdpRivIQ6MMxgqCiKTWRRspIKznaZxToM4M70vUqRDrYK7FysoQACJj4Aynketh987Ovp7vVUrH3vZtNsHWyQIBaCgSCSm/hja/SjC8hUTTWBo6l8G1FdpJApqi0Jqnkh7EE1PEzT1I9wgJA8SxWE9wkGCsNvH31dBVwsbBNpun07yz3eJ/G4fJOOcRJh4LWYVWX6FLi3SQp+nZ2KkEEzC6MUQJScoAW6BEjE6ATBSRnkGGAe2ohqgGFEpVXj3cQjMlSSLoKA3dbRE7W1HKQMs7EPUmOvZU/lkJK30CWt5C67OJKi5xxWPpI7sZev9F9P30T+EdPkL3vm/QXZhB6RKpaRi2RZUaQcNBNyTG3v3EI0NEE1lSOUFOlhlJQm6JPsOU+VbSiU0iBRGSX838AX/V/g0u9UMOmjq3dOcY0Iq8O20gWUJ9+TEUOcS1/xkrlcZt9jKUeu32qcUugNvp9BQbuiSMPOJQYWgJbT1NHEs8NFo5jVSl8qy109OBslP4qymETNAKA7jhKkMLZYa3LnD33BgFKdF1jcIrJshaJtLScYXg4OK6qKC/j0y9jh0XCEWOC+QQl+hNHkRj1T/BYrXJUGmauU4dC8jf8Wcst7cQel3alRXMVIrS1htQj/87iTWI2P8PkM1DcRLDKdIJdHKpXkIH37CwI584kUjN7REyZwHkUD/eA2k0PcLIxiT1GVp3fBj74vcQt1dQQZu9w8uspcfYNTbO1iuuYesV17C49zDu5hrawAATP/TDvZOtVgh8s+cFq0vcShW3WmX16DLW4HkYxUkSoZFyZnCMDnomzeS73gmWhdftIooFcu/4kRe2QZ4tXHQxVCqIahWn3SK7cgIVp+kODuFnEgw3ITQMkiQmyZ/LfhEhhODysX/nzvAx6qubmKyejysV/zj6Bd45k+ey8dcSJm2+duVnuPaeNyH+cCPc9GE4f739147DX1y2XgABRgryY2DnwXAgdOGcN8O1/wX3SB2j5qOiEIcuJd1DtI4yfmI3wVJIS7+IFldhZv+F1HAfudnHSNoVQDF96BO05MW0B/rZc6LFgfkON13Yd2reD5Ar97P9qpezfPwo3Uadf/6tX+EdH/pvz7gZk+eadKu2IWsTrm80iXWVt0rA0WKE1DBkzFoppJP3cPNdWsKg03ZwQo8EgafZBO0OKmxiDKXxD8+g9W1ECInqxGi5JxPsqWwvsUKz2iV0AyrjE6Ta89j1Dvl0m+PRGs6OHOmdJUIlkOtl2p65nMebXybQCjhhjYckHGkeYHMuJqWKOHIMg4DC1AVc9dbX0Gw24efe/x3b4BmvJjdu3Pht/71U4dbqaJvGCPFITIhUhJ3LEbbaJCQ4Q4r+SBAqmKt5JLpGZJoo20bLJmimQJrg+g7aGWurWBrkSmffol63U9jdiFwQYec5lVI6CUL0boysNvC7bQ5+4y5i06C4skAsDGQcEpoS6fuAQoYJQdmiSULd0qic10d6c5HBK0cwixZ+PkVhLEuSGJiGSdEdomyVObx2kP9U/q/YRp7YDfCVRCmB9LtkKl1MP8DHptv00bSzr/2eLQxXZ8h4TYRKkIlCD2OOZW8lefxWRKJQAnTdRwkdFSREqx7npl5GpVwj8Y7i1TzaCwu4ts3Ilu0MTr54Qkv/IwpvextaLgfAyp13s7RwnEZ9mW5liXS2g9aonzp2qubwB50M2zMx7fh0inml2TxYG+VPjkxx8sgk1QfuI1U01s13BCKOyTWr5Dp1xMkDmPsfeL6r+cxQLBJaFu7yClqpQKxJ4voswsySNBYQcUR5rov0JZoySFRMof4I5dqDjOcVc+0GURwThBErxOxtdFlpeRyaW6PdaOGv1ViKO3xyap4j/R5h2KUerjEyB1x0CScyBQ53AiIvQKOOZXs4WQ2+D0g3AGsih/Ii4s4aLIHjKYI4pA/JoEXPWi+MEEmMFkRUvTLRyn0UXZdWLkMjXcA3bKLAQ7Neuv2Y1DSKV78cS9PQgVQY0x8n5JRkuONjGCal4VGUUgyEayBCKrpBuhogEtC83niSjxpk4xaGitBaDdJ9Lx7V7g/w1CgNZwiy5d7MG4hQxMCs8oiDHhlTFpIkUERmmva8pNNeJEliUNCIG/heCAqEoREvNJ63sqvkyaGh8owwUJk30QacnsdMrJBneNw5W0uU3ryZ/E2TWBPfJpSnXIKhodNqOsumtGkE89ZPkWiCRIOuHyKnRsm1VnEbLZJOCzcIUEmC61kcPfYIH/v8V3H/9h/xPr8b8+G96CfnCUINLzAR8xeiHngvf7t6DZmFYYh74e7CzOD1jzOflxzoj2h1jtH3UIXyA1Vqe6o8cmwVkRfUZwM6d1bIBYdZiFu4uk6CImcMcUmnzI5MSBiDTYgSoLoCT4zjpc7FKPdhlFNkLh8mc/kwxbds+dZt8V1ACIE9lQfZS7GddCNW/vJRMtfewMD7fo6Jv/97Su/8YZrSpIVJKFIUkoROpMCRdDP96F0XfTBL4GRwjTKR0qlG+/hQ45c4VorxDYGl59CEybvSv8L71EXocUwU+nzOPcmRqEeuoWIgIKm3sdc3AQFWThxj5cTRU+/r1fqp14nfU4/beGSiDnnVwnIF2WZM7rorntW2+k4QxQyW08W0PMyUQRw1sNYMwvkvEZkCU5O9LLeWjjgVfdJ7fhMFSkp80yCJfbAGSGNznVFAqBgNyVdXPsHxeILFJKASBxwNV1gJ9pJEMUop5vc8TFQcQTn9qNQgKrUBogC8JpGRxk436QYNoppLX3sViSLBQJgmOGdHojptpA/NCIj9EKkLhNAg9DBSw2iZAbruAjMnHif0PK54yztO/1DXkPk84dws1sQEJAmiVlnfH1YE5U0kmQyh49D1V1mb+QqdxjHi6gFW7v53VJIQez5huw1xglUuY5X7zxoy8llBJgPpFJqus9nyQCbYaw0MX+J0fZToeYkjBDE6MRonJ1/FzvMupT9KIWKbjY0pJlbP59buZ/hvc7/KTFjDiFss910Dfgvu/yicuAsOfREe+D8gJEoaPHD+n/Dgtf/K7i2/DqlyLxz1kp/k0fSr+fpX7mNlfhEV+MRKYLaa5A70UVy9mrWV19KOb6QVvY2ZLQZfeMPV3LXtInZv/a9UzEsxZJ0+735svJ5ITimCMOEL35jnc/fMcsvtj/PlO/axeuwIF7/uzadIMzuT5dEvPXOf23g9C73Un/1NKxUnqLUOquWRJWbV3Y/XbiJzIemCQItbdFfWaAYOMpaEdkQcJaigBIkg1gwE0NTSaAszKNUmcUPi+jIqiEm8RcyJHPIprCaGp8v4bkgYK1rlIRKpk+vWiKWFJiW5ch+apaGnDOIwYa3jY8si79nwx7w69xbSMoWlFB+uPsyX63tJa02CxEDTFEG79Yza4bua5f/DP/wDV111FSMjI5w82ct+9ZGPfITPfvalu+NsplI4sY7pVsh6BUSiY9YsgrvmAYgMn7GpLmYkuKXW6amS4hipYHBThs2vHCO9OQWTEksJ7NBFiyP0MMCwz07PKNcWuIZCJRphu0vU7f2TFlgaNFaWcZtNGp0OQgp0FRLLAoGls+fKR4gt2ctimtYZSTQsP2ZPVpK9Zozy9eP05UyU0JD9GUI3IepA2i0SViWfOvApGsrAUjYpX7Ex3WXMifHyA7T7UiRSookE82w1uX+WsOP4A7zy4Jd57QP/ysTuh7Ard9MdlSRALKDjWFhTGym8cTNRxUXrSsrxIMVaDjtXRCiX9NAQi/MzLBzaj3wRE5TOzp2Es7O9N7qO0zdIf/8AqYyDndeRmX5U0tvJN32DCaUx2jFZaSiiM3xzhtMpVNbhC67G8VkLI30HUgUIFEJAK1PASgLi8W2Is93cPpPB8H00y8Ry0phRjJe4CM1Ay42gSEiMBC3yIMyiNJtWZguJMBGGzVtf0eDP7nyQD9+6h//99QM83GhzstJhpL7IRcuPsxZLqkLyuA9tM6JJm03p7YS338OJgzMMeXXyjsFQ2EWe6eP2HO2UnW0wx7KECx2kXcI5qcg1E/rWFGJ98e1oUPJruE6a2NBYS1+L2yzRLG1EixPMyMcOXQIrj5U6O8eBZw26jrllGykk+UyO6amtTCSA73HO9nOZP/A4djpN2GkSJzHzuokKOgzsqzO6p8uGu2eIE40QnTgyKHzhs8j0Sz9L7ksdesFG+iGrmVEMEnr5MgUbhI2TixDCxZKCoiEISBElknO8jVTDeQbtTfgq4XGnC3GCCiKiExWCx+ael7JHQfCk8NIzoyK1jElS91FhjHIjzOHv4l5NFCwt9TaFTAujkGH0nFEIuzhVl9jWiJTC7RvDKpUYy1lMd+bZEtXZurZAeS3H/1nYyKH8KLft2kn2fdcSjTbZE6fZn4JY6USxgdfWKNUlpitYm6nidg00zcLSc2zNXsFwZhsnpy3+esvdfLJ0gGO7FjDffZyOfRhxWQvvVUM8Hm3hAW8/Lc0F3SAV+lxmrrKz0GTA8ak6A8xZ59Bs76RVGSXphNjbyvT96A6y14yRvWbsWfiLfDOyL9vA2B9cTfriIZJWQFjt4h+pn/p+8D3/Cd0sk04CTF8j5a4xlbexBnLEepp2nELFCUk3wJYmkghHQieuc+vq/6aTLxBkc2zQNrBVP4dg+Cf4qZZGTSpmgzX+e61KlGRhPU1MMvcYeifBsG1ShSKdWpU4DE+Vp9Xqgtci9kNUGGFYEkMl+NIkUQJPWiAh/8rnV+SgNAelIIp0kDpGJyad5Dg8OMSNY22wTDRDR9om0tDoHq3jfuo+xrLGKSo6MSzCWBHGJu0wzc3Zfj6YnqKZ1Jj1j3P/6u346Veyy8yzwbCYzgeMb5sk8lz8Tpt7jtzO0S3vYf/YT7A3P4nKDJOc/6PEFGjWBsgPD6IXHULNJBAGcawhkwDOkggPkerNkYyUQrM0RKoArUWSoItKYlrzd+Dk8mTLT/bDbH35K7gPPojyfGQqBYuLCK+DbgQopWGds4PyP36cr24a5u7tE9y7Y4L6Oy5g4D0vxwwjlr78VRb+/Va8pZWeC+OOc+B1r3/+G+C5xJVXwbp61JRtUmMLlBZ00tUYYacwgwA0DYRYn59JIulQ79vKOW9Mk9Fsyt1RplcvR3XyzHiH+Yfax/lI+zN8eHiShwqbOaFv48Q3bmXpG5+mcuRRiFyWL/51lkZezaw2xVzucu7a/mfcvePPuSP1ZmZcmzV7DM8qIVyP/MwcA/cuEh5q4R1YI/bzxMkorXKTA5fNoKSkYrnM9S9zorFMkEg8vcyOB/75VASOQhEJg1gYeFaJllbgxL4DqCThxp97PzN797B45BAn9z7yjJvwuQwvVV4Ijklo6KwJg35nOymRx4hsaAcYGlilPGYsKVQydHM+iRESaxGPjV3CSnqEhfQGTha2Ypx4nKQzT7TsouWG1+10yqggfkprAikFpaEsfickSacIjDwl0SbjtykYw+i6gZE1id2Ih/51P4/PrSE1DaWZbO3/IX5i4qNUdJM9OvxL5yQP+TMkStINUgSuRxg8fT/cZ9yyf/mXf8lv/uZv8v73v5/f//3fP+XhVigU+MhHPsIb3vD8ZUa84447+OM//mN2797N4uIin/70p3njG9946vv3vOc9fPzjH3/Sb2688UZuvfXWZ3wtzTJJF0YZrDSotQUFq59iZ4Cl+79BdOEgjOdIhipc9vBGPp0KaXkB2XyaWNOwZAojCDEMh6yeJrRtPMNBSyJizyVlT3yPLfHcwMyWcFprYEVg9XaK/LU1Eh/stTYMJ7jNBvOVFYpC0t+uUEv3YcRl2laWJG6CWcAvSsqyzV8kHkNrp/3rzp/MUUh32XPXY0xe1MexB9coVsZ4pf9jfGnn36LrGlEYo1ptGIBYyFPZJYUQxEpiWC/1xf16fKkUKEPg5wXV7WMoS0fzI7pS8Fh1mb49XyU9ZmPPmFjSgQQMNdtLfhGGLDZqAGSK5RewLt8bzImN5N7wBpqf/SxEEa0vf4XiK67DLpWQXg1hDyMQtL0qabuIGej8VF+Rfdtc6J4mGzdlLD6wbZBH6y4PNV1ec/ce5HgTlR7gCWrOCbq0jRJae+2FqezTRbkPpeuYhQLp8Q1U7v0GdpwQrR7EnLgaAahQUVgKWdsgUNIklialtftheBOKhPddVuW6L2/hb/HZ3V5Bay1zbvUYyZYsd2g6y3UDfy7Prk6N1VyMYwviSpWZ4XNZsgsIL2Q8aiNkjzRKEvUk6ftLGVrZRitYUC9gjJyHv/YQqZHTmdKSMKS/W0FLYmLTYGV8C+XGLuzRIdz13ffR2ixuN8AYeP78eV4wDA72Jo++B08QFq7LVBTx8x/4Nb58313sv+t23ijnuWTkAoTxslM/1aliiZ6n6NrKPOHM3aR23fRC1eQHeJYgTQ3r2D5Wr3olq7kNJEi21R6jFNQQCAwnIuxCSQpmgCC2uD7ewYdrn+LCws302RM80tnHYH9CuZUi6XaxZwP+uvqvPBYf+Y7X/14QRSFvFr/wlN8JIRj6lUvWw88T+G66xDNJ5cAHy0Km0wgZYa1PpWKgkuQZvOgStEceQjNNNnZOIoA+DT412ccXjQkEcPLhBQ57W7mFFq8cS9HnGugGLB/tsjbnISoe2XMVWqVC49ggldJBVnKrXNT3WjZlL2FgapK/Sn6GK4KLuKZ2E137gl5oaFYgs3AevXA12+8wWp3DC3T8SEe3NDxpYdZj9MEUaBIhxbf0/nsukLl6hM7uZVQ7on3fIs6O3lwoXO5A3UGWmpiWR6Hl07YVuUKRqU11jh4ySbwYLW2y4ubYvfwyls154BgH2/dS9/ZTtHfgmjG2rwjUADtLP8Uu9y951I65J3yEz8eDvFFmkVQRq1/BX0pz5eWv4eu3/+s3lVNZWbCzyEQRrPrYWZ1M1O5tBCqJ6GhoZfNUlr7nCzJjgxLoeoRdyqE/Ps/AfIlH08MUOvdR7ZQop1OnbvO4HdJo5wiaHoauE0SK0DLRU3l0J0e9swpUuCFT5gJ3kIfDZQ53H+If1wbZZ+R4n9WmrAnmW18nFAOEfps/2PP3LCW9OdmYSvFpbZSw6jNi9CEd/ZRnZCrsYqqQKLGROmeNpxuAcmy0qIWTA3v6ctw9n0e5awRph/tKgrDZYOrCS04fH4bE1SoA+tAIKEV4x24Mt4ECvG4aPWMwNL2Z9/3tP/PQv/fEL1e85Z0ozyN3880IxyGu1/E++f96XtgvxUgEIeDm18BnPgXAxFrEwsYTTHuClVYfiRjH7AaEboe0k6abtmklLcgNsZI7h50X3cXu+3IMd0d59YGfYWbgPg5u/AYH9QMcRHF0cCs/Ov5rGLLXdnrcpa97kNXMTuIEjCShdKROp2SDDp7eJlQBlgy5t/Y5CHVe076ejNuzzFEoLHk/9ewkK+O9eY3dEng5xarTpbjldbB4GDuqooYfP2NHR5yur1Kg6dR9xd5bPkdpfIKRrdtZOPg4xx68n8D3MJ9BUrPnMrw0aXngBoRn+O/69YCwGzE51MV2CgC0m70xz0sHxHoHLTFIfAiU7MnElEKbOYLqyyEzCQm5U32OOfmtVeOZYm99EsfQNByKAophm9X18gSBh3uswUSkcfDQQW5xjvHK0cswLQvDHuYnRv+I/zv3q9yHy6PVb/Ab2R30a6+i2YLaYgu7+PT642fcsn/+53/ORz/6Ud74xjfyh3/4h6c+v/jii/ngBz/4TE/3PaHT6XDeeefx4z/+47z5zW9+ymNuuukmPvaxj516b32Xna9ad/Y1pKLV1yG3ZtOX2wCNe4n3V5EFC8aajI8HDFcFq22fbL538/jCw018+kfTNPrKhPG6f0XoEXVXsFKXf1dleq4h0hmgN8BFXY/I7RA2W+hZSIKErZObWfLa3P2FT7PztW/DCV3SXpOWo2F5ebx0nWzHIZYGB3OKuU7A7d84wX+9eTtSCkxdsmUkQzJd4PA8FC8s0D7QRPOKvOmhD9K+tk3tuM+Q6ePHcPyMDEQy6bWh5ZwdO1jPOZKQxlt1Ti7OgNSZf9kEzv2LPD5cpmsZ8Im/QwjBecXr6M9P0p1KGGxBUK/TbbfxDYNy3zj5gaEXuibfNYSUOLt20fy3f4MkIWk26c7MggKrkKcvvxe72BsQF1db+E2T9EKWifvKnDj39HkeXqoTRoqd/RnOzdtIdTVhuoEWFVHrsmon9MAAzW2+EFV9+rAs1OgY4d692AP9vZ28OCZpLRI3FxFWBmllyFa72K0QL2uCUBR2vgI2bUa176BAb+cvjSAdh+ysH+fSixs8/OoJpu5ustaw+MwjZY7kU5AkZPxVNp3zKtZyfeQJGR8sUjzmIUVvcE+S71JC/SKE1CTpS4ZwH68SLiiSwgRw2qMzbLeJo4RNKwc5PLCNyJSsXPk2VKhhBV2MOMIMQ/xmAyPz3WWcelFhaBiufwU8+ACsVXukQiqFsbYGDz9Maq033jiJR6tbhfU5VBJ0sOUqUWTgdzpEjz2IPtRP/g1vfOHq8gM8a9DiZs+3dB0dI0sUrdIPGFadsJvDGLJJr3Xx2gm12Wk+MD7Mie5eMuYYBXuCH3nsHeRkigWqp86TwnpSyOezDYXizQNnKt2enAxFWze9/q4JknIfFIpQ722akUojhEDLpTBaEU41wC+ZtNZclh5qksvkMUwfIT2UBpom2awqPCo3UsjYpDWNC4spfmi8RDtKWPFDDrcD+rIC2jFhN6Z2r08q8vFNSUrlaUzfgnf+JJYzTU7P8F82fQxNaeguiKSNkAlmHKEnEaGSxEIn11yj/8QJlNLQbZ1upsiaMcpIWiClwJrKP2fKtm8FvT+FNV0gqriEs61Tyd+CuRaxOr0uyDcFd6caDNsZnKkNZPY+iur6kDZQlsHeBySvvvkdXK/66SZzjHn3MGcMUk1bmHGLPtLU8y/nDZlNPNb8ZRIUv7VyGwOZK7li8FyEv4qp38Y5E6/m6NYDzB3ch2aYjGzdTrZYpjO0C+X7RO1ehnanT2FGHq5mo1wdz9IoTxeflJTk+YBMmySJhiYjpGUSRGtghWx+eJS1sQfIpY3ehpsUkCjae3qec86hBxi95jqOL/dsPoy0Rtxo0dWmqLSPUkwF/HphK/+5IlhWNR5qfpHXTv8LNe+TpFWTIRQ/n/4CNa+NlgjGjWEacZtV5fNXxfMZTpa4sFFE5CMiN8BQipzbCzFXkUQzxFlFumkbhuB4LyTN2Xw17mO30t37L3R2XE1kGqRzOQYmpk4dH9VqaP39yFQKY/LtLP/B1xkozxPHkjg2aKwNM5A10XQdTc9grm/mCSkRqdNhtXqxSOanfvr5rezzjXK5p3i7/36k7zEqWyhHsLHToh3m6abSiMQk/fA83nk5ikaGZuSjS4XYNM62o4/y2cYGRiONDSuXMlQ7h7GRh3h47Kushgv88dG3MmGdw3ZrIz9kTlItXEA+6yCPVsnPd/icdRv76oeY1rfzsrVpbjNv5W7jQZRKUErxQPQ5bjLP4XVHN9A9bwo3v4HGoMfsOcuUajalusNJo05oKuYvEhy7+w2MRPsJ/ATTWwOlk67N0ixvIDYckDooRXv0Elaq++k88iAbJibxux3qS4usnjjO6NbtT6vplFIk6yIq+RyQbvGxVbB1Iuc0CRj7MZv6W7x8aAUPA1861GWKlckqa0MthisTp45dTPeSJWitNayMSeJ5tL/2Ueydb0HYZYQmMMe+9cZ1Jm+TKdoEbkSjPEB3ZolRuUCqW+ef8z5eENKcXWJE38zmxgB/3/5t+ld/nYuGz0FInbH0eVza906W3cOsdR7m095j/FT6VQBU9jyENjb9tNrhu0qkcMEF35w617IsOp3OMz3d94Sbb76Zm2+++dseY1kWQ0PfO9HQ9Txkt400DVLKg6yBaWUQfQ6q6UMjRCYhlt3GkmmWqx02FtM4KkZXGrPBYfLWFKLiYdslDBHiBC5uUMe0c99z+Z4LaMV+ForHyXYUWWz0lE3UbhO1dVARmdAlUywTpjwCy8SMYjp2DqlAyTRxuY2MEmTbRQ1YWPMh20n41N2Hees1p707tl10MQeW78celnjHJErFGA6sHnRZWVtjOtdixdVp503ctSZlYSCDNmlb4DxFJpeXKoasUWYKx/Bil5VfvpmRf2uhPfIYNOvr0mPJofhhTmxfYWj7GP7tHnEQ0g0D3GYDt9nAyZ2d99rThbV5E8IwUL6Pcl1qbhe9ViNqtbBHRnu2QAIcA7qEaKKG4/rIaBxXJbhexPJShe0DeZRK8CIwhCBfK9Eq9gi3tN/GdtvoMw/1wjLPcsh8njgIiNtt7P4+vKVllN9Ay60rrqSPJi2yq2200IBRi8KmCyFloFoKPewtCN+BxVvVIg/+TJ6F6WnyImCw32drVEHvv4zluVXafsxcEHNg6HxGW6tMSg9NRRRlghDrpqgv3SScTwl7S5FgvkXiO4RqlMXWo5RsmyRJiBpN/ESSadVIhnvt7JeLaLGFb6bwgaQyj5o5iPn6817YijwfsG3YtAkeerCXmdEywXYglQYpuFwpqstL+Cqh6laoppco60NIM420LNxGDU1IEikRUmJt2/pC1+gHeBZgn7uNtROHSRyHbn8KR9W4IFmfnuoeK9uyoAtkM0AzE9zQ4ibO53C0RFcYtKIKmwsv4+HmbQjVU5lJxKkw7+cKAvHkRAo8y51fLge+3wuPM0wY6RHz9nnbUbFC92PCWCEUuJks8SpkclVUpBEtPkR2xzSJaXFleIJHo02EUqBkgjICksgiiBOqXojyT7JDN4kSRddPcI0yoJgqdXmzt4nqsftZmirgmjkSI0+s6WS7VSLdZKh6grHqPhb7zmHFGSTXWCU8tMSnV0YYtANGLxrF0AyMrMXwDz27nm3PBEII9H4HlEJFCd1HV0mfP4C7t4LeV8TzqyQyJrZCQs/F09NkOqukswKxdy/B5DSkHIqX9tG2cmSHL2LUP8HOzhephHPMJBGJrZPrmtiaST7JMKqNMZvMoYBP1u/hqg27SKIUxBGaOUvG7Hm7xWFAeXQDN/z4z3DP/jXmjldIIh13wadwQYgVhRCHtGUaLeqi9z3/HmUya6A0HYjQDA3RbdJ1WqTXJLXxkOmhNA8/vkC/lSLqRqSygrATsnjCY/uNOv05kzBOMM0cmVyKhUMHmNUuIxPfxbgo8gptmFuikMSw+MLqX7O5cBnl4D4EEa+winzW8xiXg+SNPHvFcdIqRZBUON9wWOkYGEYW3TFRgNbokQdxu4VWzoF9FpFum6dxHz+BiCNsYwFh5+m2jnGHJ8j1DyClxtD06eckaTSIV1ZQ+XFAkMrX8f00mhYS42BtKfXU9uu4+LVvegFqdZZACNi+Ax7f13vOA59EQBLplKNlgmACpUlMO8vmB3za+YDmZRYIjyCRXLPlUVLdBb6253JcJUmFGS45eQ2N7BG8fkiZeea8Y3y++Sh3GkUK3dv42f7f4Ev1j0NnnkrkUY1W6MYnaS6G9DffxJvl1YDk7um/p6tX+ELpTq76N8WhD76XTi4BITAjjZJncb63gZVuC1SEn0qoaNMM7f087qaLCeyef+3G+fvojyusTFxGIzbQdUEcx7Rz4yhp0rd2nJdf+BoePHo3j9/xladNuiXx6RDJZ1PpFu6dJ15pQpggchaxrJO4baJmCuUGlKyAtpbCJsQ1HKJUmpRh0l8cIdv4D+tVAcbySaJ1m6HUJUMov4IwDbT+Qcyx7FOUoAfTMdAMDUtKwjBLEPay2g42lzjg3sZD2gLbC1fQ3xnFsztcffwtfF77baraTVzb/y5MLcUl+dfScRb5ZHCCdlzhZHiQjfo4rShPcHLlabXHM27ZyclJHnnkkW9KmnDrrbeyffvT++M+n7j99tsZGBigWCxy/fXX83u/93uUy986xM73fXz/tFKhuR4jnpgWVqwTNprYpSZemIGiyYYbbsBvrNHZ0Fuwy6M+dpKlGcVoKYsAsFtrbNa20fRDPEPSyfZujExtlkBvY2tnp5ePYaUYqa1LL70AfJ9Y2ejlPnR9jVTs06yskimWmPO7FBsdnEKd0IjRAoO1/iWKq5uJzC6mTDjg6qQ0xT/cN8Nbrt78pJ26LVs2su94lczlCZUvt4lkQNMLqFMlY0h0LaFkpHFKObpAqgOddpdB4/mV2L9wEPRZAyRJTMnsZ9ga48r3XceVrSb/+2d/DN0w0S2Li1/7JmYHVym3Q2Tbw0ynqS0uku3rxzAtsn39L3RFvifY27ejnng+o4jgGw8g3/h6jHweEUcIQyNJer4Hh+oH2VG8Bt0PSXQNCw1HaPxsJ8/juXne/2iN392+gZJtYPoJIgjRZYKvm1ihR5IfRnsKf4CzDrkceiZNUHFJbdiAt7RM0qkQNxcgDpGpDtquS5h4pKcAqbxXkEuNAz2lBkpQ72uTX46oxotEXQ1fL4CCay9d4YJPzvNg5jK6jsGqF7GWaFhmisN9G8nqNlYnwFSKKDSJY50o8fg+0Z8CYG7I9rIoHW/iOSVyThrL6Gn9Gr5Hps8gcTtYnkuMjr9hikx9jUy3gZISI06wD+3DLBRe2Io8nxgcgsWFXpjLls0wvRnuvhO70aDR7YCAQJOkRIZAeeiBj53pklofuxdWVtCGhtFLP0ik8FLA6I++geOfOsRyELMBjUBLUZcumXCVID1KmFLEhk66aNFtdkC3uPfkLn5k+2G+bk/hxi6XF17PgeaX8EhIYzMtRtDEczs/MBBP9nR7tiW++TzEUe8agQ/jvX6b0CduzKBlSqiBDQilqA/b9C1XaNeKJEGHaNkiN15HCI20t4yOxYEfPoqwY/pWJ5lwNjO7ViBbO8LNlwtiK2Lt/g6duKd9TpkJo+kO6WyJfhTpo/dwYNtr8YWGQNHKFBk7fi9B9QG+omscOHIn2uIWRJIiERqifJDpwY1I4SMH8jj5F960PbWrn8rf7+sZ/n/xJN7hGkknIoygmOqJBkIh6fO7mEWNMI4ZGQpZPXqE+LILUZFCjJeJUwb1ToRVmELb9E76d99J274agaBhKvR6i1hJ3uS8m39y/4ZGtMw9Grzx4Mf4z8VdXOOMoXOIcvb03L8wNEwcJ4R+iDQMEAIpE7JGQEtk0ZKYQDnoiYEx+AKQbimToGOSGIrE70AcoGGRhFDXdK7Pt/ifd/4b77rgRrxuhNtRSCSLy2l2Bl1abkLK0jFKKfyZCsWRSdqrcwTksGnwM8WNfGn1KIaw6cRN7go9flqzWYjaXGUUOGrVWIkCfin9Gn6585fkQ5tNKJqqReRbRCUXf61DOiXRw5COSBHrOQx/8axJpADA+DhWShF5FkbWhHQZo1rlogNz7N8iKW7azMiWbacOjxsNEBJ97FKcTNybp5oBUotYXh5DtjvI9PfTjOs7QAh469thz6PIOCZ66D46aZ/EWKWb2oDZETSGbYphQroTk22Am0oRGzEPbHw3ereNmbMoJEVSSJITDV65990Iv8ZqqsL8tuNEuZA1f5Uw6PKJ2m+zFFeI8hFRZDBa3cVwa5JQ6+Ak49hBFgFce+i9kOhIJdh9cY1UfYXsYh2j7jL89RnGvWG0K0sE8SLFuTVUyoa7DxOR4KaHyDf2kUiDVO0AudmTDMzXcS97JXtjmxAJuoNrZpkb3EkTi3jlOC17iN2HazTqAY4GlwwY6GNPPWc6M4Oy1L6ZGoqWG9AJQCnkcB6Z+tZEdtxySVZaKC8kqbbBXz93c4Fo2EAmU5j9EM60yFs+NgFGEjGbnSRdCykUB3nd0A0cXlhglfrpcknB4PxDeJs3E61ViRsNwgMfZeh3/xGZTmH0f/vnXNMlftdHMzUiLY9uVAl8wdXxBIepcaz8CDuWrsBQNlaUodwZZjb9ODERjXAViaTf2cLlpbdx5+rfMaSNEyNBmISd1W977SfwtEm33/md3+GDH/wgH/jAB3jf+96H53kopbj//vv5xCc+wYc//GH+5m/+5ume7nnBTTfdxJvf/GYmJyc5evQov/Zrv8bNN9/Mvffei6Y99WTswx/+MB/60Ie+6fOoVEY2aqTGRomSBvHKFEXXojyfozMc0sFDJQp9yxKDcwVOeL0YbZQisrKI3Z/AdV6JO2qSSmKU1LBDj5rmocuzs8OU6R45qFCYtgm2SbhyEjF0Jf7yY+TdOs1GSKde41CpzI2pAr6dJRESSUCLLnpWEIW9II+LC5IvrQmqVZcjM0tMDhXR1+PNt0yUeXy2hTawEWfzLJ19TXQMRuVGRpzj5KyEe8Xph1ysZw0z7Ze2p9uZqqGCXiYkpBIsoa8vJpxsjl/6h08hhDgVLjG/+E+Y985gD/QjDYP6Q1VaeEhNI98/+ALV5NmBls32VjZnZI2r7n6IjW89HV6uaZDLBpTtTbTCNqnO6bC9J+6bJBuQy+v82dEKHz5vFBLF4HyFK5r3ooCmkUc7eQLtxZDdafsOtLvuJDUyAghqDz1M3FntJVJIElRYI5XL4tIhlgntShPWBUIKhdU1KFQyoEHlilEa5wlAccNdKcLf/wsU8K6/eAM/+/5Xoe69h6//7f/He/peAUpRDwQf7m8Tn/Qx7W7PZiJ8ERCVzzIyLx+j9bVZYjdCDNlAr/8PG03yW1OYcZPIMIilhpAKT8vScbIoIUkiSa29huV8HyUFOP8COLC/Z3yczvRItyuvhiuv5iKp+PKXvgDA59p/wSWvfwsbb/0a5CaADEkUES4tM/5//+8LWoUf4NmDqZn8u7GPt1nno5TCNkcptJZJtCKRVUDzJKkVj1HxUT4f/TBxqFhdcahwgqFdq6zZm8gmZd4++H5o3MLb5S76b/wFnNy3yQz6LCBo1/na3ctnfPIs931CwHt+/LR/zzrBZwwOEndtsu0MQSOk22cRpXQ6qw+SyZ+Plu5H2/4q2o1H6JtOYYUxQ7PLlB/ayO4rj1HpO46VSM4rjnPuhdvwl5qoEFKXJJQbGmv3VZlKd9jW38GQgoWmxbHZbfQdWyGyH+fQDp0VNc9n/H9j8sJrmLvDZcf8y9CUxlL2QQYm/oGLrJ9EFQeJ9BwiiJm+YPg7VPa5hzmepfyjO6j85R7iboy75vW8EJIEJteP8QWjmuBxL2TT0AaauX7Gb/sVDldvRN/Q38vCtz7XqtQ6MGwQmZswpdPbSNagYlUYUgUycievsd7K59T/o6aqHFU+v1V7lM+YRfIyYufUADK6gbsfvB3LSeGFijUPtGyK4EQDK6NRMAVZtxeOGHlpNCPC2lJ83ttOy5lEAkzLB0tHlxF2PYNnm5yI+4hPfJ2d+hx/eKA3p1KjEdVZFxeHeP8erKHzWGuHuEFEuZxjZbWLURxjXyPk8vztCBXx0YGLuXnlq4hggWZUZ1f5lVytH2dMc/ivhR0srY6S94/w/0Zfze7qI+wydUoyza2+hZUqYOYdIk2S95ukVRc/LqEX0s8BG/49QNNQVgZT1ZEywiqPglujv7HKzGqVne/9aWg04Pgx8D2iZhtjeBpz46Vk86sYhg8CWrUyhCD7jOc91PhFgV29yAHjyBGKa1VsPaBpPUTNuYrIUXhbRtHunWXrvYsAHLysn/rwEBgJ2/MJSB2lFG4ZmhWXBAsnHuJdj22i6ayC1IntNnuGv05B2OyczXLZ/Q4Ht72RJ8YBX2vRKe5ntFFEBCOIdeOVWBYx/+Ugqco8leYi96fO4djkFOV9xznvi/Mc7jsHvbbGDQsJs9Yu6rXzaGS3gtTJRrNko0eo33kb4ezDDF73Lmb6NoHUOBYe4Vh8ggtyryS760YwbWaqvbloO0xoHFym/DRIt6dSusWHllHtnuBBkwI5+a0FHMlyi/jw8pM/zFhoVhWvloDVC5+2Io+N2S5GktDWUoS6RX3SRBqCJElo17pPOsXwVBFxr01w+HCvfatr6CMj5G96egrqTN5hbaGF1ARds0S/WUXTLd6xPML5x32iDaPsq9r4qUEK3iDzizdyf3CAaqnJxtwESezxFyd+mp+Z+Cu+vvZPuLgURK89p2d+72mV4WkzFh/60If4mZ/5GX7yJ38Sx3H4jd/4DbrdLj/8wz/MyMgIf/qnf8o73vGO73yi5xFnlufcc89l165dTE9Pc/vtt3PDDTc85W9+9Vd/lQ984AOn3jebTTZs2IDe10/nsT1kJifImyb1lIt0HUpLOYyBFRY6EdgagfTZccMc81/L4gURtqGR2BaL9o1EISRSQ0kNPQpIBW2WrfApy3FWIJ0mtDT0dZZaJQlR18XKjZLe8SZY/iMKQxtpLC8xe/gAJ8cmGWwssJIbxgyHSRKJHPeRdUmCzSuG89xRq+Mpyb99+lbedu25bDj/YgB0XWd6wOR4pUPmnCHSW/pJHjyMrN5DzhqgFSn2J2memGrIRKHpL33S7TQUmtTY6Ewz4x5jyZ/Hjbs4WurUgCuEwI27LPnzXNa2EJqGX6uhZbJc+orXsuWyq9FfAgaqWqlEXKmceu8urxAHAdoZddO0iNH0Vh6sfImLLZ9dt8Xo4Rqx3kccdwhUg4kNisf2Wvz6nnl+c7yPVKY3IAogiWP044+j5c5OFeqTICXR+Ea0w4dIj46QmdjI2vHjtI5/lcz41UirjOFYNDIxZlvDW2kSqwhN6ChOh5cCdIdt8nMNhrdfSsmosUyvPeJ6o5c5actWSt/4Km/cbjHTv5EdQzlu0trMCe204ONsmuA+T9AsneLbt1D/7FEalQmOevM8OPtJrnz8JM7ICM7wEEP1ORYK44SmSVPveXH0tZeRbQ3XFC+JZ/NpI5frJVVYXYXZmScRCkPjE9hOCs/tTbiy5T5K7/kxzL17UHFMsLaGc+GFGCMjL2QNfoBnEZrQ8AyXry00eNlAhq6WIpAGRhJS8GusmONosaLcnWdoUrE6K2lVApaGb+D8ub9jz8afo64PMl14NZE9jc8SBz7xe5xofOtwk2cDQoU4F7z71Hv5XCijn+hYz1hYG6NjuIdaSAbILLp4eYNEFzSvugrtb/6I4T/+PZq3JITWuUThDJoOm6dMdlfTXHXsEnYPH6R0aBsRCaHhgSXRIwNdpOkvSUZemeaSyn0kCjqhxkInw34fCCLoFEhXy+S1Pnan/pLqA/t55dx7SYjoaiuoXAsnDFCFcYSeAxJGN5eRZ8G4IITAGs2SvmywFxaseokUzJEsqrsIjTqG6TM4l+ePknneIscYTVl47/glrDtuJ3jLm5C2fsrjORYG3pf/mdXRH0IoxROLbZkZYy46xlCU4Qrz5YxrU/xu+5dBKaoEfGx1D+8fuJi0vczF5+aZfvX/IDsxQiuMT5U17ka09Tq5M/zmwljDHnlhSBaZ0lG6DfSif3RTEYoutpfCaI+w5j/CRezj0+FV/OMJm1cVbOSiIIng5D0HuPCD13DH42u4gWIuiBG2RWCZhOY2luqPM5JaZERz+LP8Nfxa6xHm/AN8YGmBn8uO8670OAO6zcBwFaUg8RwmzAGORTU+5c9SWz6P8e0ZEAI9DMi7NUKlEQYmcuLs80qNN+1APfoAuhFSvvI66kuvo33LB5habVA2bfjnfzp1bJItMHjV5WTH5ohjiacPY20uYyyFZIpjpC988fo0Px8QN7yC9u47cI4vsG055Bujs4hohPpKB2sih+FWiIVNuhkT2S5u3l73SotQKFLFIlwjyX9tDiWgFZt04izCz2K4w+xql/HMGlm/yMFtJSCGwhzHNt9Cfuk8hlOKqSGHbxxvsSYrDHcmkELjE84NzI1WCF7zP0DcwdtGrmZX7nrgR8kHIWnToAIstpYxsutiCbfGv+iCzLYt7J5e5THrdjLdBj/BnwCQWFm+Ovsxau5hfmzgV1hZOka2NErspIml5DEzw1WHljG2fLP4Ivk2pJtK1CnCDSA5WYVvQ7rFs+u+qrqEtNnrr3SF1niAZfmqU8dd3b+I1krwhE7NPh2B2EXhtgPcdoCQUB7Ns2FLP5omqOULpy/kOGSuffm3vwHOQP+GPNWFJt2mx8pQP30LK6TSDbL9A+Q+9Vm8xWXMHf347TICjUtrm3koP8tXTj7Mu3YMYWo2bxv7LxzvPsTrBv8z/7T6FxwP57jBnub9LD2tMjxtxkKdIbn5kR/5EX7kR36EbrdLu91mYGDgaVf6hcTU1BR9fX0cOXLkW5JulmU9ZbIFLZ/HW1rCyGSQAyUczSdQKTIti4FOgYPDIbEGZHQ2Loe0Ix/b7DVvnCisjMHiIzVWBkzOByLdxIoDhDyLlTTpNIYfA4KQGO/4yV6cvLuK8laQ1i7KYznsTIbq7AwzaxWs2jJp3aLj2DjNfpojy+TSG3GbbUqWxaTl0040TgQWleNHTpFuAJumRlg4fDtSpknpJu21WaZiSbde56DZx4pjojc6lEwNmSTEUS9O+6WM9omT2P19mMUCxDFj9kb8xMOLu+xpPMBlpSd3OCveEjktRzYM8ZZXiLpdlK7jZPMMTm16YSrxLGP4d36HpT/6Q6KZ2XXfhoB2q0Nw+BGc4UHs0VE0TWdw7HGuKZdxVw+Q82oEbEGLYtDSaPU1tuttVvpsxBo0vZCUhLaWRgmBF0mM4/vRL/tm/8qzEcbGCcTMSQD0TIZEQNiaJXEbCN0i6QRQ1HHtgHKtwGONhzi/cClKKfTgNOkmVIQtLYpmGT13Wk0YN3rGxN7cHKmBPn6ps4fPDBXIloYobu5j7tHTJKh6Cmn69wPsLSVkZha/6mPRRzuMSMKQsNGAlIVTX8GJ0njFAqYKsCOfjN9Bq0li5/slTH4dQkBpfZLV7vQUb/meKqnv+leyc3mB5eNH0QyDjbsuwJY62pFDCEBmsuTf+IYf7O6/xODYgj31Lhf3CTIyi1AKAVihx8DxNgCx59LX/yDN7BXEgaLZ0RFxjR3bljiZm6RVXcY3RjksRtm4RUfddT9n8BjPOnQtOe3pphRCf36IJa1UJFx6ABUnWEyT7kR0LUWSyxO/7vXYm8fxD1eIk4S63iATNTFVQCat02qUmG5fgW+3QAnQFIkDWjMg6pqYfpdz/f24wkIIRYUM+5byDMcN8Js00OkcnicJh/kJ/icATWuJlCfYemIvr7igy5LxHhbtEVTUwXQsimdRZmahS4pv6ikjWnfOkTQD9KKFCDVAoWkRQTai6CY8uNahGsRcZDjoVgpvtY4YKSE02VO8eSG3Dr0VhQChiKNVpMyQSIMgV8JvuVgxFChwrfkqbg++CMDDnTloDENhEkRIsXUv0nk33mIV2azihzax38UdPkkcj9GSaUQCXhhSGH/+VW7QIyyDOIXmptE0H6uQoxms4BZL9C0arIzWOEecYFCrMUuarj2Ik9WIQ8XJ2gZe/rl3MX3N34CCaiuk2QlJIkWkCU542+i2GximyUY1yJTRYFFVceMWf90+wbSe5mq7nzDRiZWGkAbZVB+tTogUHbTIRksZCCkQCRiqly04jk203Nnj5/YE5MQIySMGgacjZQyaRrxxM4XmKn31OmQy4HlgGKQaayT5DF5Hots6+vQg8uVX4AAvgi3hFx6lEtb4ZjorS2iRYlPrKPNmCV93iCyT7nlttFmTvpk1yifWOHnhEF5aIrUamhT4WgnVb5MebBI1TVzfpC+y8YnRCMn7GknHIDEjwnQXLVGMlOA9o9PIsQ5hLIjUDBumjvBLBxcZPdwz3E/HMf7055FeiUSGpEWZTtTA0bKkjB6xH6kAlcoThB00qXMi2sM/5yqEJCgzhULR9U7wSONLTKbOY9CaIt+RVNRRLCEZ6x8n5XXxdZ2GZtDSdbxjFbSxIjL15E3e5uoKmWKJ/OAwo1t3POm7pOWCbUCc9LKomjpxpY3W9839ulIK/PVBV5NIy0CW0uj9Ce4j07TcIcKai5mEWJGHBDxhMJvtqd9ErJCO5MTeJeyMiWFqZIvOKf92LX9avW4OD2Ntfvo+oZZjMLAhT6tm0jhZpVrOYbbbiLiNNTVBu7ZA8N4u8rYa9iGTSGS5auHlPNZMOFZus31U0G9OcF/l7zkn+wY80WVE13k0OAib3w781ncswzNaHf3HSW4qlSKVOoti5b8D5ubmqFarDA8/c5m7lsvirtXI6Tph4BOVWtTSOkomTHYsShWoCA8pNDqLVSZLbRZXWwxnTBKl0JMYTU8o2Tq5dr23Idb2CPJnsbrBtkmGBpFLyxho+H0FrJ3nEXc8km4HFeVxslm6jQa6aVK3LbYkHg0kZuyih3k8XPpTKTTDwgojTG2FHD6NUEPXdfxuByvVC6vKOjoDsonf6pA2TIbv/CuKO7YT58boHyyjOxbZfJoQ0GdnyWwcxjBf2otVoWmQJISdDnptjY2FTTzSvJ+0liFW37yaqIdVBtwUnqjiqITY8xg+Zxf9LyFz1ez119H60pdonJw59Vmn06Fx7zcoXXgBqQ29LDdSKnSRxSyvkTQzoAJQkiSMmDp6LpuUxnVRhnQiyB530VMhmcGer4sf6Gir80j77Mws/B8hikW6K6sQhWjZNN1siiCqkEl8lN8iam/ACi3qRhczMFiL17N7kWA2T/frzvwal2bOo3j1JXQK92Cffx7CME+lK49qNczpaaKVZX70gkHKF/cGSjN7eiEgvp8UW2dASxsYfQ5xxUXXsxhGmrWUTQFFodRHn4iYDRqYLQevnMGz0uQ6daLOAvb0xAtd/OcfjtPL314sQqt1inTTdJ2Xv/snePDznwagNDIGQXD6d+k0xbe//YUo8Q/wHCJjC+ZWj9OaHsdWDg0jh5GE6F5AL0GBYP+uX6Ob1UkeVICitqo4uPn1XP7V9zNgDbJ//O0cH3wNeuKxqm1g8KrnnqBoKInjd7AjD017fkg3a3ISc2QAkRlFKEV6wcOdtJBRQHt4K3v3d4nHLNJFh+zRHNl2k1DopGSE12mTdzTamolhL2OK4yyUEpjJ4x52uKRYJU7pmDKmZWRZzm7lnJFvkP7MRznZfxW2k6Iqd9AxfJTQibWYbFBgyl5h7Lw885ltNEU/ElC6RTqr42TPPuIDIHvN2OksqncPE3mKpOkRZzqcB9zqLnNFcYpEWaQmJmgqkHGCShRCJUjfB9NGighN08hJAUmLhixiC4PI1skGIW7c5QrrWuqqxiPhA8zqkoWj9zKyM49QEuVW4L4mbW+cJHcpBpDsq1HPV8mrSbJJb17SSoqY0y+cyEH25ZD1OSI/QTlpRMclHIrAj2mKgB1ijQRJW7g8JptMRyZJlJCQptHUOWfEgfVNuYePNVhe7qBIqAuHrreNlNczI/+t8jv47+IOHm3djSZ0/nt7hvPSY6SSkGaUZqY1zrmvfRN9tsPDt/0iZpImcSNCN6LPatMwcpjtLuHaCUTm7EtQpA+XUVoXoQNSIY2Q7Ng55Ic1klod+vthaREKRUS7A9JEKUkQpbGvuvSFLv6LDsbWc6jtuxehFCoMyatl6skwMZIovR13YJHMiIv9WIpN98+zOmShD64gs/PMpq8nJ2MOXrIFs75Mua8Euo4jI9qLc3gnNGJRoNbRCJvwus1znL9lhoqv83Ajy7jjMuIEpGKHDanT45GhBIkWoJTDiDVKomLaYQNbpmE957aGQUJEJAJmu3v514UPE5KgIQiFQiSKIG4SJz6JSnCjJsX0NF7jKAf3/SnvHP8xQHEwtqlrOkaiaOo6qaYL/4F0W1uYozA0QhT435S9VLV9RMpAuSG4IcqPUB0fnop08yJE1gJNIrI25jnrStPKASpNm8BUGEUHhUNrTkM3ciyvVCAbYugasRRIQ+K7EaalE0UxqTPGD3NiI/rwMHGjQdLpYG96ellDn8DwdJnmg3MgwJMmgaGT+ApttJ8oqaHXuySXzxFWJ7FqMBlJnLagXfdRQxmE4bMjexUBIZrMYqgOBT3LvWr5O1+cZ0i6bdmy5TvuLq+trT2TU35PaLfbHDly5NT748eP88gjj1AqlSiVSnzoQx/iLW95C0NDQxw9epRf+ZVfYdOmTdx4443P+FpaPo/f6eIMDhBFEUK5sDJCkugIYx5jUkP128RA8O/H2LxzG4EmUKaOSCTZ0RQ7q1/gZP5HaWZ6N2qe7inftLMSQiCDkASFEpAsV/H3Poq+4TJkdgDcgFJesu/rh9B0g9m5Ga6Z3MmBbB9G0CaRadrRLLojqa+2SWVthjJp7ltNSFD4nQ5eo3aKdAPon5gk/NxnGNBMKqaBs3GczMgwWWJWsXji8VLlfkI/ecmrHcJmg/zWLYTdDqytkerrx4tdmlGdTtzmSq5fPzAkXpijfPAA/WsNUqHEHhyku7SCzJ49u8zPFownDKXXIdbVqUGthpA9/xtNE6TsCDPKogqK2poNWEjDIt3WEJrFlOglXQAwzpBEiMcfIrAttPSLpO3yeVID/QTNJppukBIJHVHHSA2gwi7VvUcpjk+TnjHwUyHyMZf2BfXeUjYM8GwXqXRSPhR/okdoCMfBe+RRAJwdvSQ54bHjdO68EwBjZPiUb4bwvsIT+67iOUg3/mKBljeJZYwbtNnZ9wqGuQCteYTI8yjV9sO5U3gpgUhitCQm0/VxggJd66Wt2H1K5PPwRJj4+DiMjT3p6ydlYXPdXkhqGGKOPvm4H+ClgYxhM69l+N32r/C/8v8AxOSjFtjQkDFJomOKfnKmgTvZYPERH80QLLa38PDkL3Duof/Gjsd+mx2P/jr7t/0KlaHriI3n3idR74bYKqK/XUE8T4mdrM2bSdxltJyDAsxGyNCdj1O1l/AvuQGv3SOp60ttNCuL2QyIIxhb3U/ry3cyc8mPnTpXn1Ni3AgpyjqLYUJR+hgixndTHM1sJkrpyPMuojZVJOtXyHz2Vibv+yzHJl596hzJwCjlHVN0Ri+gLXUMbwalQlS3wsglZx/p8ZTQNLROjSQ0cTowjclyQ2MuHzDUV0DX6vgLXYwNT4RBSeKUg2YYKGBq9TiqVOC4lsdQCZHm4FsxiWOQ9cHWUrzOehtXmzfQSuo8XvufjDz4fxGXvrun2F/cQ9MaRyUBSteIuyEH80fQ1en2i/0IY/MLF06YyDSmGYEJ0ego7okK5ep2/E6Ghy4fISiMcI15gr+eG+WL3Sa/WBqifdJHM+DhypVcWzsJfb1Z/MRAihMrHkiBHBgnKPTTNSR2ZwXh1vjt8o/wGxjsrt9CrCI+sHQ7JhojMsuWULFhfo7+6c28lY18rBSiRIJRSGG21siHTSLdQGbGkLmzcI0lJSKXJfFClCfQcxm8PW2sDSW0eg2FQlzzMvjKl9FQ6I4CEbHcnST1EhcaPFdINk8zcO9+XEMROcfJ0GQ1Oo+wHWKXRlldmiM9mWXgsRZDsyHxvjbJpbvRttxIgsFgTkfltxEnIUgTEXaJgiW23NjF9kIeOFxHx2d6AFaiPh72WxjWBhLLwZR7yOouvnnao0wzWgi9y0Snj/PM17Ix3oSeyXDwsfsw9sHQBVtIbyuhCYOKf5KPL/w6AOe2zuECKw+tPCmxRDJ/LoPtKYwL++m221zd+jFOVB7m0+W7uXvpNxkQeX68/Db8gYvIeKvUpaRvroYwdbB0lBeCJgmXG6hugIPJhvIk3kMnIYzQN5RJVpq98NIg7gmGbJOk4z9lO6uWC4lCtV1kYV2UpRRhZY4FfQoRm8R+jDQEG8QaMlTcuRyyOamTwWZuKoXnhSggiRICLyJTOK3p1Pv6iBYXe7Y63S72jh1PWY5vh4HxAtX5Jm2jSNo9SmBlSCsDY6XFpr+6n0MfuBr1jsdx/+pCMrGFE8fseXyJXWMljKzNoLGdO9f+mUvL7+bv5j7ImJZibzj7tK79jFZHH/rQh8ifIe17ofHggw9y3XXXnXr/hBfbj/3Yj/GXf/mX7Nmzh49//OPU63VGRkZ41atexe/+7u8+Zfjod4JWKBBVqyx+9XaGr7+WDCFhukGnVSZWFjmvy8L6sb7boWgucqzaZmMpQ6RpRIaJdWQJ56rTiyuj08bKFr6XJnju8fo38o3WXeyfv4cr/+ctAKjOEtIuoMwsg8v/1JPBBj4R4ActnKCLa2awozFW/QfQxjzEjKDT8HjDxhJfXu7S9GxO1qqMrK6QX632PH3O2cnQ2DhavkT7wEGCShUz3Xto67HENE63nUzU94Wfm7tSQQiwcjlYXoYtW0npGYLQpxO1SJIEqRSsrKDdeiu95agGaCip6Bw7Ru6661/YSjwHMLc+WVIs1xMetE/OUM8WqDRKTMazGEaEYWTA8Yip0KiO9u7X+d3IzAD1ch2vL03YGiInAp6YzqogwPSeelA5K5FKEUcRZi5HZmoSsedBwiuGiE8eQh/ciRNEGEMp9GMN9KZO+laHJXUYtS3B9lPYXm9QK3OaZJRnqJiTrtv733VPf++cHgiFOEPhYbz0n8tvhczVo7TvWySj58lk85CFZGkZ3bbRbZv8wjFWzr0SBURCYtV9It/Fmjz7fGeec5yx2UKn8+2Pdd1eCCrAdzF+/wBnPzbkhoAOCTH/5n0SQ2XpW++PND0kCXQIqqzmqmSNcVYfl0RBwupxF23XaxneuspwYzc0j2GIED1qAc/9vaJFDgYRehySPI++Zc7OUdb+4YMQuhR+8qdpff7/wBWvxCbAHEijVC9RThzZrC6vMmAsoPfZTO0YpuI1GB2ykCJhe6G+bsOpMVzukMQmnmvhiTTm0gmCqWkSmUY5E1hmSDTYB2GAPVjG0FZRUUTt/KuJxzNIr46ZVPC0PCQJuqGTG3zhEyg8LeQLCJVgWh7ZdsTOZoEPEPIXC3Uu6k8j82W0wyss/uN+IGHk7VvQ7NNqkZMnYna2DpNMXEwiDXLxEk05yDIwOaxxYvUAduxwrt6zrFiazhAe/wTG/D7E5CUoM0Nd34RwTIgSoppPaUMGPTnt+9xqNV5Qz1SRy6BaPXcAPZMlOnEH1sQ1WJ5JLTfAQi7NZjUD4mqqdZt/zK3wJpknDuHI2g5eVjmEXCfd8mmd117cz7/vXiWx7V5kDdB18nh+i6i1wusGf4aSPsYx93660Qz3+ysoVhinxuiDg/RNTtOoSRxnEGtddZPxe0knkliDqAXpszQa67zzkXfdiWWD0WyQOf86nMFFhJTEuTzaxgnUu99L47f/AGd4ksBPYW0tf+fz/gBPib6tl7OqGwzcsYd0oHOyXKVS3k/f2mbcJmhOH7HqsLbRoXjSxd26Ga9apLv39xkdkeSyr6WmDRMpg5o2CmaaicGNXLXyZTQpuHhIEinBw/5GvPgisloGUNRCwYnEYJN1Lz8/diV3PtArz4B2BNuoctPhD1K+agNmMYeKE0on+okDn+buZeJ2iDWUwojW2BEPMGoYTD/+XkgMnlB/S6C+6tAnBKl8npH0JjIrWXy9zgOFr4BSvHvfl8mm/x+tzGZORF0mV1soP0QbzJ9KeLDBGMacvoyp8R1QhSe8G6O1M5IZFFOIWKGaLsnsGn43QJZS6BN9iPV+KWm4p/zfxBOkm1uleuIYC/nXgxAkzYDy/Fxv7QoseCl2tSVJEpBSKZphz9omDhMyBRvtDNsGZ9cutjz4IGsf+xiJ5yHTz3xjLd+XZmRziYVDCrdj4+DhbN9C6qtfx3lglsLD86xevwltoEK8OMqGWMf14Mhqix25AXLWBMS9fsaSKebiLvcFzad17We0OnrHO95xVvm3XXvttU/ymvuPuO222561awlNQy+XCeuNU58ZWZCxTjS6mcHwADPVFTo5iT6cRQ9W0Wsu7Y5H2jGJdEmcOGiGhuW3cQIXfJ9M+uxpz6eEZZH2skQ5i+aWPnJNgeq0iNaOoWUGcOZL2NYKnhehmxbm+EaKzSVkpp+OlSalytzb/TL54kZy9SHyyuTyfpO9ay5zgUn1vnsZQe9lj1pewt6xk8qevVTuuReRTqFnsywHcJdvk9MUshsgDIlcWyE9/tLwKPt28KtV3KVlzFIJfaln1DjuTKJUQjOq046b5Bab8MVb8SxBEsV0UhKr4aGOzOItLVMsnD1E+bMF64wQ8cwNN2BOrKceS3qhH2zNsP+2gJJTZKDcRdcDMtkazbVhVKJI2ssIM01m7wkyi7fQv6tF6oKbgZ50P1kPZxOpF49rhshmwXXRMxnk2Aj+jRdS+2+PUDDTyMwgYcvFvHGQztcX0ALB2vwiapuCM7InT/zQT5x6fSap9gTZlrinB2BxxvdSSqJQRyFQ9ounzZ5t6GWH9OvGaNw9j7aWIOIYOXET0PPby5uClfUxyww8nFpEM/HJD3wfmiGn01AsQeDDGffVU6J7Bin3XUyyfoCzHwXbAnr3wS3+pxlILmBHfC0pEaBpISEO+ZbLOQ/+HbND72TgnI00Thi4zYilzx3n7u2vZ3TTNYCiz4pw9lVYWH3u75Xt9ixT+Z7n3JHhZ77r/t0i/+qbcB/aTTg3S/1jf42wLYruIkOXjGBPb2ThSM/MemRTmdqxKt1qC8vpUDhnOzfKNqjeogEhiCKBSjS8bgoVu2Bb6BdfjpMcIKivEqsCiZ6G1HnE1wZ4nsvYiQX08fNZ7ruAwcjF9GbxZAaiENPfg1kaIlMeQGovEmVOPnfqpTYsUIHgck/nsSjgtgMzvKE7Q8aYwLNtvK4guP8YQwtf5+TUdSS+QbjgE1ZtioN1mnaWGItMUsUlw8lYoKIalUTRVm365QD98kIOjG/knPnfQ6wu0M7toOvkSDoBUSci8WMK+iB24BJg4MYWy8UU21/AJtL7UwQzGTTlodkWSXOOTvURnL5d5Fc1Hj7vGiYOP86O6QZHZzIcbho4eUHoCnw3YfZ4wMZtvXNJIZC6YKzPorHWpt3ukugplK6TmBmq5V6Y3bUDb0WsKlpRyLYkohp3qas273P/lMtuuZtNzRz9qdNL2WzQGyuSIEb4VcichUo3gLENqNFRksUK+dIqgoSw6+MvLyL6B8noOvVbjkNuF0nSJYk1zPGztC4vAuimQ27DDirDR8ituoytaTTTCxwvpig0c6SiNL6yiIZ1OkNPzGHTjPABaDZZkRkSY4WB8PPUSr8KQMfOsL/ZZjWKaMavoE/fhiAgZI2lqEJOZOjTbBrxMPuPvJ58e4XIauAphZBZ3vPgHxAJH3PIRnV9VMfl4tHHWDCKVJoB54jH2fO1bfhJhrfpv85yDEICElTSi/LSLYEWBCS1LlpKxx5M0RQR22qXcXDj1whJ+FjG5l2r95Og0U2NE85+hIy7iBq9ArJvgkSRstL8/9n77zDLsru+F/6stfM++ZzKqbu6OqfpyaNRlkZZBAUEIgsTHXgNxja2X4ONjX2vL/caJ8BcYzBCSGABQgJFhITCaEaTQ3dP5+7qrlynTj5nx7XuH6e6q1saodFoZjrVp5/z9Ak7rL1r773W+oXvb3py96XKzJQ8CBJE1u0XRGiHyFIGWckgLJPkzApquUW60kItNDDGipjTg+h6FwwBloHMr2vWn/0CZ7gN0KSdkKQV46qInjLQKsUyMggNxpDPQDkDWUlztT8WyA9c2YcLy8KwLGQ2i8w+v0wkKQVDkyXmzyxwJjPDQLhCobvG9p/6Oxz/nd9j+n89RmvPMOHbYctH5jhSvZPpxCBeCHAHAqKMxdszr+RYPMv+3Ku50HuGk70zz+06fK6NvNHT+J4L/j33oGtrdKtr2BPbEK0eqpug7CIeLoY0SWdraFuQtDtYSQuVDqHDiEApzJl9KNOgJ7IYqaK3tEo5e/fVPqxvyogzwZQ/g9tKYLGOdtx+BafuPGlmkK3uF4g8BzV5K8X9B/EePExLWPiqg+rspJl/FJ2JSFspoYrwpUMzjWjEBoGEjoaMbcP58wRzc7QvXMAsFZGuR6NWo5YbxDASMq6NupiHXtywrN/I6DQl7nQQjo0pBMQxnuHjGxls6bASLZGvdmBggKS1zNqgw+O3ZXnth5fpLSyi4vgK4ckbBXN0lMwrX4lq9yc7RnbjwayTGG+0yEmvja6XyBgKPwfCMDGMDkknJj7xSdi6hfjsOcAkzWxDhZpudR6VJMTrUTXSu0a9pM+C2LGT3he/iGEauE6G5REY6ZxEyXtRvSXidpmRe3bT/fICsaNwtEMznsNI+9eHEileeaMikXA3irxcNLrpZ4l0i7pdHNvGtPrVjyL75o10E1JQfvk2ZBNaD8+TLC4ijSy9jo+0oJy2GGgtE1ouXtxDL82xELXxnemr3fSXnkwGautyFOv38TckjmF0tB8R/TwHWptc2xRdH6hdKmTbERF5Yz3auHeBpGrhKM3wvXfCr/57gu+/A9v/KZQyiHspjZNt/IlpmisBJ6sdMl3QkULKb+yYfSGQl3URwnzpxsnu3r04u3aSe/3r6Tz4IDqOcXZsx53pRxKNbd+IihHlMs3VLZSTYxC1QScYroswTNCQhoIotEgSg3TyFgZ+tO98yjHB+SceZ342wZACpQ2KUzN0VhZoFYcRmV24SJKuQidtis0vELqjyOIwA9M7GD9w6CU7H982fgZG+s483y/QqTqsBE1erQ1+raF5V9ghOxTSyzmgBe35lOULgvFHf4Fju/4RliFJZAZTpTgqBNMkFy5jyZCe8jnfOcl/iT+IJ3z+RfbfY2BQt/OEL/8fGO1nONcwUYaBzJgQx8wVnqHMNpSU9AwfHStKLz90VU+R9CxEmmA6CdpwQaek7SqN6QYDZ6G+QyAswehQj9MXMhhScThJmbEsHMPg1PkiW75mm7fPFGGmSH25zfHHZll2Mv1sBNvCEAppWnzn1vdSMt/B/t5f83ePvZ84TQiTDMerx1ltbeFNgwHRWhtHgo4VLZGD1EI4cV879FqkUEA4DkLHSEOhlCSJJWGrzdp//HWsD/wh1sEfRrdztGo5pNlmeGLT6Pbt4GXLeK99J+FH/jcxinygqc0coTUoOHTsLtLUpRO1cJ0sCBMjUohUg87gtTRd22FNDtPuPoqUWQzpsJzEhPo7UZiEqk1GmNSjFlHU5tHgS7xr5bVIx8fsKkTsY4aaLIJY9Kj7C2TMIiJNqLgNvHyLQ1tOotOtePmA2M1hIjCB5QSKeYNeqlGpxrQkCCgPm4xts1jzFVJ26RgmmWyMGWXYG07T9pc5U87yn+3z3KJ3M9rqcK58J/uP/zri5HnklhFU8R6EECilSUiwsxmcu2dIz24USKPgYV5WsVQmZzDlAyAFqjdGMnsnOtX9QChnvaiJZ8Opz6DCLh3TRkVt0kjQmJtnhziJZ6cooRm2SxhTPgYmuckCoUiwbAOtIVd69vu38r4f/bauBT/n4IxLmr0ihbBGKDxUvErhZXezdOppyg/N0dw/TGaHiaqldJFQD6gHCZU4puBM8UDn04xakyyGp5gyZ3iKp7/pfp9X9dKbFdXt0r7/Kwzv2YVQCdKzsCZzaDdDYbVHaxuYpRJOapMer3FPFxqWhWFAZJiI4UnMMCKjuhR6DaRnUs58fenea41hd4zGap3irhF01sNvKVQUYxgWKjV443ALq1CDH/lhGNjKls9+lnOj+5A6RfccRNYm9NvklUAKeP1ollOdFWqpAQjajkVG9XW42l99CJQiDUOKr3oVpUqFEoqPtj1K6x5ToRRmdQFn/7V/7r5thCDtBRiO00/bq66Sz5VoJDXyRpFe3Nd6U502bqh5eodACkm7VqfXC3D27MEYGLjaR/GCYxaLhLOzqHYbWa1iPPggzt69/Uk5AjeT5Zln7mfH+E+jkx62lwIJpq0Jw1XM4WHKP/ADLP3qvwNAr55FjG7DHxsDoP7EU8BG2ur1gDAMTMcm6XTx8iWG11xE2sPEAZWStAKkbWIpG7OdoJUiUF1k2r+vlEivcK5cnl6qL0W6BRu/rw9m2/XaFRkv0rt+ztmLReHN03QeXybVCUkvxXJC0sSgJH1eLlaIH3sKaeVZzW7DiI7hXqve+BcT24ZyuZ8u9c2Kb7TbsLDQf3/rbS9+2zZ5yRn084yYh7kY07isO5wPTVSiyOeGMBng7OqTnJ18N6Pyj9n9J48y9yMPMDt/D0ErQemUuc+dJzPi01sJaHUcnFHR1/h8kdCAYdQvfZbWS6vNOPrL69XS1h/A32giYlZcNC6r4UHcxuPYcpm0GpCbGgQkhm1QPZoi7Xmm/uV7r1h38pZDpOYSy+frmJaBU9nF6qlnwB1Hhj2QGexsDiFiumIn2coAe97wthfxqF8kMpm+eD1gjIJRGUSv1NEIxtC0n3yI0ZUPkX/9u3kovBOBpj1wALtxhjRZRcsKWvQQzR7dbH9yWhYpiXSwiCmPvZUfSPbygblf4un4MW4XL6OtA040UjwyBNLASiK6bUW8HFLqjnFAGKS6hZ2GdCIT4X6T5+SLjFGwSaQPUUrabmJ4HiKVJEojgxJGdJq1oS3sH27wNw8NkSrJ4ThmW2ogbEm7rqguNKmM5r9u28WhLINjA8x/9jRhJ8G4a4o0TUizAikhtR0umDv5b8OvJAwi/v+1Z3g6bDMVVfCSPKQS8g6jF5awdUxHlhAk8BLfk98SjovQ/VQ6w1AYpmTlS1/uazRX15CjdUgMMB2srbNYQ9ePE/iaJZvDsTzIZCmqJq99GpxQkZhPsDQaUzg1xmrXp9LJ4BoZooxNagqUZeHFeRBvwJIeNdFkOW6gzTewy5oiKx1kENLSCru4l1Y4T2n2GEk3JhsqjEAjpKRsK86byxipTSQCCqMDuHSIpEehdx7ilEO7zqGkYKE6yZoLi91+X9MNNX7RYmZ/nsXZLk4rYW+tx5zKIVKIDBcjbRP6PklUJ9MZZ9FfJC8t/p7ToShmqUqXvJcgXBPdaWCs/jEUfJRuI6ji50ow+laEEFcY2S4RNmHpKUzzLNDXhZaqgxl3UAv70WkFggS5tYKIO9BZplpV9IRGChPDN1HNlMg3aHkZ0k6XHWaW9FyXVArcPWW2vERBXgd27+PRc8epyzKDcpmel8MUYNS6DHzuBGHO5syt45BeIP7qFpJaD5GzWezFGIbHfPsR3rDlB3mg+XGUeG7PmedsdFNKPe8Du1Ewhwb7lSTbHfxsG1NbJPM1kq15MqVxoIZWmpCItNFiKhfylXZIbjCHIQ3k8BixZdIwSgy2V4ijgEp57Gof1nNiV3YfNe9jFE8skHoOva/8BvbMG7Gn7yFQt2MlX0AvPgOFrWjXZqo+x+nB7UgVk8YuVXueqdwtJDXJoJXSiX1WzIhIwHK5xPDb3gEPP0T7Ix+ld/4C0vMov+d70A99FaEUy6nBqLludNOQVkaxnJsjoiZcXqZ8ywGoVmG1Srk8Rjft0E07DHVdWGgjOx0avua8tcYBa5q0Vic8cQLSFOt5VOu9HrAnJuh++cuoapXG8nK/xDqQvvKV5MoVlE4JkybaGgTm0AoMMyJtLKGTBGts497TqQRtodMUYRjE7f7UT15H6aUMDmK5LlJInDBi6+8+RL3ooFrzWBN3ktYTogstzLxN3E0QsehrAl7sBlRyxeauSC9dT7dVl2lvXfy9sbyIbwhYL0jB9XTOXiSEEIz+07t47I3/gmL2dpLJadxcShxr0rML2L6N1hFpYtNN2wzfjEY36MsKrK1Bvc6lECet+9+dPw8qhe07Lt3bwKam2w1KxSvQ1v2/rQCqosekk4AD7bT//EljxX9+sMX/+b5/TPTrv0bpP/4uxr95PeeEYG0+RMWK+uk2pgu5vSa5OzL9jb1IaA3Zp01Yr8EjX6JCCl/LN/P6Z+4dIzjVIDhSpWvupZvMACatWYk1lcPdWWDL39v6DdffsneIxkqHTiNg6VyDws43UV+skWobkUIw92W0SiiMT7L7vrd+w+1c01hW3/gfRRCG2GNZho+52KkiIeXf3fHD/JbIktVwx605HvpKja7OkY6/mTXdJsMAK01FPBfjj4FQKYNyhQO9L/BF/3swrCGm0hxT7j7uV59mp97PuDFJtd6gQIuOt41EWlglSXChQ8dusD/1KaxXGj8371F5+9VNrTfyDnEP7HwMZQ8zl0VrRbFVIO7B8eFxmkEX11H8/PuO8YGPbmHxfBbd0wRxytqayfGH5jj0Ohcv+/UGxKCdsniqSxpDaUeIN9UvntNpJ/RszTPOVhocZLvxGL/o7eUdnVfzqOjgTuUwszYkCXba18BTqYGQ1/i89ZWvglQhjj/T/2z6/ahuQHhFhMwjixXihcexRm6CIIOXAiHge98LQpB/6KsUThyHVosUTdcyOLL3PLVGk5NhhFrp8Lr6ezEiQXatxfyhAonnU0o9nMwAmDHCEUSmSaQ1phmSODZISVEX2DaeY3XuDCI/ROJoKqcChi3BWmcIhCYXlsmOVkgKeWJhUPj9/8HSK/ZT3FpAKkWnWeI2V5PkDLp2FZnV9EbHcDpV9qULmPkEELiLHY76u+hm8+BL7HJCuBSTu3Ab8/mHiFOHIJ8yzTlmBGgH1O63Ycw9gLYMpPEEYj2oRUdtRPggJMNgPosDfe0UnPlriLtg5RFxEyEjJGdJey10+jJ0ZgBzwoD2Erp6nJXgVsiX+8/YJMVdjMjuSsilMQ3p4a5L3AjHeEmzKm3XxHRMmtkCZi8lLwzk4DB2K8A+GiDEEZ547TYKr6ry6VqW+44PQismN5yhHg7x68Ov5nejWf7B1t+lWj/LZ/jYN93njZ+f9wJiT0wiPI/6k0+ihcSyYrK5GqqbYN31ckYbdj8veTxLcqJGbbzJQDNAKYU2DWQhjzIMjDQmG7SIwi7iOtE/ypg5Zt97Cw984PtI7zkAYYvoyJ8Qnfhrmsl70d01qh/4I545cJDun36ETKuKVCkCi2nzNvblbmV4ZAAhwTcNprMuT8f9Y28urqf0tdv0jp8AyyLz2tciGw2EUszFklOxxL1kdFvXRLoJCikAdBcWiLvdfme8uEDG3Jigu6tN6HRIDUEtm+AZPqPuBJ0vfxmUwtm1C+MGTcca/eVfovCOd/S1xS6blKeNBm4mS64yQLV1kqgDSWIhJHj2EuHhP8Eo5BGXRddoBcLMIQyDpNslbvf1bsS1mprwbIxPoIZHkLbFwG234n7uMcxU0zn7eVRnBSMxqX3kJM5MkdRUOIFFpuEi0343INL4is0Jw8Aol/vCp60WOo5pfeYzIATm1BTmujG3tjCHcXnF0mtVuPglRkqJVSyg4x5rxxdJQo1lxViqhdaCoJtFBU1qySr2ddIPvOBc1GdLkv5kF6Ddgg//MTz4FXjoq/DFv4HwsqImm0a3G5KiVWZfeeM53hDRpfdS9q1aI5kBHpmt8++a/QmooRSZ9//fjA6FGJeldubKDtnEpVg3KdZe3Nflc4SXOtLtuSKEoPi2aXL3TeFMFxBOCm6INZnDyFj9tEEhvuGERwjBjtvHueutuxiZLqGUxnYltlzDN8+RHRwkNzxCfmj0+paimZgEw4C1NexxF2RMCcl7sDkiNP+dkD8WEZVTXQqjJpmSTeQOMOBsxVv6DBoI2hakCVoaPGq+is/l3sdofAZUiCN9vm/8l9lrTvOx3vtZTOdxjDyhuZXYMtGGREUpUb1Ly2qRZcMRVl+qkyle3ShyI2+Tpht9vZXNompn0GgGZ4sYqUkv0x+fCgFTox1UVvH72R4dqenUEx775ALHH77wrNtfOdukPwzRNB9apP30KloaSNtAXmjSjTXHnbt53HkdFT9iPDeMEQ5g+P37zko2zpdSBuJanyIIgbjzTtacu5m7sJfqygzln/77DPyDf4B3x2uRfgWdhKjOEs7uXVe7tTcO688o4ThQKNLJu/1n3JLF7WcczPEc5t4K9mum6Pnn8RcfpxfP41VDnFqI3+hiJAlIE22akPaNu4nr9KOO1x2I7a3DyO3b6OQFQc5BOZopQ/C2Wwew7miipp7GncqjEbhhl/jd/ydnR36Ix4Pv5LHwHRjtIoXyMlNjR9lVWWanu8IttSfYHR4lV6hjeR0cr82wOc+hhUewohgch9xtg+T3DjHSmebHHvo/2H/m7fxe8zSfCkOOMcMZYz+p5aK3vgzGDyGkIOm16cT9foDFx6B6vH+uzn2x/7rIiY/3DW52FnKDqNwUKWW0NpCiimV9HmO4gHji9+Cx/0mMwaKaILFttNaEs23KfkjOjkmBKPTQKIwxn+Gfe+mzGCZ2DWBYFjWnghaC3Ngowu2PMfNHlxn5+FEm/vwwP/Hk73KUNeqHV0k6MdLJ8hX93dwhu1TjM7hW6Tnt71p/JF1TGKUSutcjrNY2QoLNmLiXQD5PyR5geekUcUaCbxCPC4qLAZ310P/UuPi/hdXs0W51rmolom+FUXeCsa230kqa1ArHuJiwqMNVLHGWRvKj6O4pAMLlVYzVJdS2dSNZ6pK3CuQKGbLFHicXGkxnHB6qmXTdFL8nibodoiTFGh/HGBrE3bkDoohTsSDWEuWlGEGMk6TINMVavYDt3viFFBCCaK1G3G5jTU5BbQ1LWky4WwlUDzdIoTJAO61zftqnaGUopXkWLmqSZW9c0XF7agp7+wzOzAyq1yM61b/+0kaj33EIQbV5nF4PwsoWcDW2n+Af2I176BDC+lqjWz/lwfA8WlFEce9eZO46ikCybWSlQlqrka5VscdGKZ1epG42kBe+gjN9N0YwRefRZWInRSSCl//JPsykf58a7jcwZmiNardJVlbW03f7y17UVOw0agjDJAoFWoG1KXR/CfNNb2TlN36T8gVBceyd6MFBDCmIAo9uyyDsrdAIV7CvJ+PuC8nYOCQptJp9fbeR0X6V0lIZGvX+BLjRANuBykA/xd7ZTF++ERFCsHsgw5H1gNkGGwY4reukYQHPH2QsbXOkmpDaDkaaYF04Tv7kg4yP3UmkTWTc467pLxMN3Uk78+JOVJXSl56JAE7u2i0aYFY8CvdtofXFC4j1anDOtgK5V048p/X9XL9/ME0D0zTIlksQC3SvCTgURsevLw23Z2N0tO/A63VxmmcxCgFr1Yjt0uNuDP6YCAN4MkzZMeSyd+0ckTWGUoLpXou55jPEnT1gTK1vUBBhc9q9DZRGowhUm63Ze5nx1ji99jRf6n2CN3svQ8sDAEjbQHdSPDOPHQd0pE+obCJvDb9wddNLhSmRI2WiThviCMPz0PU6rWAZfIf8qkdrPCbRfQfeq+5axVZl5p+AapCSdywsS3LhaJ3S8DJTe64sJNeuX3SuCIp2laTjkXZjhCEJYo11rIazPcuyuZW2HMaz1yiP3ErajkjbMUNmg65wIVBE9Roye20awa8gm8UYK2O2BPFcG12/FemZFL7Lp/2FGsJ0sAazOOtajZu8gBy8BQ7eQqZWg8/9NUltheGmyVDLpppG9GzJkTev4rx6O/L9R3DnSxRSh7XtObqZmG6ub2CzgoDYc/vz+TS9NK9XEjpWiGEXEEBqC7KZGCkheuAok9//fThxFztJmV49ST1WNP0JTGEilEBlUpy0RYLEFOsVPXW/iEIqLGLTwFIJlo7JxW0KjTo926MrJZlDFZqrK3TrDYq9IT4VrrEvnMO0tlE08pRFnnC1TiE+hmWCqM+Reff/hBN/AWkMz/w5nP0iBPW+kbK9DGsnwLChMMWicQfnFnMIIcgbTXY6XwAFSAtr7r9BfgLyWzi1lNL0PdKoQ1xNaTfWmCn273MDSAOJtns4E2OY+ZfeoVocytIcbNNb87DMLL6K8V/3chqHDyMW1xj53Dw7d+2n9KN7MP73J3ls5fsoRcNo1yDMVEDcjqeWceTJ57S/TaPbt4A5MoJ76BCG7xFpgBxGzkB6/dPo5QexOucQtQi2D3CKZ9ipRhDNHpEhUIYg223jpz2KskOYXuOhz5eRMwsYmLjSI3zPa+EjjwGgU0Gk94KdRWmFffAOZGGcrOmQby6hpKQ4NMnBwk4iJ0GlGs+S3DPocX8v4pkdklctjbB2/iz26dNYY2OoXhd7ehvRwjwzlqahUiLDQuQ9QsAOI+KBiZsm0g2tUXECptlPlel16aRtavEqTsODakABSHMFNODM13H370d4Hv6hQ1e37S8y1vAIwdN98Up7ZgYdxwSHD6N6PbbfcTetz3+eZP4USTSF4yq0ShmY3kK7XefhT36Ui0M+7Y+iU0XnwhwqDPGjmOjIkWs2cuEb4jgYUYiRzeIODdGOu/hrTWorf8PwljtAg84JzKpEAGZioNGEVMk+S4cns1nStTVUp0O8sop3552QpmTuvuvSMqvnzmKaW7Gd8FIbNumTuecelj/6UdSJM+g0RKkYQ1qYVkTQHcSyHVr1KtbNes4uGmjLZTh7dsPodrHAQiYDxRKsVfspqFLCdaSzuMm3xq2TU/zpbP99m4gvtj12WBFFK0ISEkcx70m7FHt14jt+BjcJidZOk806DI5b/Shc7dDc8SMEnYi4Ff3tO/w20VypdWxmrn3jee6VE8/Z0PZsjG2vXFakYQo4+IK065pgy1Y4ehRcFxn1sCd9nLWQGoppBA/SF1F4mISFWsBeOtiWJlWSC3vfxdQ2TZTJEfRCpG32dZFMSSr6k3MDIO2ypLucX36QE+FZCoZPJSqwX0xSba+RbQ33DUgFj9iM+tnRqWYhtLGvAUkVbdjYZhdMsCvDpEunKXpjoMFtrNAZTy8tW7YG2bM1Zf4pOOmEVAJBSVosnWkztqtJaThLrtyPjH/ycxf6hYhKMfSq3Ff+AMcm/hWLSpMqhVl28OYaWDohQfGw+1r26i+iOx46SjEzJqVmC18H4EDX3wJm82qdpm8JayRD90hftF4HKUqDilys8SzJ6irugS2YpecWSbPJ86BUgp27MJ8OodfjjU9I6vkMf3moSaISjmbn+Z5/8w+p/s776R0bo3K8SddySEnRpoHdDsms9GiN5tFCIJTC74QkHjjCRSdd9rZO4OUDhJKsnDF4y/dMs6DrdHQBUyVM1GZJ3QpzyRplaxihIOPVCVs+Fj0iJOl6cQc6h6JNAACVhklEQVSrYDJvjVDzBih15xjuLKG1wVBnhfP2JIZpYCaa3FgWHfRY1jVy3RHenxznjfZr2GPt4rw4wPKjv8Pbt8KQ3cROgr6RLTcGpgPtJQgaEHfA9GD5aShOoTtVTjf3IIcm0KpOqhQtkeeweCd+5gu8f/mvOdOZR61qvn/oPjrxrUjXRmoTo2AQP9ZmqNCjhYnSNkvNmIGCedX0Ct2MTbbi0xY+BVUn1A4Fv0Dn3BJawKl/9Qam5kdhdIg37vgQKxfegg4i4lRhlVziWDBpKAb5ynPa3/URZnWNYA0NEjz+OJ37v4KpUmTag16P6EL/wV4oTBAMWCRbM4iSg1lXiEyKzntYGRctBbFhUfNL+HGX9DrTyXvVwBu5EJxl1emgpehPgFSKoEra0yTpNNbEXcjyTvwkppUdIDQ9wrAf8m27JpmCS1aa2BiM2DbLbc0iyyw8+RjVBx8kOHGC4OnD2Hv3Uks0S4lkNjY5NLCRXiSTFBl2MMyb5/JNuj2orvbTsOp1cmYeX2awlUnk2yQGnBNLbMvsJFlcQquU4KmnkDd41JExOIDI5bCmJsG2iBcWUGFIdO4cr3vfT/Pa7/sRkvNfoffEX2BaCsMy8CcnqAwNU+52yWzp19LqdiNSLJxK+ZK2AVypa3ZdkMmA46CzWUQYYkkTO0oor7aI5h4lbgXE3QgjvXjvCISWOKqAsL++07t4/aTtNs1PfILeQw/Re/TRflj+OqbtII3L7sXrzVD5IuLnCzSbdQDSIMQyDYTQKGWgRQatFRqNdbNGb+3c1Teo1Wr9/6GfZpov9PuXVgvOz/ajiTJZyOfhek5f2+Rv5fbtw5fMWErAscRgwErRpDgFB1NavF04vCIzysDgHpzRQ6jd38m5zkG8Tz+AfewZ4laHtbkmaarxcvaL+nJ8C6E2jAyGeXUjkTb5NslmodftR9f2ujhbCji4KAHjGIAmAbrA2TjhT4rTrHkJQU8Tx4LYKpHLe0inbwDWQpAkCWm6YZzNWONMZG6nKTN0VcBSvMYng48yq1dxrCLmgEMzWmXK8fvp03GbOFI4w0PfqNUvLaU8SgniUGBmCohOizjp0Err5JdcIr0xVu8kLfZujQksOG4K6kAcKMJuwjP3L3P8kXnSRBF2Y+ZP1pk7XmOtZrLV+CIDrS+xY/k3yIgUM2shbINGo8t4oomER1MUeIKXITwX6ZrInIMXtulJF6UkaWogM9dHv+ofHMTMXJZ5Eab0nlghbUVkX7GTob/73r9l7U1eEPbvh127++MPISjWY0bXBLGK6MQNPrvyF1Te811M/uxO8ttStp9fYPdfPsaejz3BnvuXyQUBqW2iLAOEplX0CWwPA4ti3CAbt5GeYm2owNzBEqf9W+gYBbp2hkMXHsMGRsM6A2keo9elkKxRSNZwzQ4WCU8O3EbLKKJSE2FZTL33Tdzy3bfj5AtYKkFJiZ90scOIxLWRKRRzRcx2lrwqUWpvo1LdyVJ6Htcp0Uta7LztLTx8IkdUXaGpR5h9ZpXTySvojr8NyjvAK0N+nCROWIsGmV30+Ur9FpbDIebOrNJQddo0CcOY1VqNhy9UmAzewn7x3cwH8LnlAJMhDMsH2ybpRZirmoIT4wiBR0w2HUBKk9wrxq/anz5b9lnND2MTYuoednkAc2qc3lgeb75BzepCbi9iz9u4fctfIT71OVb/4jSq3kVLk6YY5UTy3IoHXX23yXWEObwhZBk0mvjlEobRplnr6z/5xoZ2VmwD8zWaM0vAeti4ZRELwWBzCYkmTK8ULr/WsaTNkD3KspoHpQFN2ryApkJKBXJbLllxkyBDpbvGanaQxUZMFKfYlkGu7LE8W6dom9zjD3GstcLqni65Pz6Fd/9XEFrj7NnDuXbArrjvTTuTGBwa3PBYCyGweo2rcg5ectYnmHGn0ze4ra5CrUZ5ZIDZ7mnKdR870qz5KZFMGLRHCI78OeGRowBYW6b+tq1f91jDw+hWi7jVwtmxo1/1aXmZ8MRJnG3bSNcLIsTt9qV1LqaeHpjZSTo+xepDj7CoYrYWhhFC0Jtf2FjWu870ycoViCJEGFK47RD13//AJR3x+JlPsvTyuxhdHEKjEawXPxCCpHaezHsOfd3mjMs0t2q/93uX/bDRdSyeOoHcclnkhLnZrVzEzeZI16snLnzy0zw0VmZy/wH2pQOEJx5jeeVhmK5g3qyRbkLA6BjMnoNuFzrtvgGu+TXP92azb3jbOn112rnJS8Lo6PCl55UAmm0Ps9jGdG3O0sZrtZCWRw8IGz16lsNCpsxebJzJe2kUE5QKCFbbrDVibP/FdQAorZm+LL1U2JsOh+saIaBQ7FcxnZ3FfutBdG+Wcb/MG7MJ3e84Tmv2Xp58qMltEXx/7PEpdx4YII2hN79KcWSCwdU6xtGH6MVdGve944pdeGYWz8zy5sGf5j933sdbsnvopQmj/i0YwiK40CITFdjq9cim/XFLulpHDl0b6YXGUAXOCyxH4QwOoHsNTMMjJzKkJ1LivOD0rQsgINQBc8Esu0Yn+PQZhw9nIn666eAkkrULAUfjRSZ2DBB2Uk49sgxAzuvhyf5xDyx/DKvwbsjdjuFZqHyWYdHGyDg807Wp9UpYgw7SMlC1Hvmkg6cCkJCmJtZ1YnQDqPzwXlb/12Gi0/0gDt1LsEbySPfaTVm/4di7D776YD9FFHj1ky6tOzsslmNOdZ7htgdqlBc6yGYFQ7kIGZMrtvAzSwx2NLc9qRFovjjzSqrZQbQQ9HxYzYzSKA8QGg6NTGnDcWiCHQf4YX+e4mmFtl3y8x1m7OM4OgYBHekRmV4/UrZUhne96VKT02wOLQR+2iOO6kgNQmnCnIMRK1CQ7ZR5Xf0QjdJZDj41wTZ/jrBSYGV6kPu+6xdYbDzNMvv6Y6zZFvLkJ9k6uIrKjUBlB2fDu1le8wBBTVdZTg9zOj1OxSszrCZYVvOIFCpymElrGymww9yBW9xJz3PRQhB1u8RnexTtmJIVITXU0hKO5SELV+pJv9TkSh6VruZCZgszrROQ8Rg6eCvppz5FXF3j2O4Ce5eX4DX/DPv0P8EcySAWIWqmeBWLBIuu8SyVXp+FzdnRt4DMZnEPHiBZXiFcW8NbD/cdLB4HXkvBKlJKi6ylVYztJeL75+hm6wwvdOkUHJQl8Tsdyq01onZM/DWpCdcDu3MHUSiUY2CEKTpqQz/ps5+6plOENIkCn0J9lcB06DhZ6t2EoYJBcSiLGs5Qm21wZznDaLKHtvkl0vYSSIHyfOwtW/jnf3g/H1ovLpkIsIWDESRoA4wgxLnMm3YzkHS7Gx86HQbsYcbTAcykR9NTVAsw4owzYA+xsrR8aVF7YvIqtPalwxoZufReXyaimywv0/7Sl1j81/8aTJPuhTnO/OEfkdm3G2k7tLMewrGZGhxh6BX3MgSoNKW3vEz11EZu/nVVvRSgUoGZGTh/Hq9SwTt4gO7hw8RSYMURJ2oPwS2vwFu1cAZ83McSECZGaSvp2tcPUK3JCayFBdJGAyUEJDHO9h0U3/XOS8tEvS7i8qDTzUi3S7jZLJEh6dgmhlIYSvHE2ZMMHf4rAOJc36hr3cwpk+Uy1GvQbsMfvP/K34pF6PYgCvtpppsV3G5oTMviZ+W7+Ysnz7NqTlI1Vqlrl4wKGC7WWZ4FRyVYQCwUiTBI0oQzQrNDGORXDfJkgJBQ9mjrFzcqMgXs4RTWfTOGvRnpdt2Ty/WNboDleTjb8/TO1fDbRcZjeMSYp5SrkA/A78ItTpEvy5AcNo1qj8mnvkKy/QB6x63o1srGdrVCX3R0IShYQwgEu7MVfPM1aB1Ta66iT/bHMTlzYyLaXqyS2V586c7B34I5lCEKPUwzws4ptE6IamewS9soJGUKXy2zOL1Gz++QO77Kvn/zWQb/0y9Qm53jpBjlT7IhPxh4CCFoLEf8+a8/ThIqTEfi521m/MMcCj8KgNQxOxd+k69W/ivasTArPofPX8CZf5zxW9/KySMnoTBD3Awxghh5WTEopUxk7vq5H6VjUn73LlZ//zDJYn+8n7l7lMyhayTC8WbAceBVr4JWG44ewQgC3v5YnqemYx6b6vGXO5f5wQWfXHENtKY8DKCJhCbSJqbhIJIAJ9kIEon8IrHWxJdHQSsNAoROKber1OwSmaSFryIKq012yacxtEIDobCpO2UKaZvM974FN3vlWHHsNbfR7p5GrKyQC1pIHWOHERpJVHIpuJJuqBho7eQdchep0NidGLlcZWF6K09oB8FeBD00FlKltJIifOEXWR35Hk4O3dmP2gUi3WIpWSCgh2FJTvlH+HzrUwStBq+z3oJpGSzpRbIjd4HeRVvFiKhNSEzvfIfk2BqvnlgixaBt+jTbRXTjPH7x6o7rhBQUsy7Lq1mO5Pcz2T1LZscOdk5PMXfkfk7ftYXgyw/j3nIIZ899jNgLMAerJzTxYp789gy+89xS2TeNbt8CQghUs0WyuEj7mWPkd+wDnaK1AQ88QObuu8k4eeqrK0jfJsnZBNkAZIRMDbRhYSUR+biBnbWIr8OUonF3kuPtp9G+C2EH4gB0CkKDkAhhooIm3aiO15GYhR4FlVBv5xgqODiexehEgfpck1ArSnhknQm8E5+CbdvQAh6e2cYdzTpnQ02EYKvTYNUok17UcLNMzPjmMrqFjQZMb+uL/M5doHzwVTi9BFsJ7J5gYRAG7GFMaaG1wrvtNjAk5rWSkvAiIV2XzCtegQoCEGAEAbrVYvW3fxtnzx68W2+l9+STqDAkWFrCHx8jBR44W2Nox05GMnlMy7qUUpo2mujVtSu2f11h2/3UPLtveHUHBoiHhonWVukUfYz5s1T/7l1se7LCiDtJ47GvoFUBhEX7gSq9px6m/H27sMf7BSR0GBHPzV2xi9J7vgezXO7/rjVJkEDa2VhgM9LtEqbtMLR9J5kL9wNgKY0rBK3cehrwYIXJffswretncvCC4/v9SDboe4C17uu2DQ3B3Fzf62wY4Ll9L+8mNzSv3vUGnKc/CLrKjlt3EndsOs0IW0ZsvdUgTQNM2+f3pu/mi0+dIOqtESxU+cXsdobTFMt00WkHZduY4sW9r6QGrTecPdedBugmX8/YGHQ7oBRiYR537zbC00+g7IR7PraXLff0uOPt+wlO1AhPN9ja0txPSKqgl2Z46lSEWW8irC5bDmbwDj8CpkW4fQ/KECgtkUJgCYe9zgRfbp7mZyd/kMVwiTYZZutHGfLKeIS0ZJYUSVA7yvDWa6Ook1FyUL6FqTuARJaLdJefoO375O0KqQ+FBRdVXCEYy0GqaY+ucr44Tq0qqZsa6YeY2odQEYcKwxJYtsHU3gr35s/C8r2w/AxUZpgUEY8LQa8RYNgGdW8c7U6iVwOcHdMIq1/d1OiF2PQjlJQSoCUyf33Jq5hlF29XmXjAg0RjT1wbf/Obij37QCmYu9DXSE5TdiwIhtYEC6WE5aIiGxmIVCOUQgnoGSltL8WTJagnFNorrHlFAstB6gStNEYCWpoInWKmCXYSo6TAiXpUTRuRKNAGu9TTSNE3uKXCoO5VqGdHyDn66wxuFxH5AvX2Aon2yegleonfL75QT0nKLsZSl1hrUkBLgdaCxBDolXmaxQpDpgSZIY27ZOILpNLi/JZ/SMvZiZmuEckcAREnkmP8Rvf/AsA1HcyOgakklpKMBh0+F3+QOFfgdekubG0iMBBSMt87gfk0DNk9PCslEBKSlHN1yVTcQ14Dl3luR4moGbCoUhJtEkkLFfeYTIuclNAZzOEeP4YzsY9cC9zMUyzWCvhBg3QFXvaKh57TfjZnR98izq5dCN8jdVxq7q0UW18lTU3Eag0pBBPZaWZrJyBMEZ5J4iiclqKTNRBK0/UzFObXU2fk9adNkzOL9JIu4WQF2QmRhoNSII20X8QrjQGN6gj8Rp3e1r24SY9eqwf002+3jhX4ZOcUMxmbWCvEeY2yTdRKA5HL8VjiMCoiaspmpxNzXuaQyuWicorR6WAa11+U4PPh4hWS9oJ+emnQg0yWYuzidGJW8/QFestDvLzyegCCp5/up5caBmal8g23faOQLC0RnjiBsO1+tNu6VmI8O0syP3/FsmuP9guAhNtGefLMCUY/9mnG3vImsjPbQAhWl5cIDYkzNYXjuIjrzegG/eggIaBcxrYtZDaLubiIVD0KC3UKv/IZ2mjOTU7hPn4/9p6fAttAdxOSKCU8375kdJPZ7Ndt3igULr1P4xg7FWiZIwpCEDH2ptHtEkIIwvQyzadUYfVCcq0OtDqsiJSl0/1y9Tct+QIUCnAxhV7KvvE4TWFwqF9UQal+IYWB5xbCv8n1y86772Xn3fdufFGtov/8z+i2EyzTwLEUqWrzo7Of5527XY7tzTD5kMk7Hlzle45/ju8+/SWsmfuwxg9gvciRZ4mQaHWZ0c3YfPZd9wyPwN98vv8+k8UsDCHdUl+JITTILqUEr4f82CQLjywhDAESDCXQQhNYBURb4+cUqh1RqtfJ/MX/5PS//V1s0yBCIkkJ0h4Zo4TSSyzrEl2nQt5SDNbXdQ1tC0GEn3Q5nT/AwWskasvIO/R6LkgbHYXYlk184tMc2W5zq3gl2rbYcnSE+GCHtq5y+sfvIk5ihgb6jlFz1WPRVBwazbBwooVhClDg+AaVSZtj87czXH2cYm8NLvQdoFnxIL3xe0iDBGWbYNn9MY6h0akibceIOCFUAhFbyLh/rmTh68cv1zqFt2xKKFx1pIR3vAuefAIeeZiMl6FnBGypJmQChRUr1rKKkyMxT01FfYd/R3CPzLH/i1UcrVBSIFEkhsWrj3+WhlWgEtawohSp4PjodmJTcDhusBeHnJaIMMCwJRcDYi2pUTM7KQ0NX1a85usx8yVyZ0wSQ+BFCa4f0/QymI0UOZohWuyQeopjpYhSNs/IAkS2Jju/ivRzJFpgJory2CCNeh7HNanWRjCCRTQ257qf5Tej/0XjsoyWIAkxhUGiUyzpsjo0w53eW0DadHWPjDlIprWAVRlF13ZQy9YxqqcQUiBFX9++3Gwj3SLSv/r67P6eCv6eCsYnTnGuMc2exmGU7ZGTGUZqJmtuQKa+xGJR0FpeQOwbJHjaIE5MLDOh1Xhuz+fNEcK3iLDtS3pZue/QqNTCtnvo+hqsrXGgdAcPLP812reQY/0Hvh10UU4ZtEYoTSbsoLVC+deZXhT9SeQbh7+Lo+YHyUQJkCAW/jPO1OsJ1Z1gOqhuFaO0Bac5S2paNGwXo70RbmtIwdE44VbTI0gFa7M2uUfPAhCMDnO46XFr1uZWrwcYdEmQ2r5kdNOeh2XfhDoHhUJfVLxWQ7RbvMq+B4LHIIoYGLrj0mI6ikFKzIGBK4oC3KiYw8N9o5vvo1utS9+njUY/Qmbd6KHYqByTCoFwXbSUzH/iUzQ8m0wYYyqNIQScOUsIyOvwHmXHTnjwAcTCAuVXvhI1s53oxAmMOCE3O49/8hwAgW1h2Q6kMUKuR2gkmt5jy+TuGQW4shDH+rk0CsVLX0W9Ljk7j2WH2E7QN7zfBNfct0J2bEMg1pESJ0776b5KE1gm9vVWrOOFJp/rC5df5PY74Lbb++8/8qcQrkc123Y/Km6Tm4tKBfFjP05w/8fpnjhHuW1gmikmmspCl53tNmp8hO8otpnN9+UG2qc/x9H2LB/be9+LWngjFpLf6q2RyfUnRDdDf3vDc7HPEwKCADnRn0xd1EEVbc1yc5a8tQ1pm6hWRFRI+LVU8ZpQsteMyLRydNqKuQuCsemdLN32Y/h/8Kfc/tqtfHX73XQTA9vIEptjzLWP01ESDEiijXHyULKKSUovESzILdy3tfBsrX3JEUIgfBdbRaRC4gyN011ZYenMUzw8EvIa8S4ULjNHdvDVt4WsvMpDGZqZLR2ePNaPVD7ZMRm/0OQ7/sGtpGlMY7VDmiia1R7YB0iGfwgrWSMTnAagsPAl6ntfjfJNtCEQUiKSFEwDrTVmwcHtNvBEimfFBHF/PCOzm/3FJt8GB2/pv4CBhx+C+TlaRoPZcsqx3R5j7hTq43+GuHeIxFWcb82xH5heO0smPsXRkT0MtCTFpMu5wm5GgiqOGaM17F09yqcG9lA2BkgyPm73LNrZMD4FuRm8H3gjY8+hmfbwJE73IWIR0iNmrRuTZg2CARvbjWk/IqBj8F/s3wEv4LfVP8duaaZSn5O9Kr4sk4qYZu0pomCKsCMRsoC281h2g9+r/Q4Ny7yYGU/WztCOOmSMCgLBtHeIyfzrMNbnERpNzCqiVaWenyLsRoQLPQazBXJ2D0/FzMsyRW+AZOlphLx2MhhKW4osPNzCFAmWodB+iXqnylkXch2fx9zzzOCipSZQklozRwfFhfu3PqftX33z4nWGdXm6XtphbXWCJLGRnSb8zeeQCDJf6qFbEeZ0Ea01MlrgwGdOc9vHTvKqZ76AFBDW6shi8aodx7dD0apgTmwIp3dPLFE0/xvtT/w87U/9U+KzX0BHbVRcZrA2j9SatcSkG2x4hLMFh/lehC0FbjB+Sd0u9n0e6ZUYNjaiQyIhEHJDaFxojeneXPZijd4YDEJf/2juQr/STiYLQ/0IEB3HRCdPgtbY224Oj9nY//HvsbdtQ9XrlwxsALrTufRZc+XDzimVSOKIdF342ooTTLV+FV6co12WdnrdcettfX2K1RVy01svfe3EG5onIk1R7TZpe+GKSKu0GaLXxcFl9rJrLk3B8zAHNjxucRhgxQIp+9GFWrFZXfJrKG3bEMD2TBs3jrGUJhHQswzs661YxwtNsXTls82/7P3lEgyFa2PSucnVoeAP45XLPNOuUVsrEPY8osRgoCUZeWaFn99m8hMHKjh33YOjU6p2jq7l0TXdF+0VGzaX9xDyeu0vNtnAtuGiVuzqCu50ASN3P73OcbTQVC7kefxLH+L83//7uLtLYAoOpQ5FmdLWkgU3JgmPohU0liKOPtDkfG+EY+IAH3nIIKluyDXs9g+wrAJC+uNbFfXHyAYac93NHEcxQzMDZEvXTrEdMT5KmpoYliY7vQNDabI6YbV6lobbQCAYWCgw9cFnyJ6qYq10mGRD8+iUmxA24AsfOo5hSkzTwHZM8hUPU/Vo5O7gyV2/w9zge9HAaPd+0loHYUqE7I/kdLdB+6lFwvkOnWNrjCRdvLSH1hAnDjqJkLmb3KG1yQuHbYPtoGwLbVvY0sGWNjY2aqUHApadDWma0NSM1RRWknBar3FaNElkf94qBPQSD6RDwSgSByGNtMh6jTe05eDseO5ZSqJSoZM1MbWmFK2hpIUThKBSklyR3G1DZPZWuKf5JmZXdnDKn0cLyHVNhsMCIQG/2/l/+ZH5f8qvNf41MQF6fT50xrnAonVxvq05lB3lluEDGELy9uH/Hz8/8wHeMfaPkcJA6Y35l8kgrck70Qhks39eRjI9PJkQ0dd9T2vnCJ74w0v39LWAM1NkGIu6UQYEuXKZnV/OI9q3MNcYYvwBB+ehx0BrCmZAT2gySI4Fz218enNZLl4ArK1bcQ8eRHU6qKBDEvl0miUy2yQWCj7252TrNmv3X0AO+5i3DqNkjNtJAE0hroOAVCnsoZFvtrtrEikkbBsnXS+moJodKE+iwyUAdLyGTlu02wKnZZFza0S2T63u44/009a+964tfOyvTtBIFONpTPt7fxp99GMs5osUjZgpM2EeG88IyPqwhsQMIpACmWrs/PUXNv68uNyAUa70K/0tL8Pn/rqfcuX7MFDpG96AZHW1v6zWGM+SGngjYg4MYI2NIUyT8PjxZ13ma81ATqHEUNaj2gjJrNVxewH9WDgwTAuiCHk9V5ScmITz56HbwW41Edksaa+HVArWTdxSKcyZbZCcBOHh7LoL1U3QvYTGJ85QfOs27JmZfqj9esouvR7m4EaKXxwE2JgI+sY8pTc9OV/L6F33cH7HDEa9wUi+hJWEsLCGqSEyTZybPdJNCLjlFkjS/sB2/DLfbqnYr2wK/etwk5sW89DtiP27OFH+IPHHLHL1AYYGl5D5NpbW5OIu+8sO3H4Ls0Ky5/wSj0+OvujtEhfHPUohN6/RG4PhkX5nliaIuVnMYhb51BzdygDadtCDY4TpGayRDNaoz/Rcj3FDsVwOafo2U2eOAxrL346DItQuWkG347H4hRb5l7Wwyw7T/p2YGNTiZZIoJLtSwvBSRrwN420SKQa35q/euXgWxOgQyTmPNOhil/NgGIxYDmcGfRat82T0DoxWSo4SrU6E2Y0ZGTB5V/4Yfx1MsxJZpNmQxgpkcj7j2wcubfv4B/6KKDWJ3HEuTP4M+ZEBysf+BKO2jNIVRLl/LjIZk+UnLuDtjdCei637YxAhQKcmwrQxije5Q2uTF471qLcCUAB2r3/dkEc48sAjqFcNkrobKYaZQFBKj2Npk8O6x0PxV9iWeSU5HVMKq/Q8n6zMka4skIsy9C4Y2MMZLF9h7pqBu25/7m0zTaK8R2SkWIHCJEAmNk67TpirkN1XBg2ve9DmL5XDrFii4hfJxDad5jJnrTUu6Dl2OzOEqsNng49zp30XqdT84cKHMBBYSlFSmtuXa9xt/QjbKgcZdrfRTZsIBN2kTt4apqcaeEaG1GhhhRaWFiTzS+SMgP1DDRo4pEaGzqzCa55Hd1evKUe9dAwKM0V6z9h0DR+BJjswhZqLiWQGP3MrupLif/xTbNn1fTwTZahrjaWeW9+/aXT7FjFyeYInnwRAtaqAT7s5SCZehowFUjA9PEFwrEGjoNBa0yp1qQ22KVdtwsCHpEs4vwDjL/6A8MUinxuGcD1tb7BI94kjuOUcuCXC1XNIbxQbcGorUBkmG3dZWmkzvm50u3WqxKeHshR6MbYSxNsO4j31SU4NltivOqwpSUlohO2T+D4Sn3D9gWYunMPadXMYlK6gUABDQjYDrVb/QXVROH+dZGUF7847QCns7TuuYmNfYlR6pcHNcfpRgPrZtf863RarqwuMdNrESUxoGVTGx/AGhgiOHkVH0fWp53aRQgEsEwwD4fsYrotut6+ol2wgSE6dJuE09pCk8p4fYvV/HelXTDrToPvUCubAIObwMGm9DoA1NorMbaiexlGIa7jI9TmCfpGrBV6PlHbtplWqkKQaogjRqFPNuEilKe7eS3565ptv5EbnwC3P/n2xBIVivyLuxNRL2qRNrj0yZpbvfvlP8Oef/Lfsim9lrV5mwE0IcgFOkmJZkiRIGN6zFWemzC+d/gvE17lcXljsy4zEN7U2443E4BA88Xj/faOOOTiIVUpwgwoEcPtn9rD4mgW2DPvoFDw7IZcIXEeQzRV42rHY2/4kVu49WNUEa2IrvS6kCST1Ltow6K1GqI7gh4/8KsO7tvZ35S3jYmJZCS2ZQ6uUNeWRG7i2HDPmYI400EjhgAwxCgWKK00yOyaJdQ/bs4hmTzCReSUjn1siGshw+Kd6ZPQiDinaklRTwaSfcuKhJe58+0ZWxs7F/4cVcx/nR38Cabuczv8YM5Mr0GkiikV0nJLP2STLNhNDdWaPLxCUplma7LJ3fRtK9ae2hn9t6OBtcuNiexnix5eRh4rEYsPw4iQCZUgs5fKgnudY0mE582a6kcdisS85IiUYXg7r7FnChqA9fYDBn7j1ebXDkCb5hgYiDJ3gJCFdz9soRBXFtIwMv1SaZHY2wypLdK0s+V6JRGhuKb2ee4ffym+e/Lt8Kfo0sYgp+TvZWnw5t5jvYNTeQllF7F/4Ekv2FnZmXk4iTQSSdrdKq7WCUQDHMRB+DctO0YHPeG+W06uLDOYytCITzzYIUgOpBLpX7zdeXFvOKm9PheioQ3a9QJzrG7SrNfRICdKUZOse7K/8BUNqjvNpmaZh4j5HmflNo9u3iDUyjCwWMQoF0vYaMrsN6RjEmRGspcNQLFLWmrljR+AYuHlJao1RWsli2l1cr18KuofGyF8DJTueJ8MT+5m3DWSUkiQRa7UBkJpgqQOWQic9EhXirTRI9rgEpk3YS1lp9PV5LFOybSTH4UfneH0lB90WypvieKHCjqZEIRjSMatJShIacJkHQQ+OYZeu1pFfRQoFeNt3wLq2AABj43DHnZcWiRcW6T30MADZV736arTyqmCNTyBLJVSj0Y/KCsO+QfIyjZSLGOUymaFRwnadaK3DxEq9/8PZWXpnZy8Z2+SLLML9opMvwLlzUCyS27GdtdVVFFxKh4okuOvR4DKTQfoW5e/dxeJ/6FfhqX/yDJlbh5j4rQ/j7Sqz8l/+K3DlxDIOQiwcksRCCI0SN0eBk28FISVDv/hPOfuudyOLRbJxhN0JAPjquVPs3LrlKrfwGmb3nv5rk00uwx7xWTx2mmn/ACtL07hijo6Amhxil38Kz8siWz7pYJOvj3N+YTEzGdI4Qaf09UA3uf7J9KtL4zjQ6yFsm/j8GWT+EAiBHdiUqvey9qcnUGshpnD4eVPwvbWEYtDFKuxjr5zFMY5TrCuGt8ekt9wCy3OsPD5HbO5FmHa/b7hlw+kiIugFmsKoJqf6+rSn4hKVsWurCqdRcIixse06cSKwLAu32SKp9WiP10nbKTI/jnDy2JkKZhzSeOJ+tsanaEQHyVdizrUcxklZPbkCXCaFkvQYbH0GlZ3gtPuTpInifPk9WKdqRIUCwpC0ghRaMc2aT5o67NhbYCoO6KYudhCQdDro2EbY19ZkfpMbj/LoGGG3A7/xGH6hCK96E7RbZGIJMSB69GyDlfphvmR8hnc23kziGoQFC4EgzWRwdRGSRQb+zjdwPj4HdDZLx1kjMQzMWOFkHRIv09eSlxI8h2YyzO7MaR61JDtaMyybVer1h5nWJQbu+m7SIOXnR36ZX53/RT7e+zO+q/CP2e+9mrI1hkBgJG3OjA+RWHm04WBAX1Nx1WEg3ELWzyA8m4b5FbR1ngm3y0Q14lgyQcnwsGSTrA6oNvNktUfQXJ/HXmP9pll2yUwOkJ6aJTYs7E6d/G//Cr23/BDRy96CThPSyV1YcYMh06GbaJLnGHCw+UT6FrFntqM6HeJz54jPn0S1Y5JqQBCWIJeDapWRIMRer2KVVnsEmf7E3zA39JTidgfrOtaoyYxNYUQpArDXunRnJcEqCBNIYlRnFcsuIoIBcmGL0HJpKosvHa3zpaN1Hj/d4G0HRvhH79jFeLDA7nSOra96ObfFOd7gB9zixJiA2refW97xvWhhXdq3bNQwi9fvuXteXG7LWNcW6L+uNAzFy0uX3puX6w/e4DjbZ1C12kYaJDyrwQ0gXVujNDlJa3WF9mUaBBsL9L+7riPdAA4c7KfIrKxQOrAfw7Ku0B9y042L6mKVUiO/cT2pakjrr85T/eBRtNYIL/911UzjMMCzbCw7wrTi67Ii80uBvXUraI2q1TDXCwMoIJWCbPnGrzC8ySYvJHd957t5YuVzPFn9GxrRCiqWuHWP/FmXVnWQWmeAbivGsB0M235RX1GrS7DWYP7swmak241CqQRxDM0mrK0hMxnik58ifOKD/cknBsVGCbXWf5ab2mI09nmLK6j1UhrWAMthHhUs0S1sJfOnv4nstmB6D3r3QeLf+wTtwwvYAz7+tg0PsuwYaA1DlyXBtGOL0vC1lSYpsxZxmsEwFG7OwBkcItPpoeYXOPfEoyw2H0J6JYQ0EEIipcP2zw7wHdOCLB2Wqh5PugntlsW5Y03aX3xoY+Nx3yE1GD7C+I4BVKqpJaNglK6YnNdnW7R7Hr3yCYqWgaMifBVg2qDtEkahsHk/bvKis+32u/iHf/CnvPoHf4zb3vKdkKzP8y9ee/k873PeyH//rynm5z5MGnVxGzETD6xQbHTJzXWxUw8hG9+WtpmTKZEJBYWuwtYBcSdiy+oymae+emmZ1PC4rdLg7bsvcNaZZyQZZNTex4eXf5NTwZNgeLTsaV5RuA/XyLMjcycVe4JQt8nKFvnWMSJ3EGW6/eNTCUII/K0F/JkSFFxklDIYd9AE7As6hE1JVU9SdhMqboTUCr/t9g2OtbP9U3UNzhucfWMYRopLQFaZ6P3bCMqzaNOEQoX4wMvR9QvYRhMPQUU9Nz3XzUi3bxEjmyH7ilcQHD5M75H7yb7xXQCkrQTe+DJ4/DGMlWV++GWv4fce+iLeqibZEaGkwjDifnh5q05Ub2Dmr1/DkTm0YdBRUiC7KVYW/OGAbncLaX0WYWfAzVJbXYb1cFojjcGyqHVSlpfbbP34h3CTFEwLieYnPE0MNDHAsxF+hkSmaCERaYpMFe65wxi5A1fpyF9inm3QcFlFna8lWVpCFgoYpRLW2HOpe3Nj4OzejTk0RLK8fOUPnge93tctf+BNb2fvm97G2T/6Q4KP/CV2ECKTvoixvmR0u4413QBcF+69F555BksvMfCye1j+whefddGLVUqFKTEHXJLVYOPHQDH3L76Ms+M2Bt63/4r14jDAMS47T5uaRs+K4fsYxSJpvd6vugbEpiQ/OMzwtpsoDXyTTV4AyuMTvPXnfoGv/MmHMFrH6XVHcQ2J0udZS2386SFKeZNUNb/5xr5N0naAVopW9OLva5OXCMfp66KursLCAsbefQCktTPEqoElrxy7pzJBaMmhwOGrGc0r24q/N/pDgCbKQ/UpA+/PfpvgzvsY2rYPdrwcDt/P6UYBW3joRBGtNDGrEfvHHHzdIQVakclqzyZTurYcgEIIjFt2Ep+oInRE5e57aDz9FK84dp4vv/oOVquHKTz6AObUPUiniMqUmPL3EJ3dzS+V3s9/Sl7DmfYAHyp3+cmWw8f/dIX3+A/3q1Y7OfBKyPwQU3uG6DQCGssN7GyJxv2nYaiAaVskix0Gcmuc9VNipSHsXGpfmlgYg9fWOdvkxsQw+2aUO97+jv4Xf/gHEAR9aZtyGXbvIT+9DXvPNnIf+yWSc0cYsvaCMNBrCkMDWiHzzxIA8C3g5C5z3tpVbG+MoAdGqwGdHsowUY7Lw8sl9pVrfDx/DrfuMBJXWN46xLGl/8qrKu9ld/ZeDpV+nD359+IaWdrxGluMNvLpB7EyBu3MVmKriKl67Avv55S5n645AIaN3zrL5Mpn2P7ERzAKg6Tjh/j4IwVMETJRCIiQRHg0Ioes1UL3qv32XoPGcVHYyET0gpDdP/dvORJ9ld7SPCrwSLfuxnz0z9ADVXJRlmcP8fh6No1uzwN7ahLVbpE2W5gjJtL1EZ4JW7bAsWfA97GikJ079jAnWviWjVQSw0wwTDBKRdaEouBeWzoN3woynyd73300HvgSRAkpCjsbY2cimNlJkuaQXhkJ1M4eozC1C2VY2GmEEmC7Dq1mQOJnSKtVhGmRIokERGmKPVAiNzlO/sAhGnGN1HHRRt8LKJbmkPlrS1j2WiFZWkY1GqhGA3Ng4JuvcIPg7N6NFiB8v+/ddF1UtdpPDalUoNtFXzS+CcHg9h0IIZgfGsZt9wdrRqWCvWULSbWKOVDBmrwBNKSmt8GJ42g/g3uZ9tDFeEABCNvG3rZt47fgss7fMxCGQEiJ6sT9iLfLOsgkjvH9ywa31maX8o3IveE+glOnCZ58gkbGo2lbJHFIcfj6LKizySZXCyElO+66l8Of/yzdYsi5s58naDXYkbsdQ1m87J0vpzjy0mjm/sE/+zmWTp9ASMk+/slLss9NXgLyeYgjiCKM9S5PteYRcUrixmipCAeg7AzQnV9DEbNFK4bSDntSSVuauGhSU/P0xCHMXofBeov87CnM4VH0lr1UTz7N6N7bcDwT3XHwwg7Fso0VJ3S0C0KTm6wgr8FIEGtmCHFaY5IgM/0xgFCKYHmJTpCSrl5AFiZQXEBO3k2QdhC2z+uLPT5Qj6hlErpdi95gl4G2xaOfOc9tO3dAZ91xWtoKwPTBEY5/sYrIBCwd7WEVfaJOSmXAQ9ZTKJVwDIlhObSiDFaYkiaa3KGbJ9Njk2uIy7OPHAdGRzGyWTJ33M4PPfU9dB6ZI2mcRBYmyF6IIeqg01XKP/7Wb2u3olBkdcjBCGN8QpKMheNZIKGZ8ZCA4UecPjvGaKZLPhcwt38f80Lw/fL/5v9d/ud8cuG/MTC1hTFvBlu6xKqHq1vsbn6ZqBCTCEU3WCBKuxg6YejY+4nLr+TM8NuJrAKJnWOg+hXM1jyfOfvdtB4doBpOYEgQpPSESZxaJDkPEdUua/w16Kz3PNJMmbSTIHyb9qzkoDvEKUzWek2SqIewCljDHWi2yTxHs9s1eKTXPsbAIPHy8nrkQkR0tkl0ttm31o6NIdOUKI7Jtlp0TywRZzdSI4MWBKurWK02pnP9emKEEKhms/+/AYlnEbVsnOlJVKtGePJxktpZWskKZa9AIiWWSvoRa2iIY5Y7ChVGOJ7LvCiRCkEqDDyZkgt7fQ0zIFA9UrMfuim1xuzUbr6w8W9QEOBrEbaNe/Ag9swMxtDNM+gwCwWk6yE9D61V3+C2Tv61r7ki7VSY5qXr55bveS/2epRcWq3Se/RR4nPn6D3yKOnXRs1dj3geJClGPoe9YwfZbX3tFAmEjkVqSLBMjOyGZow1nkXmLIRjMPh3DuBMFzByNtIzCU/Ur9h8r1HH1BvPN2yLTZ4dYVmk9Toyk8XtBphSoNKUgalNTbdNNnk+fPc/+Ze8+5/9Cnd+xzvYcvBW5uQpzkVH+Oz//C3OPfn4S9IGrft9y003JrnRKRT62rBJinX+PO6+vciMh+h1UDIBIZFKEKUhWmqsxGFn6tIODTxMTCExhUUzG3Hqlrv5jTvfy/vTaRIslO2gDYODtoNXXcA5d5xMNmVLwSbyBLm0QV4E5IyQWvfadGTZY1nCnkukfKJuivR9tJQMNHuk6xIK8am/on3mrwlXj5CkATW/w3HjNey3ZolTDbbiw22b86HB8RWf+IknuTC6lcf3vYwnp7byaP0ruL7Nwb0xUvVAQO/IEuHRRbpL88i4iaUEp9ohftAgJzu4XoDGxpncdMxvchWwLhsDt1pQKl/6WHnfj1J4yyFktgRJD+Iu4ZN/SHTsg/gHt397+y0WyTViQmLa1hrdVoDWILWBdeEs8VITrTRz8wV+4/wBBrbdgmV56EwO0/IZc2foiS6fXvnvgEAKA0PYZJILDMhlKpkGndw2pE5IjCy5+hGMtZOMH/ldQpEnTSQhOT5/8rt5ovlGmskgq+EkCpPBTESsJFKY9BJJVkiQ4Ubbr8W+0zSRUQubJhZt0tCAZgPPAmW5iLCHKgzi7DCJKwkZt/PNt8lmpNvzwt25g/jcLPG5WfJT7wV8VG89CmTffvjqg+Qcl6nSAI/Xl2g3mmihsZ0ergfkBmh32lSc61uo3ZqYQH71q0hg6bXbGW7Pkisv0eltQwd1zNJWnKQDx5+hvfow3/3v/h/4g9/nyeJ2Tg1uJ9IpT43sw1Qp2S98hsdf+b2Mt09RCuaJZ3ZgrYf0B0EXof3++dUap1392xt2I/EtPox6jzxCdPYsMpPBzN5cFV63f+qTAETnznHqTW++9L1RKGAUCpdST7WxkXtvFIukKyuka2tftz3hX7+RqFfwxjfBH/4BppSUb7+VpN0mWF7h87smsbM5bn3z29nzqlddWnzwa1JIefk4K7/1JBgCnSjcnRsaNEG7xYDlAjdISu6LyMgv/RLH7305qtHAAW5530/yuh/9kavdrE02ue654+3v4I63v4Ol0yf5g3/2D+k2H6O5skRx9MWXWGgsL67309fgxGGT58/+A3D+PMyew7Btpn/nd1h5/x9Q+9BvUB01efLX3sb48UEO/fUMxrpaqoHiZ7XPPeZGP5jreJiMsiQkL9c+nS98hOw9e4lufy2WaTH8of9G7umvsvz9/wQ/nqJRHkAEoFJBNzHIFK9N57x0TTQmtqwRuw5upYQ6P0epE9DJbIydHKXg6T9DThyislCkU/S4/e7DzM1e4BNHZ+hKxcek4J2h5KOrz5Dc807qeQ+EwG0+QqoV2/wcB0/8AKvTf8TpR+sAhJHJ3aOf57zxDoYcEzMAElBKMPiaEGf6+pXv2eQ65nKjm+f3K4dehlmp0Pnk+/ofhMCemmLmU5/+9vfrukgEIw2DTKg5PKxp13rIwgDx6CSWYaANEztZYp4JnjbHybr9tsrUYne6m0f0JxlwJolUD8/I9Y125jCpsrBFQuBUqJm7UNpg+PCHebj6Rk6HB+j80Um0XrdnqC2shP3iMFvM+7m1+Ud0D/4LSpbCViFBs0DYjjDKi5eafi1qugEIx4U4RqiY8EKbZT2K9iPSbVPQbaOzFdLVKtmfcXj9E7Pwm998m5uRbs8Dc3j40nsd96uRokCHaV/TaGoKISVbygOY3QhnSSO0wDD6mlEqjgnSFOs6F2q/XKhfKcXy+CT01rCMGmnzPKq3hm1mGPG20l5b7Q9MJyepdKsIlZJiMFuZ5vTQDnrPPMl89s9JpUlsFFla6KLXo7tazQi1HulmBCGGCp+1PTc7WmvidcPS5dfozYY1McHOrz5I5e/9XSo/8zMM/uzP4uzcubFAmly6toQQZC8zOF2O9K4t8eLnTTYL7/k+RD6PPz7O1u97D8IwKOUKhJ025558DK31pXPytdgTObwDA6A00ZkmSWvj/gvabazLJhjCu74dCS82Wz/4h+x64nG2/83fUPiu77zazdlkkxuKgamt3Pld72Zy30H8QpGo233RX4NT00zs3sfd7/ieq334m7zQjI31x/RRBMtLyGwWYdvkj60y8MUz1IabBH6EXDe6SQzuYaM/jLUim1rcR47tos1EFBG5I3if+kPk6jzCzZC852eJpCTTDkkG8uArvLQHWnOh7TOy7dqN2EqsAiqVWFaKN9bXbR5tdhDq6/Wp1pqn0FKTq3uUT93LqydOMjLQQwHHHUU9lXz0S+N8/rN7KFcTdi+uYgiDRxv38/HOlzCHtnCw++vY7sYE3YkXqbjj5CwDQ63PrxKNtXez4vUmV4k3vQV+8qfhx34c7nvD1/1sDG7Mm2WpxNY//qMXbNdqPVDAD0COdzBMiRqcxAj6dgrDtwCf+0rFvsEtSZBRirIN9mRfyR/8X4J3n9+PZ+RIVIQQ0LO3cyzczqOLO5m196OQ6LPn+Mv5f8yT4XtosxetLMywAWiQ/VguaWgK4QVak/eRzfnYKkZpUJGNtSUPlxexuxYj3QDWgwikqTAKNlHLI13OYLbr4GdJpvbizzWoJ2usZp5bkMam0e15YI2NkXn5y7FntpE2L2CNZzHKLmlrPae3MkjHNOkmMTPTM5RafY+LBnqNHrXz52k5FtZ1nF4KYG/ZgnvgAL3JIo29Q8y9sx+ZZpod6DVIa2eJkip5d5A0ivtllSsDlF3J/tVjFIImUiVYUUD9nT9KUG5xfNjhcGUHC5kJjj10AYBeo9+ZIgRmGGBe58bK58VzSC9NWy2MShlnzx68Ww+9+G26RhGGgZHPY2RzGPk80nHw77h9Y4E4ITp9+tJHZ/dujGepJCxvlOtMiH41Nj+DEoI0Scns2smO4XEM02Lh5HH+y4+8m+MPfOnZVzcl1mgGo+AgHIP4QvvSb3EUIkRC2JWEbfo6OJt8Q+wtW5COgzU8hFkqffMVNtlkk+eMYZq86vt/lOlDt2P7/kv7ulGcNJtsUKnA0FC/X1tdpfK+H8UaH0PGKcOfOcnY0FZWdjTRl/1TaBKteSrtcVxHrOqEitbsqZ3HNXr0HIu2tpCPfwHz9GFEp0l871uprJkEdozfqtPBoZbYSN9jfFf5m7fzajEyREKGOHHwxiYAsJW+JC5/OWuNI8wV5uhlQobPjtOZGOO+g+cYKAbYUvHbhYC/MTSfWMrwix8+yFOnxyiaFXJmASkMTrzmxxgIn2DLRJ2xGZPJ3Q4MzVByfepBjLlu6NOpQm7qpG5ytTCM/pjbsp51PGxPjDP8y7/M4M//HIM/89PPOvd4vqQT49SKksQSxOYc+YqPGTaxwxhj7jyGIxn5/l142wqEzZDqWhezE4LWqGKB2V/7EGJ8B73GGdrRLEG8jJW2Oe/dwdG1/aSdkNVPnOXC4xHKAkyB5YDjC/JTZXLFdeOZgGzJIn9hhbWd78LotgCQAuZSE3s0c+Wc9lotwFYZgIEBRKGAWTYRvolpaZxuinHhFBTKWM2EkjXA4Ynx57TJzfTS54GRz6PTFKNURghJPNefhKpWDINAsYBhGlRbTZxeQFILESLFtkOwPVTTxgAs5/pOxTLyeYKnnsIDhmoWK9pged+byBxdxbvtVmTeIdYxPdpMT99KbWGekWIRLz3BdjMhqWtOl7eR6TXQKmWk26ZT+ix+7zsw7TxCCmaPLtOpgpOEIARWvd4P+bxZ+BY8AOnyMsn5CyT0U6Bvdirv+9FL73NvehNrf/THpKurCMsiOHIUZ6YfAu3MbENLgchmka5LuroKgLxR0ksvsn07urpKXKvjb5tmwHLJDQzSqa9h2g7VuQvfcFVrPItRchC2pPnZWdwdJYQpqS/M43hTOH7/nKXX+TNtk002uf65mG66ySbfFgODoHR/HDZ7Du64E//2OxCGib22xqS8mxO3nSE5GaJThRFKhIZQQMUwOKIV+0R/mvU+b5qnwxKxPUq+uUT65AN0dtwKaUJyz5vQXzyKNsFPQzKEZCyY1w7DW69dR5aWPjpO0NpAWutR7lIyMff1erhuTmMaJkJKIjemuGSxdTpg/EKXoVLA8lyJ1bAfCeIowYnTg3zPy7fzuHeOMAl43Otw9G3v4tajj1FP76Rrj3FB/H1cLUl0SqAsjHZK3Opi2ZsR95tcm0jHofze73tRtu16RXoCWjkDp9vGMA2kZSB7bawkROm0X5RFaxzfoNpSuN2QNOuQCkiSGJFqKq2QqgyRRgtNnuVjCdowWXtgAcKEu4uLDFohjgsd4fN0PctgZpmTrXEyWiEEeGZCOHMQ0aiiXFjRWYyuQigTs+ISXaazfc1KM8Rxv4I1UH7PJKud86haGzPRSK8CtSUwM+TWDALf+CYb63ONmhevfWQ+R3T6NDpuIXyJOeyRdtYj3QYH8YKQjOsxPDAMCYSlFlFsEbd7xPUGkSGv+0g3a2QEWanA1ChBdRmFYtmMsbKS3qOPEZ09giVLqDChe7ZKbXEeBodgdQWqVXatnEADa4URGlv3kloOi6UiR/d+kThK6NR7tOoBSWITZhxC38aeP3fjRCC9wERzc9gzM5ijo1jjE1e7OdcUzvQ04//uVy9pKPSefvrSb+6+fai1GrrdJl1dxZyYwJqawhy6wVJ0BwYwogihUiRQ0JL3/sp/IIkinEyW5vLiN1zV21VG25As94gvtFk9fgYAIQ2MyyqWiptMR3CTTTbZZJMbFNftR7u12/0JWHUVHQQEzzzTdzo//gT7dt3D9L98Ndv+1WtpTAcIBBaCMhYndEKoFVprBu1BCkZIYEtiO4NYW0AEPXSuhHZ8wv13gptBmIq2cOnEBol7bfenZtlDC4lhR8hsCas8hEwSssnGhDowJC3HpH3uLEKnuKFDgYCZ4wmpafG2V8/x3lee4AduzfOdRYdBBRZwvJ3lsY+f5021vZitDo24RsvJEu69m929kyBdtDAwpcCMArKyh5fXGNY1OoHfZJMXGVmpUKgrZJRgNdssMktg2JhxQji2pV/s52IkniFphDGjTy1TmGuhNYTZAlSGCIpjZGsxgxfOE2oHXQuIzjSJL3QwJUwUYrYV2ozbbUbC8+z68C8QWmuYWy3mpyXTd1cYO1REv/ptRIUStinJ6BDXTKgoE3s8Rz/3r8+1qunGZUEEIo0Z/PEDpKnE6AniQg5tOggzT6e6yrnuqee0yU2j2/PEmd5GurZGdOoIuqtIlnqktXWto2wO5bqUPZ8hx6HSyVEIwDJjrKxHWK+RWhbSeG6W0WsVe3oa3WzC7AL+hTor+QJPzezGXHsIgHTtNNJwKDsjlJ1R2mvV/iBm776+RoZSeOl6lSMvh1c939+wgMHbXIJOTGO5TXKZRoa9uoy8GcXan0N6aXTmDNHp0yQLC9gz216CRl1f+HfeiXfwIOEzz1D/8IdJ6nWAfprfZeHNydwc8ews5kDlKrX0RaJUBtPErVRwclk699+Ply9QHB6hvjDH2acep9tqfsPV6+0N7/UDv/9BOvUajdl5pNy4Nm8YHbxNNtlkk002GR6GNIVuF1ZWGPz5n8PIZuk98giLv/IrVywa7NIIBApN1bnAqebD/Gp4BiEEQggKQpE44xzf9U5knOB+9n+D66PzRRpTGcK8ha8DsjrAN1PcyWu7Ar057BN2fUwjwc1b+NsPfd0ybqrIhQkjjQ6zwVGkZRC3ixTr95LvWmjDpOv6GOEF9u1U/GL8IC0BRzH4R2dMfun9T8OJoF+51Eo5Gj2DdmwGVp5k/pkmf362hl5cuLS/pNd7Cc/AJptcQwwMYgDltqC4FnPBOo7UFp6T5Q1PfZydKyfZsXSMfQtPs2fuaY49cZZzKiW31kNYBo7no70MKlsgOHmG02FM/FdH6cy2iTsJXtEESzNstBD0bXc538KxXMJhF6dX5UIIj9Z6IFxSyyOby1KO6/gihthBAMawj1aXzWmvVU23yzN3gr6twhrwsFsKDIkankQYeSY+/CTGxaCrb8Km0e15Yo33q2LpoHbpu7SxbnQTAr1vP6udFkXXZyrbpFhZRClJZ6nK6pmzWAODV6PZLyjS83APHsQYGCB7ol9RtOPnECa4OyYRRpe0fYFYhwz7W/pGN4B9++HAAVLHIX/6CHajCoZJqa4o1lcRCAK3ye67JxmdKZNKhUgVZi/GmZvbTC/9BvQeeRRcF2fnTpxdu1/ERl2fCNMkc8/dWJOT6G6X4PDhy3687DwbBsbgIM7uG+wcmiZiagtpmuKPjJCurBCfP89rf+QnGd2xi6DZ4I9+6Z98w9V7dodGtIrSiozIs3jqBK72EfIyQdTLKzdtsskmm2yyyfXM5FT/5XnwyMNI276kw5Q2GlcUINp3673M3dcCP2E0mmDSGYPeaTpxg0TFDNgG2B265hDadDDnTmM/+gVIUpRrQKrIhzV6iWSx51PccW1H2ztTOeQte4iSDFpJKge+3tmbrEexeGlKdfEC5e/fjbuvgh1YvOLDd+D3QgQwufMxfmrbCm/J/0/+oTjH3UAi4P2xyy9+YZrP/ck2Hn9siOWi4s+nBZ95ZJjVc10+u9CgWK2iNUSBpLdW+7o2bLLJTYHvk4yPkroOEzWT0G9QLyww0J3HNxR0WsigyvCF0+xcPcnLzIh5rSgtdhg9vIK6mPLZ61L44hf4j+cmKU5tBB8kRZPSlhADRRKGpHHc3+3ue9l7ZIKl6Cs8NHuaj51f4QsX5phv1lhutS6t30ssBALDMa4PTbdMBjJZsG0I+/ad7CvG8TI2ditGhCHplt3k/+pBDv3CJ57TJq/RI732scbH8e64A3vLMNJrY01kSZsblk5z2zYs1yfVmqKbImVCFHpE1Tqyukak4qvY+hcOIWU/Ja8VMN42Gej0mNvzWnSnTbqygGouUQuWQAs6a/X+SqUS3PsKIgXmygLGwnmy9bPo/O142mDQHqGWrFIeyeG4FloaaEOSeBbm6jziZox0ew4kKyt4u3djlMs401uvdnOuSeyZGayRYdx9+2j9zRc48fr7OPmmN4Nh9FMjpUDmcshs9pLm2w3FxATaMFBpyo6f/DskDzzA1kO3k60MkC1XCLodVs6dedZVk2xKJ2mwEpxnSE+wcu4MU2P7UL0GQQt6jfBKz9Amm2yyySabXM/4PuSyUCj2J2CNBkZxXfw8SVCd7qVFM/k8/s4KGIKe0+NdYz776o+yGs6zFi4gdIr0Q8yRHCIJEUmEeeoIVqOFDGLsqEukBbXYpqsdBiZfOJH1FwPpW3gv305q+kSxA9LCn9yQNmnbJnXPoVnKozIZbMclKSucqRzOjhLOliJ3ffxWsmFMK1ug98T7cSd28rO7/oKdIyaeEAwBviE4uurz5QcGOPdb+6h+YAe5IQev4NA1IGsbRIGPxkEOFK/a+dhkk6uNVRzAKJUJMg6jsYvpQCVcpil9xk8/wY7Fj9KLodpz2OuEnCbmyShCL7Rwwhi7tYhurNINO/x84zC9ToKZAZVTfHThAo2T55BSYDoOhmUhDYk9NIbnFnnz9rcypKuktTN87NQ5HlrrslxfZa1n0w1cZLw+P5ACrgdNN9OETrufmbdudLNGsxhZG7PbxWx2II5IywMo77npSG4a3Z4nZqVC7+GH6T36ZVRv/YK5PC+5XCFKk/Ww8n72smWFdGb7YuXiBknDsrdvx9m/Dw7tZq1eZamQZ608iDNexN2/H5m18Z0s2gYnuDJCrScEcm2ZdHAUI25i1Du07H7KbTfpADA6U0YnDZxWG6fVIfLA3rr1pT7Mq883SS/tHTmCUSyiowjhuojrPHX5xcLZtYt4fgEsk2j2HMnKCvHsLEQRut0GIdFBgD01hXiWClzXPbv3IAyzr+0gJbpaRQjBxK59xEGIadssn+0b3bRSfP73/weff///4Kt//mGa0SpaKyzhoLVGd1MyKoPhKtwceAWn7xHaZJNNNtlkkxuFbA7CoO9Uqq5iTU7hHjiAd9ttpI36FYvum7iTxEoJvQhTWOQGRwjTLpbhEukuE0GWsdiBzBAYLs5jn2fwdIf8YsTo6hKNSGMJTWz7WPa1P44z8w5BmMOwNUppnMpGZEw2SjC0Jl9rklmrU/Az1BcXyL16EhKFbsaYThanZiCSmL/eOcNXt23jwdEKr/2+Ll/5t6/hFeUiAkFXK6SGU6EACb1WxOBkjlho8k6I43Vx3B7a3pzWbnITk8tBEJDxy0yv2IxXF8gmXTKqB4OjGPo4WVuBFoybmhmZsCvjMjPg82pDYkwE5B/4DOVmjW25LNXVHqQC1YGuoXld3KA7N09Uq9FLAlRxAGd8JypV+EcNfsodp24NkkrJJ+cbNFo1yl6E7wZoZYDRT7W/XNONa1bT7TKbRRgAYBYcVDfG0KBsC9FrEx28DelmntMmN59OzxNzuB/2LXwfnQbEF9r0nlxBpxvW28ccgw8+/GWE6GevCalpn+5PaGXmuf2BrnWk7xE+fRgefwZntYNMYs5mLJKoSvD008SnHicry9iJg9GENE0urRudPoP8q78kqgzTLO9iufwK7KjISrRIPa7Sjpt00jbKqRDmsmjDxp2bx7/llqt4xC8xz/FZ1PnSl2l//vMEhw9T/O7venHbdB3jbN1K2mwSHDlKfPpM34NxuUEzTdFBwMR//k9Xr5EvMvrt34GQEp0ksK7hNrxtO91mnajXu1RQoddu8chffoRH/uIj3P+/P0ASRzTjNcruCBny2E+DbGtM+7Lots0iJ5tssskmm9xIDAxCrQYry3D4MDpNCJ56it6jj6La7SsWlVIib8tRrhUpt8rcUn4NjXiFkj1ERmYYkTZb/DK5N/xbjOG9BLfsBcMgu9AlGzUYNmIG3ZCt3/+6q3Sw3zrKKWLJACdj4AxeKZ0TWCYa6JmS1ccfZ22ur91sjWSI5zt4bZe754p0/QwLg2M8tWUrj+8+yIngJLV4lf/wj17GDzZtLAUtARe8lOi2NYbvNXjzzxwkSQWe5aBUfzq7mQmzyU3N4PqzqrbG6LJm31wLWytMNJHls9zIYYqUkheQcUL2qoBsJ6E72+TCAwvUDq+x0jPJ4BKXtkNXkwSaNcBSIRlb44+PYZdKeKaL7DTI3z2AM5mHlYiDaohxx0TYBQYtmHEslOpPZNPUvFQ0QV8W6SaudU03y+rPFdeRGRu7ZZAWcqST2whf/UbcH/+p57TJTaPb88QoFnH27kV3u6T1pf6XGpLLUkyzpQornRZPHveYO7uH5fkZdNpPK5XZG8PoZg1vaE7cGe1DCMH/196dx9lRloke/9VeZ+99X9LZ942whC0RQQZQAfXOoIjI1csw4lX0Os4w43JxxmXUUVyvzoziMoqjA4Mzo4LKIihLSAjZIAudhKSTdDq9nO6zL1Xv/eMkvZB00mAn3el+vp9Pf2iq6rznrfo8Oafrqfd9n0MNbexvLX3xFvt2U1RZgmYEJ2GTPrp4PZTWwzDSSdr+5l0Yfp54+TJCiUsxNYuewhG2J7fQl+/FN0ojjsy8hypm0GOTe8j9RCgePjz4+5SrujmONF2n6i/+Ak3XSiPcjopcfTXlN7+LOU8/xawHf4U+hadJmnV1ZPv7MWybQDCAn81S0diMYdlkEwN0bC9Vdh1cgxHwikVy6RQ7+texP7UDC4ca1URteDaGWUpaKqVkpJsQQoippb4eWlpLBRUOHcQMDVUV9VOp4w5vOn8Re2d0YBVMGvOtZLwkWS9N0IxQb1sYGiQ9H1XI4EfLMXMWOhAJJLENRWc+iFsxuSuXDqfFYuRzDrqhiMwcua7b8js/hqZpBIo+9f0pBnq6AbBaImiugR/PYxxeiV3I41k2nj40ui9e7MUwdW785Gr+8s0LMA2NDqXxYhKSeh/pfBENcF0PXfcp5kGLRM7kqQsxuVRVQzgMuRyh5NAglwNuPXvKF7C/eBk78gF8pVEXzlIRUKjlQTpCBo/sTtD7sENvbhW7572FI8kI+XQRX1PsNwosVR6WPrQ0VkFXUCigOvZjN4aIVPYSi/bx9coBnmrt4rct3VwTTaNpimwmSC4bAuNogm345K3JuqZbIFCq9loowLDPeSNmE+jL4/QXwHAg0Erf/pfH1OQUnD91Zmiaht1a+hL20/uxlqzCi+cpdqWxykujPWraZtIwbyEqFQQMvKJB2jXwzSiRxpaJPYFx4sydS/Dcc8l3dODs6SK22CdhKXpm1tKw0EKlc3gqTbIwgK27JHt7iFRWAaWkG4BzcB/B9AFyTjmeVUmFVUvWT9KdP4xLFLRSBadS0i2LUVY2Uac7YRQnn17qJRLYs2ahh4KYdZJ0Oxl3yWLc+QvI7dw5+Adz1Xvfg7twYemAaRBfnuOS6x/AdByKW7cSWLUK3TDwCpDo7QUg2duL7Qbwfe9oQi5Bzk/Tmd5NY3A2Gjq6bqJ8jVxKoTk+9mR9YiWEEEK8FqZZupnt6YFcFjt88qRbMBIh0ddF2q7A9i2ib1yMttPETyvIQ8ZX9BYVwWwPO90/pxaw7Bye0uguGKRD0TN4cn88e0aUTF8DXvowhsrRcNWVHPzVQwC4ra2DswlCtkPvgdLDTqcpgjunnNzefrzOAvMK9XRl93E4PLT0TqpYGkVYVhNkWaacJc1lvBzvJR418M/tIJUrEEFhmKVEgF/00aOSdBPTmGVBbR04fei9PQyEdPKaz243gN3ZgWqYz0C+i0NJl7Dt0VjZz/OOQZejY1jgFQGzQLJqLsW+LG0VSV7fdIisUrga5PdnyfX2U9CLmPW1WJkiDCQJ9/0KwqBpimDRIOWDRSnHViwaFD0T0NCMowm24Wu6Tdb7hlCo9KAFRiTdnNYoXm8WJ++j2QbZvIcdqxtTk5J0+yPotk1uxw7MlkpUPo/VEMZPDo10i1RW42XyGLZFwSxgJPoJHh2K3m9O0szuq2Q1NeENDGC3NGNqJq3JJO0hHStgkHthOwChZS6OHSRox+jrPEj9nHkAGLEowXNXgWlS2/0Y8dhScML0JhuJxboAjX2pfTgDAaycgdufw5vbjDGNnmRpY5xfmt+7l3x7OwBWVdXp7NJZz12wAL+QB8dBtywCS5dgDFuHZDpQsRiFfftKydxHfkv3T3/K6u4ku89bRiGbw/c8kr3d5LMZAIr5PIZlYwcCHMzsZlb+CGGnDN1TmFYKw9TwmPzrzwghhBCvWiwG4RBEIlhdRwY3nyjpBpDu6iJRUU/ADzFrRzOpigJVfohCLo1fLPByMou28laiLvT7RSJ2kgQGVOapW9Rwps5qXOhBi1SxBkfrgKKPW1ODM2MGvqYNLsUDENB0erJZ/v3TH0MpmM0SqvNNoKD5Z3Op1WYwzy3w+/+xjYAZZKDYP/jahQ1RApaBa+kcPGKzYVMD5Qs3siyaJZ8LoqHIJwbQ62W0vZjmQqFSAQDdJJoq4mkKFYzhNUYhm8Lv2U8iGSZoZdA1nxVd68k5Og84bWQ80KI5CnGXoFOgOpgj54Fl+KhsEaeqDDscwPSK9NWEsVMOXncCVBFDy6N8wDfJ4mEYoPsauq4Y6C8Nnhkc6TZ8IMlkTbpZVqlydaHA8P7qURsFOLZB0VNYRhGjvH5MTUrS7Y9gtTRjtjRjVgcpdhcpdsexaoNwTml/eX0DmYN9lDVVQR48v5Qx9QGnomLiOj6OrIYGcrt3Q6GA1z/AvIsuZJNbxKxyKFQECZXV4vv9pPwcmBoDnUOVntLrnsWLx7EaGphxYD2/nXELjpckmK3kZf1FLLuInisnFI2QAwK9fRgvH5yaC9z/kTTLKhWY0HU0meJ3UsbRodelJxiKzKbNmK9Yh2Sq0xcv4dD3fsDMP3sbXiaDNtCPffgI8X37iDU10d/VSTLeixuJkk0miFbV0L1/L/lMKQn3ZOa/SB3spb4vydtn/SkASpekmxBCiCmoqgq6usA0cX2PxrdcR8/zm+n9wQ/AtPATA+iRKNHLXw+AVwE9B/Ywr/w88ppHoVjASxXQ0XCtAP2aQg+UEcn6mEFF1CmiuUWiSfCrxnYDN1mYVQEKB1LkysqJRPMU00XKL1pNsawCs7wcs76eTG8PRl+cTH+crr27S6+LQXVVA/igZcDGRClF2YEQvU0D7E5t57Kqq9E0Ddcy+Jd3r2Lhxx/EshXtnT5t9Z2EBjTcylLis5BQaJY1kZdCiIkXK4MXtqFpkLM1Eo5P3hzA7Emh5wsYdoDd/UHmV/aja5SqKuuwLNLJQNClPeNSRCeZM8FTWKRxdZdMIQ9+kVxfjmxtGXbSQO85XFqn7Oif/56nYZoFKvRSrkPXFEVfp1iw0QHNOIvWdNM0yOcgmSo9cMlkIBDAaghR6EhgNoVJx3wCkQhWeGyDgabGcKsJUn377RihMLkXnx/cVuzLDf5uuwHCwaERNCqbAKBg6riRs2v4+Gg0XcesLo2sKnR1EQ3W0XhoL/FZ9Rj9GfK796DlBohY5QRUiIEdBwDwcjm8gdIi7mZNNaH0Ppa/8H/J2pUk0lCVvhj6Z1IsDK2tZWeKaGVT47q9aieZXVro7ia3Ywf5vXsxa2vOXJ/OYjPuu495zzzNvGeeYc4Tj6NN1jUFThNn4UIKPT0oz8MMhQg2NmLn82hdXRzY/gKd7bsYONJFNjEASjFw5DC5YU/0U32lKahBwxj8wlRSMVcIIcRUVF4OjU1QKGCgiLQ0E6qsIPP8Jg68//0cuvNvOPyZzwwebloW2+PPoPs6wbSDkdTQfNB0E8/KULU8xfLXNzOrMUjIt3CtLLGCAgVW1dimKk0WRrT0oDcRr0TTNexIBMfQ0cNh9ECAwOJFWLk84VSGRPtLg6/bM7CF2k+eR+PfX0RgZQ0aGm7GZs7LM7DTFj4+T/T8hk3xdWyKr2N76jkqIhrZnMmu/RYvHkqyoDAw2J6X9yTpJkRNNRSLUCzi5BWJgM+RxkNQXo9X04Syy+gu2PzTprls64mhaeCasLIuzpqGTlat8qhqDRGIWsyK9BGwA2iaRrAsjFtRhlNehpa30NqPT5YZhsIwfNLJKP90qJK+3lpS8SrU0UMHp5eeDWu6QWmqbioJR45Ad2k9SiPmoJk6xv4kmq/IJPIk+tKnaKhkEp/p2SF04WqMmEOxexeYUOweeeFbZi+m4OdIFxMUOp8nZxqkQ0GCU6gYQPjSNRjV1fi9vXhWEyHfwHctEvOq0cpiFPZsIKOnMTSD/IEUvufhdXUBYFRV4cxqQwPqjjyGVSzd2PvpSiKpFcQGLoKiT7QzScWOlzGm0HUbkzE8Achu2YKfTGI1NhI8/4Iz0Kmznz5sNKA+DUcGGsEg4detpXvDc+T6+nCrq4jOmUMsU5oe/8x//JQXn3hsRGXSwtGS2cNV19ShfJ9CMokvlUuFEEJMRZoGF6yGhYtKVe00jaoLzisttH3U8Eqml9zwLt5216exzivHj+nE4kPF0xw/QHdlEt2FskgpSWTbGTKmoifin3WzFfSQReiiBjTbIpOKUszkCJSXU379dcDI4l5uwStdS00DDdb9/GdsePDnmNUBtEDpWlZtCfL6H61k1qZGXkxu4un470o/fY9xwbn7aakyKRR1trwUZK43dM29XE6SbkJUVEK0dK+sNIhUziK89SWydj9KU3gVTUSiA5iWRn/WYmt3jN0DAXK+DhpUFDQMy8DQPByteMK30NIBcl6QonJH5M/SuSi5rEuxEOCNuTpSA1UMDFShH61gytHqpWfFmm4AtbWlkYO+D5s3AaUK1UbUQVfg9uUxNI1k7/H3RyciSbc/ktXQiFlTheYqjGARfPCzQ0HqmEEs3SFoRiCTwCl6UChgB4InafXsYtXVYre24sybR/Zghpp0joaebgwNVLwf79B29IhGwupnVtkyHvrWV0rVNn0fr7sb3S59Sbr5HmYlHqc2ZmEaUEqF++iewk0VIJvEWjhvIk91Uor/+30EVp2DPWMGwXNWTnR3xFkieNFF5NMZiqk02cOHcSsqqKusJlxRSTaVJFpdgxVwKW9ownQc3EiExoVLCJWVY5gWZXUNNLXNQtN1rHC4tP6BEEIIMRVVVsIll8LipaiKCnJHuilbOB+Ojt5Q2aEbr+oZM2mct4CKFS1E5tfgmwofn4JZIBvIUd2Wpe5iA5XzybpJdMMnUNSwOLsSblCaHmZWuChfUShYFFWUfDzBgVv/nM7PfhZ38WL0JYtJuBbBVKZUWEEplO/x/EP/zaZf/5LY61oIn1+PWRcEDTRfY/azDZR1j6ziOr8RAm6RGTUaPb0u1aZOPuuSzQQpJCXpJgS6DrNmwaJFaPMXEGmej54aIGv1UNRTaMrEbYhR2Wyz26/luWQTaa+I0g2SRhi3mKaqQWdWawbHKBUp8QoFsj09FLNZEokEKdNAL4uiTAstGIRgCL+qFtwImVQZif7Skj0KhW/65GJF3AXlRK9oLfVRnQVrugHU1B5dzzMMPd2DyUKzLgSWjpH3MZIFgqGxfW5L0u2PZDXUk920iWLXAbx0HqPcodCdGdzvWMOSa4XSF3LBMAiEpk4xAGvGDLy+PvRwmFxHJ4FMmpTjkp8Zw1vUht1WRTgWRRV8POVR7M2Q6+jAXboUd9ky7LZGaDoXmlaxQL3AhQsqWNIawdRLw/GtZIqm3z2D3r0PLZk5dYemEVUo4KdSqHwBL5kkdO65E90lcZao+LM/o5DJYkbC6LZDZOF85s6cxXm1TTQFwqTivSy65DKMQoE/mbeYmxav4s1VDcytqsUOBsmmkriWTfrQIdKHDqFC4VO/qRBCCHE2a2tDyxfAtnBqa+FowSuVz49YqwjAmVmGO7ccwzTRURhFyARTNO2rpXvLHsyYg254g8fnrJNXqp+srLoQGBpewUHTFJg2lQvn4yeTmDXVaPF+CAYpt0eOiM8mk8QPH6KQzxH7kzbK3jgTLB1NAQrC3SOPN4MDJHM5VCGIZehUmx62m8UNpPGzKUm6CQFw3vlw8aVw6Vqsllaa2nUKPRvQfRPd14nVV1E92yRa4RCLacR7CxTyuaNjXRS66eAmi+R6kqQOHgLPQzMMTNclEongJhyyHUUsLwHpNKRT6N2HKbbMITkwVMzPNxTZSIFCZemzMLiktE+ps2BNNygl2yyrlGyzHUiUprPrIRM0MAqKfMgkncqfoqESSbr9kaxjlXm8BBSD5HbF8YYn3eyhIeUFzcPTNPKmgRueOjeogcVLyLe3k9u1i1x7OzVmJf3hMAPlYYxteyj29qGRJKZVYhZM6PNJ7NhB8dAhsps2YZVHoONZ6FgPudK6dzNqgrzpvFoaXvgdS5/oxKiYCZqGWVY2sSc7UdSJ/xBLb9xI8cgRstu2YTc1neFOibNd23/+HOvN1+FUlGM6DvUz2lhR38TK+iaWL1rBmquvpbmsklnl1UQcl6Bpctl5F7P8DVez4sprCDguViRCsL4eLTp1HiQIIYQQJ1ReDtkMdiSCHQodLcpUMny02zGBRVU0/t8LIfUfaEWfaG+M2I4gkV8rctvjBAs2GUtR1NVZO2LcnVVGw99cQDpVQdELYEcC2GUxClu2Eli0CG//ftz4AGZP7wlfn02W/vZ3Z5dT/d4lABQtj3Dv8bOCls7vZ09PmlQWAkEHr1i6lc0P9IB5dl4/IU4X3TBoXX0JtT99lK6GPRi4GAQwjDC1bSGW9hUIFWMkMgNE/CTVhR5ihzJUHwkTaqgi1FAPaNjRWGmQKlAwLXyM0tTSYUmzwLKhIjAaGsmrTJK3Bllw62VELhl2j3q2rOkGEI2WEov9cegvJd0qrp9D4ydWY3g+KIXuj+1hySQ/08nPmjEDs6YGv+/Q4LZifKiYQjA4tPC/kUlgKAXBALGas2uh1JOxGhtw5s/HHxgg8fAjuHWrmLV3O/2L6igGLYoHDlDo3I6v+4StMhq8GfQ8/luKR46gV1Tgzmoc1lhg8Fff9+h9ad/g/6tMH2as/Eye2sQ7yRMA5Xn0/fhe8u3tYFlU3PLuM9cvMWXos2aRTyTRj65No4CGWDmXxirgwV+xduZcTMMY+o7sPkJzwcd2A9hmaWqp8rzSjYgQQggxlek6WlMzumURntGKERj2d2tm9NkYqpAnv/dxTN8knAjgJE0ADCtLoKChKchEQ6O+frLTHQPNgly2lCgzAwHsgIMeDhM45xwsX1Hbn0J7xWhAKI14O8aqC2HEbNyszZxDM3nL3uu44eUbqLZKgxzmz+5l3cfW8o7zTKprfAzTJx3XyOxtH1yuRggxxKytJdTeTUrtpLNuB8lQD101LzFQ2ISmoNpuxi8O/duxvAy6PnT/6SkLTdfQNMiikeuNgK+h3PDQoBBNw6yNUvvRVTR8+iJqP7oKf66NrZ9g6uXZsqYbQGjYZ3J6qKCcZuqEK0JonsLXx3YOknT7IxnBIIGVKzAqbbzeXRgxm+LhoWIKTjBMigTJfBeqUPoyDtTVY02hRcc1TSOwYgXOgvlQKFB05xK2ykjOrCA5swK9pZHCrmfpqxkgq1JUuU0U+/oozqzHnT0bM2gONWYPPdV6/F+/i58tki70kE90kA7nsKqrJ+AMJ6e+e39CesMGjIYG3IULcRcsmOguibORZRHft5/9//ULOv7rF6jKSqiqgmXLYfYc9MpKmDcPbcECWLESikWaE0lWHenFOrbgs6ahlVdM6GkIIYQQZ0R1Db4bwNc0ohecP7j5pEm3fJ7i3ifo916k4Hil9Y4iGnplkqSj6IvqhOpaz0TvT5uyt82moOfJpgLkcw5V559P4cgRAsuWka+uwjd0ItnCiNdEq2pIx/sG/1+3Dey2GEZNAP9IltxvDpN4aC9L0kupc5ooD7h0ei+yMJ/F9yCX0skP5FG5JJjmK7skxLRn1tYQnr2Amk2HSOhbSEaPoBWL9PXvob94BM8vEvRnksu65ApFyvsG0LShxFjBd+nrriedjJDWIwymj6yhYmvMPLrGc0UA3Sj9d2nNeSyNnWDZoxFruk3yVFQkUronisVKI96GCdYHsXwwMt4oLx5JPp3GgVlTQ7E7jhaMoDkefm6okIKW8QkRATtC0iuNgDMrpt7NqdXUSG7HDpz588geGKDO9Ol1EpimIldmY/hp8hUezkGNgsoS7k1BbwpVVg+FYUFsDWWUk319lIdrCBYrwYLith606Tp0/ATTS/P79mG3tlI4eJDA4kVow6poCfGqzJyF3z+An0iQX7RkKIG7eRM4bqka0tJlsH176alPJgOmhfJSpA4eophOE5lulYWFEEJMT2UxjLIy0DSiK3SirS0YhoH58G/gyqug7vjZLCqfx092kuv4A8F5c9DQ0BIKq8wnGzbRPUWwcfaZP5dxFFpWjx9fjbfud5DPoLIKY/t2zJoaNNsiEQkRyBcYCDpEqqpJdB9hoLuLZN/IaadWVZDs7jjYOng+mmUQfDBPzcII2Xlp2lPbOS8AhUIQTYdCJg2FNJp19hWiEOJ0s2pqyG7dStTpI10TJjV7H37AI7H3Jeb7c/AoUiya+AqyeY+81oPnD7un9B36utL4uofvpQhYh0HTSO7ZQ7gsCJpGdv0Geu77jzH1p9jVhdXaitXQgBGZ5MttBQLQ3V36fdiIXACnJkwxmcYLjO3+e5KnF88OdksrufadaOh4/Tn8dBHvaOLNzw1lPxOmIu1YuLW1ozV11nLnzCG7cyd+Jkt+zx6atXI6Y1EKURft0GEKKoHetR8Ti3zqMNmyCrJ1McyGGtj7+6GGjo506+s8SC6dguywIaj5NPoUWgtvTE4y7LZ4uBOvrw8vHqfmIx85g50SU40eCpLdtRMMg9zu3QAkn3qagUOd9Pb0kj82im3+fHjnuyAQBF1DA+xYDN00SxWMhBBCiKmuuhq6j0A+h4mPoWvYkTAqmaS4dQvJp57mwN/8Lfv/9wfI790LgF8oLbYd2LIFM2ugSmPd0MwCdtbDyvsEo1UnedOzQ+jcOjKpcpxgESMcIb/xeYq9vVgHDlERTxDLe5i2zcVvfxfBsjJC5RXs37aFw7tfGmwjeG4tKllAU6A5JirvoY4UaHyxinxPCu3wYez+NIaexXbSZAeygJJCCkKcgB6NYjY0UBd3WfRv+4j12pT1Ovj7+jE0A1t38YpBHCdLJFaJaSoMY+j+U3kK3TOxrSZsvQzNqkUza1D5TGmkmqZRzKTxkskx/WjBIGZNDcGVKzEm+wP7YAiCwRMuoWM3hLCSRazc8VPmT0RGuo2DwNIl+H19FA69iO2uIX8gQeFgCqMthhqWdAsn+gFF4+qLJ66zp4m7eDEqmST3wguka2qouvVrzO/7HVv+yuS8//nvmJtfxkz8FnfZcsycQSZeeqqljDT84btDDRmlp1R7Nq5n35ZN1JTXwtH12VUhhR6SG3uAYiJB+pl1ePE47tKl6LY83ROvXWDpUvzePrK9ffT95CfErrmGA3fcgd/fXzrgYx+j4p03Dr1g5Up44nF0y8KwbQ4+8Xsik31dBiGEEGI8hCPgONDbi6XraLEYSikM08Rrf4mD3/5nvHRpqmlwxQoq3nkjqnB0WqVWpPqT5/KDw9+gvB+ufTaIndLob6mcwBMaP3rQgmoHTQcn4KPiBRIPPTS4v6mukco3v4loZTXpeByAbb/7LUde3s1N//BVAIyoTePfXYxmaPhFn757N5PZ1o/eUaRhb5QGY4DWjAcOJAfKyB9dV1uSbkIcT9NKD8nz7e0YlZW0Lf0QfQf2cch12T2wiXOq34BXtNDQMItJgiGPX+z9N25oPjp1Xrcxw/XkCoewzdKMNKWKDHR1MdDVNfg+xqscGHNWDKQJBEqze9JpeMWMMqPSpW53mmC8f0xNSdJtHNizZ2M2NOAn96EK/WhajML+BG5bbNhIN49j5TqMyNSr8mdWVBC69BIyG58n/fTTKF8RtqJg6PSc20T17/di722n/ZptNOyPD70wosGx2biXfQJWvBOAA9tfABSRUCWeykOqHz+beNX/oKeMV0wvzW3dihePY9bWEr7owgnqlJgqAkuWEL36ahKPPELm2fUUe3vxjw2j1nW6/9//o/zGdwyV9p7RhqqspPcTn8AMR9Cm4OhdIYQQ4oQ0Da64EtIptN/8ulTRL5XCS6dxq6poeMMV7H/gPwe/P3t//GOKHR2ll+oabiDAG2v/lKp0H7b3JJmgids0a2LPaRw5C5sZeOowkbIkblmEygXzOFIo4A8MYPX14QWCuOGR90JecdjSPJoGR+9vdVOnLNpBxYz9ANR0amh6aSqcXzQpFhzwSqMINSmkIMQJ6WUxOHgQr7+fJdFVHNxn0T9vIR1bthE/2EXQjHLNjJkEgZBt0xBqG3yt8nXyWopdN3os+UUN+AqrMkzt+785cSd0puh6aaRbKlX6GbFLp+rmhQTNPNx96qYk6TYOjGAQlU7jJdqxWvtw2xpJb+witb6TYl8WLB28w0PHT9HEkd02Ez+VxuvtJfvSSzTMbKHVj+HPiJJtj1Bs0IgMHCKb6MKM1IET4eV2g+YLzy39AVOzAJzSl/BAdxe1M+cQ8MMYvo0KlZOdW44WOnsrO70mo4weym57AWf+fIxIGHv22b0GiJh4ejCIPWsm5ubN+JkMqaefxl20iEJHB2gafjbLS2vWAlD3fz9J5LLL8PN5iokkxUQS3MDJ30AIIYSYSurqoL8fqmtQKJJ7XsaNhsn29+PW1zHz5pvQHYe+ffvp+8OTQ68zSrdeDYEW6NtHujyAbxoEKusn6ETGn7ugkfjvNuMWwNYVZUsWE6ivp/PFHfiJBDPrW/DDEZbsO0x5KoeGot8f5Zb0icfRKaI0E5TC9y2S0QzWEQOVqiQ5UI2fK400kZFuQpzY4DTOYhE/laZxyXL2bN3EwZd20ps6TH95ipcizczqi2KqAnMqm0gMJLCtMoqeiW9AuraIShdLY4iOX2p86qqrh2SiNADG90uJuKOcGTFyAwNjakaSbuMkeP75FLu60N1oaZWGdAE/lT86ikuBGkoW6VM0cWS3tpB59lnM+nqSjz5K9YL3kbZtvOXVNH99HQB+728pxtNQAIo5yu2r2LBlJk3Bn1F7RRkA+7dtxgmGiGRiFIw82cI+jM4juNv2o0+hqq+vVa69nezOnahcjnx3t1QtFePCbp2BFgjg1NWR3b6D7ObNAGjhMMr3KR45AkrR8917SD2zjvL/8TaypoWfzRCYNXOCey+EEEKcYbEYvOWt6EDilw9hGjqW45TWUKpw8T0Penvxh1W904Y/TM1kCNoxyKRL68RNEVZNCD86k6KmYXMEfA/dtlBdhykkUyQefYzKpUupyRRw8qVpt6l9HSilRl4fgFQKTfn4QD4XAqUI9Fmk0nky+3KgHUCp0ppKknQT4sSCK1agPA+Vy5F6+mmil7+eYFkFqaOVg1U8TVeTYnYiTyGn4wZ8IhEHyJBJxzB9m6U/axlMtunBaZRCyufh8OGh319jLkIKKYwTzbbJbNmCyqcoHkjh9+eHpk0CqCJGWRmabU/ZpFv5n/4puT17yGzZQmbDcwBE7Ar66qvwTZ2CY6B192Fns+BlIZ8iWraI2uB5pLxbUHYZuXSKvVuep7N9F3avSVSvxDVayG//TwB0xzlZF6auYdNL0xs3knnuOfJ79uAsXIgzUxIe4o8XWLyI/K5dpLdto/+XvxzcrpJJyOUGYzCzfj39999P4VAn6XXryG7egiZrCgohhJjGnJYWep96mkBtzWDiSNM07Ipy8IbWdx78viwUoD8OPd1gmjCFEkaarhFcXk3fwVp6u5vQDAPddqhatRKVSJDduoXcli2EGxpRgA+YaPziE39N98bn6PzVLzm8c3vpb49UErq7UVaInkMt9HS20revlWxXFUasCSPaCDLSTYiTCl10EZl1z5LbvZu+H3yfYl8fkYqj60hqGoan0VGbJ6h5BO0C4cDQfafvGxi+iXNER49YaLaB7k6jpNvw3EMu+5qbkaTbOAmsXIGmaRQ6nh+RILGawzR+9mKKB36GF4+j8nn0aHTiOnoaaaZJaPVqVCJB6g9/oNDdzcWVrydohMjWhrFyHlpRgaY48OalPP2Zq+jNH0IphW0sJBd36HhxG+v+46fkUkmaYwvQcxqFYi9+orP0HtNtpNsJZpdm1q8vTfuzLOy2tuMPEOI1sFpbib31LZDJ4B1dewYoLRzqj6zM4ycS5PfsGTokVnaGeimEEEJMPlX/+/00/+xneL6PpuulUVu6TmTWzBFLhRjH7gH6eqG7G4pFaGiYoF6fPnZzabmYbCrKQF8VhusQmTGDmksuJv30Mxz40Icp7N6NRulmNNafpOE/fsGRt99I34f+D8/c/Y8w0F+6Rp6H3lJD+U1DMzs0Sgk2P5fAT5WKs0nSTYgTCyxZQs1H/xKVSpNe9yypJ59k1qrz+dC9P+fDP/45N33xa7x97gc43FaJpoNlDj0o8D0TDQ3NAz9RQOU9NNc4ybtNMcNzD9nca25mGqUpTy+nrQ27rQ3FYdCz4AfA1glf2IimafgDpeGbWiAwpStNBpYtpdDZSWH/fnLbthFes4ZzK1+HH7oPKM15Ds5w2X3bSnylkflDiqLKoaGz5RdPs3HPw8Rq67FNF1O3UOUmhZcPcWw8q+ZMs6TbCaS3bMFqbcWqraH2/3x4orsjpghN0yh7y1tIPfU0xYMHAYhefx12WxuZLVtI/+FJ1LApMvmjxwCTv+S3EEIIcRqZ5eUAJCyH7M6dhCrKMVGYoRBOZQXOpZcSWLQI4+hxxPshEimNcJuCD67s5gihSxtIP9tFJleG6/VjkqFsySK6t2zF6+kZPNYri0H/AFaxdKOvgMpt29n12MPMOXqMXl5GYFYZ6tpZZDv6yawrUEx04vfvR6WOAKWH/0KI42m2jdXUVPr8UYpi1xH0YdU4K6pKif9sbZRC5wBWuoBSpSndhcLxeYtpNdItFoXKytLI20z61MePYhpdsdPLamomt3MnAM7sP8FZsLhU3aOqtMC4d7Sc7FS/ObVntKG7Ls7cuWR37SK8Zg0t+zQOFEMUAwGU72M1z2JGb5ycabI/0kskESl9APTkiFXX0H/kMItWr8XcZEF3Ebyhebq6Oz2nl6qjScfUk09iVVaCaWHV1Mi0PjGuguecQ/jii8m/vBc9EKTs2msJXXABPfd8j2LHAfxsFq+3F6uhAT+RIHjeuSjfx6ysmOiuCyGEEBMu8t73EgFyv/hv/O0vkusfILx8OTWf+czIAxMDkEiUfp+CBdZ01yT2+lYym7rxjRg5LwbFOPiK6nNWcPgPT6G7LkZFBTmviN8/gA54gK9pGP0D6Lt2MRCOEK6qRq+rR3dNwqsbsHaHSDyyHq2QR2V6oCyEFa0vjcwXQpyQVVMzmOwuDHtwPlxry/lw0MPfuw8ATSuQL/gYr5h5pTvT6N+aYcKxhwRpSbpNOKumGrOhAT0UQmV+T/V73j64TymF1diAHothVlVNYC9PP3fRQrIvvogRjTLwy19RefPNZDZvRmUyqEwGvayM6I0fIDLTZ8/AevyVfQR/V0FGJdHSSQYGunBDYRaufB0DXXvJ5tP4Xd2lxg1j2j3F0l4xvzSzbRt+OkOhYxcV77xxgnolprL6T9113LbKW95N5S3vZuA3v+HA//4Auf5+jGiE9LpnAdD+/LYz3U0hhBBi0nJWroSuwxTyBcK1dccf4HlHR0/kITg113rWHRMjYKF8RcaagZPfh1IehuMQbGggc/AghY4OnKv/hFz77sG/eA2lKPdhVmWpuEQ2k2b7tk10/eI/SA/EqS22UKMbmJF61P6noKcHrazs+CIMQohB+rCBP15/fMS+QlcXmQ0bGPjNbwmXlxGtLAfNRNNA193jqpVqzjS6Hw+FS6OSbRsK+dfczDS6YqeXZttolkl+1y5UJoNfKKAfXVtAZbNknt8EgFkxtUeEWI2NRF5/GQP//QuKfX3kdu0i/pN/o3joEAB+PE72xe04y5YCoC0oQ20xiMYrsCybTGecmQtWUTySpnAkjVFUeOnu0uKD0/wJlhePk9u+nezWrQC4ixZNcI/EdGPV1g7+XuzpHfxdD0/NGwYhhBDiNamqhkIBC4VVX3v8/p6eodETU7TAGkDlexbT+elnAOjK1tG0YAA7EsHLZEjt3Ik1cyZV738/zz/4K2qSmcHXmZEIvu+j6zodPUd4+Nf/ObgvUh7Ajq1C03SyvaX1ZaWomBAnZ5SVDf5ePNw1Yl/66ac5+NG/AiChaXS6LiqTJXDhTYRet5rctp4Rx+vTaU23UGhoVHLVa68yfVYXUnj88cd505veRENDA5qm8cADD4zYr5TiE5/4BPX19QQCAS6//HJ27dp12voTvnQNRkUFhY4O8u3tg9u9/v7B36f69FJN0wiee16pWEQ+T2bLVorHyuwelfzd73D00tpsmq7hzTZRShEww1w/44PM6VxE/y/3gq9IVMUxXngGz9ZxF8yfgDOaJBT0/uhHDPzyV2ixGKFLLx2RABHiTLBaW3HmzUOzLLx4fHD7VK3ILIQQQrwmlgWtM0qjIw4eLFUrHS6dKv1X0yAQOOPdO1PMiE34ogY0Wwe3mVx/ClUoEGpqxJrRSuMXPk+kpoYFX/8GPX/xHg7NLRUIcyrK0XWdgUyajp7uEW3Wus3g5fGzcfxk6R5DiigIcXJ6NErw3HPRXPe46aXHlsECQClUJgMoNEvHrHAwa4KDu7WgiVE9dT+zjhMcOndSqdfczFmddEulUixbtoxvfOMbJ9z/+c9/nq9+9at861vf4plnniEUCnHllVeSzb72cq8n48yehT2zDWfOHDJbtg5uH55002NTs3LpcM68ubjz5uEsXEB68yY018VduhSrrQ2zvp5cezt1eh0zArOptms52NpDf3WcTDBNIjaAtSCKWR/EnVdBf+gAKp/EyPvoU3T4/UkNGyqfe6kdZ9FCjGgUZ/40TkCKCWPGYliNjTiLFuEPW9fAkKSbEEIIMVJZGVRUQDQG3UeGtisF+TzU1MCs2aCf1bdjp+TMLUOP2mAW0ewgum1jhkKoTBZ3wQJ03aDmgtW4s2ZR1jaT2be+h/rLX4+Xz0NvH/Uv7AKlMCyLhrnzCboRNNMFwwZVKr4gSTchTk43DHzfRxUKFA4e5ODHPzG4b3iu4hh32TLsmhSxy2cQWFSJu7ACoyqAVRPEqg4ed/yU5bqlCtM1NaC/Ygr7ow/DI78dUzNn9fTSq666iquuuuqE+5RS3H333XzsYx/j2muvBeAHP/gBtbW1PPDAA9xwww3j3h971iy8eD9GWRmF/fsGt3sDCQKrzoGih9XQOO7vO9m48+ZR6O7GLC+n8PI+7OZm/EwG3XXxcjmMigqMRzeQPzePqdl4M0zM+S3MiSwBIPFEB7liP8xwSXd2Yi1vxch41L7hDRN8ZhNHKYWfTKJbNgSD1Hzojonukpim9GAAdbiAEY1itrWBaaJJ0k0IIYQYKRqF/ftKBcE2rIfKKigrh/q60pSlojfi4epU5c6tQLdehohFJmmRPbgTOxal7S3X4v/s30oP7ubMZdUbryfeOwDxPgB8zyMQjZGOx2mev4KcoTPn/Itwng6iikB+aNSJZkvSTYhTsZsayW7YAED2hW2D25XnEVi5gvzL+zCiUfJ79pDdtAm7sQHdMYhdOYPEEx2gwJkZwwhNo39vmlaaXppIgPOKgo779kFf35iambKPVvbs2UNnZyeXX3754LZYLMb555/PU089NerrcrkcAwMDI37GKrBwIfk9e8jt3k1uz57B7V5fL5n1G8g8//y0KASgBwLorktuxw5y7S+RffFFstu2EX3jNRQPHqTY003fD3/IG2v+B32FbnalXmBD/MnB10cuaaLq5kWkzoXUob0En38ZZ0cHxhSs7nQqRnk5enk5mmng9faQffFFzOpqWSxWTBirsYnctm0UOzvJbttGdtOmaflvUwghhDip6urSum3JJBw4AJs3wabnYeu20rbuI1BePtG9PO00TcOI2ngJjWxsFZ5TiVNZiWHbGPF46dqsfxYefYSI66J5PpphEt+0hfjWbbhHehjY/iKVTS2svPpa0IqoQhqVTw69h4x0E+KUGv7+70trpAeD+Kk0fqa0jmK+vZ3McxvxenrID8thaMOmvh+7P49c0nTG+z3hQqHSUgG2DblcaVuxWErC2faYmpiySbfOzk4Aal+x7lVtbe3gvhP57Gc/SywWG/xpbm4e83vqwSDBc87B7+0l+ehjeEfn/U6nNd2Oafnnf6Lle/fg98Xxk6UvxfDatcSuuxaVSJLdvJl8eztBozRCJuUl8Pzi4Os95ZEsJjCyQ9v04DSaP36UVV+H39eHd7iL7LYXUNksdmvLRHdLTGNmzchFRDXHmRYPE4QQQohXpaLy+IW3++OwbUtp1IRSsGDBhHTtTCt72xyMqEPhQJJ0cRldTz5Fat9+0n3x0vStZBJ27sDo68UIuHSvewY/l8PPl6oFtnQPEC6vgJyPKthoVhBVHFouSJJuQpyaZllU/q/3QjpNYe/eweWwCqPkRnR3+t17n1BtXWlJgERiaGRbOg39/aXtYzBlk26v1Z133kl/f//gz/79+1/V6wMrVw4uNJ7bvh0Afxom3cyqKpyZMwlfdRX2/PmE1q7FmTmTyJVXYjY1oTkOB/76r1kUWUmNU4+l22xPbhl8fXvqRZ7p+x1ufihENdediFOZUM78BaX124Zl0a1XkQgWYrw5c+cSWLFicEqMLqPchBBCiOPpOlywGmbPhqZmqKsb2hcKwwUXwjS5qTUjDs7MKGZNEKVHKFQ3kz7STWLrVvzaWrCHpm35tg2Nzbywazs7dm4nZ+jUD6SpaZuNnx4qSKE5Q7M+JOkmxNjYs2Zh1tWBadL73e+ifJ/8yy9jtbYSWLVqxLHTccDLCZWXlx6gOA4cOVr59VUWVZiywxPqjn6xHT58mPr6+sHthw8fZvny5aO+znEcnFfO130V7NYW9HAYd8ECstu3EzznHJSvCKxaVRpeXTH1h5Efo4dCNH/5S/Tc8z2gNLw8fNFF2C3NFDQNr7ePyj6dwKE+2j79AHnrvzg4dxUNn/ssu1M7qXHqMXLeUHuBabRo41F22wz0UAizshIFuG1t2LNmTXS3xDTmtLWhOU4p6aaUfCELIYQQo2lsLP0A7N8Pf/h96fuzrg6WLZvYvp1hdlMUP1nErHAoHLyExPZvlColPv4H6i5bC8kEJJMYjkPNxz7GYwFo/K/f4Hg+AOWxMgrdQwMZNH3oHgFJugkxJoFFiwksX05u1y7y+/Zx+ItfJHjOSrxEAqOsbMSx2hSurPyqVNeAY4NTDftehsVLIJspfY4fnaJ7KlN2pFtbWxt1dXU8/PDDg9sGBgZ45plnWL169Wl7X3fBAnK7dlE4dIj+B36OUorC/v1k1q8n/eyzGJHIaXvvyarylndTecu7AdBsG3fpUrx4HDQN/b8fp+ze32O/dAhn+wESGzewrf85QCPrZbBzQ+1Mx5t7d8ECMjt24KfT+P39pDdswG6ahnPpxaRhVlVhNzeBYaAFgzhz5k50l4QQQojJr7kZbng7/NkNsGbtRPfmjAtfUI+XylPsy2FUNKDXrEavWEE+XkGyajHpgQi5jIPXOBOCQQqZLMmgQ8K1yZaXEUUn9fQGVL4bP9OFZgwb9SZJNyHGxJnZRtXt7yO/fz9+KkXuhRdJPvoYmfUbCJ57LkZVFZrjYJSXY9XWnbrB6aCiojRyOZkoreWWPFpYobOz9DMGZ/VIt2QyyUsvvTT4/3v27OH555+noqKClpYW7rjjDv7+7/+eOXPm0NbWxsc//nEaGhq47rrrTlufnHnzCKxcSeqxxyjG4+R27pyWa7qdTHDpUnq/9W38bJbeH/4rsXi8tEMp8v29bNn0cxItYeqcJpq9WhJHX6dPw2y71doKqMEpytbMmdgzZkxon4Sou+su6v/u7ya6G0IIIYQ4i0TWNNP7ry+CBlbtpQD4hTTxn7wEuEA9vLyf6roG3v7Jz3Lka1+j91++g6ab5HbuJLt5L5q9Cg2wGi14qNSuJN2EGDu7tRUKBYqHD6O8oRGjVn0dXnc3AF4uR/jSSyaqi5NPdU1ptHI6Dd3dQwUVxuisTrqtX7+e173udYP//+EPfxiAm2++me9973t89KMfJZVKceuttxKPx7n44ot58MEHcU/j2mCaplFx0zvJbtqE19dH7w9+gDesAqok3cBduhS7ra2UYU8cTanFwuQshd2dYtaXHiPzz3/Nksg5dP3602AYmA0NWNNwhJeu6wTmzCWzcSMAdmODVC4VE07Tp+wgaSGEEEKcJnZzBLMqQLF7aEqWbg0tH6O8IhrVdHzwC+R3PYQejeIuXoyXraf7+0+goePML607pR9dDUgvL8eqrjmj5yHE2Uy3bYyqSrwj3YMFDwGsY1PhjzIqK8901yav2jqIRIZGuOVypaUCxli99KxOuq1duxal1Kj7NU3jU5/6FJ/61KfOYK8geM452HPmoNJp8nv3osfKcJcuRXNstOD0W5fslayqKuy2GWjBILnt23GXL8eeN4e9dOA/uZ3Iji4ib7iT7mAYjmbfdctCM4wJ7vnEKLvxHbhLl4LvUfaWt0x0d4QQQgghhHjVzJiDO6+cZCIHeR8UKN9DKUWx6wXMWANKM9DLWzAqKzEqatGq3oITayg14BdQXg9GNIyfKo3I8fv60CNS1EmIV6P8hhtIP7ue9PPPYzY14cyehVVXR9Vf3IafyaK5rjxkH66yEsKRUjGFeB+YVqkC9Rirl57VSbfJSndddMvEs0zQdXIvvECxs7M0R1pGKQFg1TcAGiqdxk8ksGvrWH3LnWx/w+tLa0UVffA87DlzMKJRQhdcMNFdnjBlb3wjvPGNE90NIYQQQggh/ijh1Q2kN3ahLFCej8r1g68o7H0IY/GNaKaNXjEb07sazXQwy0ozXZTvg26haZX4KTDDOQKrVqFyOcza2gk+KyHOLu6iRQw8+BBGwEXl8/h9cYyKCqo/+MGJ7trkFAqVRrY5LugGDFs+bCwkfXmaWI1NZLe9gBfvLxUNQKaWDlf38Y/R/M1vEL36aqJ/8idUv+996IEAC594ktC550GxiMrnyb/8MpnnnsMonz5VX4UQQgghhJiKzKoADZ9YTfiSJiJrW/C7/53UQ3fiH96FHjDQAxUYbhl28yVo4Rb8VDfKKwKgaUO3rrkdW8isX092yxbMGpleKsSrEVm7Fj+ZxOsfwDtyhMg1V8vgoFNZsxYOdMDBAzAgSbdJIbBiOXge+V27UNksIEm3E9HDYfTwyCHhwfPPJ3TRRah0GvJ5jLo6yq6/bmI6KIQQQgghhBhXumugu0ZpUfdjsk/izt2D5pQWKTcjdeihKtD1EVPdAufUUOg6WjXQMDBl7SkhXrW2++9j/ratzNv4HOVvfetEd2fyi0Rg3vzSlNJC4dTHDyPTS0+T0IUXEr70UjLbt+MdOoQ9ezbB1dN3iuRoKm9593Hbqm/7c/Id13DkK18lt3s3wZUr0EOhM985IYQQQgghxLiLXFKaNmrVv5vAypWYFRU4bW3Yra10/+gF8i8n8AfyoBfR9AIUAwD4xQxmuQu+wmppxqyumbbrPgvxxzCPziTTTmORySlF02DhQjjSBX19pTXdzLGl0yTpdppYtbVYLS3kOzrwQyHwPUwZ6TZmdlMTjV/4/ER3QwghhBBCCHGauLNn486ePWJb5KJG4gN7Skk338SsjZHf9RxeIgNohC9Zw6GP7EVls+iOJAyEEGdITS00NJaqmAJEo2N6mUwvPY1iV/0JxcOHASgcPIQzd+4E90gIIYQQQgghJi+rIUyhMwmWjuYaOM0RrMoOVPxhVOJR8rt3y/I9QoiJ0TYTfL808q3ojeklMtLtNHKXLWPuM0/T/fVvAKW1yoQQQgghhBBCnJhuGxhhB68niyqAHrQwKyvJ7diBHomQ2by5NK2rWEQvk6SbEOIMqq+H9/yvUtJtjFVMJel2Gh2rAHKsUIBUBBFCCCGEEEKIk6t610K0kAU5D0wdPbQcs76e4qFDxH/6MygW0QIBrObmie6qEGI6GZ7TGWN+R5JuZ8CJigUIIYQQQgghhDieVXu0iFpp7AKBxYsJLFlCBkW+vR0AlclghMIT1EMhhBgbWdNNCCGEEEIIIcSkZZaXY89sQw8EwTDQAgECK1Zgz5410V0TQoiTkqSbEEIIIYQQQohJreaOOwiedy4qk0HlcmQ2bsSur5/obgkhxEnJ9FIhhBBCCCGEEJNezUc+gtXcQurJJ3EXLsRdtGiiuySEECclSTchhBBCCCGEEJOeEQ5T9Z7/iaaXJmxpptzOCiEmN/mUEkIIIYQQQghx1pBCdUKIs4Ws6SaEEEIIIYQQQgghxDiTpJsQQgghhBBCCCGEEONMkm5CCCGEEEIIIYQQQowzSboJIYQQQgghhBBCCDHOJOkmhBBCCCGEEEIIIcQ4k6SbEEIIIYQQQgghhBDjTJJuQgghhBBCCCGEEEKMM0m6CSGEEEIIIYQQQggxziTpJoQQQgghhBBCCCHEOJOkmxBCCCGEEEIIIYQQ40ySbkIIIYQQQgghhBBCjDNzojsw2SmlABgYGJjgngghhBBCCCGEEEKIiXYsR3QsZzQaSbqdQk9PDwDNzc0T3BMhhBBCCCGEEEIIMVkkEglisdio+yXpdgoVFRUA7Nu376QXUog/1sDAAM3Nzezfv59oNDrR3RFTmMSaOFMk1sSZIrEmzhSJNXGmSKyJM0Vi7bVRSpFIJGhoaDjpcZJ0OwVdLy17F4vFJADFGRGNRiXWxBkhsSbOFIk1caZIrIkzRWJNnCkSa+JMkVh79cYyMEsKKQghhBBCCCGEEEIIMc4k6SaEEEIIIYQQQgghxDiTpNspOI7DJz/5SRzHmeiuiClOYk2cKRJr4kyRWBNnisSaOFMk1sSZIrEmzhSJtdNLU6eqbyqEEEIIIYQQQgghhHhVZKSbEEIIIYQQQgghhBDjTJJuQgghhBBCCCGEEEKMM0m6CSGEEEIIIYQQQggxziTpJoQQQgghhBBCCCHEOJOkmxBCCCGEEEIIIYQQ42zSJN0++9nPcu655xKJRKipqeG6665jx44dI47JZrPcfvvtVFZWEg6Heetb38rhw4cH92/atIm3v/3tNDc3EwgEWLBgAV/5yldGtHH//fdzxRVXUF1dTTQaZfXq1Tz00EOn7J9Sik984hPU19cTCAS4/PLL2bVr14hjnnvuOa644grKysqorKzk1ltvJZlMnrLtzZs3c8kll+C6Ls3NzXz+858fsX/btm289a1vZcaMGWiaxt13333KNsXoJNZGj7X777+fVatWUVZWRigUYvny5fzwhz88ZbvixCTWRo+1733ve2iaNuLHdd1TtitOTGJt9Fhbu3btcbGmaRrXXHPNKdsWx5NYGz3WCoUCn/rUp5g1axau67Js2TIefPDBU7YrTmy6xlo2m+Xd7343S5YswTRNrrvuuuOOOXToEO94xzuYO3cuuq5zxx13nLK/YnQSa6PH2u9//3suuugiKisrCQQCzJ8/ny9/+cun7LM4MYm10WPtscceO+Hfa52dnafs96SnJokrr7xS3XPPPWrr1q3q+eefV1dffbVqaWlRyWRy8JjbbrtNNTc3q4cfflitX79eXXDBBerCCy8c3P+d73xHfeADH1CPPfaYam9vVz/84Q9VIBBQX/va1waP+eAHP6j+4R/+Qa1bt07t3LlT3XnnncqyLPXcc8+dtH+f+9znVCwWUw888IDatGmTevOb36za2tpUJpNRSil14MABVV5erm677Ta1fft2tW7dOnXhhReqt771rSdtt7+/X9XW1qobb7xRbd26Vd17770qEAiob3/724PHrFu3Tn3kIx9R9957r6qrq1Nf/vKXX82lFa8gsTZ6rD366KPq/vvvVy+88IJ66aWX1N13360Mw1APPvjgq7rGokRibfRYu+eee1Q0GlWHDh0a/Ons7HxV11cMkVgbPdZ6enpGxNnWrVuVYRjqnnvueTWXWBwlsTZ6rH30ox9VDQ0N6he/+IVqb29X3/zmN5Xruqfsszix6RpryWRS3Xbbbeqf/umf1JVXXqmuvfba447Zs2eP+sAHPqC+//3vq+XLl6sPfvCDY7iiYjQSa6PH2nPPPad+/OMfq61bt6o9e/aoH/7whyoYDI747BNjJ7E2eqw9+uijClA7duwY8Xeb53ljubST2qRJur1SV1eXAtTvfvc7pZRS8XhcWZalfvaznw0e8+KLLypAPfXUU6O28773vU+97nWvO+l7LVy4UN11112j7vd9X9XV1akvfOELg9vi8bhyHEfde++9Simlvv3tb6uampoRQbF582YFqF27do3a9je/+U1VXl6ucrnc4La/+qu/UvPmzTvh8a2trZJ0G2cSayeOtWNWrFihPvaxj530GDE2EmtDsXbPPfeoWCx20nMQr53E2uifa1/+8pdVJBIZ8QeueO0k1oZirb6+Xn39618f8bq3vOUt6sYbbzzpeYmxmS6xNtzNN998wpvT4dasWSNJt3EmsXZy119/vXrnO985pmPFyUmsDTmWdOvr6xtTO2eTSTO99JX6+/sBqKioAGDDhg0UCgUuv/zywWPmz59PS0sLTz311EnbOdbGifi+TyKROOkxe/bsobOzc8R7x2Ixzj///MH3zuVy2LaNrg9d0kAgAJSG5Y7mqaee4tJLL8W27cFtV155JTt27KCvr2/U14nxI7F24lhTSvHwww+zY8cOLr300lHbFWMnsTYy1pLJJK2trTQ3N3Pttdeybdu2UdsUr47E2ujfod/5zne44YYbCIVCo7Yrxk5ibSjWcrnccdPkA4HASdsVYzddYk1MPIm10W3cuJEnn3ySNWvWjGu705XE2vGWL19OfX09V1xxBX/4wx/Gpc2JNimTbr7vc8cdd3DRRRexePFiADo7O7Ftm7KyshHH1tbWjjrP98knn+Tf/u3fuPXWW0d9ry9+8Yskk0n+9E//dNRjjrVfW1s76ntfdtlldHZ28oUvfIF8Pk9fXx9//dd/DZTWXThZ2ydqd/j7itNHYu34WOvv7yccDmPbNtdccw1f+9rXuOKKK0ZtV4yNxNrIWJs3bx7f/e53+fnPf86//uu/4vs+F154IR0dHaO2K8ZGYm3079B169axdetW3vve947aphg7ibWRsXbllVfypS99iV27duH7Pr/5zW+4//77T9quGJvpFGtiYkmsnVhTUxOO47Bq1Spuv/12+R4dBxJrI9XX1/Otb32L++67j/vuu4/m5mbWrl3Lc88990e1OxlMyqTb7bffztatW/nJT37ymtvYunUr1157LZ/85Cd5wxvecMJjfvzjH3PXXXfx05/+lJqaGgB+9KMfEQ6HB3+eeOKJMb3fokWL+P73v88//uM/EgwGqauro62tjdra2sFM8KJFiwbbveqqq17zuYnxI7F2vEgkwvPPP8+zzz7Lpz/9aT784Q/z2GOPvao2xPEk1kZavXo173rXu1i+fDlr1qzh/vvvp7q6mm9/+9tjbkOcmMTa6L7zne+wZMkSzjvvvNf0ejGSxNpIX/nKV5gzZw7z58/Htm3e//73c8stt4wYESBeG4k1caZIrJ3YE088wfr16/nWt77F3Xffzb333vuq2xAjSayNNG/ePP78z/+cc845hwsvvJDvfve7XHjhhVOjcMdEz299pdtvv101NTWp3bt3j9j+8MMPn3COb0tLi/rSl740Ytu2bdtUTU2N+pu/+ZtR3+fYArj//d//PWL7wMCA2rVr1+BPOp1W7e3tClAbN24cceyll16qPvCBDxzXdmdnp0okEiqZTCpd19VPf/pTpZRSe/fuHWy3o6NDKaXUTTfddNyc5kceeUQBqre397i2ZU238SOxdvJYO+Y973mPesMb3jDqfnFqEmtji7W3ve1t6oYbbhh1vzg1ibXRYy2ZTKpoNKruvvvuUc9LjJ3E2uixlslkVEdHh/J9X330ox9VCxcuHPX8xKlNt1gbTtZ0O7Mk1q4dtc/D/d3f/Z2aO3fumI4VJyaxdu2ofR7uIx/5iLrgggvGdOxkNmmSbr7vq9tvv101NDSonTt3Hrf/2KKC//7v/z64bfv27cctKrh161ZVU1Oj/vIv/3LU9/rxj3+sXNdVDzzwwJj7VldXp774xS8Obuvv7x+xqOCJfOc731HBYPCkiwEeW5g3n88PbrvzzjulkMJpJLE2tlg75pZbblFr1qwZU//FSBJrY4+1YrGo5s2bpz70oQ+Nqf9iJIm1U8faPffcoxzHUd3d3WPqtzgxibWxf67l83k1a9Ysdeedd46p/2Kk6Rprw0nS7cyQWHt1iZC77rpLtba2julYMZLE2quLtcsvv1xdf/31Yzp2Mps0Sbe/+Iu/ULFYTD322GMjSsSm0+nBY2677TbV0tKiHnnkEbV+/Xq1evVqtXr16sH9W7ZsUdXV1eqd73zniDa6uroGj/nRj36kTNNU3/jGN0YcE4/HT9q/z33uc6qsrEz9/Oc/V5s3b1bXXnvtiPK5Sin1ta99TW3YsEHt2LFDff3rX1eBQEB95StfOWm78Xhc1dbWqptuuklt3bpV/eQnPzmuDHMul1MbN25UGzduVPX19eojH/mI2rhx45grhIiRJNZGj7XPfOYz6te//rVqb29XL7zwgvriF7+oTNNU//zP/zzm6yuGSKyNHmt33XWXeuihh1R7e7vasGGDuuGGG5Trumrbtm1jvr5iiMTa6LF2zMUXX6z+7M/+7JTXUpycxNrosfb000+r++67T7W3t6vHH39cXXbZZaqtrW1KVmI7E6ZrrClVGsGyceNG9aY3vUmtXbt28D5guGPbzjnnHPWOd7xDbdy4Ub5DXyOJtdFj7etf/7r6z//8T7Vz5061c+dO9S//8i8qEomov/3bvx3LpRWvILE2eqx9+ctfVg888IDatWuX2rJli/rgBz+odF1Xv/3tb8dyaSe1SZN0A074c8899wwek8lk1Pve9z5VXl6ugsGguv7669WhQ4cG93/yk588YRvDM/Fr1qw54TE333zzSfvn+776+Mc/rmpra5XjOOr1r3+92rFjx4hjbrrpJlVRUaFs21ZLly5VP/jBD8Z07ps2bVIXX3yxchxHNTY2qs997nMj9u/Zs+eEfZbRR6+NxNrosfa3f/u3avbs2cp1XVVeXq5Wr16tfvKTn4ypbXE8ibXRY+2OO+5QLS0tyrZtVVtbq66++mr13HPPjaltcTyJtdFjTamhp8S//vWvx9SmGJ3E2uix9thjj6kFCxYox3FUZWWluummm9SBAwfG1LY43nSOtdbW1hP26VTXR0YfvTYSa6PH2le/+lW1aNEiFQwGVTQaVStWrFDf/OY3led5Y2pfjCSxNnqs/cM//IOaNWuWcl1XVVRUqLVr16pHHnlkTG1PdppSSiGEEEIIIYQQQgghhBg3Uk5JCCGEEEIIIYQQQohxJkk3IYQQQgghhBBCCCHGmSTdhBBCCCGEEEIIIYQYZ5J0E0IIIYQQQgghhBBinEnSTQghhBBCCCGEEEKIcSZJNyGEEEIIIYQQQgghxpkk3YQQQgghhBBCCCGEGGeSdBNCCCGEEEIIIYQQYpxJ0k0IIYQQQgghhBBCiHEmSTchhBBCCCGEEEIIIcaZJN2EEEIIIYQQQgghhBhn/x/VsF6ciSk3dAAAAABJRU5ErkJggg==", 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", 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" ] @@ -513,7 +514,7 @@ "id": "c9f0ae66-9077-451d-b13e-20994d16f438", "metadata": {}, "source": [ - "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) for more details of this method. Here an example of common used arguments." + "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) method for more details. Here an example of common used arguments." ] }, { @@ -534,7 +535,7 @@ }, { "data": { - "image/png": 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" ] @@ -544,11 +545,11 @@ } ], "source": [ - "#Import the standard datetime library to make timestamps\n", + "#Import the standard datetime library to make timestamps from datetime objects\n", "from datetime import datetime\n", "\n", "your_dataset.make_plot(\n", - " # specify the names of the stations in a list, or use None to plot them all.\n", + " # specify the names of the stations in a list, or use None to plot all of them.\n", " stationnames=['vlinder01', 'vlinder03', 'vlinder05'],\n", " # what obstype to plot (default is 'temp')\n", " obstype=\"humidity\",\n", @@ -556,15 +557,15 @@ " #'name' : a specific color per station\n", " #'label': a specific color per quality control label\n", " colorby=\"label\",\n", - " # choose a start en endtime for the series (datetime).\n", - " # Default is None, wich uses all available data\n", + " # choose a start and endtime for the series (datetime).\n", + " # Default is None, which uses all available data\n", " starttime=None,\n", " endtime=datetime(2022, 9, 9),\n", - " # specify title, by default a title is created\n", + " # Specify a title if you do not want the default title\n", " title='your custom title',\n", " # Add legend to plot?, by default true\n", " legend=True,\n", - " # Plot observations that are labeld as outliers?\n", + " # Plot observations that are labeled as outliers.\n", " show_outliers=True,\n", ")" ] @@ -574,7 +575,7 @@ "id": "7ec5ac1d-0753-4afa-b648-97c118533b86", "metadata": {}, "source": [ - "as mentioned above, one can apply the same methods on a Station object:\n" + "as mentioned above, one can apply the same methods to a Station object:" ] }, { @@ -595,7 +596,7 @@ }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -615,7 +616,7 @@ "source": [ "## Resampling the time resolution\n", "\n", - "Coarsening the time resolution (i.g. frequency) of you data can be done by using the [coarsen_time_resolution()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.coarsen_time_resolution)." + "Coarsening the time resolution (i.g. frequency) of your data can be done by using the [coarsen_time_resolution()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.coarsen_time_resolution)." ] }, { @@ -783,7 +784,7 @@ } ], "source": [ - "your_dataset.coarsen_time_resolution(freq='30T') #30T == 30 minutes\n", + "your_dataset.coarsen_time_resolution(freq='30T') #'30T' means 30 minutes\n", "\n", "your_dataset.df.head()" ] @@ -795,7 +796,7 @@ "source": [ "## Introduction exercise\n", "\n", - "For a more detailed reference you can use this [introduction exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Introduction_01.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." + "For a more detailed reference, you can use this [introduction exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Introduction_01.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." ] } ], From 80d72f923f124e0befd161fa31aaedf29e8b01fe Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 11:48:57 +0100 Subject: [PATCH 23/37] pass spell/grammer check --- docs/examples/gee_example.ipynb | 554 ++++++++++++++++++-------------- 1 file changed, 305 insertions(+), 249 deletions(-) diff --git a/docs/examples/gee_example.ipynb b/docs/examples/gee_example.ipynb index 230f2a33..873b202c 100644 --- a/docs/examples/gee_example.ipynb +++ b/docs/examples/gee_example.ipynb @@ -9,7 +9,7 @@ "\n", "This example is the continuation of the previous example: [Using a Dataset](https://vergauwenthomas.github.io/MetObs_toolkit/examples/doc_example.html). This example serves as a demonstration on how to get meta-data from the Google Earth Engine (GEE). \n", "\n", - "Before proceeding, make sure you have **setup a google developers accound and a GEE project**. See [Using Google Earth Engine](https://vergauwenthomas.github.io/MetObs_toolkit/gee_authentication.html) for a detailed description on this." + "Before proceeding, make sure you have **set up a Google developers account and a GEE project**. See [Using Google Earth Engine](https://vergauwenthomas.github.io/MetObs_toolkit/gee_authentication.html) for a detailed description of this." ] }, { @@ -24,7 +24,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 1, "id": "8ec045a4-be37-4c1b-bed4-df4dbf27dc51", "metadata": {}, "outputs": [], @@ -48,12 +48,12 @@ "source": [ "## Extracting LCZ from GEE\n", "\n", - "Here an example on how to extract the Local Climate Zone (LCZ) information of your stations. First we take a look on what is present in the metadata of the dataset. " + "Here is an example of how to extract the Local Climate Zone (LCZ) information of your stations. First, we take a look at what is present in the metadata of the dataset. " ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 2, "id": "0f94ec85-b403-41f2-bc4b-e256c93d9516", "metadata": {}, "outputs": [ @@ -84,6 +84,7 @@ " call_name\n", " location\n", " geometry\n", + " lcz\n", " assumed_import_frequency\n", " dataset_resolution\n", " \n", @@ -97,6 +98,7 @@ " \n", " \n", " \n", + " \n", " \n", " \n", " \n", @@ -108,6 +110,7 @@ " Proefhoeve\n", " Melle\n", " POINT (3.81576 50.98044)\n", + " NaN\n", " 0 days 00:05:00\n", " 0 days 00:05:00\n", " \n", @@ -119,6 +122,7 @@ " Sterre\n", " Gent\n", " POINT (3.70969 51.02238)\n", + " NaN\n", " 0 days 00:05:00\n", " 0 days 00:05:00\n", " \n", @@ -130,6 +134,7 @@ " Centrum\n", " Turnhout\n", " POINT (4.95211 51.32458)\n", + " NaN\n", " 0 days 00:05:00\n", " 0 days 00:05:00\n", " \n", @@ -141,6 +146,7 @@ " Stadsboerderij\n", " Turnhout\n", " POINT (4.93473 51.33552)\n", + " NaN\n", " 0 days 00:05:00\n", " 0 days 00:05:00\n", " \n", @@ -152,6 +158,7 @@ " Watersportbaan\n", " Gent\n", " POINT (3.67518 51.05266)\n", + " NaN\n", " 0 days 00:05:00\n", " 0 days 00:05:00\n", " \n", @@ -168,13 +175,13 @@ "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", + " geometry lcz assumed_import_frequency \\\n", + "name \n", + "vlinder01 POINT (3.81576 50.98044) NaN 0 days 00:05:00 \n", + "vlinder02 POINT (3.70969 51.02238) NaN 0 days 00:05:00 \n", + "vlinder03 POINT (4.95211 51.32458) NaN 0 days 00:05:00 \n", + "vlinder04 POINT (4.93473 51.33552) NaN 0 days 00:05:00 \n", + "vlinder05 POINT (3.67518 51.05266) NaN 0 days 00:05:00 \n", "\n", " dataset_resolution \n", "name \n", @@ -185,7 +192,7 @@ "vlinder05 0 days 00:05:00 " ] }, - "execution_count": 14, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -199,19 +206,57 @@ "id": "86003003-5fd8-4b6e-a613-073efc27cf4c", "metadata": {}, "source": [ - "In order to extract geospatial information for you stations, the **lat** and **lon** (latitude and longitude)\n", + "To extract geospatial information for your stations, the **lat** and **lon** (latitude and longitude)\n", "of your stations must be present in the metadf. If so, than geospatial\n", "information will be extracted from GEE at these locations.\n", "\n", - "To extract the Local Climate Zones (LCZ's) of your stations:" + "To extract the Local Climate Zones (LCZs) of your stations:" ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 3, "id": "48431035-f130-44dc-9f35-5bfdd84fcff3", "metadata": {}, "outputs": [ + { + "data": { + "text/html": [ + "

To authorize access needed by Earth Engine, open the following\n", + " URL in a web browser and follow the instructions:

\n", + "

https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=EilDDu9N_IN7ZxxlE8vHRyOhvajPnAULh-m6NKErDfA&tc=6gnXS_wEbNaFrF2IbPoa4ClUF8zPJXCu5eV4Z-p7mIE&cc=g2TqjaVuDM_wFOuJbQqeoAvDR8bLFGxRCM7W-4wlKJo

\n", + "

The authorization workflow will generate a code, which you should paste in the box below.

\n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdin", + "output_type": "stream", + "text": [ + "Enter verification code: 4/1AfJohXk4_ehQtiIn6aGEgF_Pv9ImRjoTVbH17orBc6cNf-eI4_kuuJ_0kLY\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Successfully saved authorization token.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "*** Earth Engine *** Share your feedback by taking our Annual Developer Satisfaction Survey: https://google.qualtrics.com/jfe/form/SV_doiqkQG3NJ1t8IS?source=API\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -251,7 +296,7 @@ ], "source": [ "lcz_values = your_dataset.get_lcz()\n", - "# The LCZ's for all your stations are extracted\n", + "# The LCZs for all your stations are extracted\n", "print(lcz_values)" ] }, @@ -263,9 +308,9 @@ }, "source": [ "The first time, in each session, you are asked to authenticated by Google.\n", - "Select your google account and billing project that you have set up and accept the terms of condition.\n", + "Select your Google account and billing project that you have set up and accept the terms of the condition.\n", "\n", - "*NOTE: For small datarequest the read-only scopes are sufficient, for large datarequests this is insufficient because the data will be written directly to your google Drive.*" + "*NOTE: For small data-requests the read-only scopes are sufficient, for large data-requests this is insufficient because the data will be written directly to your Google Drive.*" ] }, { @@ -278,7 +323,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 4, "id": "c90d4a3f-11f9-44e2-9e53-cc145569e984", "metadata": {}, "outputs": [ @@ -310,7 +355,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 5, "id": "d5afd195-1aae-4254-a742-e917fb429d6a", "metadata": {}, "outputs": [ @@ -330,13 +375,13 @@ "" ] }, - "execution_count": 17, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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" ] @@ -361,7 +406,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 6, "id": "bd5fb85d-dd74-4af4-98cd-67c9ac721a70", "metadata": {}, "outputs": [ @@ -414,12 +459,12 @@ "source": [ "A more detailed description of the landcover/land use in the microenvironment can be extracted in the form of landcover fractions in a circular buffer for each station.\n", "\n", - "You can select to aggregate the landcoverclasses to water - pervious and impervious, or set aggregation to false to extract the landcoverclasses as present in the worldcover_10m dataset." + "You can select to aggregate the landcover classes to water - pervious and impervious, or set aggregation to false to extract the landcover classes as present in the worldcover_10m dataset." ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 7, "id": "66ddba0d-52c7-40f3-9c9c-4d6aa88c932b", "metadata": {}, "outputs": [ @@ -490,7 +535,7 @@ ], "source": [ "aggregated_landcover = your_dataset.get_landcover(\n", - " buffers=[100, 250], # a list of bufferradii in meters\n", + " buffers=[100, 250], # a list of buffer radii in meters\n", " aggregate=True #if True, aggregate landcover classes to the water, pervious and impervious.\n", " )\n", "\n", @@ -504,12 +549,12 @@ "source": [ "## Extracting ERA5 timeseries\n", "\n", - "The toolkit has built-in functionallity to extract ERA5 timeseries at the station locations. The ERA5 data will be stored in a [Modeldata](https://vergauwenthomas.github.io/MetObs_toolkit/intro.html#modeldata) instance. Here an example on how to get the ERA5 timeseries by using the [get_modeldata()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.get_modeldata) method.\n" + "The toolkit has built-in functionality to extract ERA5 time series at the station locations. The ERA5 data will be stored in a [Modeldata](https://vergauwenthomas.github.io/MetObs_toolkit/intro.html#modeldata) instance. Here an example on how to get the ERA5 time series by using the [get_modeldata()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.get_modeldata) method.\n" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 8, "id": "21f6430d-8d3b-49cf-8d63-8f909b72085d", "metadata": {}, "outputs": [ @@ -534,13 +579,13 @@ "" ] }, - "execution_count": 20, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", 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" ] @@ -550,10 +595,10 @@ } ], "source": [ - "#Get the ERA5 data for a single station (to reduce data tr02ansfer)\n", + "#Get the ERA5 data for a single station (to reduce data transfer)\n", "your_station = your_dataset.get_station('vlinder02')\n", "\n", - "#Extract timeseries at the location of the station\n", + "#Extract time series at the location of the station\n", "ERA5_data = your_station.get_modeldata(modelname='ERA5_hourly', \n", " obstype='temp', \n", " startdt=None, #if None, the start of the observations is used \n", @@ -574,12 +619,12 @@ "source": [ "### GEE data transfer\n", "\n", - "There is a limit to the amout of data that can be transfered directely from GEE. When the data cannot be transfered directely, **it will be writen to a file on your google drive**. The location of the file will be printed out. When the writing to the file is done, you must download the file and import it to an empty *Modeldata* instance using the [set_model_from_csv()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.modeldata.Modeldata.html#metobs_toolkit.modeldata.Modeldata.set_model_from_csv) method. " + "There is a limit to the amount of data that can be transfered directly from GEE. When the data cannot be transferred directly, **it will be written to a file on your Google Drive**. The location of the file will be printed out. When the writing to the file is done, you must download the file and import it to an empty *Modeldata* instance using the [set_model_from_csv()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.modeldata.Modeldata.html#metobs_toolkit.modeldata.Modeldata.set_model_from_csv) method. " ] }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 9, "id": "77647240-3ba4-4fa3-90b8-eb1ef783c172", "metadata": {}, "outputs": [ @@ -603,25 +648,25 @@ ], "source": [ "#Illustration\n", - "#Extract timeseries at the locations all the station\n", + "#Extract time series at the locations all the station\n", "ERA5_data = your_dataset.get_modeldata(modelname='ERA5_hourly', \n", " obstype='temp', \n", " startdt=None, #if None, the start of the observations is used \n", " enddt=None, #if None, the end of the observations is used \n", " )\n", "\n", - "#Because the data amount is to large, it will be writen to a file on your google Drive! The returned Modeldata is empty.\n", + "#Because the data amount is too large, it will be written to a file on your Google Drive! The returned Modeldata is empty.\n", "print(ERA5_data)\n" ] }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 10, "id": "fd658a15-06cc-4841-852f-e1bb29809bdf", "metadata": {}, "outputs": [], "source": [ - "#See the output to find the modeldata in your google Drive, and donwload the file.\n", + "#See the output to find the modeldata in your Google Drive, and download the file.\n", "#Update the empty Modeldata with the data from the file\n", "\n", "#ERA5_data.set_model_from_csv(csvpath='/home/..../era5_data.csv') #The path to the downloaded file\n", @@ -633,16 +678,18 @@ "id": "cec4bea4-bdb7-4298-b7ff-f9547403e7ea", "metadata": {}, "source": [ - "## Interactive plotting a GEE dataset\n", + "## Interactive plotting of a GEE dataset\n", "\n", "You can make an interactive spatial plot to visualize the stations spatially by using the [make_gee_plot()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_gee_plot)." ] }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 11, "id": "bc8d896c-bba7-490c-b173-1f501c44e08f", - "metadata": {}, + "metadata": { + "tags": [] + }, "outputs": [ { "data": { @@ -661,7 +708,7 @@ " <style>html, body {width: 100%;height: 100%;margin: 0;padding: 0;}</style>\n", " <style>#map {position:absolute;top:0;bottom:0;right:0;left:0;}</style>\n", " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js"></script>\n", - " <script src="https://code.jquery.com/jquery-1.12.4.min.js"></script>\n", + " <script src="https://code.jquery.com/jquery-3.7.1.min.js"></script>\n", " <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js"></script>\n", " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", @@ -674,7 +721,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_3d14467f98d531573b480d18dd6827a6 {\n", + " #map_741bdfa149c730299fc96673b3281b9c {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -684,8 +731,8 @@ " .leaflet-container { font-size: 1rem; }\n", " </style>\n", " \n", - " <script src="https://cdnjs.cloudflare.com/ajax/libs/leaflet.fullscreen/1.4.2/Control.FullScreen.min.js"></script>\n", - " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/leaflet.fullscreen/1.4.2/Control.FullScreen.min.css"/>\n", + " <script src="https://cdn.jsdelivr.net/npm/leaflet.fullscreen@3.0.0/Control.FullScreen.min.js"></script>\n", + " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet.fullscreen@3.0.0/Control.FullScreen.css"/>\n", " <script src="https://cdnjs.cloudflare.com/ajax/libs/leaflet.draw/1.0.2/leaflet.draw.js"></script>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/leaflet.draw/1.0.2/leaflet.draw.css"/>\n", " <script src="https://unpkg.com/leaflet-control-geocoder/dist/Control.Geocoder.js"></script>\n", @@ -694,7 +741,7 @@ "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_3d14467f98d531573b480d18dd6827a6" ></div>\n", + " <div class="folium-map" id="map_741bdfa149c730299fc96673b3281b9c" ></div>\n", " \n", " \n", "<!doctype html>\n", @@ -795,8 +842,8 @@ "<script>\n", " \n", " \n", - " var map_3d14467f98d531573b480d18dd6827a6 = L.map(\n", - " "map_3d14467f98d531573b480d18dd6827a6",\n", + " var map_741bdfa149c730299fc96673b3281b9c = L.map(\n", + " "map_741bdfa149c730299fc96673b3281b9c",\n", " {\n", " center: [20.0, 0.0],\n", " crs: L.CRS.EPSG3857,\n", @@ -820,21 +867,25 @@ "\n", " \n", " \n", - " var tile_layer_e5766e1a95ddfe9cde2a39cea9b638c6 = L.tileLayer(\n", + " var tile_layer_c5bdc0cbc9b6039f8ead283e51b0750a = L.tileLayer(\n", " "https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",\n", " {"attribution": "Data by \\u0026copy; \\u003ca target=\\"_blank\\" href=\\"http://openstreetmap.org\\"\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\"_blank\\" href=\\"http://www.openstreetmap.org/copyright\\"\\u003eODbL\\u003c/a\\u003e.", "detectRetina": false, "maxNativeZoom": 30, "maxZoom": 30, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " );\n", " \n", " \n", - " var tile_layer_6aa79cd16136c1720391203a95065368 = L.tileLayer(\n", + " tile_layer_c5bdc0cbc9b6039f8ead283e51b0750a.addTo(map_741bdfa149c730299fc96673b3281b9c);\n", + " \n", + " var tile_layer_93f2ceab3f73b3c821081d745e498da9 = L.tileLayer(\n", " "https://mt1.google.com/vt/lyrs=m\\u0026x={x}\\u0026y={y}\\u0026z={z}",\n", " {"attribution": "Google", "detectRetina": false, "maxNativeZoom": 22, "maxZoom": 22, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " );\n", " \n", " \n", + " tile_layer_93f2ceab3f73b3c821081d745e498da9.addTo(map_741bdfa149c730299fc96673b3281b9c);\n", + " \n", " L.control.fullscreen(\n", " {"forceSeparateButton": false, "position": "topleft", "title": "Full Screen", "titleCancel": "Exit Full Screen"}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", " \n", " \n", " var options = {\n", @@ -843,14 +894,14 @@ " edit: {},\n", " }\n", " // FeatureGroup is to store editable layers.\n", - " var drawnItems = new L.featureGroup().addTo(\n", - " map_3d14467f98d531573b480d18dd6827a6\n", + " var drawnItems_draw_control_e5ad9d2224840024c9b7890b2b80614d = new L.featureGroup().addTo(\n", + " map_741bdfa149c730299fc96673b3281b9c\n", " );\n", - " options.edit.featureGroup = drawnItems;\n", - " var draw_control_acb94041d3cae25c3c82e7f0592f79dc = new L.Control.Draw(\n", + " options.edit.featureGroup = drawnItems_draw_control_e5ad9d2224840024c9b7890b2b80614d;\n", + " var draw_control_e5ad9d2224840024c9b7890b2b80614d = new L.Control.Draw(\n", " options\n", - " ).addTo( map_3d14467f98d531573b480d18dd6827a6 );\n", - " map_3d14467f98d531573b480d18dd6827a6.on(L.Draw.Event.CREATED, function(e) {\n", + " ).addTo( map_741bdfa149c730299fc96673b3281b9c );\n", + " map_741bdfa149c730299fc96673b3281b9c.on(L.Draw.Event.CREATED, function(e) {\n", " var layer = e.layer,\n", " type = e.layerType;\n", " var coords = JSON.stringify(layer.toGeoJSON());\n", @@ -858,10 +909,10 @@ " alert(coords);\n", " console.log(coords);\n", " });\n", - 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" marker_be0ce7f4e9b0d64298bf1284b17e5938.bindPopup(popup_e33a146555c2e8fc56841e152dc2c0a6)\n", + " marker_a2da8a73942a9b85299a72261053dc1e.bindPopup(popup_80069ff62bf692038e0062445f6f4b27)\n", " ;\n", "\n", " \n", " \n", " \n", - " var marker_3ecd200ad6baee5b569862d762e5db7c = L.marker(\n", + " var marker_795bbf5147e030a0cab7d8ed500c07fe = L.marker(\n", " [51.030889, 4.478445],\n", " {"fillColor": "#43d9de", "radius": 8}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", " \n", " \n", - " var popup_eab08ec7740661c6fdf89b542db25a6a = L.popup({"maxWidth": "100%"});\n", + " var popup_a43c39d0003c122a93913eb4179c09ae = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c76af5163f3a3504bf7538fc0834a2fb = $(`<div id="html_c76af5163f3a3504bf7538fc0834a2fb" style="width: 100.0%; height: 100.0%;">vlinder07</div>`)[0];\n", - " popup_eab08ec7740661c6fdf89b542db25a6a.setContent(html_c76af5163f3a3504bf7538fc0834a2fb);\n", + " var html_5c0060d1b3cefc756b8bf13aa66de456 = $(`<div id="html_5c0060d1b3cefc756b8bf13aa66de456" style="width: 100.0%; height: 100.0%;">vlinder07</div>`)[0];\n", + " popup_a43c39d0003c122a93913eb4179c09ae.setContent(html_5c0060d1b3cefc756b8bf13aa66de456);\n", " \n", " \n", "\n", - 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" marker_83b005fd1317043d867a11a48cecf8d1.bindPopup(popup_91979f88c4e27b514f10f85c1929bb48)\n", + " marker_b8716714ce5e008f949d8f004018bf36.bindPopup(popup_c76c218c5098d6c33e867d658e67a36f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var marker_f3456f85c7430bf9259369faf1a667f6 = L.marker(\n", + " var marker_66d4357fe68cf3ee2539687fcca88bc1 = L.marker(\n", " [51.15472, 3.708611],\n", " {"fillColor": "#43d9de", "radius": 8}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", " \n", " \n", - " var popup_839a0d9b6e66b902287ea45cfde16116 = L.popup({"maxWidth": "100%"});\n", + " var popup_1997f2f077a4748f51e3ce02b0f9e153 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dde6ea2f7a83a40c9adfeaf688bda586 = $(`<div id="html_dde6ea2f7a83a40c9adfeaf688bda586" style="width: 100.0%; height: 100.0%;">vlinder25</div>`)[0];\n", - " popup_839a0d9b6e66b902287ea45cfde16116.setContent(html_dde6ea2f7a83a40c9adfeaf688bda586);\n", + " var html_fd6cfa225c6417e202f2522909f3e051 = $(`<div id="html_fd6cfa225c6417e202f2522909f3e051" style="width: 100.0%; height: 100.0%;">vlinder25</div>`)[0];\n", + " popup_1997f2f077a4748f51e3ce02b0f9e153.setContent(html_fd6cfa225c6417e202f2522909f3e051);\n", " \n", " \n", "\n", - " marker_f3456f85c7430bf9259369faf1a667f6.bindPopup(popup_839a0d9b6e66b902287ea45cfde16116)\n", + " marker_66d4357fe68cf3ee2539687fcca88bc1.bindPopup(popup_1997f2f077a4748f51e3ce02b0f9e153)\n", " ;\n", "\n", " \n", " \n", " \n", - " var marker_9eaabeaa5894c8d1422ce0aa068f6358 = L.marker(\n", + " var marker_ebe8a528b98e7e0dc6ee6ad19bfc172d = L.marker(\n", " [51.16176, 4.997653],\n", " {"fillColor": "#43d9de", "radius": 8}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", " \n", " \n", - " var popup_b114039b8bb3ef7ca5f495440b7bd4c5 = L.popup({"maxWidth": "100%"});\n", + " var popup_82fc6cedbe52dad8bada9c4a54e8df42 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8cec45548ead274514ef61978e018568 = $(`<div id="html_8cec45548ead274514ef61978e018568" style="width: 100.0%; height: 100.0%;">vlinder26</div>`)[0];\n", - " popup_b114039b8bb3ef7ca5f495440b7bd4c5.setContent(html_8cec45548ead274514ef61978e018568);\n", + " var html_abd07eb1d0103618177147684c56e658 = $(`<div id="html_abd07eb1d0103618177147684c56e658" style="width: 100.0%; height: 100.0%;">vlinder26</div>`)[0];\n", + " popup_82fc6cedbe52dad8bada9c4a54e8df42.setContent(html_abd07eb1d0103618177147684c56e658);\n", " \n", " \n", "\n", - " marker_9eaabeaa5894c8d1422ce0aa068f6358.bindPopup(popup_b114039b8bb3ef7ca5f495440b7bd4c5)\n", + " marker_ebe8a528b98e7e0dc6ee6ad19bfc172d.bindPopup(popup_82fc6cedbe52dad8bada9c4a54e8df42)\n", " ;\n", "\n", " \n", " \n", " \n", - " var marker_2716f4b21039b5dc7d945eeba416b3e7 = L.marker(\n", + " var marker_45a0c700a063dd146b3534922bfdb69d = L.marker(\n", " [51.058099, 3.728067],\n", " {"fillColor": "#43d9de", "radius": 8}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", " \n", " \n", - " var popup_8e4338fac8ed3426b75568a344fe42a4 = L.popup({"maxWidth": "100%"});\n", + " var popup_a9eba0170755dc51496c1d9bc1a7ed7d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_13870da43f1d3e4fc97efd243e754df5 = $(`<div id="html_13870da43f1d3e4fc97efd243e754df5" style="width: 100.0%; height: 100.0%;">vlinder27</div>`)[0];\n", - " popup_8e4338fac8ed3426b75568a344fe42a4.setContent(html_13870da43f1d3e4fc97efd243e754df5);\n", + " var html_eff9b703e534e547628cba4bea2df11d = $(`<div id="html_eff9b703e534e547628cba4bea2df11d" style="width: 100.0%; height: 100.0%;">vlinder27</div>`)[0];\n", + " popup_a9eba0170755dc51496c1d9bc1a7ed7d.setContent(html_eff9b703e534e547628cba4bea2df11d);\n", " \n", " \n", "\n", - " marker_2716f4b21039b5dc7d945eeba416b3e7.bindPopup(popup_8e4338fac8ed3426b75568a344fe42a4)\n", + " marker_45a0c700a063dd146b3534922bfdb69d.bindPopup(popup_a9eba0170755dc51496c1d9bc1a7ed7d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var marker_5b3876f977cf43e6ef94b7fa4aec43cd = L.marker(\n", + " var marker_11c5ca454bdd93075f00c25db2f3dc85 = L.marker(\n", " [51.035293, 3.769741],\n", " {"fillColor": "#43d9de", "radius": 8}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", " \n", " \n", - " var popup_66729e096261dbb16b67860c50365d5a = L.popup({"maxWidth": "100%"});\n", + " var popup_0a6fef017e8c9d73610fb4245c3b6b9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8c30000da380cc10dfdd2a8255b7789f = $(`<div id="html_8c30000da380cc10dfdd2a8255b7789f" style="width: 100.0%; height: 100.0%;">vlinder28</div>`)[0];\n", - " popup_66729e096261dbb16b67860c50365d5a.setContent(html_8c30000da380cc10dfdd2a8255b7789f);\n", + " var html_270fe0144c2995a260c6eef0873b8f00 = $(`<div id="html_270fe0144c2995a260c6eef0873b8f00" style="width: 100.0%; height: 100.0%;">vlinder28</div>`)[0];\n", + " popup_0a6fef017e8c9d73610fb4245c3b6b9e.setContent(html_270fe0144c2995a260c6eef0873b8f00);\n", " \n", " \n", "\n", - " marker_5b3876f977cf43e6ef94b7fa4aec43cd.bindPopup(popup_66729e096261dbb16b67860c50365d5a)\n", + " marker_11c5ca454bdd93075f00c25db2f3dc85.bindPopup(popup_0a6fef017e8c9d73610fb4245c3b6b9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var layer_control_a52bcffe36fd639320ef8f8502924df9 = {\n", + " var layer_control_bf4e2dfa0e4a817b79f413f8ee5bfb90_layers = {\n", " base_layers : {\n", - " "openstreetmap" : tile_layer_e5766e1a95ddfe9cde2a39cea9b638c6,\n", + " "openstreetmap" : tile_layer_c5bdc0cbc9b6039f8ead283e51b0750a,\n", " },\n", " overlays : {\n", - " "Google Maps" : tile_layer_6aa79cd16136c1720391203a95065368,\n", - " "Google Satellite" : tile_layer_7c4a96336395ff058d4f123dbdb783b1,\n", - " "worldcover" : tile_layer_7b5e75a7a19205945be0fc2bc25338a8,\n", + " "Google Maps" : tile_layer_93f2ceab3f73b3c821081d745e498da9,\n", + " "Google Satellite" : tile_layer_043afb124e304375e89ec4772938145b,\n", + " "worldcover" : tile_layer_dcacfcea686d6e5780efd92b392c110c,\n", " },\n", " };\n", - " L.control.layers(\n", - " layer_control_a52bcffe36fd639320ef8f8502924df9.base_layers,\n", - " layer_control_a52bcffe36fd639320ef8f8502924df9.overlays,\n", + " let layer_control_bf4e2dfa0e4a817b79f413f8ee5bfb90 = L.control.layers(\n", + " layer_control_bf4e2dfa0e4a817b79f413f8ee5bfb90_layers.base_layers,\n", + " layer_control_bf4e2dfa0e4a817b79f413f8ee5bfb90_layers.overlays,\n", " {"autoZIndex": true, "collapsed": true, "position": "topright"}\n", - " ).addTo(map_3d14467f98d531573b480d18dd6827a6);\n", + " ).addTo(map_741bdfa149c730299fc96673b3281b9c);\n", + "\n", " \n", "</script>\n", "</html>\" width=\"100%\" height=\"600\"style=\"border:none !important;\" \"allowfullscreen\" \"webkitallowfullscreen\" \"mozallowfullscreen\">" ], "text/plain": [ - "" + "" ] }, - "execution_count": 24, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } From a8ef33f14b79881eeba3f52e12836adb653c8c85 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 12:01:37 +0100 Subject: [PATCH 24/37] pass spell/grammer check --- docs/examples/qc_example.ipynb | 40 +++++++++++++++++----------------- 1 file changed, 20 insertions(+), 20 deletions(-) diff --git a/docs/examples/qc_example.ipynb b/docs/examples/qc_example.ipynb index 425ba845..a8d38b0f 100644 --- a/docs/examples/qc_example.ipynb +++ b/docs/examples/qc_example.ipynb @@ -35,17 +35,17 @@ "id": "324eab20-b913-4e76-9ad5-638cfeaa89d3", "metadata": {}, "source": [ - "a number of quality control methods are available in the toolkit. We can classify them in two groups:\n", - "1. **Quality control for missing/duplicated or invalid timestamps**. This is applied on the raw data, and is not based on the observational value but merly on the presence of a record. \n", - "2. **Quality control for bad observations**. These are not automatically executed. These checks are performd in a sequence of specific checks, that are looking for signatures of typically bad observations.\n", + "A number of quality control methods are available in the toolkit. We can classify them into two groups:\n", + "1. **Quality control for missing/duplicated or invalid timestamps**. This is applied to the raw data and is not based on the observational value but merely on the presence of a record. \n", + "2. **Quality control for bad observations**. These are not automatically executed. These checks are performed in a sequence of specific checks, that are looking for signatures of typically bad observations.\n", "\n", "## Quality control for missing/duplicated and invalid timestamps\n", - "Since this is applied on the raw data, the following quality control checks are automatically performed when readin in the data:\n", + "Since this is applied to the raw data, the following quality control checks are automatically performed when reading the data:\n", "* Nan check: Test if the value of an observation can be converted to a numeric value.\n", - "* Missing check: Test if there are missing records. These missing records are labeld as *missing observation* or as *gap* (if there are consecutive missing records).\n", - "* Duplicate check: Test if each observation (stationname, timestamp, observationtype) is unique.\n", + "* Missing check: Test if there are missing records. These missing records are labeled as *missing observation* or as *gap* (if there are consecutive missing records).\n", + "* Duplicate check: Test if each observation (station name, timestamp, observation type) is unique.\n", "\n", - "As an example you can see that there is a missing timestamp in the timeseries of some stations:" + "As an example you can see that there is a missing timestamp in the time series of some stations:" ] }, { @@ -66,7 +66,7 @@ }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -87,12 +87,12 @@ "\n", "## Quality control for bad observations\n", "The following checks are available:\n", - "* [Gross value check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.gross_value_check.html#metobs_toolkit.qc_checks.gross_value_check): a threshold check that observations should be between the thresholds\n", - "* [Persistance check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.persistance_check.html#metobs_toolkit.qc_checks.persistance_check): Test observations to change over a specific period.\n", - "* [Repetitions check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.repetitions_check.html#metobs_toolkit.qc_checks.repetitions_check): Test if an observation change after a number of records.\n", - "* [Spike check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.step_check.html#metobs_toolkit.qc_checks.step_check): Test if observations do not produces spikes in timeseries.\n", - "* [Window variation check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.window_variation_check.html#metobs_toolkit.qc_checks.window_variation_check): Test if the variation exeeds threshold in moving time windows.\n", - "* [Toolkit Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.toolkit_buddy_check.html#metobs_toolkit.qc_checks.toolkit_buddy_check): spatial buddy check.\n", + "* [Gross value check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.gross_value_check.html#metobs_toolkit.qc_checks.gross_value_check): A threshold check that observations should be between the thresholds\n", + "* [Persistence check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.persistance_check.html#metobs_toolkit.qc_checks.persistance_check): Test observations to change over a specific period.\n", + "* [Repetitions check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.repetitions_check.html#metobs_toolkit.qc_checks.repetitions_check): Test if an observation changes after several records.\n", + "* [Spike check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.step_check.html#metobs_toolkit.qc_checks.step_check): Test if observations do not produce spikes in time series.\n", + "* [Window variation check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.window_variation_check.html#metobs_toolkit.qc_checks.window_variation_check): Test if the variation exceeds the threshold in moving time windows.\n", + "* [Toolkit Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.toolkit_buddy_check.html#metobs_toolkit.qc_checks.toolkit_buddy_check): Spatial buddy check.\n", "* [TITAN Buddy check](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_buddy_check.html#metobs_toolkit.qc_checks.titan_buddy_check): The [Titanlib version of the buddy check](https://github.com/metno/titanlib/wiki/Buddy-check).\n", "* [TITAN Spatial consistency test](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.qc_checks.titan_sct_resistant_check.html#metobs_toolkit.qc_checks.titan_sct_resistant_check): Apply the Titanlib (robust) [Spatial-Consistency-Test](https://github.com/metno/titanlib/wiki/Spatial-consistency-test-resistant) (SCT).\n", "\n", @@ -530,8 +530,8 @@ "your_dataset.apply_quality_control(\n", " obstype=\"temp\", # which observations to check\n", " gross_value=True, # apply gross_value check?\n", - " persistance=True, # apply persistance check?\n", - " step=True, # apply the step chec?\n", + " persistance=True, # apply persistence check?\n", + " step=True, # apply the step check?\n", " window_variation=True, # apply internal consistency check?\n", " )" ] @@ -541,7 +541,7 @@ "id": "05ed9aaf-0998-4a50-b724-f95b5240eca9", "metadata": {}, "source": [ - "Use the dataset.show() or the timeseries plot methods to see the effect of the quality control." + "Use the dataset.show() or the time series plot methods to see the effect of the quality control." ] }, { @@ -562,7 +562,7 @@ }, { "data": { - "image/png": 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", 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", 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" ] @@ -591,7 +591,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -659,7 +659,7 @@ "metadata": {}, "source": [ "## Quality control exercise\n", - "For a more detailed reference you can use this [Quality control exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Quality_control_excercise_02.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent.\n" + "For a more detailed reference you can use this [Quality control exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Quality_control_excercise_02.ipynb), which was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summer school 2023 in Ghent." ] } ], From b5f587b9b37a4ac910e41e8aa764612cd6ddf704 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 14:06:01 +0100 Subject: [PATCH 25/37] spell and grammer check --- docs/examples/filling_example.ipynb | 773 +++++++--------------------- 1 file changed, 178 insertions(+), 595 deletions(-) diff --git a/docs/examples/filling_example.ipynb b/docs/examples/filling_example.ipynb index 5eec0813..310b98b6 100644 --- a/docs/examples/filling_example.ipynb +++ b/docs/examples/filling_example.ipynb @@ -7,7 +7,7 @@ "source": [ "# Demo example: filling gaps and missing observations\n", "\n", - "This example is the continuation of the previous example: [Apply quality control](https://vergauwenthomas.github.io/MetObs_toolkit/examples/qc_example.html). This example serves as a demonstration on how to fill missing observations and gaps. " + "This example is the continuation of the previous example: [Apply quality control](https://vergauwenthomas.github.io/MetObs_toolkit/examples/qc_example.html). This example serves as a demonstration of how to fill missing observations and gaps. " ] }, { @@ -35,7 +35,7 @@ "\n", "When there is no (specific) observation value for a timestamp we have a *missing observation*. If there are multiple consecutive timestamps without an observation value and the number of consecutive missing timestamps >= the *gapsize* threshold, we label the period as a gap. \n", "\n", - "The default gapsize is set to 40. As mentioned before, the gaps and missing observations are localized when importing the data from csv. To change the default gapsize use:" + "The default gapsize is set to 40. As mentioned before, the gaps and missing observations are localized when importing the data from file. To change the default gapsize use:" ] }, { @@ -47,7 +47,7 @@ "source": [ "your_dataset.update_qc_settings(gapsize_in_records = 20) \n", "\n", - "#Update the gapsize BEFORE reading in the data from file\n", + "#Update the gapsize BEFORE importing the data\n", "your_dataset.import_data_from_file()\n", "\n", "your_dataset.coarsen_time_resolution(freq='15T')" @@ -100,7 +100,7 @@ "id": "04cecab3-7117-477f-bade-36d007ca2ade", "metadata": {}, "source": [ - "These missing observations are indicated in timeseries plots as vertical lines:" + "These missing observations are indicated in time series plots as vertical lines:" ] }, { @@ -121,7 +121,7 @@ }, { "data": { - "image/png": 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" ] @@ -169,7 +169,7 @@ "source": [ "## Outliers to gaps and missing observations\n", "\n", - "In practice the observations that are labeled as outliers are interpreted as missing observations (because we assume that the observation value is errornous). In the toolkit it is possible to convert the outliers to missing observations and gaps by using the [update_gaps_and_missing_from_outliers()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.update_gaps_and_missing_from_outliers)." + "In practice the observations that are labeled as outliers are interpreted as missing observations (because we assume that the observation value is erroneous). In the toolkit it is possible to convert the outliers to missing observations and gaps by using the [update_gaps_and_missing_from_outliers()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.update_gaps_and_missing_from_outliers)." ] }, { @@ -192,7 +192,7 @@ }, { "data": { - "image/png": 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", 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", 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" ] @@ -207,7 +207,7 @@ "\n", "#Interpret the outliers as missing observations and gaps.\n", "your_dataset.update_gaps_and_missing_from_outliers(obstype='temp', \n", - " n_gapsize=None) #It is possible to change the defenition of gapsize.\n", + " n_gapsize=None) #It is possible to change the definition of gapsize.\n", "#Inspect your gaps using a printout or by plotting\n", "#your_dataset.get_gaps_info()\n", "your_dataset.make_plot(colorby='label')" @@ -239,7 +239,7 @@ }, { "data": { - "image/png": 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" ] @@ -259,7 +259,7 @@ "source": [ "## Fill missing observations\n", "\n", - "Missing observations typically spans short periods of time, so that interpolation is the most suitable method for filling the observations. To interpolate values over the missing timestamps use the [fill_missing_obs_linear()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_missing_obs_linear) method. The specific settings that are used for the interpolation can be changed with the [update_gap_and_missing_fill_settings()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.update_gap_and_missing_fill_settings) method. " + "Missing observations typically span short periods, so interpolation is the most suitable method for filling the observations. To interpolate values over the missing timestamps use the [fill_missing_obs_linear()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_missing_obs_linear) method. The specific settings that are used for the interpolation can be changed with the [update_gap_and_missing_fill_settings()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset_settings_updater.Dataset.html#metobs_toolkit.dataset_settings_updater.Dataset.update_gap_and_missing_fill_settings) method. " ] }, { @@ -304,7 +304,7 @@ }, { "data": { - "image/png": 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NN5k3bx5/+tOf6NOnD2eddRaDBg3i1FNPjdr22GOPZdCgQfzpT3/iz3/+Mz6fj8GDB7PXXnu1OPZtKSwsZNGiRVxwwQXccMMNmKbJrFmzuP3226O6jE6fPp333nuPf/zjH2zdupX8/HymTZvG/Pnz25zMQURERFLHsDozaqyIiIhIBjv55JN56qmnqK6uTnVTRERERCRNaUw3ERERERERERGRBFPSTUREREREREREJMGUdBMREREREREREUkwjekmIiIiIiIiIiKSYKp0ExERERERERERSTAl3URERERERERERBLMleoG2J1pmqxfv57CwkIMw0h1c0REREREREREJIUsy6KqqopBgwbhcLRdz6akWwfWr1/P0KFDU90MERERERERERGxkbVr1zJkyJA271fSrQOFhYVA6EB6PJ4Ut0ZERERERERERFLJ6/UydOjQcM6oLUq6daCxS6nH41HSTUREREREREREADochkwTKYiIiIiIiIiIiCSYkm4iIiIiIiIiIiIJpqSbiIiIiIiIiIhIgqV10u2mm25i6tSpFBYWUlJSwmGHHcayZcuittm4cSMnnHACAwYMID8/nylTpvD000+nqMUiIiIiIiIiItITpHXSbfHixcyZM4cPPviA1157Db/fz+zZs6mpqQlvc+KJJ7Js2TL+85//8NVXX/HrX/+aI488ks8//zyFLRcRERERERERkUxmWJZlpboRibJlyxZKSkpYvHgxM2bMAKCgoID77ruPE044Ibxdnz59uPnmmznttNM6jOn1eikqKqKyslKzl4qIiIiIiIiI9HCx5orSutKtucrKSgB69+4dXrfnnnvy5JNPUlZWhmmaPPHEE9TX1zNr1qxWY/h8Prxeb9Q/ERERERERERGReGRM0s00Tc4//3ymT5/OpEmTwuv/9a9/4ff76dOnD9nZ2Zx55pk8++yzjBkzptU4N910E0VFReF/Q4cO7a6nICIiIiIiIiIiGSJjkm5z5sxh6dKlPPHEE1Hrr7zySioqKnj99df55JNPuPDCCznyyCP56quvWo1z2WWXUVlZGf63du3a7mi+iIiIiIiIiIhkkIwY023u3Lk8//zzvPXWW4wcOTK8fuXKlYwZM4alS5ey/fbbh9f//Oc/Z8yYMdx///0dxtaYbiIiIiIiIiIi0ijWXJGrG9uUcJZlMW/ePJ599lkWLVoUlXADqK2tBcDhiC7oczqdmKbZbe0UEREREREREZGeJa2TbnPmzOHxxx/n+eefp7CwkI0bNwJQVFREbm4u48ePZ8yYMZx55pn85S9/oU+fPjz33HO89tprvPjiiyluvYiIxOIDcwlLzeW8GfyA760fGOMYxhHOAzjcuX+qmyYiIiIiItKmtO5eahhGq+sXLFjAySefDMDy5cu59NJLeeedd6iurmbMmDFcfPHFnHDCCTHto7FkcN3PHyP/6xowLXAYGL1ysMrro5aBFuuaLzuGF5I1ezjZ509OyDFINt8dn+N/9UeCS7bE/VzjXW4rplHoxrl9H/KfObhT7fc9sBRra13S22m3mOl2rjXXeO6ZP1ZlzGuSiTGNPrlknz4pqefZZf6/cHvwoah1expTeCP7kbhjRZ5X0PJ5trbOjp9tqZbq74bm0u19o5jp0y7FVEw7x7RruxTT/jGBtLlWqPn1iwS/3opV1WCb46eYimn0yqF6kJPBrx/XYffStE66dYfGpNsa1814jNyExDQG5+NZfUpCYiWbd+R8rHU1qW4GOAyK6ufG/TDbtD9F0ulca66nv3bpJNnn2fn+P3J/8P8AcOIgiMl2xki+zH4h7li2O686+dmWarY7jiIiIhK3dLhWqMy5O5ToELEZr1XHsMDvO0y6ZczspSIikpnq8YVvD6QfAKVWWaqaIyIiIiIiEhNVunWgsdKt/Nt1FNS6wLLAACPfjVXjj1oGWqxrvmwUZGF43BiF7hQ/s9hYVQ1Y3gbMTbVxP9d4l9uKaeS5MDxuHIMKOtV+c30NVnVD0ttpt5jpdq4113juWdX+jHlNMjGmUZCFY1BBUs+zkxt+zxPmSwDsYGzHV9b3AFRnL8FlxDc0aeR5BS2fZ2vr7PjZlmqp/m5o0Z40e98oZvq0SzEV084x7douxbR/TCBtrhXM9dVYVX6smgbbHD/FVEwj302VVUevCYMze/bS7uQYVICrnQOZqYzC0AexY3D6XRRCqP3Ocfb+IpHWNZ57Ij4awrf7Gr3ACt0uo5IS+sQVS+dVYqT7d4OIiIikh3T8cVJ6BofXGdt2SW6HiIhIl9RRH77dLyLJVmqVp6I5IiIiIiIiMVHSTUREbK0+otKtxOgdvr1F47qJiIiIiIiNqXtpjKoPfxHr65ouT0ObLlMzN/Ld8Tn+V38kuGRLyqbxNQrdOLfvQ/4zB3eq/b4HlmJtrbP1dMPJiJlu51pzjeee+WNVxrwmmRjT6JNL9umTknqe1VtNEyn0p2/49lYq4o4VeV5By+fZ2jo7fralWqq/G5pLt/eNYqZPuxRTMe0c067tUkz7xwTS5lqh5tcvEvx6K1ZVg22On2IqptErh+pBsXUv1UQKHWicSGGN62Y8Rm5CYqbD1MyNvCPnY62rSXUzwGFQVD837ofZpv0pkk7nWnM9/bVLJ8k+z3b3/YYl1rdk4eJu19WcGbgSgL+6/sAZrqPjimW786qTn22pZrvjKCIiInFLh2uFypy7Q4kOEZvxWnUMC/y+w4kU1L1URERsrZ5QpVsO2YxzjOQgYxbjGMEjwef41Fya2saJiIiIiIi0QUk3ERGxtcYx3XLJZnfHzhzlOpBl/MAn1lL+Z76f4taJiIiIiIi0Tkk3ERGxNd+2Md2yyQZgojEmfN/X5oqUtElERERERKQjSrqJiIit1TV2LzVCSbftjJG4ts0D9I21PGXtEhERERERaY+SbiIiYmtNY7q5AXAbWYwxhgGwzFpNwAqkrG0iIiIiIiJtcaW6ASIiIm2xLCucdMslJ7z+ulfOpui5bHp/m4//4Xpc2xWkqokiIiIiIiKtUqWbiIjYlm/bJAoA2dsq3QB2/2oSfR/LxfGZScNSXyqaJiIiIiIi0i4l3URExLYaq9ygaUw3gJzt88K3fV/XdmubREREREREYqGkW6yKssHYdtsAXI6Wy62ta75cnI1z55Lua3cXOXcugeJWnnsszzXe5ba2cRoYfXM7336Xo3vaabeYaXauNRc+9zLpNcnEmC5HUs+z+ohKtxyakm7ZEyOSbt/EnnSLOq9SfTy78NmWain/bmj+L93eN4qZPu1STMW0c0y7tksx7R/T5UibawWjby44DXsdP8VUTJcjlCOKgWFZlhXTlj2U1+ulqKiIyspKPB5PqpsjItKj/GCuY3zD/gD8xvELHnX/GQAraPFtrw+xfBa5u+Uz6q0dU9lMERERERHpQWLNFTm6sU0iIiJxqac+fDuye6nhNCjYrxhHkZO6T2ow681UNE9ERERERKRNSrqJiIhtRXcvdUfd5/A4MSuDEISG7+u6u2kiIiIiIiLtUtJNRERsK2oiBaLHTciOmEyhXpMpiIiIiIiIzbhS3YB0UTlqAVaVAyxCA+c5HRA0o5eh5brmywVZuKYPIv/Zg1PzROJU86sXCby7Hip98T/XeJfbiukwMPrk4vnp1M61/5UfIWAmv512i5lm51pz4XOv2p85r0kmxnQ5cO0/PGnnWb3V+kQKADkT45/BNOq8gtQezy58tqVayr8bmku3941ipk+7FFMx7RzTru1STPvHhLS5VvAOeRBrax2Yln2On2IqptOBNy/Q1mkbRUm3WFX6wNg2y5xFKInTqPlye9tU+Agu2ZzctiZQcMlmqGiqNInruXZ2ufm6oIVV2rmuY8Elm5viJLuddouZZudacy3OPUj/1yQTYwbMpJ5nbY3pBqFKN0exk6xh2QS9wZjitXpeQdp9tqWaLb4bWpMu7xvFTL92KaZi2jmmXdulmPaOmSbXClbptoQb2Ov4KaZiVrZyTdEKJd1ERMRWFgU/Yrn1A++an/KjuZ5hDKSv0ZudjPFR27mGZkEQfF/WYsaYdBMREREREekuSrqJiIitPGm+xILg0wBMYSLDjcHMcEzlYOfeUds5HA6yJ+RS91E1/h98BKuDOAucqWiyiIiIiIhIC45UN0BERCRSlVUdvl1kePAYBXiMgla3jZxMwfetJlMQERERERH7UKWbiIjYShVNybPH3LfS2yhqc9voyRTqyJtamNS2iYiIiIiIxEpJNxERsRVvRKVbIXntbAnZO+SSu2cBhsPAvza2wUxFRERERES6g5JuIiJiK1WEkm655JBlZLW7bfaEPOreC21vZGvEBBERERERsQ9doYiIiK14rRoAPOR3uK2rfxbOPqHfjzSmm4iIiIiI2ImSbiIiYiuNlW4FRsdJN8MwyJ6YC0BgvZ9AmT+pbRMREREREYmVupfGyDlrCHxdA6YFDgOjVw5WeX3UMtBiXfNlx/BCsmYPT/GziV32eZPxv/ojwSVb4n6u8S63FdModOPcvk+n2+97YCnW1rqkt9NuMdPtXGuu8dwzf6zKmNckE2MafXLJPn1Swl53y7LCEyl4aH3G0hbnysQ8at+uAqB+aS0FM9qeeCHyvIKWz7O1dXb8bEu1VH83NJdu7xvFTJ92KaZi2jmmXdulmPaPCaTNtYLrwBEEv96KVdVgm+OnmIpp9MrBOagPvN7xOWxYlmUl9F2RYbxeL0VFRVRWVuLxeFLdHBGRjFZn1dPLtysAMxxTedW9oMPHlD+6mbL7NhLY5Kff7wfT+4wByW6miIiIiIj0YLHmilTpJiIituGlaebSWCvd3CNzqP80NA6c72uN6yYiIiIiIvagMd1ERMQ2qrZNogBQGMNECkB4TDeA+m/qEt4mERERERGRzlClW4zM9dUEVtSDZYEBRr4bq8YftQy0WNd82SjIwvC4MQrdKX5GsbGqGrC8DZibauN+rvEutxXTyHNheNw4BsVW9dK8/eb6GqzqhqS3024x0+1ca67x3LOq/RnzmmRiTKMgC8eggoSdZ5GVboUxTKQA4OqdhWtgFoENfnxf12JZFoZhtLpt5HkFLZ9na+vs+NmWaqn+bmjRnjR73yhm+rRLMRXTzjHt2i7FtH9MIG2uFcz11VhVfqyaBtscP8VUTCPfjWnF9mO/km4xqtrhnxhGbscbxsAYnI9n9SkJiZVsVTv+E2tdTccbJpvDoKh+btwPs037UySdzrXmevprl04SeZ5FVrrF2r0UIHtCHoEtlTh6uQhs8pM1oPU/IG13XnXysy3VbHccRUREJG7pcK1QNeqh0OD1IjZTFWPSTd1LRUTENqqI6F4aY6UbQO6uBWCBf0U9PnUxFRERERERG1DSTUREbOFHaz0vBxczhuFMNMawg7FdzI91j8qGYOi2JlMQERERERE7UNJNRERs4RPzK+abT7GCH+lHbw50zor5sdnb54Vv13+jpJuIiIiIiKReWifdbrrpJqZOnUphYSElJSUcdthhLFu2rMV277//Pvvssw/5+fl4PB5mzJhBXZ26H4mI2Mm31srw7WHGwLgemz2hKenmU9JNRERERERsIK2TbosXL2bOnDl88MEHvPbaa/j9fmbPnk1NTdOYQO+//z4HHHAAs2fP5qOPPuLjjz9m7ty5OBxp/dRFRDLOMnNV+PZFrvgG9XUWOsndrYCcXfNxFDixLA24KyIiIiIiqZXWs5cuXLgwavmhhx6ipKSETz/9lBkzZgBwwQUXcO6553LppZeGtxs3bly3tlNERDr2nRVKurlwMdoYFvfjnb1dVP+3AgD/2gbcw7IT2TwREREREZG4ZFS5V2VlJQC9e/cGYPPmzXz44YeUlJSw55570r9/f2bOnMk777zTZgyfz4fX6436JyIiyTfGGMHuxs5MM3Yky8iK+/E5EeO6aTIFERERERFJtYxJupmmyfnnn8/06dOZNGkSAKtWhaomrrnmGk4//XQWLlzIlClT2HfffVm+fHmrcW666SaKiorC/4YOHdptz0FEpKcyLZNnzVf5wFpCsHEa0jhlK+kmIiIiIiI2kjFJtzlz5rB06VKeeOKJ8DrTNAE488wz+e1vf8vkyZO5/fbbGTduHPPnz281zmWXXUZlZWX439q1a7ul/SIiPZmfQPh2FvFXuYFmMBUREREREXtJ6zHdGs2dO5cXX3yRt956iyFDhoTXDxwYmv1u4sSJUdtPmDCBNWvWtBorOzub7OyW4wDl3DWLrC+qsIIWOA2cA/MxN9RELQMt1jVfdgz34Nyhb6KeetLlP30wga9KCX6wIe7nGu9yWzGNfnk4x/fqdPsbXlyF+VN10ttpt5jpdq4113juWT96M+Y1ycSYjiEFuA8e1eXXuwF/+Lbb6NxXU/a4XPJmFGL5LYLlgVa3iTyvoOXzbG2dHT/bUi3V3w3Npdv7RjHTp12KqZh2jmnXdimm/WMCaXOtkDv/5wS/K8fcUmub46eYiukcmE9uiQPO7vgcTuukm2VZzJs3j2effZZFixYxcuTIqPtHjBjBoEGDWLZsWdT677//nl/84hdx7Sv72PHkneXpcpvTjXNKCc4pJXDSxI43tiHnlBJyp5SkuhnSCeFzT3oEHw3h29m4OxXDkeMgsNFPw/f1GDkGVtDCcBpR2+i8Sox0/24QERGR9OA+dnyqmyDSqgavN/OTbnPmzOHxxx/n+eefp7CwkI0bNwJQVFREbm4uhmFwySWXcPXVV7PTTjux88478/DDD/Pdd9/x1FNPpbj1IiLSKKrSrZPdSwGyJ+bR8H09Vr1Fw6p6ssfmJqJ5IiIiIiIicUvrpNt9990HwKxZs6LWL1iwgJNPPhmA888/n/r6ei644ALKysrYaaedeO211xg9enQ3t1ZERNrSYEUm3TpX6QahGUyrnisDwPdNrZJuIiIiIiKSMmmddLMsK6btLr30Ui699NIu7av+2g8wPq4E0wKHgWNbn97IZaDFuubLjtFFuKYPIuugkR3s0R78L60m+O56/O+sj/u5xrvcVkxHv1ycO/Ql55rdO9X+hke+xVxXnfR22i1mKs61YHUQZ4GTOwMPA3Ce66ROx2o894IrKzPmNcnEmI7BBbhPnNDl86whontplyrdtk2m8M85r7J0uwdxN+QwwzE1fC5GnlfQ8nm2ts6On23tuTPwMG+ZHwMwxZjI5a6zMQyjg0fFJ9XfDc2l2/tGMdOnXYqpmHaOadd2Kab9YwJpc11af80HBL8qxdxSZ5vjp5iK6RiYT92Q2NJphhVr5qqH8nq9FBUVscZ1Mx4jMRUTxuB8PKtPSUisZPOOnI+1ribVzQCHQVH93LgfZpv2p0h3n2vfj/uMdb02c/SLVxMsgGOdB/PXrCs7Faunv3bpJBHn2VLze3Zt+DUAv3Uezn1Z13YqTmCrH993ddy648O87f6UT6yvcOFimmNHXnI/YL/zqpOfba35yPySQxvOwsTCiYNa6qnHxzfu/zLKMTQh+2hku+MoIiIicUuH69LKnLtDiQ4Rm/FadQwL/J7Kyko8nrbH/3d0Y5tEJIMFq4P4f/Bhbg5SWVBDNTWUWuWpbpakicgx3To7kQKAq08W+dM9FOV68BgF+PBTRQ2brNJENNPWyq1KyvFSSRVgUI8PgA+sJSltl4iIiIhIT6Wkm4gkhO+bWgCy67LC6+qoT1VzJM34EtS9tNF5rpN42n03uWQDYJL5v5CW4w3fPsKxf/j2h+YXqWiOiIiIiEiPl9ZjuomIffi+DiXdcuqaqpTqtlXaiHQkeiKFrifdGjlxAhAkmLCYdlVpVYVv7+DYjh3WjeHgj/di+o87wSUpbJiIiIiISA+lpJuIJIR/QwM5u+Tj2OgMr6uzVOkmsYnsXprYpFuooDuImbCYdlVOZfj2QKOEJ468lvova8EBwbOCOAud7TxaREREREQSTd1LRSQhat+qov7TGsx1QbKtULWbupdKrKKSbkbiK93MHpB0i6x0KzIKyd29MLRgQt3H1SlqlYiIiIhIz6Wkm4gkRP227qXOfi5yjRxA3UsldomaSKE5BwbQUyrdmsZ064WHvD0Kw8u173tbe4iIiIiIiCSRupeKSJcFNvsJbg4lTXK2zyOXbCpQ91KJXaInUmgUHtPNyvwx3SqspsRakVFI7h6F5P2skMAWP3WfqNJNRERERKS7KekmIl3WWOUGkL19HjlGNlhQr0o3iVGyJlJwbCvotnrA7KUVNHUv7UUR7hHZNCyvJ7DJT2CTH8u0MBxGClsoIiIiItKzqHtprBJ1pBxg5CfugjLZjPwse5wlzs5dKKbTsU64bjzXGr6vI2fXfPL2KiR3lwLyyAWgtgtjutnm3JMOJeI8i55IIZHdSxsnUghVutnuvOrkZ1trGivdnDjJJxfDMMLjupkVQXzL6hK2L9sdRxEREYlPulyXJvBvJZGEivFvYVW6xahoy1l4PJ5UN6PbFS49IdVN6JJ0b3+6qFtSQ/0nNQD0v3E4uWSH1lOPZVkYRvxflnrtepaGyO6liZxIwXCC1TSmWyafV42Vbr3whN9zebsXUv2/CtxjcqhfUkPOhLyE7CuTj6OIiIjYR1HNnFQ3QaRVhtcLRb/vcDv9Ti0iXeaL7F46IY8cQhMpWFhRFUwibYmudEvkmG6hr7meMHtpY6VbkdE0gULuHgVYNSa+JbXUvFmZqqaJiIiIiPRIqnQTkS6xTCucdMsakY2z0EluQ2hMNwhVuyVyNkrJTJETKSR29tLG7qWZnXS7NTCfycZE3IaLCcbo8PrcyQUYLgPLb1H7flU7EUREREREJNGUdBORLvGv9YEr1JUtZ/tQ17XG7qUAdfgoTkXDJK0kayIFZ7Mx3TJR0ApyfeAe6vGxHSN53n1/+D5HjoOcKfnUfVhNw/f1BEr9uPqmwfgtIiIiIiIZQEm3GFXt9S+sHxrABAygIAtq/NHL0HJds2XHgHxcs4eR+6efpeaJxKnu0ncIvLoGc2VF3M817uW2Yua4cIwqovD9ozrV/oZHvoUqf/LbabOY3XWu+b6qxawI4uznInePULe2xu6lALVWXahNcQqfextrMuY1yciYBVm4T5rQ5fMssntpVkKTbk6gqXtp1HkFqT2eXfhsi/SjtT48U/B4Y2SL+wtmF2O4DYKVQWo/qsJzYO8u7Q9s8N3QXLq9bxQzfdqlmIpp55h2bZdi2j8mpM11adUeT2KurIT6gH2On2IqZkEW1f2Mtk7bKEq6xcj8pgyM3KYV9c2qJpovt7GNWVqPv7ze9h9ujfxPfo+1riZ6ZYzPtUvLkevqgpifb+m4sa3wP/k9lEbMoJnMdtosZneda/XfhGZEDG4J4B4eqnDLNZoq3RqTAfFq9dyDtH5NMjKmL4j/ye8TmnTLTuBECg5CX4aN3UvbPK8grT7bIi2zVoVvjzNGtbg/e2IeW67/KbTL96sTknSzxXdDW9LhfaOY6dkuxVRMO8e0a7sU07Yx0+W61Px8C5jbxq2x0fFTTMU0t9S1jNsKTaQgIl3iW9p04Z29rXtpHk0J6jrqWzxGpLnkTaQQqnTL5O6l31orw7cnOEa3uD9v98Lw7doPNK6biIiIiEh3UaWbiHRJ/dehDL+RZeAeG+pW2nxMN5GORFW6JXAihabZS62ExbSTL8zv2GBuYQzDCRBgR2Nci22yBrnJGp6Nf50PsyqA2RDE4XamoLUiIiIiIj2LKt1EpNMsv4mzr4ucKfnk7lGIwx36SMmJSLrVW0q6Scd8VtPspYmsdHNk+EQKr5vvcZf5KCv4kV0ck5jk2K7V7Qp+UYzhNKj/vBbfV7GVwouIiIiISNeo0i2DmZaJw3BwZ+Bh3jI/BmCGYyrznCfgMJRvla7zfV9P7SIvAEVH9QmvzzUiJlJAF/jSseRNpND0WWdaZsLi2kWNVRu+XURhm9tlj8vF8oWq/WrfryJ3lwIgdEyMbePe1eOLeu+KiIiIiEjXKPOSwS4P3MrA+j35S+BBVplreNP8kGsCf+X3gT+nummSIXxfN13wN47nBupeKvFroKnSLdtIXPdSB03dKBtnMM0kkWMmHus6pM3t8vZofVy3B4L/It+3I/m+HfmVf05yGikiIiIi0kOp0i2DrbM2UU6oCmkUQ6llVXi9SCLUL41Iuk1sSrrl0FQtU2dpIgXpWLImUnBE/LYUzMCkW21E0i2PtqvUcnbIJ2dKPo58B8GKQHh9tVUTHu9uvb4bREREREQSSpVuGeyniAuo5933hW8r6SaJElnpljOpKek2zjGSYxwHM83YiTsCD3Fcw0U8EnguBS2UdJG02UuNyKRb5o3rVmM1dd9uL+lmuAycHie1b1dR81ol/p9CFahlVIa32WRtTV5DRURERER6ICXdMth6NgPQh2KKHR5K6A0o6SaJE9jiJ2dqPvn7FpE1vKlL6V6OXVng/hP7OfbkB9bxtPkKVwfuTGFLxe4iJ1JIxuylkJkzmEZ2L80z8trZEnJ3j+hi+mE1EP19UEkVpVZ5glsoIiIiItJzdap7qd/vZ+PGjdTW1tKvXz969+6d6HbZjjHMAxuDYFlgGJDjhPpmy9ByXbNlo28uWfsOTXp7TcsMdxUaZJRs+78/m60yNrCFoBXEaTjbCwFA1i9G4H99Lda66rifa9zLbcXMcuAY1vYA4R21v+GJ76E+kPx22ixmMs+1OwMP46wy2PvDsQDkTivAcBgttvMYBWThwkcDXqrj2kf43NtalzGvSUbGzHWR9YsR8Z5CYY0TvXxlfR9el7zupUHckecVpPZ4duGzrVENTdWm7VW6AeRtS7r9c86r5Bd8yEXWWVFJNwODVdZa+hq9Otxvyr8bmku3941ipk+7FFMx7RzTru1STPvHhG67Lu0qx3bFmGuqwG/a5/gppmLmODF6ZcHKjs/hmJNuVVVV/POf/+SJJ57go48+oqGhAcuyMAyDIUOGMHv2bM444wymTp0aa8i04vn8WDweT6qbEbNSyvETGrdnsNE//P8S61uCBNlMGQPp12Gc3Hv3ITepLU2u3Hv3IffefVLdjIyywvyRWwPzGfp1X/bmYiB6EoVI57lO4pngq3xofUENdTEneyH9zz1pn9eqZoRvb1w4ySOX8YzCxGQXx6SEzq7sjJhIIYiZcedVrGO6AeRNL6Tu1Wz+b+oitjrKqQr4wxXRBga98LDGWs80duxwv5l2HEVERMSeCr88PtVNEGmV4fVC0dkdbhfTlc1tt93GiBEjWLBgAT//+c957rnnWLJkCd9//z3vv/8+V199NYFAgNmzZ3PAAQewfPnyLj8B6ZrI6oVB25JujRVvofs3dnubJP0FtvppeKyKzWxl6NdNSducNpJuAIVGfvh2dURVjvRsW6wyaqnDSzUODPo4iunn6M0Ix+CE7ie6e2nmTaQQOVFJbgdJN6fHxcAZg9no2IKfAN+aK8PfFRYWZVRSZlUks7kiIiIiIj1KTJVuH3/8MW+99Rbbb799q/dPmzaNU045hfvvv58FCxbw9ttvM3bs2IQ2VDp2W2A+1VYttdTxRfA7RjKEQiOf3YydANjNsRNlViUbzVLmNFzHSMdg9nLsyhyXfj2Q2DSsrCdwRiXOXznIqXNT3auOgvLcNivdADwUhG97qaaIwu5oqthcKeXh24c6f87tWZcnZT/Nu5dmmhpC3WTzyMUwjA63H0QJHgrwUs3b1sfMMKbipZoPrCUA4RmvRURERESk62JKuv3f//1fTMGys7M566yzutQg6RzTMrk78E/WsxkHDnY3dmIIA5jhmMpJrl8BcLzzUI53Hsr1/nu4JfgAX5jf8oG5REk3iVmwLIDTdNB3QzFPnPUGT5z5BhM2jWRR/8fafExkpVuVVQMd5wWkB9gaMWB/LGOIdZYzKumWeZVujd1LO+pa2sgwDMYbo/jI+pI6fLxqvcPPjF3C91daVUlpp4iIiIhIT9SpiRQieb1e3njjDcaNG8eECRMS0SZbqhzwd6xA0+yMGBA1EV5jIqH5uubLLgfOHfpS8MFRCW3fj9Z66vEBsJ0xgl5GERAayL45j1FAIfmUUclGSim3KsPbN1e9+5MEvyoNDVwZ+Tyg4+ca73J7MfNcFFV03F+6uerdnyT4+eamOMlup51iJuFcC1aExgks2VDMpqFlYEDpgEqKctoe77CQpqRbPJMphM+9gJk5r0kmxjTAObkk7vNsS0TSrR/JTLo1jelmYkafV5D649nJz7ZGdVZTpVusxjtG8VHwy/DybOfPeCfwKRB7pVvKvxuaS7f3jWKmT7sUUzHtHNOu7VJM+8eEpF2XJlpl8X1QG7oGsc3xU0zFNMDr9BGLuEerPvLII7n77rsBqKurY9ddd+XII49kxx135Omnn443XPrwN6uQsGi53Nq65st+E3NTTUKbBvCx9SVOHPSnL4c79udp99087b6b81wntdj2PNdJHO7cP7z8nbWqzbjmpprWn3sszzXe5fa2qe9ctzBzU010nGS3004xk3CuBctCX3jFpU3J3NHGsHYfUxjRvbTKir094XMvk16TTIxp0anzLLJ7aZ8kVro5wt+yoUq3qPPKDsezk59tjcLdS43YKt0ALnaeyifuZzjXcSIHG3tzkGNW+L5YK91S/t3Q/F8iYiajnYqZ/u1STMW0c0y7tksx7R/TImnXpQkX+beSXY6fYirmtvdQLOJOur311lvstddeADz77LNYlkVFRQV//etfueGGG+INJwlSaVWxhXI2UcowY1CH2483RoVvf2e2nXQTiRQsDyXdXP6m6qHICTpa44nsXkoafLFLt4jqXprESjdH5OylVmaN6WZZVtzdSwG2c4xkkmM7Bjv6s5dz16jvDI3pJiIiIiKSOHF3L62srKR3794ALFy4kMMPP5y8vDwOOuggLrnkkoQ3UGLTeOEFsVU8TDBGs7MxgQLy2MTWZDZNMkiwPJS02PGjUazdfyv+nAC7Gzu3+5jISjevFXv3UslsWyIq3foZvZO2n8gx3awWP1Gltwb84RlZ82h7MpO2NFZCW5aFEydBglRYSrqJiIiIiCRK3Em3oUOH8v7779O7d28WLlzIE088AUB5eTk5ObH/0i6JFZl0y49hbJ9xjlEssb4NbW/Gf7EmPVNjpduJdx/Adaf9nuwJHZ87qnST1pRaZeHbfYzipO0nk2cvbexaCvF1L23OMAyKKWQrFVSo0k1EREREJGHiTrqdf/75HHfccRQUFDB8+HBmzZoFhLqd7rDDDolun8SoxqoN386NIek2iBIKyaeKmnbHdBOJZG5LugE4esX28dHZiRQks1hWqMrsr8FHeMv8mPfNz8P39aE4aft1Gpk7e2ltZNItju6lrSkyCtlqVajSTUREREQkgeJOup1zzjlMmzaNtWvXst9+++FwhC5oRo0apTHdUqguzu6lhmEw3hjFx9ZXrLHWU2PVkm+o4k3aF4xIujljTbpFzKBbHcdECpJZ1rOZCb4DyCWHQvLZnrH4CbCjYxwuo8sTabep+eylmaTOivjcj2P20tb0IjQDcSXVmJaJw4h7yFcREREREWmmU1c6u+66K7vuumvUuoMOOighDZLOibd7KcB4x2g+Dn6FhcX31g9MNiYmq3mSIZy9XbgGZmH5LBzZsV2Ue6Iq3ZR066nWWZtowE8DfooppNgRSvKMdYxI6n7VvTQ2RUYhWKHEZBU1FFHY1eaJiIiIiPR4cSfdTjnllHbvnz9/fqcbI51XYzVdfOXG2M1oJ8bxrTGJXHJYZa5lskNJN2nfsKfHx/2YfkYffuM4gB+t9XxqfsV031E0EGC8MYpH3X9OQivFjtZZm8K3T3X9ht+5Tu+W/TrJzO6lPquB54KvM5phOA0Huzl27lK8nYwJ1Bs+GvCzySoNJeFERERERKRL4k66lZeXRy37/X6WLl1KRUUF++yzT8xxVqxYwcqVK5kxYwa5ublYloVhGPE2R7aJ7F4aazfRUY6hfBJcCsAe1mQOZ/+ktE0yx7ozVuAocJI9IY/ep/eP6TEDjX486v4L1/vv4S3zYz62vqIeHyutH5PcWrGT9RFJt8FGbOdOImRq99KtVPCn4N8A2M4awQnOQ7sUz4mD96zQOHurrLVsx8gut1FEREREpKeLO+n27LPPtlhnmiZnn302o0eP7vDxW7du5aijjuKNN97AMAyWL1/OqFGjOPXUU+nVqxe33nprzG256aabeOaZZ/juu+/Izc1lzz335Oabb2bcuHEttrUsiwMPPJCFCxfy7LPPcthhh8W8H4CsE8ZjfOIF0wKHgaMkD3NzbdQy0GJd82XH6CJcs4bEte9YdGZA7XHGqPDtZW1MppBz43QCi38i8N6GuJ9rvMttxXT0ycGxQ99OHZecG6fTMP9rzA01SW+n3WIm+lwz64JUPLwFgLwZnpiTbo08RgEeowCXFUqCdFR11HjumSsqM+Y1ycSYjoH5uE/ZvsPXP7LSbRDdl3Rz0PRjThAz6ryCls+ztXV2/GyrtKrCtyPHTeys8Y5RNPa+/c5axQHMaHf7VH83NJdu7xvFTJ92KaZi2jmmXdulmPaPCSTtujTRss6YhPlVKebWetscP8VUTEdJHllDXfBQx+dwQkavdjgcXHjhhcyaNYvf/e537W57wQUX4HK5WLNmDRMmTAivP+qoo7jwwgvjSrotXryYOXPmMHXqVAKBAJdffjmzZ8/mm2++IT8/P2rbO+64o0uVdHl3zMLj8XT68ckW2b001qTbCGMw2bjx0dDmDKbuY8bhPqZlEjNdpHv77SRYFv8kCpHOc53EeZzE7r7fsMT6tsOqI712mWWdtTl8e0iKKt2CBDPmvCqnMnx7T8fkLscbH/EjTCwzWmfKcRQRERF7y/vrrFQ3QaRVptfbfUk3gJUrVxIIBDrc7tVXX+WVV15hyJDorPrYsWP58cf4upstXLgwavmhhx6ipKSETz/9lBkzmn6lX7JkCbfeeiuffPIJAwcOjGsf6aKxe6mbrJhnAnQaTsYZI/nSWsYKaw0Nlh+3kZXMZkoaC1Y0DULv7OVsZ8v2ZeMGwE8AzZLYc0RVuhkl3bbfyDHdTKxu22+yVVje8O1io+s/CEVWPn9nruxyPBERERER6UTS7cILL4xatiyLDRs28NJLL3HSSSd1+Piamhry8lp2DSkrKyM7Ozve5kSprAz98t+7d+/wutraWo499ljuueceBgwY0GEMn8+Hz+cLL3u93na2to/G2UvzYpy5tNE+xu4UkEc1tXxiLmVPZ9crJiQzdbXSrVG24aYx9+GjIeaJPyS9/cr5c0ZbQym3KmMedzIRMnX20gqaupf2outJt0Ijnz2NyVhAH6O4y/FERERERKQTSbfPP/88atnhcNCvXz9uvfXWDmc2Bdhrr7145JFHuP766wEwDAPTNLnlllvYe++9421OmGmanH/++UyfPp1JkyaF119wwQXsueeeHHrooTHFuemmm7j22mtbrPe/8gO139VB0MJwGhj98zA31UYtAy3WNV92DC7AOaYY57henX6urand1r001q6ljcY6RnJH4GEA/msubpF0Cy4rx1xRgf+zzXE/13iX24rp6JuLc6SHrANGxH1cgsvKCSz+ieD6mqS3024xE32uBcsjkm69O18R2VjpBu0n3RrPveC66ox5TTIxpnNQPq6ZQzo8z+a4ju/0OdMVUUk3y4w6r6Dl82xtnR0/2yIr3RI106iBg/esT8EKfafkGW3/iJPq74bm0u19o5jp0y7FVEw7x7RruxTT/jGBpF2XJpp/4Q8EV1dildbb5vgppmIa/fNo6BVbL5q4k25vvvlmvA+Jcsstt7DvvvvyySef0NDQwO9+9zu+/vprysrKePfddzsdd86cOSxdupR33nknvO4///kPb7zxRotEYXsuu+yyqGo+r9fL0KFDqT12Ia52LkDiYQzOx7O64wRlPBonUmjvIqk1hzj3Zl7gOkxMXjYX0zfQi/NcTRWLNQc8i7WuJqFt7RSHQVH93LgfZpv2p0giz7WopFtx57uX5tBU0VpPQ5vb9fTXLl34Sc5nWqI0n73UdudVJz/bEl3pBtu6/W7722G9tZkxxvA2t7XdcRQREZG42flvuEa1h70YGrxexGbqIsbVb0+3D6Y0adIkvv/+e372s59x6KGHUlNTw69//Ws+//zzmGY/bc3cuXN58cUXefPNN6PGinvjjTdYuXIlxcXFuFwuXK5QjvHwww9n1qxZrcbKzs7G4/FE/UsHTd1L46t0KzH68I+sP/Jq1gI2WaVcF7ibs/xXJaOJkuaiK9260L2Upio5XztJN5FEiJy9tKPJO9JJdKVbYr6nIie4iByDT0REREREOiemK+cpU6bwv//9j169ejF58uR2ZwH97LPP2rzP7/dzwAEHcP/993PFFVfE39pmLMti3rx5PPvssyxatIiRI0dG3X/ppZdy2mmnRa3bYYcduP322znkkEO6vH+7CFrBcPIi3qQbwLHOQ9hilVFKOQAbrS0JbZ9khuhKt64k3Zoq3XyWDzo/qbCkiWB1kMrHt+DwOMkem0vuLgXdtm+nET17aaaooCnplrhKt4ikG0q6iYiIiIh0VUxXzoceemh4koPDDjus0zvLysriyy+/7PTjm5szZw6PP/44zz//PIWFhWzcuBGAoqIicnNzGTBgQKuTJwwbNqxFgi6dNVa5QfzdSxv1pggDAwuLUqs8UU2TDBI1kUJXKt0Md/i2Kt16hsCGBjbMWw1A0bF9GbJgbLftO3r20kytdEvMmG6DVekmIiIiIpJQMV05X3311a3e7ozjjz+eBx98kD/96U9digNw3333AbToKrpgwQJOPvnkLsdPFzU09SWOd/bSRk7DSW+K2EoFpVQkqGWSSXJ2zsfzq94EywO4Sjo/kUJOxEQK7Y3pJpnD9DZVmDkKOz8eYGdEz16aQUm3JIzpFpl0W29tTkhMEREREZGeLO5ylY8//hjTNNltt92i1n/44Yc4nU523XXXdh8fCASYP38+r7/+Orvssgv5+flR9992220xt8Wy4h9QsTOPsSPTMnEYDu4MPMzC4Fvh9W3NBBmLvkYvtloVlFpliWiiZJjep/an96n9O96wA81nL5XMF4xIujk93Zt0i5xIIaO6l26rdHOT1aXP/UiDjJLw7XXmxoTEFBERERHpyeJOus2ZM4ff/e53LZJu69at4+abb+bDDz9s9/FLly5lypQpAHz//fdR97U3VpxEuzf4GNcF7sFNFv3py27sxK6OSVyUdWqnY/ahF7Caamqpt3zkGNkdPkZ6jjVHLSPwkw9nnyyGPT++0+/XyDHd6i1foponNhZV6VbU+a7JnRHdvTQzfnQBCFhB+tOXQZQk7LtzoNWPicYYtlhlbEBje4qIiIiIdFXcVz/ffPNNOGkWafLkyXzzzTcdPv7NN9+Md5fSinXWJrxUAzDaGE5fo5hhjkFRlQrx6mf0ovGatJRyhtByPDzpuXxf1tCwyoezt6tLF/mRY7o1qNKtRzC9EeMBprR7aeZUum1kC2VUkt/JcTxb43K4KLcq2UIZLqt7XycRERERkUwUd9ItOzubTZs2MWrUqKj1GzZswOXq3gqGnubRwPO8a35GORVRY2E9mPVHxjiGdzl+X6N3+HapVc4QQ0k3aRKsCCUsnL269j7XmG49TzCq0q27u5dm3phulmXhpQYAD4mdCXaw0Z8N1hY2Uorf8pNldH78RhERERGRni7uq+fZs2dz2WWX8fzzz1NUVARARUUFl19+Ofvtt1+Hj997773brZJ544034m1Sj3F7cD7fWCsBGM2w8PquVLdF6kNx+PYWjesmESzTIlgeqlZy9upa0iQnonupxnTrGSK7l3Z3pVvkmG6ZMnupjwYChN6PheR3sHV8Bhv9+cRaioXFRkoZysCExhcRERER6UniTrr95S9/YcaMGQwfPpzJkycDsGTJEvr378+jjz7a4eN33nnnqGW/38+SJUtYunQpJ510UrzN6Tb5/zucnPUBMC0wDIw+OVhl9VHLQIt1zZcdfXNxDOzcRZKbpoqDUsqB0Kx1eQnqXtQvotLtysAd3B/8P/Z/axdO2XIUwe/L436u8S63FdMozsYxoHPHrOC9owh8VYpVWpf0dtotZlfOtebMymC463FXK93ckZVu7YzpVvDeUZgbajBL6zLmNcnEmEafXFw79m33NQ+mcEw3B00/8gQxo84raPk8W1tnt8+2xqEFADxGYivdBkXMYLrO2sRQo/WkW+NxTNV3Q3Pp9r5RzPRpl2Iqpp1j2rVdimn/mEBCrxWSKf+D0N8cVoXPNsdPMRXT6JNDMCcAM3/f4Tkc99XP4MGD+fLLL3nsscf44osvyM3N5be//S3HHHMMWVkdd0O5/fbbW11/zTXXUF1d3ep9duDauR/ZMzwpbYMjYoydqm0XXYONrs8m2eho50HMdkzn4eCzfGR+ideqZtOAWlxDS3BNSUw1XXdzDMzHnQZfJnbXWOUG4Ohq99KoMd38bW7nGJifFn8ISMfMyojzp5tnL3VEzl5qBTPivKqyasK3k1Hp1mi9tbnN7RqPY7p+N4iIiEh6cO3cD3bul+pmiLTg8npj264zwfPz8znjjDM689A2HX/88UybNo2//OUvCY2bScyIQcAbZ+EblMCkWz+jN/2M3vQ3+1JkFAKJr6KQ9BSZdOtqpVt21Jhumr20J3AUOnENdmN6gynoXho5e2lmdC+NrHQrNBKbdIscrmCdtSmhsUVEREREepqYrp7/85//xBzwl7/8Zaca8v7775OTk9Opx/YUtYYPLHDhZBiD8BgFzHJMS/h+znOdxHmclPC4kr4SmXTTmG49z4CbRzDg5hEp2bcjAydS8FoR3UsTPJHCeGMU+xi7s8Zaz3PB19jPsSfjHaMTug8RERERkZ4ipqvnww47LKZghmEQDAbb3ebXv/511LJlWWzYsIFPPvmEK6+8Mqb9pELNb1+DJd5QH16HgdE3NzROWMQy0GJd82XHKA9Z+w7Dfdqk+Ntg1QLQn74c4zwYgAtdpyTuSbai4R9L8b++luDHG+N+rvEutxXTKM7GuUNf8h6a3an2+x5YirW5NunttFvMrpxrzSWt0q2dMd0azz1zdWXGvCaZGNMoySP79EkJOc+SwWlEV7pFnlfQ8nm2ts5un23V1IZvJ7rSbYpje45wHsA5gWtYYa3hPfPzVpNuqf5uaC7d3jeKmT7tUkzFtHNMu7ZLMe0fE0jotUIy1Z78KsGvSkNjutnk+CmmYhp9c6kZGtt1sWFZlpW4t0THTj75ZCJnL3U4HPTr14999tmH2bPjT6okm9frpaioiDWum/EkaMICY3A+ntXxJ8v61+9BJVVsZ4zkVOcRQKgqLZm8I+djravpeMNkcxgU1c+N+2G2aX+KdPZca67s7xvZMG81AIP+PppeJ3V+HKe3zI+Z3fBbAC52nsoNWRe0ul1Pf+3SSaLOs2T4v+CL/NZ/KQC3uy7nuLH19jqvOvHZFvmcbnNdxjmu4xLapMj4t7ouZY7r+Bbb6P0pIiKS/uz8N1yjypy7Q4kOEZvxWnUMC/yeyspKPJ62x//vUslKfX193F1CH3rooa7ssseyLCtc3VBAbtKTbSKR8vYopP/NwwlWBMid3LXKmshKN3Uv7Rka1vhw5DlwFjkxshwdPyCBoruXtl+JnS6qrMgx3RI/7mZuRBfwOo27KCIiIiLSaXFf/QSDQa6//noGDx5MQUEBq1atAuDKK6/kwQcf7PDxo0aNYuvWrS3WV1RUMGrUqHib02M04A9fMOaTl+LWSE/jHpVDnzkD6H/NMHJ27FrSLXJMN02k0DOsnPoFywZ/woqdv+j2fTszcUw3ImcvTfz3QS5NP6bVWfUJjy8iIiIi0lPEnXT74x//yEMPPcQtt9yC291UsTJp0iT+8Y9/dPj4H374odVx33w+H+vWrYu3OT1G5Bg+BYaSbtK9Nly4mm8KPuTbPh/i+66uS7GyyQrfVqVb5rMsC9Mb+sx3FHXvzKUATpr2mTGzl0ZWuiV4IgWAXKMp6abEuIiIiDTnsxo4ync++/pO5Ne+ufw7+N9UN0nEtuLuXvrII4/w97//nX333ZezzjorvH6nnXbiu+++a/NxkTOgvvLKKxQVFYWXg8Eg//vf/xgxYkS8zekxIpNu+SRmbDmRWAXLQhMpmNUmDk/XEifZkZVulpJumc6sMWnMdTkLuz/p5qBpDNFQpZvR9sZpojqi0s2TlO6lEZVuqNJNREREor1hvs/z1uvh5cpAFb9x/iKFLRKxr7iTbuvWrWPMmDEt1pumid/vb/NxjTOgGobBSSdFj0eWlZXFiBEjuPXWW+NtTo/ROHMpQL4q3aSbBSuaqlOdvbqYdDOaKmTfMj/izsDDGqMwg5mVTTPfOoq6NvNtZ0RWuoW66Hd/GxLtQ7Opm66HxM5eCtFjutUq6SYiIiKAaZncFXyUt8yPWWmtibpvHZtS1CoR+4v76mPixIm8/fbbDB8+PGr9U089xeTJk9t8nGmGSh1GjhzJxx9/TN++fePddY8W1b1UY7pJN2usdDNyDBy5XUu6ldCbr90vM89/He9an3Fd4G7GGMM5yDkrAS0Vu2nsWgrgTEn30swZ063qlXLWnbKCnS8diXWoydQBOzHCGJLw/USP6abupSIiIj2dz2qgn283csgmjxzGGiMoopBvWEEVNay3NmFZFoaR/j0KRBIt7qTbVVddxUknncS6deswTZNnnnmGZcuW8cgjj/Diiy92+PjVq1d3qqE9XXVkpZuSbtLNghWhpJuzV9erhFyGi9HGMAqMPHxWAz6gKqK7nGSWYETSzZGS7qVNSbd0H9Mtf+8iRn+yE6P4gg0FVYxyDI2qHE2UHCNyshNVuomIiPR0663NNOCnAT955IaGtzBgoFVClbWaBvyUUk4/eqe6qSK2E/cV9KGHHsoLL7zAddddR35+PldddRVTpkzhhRdeYL/99ospRk1NDYsXL2bNmjU0NESP6XTuuefG26QeoZamwes1kYJ0t8ZKN2dx4rrmzXbsxX/MNwCoVzVNxkp1pVtk0i1opXfSzeF24Bjo5iJO46Ik7icvakw3vTdFRER6usjuo79xHsCfs34PwNn+q/k+GCqqWWdtop+hpJtIc526gt5rr7147bXXOrXDzz//nAMPPJDa2lpqamro3bs3paWl5OXlUVJSYt+kW54LIidtdBhgWtHL0HJd8+UcJ46xveLefaq6lzrG9iJY7oPaQMTKGJ9rvMttxTQAT+eqORxjexHcUNsUN5nttFvMTp5rzZk+E6s2lKxw9k5c0i2yQqe1WUzD5159MHNek0yM6TDaPc+iK91SP6Zb1HkFqT2eXfhsS6bo7qWtV7ql/LuhuXR73yhm+rRLMRXTzjHt2i7FtH9MiOtaYb3VlHQbbPRv9fZ6axM7MyGmeHHxuKHSBxb2OX6KqZgOA7Jd4KVDMV8BlZeX889//pOTTjoJj8cTdV9lZSWPPPJIq/c1d8EFF3DIIYdw//33U1RUxAcffEBWVhbHH3885513XqzN6XZFa0/r8LklU2T30rxunL204NVfddu+kiHd228HwfKmi+pEVrrl0H7STa9dZjC9kRMppL57qc6rjmXjxsDAwmpz9lIdRxERkZ5jXUTSbZBR0nSbkohtNidl30Wbz0hKXJGuMrxeKOq4/4mjwy22ufvuu3nrrbdaTTwVFRXx9ttvc9ddd3UYZ8mSJVx00UU4HA6cTic+n4+hQ4dyyy23cPnll8fanB7FbDA5LnAI5zlO4hzHsRzm/HmqmyQ9SFTSLZGVbhFJt3p1YctYwcqI7qWeFEykYGTOmG7Vr1ZQett6yh7YRGBL27OFd5VhGORsm8FU3UtFRERkfURCbbAxIHy7n9GboQygH72ptKpS0TQR24s56fb0009z1llntXn/mWeeyVNPPdVhnKysLByO0G5LSkpYsyY03XBRURFr166NtTk9StXzZawq+hznVXX0+9hDsZG6ijvpecyIpJsjoZVuTYO1+6yWlW6SGXr9toTRS3Zi5FuTyN+7qNv3n0mzl3qf3cqmy35kw9xVBDYk9z2TG066aSIFERGRni6q0i2iuq3IKGQtG9lCGWVUpKBlIvYX8xX0ypUrGTt2bJv3jx07lpUrV3YYZ/LkyXz88ceMHTuWmTNnctVVV1FaWsqjjz7KpEmTYm1Oj9I4iP1xt+/HoImjYXqKGyQ9SvaO+Yx8exLBsgBZQxI3/lR2B91LJTM4i1w4i7p/LLdGmTR7abC6+2aCDY3rVqlJTkRERIRcctjTmEw9vqjupR4Kwre9VKeiaSK2F/OVkNPpZP369QwbNqzV+9evXx+uYGvPjTfeSFVVqPT0j3/8IyeeeCJnn302Y8eOZf78+bE2p9t5Jz6CVQqhERwNcDugwYxehpbrmi0bxdm4Zg0h75H9Y953Y9INwNmrey9ea098hcCin7A21xHvc417ua2YLgNjYD6e5Sd3qv3+51ZCQzD57bRZzM6ca60JlgWw6k2yhrjJGp7T8QNi1NFECuFzr8KXMa9JRsZ0O8k6bHSXz7NkaT6RQtR5Bak9nnF+tplV3Zh0M3LAarvSLeXfDc2l2/tGMdOnXYqpmHaOadd2Kab9Y0Jc1wqLzY/4iY2U0Dvqb/hC8sO3qyLGIE8k79iHsDbUQMCyz/FTTMV0O6jymG2dtlFizuBMnjyZ5557jt13373V+5999lkmT57cbgzLsigpKQlXtJWUlLBw4cJYm5BS1qZaMBonMLCaZr5rdbntbayNtQTeXhfXviOTbq4+3Zt0C7y9Dmtj5Ado7M+188vN1jVYWGs798tJ4O11EbGT3E6bxezMudaaqufK2HjJDwAMfngMxUf363JMiO5e2tqYbi3PPUj31yQjY9YHE3KeJUvz7qWtn1eQDp9t3Zp02/b+rG0j6WaL74ZWpcn7RjHTsF2KqZh2jmnXdimmnWPGeq0QtIJsYAsAgyJmKwXwGE2VblVJqnSz1lY3zRppo+OnmIpp1dURC0fHm4TMnTuXW2+9lbvvvptgsGmHwWCQu+66i9tvv505c+a0G8OyLMaMGaOx2+IUSGGlm0iwIjnnn7qX9gzrTl/Byt2/ZPXsrzHrmn/hJV8mdS9tTLoZWQaO7Ji/vjsl1L009N40rfQ+biIiItJ5mykjSOhvkMHNk26R3Uutmm5tl0i6iPkK+vDDD+d3v/sd5557LldccQWjRo0CYNWqVVRXV3PJJZdwxBFHtBvD4XAwduxYtm7d2u74cBItqntpn6wUtkR6omR1b46avVQTKWQs37d11H8e+iPMSHKiqDWZNJFCY9It2VVuADlGNjT+qIyPPHLbf4CIiIhkpHXWxvDtyPHcIDRcTBYu/ASSVukmku7iuoL+4x//yKGHHspjjz3GihUrsCyLmTNncuyxxzJt2rSYYvzpT3/ikksu4b777tPECTEKlvnDt529kn+xJRIpWJ6kpFvEeBANqnTLWEFvU6LIcBjdvv/iykJuenYuzqDB0LFDgY0dPsaugtWhpGF3JN3yaBq/sU5JNxERkR4rcubS5pVuEKp220qFJlIQaUPcV9DTpk2LOcHWmhNPPJHa2lp22mkn3G43ubnRf8iXlZV1Onamaqw0cnicGFndXykiPVuykm4djekmmcH0bvv8KkrNDwYlG4uZffZOABSf2I90TrqFK90Kkv89kBuVdGt9XDcRERHJfOutzeHbg40BLe4vNArYalVQnaSJFETSXUxX0GvWrGlz1tLWrFu3jsGDB7d63x133BFzHAlpTLo5e2s8N+l+UUm34mSN6eZvZ0tJZ+a2SjdnN1RntcrZVF1nBa3UtCEBrICFVbet0s2T/O+CyKT4/YH/44asC5K+TxEREbGfyEq3QZS0uN+zbQZTVbqJtC6mv9ynTp3KYYcdxmmnncbUqVNb3aayspJ//etf3HnnnZxxxhmce+65rW530kkndb61PZBlWkq6SUo1Jt0cHieGK3HdA3OixnRTpVsmsgIWZs22RFGKKt2MiKRbOg/pFqwKkD0hF7PeJGtg8sf2vDHrIsoaKnnP+ox7g49xvet8DKP7uweLiIhIam2xyuhDMR4KGGD0a3F/4bbJFHw04LMaooaQEZEYk27ffPMNf/zjH9lvv/3Iyclhl112YdCgQeTk5FBeXs4333zD119/zZQpU7jllls48MAD2423cuVKFixYwMqVK7nzzjspKSnhv//9L8OGDWP77bdPyBPLJKPe3oHAVj+GW11Lpfs1Jt0SPXOuy3DhwIGJqTHdMlRjd0hIYaVbxMdmOle64Qcjx4HRYCW04rQtA41+1FJHFaFJMHw0RFW/iYiISM+wiVK2UsFWKigxere4v9DIC0++VEVNVG8WEYm6HGlbnz59uO2229iwYQN33303Y8eOpbS0lOXLlwNw3HHH8emnn/L+++93mHBbvHgxO+ywAx9++CHPPPMM1dWhMtQvvviCq6++uotPJ/P4f/Sx5qhlbP7DGuo+qEp1c6SHsSwraUk3aOrCVq+kW0YKVjZ1TXYUpahSN7LSLdj2ZnbnKsli9Ac7MvabyQy6b3S37DPPaBpztVbjuomIiPRIW60KAAwMelPU4v7GSjcAr6UupiLNxXUVlJubyxFHHMERRxzR6R1eeuml3HDDDVx44YUUFhaG1++zzz7cfffdnY6bbM5d+8P3daEsvgGGx43lbYhaBlqsa77sGFKAa/bwmPcb3Bog8FMDgZ8ayNuzsOMHJJj7lO0JvLqG4Ddb436u8S63FdPIz8KxXa9Ot79h/jdYlb6kt9NuMeM911pjVpvhX66SkXTLJota6vC1knRrPPfMn6oy5jXJxJhGkRv3Ka1XKEdWujk8qepeGrFgWlHnFbR8nq2ts+NnW3fIJzLpVhf1h3aqvxuaS7f3jWKmT7sUUzHtHNOu7VJM+8cEYr5W2EI5AL0pwmm0/HvOYzQl3aq3VcgnkvNngzC/L8eq8dvm+CmmYhoeN84BhfBBx+dwt5cefPXVVzz++OMt1peUlFBaWtrdzYlZwSu/wuPxdPt+A1ubBph39kn+OD7N5Vy5G1y5W7fvN1Fyrtwt9BykU5yFTibW7I5ZFcRqsBIeP1zp1sqYbul+7gkEKyO6l6Yo6YbDCN+0gpbOqzhEzmBaa9VB06HUcRQREekhtlqhpFtfo1er9zdOpBDatjLh+y94/dcJjymSEF4vFP22w826PelWXFzMhg0bGDlyZNT6zz//vM0ZT3uyqJkjk1BpJNIe/08+Kh7bgrOXi9xdCnD1S2zi1224wUJjumUo9/BsBvx5BMGqAHm7dX+lLhA9kUIady9NhTwjIumm7qUiIiI9js9qCI/v2ofWk27jjdGMMYazxlrPhoiZTkUkpNuzOEcffTS///3v+fe//41hGJimybvvvsvFF1/MiSee2N3Nsb3g1oikWx8l3aR7+b6vZ/NVawHoe8kgcncp6OAR8WmcwVRjumWmrKHZ9Dl3YGobETmRgpn4as3uUvVSOaV3rMdR4KTP3AEU7Fuc9H02714qIiIiPcsWysK3+7VR6dbHKGaF9SMA32/7X0SadPt0mDfeeCPjx49n6NChVFdXM3HiRGbMmMGee+7JH/7wh+5uju2p0k1SKVgRcf4lYcbE7HDSrWX3UpFEMLIMXAOzcA12p6SLfqI0/FBP7Vteql8uJ7DJ3/EDEiA3IulWYynpJiIi0tM0TqIA0LeVmUsBJhhNEzx9Z61MdpNE0k5cV9F+v58zzzyTK6+8skX30Fi53W4eeOABrrzySpYuXUp1dTWTJ09m7NixnYrXXSr73I8VMZNbVxiD8/GsPiWmbVNd6eYdOR9rXeIHxIybw6Cofm7cD7NN+1MknnOtNcGyiPOvd/JmL23Aj2VZGEZTV8Ce/tqlk66eZ8nkLHIx7oddw8u2O69i/GwzqyMmpSjonvHx8iO+8+qadS+13XEUERGRuHX0N9wWq6nSrQ/FrW4zwhhMNm58NPCdtSrRTaQy525I494Kkrm8Mf4oHVelW1ZWFk8//XSnGtTcsGHD+MUvfsFvfvObTifcbrrpJqZOnUphYSElJSUcdthhLFu2LHx/WVkZ8+bNY9y4ceTm5jJs2DDOPfdcKisTP8BjsqjSTVIpqtItKbOXNs1C2NoMppLevC+UsekPP7Llz+vw/6Rqxq6Imgm2sHuSbnloTDcREZGeyLIsLMviseB/wuv6tVHp5jScbGeMAGCVtZZf++ZweMNc7gw83B1NFbG9uLuXHnbYYTz33HNd2umDDz7IpEmTyMnJIScnh0mTJvGPf/wj7jiLFy9mzpw5fPDBB7z22mv4/X5mz55NTU3o1/f169ezfv16/vKXv7B06VIeeughFi5cyKmnntql9nenVFe6Sc8WVemWjKSboaRbJqv5XyWlf17P5j+sIbCxe7pEZqrIpFt3zQQbOXupupeKiIj0HGZVkG+LPsRzj5Mpq8dxpuNojnYe1Ob2f8u6nqXul7jIeQrLrR953XyP6wJ380LwjW5stYg9xX0VPXbsWK677jreffdddtllF/Lz86PuP/fcc9t9/FVXXcVtt93GvHnz2GOPPQB4//33ueCCC1izZg3XXXddzG1ZuHBh1PJDDz1ESUkJn376KTNmzGDSpElRlXmjR4/mj3/8I8cffzyBQACXy/5JrHClmxHqJiXSnczy7uleCqFx3YpIzQyXkhxBb9P5013VWZkqWJXq7qVKuomIiPQUgY1+LJ9F3lo3vSo9jHIMbbPSDWCKY3sAik0PbiMLn9WAD6ikqptaLGJfcV9FP/jggxQXF/Ppp5/y6aefRt1nGEaHSbf77ruPBx54gGOOOSa87pe//CU77rgj8+bNiyvp1lxjt9Hevdv+QKisrMTj8bSZcPP5fPh8Td2gvF5vp9uTCP0uG0LDGh9mTRDDaXT8AJEEiuze7EjCRApjjGHsaUwhSDBUSaNTPKOYlRGJoqLUJN0s0+KnE5dD0MI9NnJqgPSSmu6lkbOXqnupiIhIT9E4adPx98ymT9ZABuw+IqbHnec6iV4UcUYgNEFinaW/H0TivopevXp1l3bo9/vZddddW6zfZZddCAQCrTwiNqZpcv755zN9+nQmTZrU6jalpaVcf/31nHHGGW3Guemmm7j22ms73Y5EK/vHJgy3QfaEdL1UlHQWTHKlWzW1vGd9BuiXsEwUTEGXyBYM8P57KwC5uxWkcdLNDN/urqSbupeKiIj0TIFNTcO+uPq729mypchKef1oJ9KJMd266oQTTuC+++5rsf7vf/87xx13XKfjzpkzh6VLl/LEE0+0er/X6+Wggw5i4sSJXHPNNW3Gueyyy6isrAz/W7t2bafb1FVW0KL65XKqniuj5vX0mfxBMkc46eYycOQn/uOiL01VqaVWecLjS2qFK91cBkZut3/dAKEK7HAFZTB9Z76Kmr00Ce/F1rQ3e6mIiIhkrsixeF0DsuJ6bORETDUankIk/kq3U05pe0phgPnz53cY48EHH+TVV19l9913B+DDDz9kzZo1nHjiiVx44YXh7W677baY2jR37lxefPFF3nrrLYYMGdLi/qqqKg444AAKCwt59tlnycpq+4MjOzub7OzsNu/vTsmuMhLpSPVoHy6/E6fDGUpeJFg/o1f49hbK2tlS0pG5bUw3pyc550/MnAYELKxgx5vaVWP3UkeBA8PRPccyevZS/dEsIiLSUzR2LwVw9Y8v6RY5mEetKuVF4k+6lZdHV6P4/X6WLl1KRUUF++yzT4ePX7p0KVOmTAFg5cqVAPTt25e+ffuydOnS8HaxXKBZlsW8efN49tlnWbRoESNHjmyxjdfrZf/99yc7O5v//Oc/5OTktBLJnqJmjlTSTVLg5wvmUUUN2xkj+ZIXEh6/T0TSTZVumSfo3ZYoSlXX0m0MB1gAZvpWurlHZ+Ps5+q2SRQgekw3dS8VERHpOaK6lw7ofPdSVcqLdCLp9uyzz7ZYZ5omZ599NqNHj+7w8W+++Wa8u2zTnDlzePzxx3n++ecpLCxk48aNABQVFZGbm4vX62X27NnU1tbyz3/+E6/XG54YoV+/fjid9p5NT0k3SSW/5aeKGgB640nKPvqipFsmM7cl3VI2nlsjpwGkd6Vb7u4eApv9OPK6r5tunv5oFhER6ZGiupfGWemm7qUi0RKSyXE4HFx44YXMmjWL3/3ud4kIGZPGseFmzZoVtX7BggWcfPLJfPbZZ3z44YcAjBkzJmqb1atXM2LEiJj3lX31bjg/8ULQBJcDx8B8zPU1UctAi3XNlx2jinBN7R/TPoNbU590y3toNoGPNxF4Z33czzXe5bZiOkpycU7q0+n2Nzz5PebaqqS3024x4znXWlMRMbFBsZGcpFvk1OOlRCfdGs89c1VlxrwmmRjTMawQ95HbtXhtzXoTqyFUWZaqmUsbGc5tlW5BK+q8gpbPs7V1dvhs6/e7wck4NO1q74/mVH83NJdu7xvFTJ92KaZi2jmmXdulmPaPCbR7reAocpI7tQCz3oz7OjRyIqbaBMxemnPLdIJLt2JuqbPN8VNMxXQMzCd7kBOu7PgcTlgmZ+XKlTHNPlpfX89dd93Fm2++yebNmzFNM+r+zz77LOZ9Wlb7XYVmzZrV4Taxyjl3MgUeT0JixcoOY7q5Zg7BNXMIXLxLSvbfVeH2S9zKrabJO3pRlJR99DGKw7dLrbKo+/TapTerwaRg/2KC3iA52+eltjHO0HAFlqnzKh6R3UuXmz9iWiYOI1Rpl+7fDSIiItK22re9BDb4cQ12xz2WbKIr5bPPndzlGCLJEPB6k5N0i5zoAEKJrw0bNvDSSy9x0kkndfj4U089lVdffZUjjjiCadOmpXZwbZsLbG0q61X3Uulu5XjDt3sbyUm69YuavbQiKfuQ1HB6XAz/z4RUNwMIjekGkM6zl6aC28jitayHOMZ/AZso5TT/Fcx335TqZomIiEgSWUGLwObQdWi8XUsB8iPHhKU2Ye0SSVdxZ3I+//zzqGWHw0G/fv249dZbO5zZFODFF1/k5ZdfZvr06fHuuseJrHRz9Y7/A0+kKyIr3YqTNKZbtuGmkHyqqGnRvVQkYRor3dI06WYFLMx6E0e+o9t/qNrZMSH83vyJjd26bxEREel+wVI/bBsHtzNJt1yyw7cT0b1UJN3FnXTr6kQIgwcPprCwsEsxUqH+r5/jSOCYbrF0b7LDmG6BxT/ZZky3zpQWBxb/1OPHdOtsV7ruqHQD2NMxGa9VQ6ERPU5T47mnMd3sHbNxTDc7d9ksOqovZk0QV9+sqPMK7DGmW0efbfVf1rBqj6/AgN5zBzLwLyOSerwiFRr5eCjASzXrrE3h9an+bmgu3d43ipk+7VJMxbRzTLu2SzHtHxNo81ohsCliEoU4Zy4FcBku3GTRgD8h3Ut9f/1cY7oppi1j1g+Kbdzqbs/k3Hrrrfz+97/n/vvvZ/jw4d29+07zXfsh2RH905tPgtfapHhtbdMwOB/P6o6rAgv2LcLIdhAsC/WnT4Xak1/FWlcTtS6e59rZ5ch1QcDvMDqVdGve/mS2044xYz3XWhNV6ZakiRQAyqxKPra+wrAMAlYAlxH6WGrt3IP0f00yLWYQCLz8Q4vzzL+hgYbv63AUucga5k5pte7A20aGb3tHzm/1vAL7fraZVdseYYHh7v4hGQYb/fFa1ay3NmNZFoZh2OK7oS3p8L5RzPRsl2Iqpp1j2rVdimnvmK1dK0TNXDqgc3+/5ZNLA/6EzF5a/7t3wQz1VrDb8VPMnh3TZ8V2fseddBs5cmS73VtWrVrV7uN33XVX6uvrGTVqFHl5eWRlRb+Ry8rK4m1Sxmr40YfhNsiZmIerr8Z0k+4VVemWpIkUAPoavcACC4syKimhczPVir3U/K+SdaeuAGDAHSPpc/aAFLcofYWTboCzsPtngh1klPCttZI66inHm9TPAxEREUmtwKaG8G1X/84VfuSRSzle6tS9VCT+pNv5558ftez3+/n8889ZuHAhl1xySYePP+aYY1i3bh033ngj/fv310QK7aj8v1LqP68BJ/S5aFCqmyM9TIXVlHRLZqVbXyNyMoVySgwl3TJBsDKie3xR9yeKMkmwuinp5ijo/mM52Ogfvr3e2pTU7uYiIiKSWv6I7qVZnax0yzVywILaBFS6iaS7uJNu5513Xqvr77nnHj755JMOH//ee+/x/vvvs9NOO8W76x4nWBa6aHX2dik5Kd2uLKJ7aVIr3SgO39ZkCpkjsjrLkYLqrExiVpnh26k4loNoSrqtszYxie26vQ0iIiLSPaK6l3ZiIgVomsE0Ed1LRdJdwvos/uIXv+Cyyy5jwYIF7W43fvx46ur05otFOOnWS11LpXvcFXiUD80lrLU2Uo+PoQyk2CikXxKrz5pXuklmCHojukSmuNJt5e5f0rCiHmexk3Ts5BqVwPR0/7Gc4pjIr6z92Gxt5dbAg/w9+CR3WeNpOZ2BiIiIpDuzJoh7+1yc+U6cnUy65ZIDQAP+qDGbRXoiR6ICPfXUU/Tu3bvD7f70pz9x0UUXsWjRIrZu3YrX6436JyFmgxm+0HL2Sd0A5NJzBKwAlwRu5inzFb62luOhgBHGYH7p2Dep3cn60it8e6uSbhnDrIxMFKX2Dy2zOohZFYxKBKYTM6J7qTMF3Ut/6dyX/3PfzizHbliA16rGwur2doiIiEjyNayop+HrOuo+qu78mG5GTvh2bQJmMBVJZ3FfCU2ePDmqq6NlWWzcuJEtW7Zw7733dvj4Aw44AIB99903an3jjGjBYHpeFCWaWR4xHpIq3aQbbKUifDuPHDxGAUD4/2TpazQl3baoe2nGMKsiPsNSUJ0VyXBu+84y29/OriKThansqusxCsKfBwYGKPEmIiKScQIbQxMpOAocnf6xL29b91KAW/0Pcq279SGqRHqCuLM5hx56aFTSzeFw0K9fP2bNmsX48eM7fPybb74Z7y57pEBZ0wWrq4+SbpJ8kV07D3DO4O9ZN3TLfiOTbqWWZi/OFMHK1HaJjLKtptsKpmeSKLLSzVGYsAL1uJ3nOonzOAkArzEfi5qUtUVERESSI7BtIgXXgM5VuQHcmfUHPP4CXjDf4M/mg1xhnYPbUO8t6ZnizuZcc801XdrhzJkzu/T4niJYpko36V5bIpJukV0+ky1yX6VWRbftV5Ir1eOQRWmsdEvXpFtVamcvFRERkZ7BrAuGhwhxdXLmUgjNfB4gSNW2H+hWWD8y0RiTkDaKpJu4fzJ3Op1s3ry5xfqtW7fidMZ2MfD2229z/PHHs+eee7Ju3ToAHn30Ud555514m5Oxglsjkm6qdJNusDWia2dk9Vmy9aUXuxk7sqcxhVyyu22/klyNlW5GjoHDnbrqLEj/7qWG2yB7h1xypuRjKOkmIiIiSdJY5QZ0ejy3RuMdo8K3v7NWdSmWSDqLO5tjWa1XCvh8Ptzujt+YTz/9NCeccALHHXccn332GT6fD4DKykpuvPFGXn755Xib1C2Ktp6Fx+Pptv1FVbr1Tl3SzbP6lJTtOxHSvf3dqTSq0q3jSVESxWMU8JW1nFrqohJ/eu3SW2OXyFRPogDAtjyVFbTS8rzq97vB+Df4MasCuIptcDzR+1NERCQTRSfdutYddLyRmKRbUf3cLrVDJFkMrxeKft/hdjH/9f7Xv/41FNgw+Mc//kFBQdPg6sFgkLfeeiumMd1uuOEG7r//fk488USeeOKJ8Prp06dzww3dM4ZUOnD1z6LgwF4Ey/xkDVf1jyTfFprGU+trFHfbfg3DYLDRn+XWD6yzNnXbfiW5xn43GbPGxKpJ/eQ4hiO9K92yJ+SRPSHVrRAREZFM1ziJAnSteynABGN0+PY35vIuxRJJZzEn3W6//XYgVOl2//33R3UldbvdjBgxgvvvv7/DOMuWLWPGjBkt1hcVFVFRURFrczKeI99B4cG9cPVxkTetMNXNkR5ga8R4an2N7qt0AxhklLDc+oFqavFa1UmfMVWSzzCM0IxXdugOGdEEy7SaknAiIiIiEhasCJA9IZdgZbDLSbcxxjD2NfbgM+trPjS/xLKsqAkZRXqKmJNuq1evBmDvvffmmWeeoVevzo35NGDAAFasWMGIESOi1r/zzjuMGjWq9Qf1QJVPlFL+YGjsvFEf7kiuJlOQJIucObQ7J1IAGEz/8O311iYl3SShwmO6QWgyBSXdRERERFrw/9iA79s6AFwlXRvTLcvIwjQsyi0v5XhZZa1ltDEsEc0USStxZ3LefPPNLu3w9NNP57zzzmP+/PkYhsH69et5//33ufjii7nyyiu7FDuZqvd/Fuv7OrAAAwyPG8vbELUMtFjXfNkxpADX7OHkXLlbu/sLlttjTLf66z8k8Ooagt9sjfu5xrvcVkwjPwvHdr0oeP3XnWp/w/xvsCp9SW+n3WLGeq41KjDy2dOYgh9/tyfdBhkl4ds/WZsYz+jwuWf+VJUxr0kmxjSK3LhP2T7qPGsc+9Muv2b2+8NQgmV+DKeB76aPCbwWOq+g5fNsbV2qP9sqnyrFke/ENdBN7s75STpK8Un1d0Nz6fa+Ucz0aZdiKqadY9q1XYpp/5hAq9cKUd1LB3Yt6QYwyzGNN80PAHiv/jNG58WfdKv++TOY35dj1fhtc/wUUzENj5vqAbFNFmdYbc2M0I6ffvqJ//znP6xZs4aGhoao+2677bZ2H2tZFjfeeCM33XQTtbW1AGRnZ3PxxRdz/fXXx9uUpPN6vRQVFbHGdTMeIzchMY3B+R0OQv3D/l9Ts8gLwPit00LdtFLAO3I+1rqalOw7isPo1CCatml/isRyrjWa6vs1X1nf4yaLyuzPujVhcn/g/zg/8EcA/u66gRNdh/X41y6dND/PfN/WsnLqlziKnBSf0I8BfxqRusY1Y7vzqoPPNstv8k3BhwDkTS9k5BuTuqtl7bLdcRQREZG4Nf8bbs3h31H1YjkA2/2wC1ldTLx9V7aCn65cxcBFxXgmFzP0n9vFHaMy524w405ZiCSd16pjWOD3VFZWtjvpZtwlVP/73//45S9/yahRo/juu++YNGkSP/zwA5ZlMWXKlA4fbxgGV1xxBZdccgkrVqygurqaiRMnRk3MIE2zlxpuA0d+bBlUCbkz8DBvmR8z0hjCJVYROaluUJponL20H727vUIpstLtL8EHed58nbus8dijpkfiFawKYvktgqUBrAb9kdQVwaqmiSgcdhgfT0RERDJWePZSA1z9ujamG8A4z2isJ8swq4LUeL0a1016pLizOZdddhkXX3wxX331FTk5OTz99NOsXbuWmTNn8pvf/KbDx59yyilUVVXhdruZOHEi06ZNo6CggJqaGk45JbaKnJ4gsC3p5uzj0gdTjNYe+z3LRn3Kqru+55vgCu4NPk4tdaluVlqwLItSQkm3vkavbt//DMdUPnQ/xQXO39KfPnitaiyUrElXZmVEosijRFFXmN6IY1moYykiIiLJE9gU6sXm7JeF4er6NajhMsjbK1QBFNzsD48XJ9KTxJ10+/bbbznxxBMBcLlc1NXVUVBQwHXXXcfNN9/c4eMffvhh6upavtnq6up45JFH4m1OxmqsdHNqAoWYBbb4CaxrIG+tm4ARZG9jN/oYxaluVlqopAo/oXMuFces2PCwk2M8A4y+eIwCPEYBBko2p6vI6iynJ/WfYb7v66j9sIra97ykWy7XrFbSTURERJLPsiwCG0OVbq7+Xa9ya1T4i2Ly9vKQvX0uNYsqExZXJF3EnXTLz88Pj+M2cOBAVq5cGb6vtLS0zcd5vV4qKyuxLIuqqiq8Xm/4X3l5OS+//DIlJSVtPr4nMetNrFoTCFW6SWwsX+iYHX/PbJZlvcJL2Q+kuEXpY6tVEb7dl94pa8d5rpN42n03T7vvpsDIS1k7pGvMyqaJYOxQ6bbx9z+yesZSVu/9NZipbk18zKqmBqt7qYiIiCRLsLxpWJBEJt3ydi+k9m0vvq/rqHlDSTfpeeLO6Oy+++688847TJgwgQMPPJCLLrqIr776imeeeYbdd9+9zccVFxdjGAaGYbDddi0HUDQMg2uvvTbe5mSkxio3UKVbPMJjR7kMHE6NgxePLZSFb/dLQfdSySxBb2SlW+oTRUbqm9BpZmTVYKE+10RERCQ5wuO5QZcnUIiUPSkPZ18XwdIANW95sYIWhlM9WqTniDujc9ttt1FdXQ3AtddeS3V1NU8++SRjx45td+bSN998E8uy2GeffXj66afp3bupmsbtdjN8+HAGDRrUiaeQeYJlTR94zj6J+5Uh0/W9eFCoJDrNKlnsoHESBYA+SrpJF0WNQ2aDpBuO9P3DLlitiRREREQk+QKb/eTuVoCRZeAel5uwuIbDwHNYb3zf1WHWmdR9XkPerppEUXqOuJJuwWCQn376iR133BEIdTW9//77Y3rszJkzAVi9ejXDhg3T5ADtsALgHpdLsDyQkFljeoqiI/qmuglpKzLp1g8l3aRrTFW6JUxkpZvDBuPjiYiISGYKbGig7sNQcY3n0D4JjZ2zUz7l/9gMQO2iSiXdpEeJq6+K0+lk9uzZlJeXd7xxG4YPHx5OuO2www6sXbu207Eylaufi0F/HcmIlyfQ92JV/0nyNc5cCtDXSN2YbpIZIidScBTZIFEU0YXBSreJFCKPpbqXioiISJI0TqIA4BqQ2MKP/FlF4dvVb2pcN+lZ4r4amjRpEqtWrWLkyJFd3vkPP/yA3+/veEMbMPrnQSmEpr4zwO2ABjN6GVqua7ZsFGfj2mtwu/uqWljBhnNWATDovlH0OqV/kp5Vx1x7DSaw6CeszXXE+1zjXm4rpsvAGJjf6fb7n1sJDcHkt9NmMWM51wDqvqhh5Mp+TN1te+qKGhjlHtqpY51o4XOvwpcxr0lGxnQ7W5xnURMp2GDGTSMiV+WcOgDzkw2h8wpSezxj+Gwz60yMfAdWjYnTRt1LU/7d0Fy6vW8UM33apZiKaeeYdm2XYto/JrS4VghsbAjfTuRECgDusTnk7JiLkefEarAwfSaO7Fa+z1thDC3A2lADAcs+x08xFdPtwPDkwbq2ztwmcSfdbrjhBi6++GKuv/56dtllF/Lzoy8YPB5PvCHTguebE7vtuQXLIyZS6J3aKpG8R/ZP6f7j4VtRh+E0cOQ5cPUPDf6ZTu1PlZo3Kxn/+35MvnQUnl/3Zqedxqe6SYBeu3T2rwsX4f21lyJvASP77UzihuLtpIhKt6yb9yZ7bOLGKUk2q8EM/ZEJGDZKuun9KSIiklkiJ1JovJZKFMMwyN4hn8rHSgGo+7ia/J/Fdm3tWX5yQtsikiiG1wtF8zrcLu6MzoEHHgjAL3/5y6hx2SzLwjAMgsFgWw9tYa+99iI3N30ufrpLcKt9km7pZNXuX2FWBcken8uYL3ZOdXPSRuMXbH5VDkU5mZk0l+71/I6L+WiHLwE4L/uMFLeG6IkUzNQ1ozNKrhhKyRVDsfxmWk8IISIiIvaWzO6lEOpi2ph0q1lUGXPSTSTdxZ3RefPNNxO285dffjlhsTKJnSrd0onVELqaNty6MI1HYFOolPz4e2Yz5oydU9sYyQheQoPwFpKP0wazGEQ2wTKt1DWkC4ys2LpgiIiIiHRG4zWBkWPgKEr832/5s4ow8gyyx+fhX+NLeHwRu4o7o9M4C2lXrF+/nnfeeYfNmzdjmtFlB+eee26X46e74NamXxmcvTV7aSwsy8Jq2NYFS0m3uAQ2JPdXLel5vNa2ma+wycxUzvStdBMRERHpDo29X1z93VE92hLFPSybrCHZ1H9Wg++rWgbeMRJHXup/nBVJtk6VUb399tv87W9/Y9WqVfz73/9m8ODBPProo4wcOZKf/exn7T72oYce4swzz8TtdtOnT5+oN7RhGLZNulUO/QdWXURCwmFAZMVEY7ef5uuaL+c4cU4bQMGrv2pzX8Ey+1S6Vc9+luBHG6G2qU0xP9d4l9uKaQBF2RRtbqebWpDQmIaA4W6qCKme/SzBt9Y1xU1mO+0WM4ZzDSJ+1cpOzq9anRU+9+qDmfOaZGJMh4FzxuCo86yx0s1j2CPpNvAvIxhw03BwGtT9+nkqP94UOq8gtcczls82m0r5d0Nz6fa+Ucz0aZdiKqadY9q1XYpp/5gQda1gNpgYLgOcyf0RPn8vDw3f12P5LWrfq6Lg58UdPqay5O9Q6Qtd69nl+CmmYjoMvNlNk4+0J+7+Kk8//TT7778/ubm5fPbZZ/h8odLQyspKbrzxxg4ff+WVV3LVVVdRWVnJDz/8wOrVq8P/Vq1aFW9zuk/khQVEH/DG5dbWNV+uDWAuL293V41JNyPPgSMntV2KzOXlrT/3WJ5rvMttbWMB3vZP6MaupRBd6WYuL4+Om8x22i1mDOcaRPyqNSA5v2p1Vvjcy6TXJBNjmlbUeRa0glRTC9in0s2R78RZ7MJZ6MRcUdF0XqX6eMbw2bb5urWsn7eKTVeuaXe77pby74bm/xIRMxntVMz0b5diKqadY9q1XYpp/5imFXWtENziD43pFoSsYcmbAit/7yIwIHtCLnVLqmN7kLchXFxhm+OnmIq57T0Ui7gzOjfccAP3338/DzzwAFlZTVnw6dOn89lnn3X4+NraWo4++mgcDo1P05bGpFuqq9zSSWPXUoiudJP2WX6TYGnofFPXUkmEKmrCtwuN/Ha2lFhU/ruU8r9vouy+jaluioiIiGSoyJlLncXJuybIm+HBUejE920dVc+WJW0/InYSd3Zi2bJlzJgxo8X6oqIiKioqOnz8qaeeyr///e94d9tjWJYVTrq5lHSLWXTSzT7VWnYX2Bw5NbiSbtJ1lTT9allEYQpbkhnM6lA3WEehfkwQERGR5Ej2zKWNsvq7yRqWDUDdZzUEK2KrFBJJZ3FndQYMGMCKFSsYMWJE1Pp33nmHUaNGdfj4m266iYMPPpiFCxeyww47RFXLAdx2223xNimjWHUm1raekqp0i53la717qbTPv9GPa2AWziIn2ePzUt0cyQBVVlPSzS6VbtWvV1D7QRUELbLT7G87syr02eYo1PeBiIiIJEfjGM8QmkghmfJnefAtrSVrsJvaD6ooPKBXUvcnkmpx/xV/+umnc9555zF//nwMw2D9+vW8//77XHzxxVx55ZUdPv6mm27ilVdeYdy4cQAtJlLo8VwGY7/dGSPbERpkW2Ki7qWdE9zkJ7Ah9M/zG51w0nV2rHSrfr2CrbdvAGBIH6uDre3DMq1wpZtTlW4iIiKSJJHdS5M95EzBfsV4nynDv7aB6tcqlHSTjBd30u3SSy/FNE323XdfamtrmTFjBtnZ2Vx88cXMmzevw8ffeuutzJ8/n5NPPrkz7c14vm/qWLXblwD0OqM/g+7quHpQ2p5IQdoX2Nh9v2pJz2DHSrfwjEVpxqwxwwMHOwrsM7OwiIiIZJbu6l4KkLd7YfgapObNyqTuS8QO4v7p3DAMrrjiCsrKyli6dCkffPABW7Zs4frrr4/p8dnZ2UyfPj3uhrbmpptuYurUqRQWFlJSUsJhhx3GsmXLorapr69nzpw59OnTh4KCAg4//HA2bdqUkP0nQ+N4bgDOYnUnilXW6BzGfjeZMV/uTMk1Q1PdnLQR9auWxnSTBLBjpZvhTNOkW1UwfNtRqKSbiIiIJEd3/hDvLHaROyX0w+yCA1/k9poFSd2fSKp1ur+K2+2msLCQgQMHUlBQEPPjzjvvPO66667O7jbK4sWLmTNnDh988AGvvfYafr+f2bNnU1PTNHveBRdcwAsvvMC///1vFi9ezPr16/n1r3+dkP0nQ7AsYuYYjekWM4fbgXtkDtnjcskanJ3q5qSNqC9YzV4qCeCNrHTDJpVukfmq9OldqqSbiIiIdIvu/iG+/59GcPOap3ngDy9yrfNufFZDxw8SSVNxZ3UCgQDXXnstf/3rX6muDl1cFRQUMG/ePK6++uoWEyM099FHH/HGG2/w4osvsv3227fY/plnnom5LQsXLoxafuihhygpKeHTTz9lxowZVFZW8uCDD/L444+zzz77ALBgwQImTJjABx98wO677x7zvrpLcGtEpZuSbpJk0eM3qHupdJ03stLNsEmlW7p2L62OSLqpe6mIiIgkybsnfEPRtDx6VRbiyE7+OLL5e3moaKjGa4b+bqyhjmx0LSKZKe6szrx583jmmWe45ZZb2GOPPQB4//33ueaaa9i6dSv33Xdfu48vLi5OWqVZZWWoT3jv3r0B+PTTT/H7/fz85z8PbzN+/HiGDRvG+++/32rSzefz4fP5wsterxcA1y9HYyzxgmmBw8Dom4tVWhe1DLRY13zZMcpD1r7D2nwOwXJ7Jd1yrpiG//W1BD/eGPdzjXe5rZhGcTbOHfp2uv2+B5Ziba5NejvtFrOjcw3s3b208dwzV1dmzGuSiTGNkjzeO6WaHwNPsNRczufmNwxjIL2MIkYaQ1Jw5rQiIl9lHLUDzo1bMVeHvi9SeTw7+myLrHRzeuyVdEv1d0Nz6fa+Ucz0aZdiKqadY9q1XYpp/5hA1LXCecf+mRrqGG+MYgkzY/pboKsKyAvfrqaW3hS1ul3W0dsR/KoUq8Jnm+OnmIpp9M3FNdQFT3d8rsed1Xn88cd54okn+MUvfhFet+OOOzJ06FCOOeaYDpNuCxYsiHeXMTFNk/PPP5/p06czadIkADZu3Ijb7aa4uDhq2/79+7Nx48ZW49x0001ce+21LdbnL9gPj8eT8HY3Z7dKN/dpk3CfNinVzehQww/1VL1UjuF2kDu1gNydQ93a0qX9qdLYvdTZy9ktv2rFQ69d+jitfgZbAmXkk8sUY3uGM5gZjqns7JiQ6qYB0WO6GT8fQ/7B01LYmtiZ9Sa5uxVg+S2cJfZKiuv9KSIikhmqrVpqqAOgv9G5QofOyDeakm61Vi200TEh76HZ3dQikfhYXm9MSbe4r7Kzs7MZMWJEi/UjR47E7U5dSeicOXNYunQpTzzxRJfiXHbZZVRWVob/rV27NkEtjE1kpZvLBkm3dOFbWsvGC39gw9xVVL9SnurmpA3XYDfZk/LInmSTsbck7Wy1KthCGRD6Q81jFIT/2Yaj6a84K9jOdjbjLHaRNciNs7eLrCHZqW6OiIiIZKBNVmn4dn+6L+nWvNJNJFPFndWZO3cu119/PQsWLCA7O3QR4PP5+OMf/8jcuXPbfezLL7/MM888Q+/evfntb3/LhAlNVRDl5eUcfvjhvPHGG/E2iblz5/Liiy/y1ltvMWRIU3emAQMG0NDQQEVFRVS126ZNmxgwYECrsbKzs8PPKxUCNqt0SxeW3wrfNrLsVbFlV8GqILVvVwGQPyv5VZySmb6zVoVv7+eYzp1Zf0hha1pnRH4kWFab29lN3u6F5D0xLtXNEBERkQy2kaak24DurHSjabiIaquu2/Yr0t3izup8/vnn/O9//2PIkCHstNNOAHzxxRc0NDSw7777Ro3XFjkpwuOPP86JJ57IAQccwLJly7jrrrv4xz/+wXHHHQdAQ0MDixcvjqstlmUxb948nn32WRYtWsTIkSOj7t9ll13Iysrif//7H4cffjgAy5YtY82aNeHx6GIVWLIF3/oNoT68hoHRJwerrD5qGWixrvmyo28ujoH5OAa2XllktzHdzA01mBtqCH5fHvdzjXe5rZhGcTaOAfm4du7Xdjt9Zvi24W6qajE31BD4qjTU/zrJ7bRbzI7Oteipwe3VdQ2azj2ztC5jXpNMjLm119eUTMhj84BaJhijU3CmdMw1yE3utAJwgCPYQOCzzZiloT/uUnk8Y/lss6tUfzc0l27vG8VMn3YppmLaOaZd26WY9o8JhK8VNpVEVLqlqHtpTTuVboElWzA31ITGdLPJ8VNMxTT65BDICRCLuLM6xcXF4QRWo6FDh3b4uD//+c/cdtttnHvuuQD861//4pRTTqG+vp5TTz013mYAoS6ljz/+OM8//zyFhYXhcdqKiorIzc2lqKiIU089lQsvvJDevXvj8XiYN28ee+yxR9wzl9bs+zROo+XgzZ1hDM7Hs/qUVu8Lbg0NbO/wOG1RsVW955NY62pS3QxwGBTVt11JaTVY4duRSTfbtD9F2jvXoidRsN9sQT39tUsXM4FFg47i0GVv2mYMt+aKj+1H8bGhxJZ35Hxq7HRedfDZZld6f4qIiKQ/Y3A+G5c39fLqb/Tptn3H2r20ZvcnQ4kOEZupibFCM+6kW2cnQli+fDmHHHJIePnII4+kX79+/PKXv8Tv9/OrX/0q7piNkzbMmjWrRRtPPvlkAG6//XYcDgeHH344Pp+P/fffn3vvvbdTz6E7DH9pAsGyIGZNGg08ZAPRSbfUJyvTQVTSbYD9Kt0kfWTj5kjHL9jdsXOqmyIiIiIicdgYMabbALqv+j66e6nGdJPM1W39Fz0eD5s2bYrqArr33nvz4osvcvDBB/PTTz/FHdOKYWyenJwc7rnnHu65556443c3y7RYsdMXOD1O8vYsJH+6xtmKldXQevdSaVtU99IB9qt0k/RhYNhr4oQMseHC1VS9UIajwMmwp8fjHpWT6iaJiIhIhtmUojHdCiJnL0VjuknmijvptnXrVq666irefPNNNm/ejGmaUfeXlZW1+rhp06bx3//+t0W3zpkzZ/LCCy9w8MEHx9uUjGN6g1i1JoFak2CFKt3iEVXplq1Kt1hEdy9VpZt0XoGRx3muk1LdjIwT2OjHv2ZbctypHxNEREQk8arMGvrRm3xy6U1xt+03X7OXSg8Rd9LthBNOYMWKFZx66qn0798fw4jtQuCCCy7gvffea/W+WbNm8cILL/DII4/E25yMEiyLmEShT+onUUgn0bOX6uI0FtGVbkq6SebyvlBG6Z/XgQl96syOH2ATZlXTjy+OQv2YICIiIom3ia1soYwtQG+jqNv2G5l0q1H3UslgcWd23n77bd55553wzKWxmjlzJjNnzmzz/r333pu999473uZklKikmw1mLk0n6l4av8BGe0+kIJIowVI/dR9WA2AVQbp8QpjVTUk3Z6EzhS0RERGRTFWBF4AcsskxsjvYOnEKIiYpVKWbZLK4Mzvjx4+nrk59rpNBSbfOq/X4MEY7oQGC+elTyZJKhssgZ2o+jlynKislsznSJc0WLbit0s3IMWwxm7WIiIhkngorlHTrRfeOJx41e6kq3SSDxf1X/L333ssVV1zB4sWL2bp1K16vN+qfdF6gLKLyqLe6+8Xjb2c9x5TPTmHK0lNYOv2HVDcnLdR9Vk39xzU0rKzHSNOkhEgsjG3joZmGiUX6TDnf2L3UoSo3ERERSZLGSrcio7Bb95uviRSkh4i7vKW4uBiv18s+++wTtd6yLAzDIBjUBACdpTHdOq+BpoSlGyUsO2IFLQKbQ8dMkyhIplt+2AbmHvoXlrt+5MsJJ1FYkeoWxSacdCtQ0k1ERESSo2Zbwqs4lZVu6l4qGSzuzM5xxx1HVlYWjz/+eFwTKUjHopJuvZR0i4eSbvEJbg3Atvy4km6S6Tx5BXzRsAyAAAE68dWXEo1JN43nJiIiIslg0jQsT3F3V7qpe6n0EHFfeSxdupTPP/+ccePGJaM9tpX3+AFkfVcHQQvDaWD0z8PcVBu1DLRY13zZMbgA55jiVvdhx0q3/IW/wlxRgf+zzXE/13iX24rp6JuLc2T7v7xEJt2yaZoUIH/hrwgs/ong+pqkt9NuMds71wKbImcuteckCo3nXnBddca8JpkY0zkoH9fMISk4Q2I3yhhKFi78BDj/hU/495obCK4LTayQyuPZ3meb2WBiNYS6wtqxe2mqvxuaS7f3jWKmT7sUUzHtHNOu7VJM+8cEcAwu4KfRNeHv0u6udHMbWfzKmM0X1rd4qeLV4DvMdv6sxXZ5zx1McHUlVmm9bY6fYiqm0T+P3F4WHPn7Ds/1uDM7u+66K2vXru1xSbes/UeQ95vkfhDZcSIF57heOMf1IuugkaluSrsarNYr3RrbL9ECGyJnLrVnpVv43Et1QyTtZRlZjDGG8621kjfGfoMxaSg5hj0+Y9vSWOUG9uxemi7fDSIiItK2reZXsO23+F5GUbfv/xb3JYz17QcWPBR8ptWkW9YBI3Q9ILbUEOOcBnFfdcybN4/zzjuPSy65hB122IGsrOi3wI477hhvSNmmzwWDKDykN8GtfrIGuVPdnLTij6h0yzL0sdyRqEo3mybdRBJpgjGab62V+AlwfeAers06L9VNaldpTjkv/f1TPNV5DB08mOFMSHWTREREJMM0zlwKUET3di8FKCQ/fNtLdbfvX6Q7xJ10O+qoowA45ZRTwusMw9BECglQ+pd1BNY14Ozjotfp/VPdnLSiMd3i498UUelm0+6lIon0B9c5/IFz+FfwZZzYr3KsudLcCq466n4Afus8nIPYP8UtEhERkUzTOHMpQC+je7uXQnTSrdqqaWdLkfQVd9Jt9erVyWiH7dWevwg+8YJpgcPAUZKHubk2ahlosa75smN0Ea5ZQ3Af07J7bv0n1TSs8uHs5bTNBBUN/7eMwOKfCLy3Ie7nGu9yWzEdfXJw7NCXvL/OarOdvjaSbg3/t4yG+V9jbqhJejvtFrO9c82sDuIa7CZY6idrgD2TlI3nnrmiMmNek0yM6RiYj/uU7Vs9z+xkomMMAFP+L48BiwNUr3oGaPk8W1uXis+2Kpr+8Iz8g9QuUv3d0Fy6vW8UM33apZiKaeeYdm2XYto/JoBjdBGeGZvh8NB3aSoq3ZyGk3xyqaEOL60n3WrPXYT5VSnm1nrbHD/FVExHSR61Q2NLpxmWZVmdfI/0CF6vl6KiIta4bsZj5CYkpjE4H8/qU1qs/27ARwTLg7hHZTP22ykJ2VdXeUfOx1png18dHAZF9XPbvPsXDafxpvkBAKXZH1FghN5Ytml/irR1rq094Xu8/9oKwJilO5M9NjHndiL19NcunbR1ntmR7c6rNj7bXg2+wy/9ZwFwufMsrspq+/MvFWx3HEVERCRu1YPgmGXv4yaL37vOYD/n9G5vw8j6vdnAFoYwgBU5r7e4vzLn7lCiQ8RmvFYdwwK/p7KyEo+n7UpRR2eCP/roo0yfPp1Bgwbx448/AnDHHXfw/PPPd661ghW0CFaEuuY6+9iz8sjO2ppIQVoXiOxeOtCdwpaISGuiKt0M+1W6iYiISPoLEOQj60vesT5lgNE3JW0oNAqA6L99RDJJ3Em3++67jwsvvJADDzyQioqK8BhuxcXF3HHHHYluX48RrAjAtgS+s5e9Z9Wzo6iJFOLvNd3jBDaGjpejwIHThjMjivR0VRHjmhTYsHupiIiIpL8AAQAcOBhrjEhJGwoJ9VCqogZ1wpNMFHfS7a677uKBBx7giiuuwOlsuljfdddd+eqrrxLauJ4kuDUQvu3so6RRvBonUnCTZZvx8OyscfZSV39VuYnYUbUq3URERCTJ/NuSbiOMweQY2SlpQ2Olm4lJLXUpaYNIMsWddFu9ejWTJ09usT47O5uaGpWEdlawPCLppkq3uEUm3aR9Zr2Jua0rs8umkyiI9HRV1IZve1TpJiIiIklgbetqNcEYnbI2RP6d09ZkCiLpLO6k28iRI1myZEmL9QsXLmTChAmJaFOPpEq3rlHSLXZR47n11/ESsaMqqzp8u0CVbiIiIpIEOWQzxdieccaolLWhkILw7ci/f0QyRcxJt+uuu47a2louvPBC5syZw5NPPollWXz00Uf88Y9/5LLLLuN3v/tdMtua0YJlqnTrCp8V6i6ppFvHGruWgrqXithV1EQKqnQTERGRJKjHx2fW1/Q2ilLWBo/RlHTzoqSbZJ6YszvXXnstZ511Fqeddhq5ubn84Q9/oLa2lmOPPZZBgwZx5513cvTRRyezrRktKummSre4NU6kkKWkW4caJ1EAdS8VsavIiRSUdBMREZFkyiU147kBFGybSAHAa6l7qWSemLM7kTOJHHfccRx33HHU1tZSXV1NSUlJUhrXk+TtWUjJ9cMIlvnJmZTX8QMkSrh7qaEkUkeClQHyflYIBmQNTd0XrIi0rTpiTDd1LxUREZFkyiEnZfuOrHSr1phukoHiGtOt+ayQeXl5PSfhltXsUDWfINNoY13z5SwHjv4tL6DqltTQsLwOTHD2sU/iyNE/v/XnHstzjXe5vW1ynLSnrTHdHP3zo+Mku512itnGueb/wUftO1XUvl1l667M4XMvk16TTIxp0Op5ZldR55Udjmcbn22R3UvtOJFCyr8bmv9LRMxktFMx079diqmYdo5p13Yppv1jGhDMgs39Q7OF5qZo5lIADx10L438W8kux08xFdOg5d/CbYjrinu77bZrkXhrrqysLJ6QaaNo4xl4PJ6kxa9ZXIn3X1sB6H3WgKTtJ14FHxyV6ibEpDHplk30GGXp0v7ulC7dS/XaSTKky3lVva17hQMHuSn89bkt6XIcRUREpHW3BeZzeeBvACn9W2M7RvJzY082s5Vl5mpo9ntkUcXZqWmYSAcMrxeKLulwu7iSbtdeey1FRakbZDGTRY3p1tu+1Ud2ZFmWZi+NQ/RECjpeInbk3VbpVkh+hz92iYiIiMSrDl/4dirHdBvuGMTrgfcAyDY1yZtknriyO0cffXTP6U7azcJJNyc4itrvSinRAjQlLDWRQscCm7ZVuhngKtHxErGTOwMP85b5MWus9UD04MIiIiIiiVJn1Ydvp7LSbZRjKDsa4/jSWsYyazWH+s7GZTiZ4ZjKea6TUtYukUSJOemmX9qTK7g1lDhy9nLpWMepscoNNJFCLBqTbs6+LowY+6GLSHJ9bn7D7Ibf4sBBLzxMZiK7OiZxtuvYVDdNREREMlAdEUk3I7VDWdzouoh8I5fXgu/yQvANlls/sMj8CAuL810np7Rt/9/efYdHVab/H/+cSe8h1ABJQJqgUhQLRYqCASyguKCiwsquusCCBewFRL+ggoCoKz9XARHEAiIrKzYMC9joSIcIIgiCkEJ6yDy/PzBDhmSSCU6YmfB+XVeua06Ze+5zck+GuXmec4A/64zuXnouymw3T+ZQkWSMZFknL+iYd9qyVHrdactWrTAFXZ2gsNeucopflPZH083HppbmDlumwi9/kTmQVeljrfSyq5hBNtkSoxS16fYyc8wv2XQ7baRb7rBlKpi/U8o7UfV5+ljMsmrNGKMTh05OLw2s69vDtx21dzS32vxOqmXMsEAFD2xe6m+ar3KqK8m757PE37bfTZrj5gm1Faeatlgl2OLVxJbohbNUMa9/NpzO3943xPSfvIhJTF+O6at5EdP3Y0oaXjNMjbpfqTHTVnh1eqkk9QjoKEn6wb5JYVao8kyBpAKlm+M63vod2fcdlwrtvnP+iEnM0AAdr+Fefbvd4bHb7e7uWi2ZfZmSFVa8dPJNf2rracuu9zHHC1X46V6FldxSaJc9s0iS7zXdCj/dK3Og5K2b3T/WM18+bV2hXfad6S5zLCin6Vb46V4pq3h7FefpYzHLqjV7RpFMvpHk+9dzK117kr//TqplzDLqzJeVXVeSt/+2HdGpmxDdG3iLRgTe4c7heI1PfDaUyU/eN8T0w7yISUxfjumreRHTl2PWPB6gHp8lSvLu9NKSRgUOVnvbRbq64E5JUp7yTv5byW5O7uBD54+YxDSZuXIHc8t8QFFakeNxQJxvN0J8UXlNNzjLO5IrBVmSfPvOpcC55qhJdzyuZcV5LxEAAHDOCbW8O9KtpFCdmo2Tp4Jy9gT8g28NqzpHFR091TTytZFu/qDQnDp/QZR0uVaft029jvxNSWn19E9zh0aombdTAiDpiDnmeFxLbo5VBwAA8ABfGekmSaElprrmlbjDKuCv6FD4gOLruUlSIE23Sis50i3E8u3rlHnbb/pdsqSf4w6piFIDfMbvSnM8rmXRdAMAAGdPuK823QxNN/g/vnb7AFuNQMUOqa2iYycU2jbC2+n4HaaXuu8387vjcT2rthczAVDSUUPTDQAAeEeol2+kUFLJqa6MdEN1QNPNB9izihTcKFQBFwcq7PJIb6fjd2i6ua9k062uankxEwAlHSnZdGN6KQAAOEtCFSLLsrydhgPTS1Hd0HTzATkrj+vw2F8kSQ3nNlNIU3+5D6BvyC9xgU2abuU75DTSraYXMwFQUvH00kiF+9TFjAEAQPUW5kOj3CRupIDqh7uX+oCiY6eu6RZQgz5oZRU43UiBplt5flOJkW4WI90AX1E8vZQ7lwIAgLPJl26iIHFNN1Q/NN18gFPTrSZNo8oqLDm91OL8leeQOSLp5IjAWEV7ORsAkpRccJeCFawmStBHga96Ox0AAHAO8bUR9gFWgIL+mJDH9FJUBwyrcpOtVZy0t0CyS7IkRQZJ2YXOy1Lpdact2+pFKPCaRKfYRcdONY18baRb0MDmOvH5PtlT0yt9rJVedhUzNFC282Jc5ljeNd2CBjZXwdvbpOOFVZ+nj8Usq9Z+M0clnbyemy9du6Esjto7lF1tfifVMmZkkIIGNv9Tv+uzyamuJO+ezz/+th0yR3RQhxWtSLUMaHK2TsWf4vXPhtP52/uGmP6TFzGJ6csxfTUvYvp+TEnb6vyqZT1+8bmRbtLJ0W6FOqE85cvWrrbsqRlS3gnfOX/EJGZkkGy1w6RNrqr4FMsYYyre7dyVmZmpmJgYZWRkKDo6ukpeY2/yFmWnZEqSzj96mQIiA6rkdaqT5UU/aKfZq5X2NfrZ/qsO6DfVseL0ROAw9Q7o6u30fNKJzEKNXvasjrXKUs16cZoS/bi3UwIgqUne1Tqg31RfdfRT6DJvpwMAAKo5Y4zC8i+SJF1qXaQVIe96OSNniXlddFjH1MhqqO0hS72dDlAmd3tFvjWs6hxVPL3UCrZki2DGrzves/9XbxV9KEm6WK3UyGqgLrZLabiVI+frTP19YC9JUtywetIULycEQJKUo1xJUoQV7uVMAADAuaDkjehCfexGCpIU8kdO+VzTDdWAX3d4/ve//+n6669X/fr1ZVmWFi1a5LQ9KytLI0aMUMOGDRUWFqZWrVrp9ddf906y5ShKO9l0C4gL9Pkpf74i2+Q6HkdbUYq2IhVtRXoxI9+XtTTd8Tjymliv5QHAWZZyJEmRoukGAACqXo7yHI/DLB+cXvrHdeZyuaYbqgG/HumWnZ2tNm3a6K677tJNN91UavsDDzygZcuW6Z133lGjRo30+eefa9iwYapfv75uuOEGL2RcthNHTzXd4J5cnWq6zQyeqHirthez8X3GGOVtyVF45yjZc+2K6Fo1U6UBVE6BKVShTn4GhCvMy9kAAIBzQayidJ9tsAp1QvcH/dXb6ZQSqmBJ3EgB1YNfd3l69+6t3r17u9z+zTffaPDgwerWrZsk6e6779aMGTP0ww8/VLrpllH7dRnjgS9ENsnWNFZRm++QJNnz7DI5dkm+2XQ7fuEc2Xenn7xgoDcF2RSTPdyxWPJ/ZyLK+aJ6/MI5su9Mr8rMfFeJWsvfnqvc77MkSRE9YmQL9/3rBvpM7aFCtuan/qb5Ol+rKxNkk07e30SRfjS91NfOIwAAqJxHbKHKbGpTw831vJ1KKcU3d8hTvjIiXpUK+QcHfE+mlVvxTvLz6aUV6dixoxYvXqwDBw7IGKOvv/5aO3fu1DXXXOPyOfn5+crMzHT6keS5LxZ2yWQXOhZNrl3hXaIVckGYgpv53igHU3yHDm8rcr7fR8nppWHlXIeg5Lk+55SoNX+cWuoztYcK+dP7zOfqquhUMv40vdTnziMAAKgUyy7FZvve909JCvljpJukUt8DAZ/h5r+FfW9olQdNnz5dd999txo2bKjAwEDZbDa98cYb6tKli8vnTJgwQePGjTtrOZoio7i/11VAXKCCm/refHpflfvHSLcgBSrICvJyNr4v66t0hbQOV0BMgN803YBzTYTlm//wBQAAOJtCrRCJXhuqiWo90m369On67rvvtHjxYq1du1aTJ0/W8OHD9eWXX7p8zqOPPqqMjAzHzy+//FKlOeZvzdH+O3bp52u36diM36r0taqT7OK7/fnRyBBvKcoqUs7yTOVvylHhvgKFnM8Xe8AX+dNINwAAgKpS8o6qhu4b/Fy1HemWm5urxx57TB999JGuvfZaSVLr1q21YcMGTZo0ST169CjzeSEhIQoJOXu3TS46dsLxOKBmtf11eFzOH9NLw8XowIrkrMqUOXHywyqyZyx3yAV8FDdSAAAAcG66Af6u2nZ5CgsLVVhYKJvNeTBfQECA7HbfuRCNU9OtRrX9dXhc8fRSX7zFta/J+m+abFE2hZwfrqjrang7HQAu+NONFAAAAKpKqEXTDdWHX3d5srKytHv3bsfynj17tGHDBsXFxSkxMVFdu3bVmDFjFBYWpqSkJC1fvlxvv/22XnrpJS9m7exEiaZbICPd3HZqeikjQyqS9Xm67Bl25a7NVnjnaG+nA8AFppcCAABIoSVvpAD4Ob/u8qxZs0bdu3d3LD/wwAOSpMGDB2vWrFmaP3++Hn30UQ0aNEjHjh1TUlKSnnvuOd17773eSrkURrpVXpEpUr4KJDG9tCLmhJG98OTU0vBOUQqICvByRgBKKnmVEq5RCQAAIIXxHQ/ViF93ebp16yZjXF9YsV69epo5c+ZZzKjyuKZb5eUq3/E4jLv9lcvkGZ04XKCghCBF3xjn7XQAlIPppQAAAFJIiZFuRkaWuCY1/Fe1vnupP2CkW+VlK8fxmJFu5TN5J69fWPhLoSKYWgr4NKaXAgAASKMCB2t78GcaFTBYouEGP0eXx00hI9vKtjpDshvJZskWHyH7wWynZUml1p2+bGsSo8BO9R1xi44VOh4HxPneryPsle4qWvWrClf+Wuljreyyq5i22mEKuKiWI6cck+d4XNHd/sJe6a6Ct7fJfiCryvP0tZi2pBgd/aJQtgMBskXYFHKhf32hL669otSMavM7qY4xbQ0iFXxnSy9UyJkpWVdS6eMsa11V/m1bfsGp65L6091Lvf3ZcDp/e98Q03/yIiYxfTmmr+ZFTN+PKanU91JfUsuqoVpWDdW319Gmh/LUfksD2Y/k+sz5IyYxbfERCm4YKLlxuwDLlDc/E8rMzFRMTIwyMjIUHe35kUK7221Q/tZcWWE2tUq/3OPxq6Ot9t26uKCfJGlwwI2aETTeuwn5qKwv0vXzddskS4obGa/4Fxp5OyUAJayzb9GME/O10r5WIVaw3g+apqa2JG+nBQAAAKAC7vaKmF7qZSdCimSFWlzPrRKK71wq+dfIkLPt+GfpJx8YKfyKKK/mAqC0ZfbvNNv+kVK1Ty2tJjTcAAAAgGqGTo8XGWN0WcrfVKBCXVHQRima6+2U/EKOOdV0i6Dp5tLylmt1/pX1FbzaUuRVMd5OB8BpfjfHHI9rWTW8mAkAAACAqkDTzU3587YrZ+NxmSIjBVgK+GNOb8llSaXWnb5sS4pWwEW1FHBxHeUoVwU6eU23kNAQbx6eS0XrDuvEj7+r6LuDlT7Wyi67imnVDlfA+TUUfNv5kqRcnbqmW5hV/o0UitYdVsEnP8m+P6vK8/SlmMfr2vVpg7l6afwxxbdsoY9jr/B4bVS14tozP2dWi99JdY1paxip4OvOU8DFdbxQJZVXsq6k0sdZ1rqqOp+XxBWof7OmWnDLbv0j4FavnZMz4e3PhtP52/uGmP6TFzGJ6csxfTUvYvp+TElO30t9WcG87Sranib7kRyfOX/EJGZAfIQK6rg3cZSmm5vy/pmiYOvUqKoTp20/fbm8fawGEYrec5eOKsOxLU4xnkjT47L7fyJzINtpXWWO9UyXS62zWY6mm/P00vKbbqfnX+V5+kjMMEkvq7t+rZ+lj3fHlfEKvq+s2pP893dSnWMWztyq6D13lfFM3+OqrqSzfz6vUbSutnXXglt2q6afjXTzmc8GD7ymJ/Iipu/FICYxz7WYvpoXMX07ZvH3Ul+We9eXJy9eL987f8Q8t2PmlpiBVx6abl6UZko03axY7yXiR46YY1pn36LzlKAgK0gXWs29nZJPC1SgrrF19nYaAMphyfLZ/3gBAAAAcOZounnRUZPueMwXLvfsMfs1uegtSdKlukg9Azp5OSPfVteqqWa2C7ydBoBy1FSsAqwAb6cBAAAAwMO4e6kXpZWcXmrRdHNHjjl1PTduogCgOqjJSGc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", "text/plain": [ "
" ] @@ -332,20 +332,58 @@ "source": [ "## Fill gaps\n", "\n", - "Because gaps can span longer periods, interpolation is not (alway) the most suitable method to fill the gaps. The following method can be used to fill the gaps:\n", - " * intepolation: linear interpolation of the gaps. Use the [fill_gaps_linear()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_linear) method for this.\n", + "Because gaps can span longer periods, interpolation is not (always) the most suitable method to fill the gaps. The following method can be used to fill the gaps:\n", + " * interpolation: linear interpolation of the gaps. Use the [fill_gaps_linear()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_linear) method for this.\n", " * Debias ERA5 gapfill: Use ERA5 and a debiasing algorithm to fill the gaps by calling the [fill_gaps_era5()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_era5) method.\n", " * Automatic gapfill: A combination of the interpolation and ERA5-debias. For the shortest gaps interpolation is used and debias-ERA5 for the longer gaps. Use the [fill_gaps_automatic()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.fill_gaps_automatic) method for this.\n", "\n", - "Here an example of using debias ERA5 gapfilling of temperature observations." + "Here is an example of using debias ERA5 gapfilling of temperature observations." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "3f66d0f6-2912-40e3-aa50-0cb27821b495", "metadata": {}, "outputs": [ + { + "data": { + "text/html": [ + "

To authorize access needed by Earth Engine, open the following\n", + " URL in a web browser and follow the instructions:

\n", + "

https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=gOIKcfY39t-LaSM_esufmUl1XAlzLqE3KVIYY7vUJ04&tc=5laNPc-Y_M4z8qVxTUtp71dwfdgRuNHjkYgSdWvirrQ&cc=3Auxy8YEGzBho3lWk01G2QP8A9QF5VEoEoHxuxl65-0

\n", + "

The authorization workflow will generate a code, which you should paste in the box below.

\n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdin", + "output_type": "stream", + "text": [ + "Enter verification code: 4/1AfJohXnKdN9MAKx-q9l7U6FHNF4FR7u6VH8zU5WXCgT1sZMJKO7TfV3G3ig\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Successfully saved authorization token.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "*** Earth Engine *** Share your feedback by taking our Annual Developer Satisfaction Survey: https://google.qualtrics.com/jfe/form/SV_doiqkQG3NJ1t8IS?source=API\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -355,7 +393,7 @@ } ], "source": [ - "#Update the settings (defenition of the period to calculate biases for)\n", + "#Update the settings (definition of the period to calculate biases for)\n", "your_dataset.update_gap_and_missing_fill_settings(\n", " gap_debias_prefered_leading_period_hours=24,\n", " gap_debias_prefered_trailing_period_hours=24,\n", @@ -363,7 +401,7 @@ " gap_debias_minimum_trailing_period_hours=6,\n", " )\n", "#(As a demonstration, we will fill the gaps of a single station. The following functions can also be\n", - "# directly applied on the dataset.)\n", + "# directly applied to the dataset.)\n", "your_station = your_dataset.get_station('vlinder05')\n", "\n", "\n", @@ -382,12 +420,12 @@ "id": "6cb0626d-a45c-4bd1-ad93-32c933f9d10c", "metadata": {}, "source": [ - "The gaps of the station are now filled. To inspect these filled values, you can plot them" + "The gaps in the station are now filled. To inspect these filled values, you can plot them" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 10, "id": "524065e9-13cd-4359-8ca7-d9cdc931ace9", "metadata": {}, "outputs": [ @@ -397,13 +435,13 @@ "" ] }, - "execution_count": 11, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", "text/plain": [ "
" ] @@ -421,12 +459,12 @@ "id": "37e4da59-953b-4fed-ab7a-a33325f31e66", "metadata": {}, "source": [ - "If you want more details you can inspect the dataframe with the gapfill values, or print out the information." + "If you want more details you can inspect the DataFrame with the gapfill values, or print out the information." ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 13, "id": "1fd0c99f-4d86-4dbb-936c-226d949f1d30", "metadata": { "scrolled": true, @@ -434,580 +472,125 @@ }, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-01 00:00:00+00:00 \n", - "\n", - " * End gap: 2022-09-01 05:45:00+00:00 \n", - "\n", - " * Duration gap: 0 days 05:45:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-01 00:15:00+00:00 NaN\n", - " 2022-09-01 00:30:00+00:00 NaN\n", - " 2022-09-01 00:45:00+00:00 NaN\n", - " 2022-09-01 01:00:00+00:00 NaN\n", - " 2022-09-01 01:15:00+00:00 NaN\n", - " 2022-09-01 01:30:00+00:00 NaN\n", - " 2022-09-01 01:45:00+00:00 NaN\n", - " 2022-09-01 02:00:00+00:00 NaN\n", - " 2022-09-01 02:15:00+00:00 NaN\n", - " 2022-09-01 02:30:00+00:00 NaN\n", - " 2022-09-01 02:45:00+00:00 NaN\n", - " 2022-09-01 03:00:00+00:00 NaN\n", - " 2022-09-01 03:15:00+00:00 NaN\n", - " 2022-09-01 03:30:00+00:00 NaN\n", - " 2022-09-01 03:45:00+00:00 NaN\n", - " 2022-09-01 04:00:00+00:00 NaN\n", - " 2022-09-01 04:15:00+00:00 NaN\n", - " 2022-09-01 04:30:00+00:00 NaN\n", - " 2022-09-01 04:45:00+00:00 NaN\n", - " 2022-09-01 05:00:00+00:00 NaN\n", - " 2022-09-01 05:15:00+00:00 NaN\n", - " 2022-09-01 05:30:00+00:00 NaN\n", - " 2022-09-01 05:45:00+00:00 NaN\n", - "Name: temp, dtype: object \n", - "\n", - " * Gapfill message: gapfill not possible: no leading/trailing period \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-01 19:45:00+00:00 \n", - "\n", - " * End gap: 2022-09-02 05:45:00+00:00 \n", - "\n", - " * Duration gap: 0 days 10:00:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-01 19:45:00+00:00 20.470136\n", - " 2022-09-01 20:00:00+00:00 20.200433\n", - " 2022-09-01 20:15:00+00:00 20.018491\n", - " 2022-09-01 20:30:00+00:00 19.836549\n", - " 2022-09-01 20:45:00+00:00 19.654607\n", - " 2022-09-01 21:00:00+00:00 19.472665\n", - " 2022-09-01 21:15:00+00:00 19.298483\n", - " 2022-09-01 21:30:00+00:00 19.124300\n", - " 2022-09-01 21:45:00+00:00 18.950117\n", - " 2022-09-01 22:00:00+00:00 18.775934\n", - " 2022-09-01 22:15:00+00:00 18.639577\n", - " 2022-09-01 22:30:00+00:00 18.503221\n", - " 2022-09-01 22:45:00+00:00 18.366865\n", - " 2022-09-01 23:00:00+00:00 18.230508\n", - " 2022-09-01 23:15:00+00:00 18.118333\n", - " 2022-09-01 23:30:00+00:00 18.006158\n", - " 2022-09-01 23:45:00+00:00 17.893983\n", - " 2022-09-02 00:00:00+00:00 17.781808\n", - " 2022-09-02 00:15:00+00:00 17.669904\n", - " 2022-09-02 00:30:00+00:00 17.558000\n", - " 2022-09-02 00:45:00+00:00 17.446096\n", - " 2022-09-02 01:00:00+00:00 17.334192\n", - " 2022-09-02 01:15:00+00:00 17.225511\n", - " 2022-09-02 01:30:00+00:00 17.116830\n", - " 2022-09-02 01:45:00+00:00 17.008150\n", - " 2022-09-02 02:00:00+00:00 16.899469\n", - " 2022-09-02 02:15:00+00:00 16.846384\n", - " 2022-09-02 02:30:00+00:00 16.793298\n", - " 2022-09-02 02:45:00+00:00 16.740213\n", - " 2022-09-02 03:00:00+00:00 16.687128\n", - " 2022-09-02 03:15:00+00:00 16.628042\n", - " 2022-09-02 03:30:00+00:00 16.568956\n", - " 2022-09-02 03:45:00+00:00 16.509870\n", - " 2022-09-02 04:00:00+00:00 16.450784\n", - " 2022-09-02 04:15:00+00:00 16.386438\n", - " 2022-09-02 04:30:00+00:00 16.322092\n", - " 2022-09-02 04:45:00+00:00 16.257745\n", - " 2022-09-02 05:00:00+00:00 16.193399\n", - " 2022-09-02 05:15:00+00:00 16.268304\n", - " 2022-09-02 05:30:00+00:00 16.343210\n", - " 2022-09-02 05:45:00+00:00 16.418115\n", - "Name: temp, dtype: float64 \n", - "\n", - " * Gapfill info: temp_model_value trail_weight \\\n", - "name datetime \n", - "vlinder05 2022-09-01 19:45:00+00:00 20.470136 0.000 \n", - " 2022-09-01 20:00:00+00:00 20.200433 0.025 \n", - " 2022-09-01 20:15:00+00:00 20.018491 0.050 \n", - " 2022-09-01 20:30:00+00:00 19.836549 0.075 \n", - " 2022-09-01 20:45:00+00:00 19.654607 0.100 \n", - "\n", - " lead_weight hours minutes seconds \\\n", - "name datetime \n", - "vlinder05 2022-09-01 19:45:00+00:00 1.000 19 45 0 \n", - " 2022-09-01 20:00:00+00:00 0.975 20 0 0 \n", - " 2022-09-01 20:15:00+00:00 0.950 20 15 0 \n", - " 2022-09-01 20:30:00+00:00 0.925 20 30 0 \n", - " 2022-09-01 20:45:00+00:00 0.900 20 45 0 \n", - "\n", - " temp_bias_lead temp_bias_trail \\\n", - "name datetime \n", - "vlinder05 2022-09-01 19:45:00+00:00 0.0 0.0 \n", - " 2022-09-01 20:00:00+00:00 0.0 0.0 \n", - " 2022-09-01 20:15:00+00:00 0.0 0.0 \n", - " 2022-09-01 20:30:00+00:00 0.0 0.0 \n", - " 2022-09-01 20:45:00+00:00 0.0 0.0 \n", - "\n", - " temp_debiased_value time \n", - "name datetime \n", - "vlinder05 2022-09-01 19:45:00+00:00 20.470136 19:45:00 \n", - " 2022-09-01 20:00:00+00:00 20.200433 20:00:00 \n", - " 2022-09-01 20:15:00+00:00 20.018491 20:15:00 \n", - " 2022-09-01 20:30:00+00:00 19.836549 20:30:00 \n", - " 2022-09-01 20:45:00+00:00 19.654607 20:45:00 \n", - "\n", - " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-02 10:30:00+00:00 \n", - "\n", - " * End gap: 2022-09-03 05:45:00+00:00 \n", - "\n", - " * Duration gap: 0 days 19:15:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-02 10:30:00+00:00 23.852881\n", - " 2022-09-02 10:45:00+00:00 23.826233\n", - " 2022-09-02 11:00:00+00:00 24.483892\n", - " 2022-09-02 11:15:00+00:00 24.112854\n", - " 2022-09-02 11:30:00+00:00 24.837297\n", - " ... \n", - " 2022-09-03 04:45:00+00:00 16.531919\n", - " 2022-09-03 05:00:00+00:00 16.398630\n", - " 2022-09-03 05:15:00+00:00 16.390794\n", - " 2022-09-03 05:30:00+00:00 16.382959\n", - " 2022-09-03 05:45:00+00:00 16.375124\n", - "Name: temp, Length: 78, dtype: float64 \n", - "\n", - " * Gapfill info: temp_model_value trail_weight \\\n", - "name datetime \n", - "vlinder05 2022-09-02 10:30:00+00:00 23.972566 0.000000 \n", - " 2022-09-02 10:45:00+00:00 24.303579 0.012987 \n", - " 2022-09-02 11:00:00+00:00 24.634592 0.025974 \n", - " 2022-09-02 11:15:00+00:00 24.735944 0.038961 \n", - " 2022-09-02 11:30:00+00:00 24.837297 0.051948 \n", - "\n", - " lead_weight hours minutes seconds \\\n", - "name datetime \n", - "vlinder05 2022-09-02 10:30:00+00:00 1.000000 10 30 0 \n", - " 2022-09-02 10:45:00+00:00 0.987013 10 45 0 \n", - " 2022-09-02 11:00:00+00:00 0.974026 11 0 0 \n", - " 2022-09-02 11:15:00+00:00 0.961039 11 15 0 \n", - " 2022-09-02 11:30:00+00:00 0.948052 11 30 0 \n", - "\n", - " temp_bias_lead temp_bias_trail \\\n", - "name datetime \n", - "vlinder05 2022-09-02 10:30:00+00:00 0.119685 1.295131 \n", - " 2022-09-02 10:45:00+00:00 0.463325 1.542953 \n", - " 2022-09-02 11:00:00+00:00 0.106964 1.790775 \n", - " 2022-09-02 11:15:00+00:00 0.564178 2.076259 \n", - " 2022-09-02 11:30:00+00:00 0.000000 0.000000 \n", - "\n", - " temp_debiased_value time \n", - "name datetime \n", - "vlinder05 2022-09-02 10:30:00+00:00 23.852881 10:30:00 \n", - " 2022-09-02 10:45:00+00:00 23.826233 10:45:00 \n", - " 2022-09-02 11:00:00+00:00 24.483892 11:00:00 \n", - " 2022-09-02 11:15:00+00:00 24.112854 11:15:00 \n", - " 2022-09-02 11:30:00+00:00 24.837297 11:30:00 \n", - "\n", - " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-03 21:00:00+00:00 \n", - "\n", - " * End gap: 2022-09-05 05:30:00+00:00 \n", - "\n", - " * Duration gap: 1 days 08:30:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-03 21:00:00+00:00 19.304926\n", - " 2022-09-03 21:15:00+00:00 19.113622\n", - " 2022-09-03 21:30:00+00:00 18.922319\n", - " 2022-09-03 21:45:00+00:00 18.731016\n", - " 2022-09-03 22:00:00+00:00 18.539713\n", - " ... \n", - " 2022-09-05 04:30:00+00:00 18.764818\n", - " 2022-09-05 04:45:00+00:00 18.633993\n", - " 2022-09-05 05:00:00+00:00 18.503168\n", - " 2022-09-05 05:15:00+00:00 18.528448\n", - " 2022-09-05 05:30:00+00:00 18.553728\n", - "Name: temp, Length: 131, dtype: float64 \n", - "\n", - " * Gapfill info: temp_model_value trail_weight \\\n", - "name datetime \n", - "vlinder05 2022-09-03 21:00:00+00:00 19.304926 0.000000 \n", - " 2022-09-03 21:15:00+00:00 19.113622 0.007692 \n", - " 2022-09-03 21:30:00+00:00 18.922319 0.015385 \n", - " 2022-09-03 21:45:00+00:00 18.731016 0.023077 \n", - " 2022-09-03 22:00:00+00:00 18.539713 0.030769 \n", - "\n", - " lead_weight hours minutes seconds \\\n", - "name datetime \n", - "vlinder05 2022-09-03 21:00:00+00:00 1.000000 21 0 0 \n", - " 2022-09-03 21:15:00+00:00 0.992308 21 15 0 \n", - " 2022-09-03 21:30:00+00:00 0.984615 21 30 0 \n", - " 2022-09-03 21:45:00+00:00 0.976923 21 45 0 \n", - " 2022-09-03 22:00:00+00:00 0.969231 22 0 0 \n", - "\n", - " temp_bias_lead temp_bias_trail \\\n", - "name datetime \n", - "vlinder05 2022-09-03 21:00:00+00:00 0.0 0.0 \n", - " 2022-09-03 21:15:00+00:00 0.0 0.0 \n", - " 2022-09-03 21:30:00+00:00 0.0 0.0 \n", - " 2022-09-03 21:45:00+00:00 0.0 0.0 \n", - " 2022-09-03 22:00:00+00:00 0.0 0.0 \n", - "\n", - " temp_debiased_value time \n", - "name datetime \n", - "vlinder05 2022-09-03 21:00:00+00:00 19.304926 21:00:00 \n", - " 2022-09-03 21:15:00+00:00 19.113622 21:15:00 \n", - " 2022-09-03 21:30:00+00:00 18.922319 21:30:00 \n", - " 2022-09-03 21:45:00+00:00 18.731016 21:45:00 \n", - " 2022-09-03 22:00:00+00:00 18.539713 22:00:00 \n", - "\n", - " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-05 19:30:00+00:00 \n", - "\n", - " * End gap: 2022-09-06 06:00:00+00:00 \n", - "\n", - " * Duration gap: 0 days 10:30:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-05 19:30:00+00:00 21.412431\n", - " 2022-09-05 19:45:00+00:00 21.157728\n", - " 2022-09-05 20:00:00+00:00 20.903024\n", - " 2022-09-05 20:15:00+00:00 20.589220\n", - " 2022-09-05 20:30:00+00:00 20.275415\n", - " 2022-09-05 20:45:00+00:00 19.961610\n", - " 2022-09-05 21:00:00+00:00 19.647806\n", - " 2022-09-05 21:15:00+00:00 19.457536\n", - " 2022-09-05 21:30:00+00:00 19.267267\n", - " 2022-09-05 21:45:00+00:00 19.076997\n", - " 2022-09-05 22:00:00+00:00 18.886728\n", - " 2022-09-05 22:15:00+00:00 18.798029\n", - " 2022-09-05 22:30:00+00:00 18.709329\n", - " 2022-09-05 22:45:00+00:00 18.620630\n", - " 2022-09-05 23:00:00+00:00 18.531931\n", - " 2022-09-05 23:15:00+00:00 18.479257\n", - " 2022-09-05 23:30:00+00:00 18.426584\n", - " 2022-09-05 23:45:00+00:00 18.373911\n", - " 2022-09-06 00:00:00+00:00 18.321237\n", - " 2022-09-06 00:15:00+00:00 18.296564\n", - " 2022-09-06 00:30:00+00:00 18.271890\n", - " 2022-09-06 00:45:00+00:00 18.247217\n", - " 2022-09-06 01:00:00+00:00 18.222543\n", - " 2022-09-06 01:15:00+00:00 18.144010\n", - " 2022-09-06 01:30:00+00:00 18.065477\n", - " 2022-09-06 01:45:00+00:00 17.986944\n", - " 2022-09-06 02:00:00+00:00 17.908411\n", - " 2022-09-06 02:15:00+00:00 17.790689\n", - " 2022-09-06 02:30:00+00:00 17.672968\n", - " 2022-09-06 02:45:00+00:00 17.555246\n", - " 2022-09-06 03:00:00+00:00 17.437524\n", - " 2022-09-06 03:15:00+00:00 17.347082\n", - " 2022-09-06 03:30:00+00:00 17.256639\n", - " 2022-09-06 03:45:00+00:00 17.166196\n", - " 2022-09-06 04:00:00+00:00 17.075754\n", - " 2022-09-06 04:15:00+00:00 17.042276\n", - " 2022-09-06 04:30:00+00:00 17.008798\n", - " 2022-09-06 04:45:00+00:00 16.975320\n", - " 2022-09-06 05:00:00+00:00 16.941843\n", - " 2022-09-06 05:15:00+00:00 17.027574\n", - " 2022-09-06 05:30:00+00:00 17.113306\n", - " 2022-09-06 05:45:00+00:00 17.199037\n", - " 2022-09-06 06:00:00+00:00 17.284769\n", - "Name: temp, dtype: float64 \n", - "\n", - " * Gapfill info: temp_model_value trail_weight \\\n", - "name datetime \n", - "vlinder05 2022-09-05 19:30:00+00:00 21.412431 0.000000 \n", - " 2022-09-05 19:45:00+00:00 21.157728 0.023810 \n", - " 2022-09-05 20:00:00+00:00 20.903024 0.047619 \n", - " 2022-09-05 20:15:00+00:00 20.589220 0.071429 \n", - " 2022-09-05 20:30:00+00:00 20.275415 0.095238 \n", - "\n", - " lead_weight hours minutes seconds \\\n", - "name datetime \n", - "vlinder05 2022-09-05 19:30:00+00:00 1.000000 19 30 0 \n", - " 2022-09-05 19:45:00+00:00 0.976190 19 45 0 \n", - " 2022-09-05 20:00:00+00:00 0.952381 20 0 0 \n", - " 2022-09-05 20:15:00+00:00 0.928571 20 15 0 \n", - " 2022-09-05 20:30:00+00:00 0.904762 20 30 0 \n", - "\n", - " temp_bias_lead temp_bias_trail \\\n", - "name datetime \n", - "vlinder05 2022-09-05 19:30:00+00:00 0.0 0.0 \n", - " 2022-09-05 19:45:00+00:00 0.0 0.0 \n", - " 2022-09-05 20:00:00+00:00 0.0 0.0 \n", - " 2022-09-05 20:15:00+00:00 0.0 0.0 \n", - " 2022-09-05 20:30:00+00:00 0.0 0.0 \n", - "\n", - " temp_debiased_value time \n", - "name datetime \n", - "vlinder05 2022-09-05 19:30:00+00:00 21.412431 19:30:00 \n", - " 2022-09-05 19:45:00+00:00 21.157728 19:45:00 \n", - " 2022-09-05 20:00:00+00:00 20.903024 20:00:00 \n", - " 2022-09-05 20:15:00+00:00 20.589220 20:15:00 \n", - " 2022-09-05 20:30:00+00:00 20.275415 20:30:00 \n", - "\n", - " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-06 20:45:00+00:00 \n", - "\n", - " * End gap: 2022-09-07 06:15:00+00:00 \n", - "\n", - " * Duration gap: 0 days 09:30:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-06 20:45:00+00:00 18.918954\n", - " 2022-09-06 21:00:00+00:00 18.625635\n", - " 2022-09-06 21:15:00+00:00 18.457666\n", - " 2022-09-06 21:30:00+00:00 18.289697\n", - " 2022-09-06 21:45:00+00:00 18.121729\n", - " 2022-09-06 22:00:00+00:00 17.953760\n", - " 2022-09-06 22:15:00+00:00 17.774011\n", - " 2022-09-06 22:30:00+00:00 17.594263\n", - " 2022-09-06 22:45:00+00:00 17.414514\n", - " 2022-09-06 23:00:00+00:00 17.234766\n", - " 2022-09-06 23:15:00+00:00 17.111284\n", - " 2022-09-06 23:30:00+00:00 16.987802\n", - " 2022-09-06 23:45:00+00:00 16.864320\n", - " 2022-09-07 00:00:00+00:00 16.740839\n", - " 2022-09-07 00:15:00+00:00 16.671453\n", - " 2022-09-07 00:30:00+00:00 16.602068\n", - " 2022-09-07 00:45:00+00:00 16.532682\n", - " 2022-09-07 01:00:00+00:00 16.463297\n", - " 2022-09-07 01:15:00+00:00 16.374902\n", - " 2022-09-07 01:30:00+00:00 16.286508\n", - " 2022-09-07 01:45:00+00:00 16.198114\n", - " 2022-09-07 02:00:00+00:00 16.109720\n", - " 2022-09-07 02:15:00+00:00 16.000990\n", - " 2022-09-07 02:30:00+00:00 15.892259\n", - " 2022-09-07 02:45:00+00:00 15.783529\n", - " 2022-09-07 03:00:00+00:00 15.674799\n", - " 2022-09-07 03:15:00+00:00 15.619726\n", - " 2022-09-07 03:30:00+00:00 15.564653\n", - " 2022-09-07 03:45:00+00:00 15.509580\n", - " 2022-09-07 04:00:00+00:00 15.454507\n", - " 2022-09-07 04:15:00+00:00 15.471540\n", - " 2022-09-07 04:30:00+00:00 15.488573\n", - " 2022-09-07 04:45:00+00:00 15.505605\n", - " 2022-09-07 05:00:00+00:00 15.522638\n", - " 2022-09-07 05:15:00+00:00 15.574255\n", - " 2022-09-07 05:30:00+00:00 15.625871\n", - " 2022-09-07 05:45:00+00:00 15.677488\n", - " 2022-09-07 06:00:00+00:00 15.729105\n", - " 2022-09-07 06:15:00+00:00 16.072477\n", - "Name: temp, dtype: float64 \n", - "\n", - " * Gapfill info: temp_model_value trail_weight \\\n", - "name datetime \n", - "vlinder05 2022-09-06 20:45:00+00:00 18.918954 0.000000 \n", - " 2022-09-06 21:00:00+00:00 18.625635 0.026316 \n", - " 2022-09-06 21:15:00+00:00 18.457666 0.052632 \n", - " 2022-09-06 21:30:00+00:00 18.289697 0.078947 \n", - " 2022-09-06 21:45:00+00:00 18.121729 0.105263 \n", - "\n", - " lead_weight hours minutes seconds \\\n", - "name datetime \n", - "vlinder05 2022-09-06 20:45:00+00:00 1.000000 20 45 0 \n", - " 2022-09-06 21:00:00+00:00 0.973684 21 0 0 \n", - " 2022-09-06 21:15:00+00:00 0.947368 21 15 0 \n", - " 2022-09-06 21:30:00+00:00 0.921053 21 30 0 \n", - " 2022-09-06 21:45:00+00:00 0.894737 21 45 0 \n", - "\n", - " temp_bias_lead temp_bias_trail \\\n", - "name datetime \n", - "vlinder05 2022-09-06 20:45:00+00:00 0.0 0.0 \n", - " 2022-09-06 21:00:00+00:00 0.0 0.0 \n", - " 2022-09-06 21:15:00+00:00 0.0 0.0 \n", - " 2022-09-06 21:30:00+00:00 0.0 0.0 \n", - " 2022-09-06 21:45:00+00:00 0.0 0.0 \n", - "\n", - " temp_debiased_value time \n", - "name datetime \n", - "vlinder05 2022-09-06 20:45:00+00:00 18.918954 20:45:00 \n", - " 2022-09-06 21:00:00+00:00 18.625635 21:00:00 \n", - " 2022-09-06 21:15:00+00:00 18.457666 21:15:00 \n", - " 2022-09-06 21:30:00+00:00 18.289697 21:30:00 \n", - " 2022-09-06 21:45:00+00:00 18.121729 21:45:00 \n", - "\n", - " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-07 06:45:00+00:00 \n", - "\n", - " * End gap: 2022-09-13 06:45:00+00:00 \n", - "\n", - " * Duration gap: 6 days 00:00:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-07 06:45:00+00:00 16.759222\n", - " 2022-09-07 07:00:00+00:00 17.636528\n", - " 2022-09-07 07:15:00+00:00 17.595401\n", - " 2022-09-07 07:30:00+00:00 17.956796\n", - " 2022-09-07 07:45:00+00:00 17.917760\n", - " ... \n", - " 2022-09-13 05:45:00+00:00 17.379194\n", - " 2022-09-13 06:00:00+00:00 17.280817\n", - " 2022-09-13 06:15:00+00:00 17.679628\n", - " 2022-09-13 06:30:00+00:00 18.078439\n", - " 2022-09-13 06:45:00+00:00 18.477251\n", - "Name: temp, Length: 577, dtype: float64 \n", - "\n", - " * Gapfill info: temp_model_value trail_weight \\\n", - "name datetime \n", - "vlinder05 2022-09-07 06:45:00+00:00 16.759222 0.000000 \n", - " 2022-09-07 07:00:00+00:00 17.102594 0.001736 \n", - " 2022-09-07 07:15:00+00:00 17.451032 0.003472 \n", - " 2022-09-07 07:30:00+00:00 17.799471 0.005208 \n", - " 2022-09-07 07:45:00+00:00 18.147909 0.006944 \n", - "\n", - " lead_weight hours minutes seconds \\\n", - "name datetime \n", - "vlinder05 2022-09-07 06:45:00+00:00 1.000000 6 45 0 \n", - " 2022-09-07 07:00:00+00:00 0.998264 7 0 0 \n", - " 2022-09-07 07:15:00+00:00 0.996528 7 15 0 \n", - " 2022-09-07 07:30:00+00:00 0.994792 7 30 0 \n", - " 2022-09-07 07:45:00+00:00 0.993056 7 45 0 \n", - "\n", - " temp_bias_lead temp_bias_trail \\\n", - "name datetime \n", - "vlinder05 2022-09-07 06:45:00+00:00 0.000000 0.000000 \n", - " 2022-09-07 07:00:00+00:00 -0.536212 0.776062 \n", - " 2022-09-07 07:15:00+00:00 -0.149009 1.187248 \n", - " 2022-09-07 07:30:00+00:00 -0.161806 0.698434 \n", - " 2022-09-07 07:45:00+00:00 0.225397 0.909621 \n", - "\n", - " temp_debiased_value time \n", - "name datetime \n", - "vlinder05 2022-09-07 06:45:00+00:00 16.759222 06:45:00 \n", - " 2022-09-07 07:00:00+00:00 17.636528 07:00:00 \n", - " 2022-09-07 07:15:00+00:00 17.595401 07:15:00 \n", - " 2022-09-07 07:30:00+00:00 17.956796 07:30:00 \n", - " 2022-09-07 07:45:00+00:00 17.917760 07:45:00 \n", - "\n", - " (Extract the gapfill info dataframe by using the .gapfill_info attribute) \n", - "\n", - "Gap for vlinder05 with: \n", - "\n", - "\n", - " ---- Gap info ----- \n", - "\n", - "(Note: gaps are defined on the frequency estimation of the native dataset.)\n", - " * Start gap: 2022-09-13 20:00:00+00:00 \n", - "\n", - " * End gap: 2022-09-15 23:45:00+00:00 \n", - "\n", - " * Duration gap: 2 days 03:45:00 \n", - "\n", - "\n", - " ---- Gap fill info ----- \n", - "\n", - " * On observation type: temp\n", - " * Technique: gap_debiased_era5 \n", - "\n", - " * Filled values: name datetime \n", - "vlinder05 2022-09-13 20:00:00+00:00 NaN\n", - " 2022-09-13 20:15:00+00:00 NaN\n", - " 2022-09-13 20:30:00+00:00 NaN\n", - " 2022-09-13 20:45:00+00:00 NaN\n", - " 2022-09-13 21:00:00+00:00 NaN\n", - " ... \n", - " 2022-09-15 22:30:00+00:00 NaN\n", - " 2022-09-15 22:45:00+00:00 NaN\n", - " 2022-09-15 23:00:00+00:00 NaN\n", - " 2022-09-15 23:15:00+00:00 NaN\n", - " 2022-09-15 23:30:00+00:00 NaN\n", - "Name: temp, Length: 207, dtype: object \n", - "\n", - " * Gapfill message: gapfill not possible: no leading/trailing period \n", - "\n" - ] + "data": { + "text/html": [ + "
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temp_final_labeltemp
namedatetime
vlinder052022-09-01 19:45:00+00:00gap_debiased_era520.470136
2022-09-01 20:00:00+00:00gap_debiased_era520.200433
2022-09-01 20:15:00+00:00gap_debiased_era520.018491
2022-09-01 20:30:00+00:00gap_debiased_era519.836549
2022-09-01 20:45:00+00:00gap_debiased_era519.654607
.........
2022-09-13 05:45:00+00:00gap_debiased_era517.379194
2022-09-13 06:00:00+00:00gap_debiased_era517.280817
2022-09-13 06:15:00+00:00gap_debiased_era517.679628
2022-09-13 06:30:00+00:00gap_debiased_era518.078439
2022-09-13 06:45:00+00:00gap_debiased_era518.477251
\n", + "

909 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " temp_final_label temp\n", + "name datetime \n", + "vlinder05 2022-09-01 19:45:00+00:00 gap_debiased_era5 20.470136\n", + " 2022-09-01 20:00:00+00:00 gap_debiased_era5 20.200433\n", + " 2022-09-01 20:15:00+00:00 gap_debiased_era5 20.018491\n", + " 2022-09-01 20:30:00+00:00 gap_debiased_era5 19.836549\n", + " 2022-09-01 20:45:00+00:00 gap_debiased_era5 19.654607\n", + "... ... ...\n", + " 2022-09-13 05:45:00+00:00 gap_debiased_era5 17.379194\n", + " 2022-09-13 06:00:00+00:00 gap_debiased_era5 17.280817\n", + " 2022-09-13 06:15:00+00:00 gap_debiased_era5 17.679628\n", + " 2022-09-13 06:30:00+00:00 gap_debiased_era5 18.078439\n", + " 2022-09-13 06:45:00+00:00 gap_debiased_era5 18.477251\n", + "\n", + "[909 rows x 2 columns]" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ - "your_station.get_gaps_info()" + "#inspect the gapfilldf attribute direct\n", + "your_station.gapfilldf\n" ] }, { @@ -1017,7 +600,7 @@ "source": [ "## Filling gaps exercise\n", "\n", - "For a more detailed reference you can use this [Filling gaps exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Gap_filling_excercise_03.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." + "For a more detailed reference you can use this [Filling gaps exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Gap_filling_excercise_03.ipynb), which was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summer school 2023 in Ghent." ] } ], From 7d246df9dfd4c2e246b8a979c4bcb270ace3f01f Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 14:18:24 +0100 Subject: [PATCH 26/37] spell and grammer checks --- docs/examples/analysis_example.ipynb | 12 +++---- docs/examples/filling_example.ipynb | 52 +++++----------------------- 2 files changed, 14 insertions(+), 50 deletions(-) diff --git a/docs/examples/analysis_example.ipynb b/docs/examples/analysis_example.ipynb index 0c5b958d..47cb517c 100644 --- a/docs/examples/analysis_example.ipynb +++ b/docs/examples/analysis_example.ipynb @@ -7,7 +7,7 @@ "source": [ "# Demo example: Analysis\n", "\n", - "This example is the continuation of the previous example: [filling gaps and missing observations](https://vergauwenthomas.github.io/MetObs_toolkit/examples/filling_example.html). This example serves as a introduction on how to use the Analysis module." + "This example is the continuation of the previous example: [filling gaps and missing observations](https://vergauwenthomas.github.io/MetObs_toolkit/examples/filling_example.html). This example serves as an introduction to the Analysis module." ] }, { @@ -144,7 +144,7 @@ " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", " template_file=metobs_toolkit.demo_template,\n", ")\n", - "#Update Gap defenition\n", + "#Update Gap definition\n", "your_dataset.update_qc_settings(gapsize_in_records = 20) \n", "\n", "#Import the data\n", @@ -175,7 +175,7 @@ "source": [ "## Creating an Analysis\n", "\n", - "The build-in analysis functionallity is centered around the [*Analysis*](https://vergauwenthomas.github.io/MetObs_toolkit/intro.html#analysis) class. First create an *Analysis* object using the [get_analysis()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.get_analysis) method." + "The built-in analysis functionality is centered around the [*Analysis*](https://vergauwenthomas.github.io/MetObs_toolkit/intro.html#analysis) class. First, create an *Analysis* object using the [get_analysis()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.get_analysis) method." ] }, { @@ -213,11 +213,11 @@ "source": [ "## Analysis methods\n", "\n", - "An overview of the available analysis methods can be see in the [Analysis documentation](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis). The relevant methods depends on your data and your interest. As an example, a demonstration of the filter and diurnal cycle of the demo data.\n", + "An overview of the available analysis methods can be seen in the [Analysis documentation](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis). The relevant methods depends on your data and your interest. As an example, a demonstration of the filter and diurnal cycle of the demo data.\n", "\n", "### Filtering data\n", "\n", - "It is common to filter your data according to a specific meteorological phenomena or period in time. To do this you can use the [apply_filter()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis.apply_filter) method." + "It is common to filter your data according to specific meteorological phenomena or periods in time. To do this you can use the [apply_filter()](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.analysis.Analysis.html#metobs_toolkit.analysis.Analysis.apply_filter) method." ] }, { @@ -541,7 +541,7 @@ "source": [ "## Analysis exercise\n", "\n", - "For a more detailed reference you can use this [Analysis exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Urban_analysis_excercise_04.ipynb), that was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summerschool 2023 in Ghent." + "For a more detailed reference you can use this [Analysis exercise](https://github.com/vergauwenthomas/MetObs_toolkit/blob/master/examples/Urban_analysis_excercise_04.ipynb), which was created in the context of the [COST FAIRNESS](https://www.cost.eu/actions/CA20108/) summer school 2023 in Ghent." ] } ], diff --git a/docs/examples/filling_example.ipynb b/docs/examples/filling_example.ipynb index 310b98b6..eedeee81 100644 --- a/docs/examples/filling_example.ipynb +++ b/docs/examples/filling_example.ipynb @@ -464,7 +464,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 16, "id": "1fd0c99f-4d86-4dbb-936c-226d949f1d30", "metadata": { "scrolled": true, @@ -505,7 +505,7 @@ " \n", " \n", " \n", - " vlinder05\n", + " vlinder05\n", " 2022-09-01 19:45:00+00:00\n", " gap_debiased_era5\n", " 20.470136\n", @@ -530,39 +530,8 @@ " gap_debiased_era5\n", " 19.654607\n", " \n", - " \n", - " ...\n", - " ...\n", - " ...\n", - " \n", - " \n", - " 2022-09-13 05:45:00+00:00\n", - " gap_debiased_era5\n", - " 17.379194\n", - " \n", - " \n", - " 2022-09-13 06:00:00+00:00\n", - " gap_debiased_era5\n", - " 17.280817\n", - " \n", - " \n", - " 2022-09-13 06:15:00+00:00\n", - " gap_debiased_era5\n", - " 17.679628\n", - " \n", - " \n", - " 2022-09-13 06:30:00+00:00\n", - " gap_debiased_era5\n", - " 18.078439\n", - " \n", - " \n", - " 2022-09-13 06:45:00+00:00\n", - " gap_debiased_era5\n", - " 18.477251\n", - " \n", " \n", "\n", - "

909 rows × 2 columns

\n", "" ], "text/plain": [ @@ -572,25 +541,20 @@ " 2022-09-01 20:00:00+00:00 gap_debiased_era5 20.200433\n", " 2022-09-01 20:15:00+00:00 gap_debiased_era5 20.018491\n", " 2022-09-01 20:30:00+00:00 gap_debiased_era5 19.836549\n", - " 2022-09-01 20:45:00+00:00 gap_debiased_era5 19.654607\n", - "... ... ...\n", - " 2022-09-13 05:45:00+00:00 gap_debiased_era5 17.379194\n", - " 2022-09-13 06:00:00+00:00 gap_debiased_era5 17.280817\n", - " 2022-09-13 06:15:00+00:00 gap_debiased_era5 17.679628\n", - " 2022-09-13 06:30:00+00:00 gap_debiased_era5 18.078439\n", - " 2022-09-13 06:45:00+00:00 gap_debiased_era5 18.477251\n", - "\n", - "[909 rows x 2 columns]" + " 2022-09-01 20:45:00+00:00 gap_debiased_era5 19.654607" ] }, - "execution_count": 13, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#inspect the gapfilldf attribute direct\n", - "your_station.gapfilldf\n" + "your_station.gapfilldf.head()\n", + "\n", + "#or print out info\n", + "#your_station.get_gaps_info()" ] }, { From 4d4c4cefe5c5c2e93d7355409d2d418911d7dd3d Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 14:36:23 +0100 Subject: [PATCH 27/37] fix titles --- docs/examples/analysis_example.ipynb | 8 ++++---- docs/examples/filling_example.ipynb | 2 +- 2 files changed, 5 insertions(+), 5 deletions(-) diff --git a/docs/examples/analysis_example.ipynb b/docs/examples/analysis_example.ipynb index 47cb517c..e4d41d52 100644 --- a/docs/examples/analysis_example.ipynb +++ b/docs/examples/analysis_example.ipynb @@ -222,7 +222,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 3, "id": "036ffd8c-bb43-4667-8556-84622d2b5498", "metadata": {}, "outputs": [ @@ -486,7 +486,7 @@ "[6347 rows x 10 columns]" ] }, - "execution_count": 17, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -510,13 +510,13 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 4, "id": "e867c52c-72fa-49ac-ae00-98e9150b513c", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] diff --git a/docs/examples/filling_example.ipynb b/docs/examples/filling_example.ipynb index eedeee81..185a1b70 100644 --- a/docs/examples/filling_example.ipynb +++ b/docs/examples/filling_example.ipynb @@ -31,7 +31,7 @@ "id": "70c58a51-8c28-4045-a078-8e7ad4ea4284", "metadata": {}, "source": [ - "# Missing observations and Gaps\n", + "## Missing observations and Gaps\n", "\n", "When there is no (specific) observation value for a timestamp we have a *missing observation*. If there are multiple consecutive timestamps without an observation value and the number of consecutive missing timestamps >= the *gapsize* threshold, we label the period as a gap. \n", "\n", From a0522b0e5320cbeef6efe1afc88bdfb7ca47265b Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 14:38:03 +0100 Subject: [PATCH 28/37] add titan in seperate group --- deploiment/build_and_test.sh | 2 +- poetry.lock | 7 ++----- pyproject.toml | 16 ++++++---------- 3 files changed, 9 insertions(+), 16 deletions(-) diff --git a/deploiment/build_and_test.sh b/deploiment/build_and_test.sh index 63d1814c..f94878c6 100755 --- a/deploiment/build_and_test.sh +++ b/deploiment/build_and_test.sh @@ -20,7 +20,7 @@ DOCEXAMPLEDIR=${WORKDIR}/docs/examples #1 install the package using poetry poetry update #to update the poetry.lock with the latest versions of the depending packages -poetry install --with documentation,dev +poetry install --with documentation,dev,titan #list all packages installed (for debugging) diff --git a/poetry.lock b/poetry.lock index 1b6d485d..8870c028 100644 --- a/poetry.lock +++ b/poetry.lock @@ -3750,7 +3750,7 @@ test = ["flake8", "isort", "pytest"] name = "titanlib" version = "0.3.3" description = "A quality control toolbox" -optional = true +optional = false python-versions = "*" files = [ {file = "titanlib-0.3.3-cp27-cp27m-manylinux_2_5_x86_64.manylinux1_x86_64.whl", hash = "sha256:2e5f6839a32a1de6c2cb105ae3d1444238a81b97af4f6ec25f682a1242cc863e"}, @@ -4056,10 +4056,7 @@ files = [ docs = ["furo", "jaraco.packaging (>=9.3)", "jaraco.tidelift (>=1.4)", "rst.linker (>=1.9)", "sphinx (<7.2.5)", "sphinx (>=3.5)", "sphinx-lint"] testing = ["big-O", "jaraco.functools", "jaraco.itertools", "more-itertools", "pytest (>=6)", "pytest-black (>=0.3.7)", "pytest-checkdocs (>=2.4)", "pytest-cov", "pytest-enabler (>=2.2)", "pytest-ignore-flaky", "pytest-mypy (>=0.9.1)", "pytest-ruff"] -[extras] -titanlib = ["titanlib"] - [metadata] lock-version = "2.0" python-versions = "^3.9" -content-hash = "8141dd8e2e2eac56a58a2f32d09aea0dbe563fc73e33cb10b2fb6ec246707933" +content-hash = "03c6d4efcdad9b080c14f75ac22c49caf6c5290c3bf36906d393a30cdd6217bd" diff --git a/pyproject.toml b/pyproject.toml index de9f4391..20b771ba 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,6 +1,6 @@ [tool.poetry] name = "MetObs-toolkit" -version = "0.1.2" +version = "0.1.3a0" description = "A Meteorological observations toolkit for scientists" authors = ["Thomas Vergauwen "] maintainers = ["Thomas Vergauwen "] @@ -22,8 +22,10 @@ mapclassify = "^2.4.0" earthengine-api = "^0.1.340" geemap = '^0.20.0' -titanlib = { version = "^0.3", optional = true } - +[tool.poetry.group.titan.dependencies] +#titanlib requires C-compilers, which are not by default present on windows. +#Make a seperate group for titan +titanlib = '^0.3' [tool.poetry.group.documentation.dependencies] @@ -36,14 +38,8 @@ sphinx-rtd-theme = '^1.3.0' myst_parser = '^2.0.0' - -[tool.poetry.extras] -titanlib = ["titanlib"] -#titanlib = "^0.3" #can give errors due to no default C-compiler in windows .... - - - [tool.poetry.group.dev.dependencies] +#To run poetry tests poetry = "^1.3.2" [build-system] From d4aee6f94193020db5ed611232850b7ebc1571c8 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 14:48:41 +0100 Subject: [PATCH 29/37] remove ipy checkpoints --- .../doc_example-checkpoint.ipynb | 672 ------------------ 1 file changed, 672 deletions(-) delete mode 100644 docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb diff --git a/docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb b/docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb deleted file mode 100644 index f2d7c6b4..00000000 --- a/docs/.ipynb_checkpoints/doc_example-checkpoint.ipynb +++ /dev/null @@ -1,672 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "d87ff982-1540-4794-830f-146992df5aa4", - "metadata": { - "tags": [] - }, - "source": [ - "# Demo example\n", - " \n", - "This is an introduction to get started with the MetObs toolkit. These examples are making use of the demo data files that are comes with the toolkit.\n", - "Once the MetObs toolkit package is installed, you can import its functionality by:" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", - "metadata": {}, - "outputs": [], - "source": [ - "import metobs_toolkit" - ] - }, - { - "cell_type": "markdown", - "id": "55faab4a-537b-4028-9adf-890746c4b8c0", - "metadata": {}, - "source": [ - "## The Dataset\n", - "\n", - "A dataset is a collection of all observational data. Most of the methods are\n", - "applied directly on a dataset. Start by creating an empty dataset object:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset = metobs_toolkit.Dataset()" - ] - }, - { - "cell_type": "markdown", - "id": "d088aba9-2a00-4030-8395-01792094c737", - "metadata": {}, - "source": [ - "The most relevant attributes of a Dataset are:\n", - " * .df --> a pandas DataFrame where all the observation data is stored\n", - " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", - " * .settings --> a Settings object to store all specific settings.\n", - " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", - "\n", - "Note that each Dataset will be equipped with the default settings.\n", - "\n", - "\n", - "We created a dataset and stored in under the variable 'your_dataset'.\n", - "The show function prints out an overview of data in the dataset:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Empty instance of a Dataset.\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "No outliers.\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "No metadata is found.\n" - ] - } - ], - "source": [ - "your_dataset.show() # or .get_info()" - ] - }, - { - "cell_type": "markdown", - "id": "34273a79-477d-4c04-ba59-65a677adfe25", - "metadata": {}, - "source": [ - "TIP: to get an extensive overview of an object, call the .show() method on it." - ] - }, - { - "cell_type": "markdown", - "id": "60edb538-7a11-4745-9514-94f9d577cd9c", - "metadata": {}, - "source": [ - "\n", - "## Importing data\n", - "\n", - "\n", - "To import your data into a Dataframe, the following files are required:\n", - "* data file: This is the csv file containing the observations\n", - "* (optional) metadata file: The csv file containing metadata for each station.\n", - "* template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", - "\n", - "In practice you need to start by creating a template file for your data. More\n", - "information on the creation of the template can be found in documentation\n", - "(under [Mapping to the toolkit](https://vergauwenthomas.github.io/MetObs_toolkit/template_mapping.html)).\n", - "\n", - "TIP: *Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.*\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", - "metadata": {}, - "outputs": [], - "source": [ - "# metobs_toolkit.build_template_prompt()" - ] - }, - { - "cell_type": "markdown", - "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", - "metadata": {}, - "source": [ - "To import data, you must specify the paths to your data, metadata and template are.\n", - "For this example we use the demo data, metadata and template that comes with\n", - "the toolkit." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset.update_settings(\n", - " input_data_file=metobs_toolkit.demo_datafile, # path to the data file\n", - " input_metadata_file=metobs_toolkit.demo_metadatafile,\n", - " template_file=metobs_toolkit.demo_template,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "dd390074-8b96-4ddb-b447-4c8e46b94c3f", - "metadata": {}, - "source": [ - "The settings of your dataset are updated with the required paths. Now the data can\n", - "be imported into your empty Dataset." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "21708ed0-7671-4e64-b3cc-dacb09baf4f9", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/gap.py:777: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", - " missing_timestamp_series = pd.concat(\n" - ] - } - ], - "source": [ - "your_dataset.import_data_from_file()" - ] - }, - { - "cell_type": "markdown", - "id": "304853e8-7ab9-4afc-a75f-db33785c57e2", - "metadata": {}, - "source": [ - "## Inspecting the Data\n", - "\n", - "To get an overview of the data stored in your dataset you can use" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "2bc74181-68df-4cdf-9320-9dc43d5af698", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Dataset instance containing: \n", - " *28 stations \n", - " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", - " *120957 observation records \n", - " *256 records labeled as outliers \n", - " *0 gaps \n", - " *3 missing observations \n", - " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", - " *time zone of the records: UTC \n", - " *Coordinates are available for all stations. \n", - "\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "A total of 256 found with these occurrences: \n", - "\n", - "{'invalid input': 256}\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", - "\n", - " The first rows of the metadf looks like:\n", - " network lat lon call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 Watersportbaan Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "name \n", - "vlinder01 0 days 00:05:00 \n", - "vlinder02 0 days 00:05:00 \n", - "vlinder03 0 days 00:05:00 \n", - "vlinder04 0 days 00:05:00 \n", - "vlinder05 0 days 00:05:00 \n", - "\n", - " -------- Missing observations info -------- \n", - "\n", - "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", - " * 3 missing observations\n", - "\n", - " name\n", - "vlinder02 2022-09-10 17:10:00+00:00\n", - "vlinder02 2022-09-10 17:15:00+00:00\n", - "vlinder02 2022-09-10 17:45:00+00:00\n", - "Name: datetime, dtype: datetime64[ns, UTC] \n", - "\n", - " * For these stations: ['vlinder02']\n", - " * The missing observations are not filled.\n", - "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", - "None\n", - "\n", - " -------- Gaps --------- \n", - "\n", - "There are no gaps.\n", - "None\n" - ] - } - ], - "source": [ - "your_dataset.show()" - ] - }, - { - "cell_type": "markdown", - "id": "aa85e260-48f5-4e63-b3d4-b44ece98df0b", - "metadata": {}, - "source": [ - "If you want to inspect the data in your dataset directly, you can take a look at the .df and .metadf attributes" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "690a1e21-ee6b-4b4c-a8e4-b937946e14aa", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " temp radiation_temp humidity precip \\\n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 18.8 NaN 65 0.0 \n", - " 2022-09-01 00:05:00+00:00 18.8 NaN 65 0.0 \n", - " 2022-09-01 00:10:00+00:00 18.8 NaN 65 0.0 \n", - " 2022-09-01 00:15:00+00:00 18.7 NaN 65 0.0 \n", - " 2022-09-01 00:20:00+00:00 18.7 NaN 65 0.0 \n", - "\n", - " precip_sum wind_speed wind_gust \\\n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 0.0 5.6 11.3 \n", - " 2022-09-01 00:05:00+00:00 0.0 5.5 12.9 \n", - " 2022-09-01 00:10:00+00:00 0.0 5.1 11.3 \n", - " 2022-09-01 00:15:00+00:00 0.0 6.0 12.9 \n", - " 2022-09-01 00:20:00+00:00 0.0 5.0 11.3 \n", - "\n", - " wind_direction pressure \\\n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 65 101739 \n", - " 2022-09-01 00:05:00+00:00 75 101731 \n", - " 2022-09-01 00:10:00+00:00 75 101736 \n", - " 2022-09-01 00:15:00+00:00 85 101736 \n", - " 2022-09-01 00:20:00+00:00 65 101733 \n", - "\n", - " pressure_at_sea_level \n", - "name datetime \n", - "vlinder01 2022-09-01 00:00:00+00:00 102005.0 \n", - " 2022-09-01 00:05:00+00:00 101997.0 \n", - " 2022-09-01 00:10:00+00:00 102002.0 \n", - " 2022-09-01 00:15:00+00:00 102002.0 \n", - " 2022-09-01 00:20:00+00:00 101999.0 \n", - " network lat lon lcz call_name location \\\n", - "name \n", - "vlinder01 Vlinder 50.980438 3.815763 NaN Proefhoeve Melle \n", - "vlinder02 Vlinder 51.022379 3.709695 NaN Sterre Gent \n", - "vlinder03 Vlinder 51.324583 4.952109 NaN Centrum Turnhout \n", - "vlinder04 Vlinder 51.335522 4.934732 NaN Stadsboerderij Turnhout \n", - "vlinder05 Vlinder 51.052655 3.675183 NaN Watersportbaan Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "name \n", - "vlinder01 POINT (3.81576 50.98044) 0 days 00:05:00 \n", - "vlinder02 POINT (3.70969 51.02238) 0 days 00:05:00 \n", - "vlinder03 POINT (4.95211 51.32458) 0 days 00:05:00 \n", - "vlinder04 POINT (4.93473 51.33552) 0 days 00:05:00 \n", - "vlinder05 POINT (3.67518 51.05266) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "name \n", - "vlinder01 0 days 00:05:00 \n", - "vlinder02 0 days 00:05:00 \n", - "vlinder03 0 days 00:05:00 \n", - "vlinder04 0 days 00:05:00 \n", - "vlinder05 0 days 00:05:00 \n" - ] - } - ], - "source": [ - "print(your_dataset.df.head())\n", - "# equivalent for the metadata\n", - "print(your_dataset.metadf.head())\n" - ] - }, - { - "cell_type": "markdown", - "id": "24021319-f5d4-430b-8b7f-807a36f91594", - "metadata": { - "tags": [] - }, - "source": [ - "### Inspecting a Station\n", - "\n", - "If you are interested in one station, you can extract all the info for that one station from the dataset by:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "0c901b97-90c4-4fae-b181-57c6778a98bf", - "metadata": {}, - "outputs": [], - "source": [ - "favorite_station = your_dataset.get_station(stationname=\"vlinder02\")" - ] - }, - { - "cell_type": "markdown", - "id": "685625e9-462b-4ad1-847f-4d26a0cb5df5", - "metadata": {}, - "source": [ - "Favorite station now contains all the info of that one station. All methods\n", - "that are applicable on a Dataset are also applicable on a Station. So to inspect your favorite station you can:" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "9c777b55-56a3-4c00-aa0e-a93bb29c4f8a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Dataset instance containing: \n", - " *1 stations \n", - " *['temp', 'radiation_temp', 'humidity', 'precip', 'precip_sum', 'wind_speed', 'wind_gust', 'wind_direction', 'pressure', 'pressure_at_sea_level'] observation types \n", - " *4317 observation records \n", - " *256 records labeled as outliers \n", - " *0 gaps \n", - " *3 missing observations \n", - " *records range: 2022-09-01 00:00:00+00:00 --> 2022-09-15 23:55:00+00:00 (total duration: 14 days 23:55:00) \n", - " *time zone of the records: UTC \n", - " *Coordinates are available for all stations. \n", - "\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "A total of 256 found with these occurrences: \n", - "\n", - "{'invalid input': 256}\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "The following metadata is found: ['network', 'lat', 'lon', 'call_name', 'location', 'geometry', 'assumed_import_frequency', 'dataset_resolution']\n", - "\n", - " The first rows of the metadf looks like:\n", - " network lat lon call_name location \\\n", - "vlinder02 Vlinder 51.022379 3.709695 Sterre Gent \n", - "\n", - " geometry assumed_import_frequency \\\n", - "vlinder02 POINT (3.709695 51.022379) 0 days 00:05:00 \n", - "\n", - " dataset_resolution \n", - "vlinder02 0 days 00:05:00 \n", - "\n", - " -------- Missing observations info -------- \n", - "\n", - "(Note: missing observations are defined on the frequency estimation of the native dataset.)\n", - " * 3 missing observations\n", - "\n", - " name\n", - "vlinder02 2022-09-10 17:10:00+00:00\n", - "vlinder02 2022-09-10 17:15:00+00:00\n", - "vlinder02 2022-09-10 17:45:00+00:00\n", - "Name: datetime, dtype: datetime64[ns, UTC] \n", - "\n", - " * For these stations: ['vlinder02']\n", - " * The missing observations are not filled.\n", - "(More details on the missing observation can be found in the .series and .fill_df attributes.)\n", - "None\n", - "\n", - " -------- Gaps --------- \n", - "\n", - "There are no gaps.\n", - "None\n", - "None\n" - ] - } - ], - "source": [ - "print(favorite_station.show())" - ] - }, - { - "cell_type": "markdown", - "id": "82cb6811-3fbe-4f68-863f-c6c3f872293e", - "metadata": {}, - "source": [ - "## Making timeseries plots\n", - "\n", - "To make timeseries plots, use the following syntax to plot the *temperature* observations of the full dataset:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "be68ff53-4470-4c1c-a5a6-501b68df33ae", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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XvYqLL76Ybdu28YUvfIH169dTqVRa10+lUqxfv57/+q//4vjjj6erq4uTTz6Zk08++YCYTjvtNC699FK+9KUvUSgUuOCCC7j77ru59tpreeUrX8nznve833mc69ev57nPfS4bNmygq6uLe++9l+uuu27aIiI33HADr3vd67j66qu57LLLfuf7EEIIIcTvTpJuQgghhJhRX/jCF9iwYQNf/OIXee9734vjOKxcuZI///M/59nPfvYRvS/btrnpppt405vexLvf/W5yuRwf+MAHeP/7339EY1q3bh3XXXcdf//3f8+73vUuBgYGeNOb3kRvby+vf/3rp+37/ve/nx07dvAv//IvlMtlLrjgAi688EJc1+WGG27gyiuv5B/+4R8YGBjgqquuorOzk9e97nXTbuONb3wj27Zt4ytf+Qo33XQT5513Hj/+8Y9b1XtHWn9/P7/85S/5f//v//HpT3+aRqPBqaeeyve+973Dqsza78ILL+QrX/kK//RP/8RVV13FqlWr+Od//me2b99+RJJu6XSaK6+8kh/96Edcf/31aK1Zu3Ytn/vc53jTm97U2u/KK6/kgQce4Oqrr+YTn/gEK1as4OUvfzmXXXYZg4ODfPGLX+Tmm29m/fr1fP3rX+c73/kOt95667T7+vKXv8xb3/pW3v72txMEAR/4wAcOmnTbv+/q1au55ppruOGGGxgYGOA973nPAdNWn663ve1t/N///R8/+tGP8H2fFStW8JGPfIR3v/vdh3V7QgghhDgylDmcjsNCCCGEEHPcZZddxnXXXTetIkkIIYQQQoiZIj3dhBBCCCGEEEIIIYQ4wiTpJoQQQgghhBBCCCHEESZJNyGEEEIIIYQQQgghjjDp6SaEEEIIIYQQQgghxBEmlW5CCCGEEEIIIYQQQhxhzmwHMNdprdm7dy+5XA6l1GyHI4QQQgghhBBCCCFmkTGGcrnM4sWLsaxD17NJ0u232Lt3L8uWLZvtMIQQQgghhBBCCCHEHLJr1y6WLl16yMsl6fZb5HI5oHkg29raZjkaIYQQQgghhBBCCDGbSqUSy5Yta+WMDkWSbr/F/imlbW1tknQTQgghhBBCCCGEEAC/tQ2ZLKQghBBCCCGEEEIIIcQRJkk3IYQQQgghhBBCCCGOMEm6CSGEEEIIIYQQQghxhEnSTQghhBBCCCGEEEKII0ySbkIIIYQQQgghhBBCHGGSdBNCCCGEEEIIIYQQ4giTpJsQQgghhBBCCCGEEEeYJN2EEEIIIYQQQgghhDjCJOkmhBBCCCGEEEIIIcQRJkk3IYQQQgghhBBCCCGOMEm6CSGEEEIIIYQQQghxhEnSTQghhBBCCCGEEEKII8yZ7QCEEEKIpyOuhsRFn7jQwO5M4i3KznZIQgghhBBCCHFIknQTQggxL5R/tpPKHXsBSJ7YRc+lJ81yREIIIYQQQghxaDK9VAghxLxgUJOnQz2LkQghhBBCCCHEbydJNyGEEPOCMpOndSOavUCEEEIIIYQQ4mmQpJsQQoh5QUfx5Blz6P2EEEIIIYQQYi6QpJsQQoh5wURTppTGknUTQgghhBBCzG2SdBNCCDEvmPpkpZvR0tNNCCGEEEIIMbdJ0k0IIcS8oGth67SRSjchhBBCCCHEHCdJNyGEEPOCrk9ZPCGSSjchhBBCCCHE3ObMdgBCCCHEoewZq5NwLJRS4FnNn4oMqJS8fQkhhBBCCCHmNvnWIoQQYs4J4oA4NtyzqdRcqNQYnrm70lq1NBqqYWKNsqVgWwghhBBCCDE3ybcVIYQQc851T17HK69/LZFuTil1G3Er4QaAgbgcHvzKQgghhBBCCDEHSKWbEEKIOSWuR2z47lJO4+1EIyNsfeYi0rUaOhPj+iHGcrG7ckTDNZyOxGyHK4QQQgghhBAHJZVuQggh5pRgvEamomivQNu+MgDKt7CqNnGUJAwsxsd97v7uJuJQFlQQQgghhBBCzE2SdBNCCDGn7NuWx5jmXFITG4wxeFUfPfGOZaPIBTFmuMbonsosRiqEEEIIIYQQhyZJNyGEEHNGrDVbN5abq5UCChiqbiNZCbE0xMStfZNKMbStOEuRCiGEEEIIIcRvJkk3IYQQc0apFmE3gtZ5C9ief4BkqU6tzaPkOhQiTSHS4Fo8fOue2QtWCCGEEEIIIX4DSboJIYSYM/aO+yi/0TpfiQ3Dhc3UnZAgNsS+oc1WdDgWWQXt/Wme+NW+WYxYCCGEEEIIIQ5Okm5CCCHmBN2ICLcV6Slo9ERPt3bH4kWDJzMwAh3VkDDWhM2LcGLDjodG2XjX4CxGLYQQQgghhBAH58x2AEIIIY5t+xdN8HeW6PnhtubGiZ5uAM+prm2dbmhDZCsSgDOxS3l8sjJOCCGEEEIIIeYKSboJIYSYVVG+wdC/3gvm4JcbY0BBQ0PBsui1NGDjWpBIaspjDaIwxnHtGY1bCCGEEEIIIX4TmV4qhBBiVuly2Eq4xYCPJtSTGTilFKE2hJahmnIo2zH1VJWyCrGTMLC6jeJofXaCF0IIIYQQQohDkKSbEEKIWRUOVgncCAAbSGBRsgyBNq3ebp5lUfANY6MNkkCqnqHdeIRFi72bilTG/NkbgBBCCCGEEEIchCTdhBBCzKrG4+N44fRuB4+WNTeVAuratHq+7Qqa/2sVt/ZzFDiOoV4JZi5gIYQQQgghhHgapKebEEKIWRUXm1VqBoOiuTpCaAwGi19UI5ZO9Gobi5tJN2NFres6QD1SVMdkeqkQQgghhBBibpGkmxBCiFmlXIua2yAdJlvboomWbnWt2ORHgAIM6UwD7Ml+b65qbm8UqjMasxBCCCGEEEL8NjK9VAghxKwxxhDsrUxLuPlOAy9XJuH5tCfrgEIpBVjUqmncrEs9VabuNkhOvIvVS9LTTQghhBBCCDG3SKWbEEKIWWNC3SprMxiMMjjaod5IEAYeeupUUhssS9GezaJHYnzXJ+PEJOyYIJCebkIIIYQQQoi5RSrdhBBCzBpdDVuna5kSu9Y+wu6VjxNNLKyQSETYdoQxEMUQhobcQAJtx6TCFKtdD7/hkh8JD3UXQgghhBBCCDErJOkmhBBi1sSVAKMgsAICp9FMrplmnzbHDbGTPquP241SzWo424aEl0Q7zfMJ1ez21qjGh74TIYQQQgghhJgFMr1UCCHErNHlEGXAMx4126AUxJGNMTZRaKMUpNIB/T0Wac+mPevgR3XsbpvyWA18j9VtmmE0WhssS832kOas/J5dbL7tp9iuR/vipaw59/zZDkkIIYQQQogFbV5Xun3+85/n1FNPpa2tjba2Ns455xx++MMfti5vNBq8+c1vpru7m2w2yyWXXMLQ0NAsRiyEEAJgaFuR2//7SZ74+W4qCUXdbVDTmjhW+A23tZ9txyQ9l4vP7eF5Z3Zixw9x+10/YMvgwyQim9gYvMChXHKol6Wv22/iV8oEtSr1Yp7C3l2zHY4QQgghhBAL3rxOui1dupR/+qd/4te//jX33nsvF154IX/wB3/Ao48+CsDb3/52vve97/Gd73yHn//85+zdu5c//MM/nOWohRBCbH94jIdu2c34xjxZ35AKk9hpn1qxl33bM1iU0HGBhBXgWSkiHRBWdvHwY7excdOveXDrT3Ail5yySStwXE11qDjbw5rT6oV867Rl2bMYiRBCCCGEEMeGeT299OUvf/m08x/96Ef5/Oc/z5133snSpUv5yle+wje/+U0uvPBCAK6++mpOPPFE7rzzTp71rGcd9DZ938f3/db5Uql09AYg5iRjmr2ivnLHNu7cOjbL0cCzVndz+XmrZzsMIY6o4mgNgKSanA7aMDHdycXs8b9BrbgTgHJiPcef/ecopdi35bsUq83XZG1iqlGBnNtFv2eI6hbVTXvg+L6ZH8wcZ4xBKUVQq7a2+RV5bxNCCCGEEOJom9dJt6niOOY73/kO1WqVc845h1//+teEYcgLXvCC1j4nnHACy5cv51e/+tUhk24f+9jH+NCHPjRTYYs5aOd4jVd85he0pxxc26Inm5iVOIJIs3m4wmP7StSCmLc9/7hZiUOIo6FWDFjqKpZ7CoMhMJpHnliGUT5hfXKa6MjIYzz02C847aTnUKoUaHPqVCIPgyLUzR9I3InEXXWsPitjmcu23f1L9j58f+v847++h0qxgDGGRc84mxWnnDaL0QkhhBBCCLGwzfuk28MPP8w555xDo9Egm81yww03sH79eh544AE8z6Ojo2Pa/v39/QwODh7y9t7znvfwjne8o3W+VCqxbNmyoxW+mINue3KEM5Z38ORQmaSryCVn52lSCyLKfvPf1pHKrMQgxNGSybi0pR00BoXBN4bIWBhtCILh1n627RFrDUCxnKcUpVuXNeJa63RnhyEoTVZyiaZGqTnldtNDDxAGAeVCHjNxPEvDg4Ak3YQQQgghhDha5n3Sbd26dTzwwAMUi0Wuu+46Lr30Un7+858f9u0lEgkSidmpbBJzw882jvCzjSMA3P2+59OXS85KHDvGqlzwr7cCYGYlAiGOnrFNBU60ARQNO+D2Sgy4hPV7UcrDmBgIieOAfKG5AE4jtuhK+FQDC40iiAs04jECkyWoWuRz8kw5wMR0eZNXtNk9LMqu4cnSPRgMfk2S+UIIIYQQQhxN8z7p5nkea9euBWDDhg3cc889fOpTn+KP//iPCYKAQqEwrdptaGiIgYGBWYpWzAeDxeYUtY6US09m9hKwCvXbdxJiHjLG4PoRpJtvQcYNMcZGxxW0fwdPTTM3gjoEoxRqAeN+GxYGjcLXMUm7mySQtCKqpXDmBzPHBfUaWmue2/8aXDuBMYZdtSeoRSVKI8O//QaEEEIIIYQQh23eJ92eSmuN7/ts2LAB13X56U9/yiWXXALAxo0b2blzJ+ecc84sRynmqijW/OWGtbi2hQK0MViS/BLiiAobMctdi8gYQtcn37eHeHAlJh7iYHWdvl/HqjzOSD1F0g5pS3sMlw21aLJSK+VC1bealV1KnrMAke9TGRkijMJpx6TN7aYWlajLQkFCCCGEEEIcVfM66fae97yHl7zkJSxfvpxyucw3v/lNbr31Vm6++Wba29t5wxvewDve8Q66urpoa2vjrW99K+ecc84hF1EQ4pLP/4LLzjwegFhr8pWQ3vbZn25sZNacWECKo3UyrkXg1VF2hG/7gIUxdVDdYKoouxvLbpBJg+0EGP9xGtoFoNNxOHXtOsb3DjFY30rKzpA23QxHDvg+JGdnSvhcUxkdJtXZjT8ygq2ab/dKKVyr+ZrmV2V6qRBCCCGEEEeTNdsB/D6Gh4f5y7/8S9atW8fzn/987rnnHm6++WZe+MIXAvCJT3yCl73sZVxyySWcf/75DAwMcP31189y1GKuCmPN0lyWehARa40ByvV41uKRYh2xUOW3FMAFWxmMpak3PJLpOuhxMGNAAzd1LrEJKRXGGBoepFx9sHX9RDLBec++CKVGyThtuJbL8oRPeyKgsXHLrI1rrglqVbxkkvp4kXpUbm13lIdl2yh5kRFCCCGEEOKomteVbl/5yld+4+XJZJLPfvazfPazn52hiMR8VqyHnLG0i6Tb/DKqgC2DNYaK/qzEU/MjLn/WGraNVeXLsVhQ/D0VkqHGI0UxVWF4sJdGLYXRjdY+2kmyJ84yEFbIeLBzWwlHZYiNxX0qz8Wql97FS8kXRlmWWYc2NXK6ztgTQyw57aRZHN3c4Fcr7Hz4AYbv3kRQqmGn7dZlvcllDNa3URodmcUIhRBCCCGEWPjmddJNiCMpXw1oS3kopaj6IaetaCNfjQij2ZnbGUWGkwY6OWmgk8FKbVZiEEdfrA22dWwlVYMdZTqx0CrGT1WIRrsAMGYy6dZIJilGOZawl2oNflZb2rpsX6K5XybTzaM77mJxeg2OleGU5JMM7vBYMrPDmZO233sXd37nu7xyxdugbfplq3InE2qfzfX7Zyc4IYQQQgghjhGSdBNiwkjZx7GaM64dR5FM2Lj+7E0v9SPFwZrKi/nvnm3jvO6ae4i1ZlVPlhv/5rzZDmlGqUZIjRDbjQg9nzhuPu+MCcHqQimPPcalbqda17GJsJWGZMimpWWG48fo6llJMnkPeX8X7V6alN1LsSiLAxhj2P3oQ2TdLmIdYVuTb/WRDolNhDYRod/4DbcihBBCCCGE+H1J0k0cs/wo5pLP/ZK2lMuyrjTnrO5m6lPiuEUZjluUmbX4Ng1WeGR7tXlGcm8LyljVp+JHAERaz3I0My8VGdK4mMAhdkO0mZj6qAugi2Al2WJbpLJtdJmYeiUi44QknJifLumjkBtFqZj2jmUEdg+GMpGOsZyITOyD1mDN65alv5ewXsNJJuntWtZKuEU6ZNzfR19qOQ4ubYlukk4GY4xMXxdCCCGEEOIokaSbOGbtHq/z5HCFINJ42/M8Y0kHUWDAQGZK/6PZIt+DF65aEJN0LRqhZvNwBa0N1jE0xTR2LBpRA2VpGr5H6FfQ/jBKgZdsQ7mKUzI/IVseY7xkAzYmsrCtBhlrMfAkZTNGT2YF48Vh8h0Bbe4qQjMGQR6zbx9qybE7ydSvVijs24OpQMOtkbTTOJaLY3mtfSxsCiPD/PQ/PsviE0+io38Ri48/YRajFkIIIYQQYuE5dksBxDFv+1iVIGpWGblxlaTfIOO5ZDwH2w655pFr+Mz9n8GYOVBmduzkY44Ju8brNMLmY08bGCwdO9P8dKzJ+hFJ7aIsQzIZEFQfIqjdiI6L+I0S3QzzT85/8Prkj1vXa2iXgWSZXlMBoG6qKNVGJtXGWGMPSacNWMaAm8c/hlcw1XFMo1QkjiLa3G6Sdrp1WSmanHrrqgQAD/70Jn74mX/nxk//64zHKoQQQgghxEInlW7imFWoha3Tn1p0Cy/42RswKH6dOp+39tlUrM0AvPr4VzOQGZjx+CwpdVuwCvVg2vmtI1UWd6QOsffCUi0G7K8j1UpTqybQenpiO2n7BNj0JKpctvpeHs33M3TmelLpxSx6vIxCUacMwPKl6xjatYdqVCLjJMjYWerbd5Oc4XHNFfdd9w38ShkdRaScbGv77YPXcXPnej7iKggNrp2Ydj0dH3vTnIUQQgghhDjaJOkmjlmF+mTSLW01+2spDLYuk04nCQIPx3J4ZPSRWUm6iYWrOCXh25lyeMs378N1LK587hpe9+xVsxjZ0VcvNCZ7iFka5dkoatPaFqap4hGjLaisXszOky6k0dGOb3w6Rp9AG0NFj2OpPeTSHmMZh4zTXKKzoZeSrIxDHIM9+9PEZ1oUNhO6KrLo8PqohEUiG7b293BX3IW3qp2xzduohIXmfkqhbJtcT+8sRi2EEEIIIcTCJEk3cQwzrOpJs220Rkc42Noaqj0MN5pVIIuzi/n641/nfzf/74xHV66k+YP+dzQjnQtTXMUR8b0H92JbisXtCYbKDcpBgyh2ODVd4/y7rqL4eAKvezmpV/7rgmzsVxprtKrQImURtfeBsrGxMES0ew0GkuWJPRTjXf1UF/cDUCVJfMYKzo3bqBZKaJOmq7ODx7Y8RsHbQ8pq0O7tI9YujI9Bb9+sjHG2VMdHcZMpYt8nRY46FXJ2D2FbmuDEV1O/ZyvhSJ2c7sRLNP8KxhhMFLH3yccxWqOO4QUohBBCCCGEONIk6SaOWXvyDcLRbawiJheOt7ZXVR1oJt3Wd69nuDZMJazMeHz7qoXWaW1k6tdC8YkfP8nW0SquBfGUlUvPSY6wonwnTqkBu4GXvB+SbbMX6FFSnJJ0U1ZANV9AB48Dhu5Eg0tX/xpoLthrYQgcD8+vE3hJUIrG0gGOr2Tw67tw1HZWLT+HW37xU6xckoSzBF8vhsavoFg6ppJuOo4Z37mDsFYDwAuT9LnLAdjT59CbSdCd1cS2wgJs1Xz7V5aF0RqMwa/VSGazh7oLIYQQQgghxO9Ikm7imFVtNLgj+XYATH1ye3/s85rjX8PlJ13OD7ffRC2szUp8tlX+7TuJeWf/tOZMwqESl4iDNgxwNvfhmMkFFeLaOCqRW3C9/RpFv3Vaq5jtP/+v1nlPRa01Q+JUB3a9QKGjhyCRginVnrlsjkZnF6o4CkRk0u3U4zJtdGNIQRjC6AisXTtDo5p9tfw4O399Z+u8aya72oXpBEs6MnQk2lpJN8dyWbn+FIZ2bqNeaf6o0KiUJekmhBBCCCHEESRJN3HMiurTq9cMFgrNolon/d8+j/+NN/LSN72C1z//dbMS31U3/39Tzs3txMvZ/99PKNUjLAse/dCLZzucOSUKQ+75xn+CAi+doVjvAmBZV4Yd9Y0sdZdx6VlrWHXv12FKfve2e7ex7JRe1i7KzFLkR0dQi6gTYbkRNSYTcCk75nkDk6uOWvUCALV0rrVt6c6NjPQuxYo0Tm4RqphHqTxLlq6lPpSnGKTp8DRGA9XqTA1pTvArZZJt7URBgHagQZlSMEZsIore8Yz8eh8nVxVRl8KduM7aUzYQ+Q3GGcTyPKrFcToGFs3qOIQQQgghhFhIpHnLQrfrXrj6pXDNxXDju2c7mjklakytJGsm3AA81SCODMmsQ70SHvzKM25u93QbLfvUw5iqH1MLotkOZ06JAx8dR+goolEqcuXKOmev6uKkxW1E9k7aUlAPIoxSVOweQpWk7C1h8chPqfrxbId/5NUiUjgkwiQqDmnvWIKyl7A0q2hLZdBADJiJZ2SqWqZv307KuyOCfSHGj0nUQizbBStCmRp2IomlLNq9PgwDxCQhDH5LIAtLUKvSKBWJGnWctUtIkqXN66Yz0U/tgSJsK7OsoAmmvOu39ywm1d5BrVKmMj5GtVCYtfiFEEIIIYRYiCTpttDtux92/AK23wGPXD/b0cwZ8cPX82pzS+v8/oQbgKfq6NhQLQSMPjqM0XM74TUX7D9ESddiuOT/5p2PMZE//Xgsjsa4a9s4GMUzB07kzKX9dDiabDhINh7FNQ0sE+KWt7F5qMLtm0ZmKfKjI5yycmtgGhQLezDxHjrdITIMNfuNASgLlMWeJasZXrQcJ+ty4qO/Zkl+F1HaAgMF18K29zLQsZhKMFm5qqIYwqi5gukxIvKbU5NtXSfz8DV0MLlya6MUoyshqYZGBwXsdht3II0yzammqUyWrsVLaFRmvnelEEIIIYQQC5kk3Ra66ujk6bAG+thuyB/FBj/UWDe8kfP2ffmg+7iWj0OzyVt9qIKuzU7FzNyeUDopjHWrDq8RasZn6XjNVfuTIfvZymApWNae5JVrXsaanjbsoIQXTC7mkQmH6Ss+hM7v5aPff3ymQz5qjDHYU6r33Pq21umMPdlYMbId1MmvoNTZT+R6AFQbFkOmk77RvVRyHZTdBiN2iGKMRT3LaMSTc3NNnIThISiVZmBUs88Ygz8xnbatsZ3122/EMemJyzRhNPm631upEhdjwsEamVw3loJ6tcL43j0UBvfOSvxCCCGEEEIsVJJ0W+jKe2n+mRWE9Wbi7Ri2fbjGjfcOgz54BUxsHGLjcEH7lwDwQw2VxkH3PfrmR4VdLZh+LIu1uTIld254aqVbQhmWd2ZYnGsj1D6lcBR38C46/GYCygAVdxGpxl7O3/R+cgn3ILc6P9UDTX89QhNjsxdVvbF1WdoO8Ceqs679k3fwpTPW81+veEPr8nwjxcdTb+Hv976WTLGAUTDUGESpMuWsh/IalMMxjDFACqIIxsdmeoizYu8jDzC08VEAHAIibZF1eol1xIi/ubnTRBbf15Pp/GSijbbe/tb5yjFyvIQQQgghhJgpspDCQqI1fOrU5ulEDl7zNajnYcrUSep5SBy7q9M9sqeEE9dQB0lo1eMzyId/gyIma22nr9PBcxTGn50kkpq2auXcrXtrhNOTboW6VLpNFYeTj5+ajhiNbM7uar70ulYCZ/BeFuUfae1T8FahFJS8ZTTCiHPX9M54zEdLzY9Jao2FjSZDTcf0JqqEpo2IDuqU2LTudCLHBaUwBsbyHvWax8ieRTxYcnFrKeza43RHoxRznahtW6j3aWxPYUyNYlDDcyemVh4jiynoKdNog0aZjeUvkPOarxk518dyXIwfkcg51DTsX5rCim0yXd109PZhjEEf45XQQgghhBBCHGmSdFtISnubfZAKO5rnf/i3MPTI9H3qeehYNvOxzSJjDHdvKuLainI1oleXqCYXkWnsA0DjoJRNxaxH0z1xnZDhQgSWwjTmwsIAc7fqrR7ErOnNsK/YIJdwaNtYZHxbHV0L6XjJKpzu1GyHOKsG85MLdqQth1WJmIYZZqSRwXYiumt7SOoaxcQqLB0wmjmdgcrd5MI9dPjbKdXqNMKYpGv/hnuZH+p+RMWxcM1e0vFOKmGCET8DxFhOgnomx8MnnAUTCWdjoKcrIGoP2fpYHxuWw67xKrvibtZEQ9jGMGLHxGEFL+WQi5eglEUtcqHXmmw2uMDFQTPRrUxMaWyMZd6iVtI+a0foQjPx2xgPyXcqurMheB7aj3Ach9L4GDqOsZyFU1UphBBCCCHEXCBJt4WksH0y4Qaw9VYwU6qQcouhXpjhoGZfEGkG8z7aQMZzcSvlVsINwCICE+HpmP0TARUObaqBVVP86Nub0e62g9/4UXRm4ywCs4lUXwq1Zo5VJ4Zhs2fW3r3UR2psGWlWFNWCmMWP5akFzWRHsGHgmE+67Rou0jHlvKdglSpQow9djtDVdmy/TPvE9NLdVorAyhGRoJHq5azuiLFywJKu+X8cw4amJ9TAAFhD+NombQfUY5elqb2MdPdS6mwmvjEGUMQaKlWHl5yymG/etZPRasA9T/TQ/nxFW7nAzlwalUpw3IoTaGyqYimLUEcwUoCurlkc7czZX02ZCoco1UJUen9lrAFVR9nNtwKVtFHGEFRcwJDI+7ipNF4iSRSGWI6DMeYpVbZCCCGEEEKIwyVJt4WktG/6efOUvmXlvVAf51hT9XWr4MXSAW6QB8AYCzAoZTDGJjL9U67Vw/Pam5VFD+UjgvaZ/xIaVm3y1QBGAtzEHKtyGhqEH3wfgEbDw2GA/fWAVjxZXRSP1Q9y5WNDGIfYymG0nJ+WdFMKcqbO0APD1J7IA0s5rlvBRJFRRqXx3Q4c3ydb303KH2GkvHJhJN1qId7EaUWdffUctdijy6uSU+PsTqxo7WuHsH9ne2eFVfdfz9fe/mY60x6Xff7ndIxtpNDTy33pHIuK2+ixE8RmnJSzAtdKUfEHyfoLfyVdHcdEQXOc2WAvO6pZaK6hgMcd9Hr/ioq/jcHFNGJ26CTLJi6P8j7e8hSJZJJGrcrY7p0E9RqJdGaWRiOEEEIIIcTCIkm3haQ8CNlFUBsDfYi+WvX8zMY0B4SR5rgtX+CEzZ/FNj5moj9aJX45xegNNPulGSCc+F8BGm0UGkXOUcSJmV9zxJ7La16MjIDjQBzTsBy+TJrl2GjATGkLZfyDL1hxLHjZDS9jKO/w0uJryGZsetwYZyJ3Wy2nqW0cBxQbUhYd8RvZE7+educ/0SpNaLe1bsep7SVfnQtTnH9/QT1ifzon0BqtLTo8n55EFaUgdFxy5QKBm2Sk0kbwP3s4e/BREqUGa3szdD/ZhbIUn1jfYMuQxh28m8dWrmNf5y6WdC0nq/LACixlMVxsHBNJtydv/RFj27cC0Fv7NRHPoBZVCOMaS9M7UUqTscepMICJDYXAYsyL6fIM0UgV5/gUbiLRur3K+Jgk3YQQQgghhDhCJOm2gPzsnvt4XmV6tVsNDy/Xi1Pe09xwDCbdgkiT8EdxjM9o8D606cDg4fIwkwv4KiwqxLShaAA5LNW8tKvN47z3PmvG4/7B539M8cE5VuG2XxBAZyeMjNCINBrw9i/2MKWNlg6OzaSbMYaEnaQ8eD6dbXUGvOZxGKFIO1mC0MFxQ6LQIWXbKGwMDrG9mqSVYbvuIemuxrgpKsURwvrCOI6lXSU6J043NNS1Sz2AxWlFmF5GI5WhnOsAYNfDA3Q89CSdUYNlp3SSXdVF8MQD2O1ZOjNpVpskhUaAZSBdq1BNDePqIep+O46VJogSkF34yaOw4WO7HihFJhzCUTnautvJrOwH9ccUy6vpGN+Ds2QFlfGIsBgRakXkGLyGj+OmSaYz5Do6SXd2USuXJjpbCiGEEEIIIX5fknRbQPYW6jyiV7CKQYxSKOAj+jJe/azns+GBfwBlH5NJtyg2qGAp4+Ff4usTMWSBmIjp/Z40aZpPiVxrW6gNXiNk2yfvndGYAVbnkyzNaoqxYdccqBjz95SpPThCNFjDKRdIUyaRBD+TYzXN5KAhRjshdpRsnp8Dcc+GWlRjy9goGJuMZQHN43C/2sxzOB2/niAKm3MnjZmSpYwr2NYisskk/eWtEMLq0koeCv90FkZx5EWjZQKvSjocoRoN05tsEBtDd8LHaQzRSJze2rfNSfCM8W0sPrmXrgufjyFBPLYLUOjGMnJ2Dtc7h9MKmu2J+6m7IxzvbacYPRs/LmNqCoaHZ22sM0HHMSjwMhkIKtwxugJFhjBZw+3IAT3oxBmszXwRf6nF4/0Xkr9znBhQkUKZCCdMkMhkKW/ZRLmQp1YozPKohBBCCCGEWDgk6baAnGpt5WSaCymsa1yDj4cFHF/JsWHkCYyyiAZO45rbthBEmjdfeNzsBjxDar6mfbiNWvyaKVsdDImn7JmimRyZrC4rxgbPs3BmoWLL0ZBzLLodSBQOMV14BtUeGKF6e7Ni0idD4C2md9FWgmptfzsyFDZ2NHn89JxY+XXmFf0iOughXTmOntwI7cNdGGO4uf8hoiXP4cTBZi1RUkHPlFVJY9pIoAimTC/N+UMQ6QPuYz4KC1W8IENEhp3VbYw0kmTSHZx+yimY4JfE9mTvRFVPkParJE94KZFuVpoG9QTGKqLaTwMUSRfWVGA83WCo417anMcIaCNhZymFFibyWchLAtTyY9TGx6gW8ni6zP1DPZzc2U0m1d7ax7Is1id+RG3HAzx5/IsBKMWGJdomGIOM72LisLV/o1I+4H6EEEIIIYQQh0eSbgvBLz9DbAxd8RgoGDfZZsJNgTbw1Yd9Xte5ElMeZPcDP+WjwcsAeMN5q0m6c3T64hHUCGI6wszUWY8YDOqAr+MhygL0/mNSxddJXFeBN/PHSc+xbIEuTU/8hUGavTtO4gQV4h4stWGBOUaTbqWghInauCTwOHdoTWv7l6sf5gcrIuKouYhH0pp63DQ7GqewkiFO1BkCK4OjGyR1CTtqzPtVJY0xWHWf/StG1HXzsZFJt4GdQEUNQm8yEb5u2RKyQZ2pQ7YyXRgrgcIAdfavGJD1HR5b3EOUHWP3nvtYlDqFDm8RcWPHgn6TKw8PEfkNHr7rVxOLKVik7QzKmXLQ3C40kA6GSYa7AYfGlOpKO3BJZCZXR25UKzMWvxBCCCGEEAvdQv4+svDFIfz7iVAbwQIWATUSFPvO4wPrT2Vvscb1j+yk4kcU45j2qEGHmvyTD5UarOhe+D2PlAUmmv5QPzDhBhqNnbQwrQUMMgxFAY01OS748w1HP9CnuOXTP+H4PRNJCPOb950JJpxabRXSfPlQOG4CgqkBloA20KAXSC+y31XZL/PGdW/hnGAnQb4DN06gULTHOf7odottoWZLp6KzUUOTx6IXsKjUx/jPW36KshJ0u+u4dPV9WLpBVB0jjFbjzeMkeaUR4eiY/Um3lF0i67r0dS8mXnwh9uhmiC3Sw6OM2F284LjFDPX1EWbaSKIBCyuRQVkeinEMMYoKVWVIBZru0RHKbW2k9o0Q6jp1XaVaCWj/jVHNb9XxUVIdXRgz+XrmqhDtRcSRi+1YoGyUnYa4Rpsax+1fSeiH1Alo8yKUH+K4Htn2DlAKHR2biXIhhBDiN/rWn8Kee8FNw3PeARv+crYjEkLME5J0m8+2/hzSnVAbQQFKQRqftnCQjpSHZ1sEkaYr7VKz2mgH2lWFf/C+yfezr2asEhwTSbedo3X6EjVoNM9HCpSZOom0ySKBxRYCt4fs0n5sT3GuO8S2fXfx2NcfnPG4M9Gq1mlPzcz0wifu3Me+TQWqpYCzX7Ga3mU5do3X+NbdOzlzyxjHt/Z0W6fChIsX7K+C84HJqZG6Njlt7Vjx3xv/m5u23cR58d+Ri3fixc3+dpGJsJWF60cso0xWddLmeBMJt6aEleDM7ufjWglCvZ0gfgBP1+gpbmNoaxfL1h1/qLud82q+xppS+TjuW1TCkED7xFYVXRmjmltOraeHtIGVuRTBri2kEm3sX/DEGIPRHgR1lFXHOCtJG0jhMtbTSynXhaFG0mk+Bkcr+xZ00k1ZFlob4rD54qYwpNuX41oeTHnJqCdPw7ZGWKvv47GhPuq2IpXzCAOPaPcYHQOLqPziNgBKowu7D54QQghxWKrDUBlqnh7fMruxCCHmFeu37yLmrC23wOiTAMROJ1Hbs4iSq4nd/uY2bSg3InaM19lX99AoLOAN1vex81sZrfizGPzMaYQxqrGsdd4xMNLpozHNL/ETU60Mhpg8dthOekmC5ECCbPc6liS3E8fxjP+bWounZqjU7f6bd/DYL/ax4+ExxnY3ezs9vKfI3T/dTnqiam0ykuapTDkgdvyJ81P65CVtVGL+VmYdrjv33snDI4/hj9WwtU1kBxgMNjYKC4VDmhxLDGQti1BPTudLOR2saTuN5dkTGEidS8n0EysXrz7OyKbHZnFUv79CyceyFcaqYkyVQDdff3KpdixjcIICodtcXCKOFLpUal5RTS5EYafasBIZcLqwvTLQIKJGTESmUsb3kiTsaus+S74PZg6UiR4lYzu2seuJR7BsBwtDt1cllUqjXIXlKGKjIa6T0MMkypvpqW8DB0Jv8tVFD+dxqq3yXmql4mwMRQghhJi76gUIJt8rxwvbeHD4QSIt1eFCiN9OKt3ms/Le1smHz/gaJ6gOACK7+WeN4piejMtoNaSuwZqSLulQFUqVY6N3T1ivYkhO23b/Hz5IbGusT5zBS9LNqi2FYdvqJax6hGnp6G5/E9mhR2Yw4qbAX0yDv5nR+5yaniiPN5Mie0erfNKerIic7C02+cXdjp66KAXQiAkHqwduX8DqYZ1f7bqH1akzyFUUnp/GiT1CYxiKvsNS91U0qwSbz1GlFK6a7KdlW5MVhBm3jTDspcd5CGUiGo35fSzL5RAvBqUzoCCaSLolvDQuRYgaBM7Eiq7aJS4WUYkkducyptalKqUwKCxG0azEIUe371DN5iiuPJ0lWxLNGc5ALdCgNdgLM/lbL5fY+shDE+cUSUuTdFK4bc3Hl40COwUTlX+ub9PfVWZ8JAcTCXHdiMn4kz/A1CXpJoQQQkxX2AnDj7bO3rvtR7yzdj/ff+X3WdG+YhYDE0LMB5J0m8/qefaqPvJxmnv3GE5Y2tyciSMuyg+jgLOO7+e/HxqhHNnT5lN+wf0k++66E87+4ayEPmMe/x6vuePNjPANACJ3kIfPL6NdDYFF+4Cm2DXIqmXNaXtp0tQdHx0ZLBu0FbMv3YVfu3fGQ18RhftnxGKbmZmmGU3p2xZHmgdv2YX13Z2QayaDjDHUtSFhgTPR4T42BrvV7T5k6tRTIoOJNMo5NopqnxjfyF8+9lF0IaLuDeKlU/hWwGitxObCTrbzLdbkns1AejXQrK601OSxybpthDrCVqo5HdUsBx7CMXUawfyuTA0aEVMns/u6DkBXe4ZY1bj++X9ILZ2buNQiGhkhddLpE+eLQJ7qg5vB7kARMXLn9+n5kxOwsjlc7YCBaiJFpitNOJF0C0KNCUPUAky66SjCf8qiByty67HUgWM16RVofy8qqrO0a5SRRifjkSabCPFwyboe2VyOKNYYvTBWyhVCCCGOmHq+dbJkTX5uG2uMSdJNCPFbSdJtPhvfxmIzTFpl6Up4rc0Wk/m1/nLIH5PgBvM8FsejHKd24amYWNnUovm7EuLTZYIajpn8EppPlRhb0fyiqjxN7aVPsn00xdqouY+jNcpV2G7zDdXGgcRiyo3ZOFZTFyGYmS/C6ZxHebSZ6osCTaMakjTQiA1JW6GUQmFaCTcDlGJDZ2u1RPeA29R+3GzofgzYNJjHTCR4lrkWFatGrVYlX9/JuB8T6n2knK1ASGdiGY7yiAhwrQRKNSefWlbzZdlTNn78x/xi7GSe2HM/uf4l83oF01otomNK7IoKSS9LW9tSXDZRSaXYv1Rp5KeJRkZJrT2NuLATtzuFrXYQDD+CMUvAGCoVRVejjpUFC4uBckBoKbLtLvs/GlvaIqxV8ZLJg0Q0v41u34KTyuAm04RBQKddYnG6l3pXDZ7ayS4sYQVDaD9Hqr2TZNKQ9BVenCDSYHsejYZPFAaUx0ZnZTxCCCHEnHTHp+C+a1tn27Smv9YDw6/lhs03cEb/GbMY3My78dP/xvje3ego4qV/87f0LF0+2yEJMedJ0m2+Moa4bQkbxw0F1UlSKUJtsKzp3b9cR5E14PS9gP+otvPp4O8BsAnpa2ydndhnUFArYZkErnoSg0spDb4XTF7eWSO2kjAxU1dZiuTKyQRm3WqwseMMvrpo30yHzsfvM811CWbQ6O7Jypl9WwrEFqRtRdKerGoLDKQn9lFA57SEWoBC06zhSgGwdVeZRHeK7pxHJrnwKo72G62NsnVsD7n8YgA8qzmlu8tt5/7RB9lfRLi5fB+by/dxwcAldHiLAUOoA4yJSDjNWrAwbuBYCRJ2J53uiRSGf0HojuFXKiRzuUNEMLeFDU2MoRYNEmqHaqQ57bQX096eoeJoYnsiYas1ytgQadzFS7GSGYxJY9t7WPT+90NH8xfl6iMPEN36CE5P82pRCI4uY9wMlXiUWGsiYsojw3R3dc/SqI+eeiFP0KgTNmp4boLzT30l6cwGbOsgU729DmKnC3RMf0dM4+GIUtqhoeoMtOewInAchygMCP35XVEphBBCHDFP/gjyW1sLJxian33TWlPOH8/3t3yUD537oWmzFha60V07GNu9EwOM7NwuSTchngZJus1XtXHsnb9kvQX3pE7jtLYErtVMjFj73xFo9iC3NTy3vY2NK1fB/ZM3YQflmY97hjVKoyRJE5rm9FHX2QdmnFSUQCuN74S4ysZgUKjmG2nfZFVMSic5ye3nA87rZjx2l2tppQdnoBd8HGriKdNLh3eUwcAqz0Ibg6UUP6qHrFE2HYd85fAmQm3ejkGzZXuZeiHk1JVZ1gws3NVy7x68m0StD2UpjDZ0WzZZnQQbatFTn2uanw9+t3XuFcveTMqZ7O22sXQv69qfiasSKBSO8iDW+OXivE26RUFMVnu4zgCNuIrBsKR3KRYZknEBNbFcSNvQMMNjLyMu3Eeq73isVBpb3dssgpvyoTaMFZY38TgzGj/bQcVElBKKrN0DNgzVdjK2Zxfd606cnUEfRdX8OJXxMQC6uwZYesrzANDBQapiDdjROCYapy3dCRpUBF1ummA4pj0ZYjnNhHgkSTchhBCi6YFvwOPfa53dX6+fUVVWMkxRuzw49CDPGHjG7MQ3C0Z37Wi1oigND027zGiN1pr7bvxf6uUS5//ZzH9/EmIukqTbfDVlEQWyJ9Ht2a3eWkrRWpHTTjW/SLUPVRkb6OZbz/4hZ/7qzRynt5I1VUwcoeyF+zAIi4MkpyyicPLytTzjiRNQKO7ue5zHu3aQ0N7EF36Dc5CnhKMUIzvGZjJsAHqnJNqsODj0jkdIo/aUvnGmWa+WtsBSCl8bRpPgVANW8kkWO7sZjT57iFsLJyreUthR8405jBbuKpIA1ahKpracMKqCmtZCkbjVk8/gKE1sJitSV645GaWnP+4aq5MMW2P0jfeS87pYnF7DUGM75bER2hcvnYnhHHGNWogTN8dZj8okLBjo6QQg7wRoO4MdhVgVH9e2SXaksFJp0A0sd6K5vzV5nIyyMWEJ7dexEilStSTlzjT5lGpNrrSVQ3Fo5qtUZ8LIts3s2Pg4AKnkZMJWuc2vBIEK8cxE9aDVfA1UgBUFDCyOiMYnp6C6uS7sifcBrWOiMMRxD5wqLoQQQhwzdAybfgzKhtwAD/a9nO4n/5ul1jiLKHCz+w+cEZ7A39z6N9z2J7fNdrQzIgrDab1fBzdvnHb57d+6lnv+b/JH5bNf9RoS6YX7g7sQT9fCzbYsdOVB9iZWs69u0cfZ1EohiaSNr8C1mq2RlKWwMxaZkzMEmxosa1tKWyrJSOcz0EWPhK6SG9lH98Cy2R7NUWNK+zBmcrqVMaBQaDTH55eyLr+cVNScTqo4eK8s13aI4pmfFmkOEc/RUhyuk2p3iQPNegy9roUNVOJmeihhKc5fsZOAgI7RfXjhHjz1GKHpxtAPQMyT5OwH0GYpDX0uAM5E5U2wwJNuQRgQ7wpwum3wwXU0xKBN3FwwAY0BjFGYKcvjWrk05b4eorEGbcE4uwbqVJ5hs1mPkLwtA42YxZW17Mtv5sl9j7L0lPn5a6o9nCe2fIq1EQYbuzAoksnmc69uN5OSseNiJ9q4PPlznHhJMzFpJdnxiZuI8mN0/kkfvVe9vXmDSqGsCCvRnMbcVkhh4lG2tC9if3cVz00yPrjwkm7GGKLGZEVaykuiI43lWK2ef55xGXfLpPwS2SmvJbr8MAPdfUTVLtDN56SV66KzvQNlNDEKv1rB6eic2UEJIYQQc8ndX4aOZZDth1Xn87PgFax94j6WWnc3CxycDP8br+S6nlfTiBoknYXXP/apgnrtoOdrpSJXv/0KwmDyB3zbdRnc/CQrTp2fn1uFOJIk6TYP/eP3HmXt7jt5rb+VRQqK2TaSbc2qhKemhpRSJNptulYnWFULGEk5pAlZFz0BwJbhXQs66VYxCXTmJCg0z1t2M9mhMbixS0ZPf4Ns4JOkmaSL45iSW8DRCfoz62YybACSbX9Cys0R12OC4aO/eml+sEpHb5p9W4p0Z23SE9OVq9owGmpSyQhtB9jEqCDAsiNCs6rVuw2gofeyIvlVKtFLWkk3L4xJeRb2Am93MVLLkx5fRTgWgoJ0KobYITYRAHoi0RarFJjmyp0pF/qDH9Pb1cvgiirlthpPdnrUbAsDZCopknWPVNojHAlJ1OZn4lIbQ1sYYOwirgVpq0RHKg2MYikfoxutfRNRSHe8m8BZjW7kias+4eAQOgio3n0v5pOfpO+qq0DZKMbxdz6Gtj36lrVTAFwzuQBJwrZoVBfeNHoTx0Tx5GvCks52rIneilEcU0xXUJFNV5gDK4fx+tAolJXCqe+jb3EPe7ZGYDXfMYybIooiSsVmRWGtmCcjSTchhBDHsvw2SHdDbQzWXsT4PQErvLHW2maxncKxkyxNrWNjfiOn9Z42u/HOgLBRn3a+NDrKDz/78ebCCloTB5M/CGY6u2hUFt5nMCEOhyTd5hldy8Odn6VLPc6YnSOpHSLnwC/i+6eXAliORaLXZVEYsMO3CVI9FMlQoo3K2N4DrruQdA1thvpphICTs4mNRilwjI2jD6xe259wA7hxzV0sG+9ioNZFtmd8BqNuKutOui0bN2uTjo/+VK96JaRWDCamlU6sTmoMGUuRsBRauyg7xg0rhNojshwsytg9ObQfo3SZejmJNhbKlFGUMASYuJd6oKk04t8SwfxUGK5RGK6h7+whrDXIpMt0ObvR0VosIDbRRJWbmjiuHlBHYXhW1xZOTQY40S94eNGJ7Mw0E5in5Ovs2t5PPeODgdBv0JZyaKvOzyl/UWxwywFESXJuLw+N34FybAxtmNKd1KwyuXKC0PWwA4jVMjAOysmhK2NoPwDLov7YY6BjYt8Hy8LSe7G6L8IYQ1ujwVhnJ1Z58rUvDBX5p/QbWQjiMERHk8+ndGIy8W0pRbc/ffVSZXlYGNA17JHvs8x/iJ36PdSx0CqmM9FJ0prMipdHR+hdsfroD0QIIYSYq/Lbmgso1IvQfyJ7CvdQtTrR2kYRk/EHcYd+ROOEK9hTHj0mkm6NSpW23j5KI8MAVPJjPHbbLUCzsm2q0vAQo7t2MPNlC0LMPZJ0m2eKD/+Af3C/AYA2CSLa0G7zz2iMaU0tUqrZzF1Zk+czRmORppbspp0q7VTZO7pjdgYyA4yOaVT/lNCcDkD2hDSOYz/tRQmKn72b3mefRdiVhdmo0rLs1q9p2j5Ic/QjbN+mAsWR5i9Y+4erlMKeOGCRilEYstXt9LnNlW/tRIPc+kzz8Ra38euto/wy8xleufkHGNoASNSb/eiieH5Waf02m+8d5q7/20qCPgDWZ77PWen/Zm/ja2jSxDpCY3H5mrvZnPxbTnzGBSQfuxyrvr053bkObPsl1VNPat6gMaRjw+q2ccLkYjpHPZL0UPdt0iZ96EDmsCg2dIbgmnZQkA+KrEwVUNrgbvk4rFpB+fjjALDjGpF1JuASl0aoPnw3GIPd3k48Nkb9gQfxN27EOGmc9iT1kb0kV59IP+AYh/HUlKm7yqZWKU97bVwIqoUycTw16Tb5Y4E1kTzzCUnQ/ACsnSzGSqC0jx2OYI2NkEtuIxmegFIOv9ryAMnU5GOrPLTwEpVCCCHE09Yowuafgg5h9fOohnDrxjHOufA/2ZdNcsGvLqGr+DBuVKbTXsTDIz/jpatfOttRH3X1crGVcAPQUz6LxOGBs3KCev2AbUIciyTpNp/UC3T88M3NvlDAnvA/QefoTlrE9ZhYa9ykg7JVs9JtyndMHWps26I/aFBMdU9uLy28fkcA3PIRuO3jYP4/ALrObUM5v/1LtzaayEQU8yP4xRI76vezTW062tEeVIe9mJcEL5yx+wsaUeu0PeVQ7a8HtLSFRpFu7KWhM0TGxctsA3PKRId2qJ1ewx4o09hk401cz2s0+z2ECzTplh+sYjkKPdGzTqn9K7dOTFOemF5qWxYnrj8Bp3A7qrGXOLUYY3zQMapeIG/beFVDtqAYunUlXWtG0XrymLnKw9E2Db9GMjG/km9BpPEmxmKMoR6XGXC3Yu/7GsofpZo6pbVvNsxBQgMlapsepnj7D0meeirDA71w2+2k/YC7P/GvdP/th2l0LUKPVVrXXbWzyK4lk6u7eraFDn2iwMdNLJxeK0Nbh4inVLo5bo7Yj7ETk9W7oQpJTCykoDufi3/GuXj3vqC5RqxyWG7/lHH/BCwM7o4VbKrmcRJ7UTSobN8y00MSQggh5o6RJyGRg2Qn9K3nkb0ltFa0p5rvq4HbbMGgMCSiGuNhcTajnTGV/OTMn2Q2RxQEaKJp+yw7+VR2PfIQAP5TesAJcaySpNt88sSN1JKLsKMagdOFt7SfdLsDlsJojVIWaiJbogONnbDRoUZHGiflYAH9gc/e1BLu9zaQMVWy/gKtaKiXUMRYqkjzO6aaVukSo7GfUr6m/QbaUnhugq6OflTgsyJxMqcomOE1DQAYHtwMXc3TM1GlEzRizs5YJJUiMeXuDBDpiJTzK07a+S1UFDJqVtBh78F24lY1pQkNbsIBz1BMdtM70abLm+gTFcVHv1pvphlj2Lmj3Eq4AXgpTcNkcNV2Rvwk434zKaRSA1ipJVC6C509CROP49tdFPKaSmcSNaKpN0KqQxaD29voVprVXVMSK1aCamkz23cv5oQ186spbRhplIFyuItxv4xBk3CAYA/klqEtxcDgDjQWGbUOSAAJTK2C3d6Ot3wZ5aRF0lKUkh5qeARsl3avwlhtmMbezcR45PotHKY8zoyHH0TUtm+lfd36WRr9kVce3M74aIH2lEOXNYLb3oedsDHGEJuYSBtKiTF2pbazurYGW1sEdhnb6cOJhtBeLym9j6zffO4mY03UsIn85nO1Ua3O5vCEEEKI2VXaA/VxqI9jMj287qs/JZ1IsqtQJZEsM5ZeCe01HGVwwwK+WZgtVJ5KxxFL15/C0JZNh+zX1r1keSvpFkqlmxCAJN3ml52/JNNoVqbddepXOa1g4aRtUGAlLGJ/f4UNzS9ggHItalvqpJaB0WBXfaJGlhX+RnbrXvL+oe9uXptIUkVmNcqeTLhpNJGK8cyBvbGsRJKwXKDeqFIqjbIUiwtOfg5q3+xUAw4xsxV2YT2if2L1Q20MTEzJ04BSMT3O/w8IwVF0qn2ExsF3Jn/BimONazcrbcKUQjV2YQArdEknLFLezK8Ae7Tl8z4qYaM8CxNoOrqL9DtP4GlNYNbT7kE93g5A7biPklEWTvUJ7PL9AAQr/4C24h2UcivI6SLVzgRjWxRpu538znaiJaOt+3Itj7i6m3DfEKyZjdEePr/o4yYb6CBJ1qnRk6iSsWvY5a2o+i7Gus9jcGAFAMftzqC8MaJqSDg+jGk0SJ17LuXH76e7EaAthR4aIdjX7EeZ6E3iLF4LQHv1AYyCalcZUw2Ia3m6sjbFnTsXTNLNaI1frRI26tg6wOl5BspJEIURlm3hWA6OBZ52+fXAVrp3L6Kv0YlDD2HHcVhjNVRUxvEyrdt0DRgzWQlYLhZmYWRCCCHEHFHaA4tOJwir/Gh4M2d7ixhI+7zYjBNavfTpkN7ivQCUS9tItbcR6QjHWthfrUsjI+x+7OFp21wryfr2c2jEVcrhOM948cvY9dhD2I6Ll55fMzOEOFoW9ivDAmKMISoNYWNNNGXvItk7kUiKDFElxutwm1VJRBhluLdnJ/uSo5y1fRVtmQxGG9orMWt3uNQTCU61t5EvL8xy6NCvYaPQpLGSYGKDshW73FEeWrqJl2979kGvt+8jb8QECgOsWLkcvWIl9mmnz2jsLV+/aUbvzjYaTXM6qTWlss5RitBUsVUDpQz71+gI3Q7KuTb2r3HophzSVrOhe9jXhsn3AQmS9XFqviaMjv4KrDNtaHeF+s7mL30WIcsGduCON4hNtrmDAisFruPhJbqxlIWKSxgUCkN4+l/Rvv1/qfaup7CkWdY4XIaVQIwhnuinp9G4VgL8UZKV+VcxGI3W8aptYMOOynZG/QwJK4K4BErhe8lm37XQpTuRw9CBnbEJh/ahSyWCgT5GfrwTp7uNtcMFoqhG6fafwbMgucwj0qDDgGxNUfFsEuUUTpgjdgzjlZjS3t2zfQiOmHqxgF8eJaiN4/sWL3zG80k4zQSanjKFO6vqxK7DUHqcvkbzWVpqW8LA6B0QQ8LfTbNppEV7u0aNT/aFqzeCmRySEEIIMbeUh2DoUTwd8ksGuLx/HM9OskJ52I0qzpQfqhY5NpvGdzBaH2UgMzCLQR99od84YFu728269meilKIeVch0dDK2aydw4OIKQhyrDqs9fBiG7Nq1i40bNzI+PvOrOh6Lyo2YaPeDAIy3n0ajNqVqyBiUmVix1Bj25kb51gk/ZVP3JirZPE+u3EXciEGB1+HgRJo6zeRISi/MaUT5oT3NY0KWzjPbW33uSl6Jolcl5sAycBOFmGBi4QkgObKPnX91xQxHPi2i1qmZmN1qahH2QaaxGmNw1cOteJRqflWvJ/tJMv3NNzGxymo93YmiBIBN84NJGJtpq+ouBJXSZHJibfIOzh/7AN1mK9o0+4o5OZv1F5zOG//sgyS8DFBBNbYDBjJ9tJ38LHac910Gk4tat3NJ4jZCDDaKet0icmIsLBIdHcSV7fRE01emnA+i8cmKyHrUnG6btCNUMEI93c1Y1yK0VpxZaKPTOR6Mob75EfxtG/GOP46iiSmPjbKzpx3fsbENpH50IwBK1dBRA8v1SOss3X6EtpuPM0s13+LKhYXzPlUeGaJWGsb3AzwVku5djDGGsBIRV6e8rm3ZzkXX/x+L9jzW2lToOgEz0W3R0g1sZxwwpMOAZ568F1TzuVosRuiDfLAWQgghFjy/Ar/8FOiIQqqTor2SvswSjus+GXuiks04U/rHhkXa3B6Ga8OHusUFI/IPnCLV4fW1ZhTZysFLpnAmFngKatLTTQj4HSrdyuUyX//61/n2t7/N3XffTRAErRXhli5dykUXXcRf/dVf8cxnPvNoxnvMKg3upMfEjLWdTD61hnrFh/aJJtmBwe10ufEXefKlGM4Yh6W0MjXji8qEWw1JpVCOwrMVyiRBQZJmI3eshTX1zworaJPCc3eyvzGaUgrLs4ktzRbrSdbUVmInm8nH8q9vJx7fBq7V7AGnmvvnjp8bxaBHO1WltcE6SDuKfKQZ1JpnJO9qJtuMwlIGC2i3ksROdlpsydDl/B2nsSTXhX2OorZ1kGCoSulbd7L69CG2qZNZffa5R3k0M6dWaSbdEgrWJS5kW+0cymGBR8Z/zmndgyRMmozvgaVwHAelMgTrv4RV/DVe4RvcWbqDJ1Y9jq4vI1Euk/KrPCN/J2f3/yFGKx7d+Rc4+jUA5NYsJthSxSnej4nPQdmzsaTu4YkKBUiVKRUL1KJmMtZZ8lI2ruri5yf0N/fxFUsrOaAIMUTFUYwCb8VKioU8AA3XYWygl2zdJ1GvU3lsiMyJaSynmSxSbgc9jSJMLGbh2hbdaYV/kA+J81VQq9LwFT3JOstXn0GsYipBjagWU6o0+OW+gJdUNqK2f4+Vix9iuHwCw115XO0QxH00kutI+pswSqFMBCh06LJscQCmmWgLAp/G4CDpFStndaxCCCHEjCvvbytjqNsu71/6F6SVi2M5RHFEZCl0+mSS7edSC0dYvOM7dJ/4EjbnN3Nq76mzGvrRdrBKt7Q3+WNwbMegFIlUmsj3CRrS000IeJpJt49//ON89KMfZc2aNbz85S/nve99L4sXLyaVSjE+Ps4jjzzC7bffzkUXXcTZZ5/Npz/9aY477rijHfsxJRzZTKntBExjnAcKAcO6RJBpAxTYmuF8CBgagUGZCHs4AT1+c0XJjgZlHZHEQTmKhqXIeh20FpsJKpCcf9Uzh6K1wQ6roJJE9urWdt8KGEkVsEoNHtt1C337TiK1aCUA5V/8AMvkUUphwuakPmdxFqczRe2r75qVcTg9/a3TCuCBa5/eFYMKxAGke+DkPwbb+61XiUPNwRZ3DSyLTTWfU5L7KIT9JO0ySdX81UpZCSx/D0WzG8/qp+rW0bahvZ7BUwnwwEr2Ymij095GVDdEUXTgncxj5byP25MiE0QoFeGqHO1uivWdz6PdGyDVnsCd+LXPGA0ocLso9T+TJ/sf4uHCPWCBji0iJ0O7P44TNhN5JobOnU+QP6VIZGIs26Wh20gHI/j1GslsdhZH/rtR+SLUc7R5OdrcW1icKmOv+CCFnvtRFNDGIhFpMiMa41WI64r8/30LggBl24RBwNITTyaKQgYL97KqVqWeSlMfrJA5sUFMnvreEq7jk4k0xppYKdXyGKsZuhdQj7Jf/zjP2F6fSiPF6o4V1N2ADp0j3qdJFV0a9/wH+d0P0v+MAkZDojZOe705vXTMacdSEcbEzQWHrSrEYGIXt8PDSy5CEWNUEn98VJJuQgghjj3jW2HJBgLLZrPVzkqjydnNxYoMmi3bffYOL+JsU8FN53Acl5Njxd7q3tmO/KibmnTrX72Woa2bMVoTxA08O0mKDCaI8VIpqoW8LKQgxISnlXS75557uO222zjppJMOevlZZ53F61//er7whS9w9dVXc/vtt0vS7Qir7X2cVaN3APBwfC7HtVt4Hc1Kt6gaM1yoUvNjWFLBXlmGvumVHVUd0tnwUMbQaxvqfhu1VB9jgUV/tYC3gJJuQaRxowraJLEcRVyLiV3Dpr7d7GgfApKEbQmGvvg5vIoBFMkVnUTVABPqVuVWEBjiaozVP0s9tJ461TN6mtU69XEIa1AdhqjxtJJuURjjHiTp5qQsOhp7AUXaLuBZkzEYAyaxmKxaCga8wKVR97HNZNWk5YQohmiz6tTqCcqDC+cDiTGGoBFhgphUPUJlmi+nCkV3YnHz9JRMplKTlWmxZfPwqhNaE/yttgTlcYe3f+8ljNqjvNH9IbZnyGX3Qb753AwTIUU7JK5tZXB4FyuzJ87QSH8/xhhU3QeazXQHOzLU4x72tJUYTziABZbmuHsqeEs60KYTFTaIS83qNru9ndGd29n9+CMA9C5aRMeOYYLYULp3Nz0XrMIiTXZxJ7HfRme4m8gxJJicXhoEC6fSbe82CzPxoTedyZHzUySSLuNBiUZS86zB5nTS9uMNVq6PRKqNwAqJ0XRZOez1f4AavRW14y6saC/KW4axbKwhha1L1IMqYFF8ZCudzzhzFkcqhBBCzKytxa1Un/wei0u76KiMMbD0MnKWi0KBAke5bN9XZHAEcqlzOU99hSBu57kbx/hC5jmzHf5R5yQStPX0USsVGdq6GYCuxCI8e7LHXXHHblLZHFF3D7bntWbGCXEse1pJt29961tP68YSiQR//dd//XsFJA6kjcHK72yd35sY5k96U5M7WDBaiCg2YqxX7YTFB/6qUIp9nFwOYwzZFSmqO3Ik/RLLVIPx4hhd3StmYigzwg81ibiKIYvlWdhpGxsInMkqq/Z6gZzn45tmFZLTnsTryxKOVFv908y+PP7eEqmV3TM/CJiY9jtxWilwEr9x9xb1u087jIKDV7qNOk/Q5Qwy4D15YHimAnr6Yy0VpXD1ZNJNOUkM/WRNgdFKirBW+Z1jm6uqfszo1hJRKSCV1ux/ObWmTNVWB8tkAhY22JP7eZGDX28mRwtxBmM3/4xecqS1T8qkGelO4JUeoJQfAuZH0s0PNW4wOXfZ/rM1WO1LuT16sLmchKWpVzy68lX04iUAhKPbW/ubdIry2OQqrie+6tXseWILSwsVgp3N5yiLGmASWF4b7b5m1Nrf0615jOsLZHqp1gajwTLN59HKvuPJ6DRxoPFqDqMmIhNFKFtj9y2DdS8gaeCHi+/kJTufQyroJnLOwl5agz0PYIUNTNB83LVv+hr9bobtQRegue/hgJVxPO1xKoQQQixk77z1nbxp412cUquiUSzvvBBjNz9/Pzp8L43QZ7S2FEjxRP25LElt4jh+yvJgjJ3bQoLnBHjOb/+xe74qj45SGp3euy5t56ad3/Tjn+JXKq3PbvVyiXTbwinuEOJw/N4Nq0qlErfccgvr1q3jxBPnx5fA+aZSi8hUt9Owc4zlzuHja9+Opyb/dIVKxI49YF20E7Wo3lxd0leYfRnU0io4hm3PeIKB29bT3dtOcnGCxZmrGHt4A72J91MaH6Zr9aHvf76p1ENqpX8gNstJJiaTHjV7oiQ6jOke2oueso6I15PBzh74Jmna1pD+y3856jEfTPTVN0PvlA2nX/r0rvjg12Hk0ebpp7lwQRxqEsoAZWDyzXNR55Oo5DAcZL2NB49bTaL7LI6fWAB3PFGiw08RY9BoDAbfrePHeXqdlTxaqWNUdcH84pWvhMTV5oqsmUR88MZ7tqFWqxCbiFymY3KzbvYOfO6u01la7cNCoQ286VzN3z72fEpP/IBUb4CX86mEe7FSXbh1m3JPP2rwbtIjIwe5s7mpVI+w45hGXCZsVwSmgYo0wUQuxwkT7NuXIzelIjMqND+oOYsX8bOf3cRge3N1zq4lS+lfu449Jx5P/d6HSMUxe77xIAPvehm+1UkyaJALXYYnFlKwjU0maWFRge23wcrzZ3bwR1i97IMyKBPQ5gaknGb1oPab1bjtd3+ZjgtXk1nXhV6awqKZr2/PD7ErtYd+v4+E7iaIno+n/gObsdZtR2oJ3ckh8kGdSpRm95iFP1ok0d81G0MVQgghZtTDIw+zOb+JcxsxvpXDpFZgEktbP8b7sc/4WAb94j04a0qgFff94myWbrkH1/a5YrzBpuImTuo++MywhSAOJxcQe+nf/D8euulGMn47flTHsiwMBjt2cb3Jz3SV8TFJuolj3u+cdHvNa17D+eefz1ve8hbq9Tpnnnkm27dvxxjDt7/9bS655JKjEecxbetojR7bpdK2DsttI2E3p5UabYjrMY+tehJzwhgqHUDYfGsww2nMeAprVbMiomBX2JsYpDNuQ8UGO23BRDVIcXRhrbYTV0dRJofTniC1PIGONJEVU0xUyf56T3MqZLFCblFAqa5QqTbS63qxkw7uktXsLO8j40fYuRyZQnG2h/O7O4yEVhTGrEnA1IQbQHuwiYYbU3AX8ZNtSyj6FinL5yWn9LHa+jPcUs/k3RqwzAhKLWqW4QMqqRj387hWlY4oIG7U0VGI7c7vXwEbQczmnRVsz8JpS+JVDRHDWFZ3q7qqGIyQTSwjlW72XtPhMJbbB0DVrTdXE9Yu9kTy11bQ5lj8xSO3UXBzNIIGngZXKRL1JNrS6JVZwsLxZMY3z87AD0Pd16jAJWlnSFQMUZvCjjVulCTCwfUTjI1nSKQ7UIyjlI+/YxMA2vOwenIkkw4Y6F2xmv5Vq9FrV1PavJ2MbqBrDcxonnT3cnCSuLuewNXPAMAyFtWGxvUCGHwQlp8L1txYHOVwlEdLYCyMaaBPWkNelUjVksS+xk9HdF3okF20BK/LwtI+1PJE5QbBmOKBlVWel3wVLgksUsTJRTy8Zg0de/KgNIW2U3HGf0oxTAGGlFvikZ/tZMOfSNJNCCHmpR/+P9h2W/P0yz8Fy86a3XjmuLyfpy+KqNopHJUlnRhATcxeGKmPEhtNvZ7Eais0Z6JYhprTTcoqgYHl2uLesccXeNKt+WOz43qceO559KTXMvrtu0FDzml+XrAjh2Q6Tf/K1WhjyO/bQ9/KBVTdIcRh+J2/fdx22228733vA+CGG27AGEOhUODaa6/lIx/5iCTdjoKxUp0Ta4NYnc+mllhGPaqTtJJgwE7aDHaPotKT06f0WAL9zROgs4ZZl4dMhHKh1OYTjMUkexRGQ5w5iXxiPUFxzyyO7sgaLvrs27mTpU4DJ+tgJ5pvlraBxsgQ6//9NpLjdbyLQrrWVqjudsk9cxm59c1FC9pffBH333sNz3liJyoMUa6D0RplzZ+VIg9H1IhIWO7EOYOigkWVrvJd5NPrCGKHsg+FIEGBBDpzMhlr0bTqrrYgA6qNaSm/tEWb2009LtNp1dny5FLO9IN5n3SrNmKiSoCddrGro/RbDrbqa11ujGFPtJmOoJ1GYZhOp0g9O0AKjYVFT6ODl2w9m1yQnna7UanAqloeJ2nT7lWInQR2tJNCW4bYbja4D7WD7Y8+NaQ5K9SG5MTM7tANsfJlTFsSrSCyfKJEg52P5sgsVqBCtGkjbtTAtolHR1EbTiJZKfOMF72MM176CgCyvf3s6O+mf/M2UIrqg4/BC04nld+K00ijpyzF27skSxoDlb0TU7bnb9JtbEfztTqbyfKM4y6imw5IQ63cICjtxcRFxh7fg51SWHZAbl0bYcXHLaSob1jCvnA3q+ursIgpdJ2OtmM6RpqLLOzsX0KbF9DtVXAtTUnX2PxIkdOCGMeTKaZCCDHvbL0VRp5onh7bIkm338AYw9aHvsEVfo600XhxEe01vxtoo7mzP8Tq9CmeMkzoBax9pB+v7uAOtZHXK1GeRhnYXd49yyM5uqIwxFUJjm87i0c/fT9huYqDJmEnqUcVAlVHaQvX8xjavYvORUsoDi+s4g4hDsfvnEkoFot0dTUz2TfddBOXXHIJ6XSaiy++mE2bNh3xAAWUhrZjup5LvOhPSHQ9m5STQlkKfzSgvsunnmwm3Mz+fv+7k2gdYsYU8WdOg5Fmgm73CUPsjkPshI1lK9ycQ6LUQJV2zd7gjrDN+2pYQ49jogGshMLEzazQw/EWaj0Wbr7Zg2xxLo/txPhFF2VPeRoYC0vZNDyXdLFM5ae3EOfzszGUGRWVw9bppHUnbvIDDCQvR6NJ1vawbzSgEGXp7hzA81LgpA+4jYbtA5OLThgMyrFIOTk6EwPklCIoVRnbXZqJIR1VlUbMyJ4qjb1VesJHsdX0RI4mpp7Mk8ql6ehYTly+l/9Z+0v2ZZrT+RSKPr+TlElgMJiJacC262Jri3BnQDKjySTqZNwqHaU2uvOd2OkOMsGjtFV2EETBAXHNRZV6hNbND7RhSqO7c9jaENghWJrqYIORUoSTW4ox/UCGWn4UtKbheezduonC4F7610wuztO1eAmjtsbqy6LrIcU7bqFdG9zcUnT2RJxocj50wXLZsadKFGkOPgd4/sjvG0UpTXfXItZm1ra2B1ZM+SefYOyHGynft4fCL3YzftswG2/ewYXjl/G+xX9BY0k7ezprOKSISRB3nEktl2lWPQMYj2QizViQZbDRhvFHKBYiRncvnD6MQghxTImnrBivF9bq8UdS0S+ypbAFs+12/mB0K7loiGLyOPwll1GqVNjjjzLe8wijqyJ0Xw2vTXPSHSs5/tfLWD6c5c7BHqz6IJ2NGtt2PTjbwzmqojAg63Zyctu5tO+p0FGM6aCHlJ0l5WRpt3vxgiS59g7q5RJDWzeTH1zYiUghno7fOem2bNkyfvWrX1GtVrnpppu46KKLAMjn8ySTyd9ybXE4Njz+UZR74BQfHRiiiWb7Jm42XjcawrGHCYqfxi9+Hq0jzFgCjCFMwa7l2xj1ayhXkVreRTH4WxaP3TkLozo6tDac+thHARcnY6NsRVyPKaoaaz9xB8rASCaFTmfY9qNeMAr6MpM3YCxs5dBwJys7wsHBmR8ITOvHdvgd0J5mT7fqZNLN0GDQfgaxleShkS6+8thx/GToeHo6F/Enf/A3XP7afyC16MIDbuOB3F0HRJqL0xQyj6BQ9KbWkwnu4f6fzP8VTINYE9eax2xdz4PA9Mo9g2bRwErSqSxBPU/JGiRyE/h2eMBtKRRxtUxcKWKns3Q892VUiyn+67GTqIUeDpNTnK3+fhpeAjcY58n8xqM6xiOl0QhQYQqlFH6ymShcsWuQ5z/8PFTBY88Oh75aGdvNtq6jdu2k4trc25cj09HFaRe9lP7Vk0mmZLY5Ddo6cxlW0iHOF/HHBkHZ6PZnNqdWTnD6mvs2pizmMF8VB8cxxiKXnd4bxScm02gmGq3OyQVXkjtD/ujJnzKST7L5f9qxx7axOzOMwqE9eT4XmOfQfnrzuId2O17HZLWmp0YII8Xg1nk4xV4IIQTEU36cixqzF8cc99Zb3sqr/vdVHFcZI2EiNDadnaeRdFJ878df5UfZn0Ki+RnCxOBuaWu1UbGx2VNbxjWLLuGarhfQfeMOKsHC/bEqDsPWyvBA6zhM5YQuXjJJMp0hjkJ2PfLQTIYoxJz0OyfdrrrqKv7sz/6MpUuXsnjxYp773OcCzWmnp5xyypGOTwBZEpiuyQbgRhvCckRte4Pa4MSbaKU5NVBZQH3yi31Q/CJx5Qmwmi+Ke07Yw2jfKLXABwwm0Y8VL6cRHrji6XwUaYOhmfy1UxZhOSKqaurpBqnNYxRTHlFGoZRNUGoes9pkcRZGW9jKJZ9OUmzP4QwM4M9WBedhZ9oOo6dbLQR2ATupaosw10cltZxYTX6BP/3k86g3qgRhAzPlF9OYmKHUOCOF3dQ33QsMUmyMUaDEuF1EdbitPmcJZTO8o8KvbthyuIObE8LIEPsxTodHIo6AISrh5JRPlYRVi5ZRLe2CaJDBnuZqwyWvyq6o1tpvf4VbHIWUtm8iLBVIrDyeWv9S9tBJMUxhpqwQ645rtnc+A4JBRgpDMzPY35PTKKEm3mqMjmgbHKRrvMb9+YiHb0lx34P9vP/uq9FeO8Yfpvb4PYw7muqSAZyVK8h199DRvwjHdVu3uT/pFg+0kzmxH6cjiamUUMoCtxPLHqfQU6HYXcXymtdrNOZ30s0YQ+hrXCpkU5PPS6MN1U33YTkW6eN6SC/txG63UQlFOZFieWUYrRVD1TbcRoMdbbu5q/9BqladiBgdGLAgWdfUulMMZHx6kg0SdpnOXIXRLTItRAgh5iXbBScFXq7ZXkEcVCNscIl+FuvjZrsFhSZechkAQRhitEaXfOJCjHm8E2tLhsCb/K6Ve92ZeC9YgXfhcnrTXVzz6DWzMIqZ0aeWcUH/H09uUJM/7o9GMWUTk4g9Mm4Ca2L180p+vPV5V4hj1e/c3ObKK6/krLPOYteuXbzwhS/Emuh1tXr1aj7ykY8c8QAFBNn1JHWIUqCNwgQGHRrQoG2D3paDjkYr1WKCqf13fPRonXiwgj2QBQUVt0Zkx0QVg5dpkCza/PjR/+Hlp792NoZ3RCVsTSF7OipURNUYy7XAGOJKFb+h8VBULZfirw1ufwbLddCJyQobY9sMtK3EiS3c+nbsRQOEe+ZCz7uju9pnrVQjwTIAXPUkvh/SUX+SBIta+2gdEwQN2tu6AYiIsbGwsenws5g4pnjTV+g48Tz2DS/hhOXPhRiKfVDcvplQp/CsHLVikZGd830VI4PTiAhqZZJeSEA/WRfqcQ2tQjrbushZe8F2MSjuP645NVKhWDYxNbcea1ITU5tVvcp4qOns7CQOAlZc9i5Gn/glW8Z3sS5ZYTQ9iGn3sAoh1XQbpr6U8ugOOO6QAc4ZjcLk9OwoA6WBAdK7IzKOxaOlNMfteYThvhUY3UAHAZZjYRnDvjjAcT3+9CP/dsBt5rp76Fl3KmXHJ9HZRbyjhL9nC6QVqVSEa3XQMdp8Xrcf79E5kMYP4qe9mu9cpOOIKLLosjeCM7mASRhFNHZtIeNaxPWQgT85DY+9bL9mK3vr/bg6IhXVSdoBJ22t8stVe6jbinX5NWSCFGSg2p/HjmuE7Q2Gqy4ai5xXp9uL8McKszdoIYQQh0dryG+b7D1TlR9QDmUgM4AzGuJO/Mhp7CxaKer1GG1c7IEsVluCFXf1kvtlH2knjTdlRoxXt1HJ5lfqtt4Ej9fmx4+ihyNBGjVlwTYLRd6E6NjGGIgM4GlcbdGzZCnVYoFEro2t99/DmjOkp6A4dh1WR+kzzzyTM888c9q2iy+++IgE9Lv42Mc+xvXXX88TTzxBKpXi3HPP5Z//+Z9Zt25da5/nPve5/PznP592vSuuuIIvfOELMx3uYfGDmE4UJq5g3E623Fumq9784mgwBMkItaKM2ZuG9rDZUuupJeSBbibcABNrCqkKWSeFdmLstgS1+iq2brmXBxafyOl9p8/sAI+wan6MrsITFJMjJHqa09Fq+xqgI/oKzelXQ4tSxEUIR2qkVvXQ03UKzSovIAAnctkZ5TluLE+goVQq0Xjk0ZkfS18IvYdxxan5uaeZZPDLk6XwsVHYtkWokkStaZOK41adimVNfsiwsVpl5YEV4uXrmFgTjtcY3D3E8hUNQiskbk/S7i6nEo2TdV3suIjtzO+FKSqNGL8Rk+xQxPQCg9SjDBuL9xJ2VHnRsg2QOx2AyH+cYOLDmW9N/jKamtJL0EQRd0WKNbHBtl1yXf0M9K1g5740qc4SPdEAjMHwCUV8y+BsuwuvcMFMDvmwxFqTCsZhovo01AGJRo10oNjbiMgHSU70y5y1bDGOnYJsN+Hjj5GrNKisXExf/6KD3m5bbx+jGx/C7l9N52KXfbdVIQ7w2pdCsA0vk8Vvts+jFjsUBmvU53mlW1hvAB4ZdxBjugn8EEfZlH9dw9l0LyY2hKNVvA4btXuIONvJ6sHd7El10lkvs8fPEgxkWFkNubs7xUiyQFfQBkBbqQefkFq/R7tXJjI2nuVRqiRR+IztKdO9JPebAxRCCDF3VEegY0Uz8QawQGa0HA33Dt3L35qXgcpSt8FONhdQ2JUfx5yUBG3Q5YCuPVkGklkUkz88N5IBtnIxxqBH64wbh3K5gDZ62jTMhaB05x4Wt62d1sdYoehULjj8/9n773DJsru+G/2stXPlqpM7x5nunp48mlFmJKFoJQQ2NuhFxphkYRDgx9cIS6SLwQIZfIGLr14EsoR4X/xaCCEBklAaZWlGmtQTOofTJ5/KVTvvte4fdfqc0+qZ6TA9090z9Xme83SFvdfea3fVrrW+6/f7/piJM8akAb0cRmKSz+c59fij1BAsHD0yFN2GPK+5aNHt3/ybf/OU7//5n//5JZ/MxXLPPffwzne+kxe84AWkacq73/1uXvOa1/Doo4+Sz6/5dP3kT/4kv/mbv7n6PJc71wT+amV5fpmR8TeBdFDBIqJnwspk/eSeRR65+zhiycb5+w2U8wH53HEO3Hf2Cotel26KFMzm6zTsDmOFCoY7Rjq9mXz9QX7zG7/J/3rT/8K8hqv7ibCF0gWUMbn62pH9M3SX5lafv2ynib3jbsoajFIOe2Rp9T2tBUJIYtPgs/u38+Yb70QeOUbWe/b9GVThUv8fLiW9tM+Z20GGRuZdrF6IUgPRznNzZwlug6OsHceZrrPvfV8kBPxjDeaXerjKJqddInsbQgiK1hhxluD0jjJ3bNsl9u3qIIoz4uUA2w7xDJMek3gmtJMlxrwxDldPc326F4CeI1YT+eMn8HQD0FoR5Ryc19xA/LUj0I/YsnE33/5WCSnWBspmbNCrDcQPq3nqme3kZSBONF6QcEZ0y4qCxLKpJQUWopRU5Ng9OsrIm9+GkJLoxGPU/+aj6HyOG37oX/Lif/l/PGG7XqFIaWoLfreLu7UCmaL59x+jeNdr0YV9uLpJtHJ5DGvwuQ6jlGu5kEIS+sQhjGanGam+CtsZDPITnWK2GuhMk9s3jlh8DOYO0Ldux05StiVLbOovs6zKCC/PWJiigdhaSxGXlkBkHjMbNmLLBZqhh0g0dujgR4LD9y0MRbchQ4YMuZbozq0JbgDxYOFZa31WpNLznX7cpxt1qWqHYjIw/FdiMwrBA91pzB+aQgiBTAVjyzXkyrUzGYyJvdDBS1yEEBhjObKKQ2E54FTnFNvK265Uty4rWmviIKXziWOMG5uecBulNcE6ux67r8mVSgghaMzNMHvosWfpbIcMuTq56Fl983sqOSZJwoEDB2i1Wrzyleeaqz8ZR44c4ejRo7z85S/H87xL+hH49Kc/fdbzD33oQ4yPj/Od73yHl798zQMtl8sxOTn5vbs/IVEUEUVrJtydzpWttBgt1yELIIvJoioV2UNrTeCkBLkI1bawFzxq+ZBytU1jeW1SOWJ1qdgh9UaOM9MrFaYIz2K2sEz1dBHDk4jCFPvjL/HfW0c42DzIDSM3XJnOPk0ypTHiNpoCwlr7LEWhz+bPHkJJcMfylO++FRVpknaIVa2QRQ5ZbBO3K6R+blVMygyJ8DyMQuHJDvnMIp8901sdhsCgn0qAMgbCdKIHapHr5InjPoklsKSFrdf8tbTWxAuzWOMF0qbP3P/8Di8wDBbuepDahhsYj6t0dvWIj6R4ZoFdzj9yIHjhNT3wC7oJKkzJl3sk0V6U7tGKuiR32Fx3w8sZD6ur2y6Vc6A1Zt3H++w3ae/aTrk4EDAevP9ezC9+gjDVTP7kOxGGRIwWiPo9cl4Bu7CZIJ5dFe1kH5obRsiw8DrzJCrBktYTneJVQZAobL9PomyiYkbf6VBrLGLJzVy3C76xZQpD/iBCCFTSxT/yOGbBINm1B/s837stL3gZ6czXcCYK5HaOEC30CE8extsyheGVgZXCAiticRhd2+mlcb9PmhmkWZ98bhChplLFwuY6pUxjjRfI7ayhkzqZWaAhbc786m3sLbCQbkWbFmNRyFiU0TP7dKw+hcBDWAIrMvFzJWw5GDVrBKPlJr2gyNzjdXjLric5syFDhgwZctXRnTv7eTLwk/3zd/007cV5hBC88Rf+X+y+68VX4OSuHpaCJTaao+TjdX679sDCIc41QGm0BK/topQiUTGWPLt4lhmuW5QuufyQtYeHlx9+zohus4dbfPYP7+cVRZMk7eGYuVWv5jOkGpqppp0pSobAzXKU3ZBcsYRC05qfe5LWhwx5fnDRotvHP/7xc15TSvGzP/uz7Ny587z71+t1fviHf5gvfOELCCE4fPgwO3bs4Cd+4ieoVqu8//3vv9hTWqXdHlRZq9XOrvT50Y9+lL/8y79kcnKSN73pTbznPe950mi33/md3+E3fuM3LvkcLjd+cxmswQQ+bYWrIkW/EHJsQ4tc32D3n/4NLC5hZIpxw6C5rUy5GHBjZYHrS8v8/eMup790AnI2FGz0aI627pIlGTrViPwoptZsKmziY4c+xg0vujZFtzhRVIw+DXsvloCkndIrBfjlDJ0Alok9UcQs54mWe4Agy/LodGBKnoU50MZZEVzWm9/Ipj1X5nos/PpPPGvHEusqXIU6x7IcpOIJNBu8NiOlGradHySbrtMtWjRQJ06QPf4A7sYS9m0baHz9JLoX0ztyAGPDRgpGEWfcxo+7JEfahGmCZzRIogzbvfaiKrXWxN1BKndeLZKqUcJ0AU1KbtRiNCwjV1SyltVj2euAEJhxRu1j38T85R9abSs6/iil6UPkgMK2QTqDzNukKJr1ecZGNmCotaITNjZ+oUBD7WZCOMx2Z9la3vqs9v9iqPf6yF4PS05i9UHlTbSUtJzNvMqXSFOglSKuLyD1LNHBz2JWXCZuu4PxN/7AU7Zd3rCFg1/9GKd33YYu5jAVIDTCGUUAwhLoROMWHDZM5FajNq9V/GaTKIiY8SW3KYHfC4iTFJ01sCcGfp2muUy6eIxYmUwLG0o5MhxuXTrKZ697OVqDo6GYpKQ6oZTkwYSwkpA1exipxvRMWJl7mHSpFSRmZjz1yQ0ZMmTIkKsLvwFTt8DcA4PnK6JS0GmjlUIDod+Dv/xBaE0PKp3+H38LtW1X5nyvAPdM38Pv3fd77EmmCNQCPXsDyhlHF2+iLyWZHSKNwTjVmlY4OCAhVQkKsFcWPa0lgZrvoSOFKNmkRxoc2RU9xZGvLcJ+gisEphCYVpHFYBrLKJMzC1hCIIUgRRNqTaahKxQjVg5JA2kY9JsNwl7vml5sHzLk6XJZks2llPzSL/0Sf/AHf3DebX/xF38R0zQ5derUWcLXD//wD58TuXYxKKV417vexUte8hL279+/+vqP/MiP8Jd/+Zd88Ytf5Fd+5Vf4yEc+wtvf/vYnbedXfuVXaLfbq3/T09OXfE6XAzPsrj5WqY/SilRr5kcXyIsmTrxM+dgpql2fvB+iVYalMppRHq86Trz9tbz2TVt4R9rmrfUm4q8eQf/NQRq0EZ5AiRjTSbi+8zgVp8KSv/QUZ3N1EyaKtLtMMexiu02ssklVFJGLHeyFDqaAzT/1QgDSRkj/SJ/l776M+kN3UH/oDnqndoAxSC89g86uDh+oS/+NujChQUZrUXVSRFQooDBoJy6zQZlWNrL6fiLWUiTb3/ocrf/P79L71heovnQ742/ch7lzFENpzI99kvbH/xdSSQwhGamNUbY3I0SZ64r3EvWfONXyaidKFPgJzphH1UkwRA8pHJyaxz7vLsx1axle5gxSSrXG7EbQ72EkEXG/Q7g8z+TJg6vblv5/f8jJf/3j1P/yQ1hRgmU67N19B1FxH/14hkaxSRKElNpLjMpHKbSPMdufvRKX4IJp+B2SrqCdLdIe7eGXQpwooGSVsbU9GHylCf3HHyA8+E8ER+oEx5tYE+PnbbswOkrbGKPoKgzbIDpWJzp+BFqPk7UXMAsDoSjFYHbBp9NLuJbTS/vtLoImlXKV0A8xLAMzNVnYuoQwJVk3wjSXMMgIZI0lrbHTDDtLsLKELE5prwiPG4KMnuhRt1pE/YhC6lCqj5Lr9hEj7uoxbbXAXLPCqVOSNL467oVDhgwZMuQCaB5fE9xGdhFh8/H/+hsIuTbGjft9WDoEzRPQWzg7HfV5wKP1RznZOcluNrAhapJh4SR1PKOAYXQQeyQyEey/Zzs7vr1msWBKC1taZDqjrVNKzQLSNkGAsA3S5WXC+NnLVnmm6bcixsZd6klAK26wGB8l0A/jSIkUglgr+lLQ11AzJSVtQNekl6Wr6bhaKeJg6Cs45PnLZQszOXr0KGmanne7z372s3zmM59h06azc8J3797NyZMnL/n473znOzlw4ABf/epXz3r9p37qp1Yf33jjjUxNTfGqV72Ko0ePPmFknuM4OI5zyedxuTGiAGwfjBw6cZAi4WERcPqVy4DD+OemQWs0YACj/ZADaowgtZi64+VYlkSHXUyvh1ua4g7f5MsPLWFMRJh1A2GaJFEKaZ5Hlh5iU3kri/4i47nzT3qvNvpRipu20bhoc606Zn+jw84TTayxNZ8/78a9NE+94NxGMo1Yp0Urpc7d5lnjUgWCdQrdBTSRtSOMJAViwCYTEkN10eYoUTa4RdjW2ndC6LXrk69ZdACFgJXiCPG+KcT9M6QCsoUj+Hafqqqic5rECGlFk9xi/gNh55cpjniX2Mcrhx9lNBshSSciZysyPYlrjiG3xtTste+NRiOAk8V5jH7Cbb/wSQDmfucXnrDddH6edGYG/1vfIn3NEiOveztpWiXiZgrBRkraIAEObtpGaHiU1CDS7Wqm1VeMxhpHVrCWbfxiyEQ7AMNDChNUxolf/XE+vX87b99eQ7omKkwxJybO23ZxbJKkPks32opTtukBwaEHqb76bRiAXYtIminSPOPpdm2LRn6zRdSrk9XGqa2IkkkvQHkLRDMdkIKcsYBIFf8U3oWTa9F3HTY3Olix4icOfBJrzyaowQ2diPKH/pGRH3052lNEborQgvroRmpjJ+FQgCUySuYMoHHtlE49oDZ1hVLthwwZMmTIxRH7YHqQBlA/QtRPOHb/8lmbiM704P0sggxYfBR2vuLKnO8VIEgHIpCnbZy0SSGZx9ARfv56po1FzKpF7XSBLY+NYxU3kPop0pCoeDC4lkgKgB8ayG6M3lxELflgnOa+xxfhRVewc5eRyE/R3YQRywM8Hmt12OLWgZcAYAtJyRNErYG3mwbMeDB/MqxBNKCTLxD2ujjXkK/6kCGXk4sW3X7pl37prOdaa+bm5vj7v/973vGOd5x3/36//4SpnY1G45LFrp/7uZ/jU5/6FF/+8pfPEfO+l7vuugsYeMpdSDrslSan4oHgphUqHdzkt1wXcnrlfbvuIxkULT0jtVhxhl0SmObglcaXjkMSUnvjJIW8BWFGcqRBPwspWjmskSLicI7rVMLB7jQPLz3Mq7a+6tnu6tOm62cYUYtI3YhtrvktqGYLFSSYxcraxqZ7bgMrrA991ldUdLtELjIqbv4Pv8NEvGXlmSJGszy5hDG7QJANqkeuF9200KAH3/1ctMwgFlMjSwNvxkYGZSkwlcboBvTlHBVRQVqSfKWAtTDFqHmKxaNfg+1PnUJ4NRLEimTRx9AhRRwyxkhVgmmsKZwZKZ/b9F36TghC4CydvxCHs3UL0rJITp2i8/l/pPTKH8SyPeT4neQnB7fq3ulBekjq2uT845xuXN3FFKIow/RHMYRN5MT0iwGFmTbaKCClSTR7Evf7d/HWGzcRfe4gKkwxyg7O7uvO27bjuJjFGu3QZuvWCtKzyOprEwrpDL4IzwXRTStFb3GOsjiM46z9xiUypfjYoHCO4RkIFF1Ro9sNifo9Dk1Wmb1uPzffey9vPPFN0v89Cf9hEO1r3TxBPHMIa8NunBGLHmBFJkZJIoBEm7iygWlkhLFFY7o5FN2GDBky5FqheWIgqK1giXMDI+zuiUGV0zN0ru6FvMtNkAbIDLbrMcb9hzB0hDZKdJwak5+B11EjkwppSSq3DSLdVKb5u499iMXgBK8uvJZC7XqKqoA9Jwk2gzGRJzc2x3j9Bc+ZCqZzR1qUUgXmIIMgyHpY4hiD2acEfE7vKSIakqVUM24K0ijPxkRwzByIblG/R+T3r1gfhgy50ly06Hb//fef9VxKydjYGO9///vPW9kU4GUvexkf/vCH+a3f+i1gIHAopXjf+97HK15xcasrWmv+/b//93z84x/nS1/6Etu3bz/vPg888AAAU1NTF3WsK0GmNOaK8bcQEp1mCJp0jGnc6Ramn+DNtOlZBolhkBkSN8nY2uiwMFmj8fkjNL50lKwfglLYWzdSm6qxecKhebpFXInAyiGEoG/u4z8G3+XXpkZ5tP7oNSm6tfoJI1KQkQcJSS+lMdohjvqkloUxtm7CWNjwpO2s93S7JkW3s3jqUDedKXSwXoyQxIZFdeYEWkMvtSlWLMbeeCu9nk/H9pnL1XEPL1DJXMbswYBOAMKQfOXeBY7O9DgTQyiDBLI2HenjBTaJGzHhjtNN8ohDX4Pvv/ZEtyhREGaMT9YRwWAwYUoLy1WoQcwfWRZT+MTXiHbnGQ0SRr/2FFG8rou9cwdbPvABggceYOH3fo+s3iBcmqHl5hipDqK+tNaYejDgiRyXYn+BqD7/THf3aSF0CGqwyJLZCkyJGZsIb8UjZcRi4sVb6WaS3lwXe1MNs1bB2rjxvG1LCdLxmO6UYOROZG2axO+Tzj+KLIyDHBQbsALFWM0dLEJco4UU4sAnTSWW6FHLrf1sB16Ed2rgZWq4BqlZZDksEvYGA9vIMqnt2MrSI4cZCTo4p5c5Xq8yVe5Su3GM3nwXM+6D9EgnY8pdTTRWQ6+YumVKMVLqEcQ2i0fm2XXn5me/80OGDBky5OKJu2c9lesEuOrURqRhYATrIt/y47B8kOcTQRrw4tTjxXP/FUsPrk+SpPzjw1/n1QwKTEgloKrQSiOkQEjY4x6meHgJPXYYJR1UYYrKcpFQDsYYfr7AvoX91IM6Y7mxK9a/y0UcZpgCukmDTPXx5AKYTYrGXyJEQiDG8JPXEI/k6bQSrExTMAW52MU2zXXtDNNLhzx/uWjR7Ytf/OLTOuD73vc+XvWqV3HfffcRxzH/8T/+Rx555BEajQZf+9rXLqqtd77znfzVX/0Vn/jEJygWi8zPDyag5XIZz/M4evQof/VXf8Ub3vAGRkZGeOihh/jFX/xFXv7yl3PTTTc9rX48G4SxwlZr6Xc6EWiqTO95nHC8AoD89ENMj5VBw1SrR2QZlPyQ4sE69Qfn0KlGJyBMzfInHyK/J0eUjeD2Y3rlLsXWQIjKzI2M+g8zVZgiyq5N809DCrx4EfQtmDkDs2AyFlYg6WAnCSJZJy4VxrA250imz41AMisutAaPr2R6qThLILiY8LUL3zZtRBhjHtnS2g9hYkkmxDZ8uYMxL6Nx8wRObNI3Q+zUZL71OJN//U90WyGT/+rm1f20Ien1E3J5i6VKkbww8KSE+SUqtQI40M9LNEU6qoYVXJsrXn6UoR0DOweyJ+jEx7FGK3TjjFy+iBKKKGgw8vEH2dD3z9te4WUvI3fbbQA411+PDkOMsTGk1oyNrInDQggcbeJOt1kwrkeIGtdluavamNaKNH6+Sew4hIWYfL3OVH0BVoK1TDfDLuRYPtjCKBUQhsSs1hDG+Y37DSmQlksntDm++S52zfwxBiBLG5G5Mqa5UoWz5LHUCEmza1NwAwg6LRQV/EQRZjniVjIQd6OMWpTg7RrBdDOEW+C74ctwcl1M2yJfrrH/7pfxD984xZ0Lj1GUKdb0EpQcMmFguD1UolCxouSWKEYmDcdkg9fGEBpDC5QyKDgxR44/zO3ZTTjG1WO/MGTIkCFDnoTobNHNyNbGec25GQDiioYtLx54v+VHwS7yfCLMQm6MNG2zwmgSEWuPx/t3kK9ZBH6IoSUyFThmjixWSFOgwogd3iL7X3qQIMvTyzYShh675q8nvf8gzeoS0g4pxgFLwdJzRnQrGIKiWQNqzASKMq9lRH6SnOjiGDYPBq+kuKNE794lNhgSFKT1rUwZHU4z8AqMg/OPiYcMea7yrMe87t+/n0OHDvHSl76Ut7zlLfT7fd72trdx//33X3S655/+6Z/Sbre5++67mZqaWv3767/+awBs2+Zzn/scr3nNa9izZw+//Mu/zA/+4A/yyU9+8pno2mWn3wxQUZ7Uz8gihUoVSia0RwGtEUmGbsYcH6tyfHxQ4TQfxdhJRmm5T9ZLSKMUJUClBuFcRPu+ZdI0I/zuEpGnsSsWdsXCchzyQcRjM9/kG3PfuLIdvwSU1sw0ImTYQuOhFSRhSsfqIxs+SgiEa61uLx2H8X93y2rEzVlttdcM/q9spNvlEAmeuo10sY9aSRUdhInHxIZDf3GBx5ZDTvRzFGubcLSNm9mUE4/ctx6ldnCRSMN0qCl9/3Vs+OkXIm1Jz0/odBOkUuSDEG2Y0GgTyog4SDC0iS0dpO6Q8+9/ynO7WklSRTLfwVAREokly4xsmGB7dRcWFn+/45sc/Zv/htP3yRBoOOsvFZIzV1vkcpTe8HpGfvxfAyA9D600ycwMaWOJbqdJlq2lhKgchJvLeLlFRvRjpM0TdJPuOed4NaC1xo1Tip0JRpYqmMrits9/hqmeR9peBtVDiIHw+shnTqPNKvF8F3PXhS2ISCGQ9iClOcuXVl9Pm3PooIU64yciBwJenGSoC/AdvRpJfJ80BaEDKuWxwT27YhGaMfreGYIjdVSUkkmH2dOL9BoNgk4HJ5/nhhe/jKaboxL18J0cjaUIy8iQUpMrz2Dk8khXYuQlsTbJ8jazaZVpv0IvUvQjm05gY/g5Di49fqUvxZAhQ4YMOR8HPw3debLynaSVlxKOvobQHGcw8hj4a1UmpiipOpz6OiT+wM/t0U+AunatGC6WVKXsoUgeDULy5fH/xJfHX4lbzqFMjZ3amFg4YxamayBNiVnwcGsGhqMp5O6jYP8TZmEcJ7HIWWNk20ZZLm1mJE1Y7Fy7xekAGrN9HvvaLH4nItUQpE2CtI0lAlrcwVy0D4MISUo3OMr45irdFDwpsAToyCJHbbW9YSGFIc9nLijS7bbbbuPzn/881WqVW2+99SmjKr773e8+6XtJkvC6172O//E//ge/+qu/evFn+z3o86QKbd68mXvuuedpH+dKsfzIMputcczcYNJYEu/hr37qn3Emkmn/f/4sorEMtYEfVzPvsX25fVYbUkPwquvxvnoUopQ4tJhyYh5pSHp+G1bs9URugtHOcW4Mx3nMX3zW+ni5iJKVgUR/lsjMYxYMhCHoOgFWkmFliol/tmdtByERQqCTcwcX8qxCCs/twUey6KOXA4QQeOJLmHKO2LiVrz7SJs52IsoON2y5na3tKTSaw+ofMf0YgGYGjz3e4PVvupnHfI+xfou5BZ8000QTI8iDJxF+gDXXxd3lgAeEMJnbTpyOY2XLqG4HWSw99UleZXSCFEsEFO0OSt2OZ4K21u5FvhnhnmoAYKBRwM+8+X38xeP3YG8rcGT6O/TryxyaGuFdH/1bDPPs2/Doz/w0M7/wLhp/8Yds+H9/EMNYVw01GkQZhc4gAnZ/UuN09zT7RvY9w72+eJJM4yZrUbOplVEJ26jRN2CWRwEw5DGyIKG2WCdqNUEIav/mJy6ofUMKhO2CztC2gzItZJqgwhDhVbA8EMZK4Q9TECeKNImwz9/0VUdvaRGVhiRKkSusi0SI+qtxraYr6FDFdlySlYGtWyxhmCbdXA4vi/Hq8wRzG/jW9HWUCn0qQYeyuYw1MoG0JSL1aI+PIzfMo052SMIuE5MGx+cdZORw9NABbpq8+dwTHDJkyJAhVwdaw9/8JEQdkhf8JcjBuCH36M/hGSlBZpOvVGnMnMLMLcJ6i2OdDaqYlp7cguW5QpAGnOqcYoe/SC5eQAjNibtT7HzG6Jc2kQ88hDlIJ3VGzh45BKUfRjX+Apfj2NYMUlu4qUl1ocip/YskRRPHbzJzehnO73x01XLgK6d5+IuDqMiRsoklqnTiOghBJxxjQV7HDbnPoXXMvvQQ7TQjK1p8qhXzhrKJiaCs1yL9hp5uQ57PXJDo9pa3vGW1yMFb3/rWSz6YZVk89NBDl7z/843ucoBYybLSKiMqrolhpYfmqJ2cY2FyLXqr8KLN9PUk5UceRi9J3A0jZLUf46uvCtnrw9hDp9G+j3N4nurUBIvt06TZPoycgcoNfmDfHG3kG9Eiy8Eyo97os9rfp0OUKAwJZpKR5U20GIi8/f4iG/7XQ5hjJZRtrMlpZ4xNDQHpOvHWlFdRIYW187q45MGLSC9dDNCORIctDGMJKXycyQLZAxoQVCYn2N3eRCQSQiNk87cexfrkY8SeRc91qLdiPnnUZcuoiewlmKbAtg3Scom03sOoN8i+/Sj6ZRqBQBiDc4vUOA5HUQ9+El76oxfVuyuJ1ppGI8LLRXRPDcQP6Uq8skdMQsfqU3h4hqALhjCwdEbLKYJlId08YZzRajcxPJeNe/adI7gB5O+6i8L3fz+9++5l6UPv5/iLX8rLbv1+AAwxCNnv2GPEyiPXj3isO311im6pwkz6wOAeFQc+5biDqr0AnfoIMwPdZfkzBym1W+B65O+6E2uk9pTtnsEyBJO3300yOwdCEOzch3vicVR/LWU8KWTIDLANEj8l9X3symXv6jNO5PdJU+glAi+/VoVZL8+tPpaeyYPTJq/6iX9HeXwCrTXF2ggAtr12H7NOThPwYkygb+fRx05Ty40iXclkXOCkEBhbSqiTHcIkYVfNp9G16fQdukfr8PJnrdtDhgwZMuRiaZ+GqIMW9qrgBqDNEgWzS5DZTO2+nny2zGa3jjLzSLcI0hwUVejOPy9Et386+U8caR2hkobMRn+NxuF1H5H8w099C7c/ENlKN+Yxi2t2F0mrjuHlsXfejb/pNnDyICSlnqb93R5OXaKDhF61wqhZ5/Dpazudst8YLJwKwFqZG8UqxJIOUaxpebtpqW2UzHnujA7wP5fbbJrMoXsJnUxTkODJApXCON2wgd9uP8XRhgx5bnNBotuv/dqvPeHjS+Htb387H/zgB/nd3/3dp9XO8wHVDxDVDDBROuZTr/8XyDTF6oVUDyxiZgnKcJgw+1ijY9z0ok2U0yUapwMog9z5ZvrZjfyL/Gac97yV+ff+GlFzCac1g5Ml9NM5EjMjjlKUYdJUu9gVwp7qHh6tP8rLN107s6s4VWQKpPKQnomUAltaWEdmcKbbGLvH8S1jUH0HOKNmCkOuxCKtoDXirEi3Kye6qcuRXnqeaNCsnyAihRAlisbH+Mjx62mf+jhKD0S37dtuYM5cpKgKECekHR8ShZ0oMjlo/56HupzyNvHmERciBSisqQrmaA+dZmSdPlrFCOmgHEVjpIOuT9FgH9WH/+9rSnSLEkUaprhVwealMcL0MIljUzNuxkai0oiwqYltD1A8XNzKyeIEYdLjk+bDpM0YMVGjMDLKxtHxJzyGUalg1mpYmzaxPDfNbOsIUetOpMihlcY52scWfWwZoINlDtUP8dptr312L8QFkCmws4wzohtGjHvdS0isMYTMoXVIs96h8eAcmZ3Hsgy8G/dfcPuOJUlLU+j5wWKEjCOMKCLtrK2kOpmNzAymNhbIGiH9+jK5DTsuZzefFQQCv5fx+lf+S0ZKE6hMkXYz9Hwbb3sNYUvcLS4tdvPSG27EzZ9dZXTLjbv5xvG9XN+ZpewHkGWcaJVYykxe1FpCJxFJJnAsk0I9xJyy8Lwu0nAYl4+Tc27CtDqkjaGf25AhQ4Zc1TSOw+RNZH0f5Z9G5gYmqm2m2Ly9RMHbzcimLdjJPIvZbRSiWQzh4nRODPbvzj15288hvj33bV4wfjti+qtoPM6UUdt+3wS1mRKpyMAAnemBGVPSJV2axdixBwS4bhmEQGuNlH26/jRmoUg27yNsyMsF6Jzfn/Zq5tTyEjBIFV3Dx3ZqJMBCsIm4YNOydzDuOGRZRla2wJLMZCkbMMhbAXlVppUu0m/Wr0xHhgy5CrjoQgr33nsvSinuuuuus17/1re+hWEY3HHHHU+5f5qm/Pmf/zmf+9znuP3228mvW7UH+G//7b9d7Ck9Zyk1G4jRQVhuIhMizwXDIKoUMHoRSdfiMcYIUgfmfTzXRPs2tf0SpKSebcMwbXSc4WzbTlpfxnFz9ERGHElYXsKZtJCWJJUmEQoviclZOY63j19ToluyEq0WqUlUrkvQN0mthF59Hs8ycUZKmEjO+FmciXQTQqxKWzJnIhwD0bw6It3EpWpuFxEWp8M1j6uTwWYSbZPGAWfsHjeMbGUqHYhDR09+g9zDM5gVlzDR9O2BmPLKUpt7ZAlH+JxJJrQNiHfuxz7xaXAtdOBD3sHEpFYvsTixn/xYAs05SCMwr43JfJxqSqYk8AMMYSCEg+eWWPBnMKsFjlWWKX5pGTtLicvjjPstZsa3MhLMk2aDtFytNbHv87qffdeTHscol0kOPEIZKMx2cF4xSMHVmUZMVVlSm6mr67DTlG6/9cx3/BJIlUZmEY2JBKkEvhkhp/YhUp8sDtBkLN83Q2QYGGRY45sY+7mfu+D2pRSMjlWpHx18VoMdezAaC+hogax9mkxPIg2wmxHzjRBdD1lYOMHYjXc+U11+xuguzZPGHXKlvSAEYuWv0m7gHx+kMk/cPcW23a8+R3AD2DlRpAHU/MEq83wjQlZsLDShH2CWBj4DblBAWCYRJs2gSDGNqfU/RhzsQrgSI/R4cPFBbh4fppgOGTJkyFVJ4yjMP4T0tq8KbsQNSmYff/YwnVKZ0U1biA5+hvHewBJobuOPMlUaA2nA9L2w559dwQ48O3z19Nd4vf1qInmKQfW0EqmEyZMjSC3wNjgMrN4EWmlQGcnSAs6uvWghUBrSxB9EgJkWE7dvo6cj3KkaXTfDqCwQXKMFw86gxGAB3hIQqxm6sWA5atJORrFvXyYa9Tli7mDH3MOM1k9w+5RC7plk/sEGXQWOKdACRvJT9LwmKn1uW/YMGfJUXHQhhXe+851MT0+f8/rMzAzvfOc7z7v/gQMHuO222ygWixw6dIj7779/9e+BBx642NN5TmMlAVprdKaJzQykXI1cshp9MiEIjEEItABsSyIr4yxkf4b6+SOE/i1k3ZjoeBsUVH7gbQSPPUa1pxnthLTmIpI0Qys9SEXiCNVsic7cYU53T1/Bnl88capQWmNHDoaRx7EtinYBuTCHlaSMfd9WcutN1Nenl64w9jM3U3z5JoRY+1pc0fTSS65eeuGo6MwPYEROnqaTnElX1uBI7JxHKjIUitzn7iU83iRthZj9CN8ZbNuYOcWN018D68Rqu1XP4+brNmMV8tDukvZ9lEpBaWIrQcsK7uRG0D30/IFnpG/PBFGiaDQjXEuQZwOOuYUsZzCR28hIVCYyEiZPz1MN2uSXTrH1ta/hZz78X3lb69tIDCreOC/6wX/Jba9/0xOmlp7BnJgAIDYNRLu55l9pgxFLlKMoiePopE7c7pFdhd6DWaaRcUZtoUhlqbBizuyimUTaE/TaJie/Po250MWM+lR+5Jcu6Rh65R6ockXsdhMdKYzyJuyKibAlOp9D2AaeazC7cASlr2TK+MVzJtrWEQrTMhFakPYy2g/0ECJdvYc5u2/hjjf+wBO2sWNDjclkZlDAw/PYFDYYtzI2Owm9aC39xdYWnYqNvGkCiUKSIYNZNtiPUm+ViNsFvnXq2iu0M2TIkCHPGzqz4JZBrjNrs2tgj+EZCc7IFGZplEJpbYGmMfZi9PJBmH0ATn/72T/nZ5kojag5U7xQT1IJm0AVMDCVQbVexDANirvyWAUTEc+Q+87Lqf/pO6j/Px/g25WHkQgMwLZyCNND2jbeWIHRWo1S08Pq+xRyj+O2Kle2o0+DOErBH0TqeVJjy42MuBtAa7Tlwb463p1LPHzbHRzaeRNSuryq83/x0u/8DHeUPoatT1AwJHbqYWUu7foy80cPXeFeDRly5bjoSLdHH32U22677ZzXb731Vh599NHz7v/FL37xYg/5vMX1JYYzuOH5tkYEKdf/4VcZ/cZJALqOCSs59uaKF1nSy5MGOWTeInfbBP53Fkhm+yQLPt7NNyFLJQqdDhuWuhwd6ROrGEdaWJ6FNjdQ0jO8cHkLX5375hXr96UQJgopBInah1v2kJYkJkHNzpABuZpDKME9M99eEdam/tOdg1WsTIEQJIv9szzdrppCChelua3f+KnD5fSq6BYSZutvBwJzY4mxbARTGzTUEuGjgxVRZ3uF7l17iB47uypTqLO1I6+E6dX238DCPV9GdVrI8Y3ggZ1aWMmg2q5Mm6ij30Rsuv1iOnjFSJVGRSnlfAgr1hTmxrVoXV/4lJYHK5saMMfH+Or//T/pxoNopDs2vp7kCSrmfi/uvr3IUgm70yHfaaPSFMOyMAyJkRoEbgVLJGwQ3+WGzg9xrH2M3dXdl72/T4dUaYw4Xn2eyRilvdXncbPD5mYXDST5UbBGLvoYhgQjXwYg2HUDyrRI2msikjQFMpMISxKEGWZjjk7SpGJf/LGuFGGnTdTrsmNqglp+HJUo/FPh4L3pJcg07gYbccNbnrSNvS+5m42/9B+Z//XfQAYBRr1FunkQAfFIrswtK9vZeuWzaRmonE3blyRZyC3eJ3mk8xJ6nQonD3wWfbtGnPoqunkMUd0BW1/2DF6BIUOGDBlyQWgNi49A2CYtnT0m0NKhkRulvvvV3LfksW9dbYBGVkLv/H7EY38LJ782EO6ew75uy+EyIstRCWZJ1bnjAWmvLb6LZDDYy3xJd2cN3+6DyhArldGJ5lG9EFnbirQkO3obuW+qhypq5Oy1m17aXgxQjcFYvmSEsFKGKsh67LirzNy2Nf/c0PGQaYPK/IdRwmZcfpG0ZnE8+BieNJjK74AG9FvNK9GVIUOuCi460s1xHBYWFs55fW5uDvMpIjeGXBxKKYwzpUUBkfm4Cz6FYw1kopCJIjXWbubV8kq0R2KtFgMwq2spe1k7wr1hP2O/8PP0No8gtOblj58mTdcmxe2J19HKNrEvrLDgL5y3OuzVRBgrhIpxb7gDozC4LkpqDD9CAO1Sjthat+p3xtNNipWnEiEFRs4aVDtcoffd+WetD5ePC1fohGsQeQYGxwiytaIcm3N1JnZtJdUpS6JOOH0U8gXMkRy5rTXcscrqtq5ToLz/euJ1EUSdNGAxBbNWHayKReHqe71qn3yvgNaQOZsQ9/3peb3nrhbSTLHPup8bxhqrrwlT0LK7LLpN+m6CV/dRQDa1jdLb30HYWxuYeBS4440/8KQRSWewt23D2b2boJCj0PfpLiyQtFOEIZhc9M5KPd7SLV+VkamZ0ohoLbrUsCKyxAPVI5ydJj50Pz3Hom+bZOUJVDd+itaemP1bi1jFgYAbbtpGmisg9ZpRr7AEMhNgDr7Tru+jO+dGal/NBJ0WTqGMZUjiXkIapzSsLv3ydxHZDGbZxrAyqO180jZM28bZsAE1Nko8UiPr9Mk0LCQOtB4jrndJuxFSQSXIMNoRsjT4TemZW8mJOcbKIa4bcHdvF70vvpvoyD+g6odh+uvP1qUYMmTIkCFPxe/tgsf/HoBQni0mtaix6I6jCmP0smWyLKSV20GzuI/ELJIWN8H43sFf++obU1xOFv1F/vuhLzL6yG000l8FMhKRkDFYiC7uyxH3QtITX0I//AcEDZOeWyDeOU4+ThHRIq0oZKbf4eSRDxFGndUF+1w2mGv0clWq1AnT8MlO46qm2wpWH+9zC2itUDpDyQbZBonoSUjBiiPa5UEBLOVtJrWnaBpbaKVTuHKgF3hGgVyhiDAMVHaVBDMMGfIsc9Eq2Wte8xp+5Vd+hU984hOUy4MIg1arxbvf/W5e/epXn3f/V7ziFWdFEn0vX/jCFy72lJ6TzE730E4XGFQQ9R2DYEMJd66DAnqOxXy5gAGMjnqM1gY3+bhTRRiDCaZRc7G3lUCAChKMwgi1H/1RTnzk/6TraFwliTKfQVg1JGM7GR+5hRtnNFtLW6kHdUZz10YFUylgy4H3o3L/CplptNCcqMzR1YJCxcWQktg0WTUdE0+sN8uijXTXvhZZ7+KFgMvHMytEaaVJ530cAFGkl9qMuz69wij77UeZ3rCFltkZFJaYW0AB9kiOyR+6ieD4msBmSofSti3MHnsUhxUh2FIYCLxqhdzmzSTrxN2spAncgP7CJI70EGYF0T4Nlc3PaH8vB2mmydMkDFyUPsyy9tggt1CJB5VMnQPHsbsDoVe5Hl/6n3/EiQfuXd3fyuwnaflszFoNhMCo1QiCFlGqyAGpn1GcqHGqVGYh248lAoLWCWY7z0BnnyZKKcIkw680AE2SBghjMwQLgEPSbhCZBlJr+L63IPPW+Zo8h9GSQ7laYRnIqmNY3RbRYpfw1DGM0hYQYGSSkVEPy0+IU0EWti5zT59Zom6XoNNiY20vdsFCa03kdMn538auQtY2KO7Ns/SxZYovL+DuqjxhO9bmLRizcxiAGqmSCpiwIk6VupilPNKSEBq0PAM8A1F2Yd4nTCVpbhOl8CRpfpRcWMVUS5hIDDIIh9XIhgwZMuSKkwTgLw8eGzaBqLB+xFExUzaYbU5oTSdug3+Yin9ssKtV4FNHv87bFh4ZbPwcL6ZwqnOKvaHFMsWVV1IyocmPuDhTNtIW0E+RZoZrPA41mP33r2dydDc32TeDM0ev2+a+TsC/7H0KPzSJvb0IIXBsSW56mSZTFIIOc515tte2XcnuXhJREGNP5lBLPsbKnClVETO9Jcpj23ANiHVCpdPGCzos1zZSLH0/nYk3ET/4nyEMEdzPsqohVZ2txg081vwm/XaTYu3amFsOGXI5uWjR7fd///d5+ctfztatW7n11lsBeOCBB5iYmOAjH/nIefe/5ZZbznqeJAkPPPAABw4c4B3veMfFns5zlng5JC/WGXCmPu68j84ViAOfhXKek2NlRqsOP/rWXWeyTNFqkEoFIPMW8YnBbNzZXl5tKrl1D86nF0gFRJ0uqZuBgtisQXkLxfY8jpRMd6evGdGtWw+5fraNeZuLNCVJlPKA+Da31Xu4UyXcNMGQJhgOGPaTGvcbeQuiNbFLX0n/p2c4+ksFa1FIki6JkqRaEjR83BfdxRa5ibzOk8sc6kdPIvo9ZH5g6G/JtSjLDdWdjNz9Eg4c+wdqlRxZphGppiA1qlAijWPU4hzx0hxBNUelWaBDF9+u4KVLkGqYP3BNiG5ZpiiafXRURYrdjAtISGibPexuzP53/8PqtvH2Gzjy7a+uPrekgztWQiVqIHCcB2GZ2KdOsxHw/YzxLQaZn+FmNrFtUBFH6aqNjKTwpaWHiFSEI6+eghT9OMbuOxRagxXQhS16UCFM1nAmyySnj+LFKaFlopYTIuvSxJvVb4k0iPMlPN3E3TKoUKpihUwl9V5CNu/j2CbSv7aqZyWBT883yeyE1B/cqzvljNxXF/APDSZYsriZ6FAXe3P7SUU3c3wMOTqCtm1EljGIiBUcz3dJugHSsVAqIx8qkjBG1CSWHZAGdaxCDSucoZdt5aSfAyV5wY3HyFspoEGlIIeR7kOGDBlyxegvwdQtEDRh0wt4/OR+ru8sUykNxvFa2kyYAScQVKwJjGgtCr+71Kdo3gjcN3gheG6nAUYz36VjboO4B+QBSTfXpTZawqkNFgBF3kU0B7+xSghe8abfwDJWxljf+Dq75g5gjYzTWXBRKsUumqhYYdo2/uZRdDTLROEUM4sL16To1mn6xPM+uXXD1Tn/GPF+F8M0CK0IK0lYGh0Hxtl+8iDlCIqUqDtlSv2TdLIvUxWvJTTyVNxxCrJGv9kaim5Dnpdc9Ch548aNPPTQQ3z0ox/lwQcfxPM8fvzHf5x/9a/+FZZ1/kiFP/iDP3jC13/913+d3ro0rOc7vdkuObF19bnvGZidAKPbJXUsUnMlPVII0sDFyg3Cl7WSiJVUKqO0Lr20sxZppPftpvzxe1DEqHoLc9uKb1ycRwGuDFg4tcSR3Ue4deLWZ7qrlwW56BNFP07BHKiPiUqJax6mn5DfM0YmNMLKgVeE6g4obXzCdoRrrhQNH3AlRTdxOYonPIVwp/rJ6mNDdDjZr9KIBhGTxYkXsEFtGTSBxn/oXgTgbh1ERdrrUsmjbh8jAB0JGq1BKGE/DnjNY4of2FDhFqfCdVGIPTaFDbScLsXFIpFMMXIhunsc5h6APa9/+v19hgkaLbZ6TRZ7a14nVauCmRoE4dkrwxO7qrBO37GFS7YUoqMUrPNHvFnjE6uP004TxDbMgslYVkVZJtJKGM2OsOw/StqeYD44zdb8k6cYPttESYwXD/qp0VRzFkrvBhuSpSWMxVPklGKunGdCGCg/PU+LT8zW8Rz1xZX7mzSJ5tbC/qQtkZFYXYjo+Qkk/hM1c9WycOgxwsYyo9e9BICkkxLlQuTpNhmDPsbZyv/7U9wypG1jFkvEx49DuQTOZpCSUm0HOsuwViqJJ8IhrkjiapFu7BFkBkZwhJfsPM3s6ZRWq8gjx7aS377MC6oradZpCPa5VVOHDBkyZMizhN8YjKUAvetVGBirghsA0mFM+lxfckCAG3komUdIi85hk837b4OTfzHYtn9tLU5dLNsf/jj5eAcxHiBYiL/Nt25exqm+gh3dwfiu+83PU8k+AC5EjodnrJtT7diJ+O53MD73eZqHcnib5jH3ZpgFk1FdAQ19L08paTK7fG1ey8AfjKvcdeOKWIU4r9xKeyTGzBSbZ45yeNeNALQLVUR3IFKe2vzjvKj9YxSNOieDFnkxguPm+MbC39GYOcXkzl3Pen+GDLnSXLSnG0A+n+enfuqn+JM/+RN+//d/nx/7sR+7IMHtqXj729/On//5nz+tNp5LJN0IYQp0pgmJCMwQuz6YLHZyDsdXPLVKRQsV20StMt2T2+id2rZOdLMxRlyEa5C1o9W2rRv2cnIMlAB7Zmb1dROPZcfAswJ+ol9l0V989jr8NLGX+5h5jRCCUIUcG5/FrgdY43mssQJt18Owi4MItyeJcoOBx9vZotuV9Bq7xGM/Rfr2erJ+DBJCwBLT9NKV62JmxLUbiIkJCJj5zEfQWUoGlG8fiJWGYeIZBWzpDYpN1GOybE2gjIqafNqnqySN0ij9YE3o6I/6RF6MaFYJxFaQzsC49xpAL85gSEXc9dA6olVqY55JqW0PIrWmt+1l+99+nIXNU0hjTZw0xODxhYpL3m23IqcmB58Cv4daicB0lYWMU2J7IJBaqs7Id+7gy59++PJ08jJxsnEYGdtEbkxnpE/FWiuioAIflKLrmLTyLlIYkCo6X7p4vzW57lcsM210khAvzKKSbOD7qwWVqovrGPT9FHEN+asolZEEPqV0zVsySRPyuk6y2EPmLZxaQrC8YpidPfU9w92/H2N0FLvbQ4Y9kAY773gpal3k6o3fmWTH/RMYO1e88jITLVzM/gPY6+6dnXjdsdIrmYY/ZMiQIUMGUVsD7v3MZyH9Hu8sI8/m3f+Ou7tN7u40GL/1D4jv+EeiPf8dLR1Cq4LvTpFZRYiuQs+Ky0SiEujXifV1QISfZRz0t0LNphTmiElImsuk7SUsJyK1POIdd5/VxtKffZCDf/I/6N7zBfxZh+ZBY3WMJoUg34PQKVA0GrSXrs2AksAfLMznpQIUUbZI3VhETuRxIsnWhUVuffDLVBtLGGlKpzyKiOcATWiPs5BdR6Ry2HIwfjGlhS1djn3rq09+0CFDnsNcUKTb3/3d311wg29+85sv6US+8Y1v4Lru+Td8niD7faQpEIbAxcFq+eRPDMK9hWtSyJuUizY7NpVRsQsSsshFKwtr8yDiQObMgdiWauKZHrO/8y2kbTD64m2c3jxOL2xgz0/Ta/YwHQvPMFl2DMYNk61Jnoe6M091ilcNWmumzJDSTRV0pkllSqt7kvz8EsIy6Mx3eWD7bt4w8c8vKAVqw8tuZPTT94PW+NmVHHisTWovS9Tb93DyWIe8AhfoqxKuITEsTeCEmCKHjU0qMrKv3ANZBlJiVwfFPSxpEmSDgUTmZBixQKXr0nJLGttq8FfdffyALnHz6UP4j91PND4Orknf6yFsmyDagZNbQjRnQamzFZSrEB00ETaIzKAnF9HuWrGTpO/jmw4T/+x1uHv2ED38HVQ2ENimJq5jh9oHnJ3W+1RYGzdiTkzQaDUp9TokrYTMNYgqCdqyaHnXEfR6uLKDvTxB5ysK9VaFNK6OayjTADN1sDKLWMaUZQVBk7Rxgt6Dx4lqY8RRl47rIE0DBHS/NE3x5ZtWC5xcCGdVG14RhYRlIS0DtMJKDLQhCKMMyEiyK5gyfpEkQUhuZJzg6OP0Om1slUO3wbB87MkiRs5G1X0ELiJngvHU180olciWlxFAXpYQm/bwuo13Ijtr9/rJE1OMBorFly4SmAJf5UgkiDRjU1WyuGIZdLoXUN/mMWKPQRY98QGHDBkyZMizQ9RdfRhnBq67Vlmd4CTEy+BuWhlNCrRWaDIyUSTttEmtErkzEfvP4fTSmd4M48Im0yNAjpwBka5jlvKYgUHL7pI7dQRj+qOEtke0c5zWx5Zp/D//ArRGOA5Zu405NUU6Pw9KoKIecWeeVNRQBYltFgllh7JTJ2xfm4tSYX8wVi0YAbY4QqDzmPtc5ExAMVdkZPow9vY/5lVLVeSi5GvlOjp5iETX2WkUaeoNZJmBwUHaagMqVRStGlrD0rHDjO3YfZ4zGDLkucUFiW5vfetbL6gxIQTZeaqSvO1tbzvrudaaubk57rvvPt7znvdc0HGeD4ikh2V1ge0AtEcNjIJDPFogq+QwDcmrX7oRu7OH+kP7EJ6BDgbXPmsNbvBCCJydFXSQkiz6qHaMAkpLFR7doBg9mBI1F3E9DxVpzFTS1jFpboobd5psjTQc+GvYdjcUJp74RK8ClAbHZNUnS0qLo9dFlBsGIlUsVwtIITEv0HNow5tvYflvfhsAc+npRXA+Hc4Ksrtkze3JI1+iMEWNeFDvstl4nMVwkAromRbOiuF/KhJkvoSKArSzdi1Me+1x4oeIdoJaF2VjeZJSHwJPcCI3xrHWUe6a2IQSUCrmiEVG6CaEwTipEdC3NdXlwzB+/aV29FkhTfrUgxKZCsikBwWbBa+BtxShF2fJpRHejYNQ+yRaEyLuuPutVJYq6EwRnejgbC2d91ju3r2oxSWUABH4CENgV0xsTHKpQ2amaK3RSEwioszg7/74AV76g9cxuunKp/pZcYCVVQBIixpPFkFHCHectDkQtXOGSXHTbhwjN/ioCkGy5GNP5J+y7fWsD+xMrYHopvw+1MYQlsCNFPmyiTXqYVomWX3pMvbymSWNQnqLc1hWjkJp4MvZDbqoziCtM6n7pC2LnLTRfkrWfGrxy969G/fmm8iSjN6paZKR7eRLLo5jEjQ7mIaNZdhkWUS+aTK6UZD0DISOyIwx8ulRYPAdtZXLSNCC4BSo5CmPO2TIkCFDnmHWebTFysBKYtrdBuViDbytA7uUtEOkEgwMDB0hMJDJIoVU0OiuBT7ooPkMLPVeHcz15hiRo3iGidAnaHtTRK9rcmNrB520Q0l7ZFmIPWXSOmITfDcgbi+j4zmE62Jt2oTM58k6HYzxcRA+IukjxRi5laJ2+dSl4+aIE5OsDQ+0vsUtlbuucM8vnNP1kCCRGBWbSbVArG/AM6FVPsY+fxclnWeL9W8RwsVWHkpkeFkNPzeO1iZ5mdCzitjxcXxlYGqDgICJ8mYyKYj9a8vmY8iQy8EFhUQopS7o73yCG0CpVKJcLq/+1Wo17r77bv7hH/6BX/u1X3vaHXouoLUm101R1hQqUSg0sZFgNHzs5R7NUOEHKdWKg0pWvKHWzTxlbk1cElIQT3fRyVp0h8407W0j1PpAv4FAYJdNSvkyPSJE2sOyBRsA5h+ApUeflX5fKkmqEHGGWunjP47eg8gUhYUuRt7mkR++gbJVu+D2pLGWaqWuaFTM2UOeC091vbChkmpGFOsBRUyUXisN7lZtMpGRiJRUJ6AySFOc8loxDm97ZfUzl6kUMwG97uufsyxcNRAAFvM1Ns0cIjj0EPnKKBYm1aiA1/JI0jHs4Bh22IIjX7/A/l058mmDkqFx9AYq2SiZmzIR1CgVplYv++Rt+4GzRbfinnHi422SBZ906cIGG+bICABlP0J0mmRRhlaaUEfkO4rIyDFqHqHmNNgydhgjsVk41mH28NWxQu1EAaETkpoZsZNiq+vRehKlM6IjD2G3lunqjH7aZtMbbhvsJDSdz5y4qLTu9VGgmemCVKiwi840KtZk0gbXYH454PRcl6R77Qz20iii32mjcEiSgchqdC2yLx8gnuuS3zs22NAYiOA6eerfYGtinPDBh8gWF5CNhcExkgxpmXjVHNIWGJ7EUAYFe4xmvko3MbFUA1vNMWKdRggIjT7t9tp9kmwoug0ZMmTIFSXqkBh5UiXIsBmd2D4Q3FbQaLRZwkbg+3XEqQ8NCou5U2yc2EKnP7inx0aRdtdnoXPtWDFcDMvdHlt7HdJkN1pvw8kkY+MjTKlxNugJyrFL4yN/gox8/HlJNG+ggxCyDN3vky4uEp88Sba4SP6OO8hm29D3ycIArTVpkpIPbOwkwLF66F6Hg/0DV9iu5uKYXQ7w6xm65eOJkFQN5gjRpGCP3s2u7g4cdzvSGcXCwtEujjFK21zEkSVsQBU2MWqdZNK+B9co4coSIjbpLC7QXXhuV8cdMuSJeFp5SGF48TfkD33oQ/zFX/zF6t8HP/hBfvd3f5fXvOY1T+dUnlPEqcaKNEZOIi1JLBNadg9jqU9kCOqOTa1ooYzNdE8OqvSt11mktya6OdvLg//ldVFI6byPv2OCegGsXgsVDYQl0zCYrk4isxBzfVrllazgeQHEzRBLmkhLorUmqIA2Jc5iD7PiIaXBhLPhvO2cQaxLcdRXUHQTnF/EfjqoaK39VK8JRLmJCvmsiKVN4qRPujwPhqDygsm1c5MG5koxgEwnGDGsP92cbeCqwf3heHGC+VyVZPYUAC4OoiSxIhuVbCTWOfJ+k8Uv/P0z2NvLgyf7a0I3QH7ts6L8HqJaxS0NStCn0dr90S7lEXkToozgwDLdr5y+oOMVXvISJGA0ltHJQER3hYNtl+kbIyAtcnqWne5pUpmQRorTh64O0a0UZbiRi5kaZF4GK953KmijurNIDT3HxnQcCndOkrttHO1nhI82SM8TsbWe9emlqZUHJUmXlxGGwHAktrAw7DWBKO1fOxOJJAyImnNYuVEsy0QIQc8OsBuDytZmyaV4y/dhFKcA0PFT36+8G2/EqNVQy8tYhx8aHCNKkWUPlSgM18CqDH4/rMhElh16xggagYyXmJAHqJZM3CxPNnsd6szPyjDSbciQIUOuLL1FrKyPFJpibTcbR7+nYJhRhNx2hIBK9wuYvQdAZUhnhBfuLxL7I4RWFTvropaP8vH7L2yccq3hzyf04zejGPiWSiV47ak72eCP0m7Ok93/aax8ihCCuGMBAmvbVqrveAfG6Ciq2US1WshSicLd34csFkl9k6TRQGdgWibb/Y0EuSL5/CITfkAraRCqa2fBb6kdo+KMqjmNI0YxpUfTriO35sln3mCxU4iz5p7CHGFhdByUj0WBjeXB9TU5hdYZnllgwttKlqXEvR5aXTsi5JAhl4OLFt2yLOO3fuu32LhxI4VCgWPHjgHwnve8hw9+8IPn3X/Hjh3U6+dWcmm1WuzYseNiT+c5SRhnaB0jRUDi+0SyB7OL2EDfsQlsk2K1SGZuA33uf6G1ubj62N1To/bPryd3+zhG1cEYccl6Ma+b/Gcs7KzSqZQIZhaI+hGZUhSyIu0j30FPP7Cuxav7xhg3QuQZf2+tyORg4qmCjNzOEar2GKP2hafHrveT0lqR9a4xP4YLCHSLkkF04BlStdbHUmEt9VH1G5jVHPZ4AXdzFQpTMHU77H4D5krxlEynGDGIdfP9RGZ4qY+JIjMsDozsoJ1EawKJt2I4qx0a2VZa2RTaP0HU7D+Njj/zWCLG99dSMIS1LsrK72GtiwZM1i1KWK6DXBF+dJjR+cKFFQxwb9hHr1RAGaDXeeY5mYUvyuj8NlRuGzusr9Etz0EtYO5k45L7dzlxwnXFW5QCYgR1gqVjq6+HtonluMichTmZQ5YHgubC++9j5te+Tjx3fgNise4WmNoDj73MX1s0sKWFYa2Jbn7wzIrZlxO/Vac5r6hsGFl9LTIi8r0Id2uF2iuuQ5bWPnM6fuq+maOjeLfcgr1rF9bSNK5nEPkJ892IuJ+R9jPMwuBa2T2Bt7VEqiUgiIwNCP8Qm8YtvFKGRvL4iZXFjOzSKs8OGTJkyJCnyf/+N/A7m+Ce/wqAFJDKJ7CwMHMQLyN6B5H9gxjBYcTyp1ffLgUpPTGwdigmixyev7rHY5eK+kKdSDlAh8j0mb5liUxnLPbmiTsNooWTjN4c0FtwMXLgXreZiXe/m8lf+U+UXv96sCyQEmvTJgqvfCXu3r2IikvabJO0U7JIUYmKSC2IHJdS3EdrTT+9NgoqZEqjlaYYn+S15T9H4dCM5ukUG1hLa+PaNJpHcgAlFwgMn/G+w9LYRvrxDEoHuJXdzGf76KkimsHCXM2e4mXmP6f6zXHi6edusY4hQ56Iixbdfvu3f5sPfehDvO9978O21yI+9u/fz5/92Z+dd/8TJ048YRpqFEXMzFwbxv3PNEGsqG6awKyVsHI5bJ2nv62EWO5jaY1tG4ztuZUw3I+1qYBzfRVvTw1ndwVrModZXRMFrPEcuVvGsSbzmGMeWT0kq4dcx3baZZO+YyOkh8wMkk7MZCOiXSrT0+NrJ3QVa25RojhyuI5Yqb6XqgT78BL5x5bItwOkZxKJhMpFpJeK9bN4SxDPXKkfysvgqPEk4ez9KCW3LkLodDBBxU4pFATl8jjLbovZ3DJhaxrpSFSQYI3XwC0P/P0Kk5j2QOnMpMLMOfTclMlJj81TeTa5BXIqJF25xZwqTND2fbonD7HUOkk/H9CdaJI5EUlawiKgap4m/j9fD0Hr6ff7GaLi9Om1Q9rxCeqlOspWLHgNuiceJwl9vNtv5+A3vsqf/fxPcurAg+QqFTZevw83X0CvF3ODlOWPPEqy+NQrn/auXWBIkpyDSs4W3QLTQ2R9pH8Cwz/ENs+haAYUZIv+F/4E+lfOuyxVKXa0psLaBRchWiAyVK+Nd8tt1PMuvmViOYPPkTmWG8wWADKNjjJU7/wRVOs93RJ74GWX1heJ2zFxM8FEYLsGm6bybJgooePwqo/ePUN9pgeqjW2vCWt9q4kdZRg5G2nn8G577ep76jyiG4A5Po5RqcDkJqzGLKZtEBigYo2KU7JY4Vf7qDghDFOWO4rUrmIYgtScYIO4F1da4Pa577HtfOLLtw0j3YYMGTLkStE8CVGXKNvFXPTHnA5/h5y+efXtjMHvXWa4EJ4GNN1OF6FjzIWPk/oLdPspY7bFI3Ivs6XbWc5fz7bctfE7eaHMHGzwZ790D3azgyXLQAknzWFWTZbsJjJO6R95nMVvfIc0kERdC8OGLJJ4e/cCkHvhC/FuuYXcnXfi7t2L4XkI10UXCuikD0pjOBJHWXipw4KxB89qkW+P42fXRqRbkipiBUWrjidN0IcwRExcBatWWd2ulxvBMh/DUBZ900cIjdI2vaCHIgFvnJwR0FHjxPoIftpBoch0hhIpycK1cT2GDLlcXJiz/Do+/OEP84EPfIBXvepV/MzP/Mzq6zfffDOPP/74k+63vgLqZz7zGcrrIkKyLOPzn/8827Ztu9jTeU6ShimFsrUacZWthBAliSK0LOJEYRZGUUECqSI+1mb852/FGss9aZvFl21COibpYoDMmVQZpzNVpPTtadJ+gFWqYWFSTCsEZY/q8vrorqtXdeuHKXa/jRImOtMElk983RgxkDvRxHnpdsadKaS4cH1ZCIEQAq01Sim6nz9F/5tXwn9gffVS0Eoh1vnNPTnnF+uCSOErjSzamJ0WcTqPZ7gshyVytovMUkajEvPLTbKlPto0CJK9eLf86Gob5ckpRBcsbMRCwkQ3z3wvwLElOWmQy3wkGoXgc1vv4Me/8UcUt/4SRaAV9ci6GuUE1CbvxJu5D0mG7T9I2pjB3Fi56Kv1TJOlKUFq0WjYjNrboAP9pMuErsG2Gr1P/V/Iwk5mDj5Ke51fxd6XvgLby2GVHaL62iph+Eid/K3jWONP/r319u4l3+6h811UrEj9jNhM8LohgZ+g3RpaSRAWG4TPidlJ8vmQkydt9u06BPmxZ/KSPCnduIvKJO1SFyMzsIUAbaEpkEyfJnjgAUaAg1MjlJzBIoGzqYhan1ZqiAuq9CrXqW6xXcDMJxhWgL0SNWf1LKQpOT03WLXfstEdeJCZzhO2dzXRWghRKsYyHNJ+NkgL+tJjpM2A6hv2IWIT7DzmuIlGI/PnL/xib95E57OfhdEp0ge/i7lxG9qQqERjlAb30YkNY6R1gb1nhOqXjuJnHqVsFmEW2Zp7CHnTi/n7b/TpJh4930NnyXPWdHvIkCFDrgUStZVMbwOgZq79lkYyJjIT8omLcEaQRpVK+m18NYKbRkinho5h54jN40spG8LvABA359D6lrMsHK5l5o51iPwM1+mh9NocdAMjTMY1qMH0Vz7LhlKbYMkg7UnSAAovuA5zbDCWKr3qlZRe9cqz2pW5HJxeJqstE/Z7yEKRXs5nYrlHzp0jH08yPb1Ib+e1EdkVJQr/aJui0aWV3AziZko2HLEfotBcG8OOpKcROQed2oxGBUKjxBd2bWbs4HHc4mbKZgVb9NlkH2dBt/DZjQBs4ZC5CfFVntkyZMjl5qJFt5mZGXbt2nXO60opkuTJV7vPVEAVQvCOd7zjrPcsy2Lbtm28//3vv9jTeU4SNANqzrq0NTmIXii0A+qmZO+uMre/+YdZ+tOHSeZ9hGdgjLhP1twqsmCRtaLBXzsium4z+fAYurcWyaXsGq3KCHsah9d2vIrNP3thRi7sYU2OAqDSNXHNbviYFZeCWb3odoWU6CxDuMZg8h9egfSpZ/C6x6nC7Sd43RhEjkfbFZqJTd4WjOQ2UUsG1zN94HGE0kSlArUf/dGz2kiCgG5aRyLJRy5mJgGNZUry0kSi2SV6HNJFmm6JrojRWYowTBzHIg0cdGChJ6eQtgPxYNWr9fijjG684Rnr+6XiBz4juT6n0rWoSdvxVr3s0nYDZ8/19I6vLT5s2rufQnWw/dhP3cTyhx4hfHwt/XO9r94TIfN54nIJr7mMTsHMGZgYOPYYPS8lmgNPTqOFw53bZ3js2DaC0MM2U/bNPwhbXnIZr8CF0wzquHGI2RmkuluWRlMFEqKZNZ+Y0DKorUS6GUUbLAFnIvoyTdY619tNaz3wqJQC1YvPmhAoO0/at4gba4sGUsizPN18P4GwB4WrW3TTWtOab5OpgKJTwjSNgf/m7CwAvlFkZH4UuWMMNbeI6ibocFBsY32K/PdSffvbWfqTP4FDj2CEKd3bXoFZyHNo1GWkf5yttW0YnqbQ9NA5k4WWJq3VEa6F4T+OjuZw8/8CE0kGaATdbpfz1+Md8rwijcG0z7/dkCFDnh4rVUtTvWn1JWmv8yaWUI1XbGeczdB5AKEzPFGHqE5//j5KG19E3tE8krsB/C8CcHMppOHHjOSv7t/KC+VMYbSKsYxicK1SO8PTg/5FUUC53aFwc8zSgSI6kxijVXK33PykbcKgQBEAOsNUHpZnUdVlsvxGAq9ATraIegr/Gkkv7fsx/cfqFKJpPBe6K8PUeIPALJThzBDWUFCYhDiDDOzMRCiJIdp0s4SyaZOZo5AsMmL9Pn91/KUYwuRtW9+F6dvER9tXrI9DhlwJLjq9dN++fXzlK1855/X//b//N7feeuuT7nemwumWLVtYXFw8q+ppFEUcPHiQN77xjRd7Os9JzF6IMAQqSml1FvjslnsBMPyEzLMZG6+CEiQzPYRnYm8pIeX5/yuFszbx1GHGrXe9mWNTHkm/TxYpVKopRA4L45vJ9Do99ipOHYpTRSFZC1GOzQzZi8gdXia3sYxRdLi58oKLbne1mILQSNe8In/fG2GoLyni8In3iVONsVLpUOmMZmKTMyK21yy0vRYdZc7PUbh5CnXD9ee0YXveYH8UWRRjrOiSlinxpElvzKGgQ2wxuNGc2j5B/Qt/Sxb4eDiocYWSGn9mM/P6P9HNxtBacOKeb19CP595/N5gVS5L16KJ8sojJSU8cYi0WefbX/4cJx+6H9vLMbZtOzvvuIs73vgDq9tXf3A35TeueVfq84huAO4L7ySxDNQ6k/xc6qDLJo37llDWJOgEJ5rBHZvGtGJOL42QtU7zSP2rl6PrF02vP4+vVgbqAkpOBQgRLKE6Edpx6DsWslpl5+0vXN1v9N/eSOVta4s6TxTplnVjZv7z15h591eZf/93zkovjZ2BH42K1qrxSlMgLUEhZ2JbBv0ghdMnL2t/nwmSMCCODFI7T8HMoWJF2IsgbWGWHSzXRmkTa6qIdAb3a9WJmXn3Vzn97q8QPklBDek4jPzbn0RObsA6dRDrse+QxhkISVvFZGEMAsqjBaRlQs6kI8dBaLSwIeswOv87uMbavWW+tfysXJMhVzmN4/AbVfj1Mvzh/it9NkOGPPfJUmidBLtAaq0VDDOdgeCt0YTG2iJUnEUY/cGieqbLzESfJJnbRxplCOCOna+nZ42ihEklW+Jv7599VrvzTOK3YxzR5Xp3hFRvRqMxRiTluEA3avPovZ8lMSVaC3QmkA7k77yTkZ/4iads19q8BSo1dOKvFqYDyKUuvl2kYCwTdFL6WfeZ7uJlodeJSZshebNBpsdROqJHh3AkIxcKFCmaAGwDTAdpRSQiQiDIZy7a6qLOFM5yNhGoEkJoTGmRqIh0ZU6Zda4xv+whQ54mFx3p9t73vpd3vOMdzMzMoJTib/7mbzh48CAf/vCH+dSnPnXe/Y8fP35JJ/p8QnfDQYqjY5IGAc7CLGYrpa0FLWmwfeNusvYgAkQH6YpAc37kOtFNRRmjxUkeKCTs7i9jOAORydEO/XyZFJczW3enpyled1m7eNmIU01hXYXRxMpQBQflBFglB2nIs02fLpAzopvImYy+48pEXZ1896Xuef7+aq2xV66bImaD10ZrQcHOkxiSRa+JjmPsssSZKLL3Pf/lnDbOiG4AcRRgrFTITQzNgbiFZ0iUyohX9MtusURn7hSFXosgB6Vqgd6CT9wtg7iJ0JwkzMoUsmMsn+4xuqlwqRfgGSGLBuJullhgAxIMregGS8jmMvaO7XQFxMFgu70vufsswQ0G0VzrPRfPF+kGYG/fQe/+R4mWjhE0dpMVDOJigvIMgkVFmhWQ1lbonSbINzG0Qy4ucLhfRp36OjO5zWz0tl6+C3Eekizhg9/8Xf518iMASFusRKO5CFIIM0QUYZoSv9/D9tauh7u1TGyuu0/55wr+qnv2a+uLB6T2IN5Kr6sca2iJNCU9fyDg9X2FPnYQsee2p9/ZZ5ADXz7F4jyMjw7SYKQtkYmB7rXIuhFxt0KQFrGr7lkLKgCop/5sFV72Unr33kdQrOLc93n0C16OyhTdLCFZ7mCNVLHyBm7foV92iJMUrBgtPbRZRQZHMJwuk/kQNHT7wzSRIYBhr/klxsPPxJAhzzi9edhwK2QJarmIDhVCSIwVKxKBIDAiWnaXSlzENhw6kUeOMUwGlTlVXxM3U9KiiWs55OxRZLJM1p2lVbh6F90vlrCfMmYdIVI5BlcGLNdkmQZRv0O/0aS21SBo2bijAuE5jPzUz563XaNchlYDXe2ThYq4leBXIqzMJHVMylYDK7TpZ9dGpFu3HYMGQyX4YhNSOBRwSHp1Kk4RiQmYNK1NjN/yJsQDh7DmBnNSL/OgDEv0qWXL5Ezw5CCtVkgTMpjuP86myd1YWR6dKYRx0fE/Q4Zck1y06PaWt7yFT37yk/zmb/4m+Xye9773vdx222188pOf5NWvfvUFtdHv97nnnns4deoUcXy20v3zP//zF3tKzzlEkJD0BhPEthXT3DSCUY0Zb/SpT9WoXncHqhdjbyuhM4U55p2nxZV2103MwsNNnOtNMjPDihRaa4QQuKGk0Osh9dr/S9BLKD5Rg1cBSRSiWetXHAaUHlkgd6I5ENyASylIcKaYglZXi5GsQGnFhTi6ncWTBMeFscJJBn1LVcJsMJjYX1+0GQ+q2NrBVx2afow9XsDO5c9pw/bWvMjCoM9K0VhKtsV+u8IXnRZWFq3G02YjWxBf/jvEK99KkHYpuGWUyJBakmpFWYCvTRzZ4RsfP8LmvTVu+f4tF9vjZ4yo26Lpu0QpNIsL2OU8Whq4GKRhCElCVw2+t7bn8YI3/+ATtiM8A3tzceVjOagS1fz4YYQUCFNSedPOs7bP7d1Hx/8r7Mp2nGIOaUlUqMgKNknPQGQ9MEpkSZvFXEShKRj3QmZmR9i4YZpmUn9WRbflYJkRNJmGVq3FyFSNMG7i2hLBImahhF+t0WoPchQs5+zUeFkwV+5tGp2c+/3LejGiYKHDDFmy0euqCyt7Jfoy8InbAWhrkP4rJZYpBwbBSYrKYozPfho2b4G9+565i/E0WJ7uotMelYpLL/QxtEGY9lDBIIItXy0hLAdZthH2uXeGp6pk6t14I0JlqCRBmgIdBmjTppMJotjHkGW00owftck2lAgXV6IWNQg0mAVuM/8aFZs4sk89ePMzcg2GXMPYT+5VOWTIkMtEbxFOfR0AP/xRzJWxq3DXhIwsTajEgwyGbhbihg9jm5IkWSuYFndTnKpJnGUs528lky4ii7AvIIvmWiHyE/KyiWL/YPglwMybCAPy3igPLc5RykWkbRchFVkocXbtPF+zmJOTGLuuJ3KA1mkqlb3YWIy3DU6lVfw0x0R/lCDtczo4yaZncTx2sSSZor0SgTZqnUDoHvXoBEk1T6ZTlFjL9GguLzAOiNoI86cfw/EUG3oWabGE7ldwpI3hrs0dcnaOomdiWCZZkmFVNMl8H3vj1TrDHDLk8nLRohvAy172Mv7pn/7pkg54//3384Y3vAHf9+n3+9RqNZaXl8nlcoyPjw9FN8CIUwwXpGMS+j2MIMFqBmhAFh0m9t5K/0CP+MRg9SB38/hTN7jC+oi4rB5inHZoFkHFMTrRaKHJPIO5qY1ktuLMrTXw08FqWmHyMvf06aOjDo7KBql3UhBXBZ1NE0x98jHMyspk/hIi3c6k66orKbqtF8zEipfVhXBWd594n1RplCkH/6Y+OSMmyCzsfExoZogsJYx6JEt9ynduButcTw/by2FKG1NYhDIgcSS2UjgrXiI5x8LshJz5IAX5ETQQtxvUNm4lszSGY6JDjYmN4exgXPwjy8kGOgcf4nh8A7tfMEG+fHX4iUT1WYpOTMFwqUYT2NqipPLgQWNpBu04mI6Dky/g5s8VKc8gHZN4epBmIAoWzqku/v1LkCpwDEqv2XZWVGrl5ptpdTpolaFTDdbAO0MZDiDIYhtHnESLCfLVx3EO3UK9L7Glwlz2aCfPrnnvbH+WLUYRJygwEo1Q9HIYlkDQRPS+Szw/jwmI4mBSfqZ66RmMokM80wUpMQrnFgbImhF6pappthRgdBJYkaMz2wOhQfexyysCXKrIBLiORAiBlCBayxCGII2rVnTL4gzBPLEzScEdXKs4DpB2BpbJaN6iWbfIFWykZ57thwdPKFiux9myheC++xCTG8g1T5Nt20vO8lBLLSxnIHbXmOSgoemmZ+6lIJNFlD3FXvMLSEuTapO57guf4khDnj+s+73pLYJS8ByatA+5uglPtjFcE2FKjKr7lN6WzxmCNRsBlTmsrsyuC1Dz8wk6Hnw3PWlD67tIsYzWm4AQjUMSZFQcA488hl3EWnyAyBllufvcSAFM4owwSNhhHcZk72AtzgUrZ+BlDs1ggfHjj2HtTenXDRJf4u3fjDDPP022xsfIjhzEGgX3+qnB8VRKZudJagJbBEzGEUtxl0e7D1zVopsfZiy2YoRjkCoHTQXP3Ehi9lATBXRnbUx24sD9XP/W1yE8m0mjTE8FGCpPbGRIPYbWAdIaI9U2sXJRWUiz36HGLJvdPeieIpn3h6LbkOcNFzwaajab/NEf/RGdzrkTuHa7/aTvfS+/+Iu/yJve9CaazSae5/HNb36TkydPcvvtt/P7v//7F3f2z1FKWYZ0TLTWPLSvSeZZuPNdNOBNjYGVO8tg3ChdmFmxUbQZf9etYAwGItYiHJkSg7D0RCMtSSkdTO767toqdbdjoQ5+5vJ18DKhlKbXaiCkM0i9MgV9e5BW5iz3cTdXVra89PTS1VSZK8D3imwXLLpdQH+TJMPxU8xUk6oEP7PRgFUtUUpyWMok6jcxy+4g1fkJJk6255GqmDDrE/U7g4jJZODpBlBziljZmrdWIEdAQHz40UEFo5zJwu1rA8aW/RqQkjHrBHu8zzF7uM3R7yxeYJ+fBbp1FuplLDkYdIh1xU7SdoOeSlk8cYzI7/Pan/mFJ21G5tYGcdGjDZb+x4MDwQ0gysjWVYcC8MbHyQwDsgS9ErxkapOw4rLtR36Y/oIFKKz4NC+KTT513Z+iheDU3Bjf/cr1hO1Tl6f/F8hnTnyGFzlj2KGDWZCYeWMlcjQgaaz5L4bW4Dp8b6SbkAJrIg9RRvh4A72StqyVHgho7bOLK6z3xVOuB1qQrZsoSClQGgp5izjJqDcjMikHgsD0s3ttLobWYohOOxTya4Vg4riN8pOBMBk7qI1bEUJgFK2zBDd46kg3AO+22xCGgZ6Zxjx5CMsxME2XUK+lwNTaRWTJoZudiXRTaJlDxnNIMTieKVKs/vxl6vWQa5rv/Y1KhimmQ549lj/wMAt/8F3mf+8+9JUofnUlWCe6Cdb9lq7z3FxyW3xkz2f48J7P8I/6AOn1vwtotM4zsH0QrCt2SmLdTif5AYrxElXv6lj0fLosneqyfLJH3qhzZowsyhLbs5AI+n6bih+y9B0blcLITRkb//CPLqhtc2ICABW2QEHSTbGkyXhYJbZdRqyTlLo9giQk1Vd3um4Qq4EvXRQzavWBHZjSoj+RoB2DWrQ2F+g0l8nSFFHyCHRGIfUYC8ZYrJbxVY+WMtC56xECckYHRw6+k/VwBi0UwofoxLCYwpDnDxcsuv3xH/8xX/7ylymVzq1RVi6X+cpXvsIf/dH5b1APPPAAv/zLv4yUA8+BKIrYvHkz73vf+3j3uy/ZxOo5xZmFFZ1pYm9wg7bbIQh46ZtfCkCy0AfHwKg5mGMXnsZhjecxKg4yb+LManbuvovYEoMIGsDCpNjt0HfWp6xmHDoQX3VVTE8uBZSkj7bWVl7CtIcz08aqB9gTK55gl+LptrLPFY10+94otct4/bN1E/JsdRAgUJW1qEnZbVPYP7n63vdiu2ufkSBdm1wFlmIm9Sk4Jk7SY3POYtI16edGERrimeO0e3P4MqBkOuhiFy06NPQokbOTxJxio3eYQtVh4cTVU2I9iwNafRvbGAxsZVEQqQ7BkUfoak13bGSwodbkqyNP2s560e2J6H1t5pzXgs0b0DpdFaBMbZDZFma1iq7sJLO2oowq+5MIayolnZrB9WKW20W2H5q+CMH26dOJO4waDqmRkhTXJj6mcZyTf/othJejv3snJ0cHvyXfG+kGYJTW0hmXPvgQM+/9GjO/+lXqH3mU7tdmEN66dMpo7RjCMhGGPquQgjAFCom3EumrNXTOfJzjeCC+XYWE/RSdLVPOra0CZ/7g+2AWXVJRxBwfvCdz50YEnk90c/ftxd23D3NqimLnNCMbSrhujk4uIWr6pHFGHhf7lVuY+7HvA0DohKSwh8zecFZb5rqJ35DnM99zn4muDQ+jIdc+KsoQxrpK1k9QhOc5SdTDN0epp2UQa2MyKQVd02fZaRGEfbQABIR2D6e0jWTrLxKPrHnOZrHCjyMSPyPWO+lk/xqZ5ig45/62XIu0F33MgkXVmEGxMjdYp1G2Hvg6Eo3ppbhjBsbWm7A2Xpi9iXRdnJtuJs7bxJ1TRF2fMI7JRAbWYNHM0U3kYrZaROBqJUkVOozwZBvF2jg2KEQYcUYxMUjSNvXOIqlOOfDFf0I6JoENbatLNS4SWA4n48dpo2mb44T2LnpqjIrVAqCVLOEbHZQdk5we/kYMef5wwemlH/vYx3j/+9//pO//9E//NP/hP/wHfvVXf/Up27EsazV1b3x8nFOnTrF3717K5TLT09MXejrPWZRSJIlCh30yFVFaWEAvaOzpNum2EUy9g/k/+A5ZNxpoSUJgjV6YpxuciSLJofwUYUqWywK721oV3QBib4ReYU18GXVOctx/MSwegIkbL2d3nxb9MEMmXUjKxM0EbWh6mzN0T+KFCe6G8sqWlx7pdkU93b7ntC+teukT462LXEu1YtRNGK2MUXNfSE+0SHVGcPognnWmiusTRbqtib2xu7ZMOuV5bDRznPISRBYzvWKGnxhF6ptHMVrzbNPQcXxkYiG6g89voiVKOChrFBFFLJunqPWvnmIKOenTjkDJmGBDm1q+hJN2sPMlVHeZxCtTHp/EtC2KI08uugnbwNyYJ505NwpEFi2iU136986Tf8FaOreZxJBGpP0MhaIx1cXE4pRRpexuRqsjZMY4tr/Mpq2bmCksc11jnJwX0VvK0+2dpFTc9kxclnMIojZN8hQ6BZyyTdANsIwlFj/xlUHKo4jJtIKtm6kYJrlK9Zw2rMkcKkhAQ9aK0CuVW+PZHvZUgaThIwoWZs1F+SlnTCeFIRCmQEcalWZI00AYgnysKIy4RLEFhHSjkJEzI+44Btc95xyuNGkMphTkRYl+z0egSdvT5K4bxdteI+lJjOJAnDRHXMyJHOnCSiShFPS/u4AWguChJbJWCIak+gO7yN048PZxdu4EIbA3bUJ1OhimAdrCL5oIYaB8haNstIZMSOrjWxhZPIU0imD2SSOLTBtEqoClTTKVYciLdp0c8lzie8X9qAtMXZFTGfL8QgXJ6u/E4PlzX3T71B/+VzY3Psu+ja/DKN+JJUZon4gRTY3pGLipQzHNkazL2MiVM0TdQE3+ACoJgUFkfS8fMGKVEbaAVCFpY3cN+mFMnGbY5rV9b+8sh+hen641hmQZvxiRL02yIJdJFttY0ycxXIUwDcZeYOL925+7qPZVo461cBrzjjEMHFzbhhQK/TzLag/j3hLe6W0kO65u0S1KFWlfUTZm6ab7aRVnyXJ5qpUirzv9YkqRh2m6jJSgMD5GslK0SnoWhBG+mVALC1gih9IOvrkFT5j09TgVNySXbKSQD8h0DKYLhkBF2VmWKkOGPFe54Ei3o0ePsnv37id9f/fu3Rw9evS87dx6663ce++9AHzf930f733ve/noRz/Ku971LvbvH5aY190Yr2hhVUoI0yFJJf62KvZSH0Mp0n5Cuuij/QwdZ7i7Kgjr4jxTpGsSn+gQHWkhimUCIyPpdYl7EW3VZXypTSrWRBRH9+m2FZz62uXu7tMiyRSuVAjbwa5aOCUblptUH55HJgphnhGMrlVPt8shsj1xG9116Xdah6RZQqk8gSErODpP103I/vYzmNUVYe0JruH66qVhp4tdmSQsKGJX8XjUoZo3BoUUVsgyA7PvU1mu40gXL3PO0vIWgjkMq4iVLgFQCRboh30WT10dZdZtofE7kJoxuaZN2cpTtrdil6qYRw4xPX+a9uI8tY1bzkmZXI8QYjA5sM69pqqXkLaigWCy/v+/WEBnCdISOGWbKX+E6lKPOG1Re9ErkWkHSYgZB7x02adXaBAlJnk3YnmpjPH4JzneP8yh3iMc7D7MYjT3TFwioixiChtfOhhKYhYMvKKHmdtCeGwGMg2ZYrndpLu0SBrH5Erlc9oRliQ+3iE+0UF6FmLFJ1B3E1ScoSOFDlJ0nKHDFCNNMZIUgUKsLCUl7T5pP0XFip60MKRkZr7BzLzP8UWgWh38XaWVN03TJ4znKBuj5As5coU8cvEw8UIPaRtk0sOsDkQ3mbPWBDcApckaEeHBBumCP7hefkp4uLW6iTBNMAySxUVU4CP6LcBkKZYDH0YXtKUptHPoOGNmw02E+d1glBDxIqZIcGRIyVxGRnUaYePZvDxDrnacEkRXT6TykOc2yl8X8eyZZP2rW9x4uvidNs25GZLmHNnI96PLt2GXPEx3RbyQgqbVpWv59LZG6BRYsDHDGJ0NrtWZyHkAMzJWF9+FKdH06KkbcE4eZbFz7fu6aa0pl7tsth8BdpPrTmIKE8uymSxvQizMohKBXczwqgHsfMVFtW9UKgCozmn8fpcoSlh2W/jVEcgipA4pLhev+vTSONXoTLPBfhzfvZVKdwMjC2UKdo7RqIqJS6ACur0Whx/4NvNHDwNgFxzcJE8qYTwYwTdPcCpr4NoS03RxdR0Dje8vsbjUI1IBOjFAZSRzV+cYbMiQy80FqzWGYTA7O/uk78/Ozq4KFU/Ff/kv/4WpqcHK52//9m9TrVb52Z/9WZaWlvjABz5woafznCVp9Fcn27GOCaZGyUoOIwfmGdlVI50PVnWUqfe+iMpbdl30MVZTtwBHuWQSpJHHLjiUZZGgMkWrtBZ94oo284se/tIC+FfPxKofKuy4sSauAd0NDkY/xl7t4yUa6Z75LF9B0e17z/zCo+7W7flkwt06k/UgU7SSHJPVGnk9hoXFYfUwMlXrilE8daRbkPWIW/O4PYnl5NnjlNgyJinIdVVwlaBfHKQqxK0FynGBqXgUsSI+7Uua9MR2rGSeMeMEW9IG9WMB3/zbo6TnSZV7pkkzhSUSwq7NWLqBXOAhVz53yh+Exycr1XJv+L5Xnbe9yV+8nU2/9VI2/e7LwF67ttbGAkQZ8fHOWUb4olyCLD7LYtCvVenqHiKKOPWVcYz4JE54P2+a+Q73mv+ELmoWGxWOnhrHqM8THPo4X138e75U/zSHe49ejstyDrO9WeqNx6mtpHxLay1iNGs0yO8ZZeL3/r88PlUDYGTT5v8/e38eJllyl/fin4iz5561V3X13j0z3bPPaLRLSAghEBgElo25GLHY2BcjdI0wth8bmedywWD/jBAXLHwRYjHYZpPEIgkhLImRNJoZSbNotu6e3quru9bcl7NGxO+PzO6qnrWX6mVm6u2nnqcz82ScOCfPORHxfr/f933OdtY/o9KF3nkZDNlCDxKNXfXJFvtk812UZaEcG+G7MNyntCR23sYp2xgtKeTXErsPHbOh0YB2G1rNDT0HG4EsVXTbA3MY117T7IwfeZisFeFvr5J2bOxhlvPz6Xqa7BnPjGeQ58Gtt5CePEl08BD6+BGwXEadlFhHuL5Dvhhw88M7sCsV2gUHv3cYnduFzBrn0fmO1tSi2oYc+yZeylh3VcRt6K1cu65s4hUF3V8jM0yYoTvXN7lxuThz6ADLJ44RWOl58zPPG4xzVk5STYvY2iK2UkDAZEI916R938AIL9FrRKUXOZihLqh0BIZtCD3BjsVDLNbW5Bpeqqid7uH1F8nMmkRSkPcYiUvEnRZuq4lRkuqeFoxewrqqPAweqhTP5PA8h7GogkeJEfcEk+IR9KntiOj6Ppe9tA/hCtsLXyX2BvM0LTT59tr8KZABUloYo4m6g6B4bmcVG5uxaISxeDvCqzMqR4mNwKrcTNleZNJZC/Z2zCJW6pIu9klX+2xiE68EXDDpduedd/Lnf/7nz/v5Jz7xCe68884XbMMYw8TEBK973euAQXnpZz7zGdrtNg899BC33377hXbn5YvWgKTQiaLhxpAoyo8t4C918aq5cynzMmcPXJouwZ3Jmc1jjQzIlFzicmqLj163OPOUQ2+dzXMgu4i4w1NHp2D+K5dzdBsGYwyrnQQnjRD22jmIrRTZTfC3VwZvXEKWG1wnmW7rIC6GPLyATdcvxjOdMeZ2mZrejsbQs0Ki1iIUA5yy/7y8nV8okCuVkcIi1muD5mpQoJtCzofvvnMt4ys0htUxl8SSqMbaAt0UMwQxgYqwO4+i3FkEKTdVP4ayUk49VefP//DaZllGicaRGfG6aLotBhHls6SbyeXYedc9bL35xUuw19+3xTdtofDWWcZ+7FasyhrZtD5yb22ZQWc9TLbuPW2RWiEmComWukT+m0H6VKMF3um+BjMNdl7RjwJW20X21xq8eXkQUVyMn60btxFY7i8zYfn0h7by0peoTBHPH0MGFs5YjjRwz92XfuG5XausiocsuYMRSg8vwHX3uXAkzrYiIrDRrXWmCa7EeA7CNqj+oOxBSIGjXQp5B2nlAEma9KBUGpDqS0sbfyIuE81aH0wXMeLjWi460yRhBDrBKrh4UwXsXRPnnuNW2UP4zy7PMNE6stoW6GeYUAR33okzO4sJQ9TBJ/FyHqGWRKzdz1PLI9zxuT3MT2wBIMntRNuV8/cTejSiTV23VzyeOVi0nz9Qu4lNbCSeWU6q2vHzbPnyQBIOntGBnYC9li1uXBAWOEWbxKSs9EPM/RXkymBOm1QD4tJg3Fh26mSWIvITzuxaoZP0yXSGdCTCiUnN7Yz2Huf0wesn2H6piHspBauONoO1jZWXuI5DqEPSx7+GtiWF2ZDceAIjF+8u6u7YgckXMVETvc7UyFUOseuTt2o0W0VuPdy9qhq7F4sj6VeJ/+Ej/OUP/0OEGgT1VE4x4oywPqhiWYP5RumRxzn14/+ClX/zAWI1RyITxuMqQXEQCAy1IApuJrFnGPNalJ0MkCRqAewUjCE7sTl32MQrAxdMur33ve/lV37lV/iN3/gNlFonwq4Uv/7rv86v/uqv8hM/8RMv2IYxhj179mxqt70AsnaEEALpWkSkOCeb2Kfb9MYKeNMlhGPhbCvi7Xm2DtKFwh4JsMoezkye/ae2kuW9cxEugPJKiBFri/8eRV498gnq4cR1E7mOU40xICIDxpC2UjpRn1RmmDjDHj2rBXZppNt1oenGM/a9keP0epLVCsnZKZY/ho2Fp2zcY4vQCbErAeZ5zqGXy9Nvt9BGkeqEXHUb/sxeCmNvRbe20OnB7Tt87i4YtudcGpmi4ypcpUmOPc1CrkbL6eI4HgYPTYmcOkLo7CF1ppkQHSbKn4J8yvLBPn/zpw9t4Am4OKz2OqSZPPeTSE+Q6Jje6UO0jh+kMTlG9aZ9TO3ae57BxIWg/PYdVN6xE393BWudIP76yL1TKiGMANaIFctIMhlDHCNcj6RXQIsiyhnhO9lGUJzEq+Zwx2JONsuEErb0UyZ1QKIjMr2xmjefPPZJPvL4R9jvT9DIhqSbK7BsC+na+DMlJr9zL60spDwxxdb9tzJzw03P2ZZVdNHt5LxbwNlSwL2hgrdvhMrf242VdzBhhjCGoZEm0rUQGEwmSGtN0lZK1snw0oBCzkGrPqARokNmezA+MdB0u86wemYFo7vkihWEwyCrUgCpQnUT7KJP/vVbzxm+yLxzHsFmT+VwZgsgDM7W4bMwM0RP1wmfXpvgert3Y1UqBLffBv0uSZhxKi1wIopory6StCOMp6ks53HaMQf23oFjl0B65z0VHK1J1PV3HjdxtbFukApGIL2+szo28fLAb3z+ML/4Z4+fey3LLtnLIDvrhZCEg+Mr2ClYa1UHwhX0pwaEoyscsjTBa0aMPVWndKyD2844UNX8wcf+C3EcYSsLP3JZzD1E5PSJdEI/irBzbYQ4zbjbpHH6pS92H/VS8rKOIU+/tEIyGdNL+oStJbqrCzhehj8msKrjcNv3XXT7wvcQvQ6qs0inuxbIK7cSVpx9JCaHL5rIlk1irt+xshtn2HGCyBSpm9IeazF2W2VdAkKMKPosPvUAbzt8htknDtG99166X/4yTm2ejt2ma3eYTXM8nR1gSddwSjfByBsx1iRFJ6LkSlY7HcgcMBLd3Cwv3cQrAxdMuv39v//3+df/+l/zvve9j5GREe68807uvPNORkZG+Jf/8l/y/ve/n3e/+90vvDMp2bt3L7XaZhnK8yHpRCSdiLTToZatgm8hOglulOKM5VCNmHSug74MO3RnciBSrhPFtvo4Jws1VKhJGimdtIsojrNSraz7hk0g6qSpRattQ+fK6EFdDKJUM1ZyaIcBTtHGKTt4lkNwaAV/pYvcMxSyv8xMt2sbkRLn/ffCjRRe/JhNZuiULFaieWpRghYWynRZCuqcLtRo+3nYNoZd9J63PT+/ZnIQ65B+Y47ozGE65X3EwkcYiKKMm8vLeJbAtyRWMEEz59FuNfD7EiUjxDCpUpsiWuQxVh5hYoydozr+txijMalk4UCbhaPXxl68HfcoBSEoj3qlTncqouWEOLYHtoMdRqwsnGb33a++rP1YIz7O9iLu9uJ5mW7elq1oW2D0Og0WYyG9Hn0nQDgOcSfASJck2Ml4dw676tJth1g5h8W0iBKS1JJMJoK8VWQ1Wb6svj4TB2sHeXDhQdpph65xac/2iKKEfq1GunAEow3Ctbj/bz5O1O/SXF7CzT2387IsObDeodQSBDePEeyt4u8qk3/1FFbVw5kt4G4tcnaxLzwLM4zAmiTEKTvYRRtX+RTyNr4/jrCmSRNDb6kNy0uwtLih52Ej0F9ZJh80GStUkcOyZT0kB6VvIyyJv20tu0FIgbujhDXqY40FZIt90vkuup2SnhoumKQAIchW1rLYnK1biZ54gvDRbxA//jjlsRxFWzFmJ5TGpnBLPriaJJdhR/tYHZ2iLxSpN0Uix86145Jx09dPwMEDV/7kbOL6xfrxMqxz8r5HOPnk5nxvE1cWR5a72OskCEyUER1tEr4MMrSeD/Ew062b5cAaBPq00lg2jHplsm5GO4xYflqiH5pmassYVAtU4iai+jAdq4sVrS0Bb/gvn2UpOEHBzpHzfaQ3gza7QZZImi/t8j9jDLZvkfNb1LN95NrjFJI8qckIMpe0uYCbl4zfloJbgV0Xp+cG4G7dhty7jyTvE1hjpK2UhmgTFnLonEVoxtlTOYJqu7Si6yN54blgqJF5Lpb2KNeKjOrR4fTKgFGkC/dx5sM/x8rf/BlWOKgmQGtIU5KlFWzj0nZj0tIM3+k/xR3+fRj3cVYq34tndchZITnZQCSr5/bZXo6uybFuYhNXGxelwP+Lv/iLPPDAA/zwD/8wMzMzTE9P8yM/8iPcf//9/PIv//IFtfHLv/zL/MzP/AxPPPHEJXX45Q4VZViug1Ms0tidkm6vUp5rYKUKZySHyLsI13peDZ8LgbAk1e/Zi1qNqIYlWjmFTg1u1cHFwUnATfqcXfL7soubNclaS5w6pqB2eGMO9jKQZJrVdkouiTDKoFNNQkZ40zhBK8LddjYT8BI13cR1kOmmzTNeXgoB+NzfEami2FaM+7PYUlAtlDAyYDQqYwSU6m1EnCAs+bzEpV8oIi2LoFQGX+Dki0g3wDU2zaVdFArg2oI7S22e7sQs91co5wtU+jH+0wepUiVIC8i8BBECCbbuouI20h3BTRvcFPXov/7rENr0ljVf/atjJJdBOF8qur0YR2gCIRhpjlCNCkzoKu7kDuTiKSKjEEIwuevitUDOgyVIT3ZITnaIjjbPvV2c3Y7od2FdtWDQT8BKUI0QYdv05iKk7RG0H2Lm9B8TzfWhI4mWJF68k4LS+MLH6q/SSOo83LwfbTbu+o5VzHgwztuCaZzUMNIp4WiboFolXW1j5ZxBWfjpE8TdLp3VZaZ2Pvf5snyH2Z97PbO//KbB3y++kdKbZym+afAHID2bdL5LerKzLtPNPke66TjDaIOKFI728D2bNO1jVA1MgyOtBstxSL1//UVZs0adTidC5kZQiUanGpWEWHn/nGPpM+/Lif/zdqZ/5h6mfvpucCUiZ58jaWXBAW2QeQe1TuvIKIEoVZClMsYIjIHEuHTTeOCkHXbw3QA3dNj5+DSJ7RFkPcz+/0prz2+ca8ciZXS1D3NzV/7kbOIlg2h1mdOHNkuHNnHlkDUirHrENiNYRaMBE2t0MyE68PIl3aJOm0KpwI6KxsRNjDEIIRC+hTfmYBdsWl3FY8dXSGUH/5GMThla5QKdsTxyJo/DWmb92A/ehf/YMRSaOEuR3mB8mRJHEO0+veZLt1y3U4/QUY+cWiVnDQgep+JQ8UoE4zNYc3O4uRjSPuz/nksK1luVCvrwAZz6CmTglB2qpkQpySOdOi51bFVjpZ/n6MLfcn/tC2ijaaUNmkmNerJKqK49uWmLgUab23cIR2JEWWCMRkqL8Bt/wvx//m9ETx2g2O5irVuTWKOjePe8g3JaYqY/xnRvHE/YlOwOgX2K8RFBY/JfcufIGRajIu24izKKSBs6rfSa6zZvYhNXAxdnewm8+tWv5td+7df41Kc+xac//Wk+9KEP8epXX3h2x3ve8x6++tWvcvvttxMEASMjI+f9vdLho7A8C600K5VBVk9upcf0d+1DCIHuDBz7ZN55kZZeGO5sgeLbt5HbPcLudA+qP3jgeY7HZDpBu1QlHArFSwFT7hGm1YM89tQI6tiXNshZ89KRDF2WdFrECiykI+kMByzdjXHOOmu+hDXdxDMIswvPdHthGGOw1on0xzplvDqG627DNhZtp0fQCZGjgxQ0YdnP2Y6Xz1OenCJst4h7XdJeB3d6F5nvEKdFeh0oFlzeMDqY+P74jjnesWNAGOheh3q2QqB9gooHJkCxBW3ylOIH0PlbkCZie9QmLx6B7S3IYP5gg8V1ZNTVQtZpk2Q2vhxooQhr7boycUhk23iFwvN9/YKx3hSk+4VTaDX4nUq7doNOz8t0U14eGXRpxB7CtolPHkVbA7JZmgT5xBzCgInh5OGYfprHTXrc2jHEusep6BgP1u/dsGzOw83D1MNVRqVHKDycoo2dtxBSkq4sYuVcMIaR2W1sv+1OXvWd38PI8xgpXAhkbnhdGsO5TDfHwgyvV9XtIaTA8i2CbJBRNzn9LYBBZyv83WNf4A/u+zyPPv4IqOtrwhe3+xjTpeqNYnuD55vqdVG9aF0J8nM/24QQ2BUf088GbrGAyNsgBbqdEB9ZI0HiQw2EKKHbLaLHHmN6dxVj+Wjdw6BxgiJJEOImDiNLRUhGkNlgUh74a3qNkhRbAydPQHb1SfFNXCd4xrPEl13aqy/vMr9NXFssffgb/NRcxjtwGUOet6jJGi/PDBqVpbSWl5DhKrgjCK8yINykwPVsrGGWeNzTpJ0/oNf+GKeP9bjly1XiIMfqzh1YuyrYQ9LNiIz8qCQ7chgtNJ7tYA2NhzRF/NYiRx69/rRPLxSrp7q4tSe4MfgS2hrM06Q7GD+NUqhOm2A0hNm7YfK1l7QPe2Ji8J+0d55msqcdIi+gYi8xKg6yvDhOqXaCxzpfp5d1+Oulj/PHZ36HPz3zuxzqXNtkFGMMUg7umXwHxkYqlLblcf3BvD1ZHVY5RRFeGCEYKoBIiarVaP7FJ861NRtuAXHPutY1lF9Hwg58K6WTebTTFXwpKGCxfHLT6XoTL38892r6GZibm2Pbtm0X3Ojp06fZsmXLc372oQ996ILbeaVBxxly6GSoVIq12sXtxIiewp8qnbetdZmkm7Ak5bdtp+PO4z8QgB7YhwtL4KpB2z1bUsw02qrQFHm2Fg/xjVrAJz53K+/e/zhM3XZZfbgcpJkGrRid3EfWVWR9RV0uExypQTtEShtUzGVrum1gJtD1AqVBrpsUpDohn1u7vtLWCu5KF3tkQFSI53AuHbwvmL3pFjqrK2RJQnXnTbi3fwsAccFhZUniBhnjXsqBt96HJw29dO267fSWkeMBQewixnqYJUG3dQu54kOI9mOk+dtJkzm++eRjPPSWJu2/8HGSHA99Zo5tN489Z5+uFHSjyVLdoeiM0M/30WVFgcH56aqUvufyhn/4g5e9n9ytY0QH66QLPXQvRdUi5EQOe2KCzJHoSJN1M5KSwssctA/t1MYXEt1rE+ubMV4LKzlFxTtNGFcAsGzJX33lNXzf27+Gn/a4WY1wyOnxWOchDPD60Ysvp3gmlvvLjEqPhk7IjHMuUg6Q1ZZwdzgoI7jhNa/Hyw0IXSmfLf5/oZBD8kmsW+cL20JbNhJQnc659z3tg4TRkSpnFsZADSaPrmXTicKBrltwcVp8VxJpp4fREUVrzWhCt5sA2OWzAYXnj5lZBYdsWD1sT+bI3zVB58tn0J0Etc54QnUThF+CFmAUeSK8XEAWpnSTNkFmCEp52gyIk71ffhd665dh1iXquyTZLBJFJjyaOUmFANotGBnd0POxiZcK1m7GRAfYIkLraxug28TLF1GqqHciqkgMZs1wSgrQZqAL+jLEX/z/foHamXnGxkvUnSpnw30q1khXnNP6PHm0jyMc3rn1n+FKH/GUZGn337I6HmDtrpItZHRyXYJwAW/+L5ie2slq0KLUz+OWLYRokOoxpvILfOPoU9z+lgtfB15POPCVBSbLK7TVOJFdoVcKqeZK9NIOPPEwfiXCn61A9WbYevMl7cOenMS54Sbi0CDbCxhTRghBEEvqzoC0Kjt16o0co/3B/LunOqR6LYMw0tc2060dZlgqpdBsM7acf9bnjc8+8qz3UtdG7N6N148IH/4aB167nx2lfdi4IMoD7W0BUZZRLOZ4KH0X04VP0QwzOkkNxxpHCkHn6QYzey9dq3wTm3gp4IJIt3vuuYd3vetd/NN/+k+55557nnObVqvFn/zJn/Brv/Zr/LN/9s943/ve95zb/dAP/dCl9/ZljqwVYSJFkhq6dFGTBcLJAsX5Os7YUPvIDIWzcxf0070oim+apfi1Akn7BDrZjxW4+LHF2MIy0TCrxwDd0i7cVsyUf5h6fzv9Wp3c1IZ04ZKgNEy4Eb1OiCN8UjdmuRiRzJSwQ4V1djF/iZluZyct19ZI4XxceF/WHfNzZDEpbcjHa9koqU7I5UbomtO0Ci7Lo4KYKtvP8lovsLgvjo4hpMQNAnSWkN85IGJ7Yx7WEYtkrsHEllG00GRGoD2X/kieMFaMtLtUygUQ0PUsdHgabZVI2wq34BBSIfEcYjnP7XP/gy+O/zhVOYJRsHSizeSO0vP2a6Mhwy7djiE0bdyiTeCuaZH53S52Psf0nhsuez9WwcW/oYqJFVQ9ktMdnIkcMgiQUR+jwS7Y2NomUB6ZD7FMcczwN7KrSJkD5wbG0pMsiJshGbiZ5Uoujx7cwh37l7hBjHLaloRZnzPRHJ2sRXGdA9rFIlUpOTvH68bvpGx7eK1BnmbaTFH9ZexyNiiPN4bXvfv7L4tsO3euii7+TVWS1fAc8SYcifIC8uMxQjVJW4MSUz06uHd8z0II+xw1kKiMWr8LccTBr9xLGoUYrdl296upzFx6Ft7lIO73EIAl6ljrs8mSDsHeGfI3vLhepbuzTNaKUbWIbKmPLLr4+0bIVkN0f6DnKV0L1Uywytsgi8ESmGadoJDnQM2jlM/YkvZJbUVWEjhtB6EtQEM/oeD7+Pb8oM+6Qj6SoHvQ7W6Sbq9QrMw3GR/+35UhFWsBlV4/Y+gmXl5YbsfnFjHrHd69vRVMogbyGC9D+MUypbEYrzZPqfpGsuY8mZhEWgLtSiwExhhUlOJRwLcGBIoiYXTJoyfr6EKZfCfAS10UVUJ7nAqnWQprJCm4SRmsETrZTvLZSTrLe6/xUV866gs9JqN5SoUVWnaVUpZH9xSZ6WCpPkiJv2UC8pNQmbykfTjjY6RPH8Qub8PLT5PUMpJSSi+vaOkRmuZGbJlRqWacOr6V4o6Ev176OJnJcISDFBb9a1xeWu9HhAUXI33ARdigU02mU7qN42eXn+eh5buUS0UKI6OQpEzXI6JSHw9F3+6R1wFChGih6fQVZmwbVuzi2gmeFVEYyoHU5jvPbnwTm3iZ4YJGpKeeeop8Ps/b3/52pqam+I7v+A5+7Md+jJ/8yZ/kH//jf8xdd93FxMQEv/M7v8N//s//+XkJt7M4evQoP/uzP8v3f//3s7w8CMf/9V//NU8++eTlH9FLGLoZoTODFVhoqfFONvBPNhDSxh5afOPaWGM+Mn/pmm7PxGh1Are0g6wniDs9Qi9ldWqCjjMUJBc24+EZjBVS0KcQ0mLlZHPD9n8pCBOFClNKlSJB2cENXdx6n+BEfZAifZYoulTS7TpwL31WOemFlgG+yCFrY0iVoWf1aKUr+HYTPz+KIwpM9UZI6ovcePwY9tkythc4h6WJCYweOMl6ubXyyrTgciAs8lefm+MLcyW0sRAI3JxNrt5jtBehl0/TdDq0rA5uUkQWdpOK3dhuAtLD2/IdVOM5Rvotqp0exb2GxkIPnWlW5q7uAC3jiEbdZtrbwehiCSk0PbVMfPoEqttm9lWvoTi6Mdl39niOdGlAsK3X30ocRdxYIu3FNEyboBsTpzlkd4E0qBJWZul2i4j+MbI0YlQtIysOBJBFmuVFw8FjVZLMYXzpOG870yLRfWrpMu308gwqFnoLjAQjJFGTxywwqUZUBE7FwZ/ZQu+JEwhLorm87Lb1sMoe8ckOOlKgh+WhliBVNuGKR1KLcMo2btWhaAYZYzusLzLrn8AasnQ51yUf5Ml6XU4deIIjD32VQ1+9nzOHrp0hQK+2SrfnoUyJUj9H2snIeork5HHCw2cIdp6VYXj++1J6FjrKEK5E5mzsqo8AVDvGKEPtfxxARSmqFYNloWqHUctPky0uUq1U2JeLyYs+dlAlTEK6u9ZKBHUyvCbFWuBHmpRazoGxcYheniVdm3hxtNtr+oiRztHOJlDRyzPbaBNXD0uHDnDgf3+ag5/7DHqdFECtExHLtWWMxrAgDSbMSI63iY80zyv1e7ng6NcfYP6pJ8hZGtxxlF/E8i2kb2GMQSearKMoqO7A+XoIo1NMOkVqe2ghcdTgGd7Xkn4/xpZ9+k6C6/hooXBLy1giYyRYhZcoeW6MoVD2cHOCeraFWFax8hYYgecVSJZX0W4JecNbIHfpgVzhung33khSHARkLV9SdHNM90aJA5e80yPLDHbapdbw8cM2iYnRKFKTorQi0dd27GxFEWZ4P7mRBvqkUYo2mtN/85GBdIQQMNwmE4K+Y9Pfs5PoqQOki4tEX7mfuloiR4mxdJqaOzinrjS4Al59wx7s6t0s9XM01um4qdr1ay6xiU1sFC6IdBsdHeWDH/wgCwsL/MZv/AZ79+5ldXWVw4cHgvo/8AM/wEMPPcT999/PO9/5zhds69577+XWW2/lwQcf5OMf/zjd7sBZ7Rvf+AY/93M/d5mH89KG6US4FQfLl3RkRLy9itNPsYxGniXAYoVajZD5jcl0A9h64zBDxxi8Yp5c6pOLPfrDKKFtQnJJjQl1iqqco9e3WJ1rQHRtnCRhYKTgq7XJvFGGaMLHjhVIuUa6Xbxs4eBb50i3a1ga8wySbaM03bQGN8zIqYCyM44ujJMbvROPMi23R3tc4q308Kpny+2ef3G//41v5X3//WO87/f/lDf9i3+/1lexVpb68EmbV33pNfz23Az3dnas9eOp41TSIgWVQwxLEZNOCb+Q4PQfx2rch/Fn2JaEzM4/RTJygqQNyyfbrJ66uqSbm/aJugI9dDKQgU1OjuNt2YFq1vAnLi06+lxwJgJMmJGe6hAdbZCe1USybSx7FCfvURUl8tYE4UiA0E10r0fQnEfXMwQZbnyYKe8o47dVYGheGfU0jW6RxVoZ+itU26tMhIOMx1hfnu7SYm+R+8/cTy4L8XIuUuRwhjkIKuxj0nSoRXaJxibPAWEJrLIL3fTctSZdG4aabkal6KH2o2MG783qv+EfzH6F9914H+VghH6SMF9bprO4yFMPfoVjTz7O3NMHWTh8cMP6ebGI2i3SJMNk83h+cE4bT/cGmid25cX1Kgtv3MKWD7yOwptmyb9uBm9nmcq79uDvqaJWQuIjTaLDTeJjLYRXOfe9ZG6e8bFBllov7eDmy0yMzTIWrJV9ZL1hOYyQqOF5lWTkUhtWV6C9qc3ySkWn3T33f1/2mfYOIcKlDTVs2cQrC1orjnz589RPHqd24ihZPCAmsmZM60SLYF1gVCLIGTh5NjBgQVp/eQUBjDEk0WC89vMFsuJ+HL+M6imMMtjSQroSIQU4eRy5FqC3RI69jzhs+d0vou9fROrBuBnGXe6PX48jE3RyhDx53JyLyM1iixFGzQFMw6UfXXuh/4tF3M84c6RJJX2aqnWGyJ3CLljYRQvfLxEfPUqwexLsBGbfeHk7syTOymkAdDy4Lg2GTFRwsnmq9hx2f45urcBI/3wd2YyU5XiBfnbtjJ363SXE8H4KOgH+ZBWv6NHrtghO1UFrhO9zw6OPMP7Zv+azt+3iwOw4x3pNtv7X/0p66hTh179OUBvcfxpNzRkE41MU5YJNOW8xPbEbgEStzTtFfZ52bVP/cxMvb1wUIxEEAe9+97v50Ic+xCc+8Qk+85nP8Id/+If89E//NLfccssFtfFv/+2/5Rd+4Rf427/9W1x3bTD45m/+Zh544IGL6/3LDLq/RiJ1gxTZjckfqWHl/XVbDRZaVsnbsP1W9s8AoEKNTjN87VJJ8nSdweUhdEjf3QHCYnvwKAbJmYU8PPmnG9aHi0WaGZx0nQtfBspWuLU+0nKfZUJwsdh5x6twPA9p25x8/NHL7O2lQpz3/wsXvH9hYiPLFJWlHtpoVsJT7LvpLoRTILQilrxVigeWaTkB/thQT+oFykuFlOdKcW17LYPJCHHue3Y6mER0Mpu2LJxLUU8XT5PoPgKBHJFoqTDuOGHdASMRra8i3DUyqxzUYLKHsASnrrIrmUtE1M0QSBIvo+QU0Cahd+ARwizGm9m4Wutz7pRAcqjJ0n/5OqqboFyBTsy56yCX+SSeR445EjPISoyOHyGcfg/GGWWUJ6jEn6Jw1xgMfxqdGR45NAuWizCa21uDBcnR3qHL6nOYDSZLE5bPQuBgaRvpS4wyZPXBbyVzLsK6PC3KZ+Kci/PwnAgpyazh+VMpZhidt4fkkDhLmgpDzlm7n1ZPnyJL1p6/KydPbGg/Lwad5UU63QwsgW/WrgXVbmCPFLAKZ8fN57/PhRzKEAyzH86+50zkEI4EZUgON9G9FKu8BZEfiEDHh48yMVFiNbVpxC2WavNgDBWnQFganB+dWqCzQUbFkFi1yMjOGq70rj832E1cHejncKBrNw5ypHHkGvRmEy8H6GcYs6jh69XfeYLdn5knjyReN9/rGcMfLzaooUGBepkZeaRxdG68s3buRdpVMq1IexkqXbv/dKKxBdjrSDeDRrOLdrIbK1yb12Um4ciJFRazabYe/CsitQoS3IpNZI8x7p6glHT4xqGnr96BbhDO8rP/yAABAABJREFUuq4WZJ3MzFBZGccZGYxV8cIc8fIJcrtGIfNh5vIkQpzxCUw22J8KFUopbCzITZOpIr7sMRs8zVKtwvSpPXhibXx3pUeo+6wki5fVh8uBbh/BSIkTR+STNU23OGxh1Qbjev6Nb8RyXaozs2y/7U6kZbFy4jjujTdgjY+DEFhPHCIWEQJByy3ymakC/1Mu8tHjTRabCmVcPDegES+R6RoAZdHlsT9++Joc9yY2cbVw1QUPHn/8cb7ne77nWe9PTEywurp6tbtzXSFrdkk7GXEtpWuH6IIHvRRvZk0fx57M4+4qYxU3bvFqFweknk4M0rERCDzj0VuXlh67u1mt3IGxNLeP308nzGPaZ0BfG6c6KUF01jIqjDLYZ+o4jy0y+qM/upYldonlpQhI4xiVJueVM1xdrE0kBZea6fbs7yQrPaK8Q1vViHWHkWIF3T9Cze/w1S1PY/czKnEfpzLULbvAc3i+fIogPzpLYWwbJW8w6fvo3BY+WdtFNryuRLuOIwIkEtuxkNpC5spkaZ6UcYxWdOxtzAdb6XkVpht1nMkMdzpFa0PYvTplS8YYHDSWcREIfBy69An7S+h2Ay/NyF2GC+czISxB+Xt2Y40HCN9Clj26Xz5DMiSY4qWUlu7gKofY9XFokonBZ8np48Sl/aTeVtJgN6XeI7SrK+AP2g2KDt2oiCltRxWnmNQ5KvYIS/Fp7q9/4ZL7fJZ085HULAunlSGsocurhGBnBSvvviCBeykovG6G4lu3rtFPQpDJoSObzkjbirSVEZMMBH1Zu5xLjmGmVGG8UKKxsoi3zkghi6MNc3W9WES9LlHURuZHsYwkbWdE7ZCsUcMohbQkIC7oviy+aZbim2bPvbYq3jkiMlnqYU/lsKa2IIM81sRuVKtDvpJDCoOFpq26hFEbIwwzt49Rem2ekG0gbYQQa5luIuVUXsPoGHQ3tVleqUjtNVHwviqzku6kqhOi9OWVbbSJqweVnj/H1Nkw2GoPnBPVM+Y4EYan0GQYUgal9I2/ePmQvkl/kG327W/9x9w89f0A2NICBbqjUVqjlSbtKoKshyt8GvESnaROqhN6aRvPquJ9vUcvbbEczbEYzWE7DvPZNM7pM+hkkbSbIX2JEhXaZpathaf56mOPXctDvyTUF7qUxn1S4ROqrbTGuuBAGEWki/NITyJ27gZ7HLzLM1Py9u8nmZ0mrh2iH7axhnplMqiShS49tlMWJwFIW5pby/dwW/FVzPo7GHHG8GWOL6x8iv81/xH++PRHr/ocJIuGDrWmgB9NkHRiomaIc+gJRNlHFAuUvv3bAbBsGyklWimMMfz2T/847ZEK/q23IpZX8YyPQHBzbS+vOfOt2Ftj7iudomZJmsomTkIi3ScjRYjjTDgnacw34K/+4qoe8yY2cTWxcTWKF4hKpcLCwgI7d+487/1HHnnkeR1PXylQSYZQYAWSdmORwsFlSvNNhLtGsHk7ythyZEMFYqUlMejztC/KZyKS7YMHvrLL2K6Lqh+jQ468mKdc3MdCfYyZzgKUr77geKevGAkl7SjFFwIVa/q7S2z7g2Vm/p9/BI/9t+GWl6fpBtfOwVQ8c8C94PH3hY9ZLUUUmjHYk0SiQZJ2SQsOVtpj5OlVivNt9LZRhOdDoQrVXRe0V1sKRgoOKlOotsH1C3RX59AZ7J69E1sKcrZFakucVEOcUGufQUzkCFrDbE7LJ1rNcMshKr8NFUcUtaYuXcqdBl5JkqwaiqM+K3Mdtu2/8oLtqTJ4VoQZTvalKymLAhQKnDGHqec8Zrdt39B9Fl8zg+6m9B5YQNiC8KlVMkcPVhkSRGrounUqDYErU9Ih6aa7bWJ/N0XdQvoVrN5R8rsqxHYPHIPWhqDk0ewVqeZSpJ1nrNNmsZBjIZrnM0sfByBSIalJKdhFvn3y779of8+Sbtu9Mm2jsTPnXAakDvuEx5uD8tIN0nM7i2DfKMG+UfjS/Ln30rNkVNpH5xR+0R2Wutrnbo1GOo0QcGboCDpdrxGHaxkR0nFJowj3GjiaaqWIkwyvVMUuWDglGwcbEdgEU8OMyksMJthjAe6uMhjI6iF21UfaBVRzAbKI6IkY27ZYzQK6OsPPIiZKFgaDJS0sT1Ifq+Jan0ZTJC1NQ/cwEoU0Ntj2IOCh9Tndl028ciCjtSllzmqRs1oExUWWV9qwcRX4m3gF4RzJNoRKs0EG9UIfC0jP5S8PcBrNUl7S6cEIg8fRy0nXrb5wmtn9tzI7vQcpbQwGow1Zb3AWkr7Gl4JuqIikTWAXqHprN59nBQRylKLj0staeG5AJhVOMUfPJBjHQvZaZLkUYSThqKGzPILnNGkuvvQCKu2ViHLZMNk9TEvdxJiuoDsGlY/RnSbYDrlRD3KzL9rWi0HYFu7Jkzj7pnF1nrgT063WCCKNJkXYPnmvz/howmKtwLfoSRjdRbt1lNW/+mcUWksIrfjL7/hRxoOt9FSXgl188R1vENJsIA+Qa3nIYog7rLqoC400gOdTfue3n9t+2y23E4chC4cP0m826CQxVcfD8h2isIvn57FxsJXDWGq4c2SBx80dmPZgMROrHr6cwhhI6eCyhFajyDgGb+OquTaxiesFV31W/I/+0T/i3/ybf8Pi4iJCCLTW3Hffffyrf/WveM973nO1u3Ndwfdt3IoDwpBs9+neNIEMU7yda4NB7raJ8zIXNgpGGnRq0KmiZ7qklQKRlIRioNdj2S5jHKdKDTdc5sTpKvPLZehem1ToJNP42lCqOrgVm1RmKDL8Xpd8ucI5huqS3UvXi89eqwnbOpZNsGFGClk7JgzkwKo8kPheAdfeRjOIqN84xvinD+AmCcYpwuiNsPfbX7jBIaQlqHdTWpFGW/LcOXTiFkd7CYc6MafCjH7OJrIkqSWQwmU0rhKUfKIgIZMxcTuH6zVxVI3AhXJ8mnzSxGvViUfqJGdsuq2QTu3qZE8kmUbFfRzp07f76GDtenDbTVylCaojL9DCpaH8tu0E+0dR9QgVZiTuUKssNZS8EjPZLOH4VhzRgnVZqUuigFQRonOEmaTPqfgJQKATTdzL6LQiauZGaJ5AhnXe5tzMjYVbsIVNomMSHVNPV6inK8yFx1DmxTM9z5JusWNxKu+SK64JEuuh/oz0QIuNLS89C2kMQmlIU1LpIx2FdBRWuK7kGY+zN0fVWaDkdLCEoOj59NotvHVOoXGvS9q/+mWSaRyT9ftY5jSViodCoRJFlqZki0tr6aSXmDHoTOQQQDLfRvcz0sUexhhEUAGvCM6AZCzYsM2NmLDbOJaHWDdVcOpbEKKJLU9hje0AQJLSEwZWlqHfh85Lb3G2icvH+mxsbQSdbJRy2KVd3zRT2MSl4ZnlpVqlqFaEVfWJbMH9pPwpIXpAP3GbG3FD1uanZJueBKEN0aHGNer9xmPp2BH6xx4hDuskhKx4qxw6dpK4EdM7FfNnn2vQ/loHazGlbDnY0qOXtlAmQxlFL23jWDlK7ig5u0TZGofaHDNPHUc+3MBJO/itwwS+j4PNSDyOnGoxnh2htDxD1EtfvJPXEZorIdHKPI1sklBOYU1KvDGHYlCh+9CXsAsWVhbD7W+77H05k5MYx0VnPUwKXtFjNJvBjMyQRJpAncQzLbJOk/oqZCsnIGxSPPoVth5/lPGVU1Ray0wuHmMhPkUnu7q62SJdodBtUVmxcdU0KtLoNEWsrqA6Ebs/85nztn/V3/tevv/n/zNj23ZgjGE5jUiefJJk7jieN6yUMQaFwqFEZWufxdwjbPuu7Qgpcby10meBja/mWFwN4cyZq3nYm9jEVcNVJ93+43/8j9x0001s3bqVbrfL/v37efOb38zrX/96fvZnf/Zqd+e6gck0cqjDY2JIgsFEw21F+Hu3rW14qeWSLwItDSYzSMciLwrkZJ6ab1PzbYQO8dv3EttbKdFgh/c1QHNyLoDWySvSnxdDkmmc9e55PYk2CY4ZTu7PEVSXn+mmrxnp9oy+X0qq+XN8RzdjglDjSI+gnKNYngEhOFPsIaIUb6mLKPq4xQrYFx5tsuRafyd2jnD7WwZiqSYNCazBZ604xZUevtLk44x+OCgRFkKQUx4OJaJoK0YLZHwaLz2JkTlGVML4wkFUtQcIOssJi8evjmB7kmr63Q6BzJHL1gwCAES3TVIuYbsb5ya8HuVv2zkoCeykhMNItknXflNPuZQLp/DyawRkK47QpbsQWYfp7mkOzf8qDX8BhqYg3ZWIxx6MwPYhakD9KK6wcaV37s8Wa8cTqhcnn86SbtuCAfm4o7qmcScEIMGqP4l7w7de+sl4IQiBsSQ4Doll0KmFitQ5IwUAY1zMut8uZ6coY+jEEd1Wi3id66ZWirjf5Woj7rQwvTZJEnHz1jvxyx6Wa3H6qa9jsgx38iyZeenjgLujBKmBVGMihbutiPBKEHfI5g6jo4h0Xfu/9+SXOJQ7fu61FBYqGZbwigGpaZHRzrqDDLdGA1rNS+7fJl66SM5Lx5YU7Rq7/K9SX+6h1csn22gTVw/qOTLdslqEqkf4meEpFI94HbbtfJLZHU+xb/oU/2tmhX9U7LE4nLvpToJR19AUawOh0pRXTbYplqdxCeg7imIjh1QWcTagvbPhvM9Ds7t4G3mnTKJClMnIOyVKziSTwXYKToVMh+x78mFuWGowPt+geTyPTB4HwM7bOEWb47OvJRCruJ0yxw6+dAgRrTQnHltF9mtU7SUSuQtHrgX+VKuOW3AQxod8/gVaujB4N+0DoxFxD70uu9JTDrWkCiZmxDpOVRxlpV5k9egpOHk/4i/fi6MGaz4ny7jp0CMA9NTVnYMoK6ZbKOPEeaycheVLhJSoE8fwd00igxydL83T/ru5874XDIOsrcAD2yY9fowTH/sNTjQPDbLksdjbzkEuYGTnGQ4Hj4IxtPtr2sw2krI5SmNZo7/4d/CNRwduqZvYxMsIF1VemqYp//yf/3M+8IEPPKs89ELhui4f+chH+MAHPsATTzxBt9vlzjvvZO/evZfU3lXDY/8TChtQalTdBdvf9Ky3TZKSxQoUZKEi9QYPGx0r7LEy0BxueWVIt8xPSXp9YJDKHLShVFUcKPtsmXcR0UnsYDf1aJaytcB4cJqV5izJ6hNcGbrhBfqqNI4tMMoQ9zKsYRaP1eshc2fJssvLdJPyOsh0e1Z16cYYKeh+do5tzxdzxP0lwnJA0+vgrYYEMyWWqxPsueOHLqq79jrSTWmDGGZf6SwhZ0lCpegkChUMiDzLGOqNJSrTO/CUJh5NoKGxxveRdJ7AHS9gojMYdwwRzZFP+owXPIaqE+cEcq80GmGXer1D2R4SHpaga4XYi3WyThNVunSb+ReDDGyCW8eIDjZI6y6qsYDqjwGDrCxPOXScKsXyGgEpTIza812I/klkssC/7Mb8D+cIZcYGnzuSheNdkm+/B7d3BDrz3LYwyW37vvdcGw/U7+VE/zCZyQhVSMF+4WN8ZPkRbihsRzk2wXob+Dil+bk/Jre9gFAp5DY+IxDOjx51g2GZqE5RfTVwIBaQqndgV+ex278PQMGOgEE0NgqfIbYtBFl8da6v9Yh7PYyWaB0z4Uyfez9cegoPcCfK5/p3qcjdPk58tElycpCN5mwrYhVK6KGkqmq1UI7PqSiiYGk6/RD1xBLsGpaZ25qsV8D2GpjhmbdESleuy4jcNFN4ReL8y1JhDFTteXbf9yWO734Nu++cuFZd28RLFE/97afP/d9yPXSWkTUiZNWj1k+pxZqtjqKGQ6BTctZgnnTbiM2ZPuRTxaTvovoJdvGlX7Km0gTfWSOOUisjiAdrk2Q4RUwM2AJcYWGGAbRUJ6zGZ6i441ScKTKd0EkbyKROX6a4BrSQLB8o8hfFMd4928N1AygYQmeGUedvMDLj4MFT7L97Y+U0rhRaKyFxmJIvhCxFv4zgZoQFSZSQthdQUYfCrTsQGzQvcbdtRU7PEPeXEJ0xzq6ncolgxZtlaxoh3ZCdxSMsiFfx0NcDvuP0f4HSLH0To3SEEZKp2gJFu8yx3kH25G/akL5dCNKhuZSvXPwplyzJUI0VtGmRm57h9Ae+zFmF6eKbZs/JHL3lPT/G53/3v7Fy7DCtWocxP09y6Cmib3oDWmssKdjWvY3bag5PVI+Q+Zrg27bS/+s5Mp1gS5fMlCg7S3wxC9gW1yh+9UE4cQK++11X7fg3sYkrjYsi3RzH4WMf+xgf+MAHLnvH27ZtY+vWgRaYuELZWxuKLIbsMhIDdQZxG9I++BWYvPX8z5XB9gZZA1krwzqxyEinR2Gpgztagc4wo+wKnStL2Vgyd+617QW0XQvHGLB8jDMKaQPXyXEm2ceNwf8mlD/ISnuMLcf/Dna+5Yr067mQKkOcGnKejZcfXsLKYJ1cxa484ze65PLSte8ZfY0ipM9MdLtMR9ZziNaiR16ugJebwE01+dNnyB1YRgYOuR07LrpZy3oG6bbuHN5Z8TkdKbpKo4O1Mr4s7FPQFgiLfBKQRBlx7CCEQqY1RNahUf42Qm0jWcZTq/h7Z5GJg0qvDhm62m+SJAoF1AqrjJcrjKgxGN/CmZzH+J3PJtE3Eu7WEtlqiNElrGwag0Ov1aI7klJs9llxtuMXujRGd6FzHtb999KZnaKiNMqepBqtcMo/zG1b30BaF6DBLTg8ebTMnTelg1LF9ml44o/hlu8DQApJKxuU5MT6xd3fzvTO4EQNToqM0LFI4gzTNZjEEB89ildJ4MzTg2ffFcD6uz4b3idGpWDWnDy10vTUu4jj/ZTt/4+S12fn2A6STNHKzifYsjQhfSYRdxWQxRFJFoBp4jk+KlRoDLL1GNb2PbhTl5/p5kzm8fdU0P0Mow3BrgrItXtStVoERcm0GWSY+E6OfnuNROuOhpTiwfYxRWrJzQhh6MoUkANdt/ZmeekrEUluTX9oXQyGEWeO1vLLy0VyE1ceH/z6B7k7tgcOkIBKYlSWoloJuhFTBeoY7rQUo6RgwUomiY1gp92nZgxbsSFUmFCd5UBe0sjSlFKwRro5vRaWKgw+MwZLJ9Q6LdAhWqbkSzsA8MMuHdUmsnL0sy6TwaCCppfWqZUcJtqarmtjGYOsrxDk84OKjwRiZ5Q+o4xUTrOyNHbVj/lSsXyyw/jWEn6rhzIzCMQgg8uTiKQEcUa6ez8UNkaX2iqVoF7DGZdYdpWkmdIa7xE7ksweBCF1YYYgWyKXU8SZjckiRHU7qdR0HYHfqaGTFll7nnb56qY0+FGT6YWUid5eMp0hXIlq1lFLLcStO5EFZxC09xx6X1ui8NpBYHBs6za8IIdfqhA5i5ixUexej6CUJ+w3yHl5hAU7m5I5p03PC8huG2fy8ZPUs1Ns8SKkSMk7CySWi0IRS4PXaUOSwBWqJNnEJq42LppFete73sWf//mfX9ZOP/rRj3LLLbfg+z6+73PLLbfw27/925fV5hWH7V3en7QgbkFrDmqHn91+tpYlkMgQnZf0do3gtGOsgr9uwytEUEowmSHrZcTzx9DdHiNxhq0McX43IuuATsiZ0+Rkkxwr5P0+jaUIlp8YLNqvEtJhyZhYV15qFEhX43jDychll5eu04LS18a99JlGCpdmZPTsLxll6NghrWyVJG7T0Uu0rTqt0RzlwzXihTaFO+6+6D2tLy/NlDmvRDfRinqSkbclkbtG7qZxjy7Qkm3SfEp/pENv6yhhwyaTI2h/G4FUTJg+obRx23NEYULUT5G2YPnElS8xbTRrLK90GHcnGe2OYYu1jFe5tEjlxisbiczdOgaWwGRnySRDvlxmUo1Bbowk7xI4Xdx4nmi2x8Lr+nxx7ymWxsYgbVGlyD35mGg1xfJtVJyhMs3TTyqy3d85CAQkXUhDWH4KAH8dCRPpF9fOi7KICSsgxTDWVuTzPm7FQdhA0cEUPPrODASVK3GKzuPWY9vGLSW4ud5ApzLRQxcwgSxXSe1bqKffSz+t0I0iwiQ+j1h3fR/X9cjiq++4GLVbSNWjXJoiVwmwAgstFPZiE710Bm+6MtjwMl1gS2/fwdRPv4rpn7kHb0cZZ+sOrLHtWOPb6H7xADu3TbGY2JyKXYy0iKKQluqQtjNKjQJpb0D+uSJii/skM85ThGJY2q81RJsEyysRymgOtcd4YGWWB1bXFrJbvW9w6Okv8OFHP8yjy49euw5u4rrFSrzEN1pf496Vz/DF1c/ySPMBHlx6gMApMJabZiyYouyNoLMU3V8rOW1jqKzLsh23NbOOYkYkLK2bV+vw5VGqliUJiVhjD3u5HI1Sn1Zm6CqDki5Nt0quupVCedc5bV2Z9LHjFuP+ViaDbbSSGu2shlg9xdZ6iqU1uVRhhKAShXQaNdJuhlaQ62oS4zKiTlPv1/ns8p/zmaWPE6r+tToNF4TWSp8kU5CEYK3QKzVJVUqDOvHp42BLRqshTN+8Yfu09+wlMTEmM7gVh/G0wnjHJ6yOIEWIQ4JPhywWBOkxVKKgs0i5uJ0tY69iNIwRdo4drRDfyr34DjcKWlOvTrAwvQPbLwMCIQX1Jx/AnSxgl/PIwIHMIPM26fLaby+EYOv+Wwi7bTLPJT19BrdUZuv4NNn+EsZoBH2KXdjasDGOh/Zcmt96G7YskJqbifVt9JIC2WrAF+wzxCoh0inUalfvHGxiE1cYF+1eunfvXn7+53+e++67j7vvvpv8M+rg3/e+973g9//Df/gPfPCDH+Qnf/Ined3rXgfA/fffz0/91E8xNzfHz//8z19sl64Obvs/4HLKyLqL8MCvDV88h85WuDaJUEIS7ahSfGJxIEi/LoPoSmW6YQ+6JT0Le3YXVd2k7tnkU0XT8Rjd/l6cE7+CAUateWyTEjc7rKza0DkNRz4Dt/8gWFc+IhGnGjDY1tnyxcH5tLo93B074NHfh6HG1CVnul0P5aXrIBAXwbq98DGbbkI+8xC2z+hUGSklq04Lpx1T/MwhlCXI3XjLRffRPo900+edw105iy+uRrSSjNAdPDMM0K0tUwDQJXqEmLqgf/PNuLm3Y6dzmKWj2JXX49QX2ZJKmsuLHHvNEvpje1hoNjnxRI2JHVeuvBOgvdxCp9a5yat2134Hu9Mmd+ONV3T/AMVv2gof/QrAOfINwFM2dr5LqbDCqR27OPBz3zL4QBtOHn49W+a/yEjmMOm16RS+D1YkWIKkk9KMFUvH2mx5zU/CvT8PcQeiJpS34sk1YjG+gIl1mIXsd0ew83nq60hVnWbQSQjG+vhZD5wrM4mU656pmZNHpxZpE5yVlPpKCrfC2EgFEQisnCRrvZpR+XGqwSxPr5xvBpNEEX3LIkuuvvh7lsREYUrZ99DaIKWgl0RwPMSeqGCJcHDj6I1dQJa+5QYW7/1DsDx6Dx5hxzvvIXriGwAsOxKRQdkqQgmEBWFtlMoeMOvIPyVSwB+QbrXVgR6LfdUN0jdxDaHaq3zy9D4AApnw2rFTAJTlIvapr/Gbj36RWljjjok7rmEvN3E94lDncZ7sPnLee6OFEiPJFLP+gMBNVUIry9Dd80m3vFxv4DHIsvR0Rmc4LmhAd18eZh4qTZjMKZTRCCHRWlNt58CGlh7ME6NhEMloDUIghMBkEV57FaZBGUXZHTi/d5KBbpiYHCdYWMbLMlajgDhNKY3aqEiBLqInQwpHVyjNv55jjUcQnuZMeIrdhSs//7lU1Bf6NE/3uCG/ilbfQkkF2I5NlRE6nccQjkRmFoxtnLWyZduIbgv0oEpGSIG0ApZuvYPwfz9IJX+CilVFREu4po1oHQcdofb/MGJ8FvmV/5eK5eKuHOb09ATKZFjiKoyjrVPnGIGc5WPnLYQU6KceR9W6WJ5PvDSYC2bLIcI/v0+3v+M7+Ls/+CjLKLbUaoT9PtHBg1S+793ED96HNbMN3DK3HPos0nd4ZCaPvadC/IgeqidF5GVIVZ3hhOtRSh3CsI9ZXkJMT7OJTbwccNHh8o9+9KNUKhUeeughfuu3fotf/dVfPff3oQ996EW//5u/+Zt85CMf4Zd+6Zf4ru/6Lr7ru76LX/qlX+K3fuu3+PCHP3wpx/ASwYvobNXXFrZ9f1Dq5K32SfI+55N0V4p0G5o4DBf0nnZwtKHnWKzmbISzF+1NAxKNpGgt8/byh5hfnRpkXdSPQOPYlenbMxBnGqM5R7oZZVC2QvQS/OnqoBS4tA12vBVe839d0j7O03S7tBSzy8ezfBQuxUjhGS9TjdOMMUazks2dO85I9infdwIr75LcuZVcpXLRu5JSUPAthIAkM+c5wI7bisASxBrape1klkQAep1YvXQGB2wlPo3dOzA7X4e47Z2DMglvCy6G6dNHcaZjqEbozHD6KriS9Rp1rCyHI10SJ0XnNQaN6ndRYY9g27YXb+Qy4UzlcKoDImy9kYKrXTrFMQp+BzG9lp2JgIWCQLtbECjeFGec8Y4hHQnKIFxJlmju/aOnB46VN/+DQUZubwme+CNyVh5vmO3Wv0DSbcLy6VkSR6/LQE0H5JDlarRXumJBg/WtZlaAHShQa4ss0zODCbAlsAsGyKH1HRQqz90frTTZNcjWClttkjhiamwHUgpUoun0VhC2wN86AsUtUN4BW9+woft1d+5E5IqgYtL5wwTZGuka2OZ8MxkLVKeCShwMa9ecu/5hs7ICx6/OeLCJ6we9w2uZx6F2OOudYAnNjaZGPqlwunv1suI38dKBMs8OJNy27Qa+fMuhc69taaOSlKwWDsY4D1YwjFkD/UANZIUiBnAFLKNpD5Unde/lkekm4xbSySGEJBUZ6bpKjMwYEIIVy9A+/RAYNSDcVIKJmrj1FdKsjyXWnttOt0liC4J9N5N5LgIY6UU0mivoTGP5FgUxwpO33M20dxAA0xkE1x9rf+2qHvvFYv7gQKjfsyPApXRrHsuWdPpLND/7ZzgjebAmwfdfuKGLgDNSwSQ9TBajh3M1TzmIQkKzNYEyeTwabM8fZdQ6hqUjjJMjPfk0nXtPkuppLJWyZXEgKdTLrpKZwspBlG2BgUJuEBxNmhmqPghKysIwYGoJhCtJ5zq0/nbNSM92XHLlCs2cRxh4EIa0Pv4J/GKFQ8WBC6uwHExiM7sCxbkmGOhvNygrA3IElsuoPMJO9zV8VZ7GQmAe/vqllvlsYhPXHS6adDt+/Pjz/h079uKT7DRNedWrXvWs9++++26yV4pTyXM8QNJmn7STkbYyYtWh+NQShRN1ZKlw/vaXWVb0fJDDqIUZ6mQ50icdLpBjkbJamEKPvYYkdxMGm9VsGzm7BUISignwyjD3lSvSt2ciShQ6ygjjlLCbEIYhrcIq+TMt/JHcgDxw/AGZYDkv3uBzQKzL2rpm7qXPMlK4wH68AK+RLHRRjqRlmig/phkuUbeX6Kar5KMUb7LIUn6c4uil6XYYBpdrlOrziMuKIwjVQJUudPLYZ1dj3bUJha5YtMd6CKPpuhIhJEa6iGSOzN2Cyt1A0G8yns/jbkuo7HLpNmMWjl5ZW3U36uMYn9XoDP1cHweFQGLlCqza4OQu3/XqxSBti2BkkNGnUk1c77LqtzAY+qUJorQKk+sij0IQ+YaUCZS7kylt6Ns19Nn7u+qTr3r0mjG1M10YvWFwD9s+tE8T4BAPy0r7L+JeaowhzEKmrYCehFJj7TpdT7rJ/OhGnpLzINeTebZPWvaQhYROsExzvEuWqnP3tO20scVxDFsYn3TYWhnBtm1czz+nQ2i0uiZGCkk/JE0y8qUJ0naGjjRx2oHUYBdzw+eaD+7GZgy6W7di+kMdNt1BL0QcaiqORi4lB7RZt7BzU3ASknb5vGzW3DPdKfvXd+nRJjYe7TeE5P7da8n/3OuR28uY4WDUVqNop8btZ97Kg4sP8t7Pvfca93QT1xsS8+xMNCEEsZ2R6BSlM8K0jw4zVC/FmS2wbAsSoCI1QgwWNO7MNML3wba5KYgpDa9B1b76z/MrARk36egqAI6x8evrxlujGeMk/v4JeuE8Kh2M3cJyQSlM3Maxh+ZBJuSAdQDVPoObGYKxMSwpEQZyWpHFTeTQDKscQbtUpew2iLw2YjnPuDtFX/VQ5trIr7wYskQR9zIwkB9KH0h3kPVHnKJUhH/TVihsXJYbgCyXMSpB2B5ZK6OTtUno4cs+x6vvQFkTpHILk84RSvYyACLt44xICnvqZNYsvcpuqr0uBatIPVnd0P49L5qnSB2XUpxDqYyoFRLXVpHjOfL7JrArRZzZAs50nsKbZ7HHA3oPLtB7aOlcE7d/6zsZu/Nu2pUSjI2Sra4SHThAY1yyunCQtFVj6YGEhW/ksR+KUSdapMRYajB3besb2Zo/zo5whiU35bDVoGOiTTf0TbxscGUYnBfAD/7gD/Kbv/mbz3r/t37rt/iBH/iBq92dq4cXyfDoN/s4RRunbNOrGDr7J8kwmF3bOI99uUKZIiaArtUgrjXozR2jXZ9jtA9BqnhqJOXzNzxNL78FLSCzqngypJ5tYX/1a6y0qgOBdKPgKuifaQNpXGek5BEUXDzp4WcVYiOwCyW444cGf8/hEnuhuN7KSy8d5zN3upuQBjYyMyhLUQkmGckm6Vc88r0U1U+Ixsdx/Utz6h3J24wUbMo5m2ydTlZOrJWDLOWqtCtFankf3W/TSPrUbQdiQ2k1T2m1SGM4URZSYrIeBokyFqgZvPlVvB0J3aiDNwLHHl25pL5eKEbTlIJTZcyfodIqo4eirkZrckpfNSMYvxjQ1ytkS4fxRgqMRWXKYRGRpTiWwZ9IKX/jDFYnpmJXySkPEYyjDWhRZVtplWDGwZ0IkIFFnGqCosPRh5fBLQyINzsAr0ipNsfWYCdle4TF+DQr8eLz9utE+wTfPfFqpF+mHBexMod+NySsdUlaK5gxi46bQ26584qdGxuNkyTYSUo8lseTCaoWUwwnqKwUcHrrCEnLQ9LDkEc4BWKdIqVFEkfnskm1UqTJ1dd0S6OI1bpFtVLCKdk4JRvdr+NOebgzt23Is+25YI+O4t50M/bUjYggR1aPcHWEIyDFPS/wkAQG3JjWkRvRanAv9LK3sv/pfdRXZoj6OZiYGDyoN/GKQjZqkGUPkXOQYwHJMOu1ZNWYtY+RS0tkOuNg/eA17ukmrje44hnOohpkBqPdApGVYEmbnFvACW2cyTwY6A3nmxV5NqXSAs+DKEKojCaGp8h4XKqNsqG65ghETHFdaZ9aFyA2toV6yxuo3Fwl6i0MzISGsPwuidem3zxKknWx04ztnRKr9ir1vRN4u3djbtiL3rGNxLKJeiukrYy0mWJpF69vCG0PPw/Uc1jCpuJUOdq7Pu/lXjNmak8Zb8THWCWS8gJhN6QTd+mvnoE0I5jOQ2nLhu7Xu/Em+v4gk1C6kqJdopqNEVbzdNz9SDtB2AVc08QSGYtqD7owC24enboDiR7l0SuMcMP8HKejky+yxw3C6iFK7Q7blzUmNNiWi8kc3LxL1omRQY50votwJN6uMjrK0Kmi86V5an90kHSpx9SuvaRxTLZ9G2maIhyHMz/7AZRl6BRsonYdZ2wa5777iLmb6lfnifIxjdEWYXmeKCsTJymdEMLyboSUHBMN5r5x79U5B5vYxBXGRReK/+iP/ugLfv47v/M7L9rGRz/6UT772c/y2te+FoAHH3yQubk53vOe9/D+97//3HYf/OAHL7Z71zHWL8yfTeLoMIPCICsrzbpYvYTCmS5OfvwZmXFXyL3USAqqihXk8CfHB/2w5wnt7kATQvX4wq3bcbfeQr4bceeTX6TcPE2v/xjtaD90jkJ+fFBiOrr3ivTxLLphhtN1EIVBFo1RBm0pCktdrPz4huzjPNLNXAekmwC9AZpu6XJI0EoI3HEiv05Xt3Etn5A+/pEaJtXs+qZvuYx+Curdwe+Sltf6EZgYX9rkbElLFik1B1k1Ya9H1c1BlpIUbBp+QuakpJkHJBitsKJ5ROF2rM7TWN40Nz9+nOSbMk599lXUml0cHIwxV4z88rIutrOmG2cNYxU66pNcxbBFeXIMV0rs0XF0qpCOhYvFwsQ0UrSJKkVat88A0MwaMAFpeQ+51ucQ9hTvmDvIid4iZ/wp7PGAbK5DIgWNxT5JlOHOvhbmvgR2gHvmYfbsfzNfqP0Nvgg4FZ5g3Jt6zn4dahyi1FvCHptlsRiyO62SKwRQgPSUh1hVjN3UhvjKlUlYlkVqDYazoimRuiDsDC0ypLEhNuhUY5QBFInZjjQ5PFuw3H7qvKxMGGS3WvalZcleDoyx6HQF0rLIEoVlS6KVRbzFGDvYuBKYZ0LYNrq+Qra8jGguEh2qk0/6VCp5Fo2NWZfFluRT7F4e7SRk0QgAoX41Y61Rzua2+ctn4BJK1Dfx0oZYX6zgWfSzfQgx0JDSOiaXlBhPtjAycmV1OF+KUKtdkAKTZFiTpasWzLleUE/PD55ZGSgXasUuiZfBMAaiahHx0wMyqV3QFKWhqwWx0ShlcGwbR1qgFSNOwv7QBg3xwlUq07vCWD74MOr133TudewbQqORRhArM6hW6YSY5kns3CjGaAwG3W/hNBsEhSmM5SOEws8CRpabsAxWsYS0bczpBaRr0641ccqDMdXpFjkzO80NOY9yQxE1CizGByhaZZbjBW4obJwRwUah10pYPDKogshVI0S6hVxxkOWn2336vT52cRKmd23ofmUhj98YiP/rdfq7jm3T0SWUMrgsUHQ0SSooiUWyTh7XA8hwdu/EP/SHuFmZ1fnHOL39Fk70jrCSLJDqhBsKtzDmbWx2HkDaX2Fp/81MrmzBcmysQKKebBMdrxPsHkUM573Ss3G3FNCdwT2YLfbJVkOC/SPsuuse/u6//zZP25pCzsetNUnSlLFP38f2N/8Yfb2KKyXOyUPsKY1z6Eif5LWGaq0MlCnZGWX36zwepkxNvZVtq1+gr9q0Fk9t+PFuYhPXAhe9ZGw0Guf9LS8v8/nPf56Pf/zjNJvNF/3+E088wV133cX4+DhHjx7l6NGjjI2Ncdddd/HEE0/wyCOP8Mgjj/Doo49ewuG8RPAc3IlY57LUGtWovItb6+Nt2fKM8tIrpInkDiIzOllbXH37l5e5oxEx3kiws3H6MubU7F4O7ruNIzv2UbZXmDEPs9TdOshy65yGMw9dkf6tR5IZculayZtRhsxW2AsdRK66IftYr0d2LTPdNlpPzsRr11mQL1CQJSxj05BN3MOrZKNFbnrT2y65fd9ZO2/humvJImXMs6knikf7a1y/3Q9Jh6LwwpL4kUuhk6enhyWbQiLTJrJ/DNDY8Slm7QO8bSlCbGujexZnnm7TXr1yWUm2Cs8RbQD2UMfKxBFmA7VAXgyV2TGy4ar2nPaicugFOYwwqNyzSaLuTX8PnApOdppbyqu88RYX1UlJFnrkbqgSthOOfH2Z5ZMdCKowfffAhKRzml2qTCBzRCbkifZDpOq5hahVGvID+V0EziwAhWQtS1L1BrpodqAG7V8hOOsCGXZxlDgvMBkohpH+TCAdieVbOH4MFNHswFrcTtHPP6uE3BhDd/XKZlA+E8YYVNzCmIhyoYrtWhgNNAf9sMc3JqDwfLAnJgb9iFokp1uIToYrYZufnVdeGpUSDAKd+mT9QRl6ptecKoUYnstrUJ67iWsLuS7TXRY9Iv4vaul/pJn9J/JyhH1hwN1H38nB+kF+89FnVzy8EpEmCmMM6UMnSB88RvbIHKb/8hD9vxjEz3DJlmptrttx1jklrtvsoW5KRwtuchM8Iel2+jQ6HdCKVAum7LWN05eBpptWCk8mhOuCy6LmEAiJJwWZMahQ0Xn0NOONGt1Pv5/28c+Qt/4Ep/O/MTF0/+bf0zzwe3T/6r30vrBmXGdPTDD2LW9HpCnFXki2sjb+uWIwtwjKdYJskeioTaBKdFSLU/3jZDq9dtrHz4Nec238sckh7HUZge1B0Ncr5mFkY2UvvO3bIRtcd2flegadyNEMJTVzA0K1qYrDTDqHyckuS+k+vvyV7+DBh26F3AjC8nDDFltOP81KOMffrHyCh1sP8HjnYe6t/c2G9vcskoWHAZjqjWDnLNCQLA3IQ7vsgxlWn3gW0rOxx9dVw2SGZH6wJpvddwthp82Do3ms170W025T+tSXkEJSKE8Q3HgrAA8s/AnjowWiRvNcM6kokRM1Wu0UJ3b4ypZ9TJBnWxMa7bUy1k1s4qWKi850+8QnPvGs97TW/PiP/zi7d+9+0e9/4QtfuNhdvjxwHln27MHJAlSsyLKMztQwIteJKN20D1g/WbhCpJtjYUhRfU1cW8FyXUTXItCanXFMTzdZ9mJiZcik4cj+13NbNk4BzY383TAlOoWVJwfuoRuJ6q7zyqnSTBNkfWBQjmAyIA5R0hqUyW0A1me+XDNNt2fg0iY1539nPek2Oj5FzwrpW32sp54mGC2QzE7geJdOJFWHpaXdKCNM1jmKZTH7S+MoYzjeD+hWSli9Pk6mSLMUx7VZn2yk0mCgD6clOrWRnELndiPTBrpVw88ybio1OTgeYGo+X/3kMd7+Ixsfbf3y/H2YrI9FmR4dTEUyYkr0wxqdg98gq1Y2fJ/Ph/LkGMtWhp9B1smIrC4iGEx8OpX9JG7x3LYFq0RqUpLdI8T334jLcUR8Gq8g8CsWUSMmv7N8bvteMx48o6Zuh8ZRSPvYp+7jrXveyeHuAZbjM/z3+Q/zI9veh1yvK2k033LqIZaMTdMpIXWDoOegIo1RmqzXwS2mWL6GoHLFzo0jBVaSYYTA8nL0bZtqPsMQAwGsq3q3rAaBuI/QfDt2dwtvm/xR/vzkrz+rzTQKMfp8F94rCZWmgMboPu6whFnHGrtTw5ku4s5ufeEGLhP5N7wB1e6SnprDdJex/DWx7fWBh345ojQV4TXzxCs3oy2XjLUSHWOG39sk3V5xsHVKMgxKyECi8c6FKxRFKv7jbO2+jXuWv43fe/L3+MH9P0hhg8bslyQ+/4vIL/4q2hhOx6/mcOFnueN1kr9c+XXEiqDijPIPtvzwte7lVcEzSbcCeWS7SStn0XZ7JCoBoyECWXRIHclSfbDQD4YX2cPLsxz9mESyF1sadu+aJ8NgI1Cdqy8XsNFQaYojFKb0GrpWl5Zsk6yuC3QioNWjqof62mkfpWMcOyYu+3Bq8J67cARj+5AOyEx3zx6C225F5nI09+4hOnESe/EUcSfGciwcIQjCLr1cgZlSi6WmRfLfdyN+5FHaqslH5z7Eu6d/iFFv4hqcledGrxnj5m3SJENQRfvrdEmTiGj/XbhbX7vhDtvO7Cwm7aM6CyTtCcSIhkASqIDq6AKHe2+gEj6AP5IhyFhNt3O4fxMH6gmCKrfvLSEmbkO2jlNu19h1+iRBZ5mZxTmWpnZy4NY38b/mP8L3z/7YhvY7Gmoq5hKfNMzQcYpqL+CM5/Gmipgh6SaH84LKd+8ma8Y0/+wwAPGRBrCT29/+7cT9LsvHj/HlM2d44+QkWa2GinpYfh5THSFyYGnlq3zT7W+l2+qc60Pb2UpVGUjOUDQzLFb2cmz5MWYjwW9//pf4mXd9aEOPeRObuNrYkKeNlJL3v//9vOUtb+Ff/+t/vRFNvuLgODaWZyFdSbgwR/lUQnGhQ35qFszxtQ2vUKab5TtkRJjM4I0OomidJ2DHA6dwq3n6kyPchMMjY31WfUMmLY5OVrmx3sTJemTaxpaGgR1NHdwNEpcPG5D0QGew860AeI6ErEu97VNQNipUCJUQeBI2qCTsfE23axTBe8Zuu9mFGgY8/zWiozUCN8z6pCZDa4WnMpA2uW/63kvo6Bp8Z+BeWs07ZGZNT0SrhEnfYa6fMDJZwYkSvDQDDKfrp5nYug8/VXS2x6h+itMNiIoCT9oo5SByIyitif29oDqYE4fYPjJOLV9lVdmcfrpJv52QK7mX1f9nYqm3zJQKce0ieYq4ts1CUKPY6OO2G5TGrt4k07M9jAVkA5I871ZAgeiNc/CWV5M6a8RIVw1cBMN8hv+G7yL58h+BPYI+82dUGvtpT70F27cIthUp2YLjj61y42umBgS3P9RoTHpsDXYy1z9KzsrjSJd6ssrY+on1wiM0LI+TnstKsIofexSzAMuXgER3uiQdh2RqP+7Izit3blwLpQf3rF2oskKBQrdLLE/ChGBsaY1glDIjsB4hzN6KwSE15wv+l8cn0GmKVoosSXCuUjZjFkdIYXCchF4YYglJkmUU3Bi7kMOamb6i+7eKBayRMlg3Iwt90n7CqXaC9krk1z0D83EL7fuD31hInmq8AcMcBXcWKQ1SKiiVIX/lDUY2cX1B6rXxxfgOwuSHw1FEI9vBzc7DnOx9G3bfp5/1aSftVzTp1l88Q44UBASiQS/URFaGGf6LLsA5+uUAYwxVZ5SVeIlsmJ08efopmkWbsQi6cgTX2gNA2qohOxYWUMfgYLAFnGjlaSYelqURRjCRT2jVq3yFjCKCW6T1Aj14aUBlGYErCCiBglj1yM8Xz9Usvan4/6L7K4T9PGdDHq2Fe8nftUxrZIpkexWnnSLJkBNbUI1V7LFdeDfswSqV8G+6ESkt1MQYjkpwPAfpSkwCYVCgU9xG0Zon8F6FimzKnRni8sBBfjVdvq5It24zJullWDIjMmX0qCIKE1pujbTTwM4FiCuQPW6PjtKrFigUp5GWh+cFoGGinuBOLHD6zGu5q29gBBQ2qQlYzvYiJASWxUMP3sOr98/jiBqi6PPGr/wV7XyRfL9LtVVnaWSchekdKKPOc6G9LNSPEeXHGGu0KaoAGUiywfScdKWHcUaIw10424oE+weZgf6eKjpRhE/WyBZ76DDDZJrJXXsoVEfpt1rY45OoJ57GcV1637if+s3bGYltwntuZ19/gWA0h5pvsjSxjJs4+LpMI9tDicNgXoUQcGDH24iOfIygHZKoBNfa2Dn+Jl7aOHO0xtKJBpYtmdxeZXLHlauo2QhsGMV/9OjRC3IfjaKIX//1X+cLX/gCy8vLz8oievjhhzeqS9cZXjjTTSlF0jVoqYnuHiVrRViOxGveD7kMnPzAWVBeGZ0h4Qwe3irWpLUaqlMna8WEq4uIPWOkI4DrcUtL8NeFEFdlrHou22IXhwaR2UXBLA3cQo0eOIhuBJI2xM1BRG5IujW6KSPSYaQ0yPLppiHpcofMsTYsarVeT+XalZeeT56Vjn9hIBI8duOFN/HMS82W9NwEqftsHdsBGuZyS8iTTZIzdba++Zueq5ULRiGwaQ7LOPQ6EkilIdsncnxyscVs4NAaHSVo1lDSIiclTpoRayh0fDquoRhL2iOSMQWSCJSHZQXI7gFSkcdvN5gp5Xm6MMbKmSKxlfKF/3GAO9++nZk9lcs6hvWohy3GlKZoDbLI7KLNlnAcqrBw5PcI7rxpw/b1YhBC0PYjCqttdH8GqmcdzCAu7MRpP8RYzSP0AqzSFjw7R6ITuO37cP73L6G9aYIgZrxdo7vFoDVknYTQs3DcFK000rJAWIMSU7cAC49SzFWYDwdivg80/o43j34rJacy6FRvGWEUfm6ETBgSO0XHKWmUISyB6rQR0pBvPz4wabhCcO01klz6eVrGBWGwlYPTdc6T0TTSJWffT08/Taxvp2CNYQkHNSSJWysDR7GgMkIa9a8a6ZbGERiH/OwIxbOEVS1CHF0lt3cG4VxZjTlnZobo0W8AUH33txGEY0wGLhDRXJdl28tXcHMt1FIFYYX01BvYkl/Lck/TDNqLcJ1kCG/i6sHK1soiRSYQ4uw16+OIEkp20NXT5yQzWnGLmcLMNejp9YE0XFcCJ2NuMH9Avz4C20cGAVYBPPT70DoFxSnY/y7IX5qz+PWMzGQsxPMACA22Uni9OVozt5EL+xi1psdmhKYWLyCsAqgVtg3LBuc8Q/+e+mDbxTzRSh6hBFNIbsDCrCqMNuc507/UoLIUs2s3LXkGpE8nbtNPRmjYmqrToMxhDtQS4obL2TCT7SrIIurjd2A9/AjgIfMewtHI2VcR3PMDyKJD7U8OYY/4ZMsreI06FccmaSdYno0yitHlBWI/YIvXIGtIXNdie+dWni5/iZJdJrzOCGIhBbnJHEE4jy2343ZzSF9Q9sqsNJvokSrsvWHj92tZeO0BEaliRRzGtKt9+sUqqnwaf1ERia3kzYlBDqaQ1Mz2wWxfwlyi2R++llH9KdJuim0UlaiGJAPH54bFRdLtr6GbtSk7L04wdL+2CGrwvLWKDsHNz35+6CP30iuM0CpVkYtDzeLMINwMZ2YEb99+5O47sQH/xpFz35OuhbQEqjF4jqlOgl312X77nTz8138JwI7KDIW5edLaMtsKbyGpHWd7ficjp3qoJMZtdSnoAplMSRyN6pWoygW8XoQJChjpoxDMUuLvTv0d37rjWy/9x9nEywKHH7uf5a9/AtuyyQq3IOw7APBy3Zcf6bbe6AAGEaqFhQU+9alP8UM/9EMv+v1/8k/+CZ/97Gd597vfzatf/erLEov9pV/6JT7+8Y9z8OBBgiDg9a9/Pf/pP/0nbrxxjZSIooif/umf5o/+6I+I45h3vOMdfPjDH2ZycuOFKF8Y647zGUSIzjR+wUVIQRwOJq1erY+Tc3AqwwWfWxhmoZS5EpDu4FIwqcEZHcUZHSWuL1H/g49Ru3eOU+//B/T33cnNYQMt/oqe41A3PazjfwH9MZ62P8JdI5+CzEBlAu74wY3p2L2/AGmP9Sct1YaAtSwqt+1gRwaVczeOdJPrS6uuD0v0Uus0HPyLNYvzwjSM7Ib2aVAJ7B4aILzALZWthuQTF6von4sa9Z0It94HAc7Y5U3oXVsgxGBNla7TZNFZzDjQiBWN5S6h9JjoDco9Wiun2TGxCyS0pY1Y9FFUaG6zGBOCzmmf6u4mJo4Id/17ckc/gO5AMHcfb9w3y7EntpChOfGNGrZrbSjp9sVTX2FXZCHF4Poz7rqS2aiPd5WfIxYWbnELRgwIrAxF3ok4Nq6o2FtZHa0MO9eGpM1EOg2luyCoIDuHMCpiRrs8NbeMLnjYZY/2iTZZmFFf7DO2pQC3/yDc+38P21HcuufbEEV4ePVztLMWZ6JTA9ItatHvL5A3CWeKgkauBwLGdBWnaA/0IbMY6epBgm7xuY0YNgKOIwe6kkIgbY/FtIJ0VoiyGpXOfoC1BZcYREola2UNrvQJ1zm9AXRWl0nDECpXrNvnIe31yLl9vG1r72VZjF7skntdZUC4X0Gc1XTDtskaDWTBJs4Unm1h1rGW0gg6N82TP7ATTI6yE57XjtbD+z47/3xu4uWP9Zluo84UxiQI4QIGX2jy1gm+OfkEjexbsIVNJ+k8f2OvAKTdNTLJImK/82c8md0NYrCw1EbBAx+GlaFDZGEa9n3HtejqFUVq1sja2Xqfd37ygxjg1Na91EanaKqEN9QMAoETeYx6RYwxnLANk1ZGmEYcn8lI76kjAe+kS+ePtmM7AVFOARYag+om2KUr+xy9EjCpJmtGpGlE7467KUczoCF68hAle5SqLcGM4og6X1i6g2on4tXiDNKAkpDJPN0t+6j27gPTI+sNJmnb/vg3aPyv06h+Rrg0eI7LoIJu1JFao9H4RRsHm15llrD3OBXrDEkqB9qwizbhTI8w6eFZPneUX32Nz9QaVk910I0GWCnacXGqNm7JARz08QNYN37PFcvGzvy19ZQXeIxHHktBjTRocKLhsnxkhCi8m7H/470EJiEwX2Ls1Ddx6htNJPC5Q5O8dWY7E+rrGAOWgJ4eIddeZvzkY4Q33cGDPMibx96OJQVxpin4z177GGPofuUM2cKgDFuUHPKnOpTeshW5bnt98htEMiGX2igUFhYmNehGnfRMHfvG15N/3exzHqt19n5yJVk9wq76FKqDbDghBMebK9zcaBCfOIzExt++l2T+OObzx/GiHUxZglO7l7npkR1AmZztIeM5TH9oyOYEbLVmSaOIPz/95U3SbROsfOl3ecPKHwPwhNhHeuPPErvTCHn9GzRdNEPxyCOPnPdaSsn4+Di/8iu/8qLOpgCf/OQn+fSnP80b3vCGi931s3DvvffyEz/xE9xzzz1kWca/+3f/jm/91m/lqaeeIj98mP7UT/0Un/rUp/jTP/1TyuUy733ve/ne7/1e7rvvvsve/0XhPCLkfNZNteNz0bdMKESYUn70zGBysD5jbKOyx54DZx/AZr3bTpAntiSeSpk48SQn99/FUb/C7ScTnpyBM1t2cWzmZm46+QiLh/8Mvv1WaByH+tODclC5kVoJQ9LDGDJlcNbbpGca4hCr4G5Yeak8z7302pSXntVQGEDQDEoEfgWyGHpLsHoQTqzTSNzx5oG23vmtnP8yGyyeLc/CtVxSMsK4Qf54DfeGGcRlkpZCCCYrLsvNhPa6UtYs7jHm2ohhjxZzo2xnoDsSN9YEe8VQnMXtuywGNnukoL/sUtmVIohwan+NKtyK6DwJ/VUK6SJve9vX+dx9d0BksXC4xac+PMjW2XJDlTu+ZR2DcQmI05QkhZxVRKPR/hr5ECUJxS0bazf/YlDD7EGTaEyWYtsOnnZoWIrIGzhz2UlMNrDCoqcGi1p9+79APPCfkNEJxiar7H78LzlSeg+F28ZJFnv0Wwlf//QJpnaWBufslu+Hw5+CxhHE136DW4AbpeB3d1V5qvMoN9WbcOorPJmLeXhnFaljKlEezuTxnAEhqGKNSUOcXIbxK4jSlctosV0LJ0tIbQtZKGFP3UDYAJ02z41yRoOQgBycGynWFrye5ROq8wkAozVx7+o53iXtFtLElKbXSl6ypI87VSQ3MXHFSTdrchKrUkE1m6Tz88ibd7Ow2mbLWBln3XNEGkHmakZueYTmoX0UOP8eS83w2XkBme+beHnBVmuZW69+6M51mW6CurqNkqO4Of85Hu/cRmYyeusMkV6RSNaeLwWrgSUUvdyaNqdSMbTPrG1vXp73VKrXSDc3GkgjCMBLBoE5ZQmU0NjGwhYSA2ipwUAOw+8/uQtz45FBlaUx5IuneG3lz/jLxv9NuRQTZw6eEehmBC9B0i080qD++0/RSev43722sOz3DOtnvF0tMQgcrQeEG4Phbjm4FTyPdMdW3ONzYAz+nXeQu2Un6RsN8Zku2UIPEylEbjf4Z3CjCBUlwGBekc8C5rfsJh99nEpe0exJlp7uIu+SaDQ9dfXGygtB3M+4afsCJ4/bGDWLdAfjktIput8jP73xpaVnke3YisliTLaW3e8aD1UZzOmT3AjxmTmyxireyDi50KJ91xHu2foqDnx2jlqi+czCj6HMj3Nz7q/JyTYr6Q7eNPFxRpvL7Dn6KE/W38ifpge5Y+8cvivZ+9p3PKsfqh4NCDcLRMHFdFK6fzePO1Mgd9vg+I3ScOrrdG6awjH+gHBThqyXoMNBxp4sPT+Z4WwtIPMOupeSrYawu8Lo7Db+z//vD/iLX/lFTh88wFgpx/TqmhGCVRkFpSgmhsmbqnyxuzb3UmKMrd4XOdFbC9p1HZ+74ml+4dRfYox5xTk7b+J86GxNn/MWcwAO/gALY++mPvUfrmGvLgwXvcK+XCOELVu2UCwWX3zDC8BnPvOZ817/3u/9HhMTEzz00EO8+c1vptVq8dGPfpT/+T//J9/8zd8MwO/+7u+yb98+HnjgAV772tduSD8uDC+gs9Vau4BiHZGbb+F0YrwdAu548ezBjYCd84i9Pv1OhxEzsKsX+SKZ7yKkRWnxOIUsJENS7k9T7h3DdDuc2LqXsSN1gvQguvI9SGMgbsPcVwYk0OXi7MN1uObTZpBFJVVGIw4pxA46NYgkxt7ATDfWkXrXykjBIAbHPezKSpBn+izx6pVhZC80T0A81HqLWpAfhxcoZT7rpiTdwTYONqbbpYrEnhphIzBWdFDK0BNr00GVhYyM53njdJGFfsrRwjT7inmE1oSrC6xKi0Ab1KhLt9fE7Vs0LRshBeGqRxRO4ZXqWO1H6Ux8N7K7QCBDonqf2b1dCtMdwqJhy+geFp/oEfcyzhxucds3b0VeYjmJMQaZCNLE4FqDjFNhrZGxTtglt+W5o39XCmcz7YwGMSSY7X6VXK5H5A0+c5OUsWadbMvt6LOE8Y43Y574JCqrk9fHGF9tsrJ0G7mJ7yQqOphEcezhZeaeqDG9u8Lk1j0Qvnaw4Fs9gNAprjbsjGxed+IQ2l1mwbc5XJJ4cYYUOdzUwaoVSJwYGdukTYXRGUKCiJpQvHKaZJYtBw8GIZBejqnveT/Z8X+LDut0pvsUm7nBwwOBkTkWk70Yk5DQQEuFLZ69EPNy+aG5wdWBiiJajZDc9CxpMwNlsFeauGM55NSOK066ORMTqKEDeba0hLztRsJ+n+PxBBPrzFUkklQI/NEaVr5BFIItB59LITHrSbfhb7KJVx6MeEZwUZTo6wpg2O8/BgzKCl/JSLRHoj1cGePJQaZRqziCE0dgOXiZRCV9zuXdDxfBLzck60g3J2yi7DEQFm66dg3FVoqdWQgjMIASmp3JCp+YifkftSL2SIjQGiMlme0w6Rzittwn8cTb8IZzIjW/AtuuTLXIlUS6NCCnlVFsT26gZ4UokbFyus7EyNBVkj71YQDEyQbVGRbgFjzmKt9GfmyCwnd8B3nXx83lELkcwhJUvnM3nS/N0wuHY86WWbLmDKlfI2quYhdcpGsTZD61nEdiu2yr1vC8Av1OwNTifpJtK4Sqhzb6fKOla4iol2LlMqr+0ElUG/pRRKd/EmvHDfhbrlwQ0JqZJlw+gpdVgUGmvacc0rxN0U9pztxKpX+QLGzR6Cfc7O/hT7MH+Mff+Q9pPLjIUi3CEmN4o+AYQaxHOM0Uq+kEvp1j5MGQrKnIzBl2Tj5A3k8wn78Pccv38f9n77/D5DruM3/0Uyef03lyAGaQAYIAc6ZIiiKpZAUnOUqWLdvrtSVbXoef7fX+9q73rsPeu7Z+V7a08spery3LtpJpWbasRFISKWYCTMh58kzPdO4+uer+0QPMgEEkQAAM4vs8/QDd0+ecquo6daq+9X7fl4EVQ7HFT+3FHM+h52xUmBBFLYQmiKZaeJf0ExyqUr3zIIN6jY63GS8+Oc8VgI6Kuv1OLxSft65Gr4vR7yKzJvF0N/CqGwaZYoneNWM0l8rUmgFWvUX/kT3Yo2MYxS4TbuqhBb55+U1s6utQGWyiJxpGu4dBVaNRazNYsPAbbQ4OrMPyp7hKrKURNSjYr757+HWcO/hBTKQ0LLGyNtc7R4gas8D4y1ewF4ELPjr+8R//Mb/1W7/FiRMnzvm56/Vu8KGnpxs8eOyxx4jjmNtvv/3Ud7Zt28bY2BgPPPDAc54jDEMajcZpr3OP0yejST0gbiZE1ZiWFtHe3IcJ6D3eebj2c0MzDezQo2QN0pido3VsP0G7gYwTkiRFTB6n8OQDuMR44iIaWY9y3wCLg0OEeOjCp5KMd1lYSsLsru6/5wzdNosTSc5NEMqgZLuYeQMkiMDHyFrLVJaXjtOYbi9T0E2s6icCOJQrdoOwl70frvsV2PljkBnoCt8X1522a/58UKk8dcIZ5qmIBUKtgxnEGAPnJhd+sGgTJaqb8reMRjsi6MTEkURIRW8pT77ZJtf2ac2cQJeqKybt6mimRpgPyC16zGdslLuFYMkEpZBGkSSaItZ7CUURZ/ExVCC54U37Kb6rRsetIdOuCHWmaDG1v3LW9egkHbZkNxJHK+zBhJR5t0Jj8gCLhoY5eP5SJp8LarkoctVixFMGXsXEDg2GFiqMLJVp5IosxgssRcu7iwPrUdl+EAaJKpEf9Rk78XWS4/vJ2wLT7rIHhFB8+xsT7J1NYN0tUFjTNVXIr6We62PnUh2pCWTUpmJpZJVJikFfJ+Wt021uMhpEfgMQyERBGuLbHmy49bylxgMYpo4VRrDcvzXTwt9wEbpqdANurBqONI0h6xAZvY5FCUf2nQqqrka7UePYkw/ynXv/nn+a+Tv+ceZvzyvrNWw1kHYHr2lhZg3MgknaanU3AKo+vARX4RcDzbbJ3XE75tgYyeIiZqNJHLQxhaRjrFxbKEGiCTQjQbN8hNDQll8ASq4Ksr3OdvuegloOsAoJ9qlxc/me0VwyWpW8vsgIR9BTk0R+b/ePQnIYSwu7Tt1Y3WCSrgOC2NBpOYL0pF6llYPY/y5ne/UikgGDWg9D9RaF2hyabCPdMfKNKkOLswwuLhBqMwgWUCfVPjSJ4xVoRha9/Q28MERblgJpZvLc88Z3YY7XaKUpjxNTsWKS2RdrRvXKgmxECNdA6pLBeJBM6qIpQaVt0pIKyXF04zhpGqMJHTNdmbNGpe4itHdsHRs/9CsM/bt/R89730vpB1dMs3I3rWHow1di9LrYmzYiSEmzWbRUxy162J5F/7xkcGqGds8lrMnXiBMTz0sI5gUaGj1mP63kfKyXzg6Zkk0+n5BGGmhg5gw8x8FNDNLjB8ltOH+Lc33tGky3B90bIVwKWTIWsIOYFIN+Y47Y6SV47DFkrYEMAiIVs6+8l3KnzDVXD/LWS3oZH8yhZ02aQ5dxVLwJjBFIfGQS0M9xPLmAbUV88VtX8oW7ryaSCUsHP8e9h/6cZlInaYZojkEz2+ahrY/xxNuO8+StRxCOTvvROeb+bDfVOw9jeouo1EDFFsVWSj1o4tc6hJU5oqyGe+WV6IXnZ7pZwxlkkKC5Bmnn9E3Kt/zCr7DxyuuYcQxEEKCUJFlaRAU+muMhp9sc8vMYaZue+RyFpQyLyTbK6hIcfw9RkpIKjcAqcsRIcJo+5U75eUryOr5XMJDOnRZwA5BoJNEr36H6jCMU69evZ8OGDc/7eiFcddVVBEHAhg0byOVy9PT0nPY6W0gp+dVf/VVuvPFGduzYAcDc3ByWZVEsFk/77uDgIHNzc895nj/8wz+kUCiceq1du/asy3QaVu/2PzPjrxEiADNvEBndSag5VUcvXDhXL91dYVFYmQzZ9dsobNxB3XNw/YBwbg73ri8R7d9Px+4j22zgtZuYSUTBmMJUHRb27QEn32VcxX6XhfWScTpLIpGKpO2jr2pDlSpk4GNkrGd9/6yv+goIuj2zn0QyfPaiv28LBNVuWwe1Fz5l3O1fmicYYZAeNQC1OsFkHWPNuaHb51yDdpjSCVfaLYxSLEen5Bgcaobsrq1KY44jFuIER0mEDj1ODpnoKN9lwTVIWhWaM3mEbKGR4KUhaekS3GQWLazh7f8XskGAE3Qwr1nkTT91EVEnpTrbYWr/2TMD/MQnarawNItmXMO3fFzHZNDvIds/Rqlaxeg9N+zAFwvdPakVIknbLdqdKpoe0NYiGrmUuYEeIi0l027ihQpT6qQyQbMN0sLb0JpPYZlVhncEDGcEa+pNbry2xI/d0YNlCDQhac4tsXvPXr569B4Yvwlu+DW45peQhVGUSvE1jSOlPNWRi2nZLokF19eXcM15HMtGM1yMnE7aTkGLyDhB14H4PDKeDFPDU2k3QKUUSimklyVdXCIVEikkaZSiwgbE3YWXYEX42dSs5fOssDOVlKhWSHpkiflomnbaPK+LirjjU1EJmcwKE1yFTYyCDZoH1vl37XJ27CSenka221jzZZJWk/VOTMlIaHbqtLQ2hAFieRwyM20MYSFVilIKP20h9RR0HXI5uIBMwdfxyoEer3bV6/YBm4Rm2kcz6SWUHj1qhFh+b/cPEa+kUgoi5nrXEFkOqbHSfk13WWsxakLl6MtQyvOLVKVM+yeYlxXmClk0FYH0EVYWTdeY6xtmvm+ADgrFACpdDu5rkk2iTpTqRKM+cVaR6gZIidINjm/YSmvEJpCCnRjoKajGK0vs/8VCNmNUlKLUir6wL2okTokBQ6CxDlKXYMFg6+QcI9UGHdMgNDRS18OwbYwXwZTue//FDP7SW5FLE+iNJkmrjYwlSSdFej3MrxnBNxRFjlJpGLRrIaJtsRDNMhkco5m8MoKaUZCweKxCu6XR4zYRpiBpp8RpQlKrgO3i7bjovF3f3rYNEbZBguEZeGkeqRtITYA2TSfuPsvT+hJ9uVF0KeiPc+xd2gupJDreIBcu0L7pMJ8e/joFN6bT6GE6voyCWsQTFW7r+XN0oai3MpRbBe7ftRV/xmbjwgzlyjGCPUuk9ZBKUGamZ54j0X4WB+v4rSYzw/PMp9McGjlKmtuLrrWp9PcgzAIFJ4db9NCtfvTJIwR796Jln38tKky9y56baxNNNql/c4LmAzOkja7UQK6nF/r7SIpFkrkZzN4hsCycLTvxopRYxfQNCxI9JbRjLDVIv9iDG+2hv1alLXXQLKzsFi4yRpluTZ+33+11vPLR8GM62N3ElVVwkyVk9MrflDrjXLxf/dVfPe19HMfs3r2br3zlK/zmb/7mCx7/4z/+40xPT/MHf/AHDA4OnrPc7A9+8IM8/fTT3HfffS/pPL/zO79zmllEo9E4R4G350/5S1sd7Fz3p2gtLwSNZohROn+aA8+Ebq90hSiIcAugWRaGk+HgkMXWch197xP01RvU/+NHKXUEi305Om6GoGgzXD9I5bG/J735D9DL+7quo4f+Da7+pZe22D6VXtptsyRVeLIOrF4cK6xWCytvn7OFvVjFmFPnlLF3RoVY9X9YCueoxxWKVu/K56tp1mFj5cvPh2Vxc2Gu+s7xOdAF5ti5sXsXQrB1NMPTx1YWVEpKNNeiuJye2TRXsTh9n7nmElt7+tF1MMddCvdGLNUKzK1ZYCys0T5WQ73xJjT/67jRAvr6N5E012GFR6F6nOFqmaGMyVNGzM7MSqpKc+nsB2E/8VlPgdRPyOWKEIGxnL6c1CsoIdDOkxDv82Gkfy3sa6ES0DNZMkAmqeIPrtTZ6zTxOg3KfQN0ZJ1KvEifNYjKbkEWr0evfQcnKxj9xV9lUC+hJzFCCN58fZ5/vbeOmk45Xnuaj5Y/yQ1rvkbO6gaBCu4wypqhnlRZkA2OtPcTqRAnhcJy2rKin0wuj5KKpJmg/AgrG8La85vKb1gGwo8Z8CssxDVqM/sp1isYtSapKbEiA00TCDsP5rKmGyt9w1g2V+gaqHT77cm0ck0CCjppi1pSIWeeH8Ze5PuEpsSJbU7mk8Xladx+BxwHtPNPTHcvuQSkJK1UsGbnUcttJDSNnFfoLiLMDO1lt2ujOMfnj3+Ni4rXsyF3KZ6RQ0WKNEnQm83XmW7fQ1BKnWK6GdFK0EgQo7DQlEZIlkHjMFm9wjbtP3zPM91M1TntcX10w0UsDKw5Nd8BkMaqNqpOXMDSXRi04ga7Gw+deu91ApLRn0cOX4cZffHU53VjluFwPSwzaU1DUDQt5jsGnR8+gdAN9CQmXaXra2WrVP0I3RUUUpNgOuSVL7V9OlSq8J9eBAWJudIXJDGJ7qKdYpe20b5TZT2nqZJQcXNoYYhuvTh5Ai2TwRzfAscPQLWCZmpoJhSi7lwn1uoMaJMIAa2mjjqswQ3dYxtJjdFXQHpXuxbSk2+R9WKWIg29oGFkumOSNrcAjot2rqRongPewCBRcggDSAOJ6zq4wTDfGhulv3CIudluG4XHD5K/4Q62sZ5Rv4+/3fe3/A/vd5FKstt8gj8++Bk04Cd3PkymegeP1n6EdT2P0GtOMczjbB07xP7F7TTLJnuPrmWhkuc9pYfZO/M0tS+Og4LmNTFS785lOnaHWl+LXbcdOkW5Wf/006hjC0S2hRWs3DsyjCDuYI6Mv+A63RrPE8+0kUFK8yvdLDbN0MhcPcQ13/8eTjz1OPNHTjB41z+Rv+42nLUbSa+6Gf9Lf42fuJSshOmti4zvHUTRS4cNyHiG49+cRrstS2i61Hou4vKlg/xb9TC3rL3lnP9mr+PVgZm6z7rwAM9UDTJkhyR95c8nznjU+fCHP/ycn3/sYx/j0UcffcHj77//fh544AEuvfTSM7308+JDH/oQ//Iv/8K3v/1t1qxZ0VgaGhoiiiJqtdppbLf5+XmGhp47Lcy2bezzrJ3DM9hKMojA7T4QmlTxjlexqn53R+ACQRgrC7pOy8c25jEzOXoyefaWdLbaGbR6C3t+kvjA4xQ3FSnVajRyWSZ6L8KrPMmA3MPxWo6Nw5dDeR80prp6Y07xHJRwJeiWlTUQK123YwfQbpHvzfPaYrqd3k+E0liI5p4ddPP6IfFXBd2e/xwq7Tp5rQ662a0mPbdsQPdczhVKGeM0/TOQ1AyL9715C0/941NE7QLtbBYj8LHihCem9rGzf5hMmmAmCs3RyDRNjnoma4VAKEWcuRQzPQKyij77aYL1/xGO/AF6soC251+5KvtTHO7r4770XxnZfBnVuQ61hbMPugVJwFqVIVXLabsCUiQBPmp+CuV5F1zQ1fRsYn0R2inQ3X200pM5p5BrQ6EVY0V15mtVGrkS5fpx+geG0IZ7kOXL0Vp7Iakj6k+i970JBcS2id4bMDICiwuCgfY4pu/yW9/+LT5++8cB0MZvgeHt7F74CuVkDlTIWDNheyMEZVBpDaBRgKCNHluoBFQaomwHRq84r+2iG9qpO1+TCum3SPIORjNk9+2HUEJxS3MHOfKg2SihI8QK6+HizUOYXIXwsuy775vL55FITZEaoCUgTTjQfJq17vrzUoc4imitz+FVLBIzRUUxSXkSY7MLvb0vfIJzAHv7dpydO4mnpjCnpkj6PPa3TUbE6iCKIDhp/CNDJJJYRiTLDoQCQSg1PF1BFD3ndV7Haw9KKa66611oX9dJ9VVut9SRogP0EMtuwFoIxfXqZhL5vZ0qpK1yYVfA3OAYjt9CTxKkckkdaLglSqKK0gzMypGXr7DnCR25YqYxcvQQw+0S6Yb3o4sjmJWE/vIMS6UBnhpssJtvcOtDlyOMrhTFGtWmYRQ5OTy5nRZXP3Y3j155K7HlELgeb879Fs30L0DpyAAIw/Ouj3kuIVvRqX36MLNiVEIcEJurTDfipGswwekpTMZAV7tMN1dbLnx35O64maV/qiLrtVOfeUlXYsC3exHlQ3i2RjtQRBVFnzVIJSpzuLWPi3Lnbm13tmjVQvL5iCAyMYyAxFtZjKt2C633/BIaMsUSjWAJs11GBl3HVOjqupVKM4ReL4tX3IE2d4xg8ghm7yA/PbmZT971/2Pm/nchk5h1eXA+mKHgFjk8vJ47bld42gITu96MG9yJKxqsd+/mW7dsIXO3A/WUxVqe+5/eRLllk7YThKYRHbdg1ZTlkXccWNZFVBhSsebgQ8QiQ2B72OlKH0mWpqC/H2fnzhesr7Umy6m72BBolk7jrgkyVw8hhKA0PMLs+nHKew4xODeJns1jrVmH8Dusqc2RTSR7h2bpP17A8g1mo/fTY/0t35yRrF/wYUCn4RYo6EVmZg/AJefut3odry7UOzGjy5vB07KXrKljE6KREsev/KDbOds6f9vb3sYXvvCFF/zetm3b8P1zQwFUSvGhD32IO++8k7vvvpv1609fDF155ZWYpsldd9116rMDBw4wMTHB9ddff07K8KLxXRbnMkiIajFxPaHRk9BZVyJXcLEyF07TTZirg0wKp3cQ3fEwvDxhFBHsvBhny2aSjRdh3v81vHQIO0kpVWvUiyWq6SgIyZF9C5AfAysDTg9MPfRdrvqiSnbauyRVmNI/tbsH4DRthEzJ97nnjOm2WtPt5TJSeGZdCmaJarR4+nfsHHTKXT23k0G379IEJzXdZCJZEAssymky1QbueOmcus0WPIPB4ooOlKmB7poEwiTvmWR7e8m0WthJSkYJ4uosbd3ABjRTI+73cQKdbCLhzdfh7txJIvMIcxC0PlLNoxUu0M7dSMPaTGj2EU0+xo3ldlffy9MpDnooBUmUPn9Bvwv8xKdP6qhUYyGaotZbwxImGbK0nRxq25Zz1FovHoZuYqYOmrZC97eDHJrvgQbNHJiJR7FlYocRVix5tP0wd87+Ld/OPozqvxyZ2UTi7UBf+jppENAULZycTSPbIc7WUUYMdsSYv52J+sxp1++x+tl2clKtwJUJ434ICiYXdBzHxclkSGRIsngAFfsI14HRy89ru+irNg3MSpn6rq/hq5DE7UPMP0WaHCdwV547i8lFVOISkZwhCaYoFV3WrBlkeMs2RvsGGS30oCmFJgVmJBjQhiiZvSxG8zxWu/+81CGKApKshaPZGLaOmXMwMnWMogcXaDJhFPJY69Zhb9sGQqPY7BB02tTSlaCbpgShvixMnnQXgQcbj1ANV9zJfHmSqvd60O17BQpF784iPVcU6L24QLW/STU/jyYClOpHUzqJtsKmtipLxK+Cnenzhc/94YME8nRTMTdoU6wvYaQxft4msmwaPeuI9SyBM4zSra58x2sED1S+yd3lLyMTQaFWZt3CUUzvagBSNUoaXYcTtMl0moSGwA1s7NDEapvo2BRsi7apsGZ1+mbn2HR0DxsnDtDMlQgcj1YmD5pFnNNIvQh0gZpbeJlrfWZImhHmWA6taJFkVxlOxA1+qP93T71XSUyzv49UE6QCMHWMbaPoy8Z1uvni5QmsdeNovb34YZ32XI1OrYMdSvrnZ0iMBBHPMtqb0ldsYRsJXlwgZxRYDBf49OSf89np/82T9RcmYZwvdGohWbtNpZ7BcDRstVL32DQxL7/qvF7fK/UQGjpaph8lV+bV/YsdUlfRm0sJimO0sjmQkmhmAiuSvO1RBUmMBnixYNusw/byOG+/70aij/5van/yKepPQmz10s5vIo4N6uks6aYEZYBuKA5OjhAEJkGmTSOV1A/b6LtHEOjYwsHSLJTWjeIO+jGJTJizNpBth2idiKgWE1VjlNSgXH5RaypzTQ77oh6ci3u7xgqDGYRjkCynmNqZLOVWnY5QYFsYxV6MfA+y3ebygkZGKuY3B3SKAc1clTAtYYqQjC1JKx1yBrj+PLsH1lJsfm9LEnyvo9YJydDVbrvv9nfxb+/4Yf7pXT9BbKcocXZrvQuJc7bK/vznP/+iNNn+6I/+iF//9V/n93//99m5cyfmM3Zf8t/FmviZ+OAHP8jf/d3f8cUvfpFcLndKp61QKOC6LoVCgZ/92Z/l137t1+jp6SGfz/PLv/zLXH/99WfuXLrrb+GNv3RmxzwvTmcf2bbA8rrtkJSn8fwEdaCM4V04IrwwVxZVsR/Tmp9EiyL0YonxMKHs6JR8H9NvERkWhXgTdW+CjB8QeC6WaBOoArmD/0r1xp+nlNwFmg7l/V1dKPMlBhCXGVupVBTkJO34IpppB9e3uvR7U6EZ+jkLurm5POsuvYLG4gLHHn+Mxclzb/zxQhhPTh9AgrTDhH+My+V1WNpJF9MceH2g26uCZs/TBkqdEpO3ciYDagDfCKjvWcB+wwbCc5i+Zpk6N2wr8aDQuuKpqWRh7y5MHWStwYyyaBZLyMhHCMgQkawS/zUwUErDimGpM4t46jjJFZdDYTti8QsYWj/Z8DizvT/OaOVnMFWCLLdxy+tZUygx57SJFg3cnMWxJxbZfPXgGdchCFp4ZkrO7mPAWoPWWmmfTHOJIAi/y9HnB4ZtkgAyUYSLS8RBnWh9BmklmBg4bUkuHKCv/BDN3DVAgk+IH86i68Mk9uUYaQtNRiA1NC3GTV2UVDyenWBTbg0NJCXX4Kfl91NlH53DC3ibVhbLGcNjwBqmHM7ipcsMVFng6PwaRnKzaFoGPbQx+rYSygS9ZwhK685ru6wOutmZPIMbNmOX8hiBT1BwUaaOXJXq2OsuEouYcjQCDiTBBIVShbqmM71sbd+fjJ76/oDez954H7bu0klWmBnnFDLG8GPiNCZoC/RE0dlzjP53brigzIzsTW+g/LGPI3yfrUstvlgJGV/lsaJ3EnJxd2yK4pUxqpM0qIRz5PI5kMu/R/T6BPl7BVJKjLyBEAKlNEpP5IAcuvYoSqS0rGFUdBUL0QEkOnanQ5joL3je1yIiP8Gv1Mlkaqc+SwyTyTWbACguzlOoLGHJBEVEPXMxhego0h5E3/evcPlPvEwlP7eYrD1BS4vQdFgXXU+vO4K0ty//1aFkjzLRfAq/10FTKVq0au5swJDjMS0SouGUJTXMZeUSwaZ38Y7Da7i3/9uEls2BKzdRfDrAlRZS75DM1jHHz5FW8wWArIXEE83um42SRacbdE39KhoapjiAxCQIQgrl7qZsZOoI10RG6ak58ZkE3ewtW6G8gFizBdPOoOmClhESFjZT8xaQRgUtbBDFLp7TYWi+l4XBCRSSVtqAFPa3nmS9t/m8yTF8N7RqIcWelNlZC8MxQBPEjYTIaKEqixjrz+/vbzkuLDO/005KK2gRFiRxbpBGtkRWzBJsvZm5D/wUm/c/hdU7gAw6DF/yRlSngz2+maGtO/gzJ0M4WSNeeJjo6AEAhhcbmGNLhGY/wgqw6o+QWX8l/uNVEDqBD9lMByEU9UQifJ14TwGvCPqmBlIpHKETJW0237WLOBKkhRQ3VpRUL1bR7MqDBB3MzZuwxl64razBDP3v77qm1r9yHH//Enreov3QHIU7xnEy3U3iwNAJpo5213NKkbnhZpyZKbzEohQmEKfoiUWqakx2hhg1HmXh6I2oTSUcDAIzw1DHZaGzwIB3buRwXserC3c+dJC3CMXh8W00+3pJHQs9TWjkigSBj1LqgmcgnQnOOOh2+eWXn1YhpRRzc3OUy2U+/vGPv+Dxb33rWwG47bbbTvv8ZEOl6YuPVP7P//k/AXjjG9942ud/9Vd/xU//9E8D8JGPfARN0/ihH/ohwjDkLW95y4sq57Ow+1Nw8y90A0lnhefvBJrq/k1JRe3iHPZ8E90zX3qg6gxwkummUCRRQnZwIwCFpx6lM/U0DR0u3bYF/3NfwPHKVA+fwBmPWezpIa9rFJ1pSGZoLw7y+MGf4JaBS9CmvgOaBdXjMLD9u1z9uxXs9HaLEokjIZtzyOleN8NOgn5KQPHc3Gz94+v5of/4X7n/c59mcs9TRJ0LL8CrnhGc9ZMQo6Moh/OMul1reDSja1rRWXwe99JV5+gsIZAounoLADER2mIbqy9DpJ97jQuhaahUkrEEE3d9jmhxig1mDw+u+VESpVHsBDTTFHt+mkDXIQUpFWbgYHVifD+Dta6HvvunqB88RP6qLQhZg6COU4XB4R+nOvy7jMz+OnrUYGDft1B2jpnLTJYeWguiTRwmjG4t4eXPTIhetpuYMoblhaEwVvqWDAOyGzaey6Z6UTAtq7vHI8EqFrCNXobabdAjYkAzBWP+BlTS4b2f/QiPXvF97Nl+BYEhaRhN6tSwnPUYi19G6r3o4SE05yrUYIGphVn+THySn/T/C4EPmjR55+ZbiI/ME/ZlsYvd8WgpLlOLKygBA2E3kCXRMYRLrtRNifebyy5CaYR163NLEpxLCCHQdA2ZSpI4Zv7oIYSEgWwPzmyT8i0bqM9KBn0g9VFG7jRNNxOB5cS01Krgnb0SaXKkjWU6tNMmx/1D3MQd57T8UkqUFpCsK5BvdQXEk1Z30m4WPXAuXNCt8M530r7/AeI77yQnBPnpo+QHV/q6cGxmPAsJpHGAIVISpaNQ9NhDEEKs9K4G3evppd8zSJ+hfZoYKUai4+nfpJ7+JHaQQYpN9Jkn0LQUqzqNrL+w+dZrBUopkjji8X/7EvWlhLRtQubk3wS+0UdxNkPoxvQsmhzd1t3ELkaQLvUwVP82cnoBCiOvmaBb2lmCbA5daVy2tAmsTadJYlQCxRZ5iLntW0EpzNg81a+ECUZiEXgBRhxhk2fUfAv0QCmRGPYYS26D3ZfexDUTC3jT40hy+MdnMa/b8TLW+syQ+gnC0lCRRLMVfUE3iFVNIiBLrLYCEOtNpBBoSvHNLWv50C9cyoHFPk4+5owzMOJxt25BNRoY9SrhXETuogwDqsSaVg+pI9FosbZQZf98kbav4347Qv9hi4AViZNGXGc2nHpZgm5+M6bfrHM8yqNsA80TmHkDkyKNxTnyb7vthU/yEqDpOoHqNryMYvJOodtHQw2ZTdHiaVrzm8lLRRT6LCvK0vt9P4nmZQG1rC8Ldu8gaXsEjR+j9rXPI1stKk/prLn6IHFrgq3RFK2hf8/Qj19EZ/csG9LdXH/RYcqaySP0ceKzO1C+y9CumKH2JAvTPbTqGd6wbS/u4uN42iKLhZ0s9Hjoi0bXhCpSiE6d+NBh9Pe854zqXnjrOoJDVcJDNZJqiLujFyfbZVu2cllUZQn78ptIGjVkrcWwX8NU64l1Qbsvpq/cC3aBqZbJgPs4h6pXYS12SIZ7yQkdb1ayf2n/60G370FIqdh9aALftvnWje8gtbrZVKlmsdgzTGZpDikVuv4aCrq9+93vPi3opmka/f39vPGNb2Tbtm0vePw999xzppd8XjzLyfE54DgOH/vYx/jYxz720q61sAfKB2DwLINHp53sGVpdywwjJRUIsJc66BkLrAsXdMMQKKG6uf6rdhP1Yg85KTjSaXG4XWP0uuvoPPwI4u8+xuDlb6LpxTSKJY7md7C58iRj4kEe3rXA0rsvp39uV1drbOJe6L/oJbLQVjTd8qpC3Vpus2WmjRLLLJZzHOG2XA/Lu4C/w2osnd5PitXb8MQYsz1TjLpjp/q/sPMQt7vuZs9j+qCUQjQmUYkBArRlvbUkaGPkHYQmTj3kzyWEJiCFTr2KWHYyLKYNesNF7t5+E+945Evkw5i1E1M8XG6zKS8wNYFmC7wFB7eepfOOi1njmIBEbRAw+JOQVtABV/sG3rosQfHHsKijAcO1Jd6iDlB+9yQsuigpiB58DG/gzDTrNtdmUFadRa2btr5K1goZ+pjWEjz+1+emoV4kzBkXGAYgDSMMw8BNEm6ZzDKedWhX6siBMlrfD6KSMlahFy9sE2sObVpU+p9g8MobkNM2WhpgyG8TVk/QerKXt3oLXD2wkfW3PYT0LVCClg/9loV6+FvI/hyagOlMlciMySTQ73d/0zBWGGqlfWW4zExNI7RnuEefL1iOQdCOsL3uJD+KAvxNV2MtdR3/2kaAIkXoLuh5hFjFXk0NMnYAlZXgumHkUAKkkphSx9MydNIWnbTN7tpDXFa45lkbUF2Wz5nvtMkkIdZ8zNg7dW9KP0TLWBiOBbbzAmc4t/CuupLav/wLZhxz9ZGnmNm58mwXyxsbkSaIk27ADSCRKwE2X+kg5evppd9LeIadmJHoxEaCRhnHeJx28mZ02Uus1mNzmAwVot2Xwk0vU3kvMCK/w5/9zI8CoBnj9BVvOCV4n6gSjdonufGLy5ttQnJ08yOgQ5DxKDo2dWucTDSJdvAr3XvrAhirnG/E+nJgIX1uvTGhWQyWp3E7TXwvhxmYGImOFJLYEahmBjk0gzQthpZWNuw1NPr9EkvuchAocxiWBf7DiYdB3X5e3bTPJdJaiIokCDAzK88BI5whUauyYeqLaErRMXSsrIVUGk01ytDF4+iGhpN/8cEvYVl4N76B8EgbuWo94KYe07k+tKjM2r7DXLxhA/uOaZw4DKPfvpj2TQ+CWH72k/B0fRdbshe/9EY4Q0wfWOLGa5d48KlN6K6DviqTJ61XsNcOn/cyhFqMSmNkaCPTFAeLvriHY70lNll7OFy5iS264LEtF+MLk+tLHrlanamJRzClQckbRYUhRjaLXuih9OYfxN+3i3DqKMF8TNzWMDMB756Y4TdGPs91Iz8Ftk1hcTfp3nsZzA9z+5rL+Yy7kZbvcOxolsOHruHkWqpROUK/s0iKST2/DjeyyaUeSinCSojsdFmTxsCZZ4mUfmQLlU/tIyn7VD5/kIv+3RvZ/W//TPXIEZpTR8g16xj5Is66rfR+505gPX1hQrjKBK0aDbO9dA/3NgWN+4/T8/0X0XRLXKZv4kOP/HeONY7x/ovffy5+qtfxKkErSsgJH1eEqGcQbCbWbmRkfh6ZKvRXMIH+jINu/+W//JeXdMFbbnl1uo586a3v570zu88+6PY8D3iVpKcW8ykp3qFFMhM1nDUFsHLPecz5gGbqiGXGXeqnzJzYR8krYo2O0yM0ark85Thk2+WX0ay2obZEaTJlwKsRWAbHrric0ldbZLUy4tB+DlZuo3/drVA/0TVT2PWXcOXPnXnBnulemkgcOrSNVYFKAP3khOvcTqSuescPcNU7fuCcnvPF4sFf+ZHTiGqa7CC0mIWqgF5oBQn3PFXhkqifkiEpWCmEp7PdvrbwRWY6X2fEWcsddR1UEWEKojCmkW/jN2bJXdJlJ4nzwHS76A1v5NjuR4nDEMtxyAxeROIUGWwnPN27jjtyWZIwJNvucPexBd5/Wbcs+nJQtdBwODGmg2eiKVDECCsHcYhCocVzJMY4IreGpKMwRQQywU1T+vWQhmMilOhaSSdnuEhJAuI4RilJ1awwMN5PiwbJzBSdJx+hePMwJBc2xVRj5WkioxgyoJkuPVGCGYWUNB0MgZRZhKFzSdWnvzPHw2sGCByPJSNCM13wCiQdDSEkSXUBI/Sx0BiwCyRGg4woIhNFmgh8FWNrFqrVRLomdS2mJ4BMItCTLPXU4ehCH9ft9EiCJaLQIVpeAGlJiH4GkgEvqW2Wd7cMqxv8i0Iftfly3KO7KTw1h8wPIZbbT9oD6OxfacvUwNBShL+SDpkmEZv6Lmdf52nyskCP1cdSXEYheax2P0POKMNO17hHKslfT/zZqaDb+8c+hCZefH9LwoCO6tAzUyQNJTJICecqaCcNIs6j09pzwbv6asSN1xM+/AgjzSbHFlf02k4ys0NdIOXKQjeWK/dCcjK9NAguTIFfx8uOZzKzAczEICxEmMEsRsZAhgEVdRNWHGFrTZIj1is+HeRcIY1Xxhbd2olnhdx10/czuXYTmarFDXeu+rLSeNNnNvH4W79D0+uhcl3C4+rHkBr8+He+RebgV2Db2y98Jc4x3MDHd9zTg27LXUHKlIKdY3Ipw+ievXSGeslUuwrqmtJIrZQ41jCGmnhLS/Q31kNYAd3BNyRutMLsqveEjBgHkWkevenDP/57+KE/v5BVPWsov7uhnKQxQhcs2Q2kkGSCeQSr3NMbXVMSzdQZHMgQJAYJHrbrdjdVz/Aec7ZvpzX7BGkgiesJYTbGlDqtTJFYW4s1/3lGR9/JYm2WejvD0uMw6F3FuttdjnUO0U6bVJNF/LSDq1/YjWvpNxACBBJT2uiORtJKadUPI3oGsDaeHzOk1UhMhdBNZKTQlqMA2QCSnMugdZy8k0ItID9axIolS/WEYl8PA/URks4ChZ+6g863dpFOB6d+u+ztbyYjQk7s2kdh7mvkh9oYTspbj91HT9DmoqW7cZIArVZH1aawBrZy1cXHsD2N2eoIJyYcwgh6rUlGnf34lFCmh792O+N1DT8NMFoG0lckBnjXX4+1/szbyhrMYA57CFsnrYcYusmlb/4+Dj30HZoPP0lQmcf021gjY6StkH/8xyq5D9jU+josjtTxZsDU1qJpsDN/HweDG9AeP4y9cwzcYRpBjU/v+zTv2/6+M5pnvY5XN+qdmCItFJCeXK+GElsGlPtG6C/MIFMJvHKjbmfcW3VdZ2Hh2UKkS0tL6C8yvHjvvffy3ve+lxtuuIHp6WkAPvWpT3HfffedaXEuHFKNqHL4HJ1slR18wz81oEoFnc19aH6MDBOwM893gnMPXZyaNItUQ3dc0k6zy34LIxzHxcpmya4dRTN0pJcj95WnSQU4UUpimtSLRRbleja53+LIoaOo8Td062p6YFgwczbCqqdPFGTUZmbawlx2z0tVih9NkJ4UUHwNTd7lamoVgpt3/0dQLfxqP/cfKPP4kWWdDyUpJPPLKaZNVreZUopUSWKZQNDVotIdDcs26QuLWJ30lMvo+WC6pXFMu1Yl8jsYto3s1Lj4hhsppQ2qugtSEps6ltBoNyvsrvsca7cIRMhSpoqaibBCydeuG2exkCE4MYM/00RFESIFkghfSiKVoRFlCWNQaYJozKHLJnEqULpDFBtg2Gf0CpOEIEgpuQP0qF7s2EJpAq80ik8Do690xud8qS9hrQRfosUq/uG9hFNHacUGiWYjMllUoqGUi6IHJPS1m/i6hk/KhJVwVy4EoZNqkEZxV0uvWaM01WDwUJ38dBXqbaIAwgSCWJBgEYaC2VZEJhSYUuAkGrFyqUQatUaeVr3TTU1IJKnfZVyqNEIvFM95v3ouGMu72ZpuoukGUadDtm8YZ66N1AVJrUxVziHkLGrsDSyoDcBR2iIFo4hKh057VCexj0xShuQAeigpmD24modAwxAmlWjFebGZ1DGFRapSNKFTjZbOqOzNxhJtTSNnlwiSEKklpK0Kumd1HxdnkBp0LmCNjWFs3UKcxCQornxo5dks2il9QULT0EjVKoMFsRJgs6ROguw6Bb6O7wk8M710qbhENV9jYXAtuqdQSqBZAldCrzlBwZxDxDB39LVjDPDdkKxiffb0rEVLmrQzOSLLQXH6xoQSCSI1MBODlqbT0SE2dfQ0ptme6kp2vMqRJAGVUi8IgR1KYk62z/J8WEriMGK92eS2PV9nfPYYudZKkD8xOzTaYLcDRAS6MEmDWTA8XLL0dArocYLXbBCbHRI1hCYWUUBQu/AavWcL2ekGaxMV4xoZesM8/UGRxI9oqTFMt46RE0Q5jyXPYdG2CKOUIDZwch6jl1zG6M7Lzvi69vpxVBrgLxzGLBhkdZf+lkG23kJJjVQrkE8PcdnFZTRNYBkxBX+Qy4rXstZdh0CQ1fNMdo6d4xb57gj9mN5+yXSll4VagdiTxGZCJGJUIknbDcz+8+teCiAz3bmaSlbWe0LzWOrrI9ENcnZIuNjBMjUMXVDpyVPdOEThR99O78/8NADeLVeQiAL+iQmiSpXCG95K8W0/BtsvZTG6tMt2FQZXtw/R2zxGYBYx0hZK6Sg7h1w6xsVbm2y6cpzc1isojQ9z5fdt57JLU+L8RtxCFnf9JXjKw0s1Oson1WKC6jxR0iQpl7HWjZ9V/Y0+D71kIRPJ9O/dz+Dj/VSmJykvziMBJROEYaJSxfShFtmOImu0sFsavtHGNRUH/bWMGLsQCGqTAVQ7TDkG+RBm27OE6evzi+8lNIOEzW5EYLv01spkpjoYcxq6TMi0G+RdhTw0/8Inehlxxtvnz5fSGYYh1otYGHzhC1/gfe97Hz/5kz/Jrl27CJcn5fV6nT/4gz/gy1/+8pkW6cJAhExWn2ZjEoBxNqk+q4NBq4Ju9S59WyUpERHWUgd7odVdbNkX0EhBCNC7qYC6MEmUJDvedWe0hM70whyz5QUu27Id+aFfRf7Rf8N//BjrjiU8dsXNFFsB/hpBf22WiCxPzUdMVMuMb3s33PuHYGa6rltDl52lS2a3zay0iVOeQR9Y1tmKNVxrjI5zsn1fO0E37RlV8YIFLnnqT1nsvZGZ9K1oZhuFTlvkCEQG03LQ/cppgUdJSqIiKuEcyVIIjCJsQRhGpJ4kmZ3H7OnuQp4PppuxSgC+UV5gaOMWbrjjjbSOPcWB+78EtoWzVCWwDPqqR7m80GWSRkmMVVvCjBR1T8eox+w/UWXsrx8GYOz2Bl4/KGsN1vjNTDlDPLHnCsLwHn48+/8gNBMj28cDtT/E93vID2S5+aot9K998ezRhz/7n9kapmjKRHM0nAEbR9oElWNox2cxLv8BuOzqc9tgLwAx3aJ1z4NocYhrm7hj3fZ6IFOkmdW4ZNsIwf1/j223SDUHofVhNr6A2ryG0HUIUcx6Fm2vB2fXP3CAlHjf1fD4FEKmSF1iJzA5cjOHN7wLIy5z8dYcOy8aITQcZnqnSMUUdavNaGsjn+gcpVBdYIfYhG0KdCtH5dA0hi8xhI5yHbTChRnHbM/E9g3atTqbbvhhmgsHMPMG2WMNlILKqE2pPIQClFZlaOc407tHyUidsBZRroUErSdPnU/TZ+hzn6BkxaSLU4ymJS6WBrNBHV0YWHNfJTAfRkPDUik3ht0NJF0YuOXPgf5dNk2UgjSCwlpYcx1zleM045iNlSyZTJep1wkCzN5lhoD53OlX5xOFH/gBZj/7WXrqTYz6inmE5phIAQ1DQ1uVUtiKYzpxA902QEHgZci+XM7Pr+OC45lzw95aL6me0nJq2MFjpP7PIgwdP91IKq5Bl+uQEvZ89TDDv3R+3QRfCUj8NltyZfqdNmu9/w+a2eABbgIlMTuCIBdAKkiNBK8lEVpAS+shNUAJQAgix6NW6GXIr77c1XnJCGtHAHBjm00LApPT1w+apqMryay5ncTfxZY9j3Gs5w20Cj5GpCP1Col0aG52yUU99B9bg14YAaCTBLiNAtZQRCeXZ2adyeZ7cyh2IFUfRvB1nCP3wMZbL3i9zxgC9B4H1epgGe6p5YMW1dAxaPsFQGGe2EtvJ2DGymKbGlPtHmRGO2sWqbtjB0b5T7F3bCANJIkWE3o2c2MjIObRjTEy/h4oXIpMQemK9lKdVjVkY+YiHqs/AMBkcIwtuQuXYtpYDMh5EQWnSU++Rd4fxowNdE8jWSyj6foFYdYGpiQN6sg0JPEdOlkNJWMKtQqtrAXVKSb2FLnp5jEeKQdYpuDgdIeh0unryzRQhOUeSqMZVN0njVKqt/wATbdIz7d2039Jg5xSdBqPkdOLgEJXPgIHrV2Fa34Z7CyXbYXLbh+D9hJ8ZxpmZ1DNeY5e+R+YyM1x2dIWeo0S5CDQ+rCX5pB6G+0sTZwKb1lH68FZgqcr3XrUAnL5AaobfLRGHWPjMFGrhTU0RkGTzLWzVDambG90DXiEETPf/DJb1gS49Wna/jDRfBl7XYGNqocJGoRJiGucmWzM63j1ohHEOJ0Gx9dehFQafr+DPefQWZ5qt4sC5upwyZqXt6DfBS+a6fbRj36Uj370owgh+Iu/+ItT7z/60Y/ykY98hA9+8IMvStPtv/23/8YnPvEJPvnJT57mXHrjjTeya9eus6vFBcBi3yiPbtyI/81/OLsTrB7kV81N00oLI6OjuzrKgKjXI3Oi1jVSuIBBN+BUCFYXBu3OiiBqjzSwkhSJ4u+/8kWOPPQN6lffirRc1j+0Dz1NWCzl2bflGrL2ImvFYzgPH+HYx/4UZeVg5Oqu5lhzBg5/5QxT8k62W7fRpF8njEwMcXp6qaa99phuujqdeSakYtPkZ7nyqf8LkT6NLxaJRYuG1oej2ujhEvi1048BUAK33YHjDwJguDq2beGlDmrvAYxC9yEvzkMivLlKi0qmKcXh7qT46nf9EFEQ4Pf34qSSgh+xpXKC6rIborAgZ/YwGIwgmzFJj8vc9+9A9hYBKD9ugWqhh/uxZv6ctXaBnl5Bo3UjtbQPIWOMxhw3rt9Np5kyd6TOdz5/6IzKHndaBEGCpTlo1qpAZrPLzNDOQCPlXEFYGtnUxtPyrMrsw2nVOfz4btIkQeZ60bUUQ7UhmwP7Rn74S3/BFU/eBwLaaZPyJe9AUynb44ChwYO0Sus4uv77mBl5K0v5zWiWjtIsYmcNiw8+hWlY5HSN48VJltwGEpjzd/C55mcYkkX6dZN8Tx6hGaiWjuX2IYwMotPCuECabpuvGOWK2zdjWB69a6+gf8MtNBvHee/tv0O6lNAurASAAmzQdDRjmV2RGkiVolhp1DQJ0XWJoUmIO5CEmEmCkyr0NCKNW1Q6kzSDeVTSwZYKWyqMNCaN291x7nlfAdSOwYlvw94vUK3OEGc1slr21PWjhVnMkguIC850A8j29LJrtJeWZWKsYukINCq2wbxjINOVzxMV45l5bOmRShPf70C9dsHL/TpeHshVAdiTi9rYTpkbXIughZ7TUIlOymX4yX/G024BNI4+XSWNX+PBWb8Gi4d5++gBruubZFR/nN7sFOWhtSA0nMDBaTo4HZtmMUTIHHZzgA1PrUdp4rR5TdvLwWsh6FbtZo6sbQ6wMXm2sJ+maawZXMsxeQk9WhtHJNhBlmzdxfEtEjOi3OgG7m6Y2cGAHDl1rGc4lHI62aDbboFrEy2nv6eqRG5+P/JffhXu/UjXiOoVjHiuQ1oJiDsBlliZT+WjEyRqhbGllud+galjWxp+oLDcs9cCNcfHkcsGa2mQYls2fZ0CZqoTWha6fxAvuo96ay1XbjtCs2VxYn+biT1LZIyVzc120jzrMpwN6gs+cb1CO3CoNDLYtotZMNBMjWR+BrOv74KUIyra6E4BMzOAQCOfWpTiEvV8Eb23Q0E/xtJCRDjfojdvEsaK8lLAv33uIJ/9k13c+en93PfUIjMbisShJFyMQCr0dshgHJJmclQPe6AEnhGzLmqS9SfZv+kXOTL+PvCXYO5JmF6VYRQ0YGYX3P+n0JzlKTfL3+w7QmwkWKtSvGWiUFEH8yz03FYjc9Ug7uXLfVTCmLeN2bBN7cFvoHs53E3byV77RmQQ0KnqpKYktrrp1JZWYKrlkomeZqN9P1FkIBdrNDOjXKwG0BEkx7/Z1VU+evdLKufreHXAj1PWUCXt1aj2DSBtDX9iZXM7Ei1I5YvS+3+58KKDbh/5yEf4yEc+glKKT3ziE6fef+QjH+ETn/gEnU6HT3ziEy94ngMHDnDzzTc/6/NCoUCtVjujwl9IWKFPrdBDwzqM9M/mIf3cTLfOwsoDKSImc3CRXM3vso/sC6fpBiBOaiJpJvOLU/hLc6g0xeobxolXidQuzlN9x08y/cH/QtDs4eJ9eylVy9SLBfYNX4kpArJOndLnv0Lza1+HtdfD4KWgOzBxPzz56TMo1PK/y00W+rO0I5eQmDiKkUF3sm6Yzzzg1Q+xqi4COBJcS5QdRRkOtzz2O0Q9D9IuPERx8guE0weINQ9aM0hWFjCmsHCTITYuXQazB0GAN+4QxTFTYgIxfQCj1N0pEmfFQPzuWB10Kw2P8sb3/SwAxcFhxndeit/fS9NzkJpgQ22Gbyx2mPcDDMegQxNbc8nc00GVIyIbFt7WdeoKqhaJuA6lZdFaTyIWv82WfoeZ7CQPtH6EmsqhUAxVPsfGNXNYlmT6QI0oSF502XNoNFo6ujBIMglxmtBWddq7uzu4evHlCLqtEgReVRWnUafRaDHx9OOI0SHi1EUpjRQLhrZh6mP0V+v01JbQhcECTcRb/4ip/AC9uTJrbp5iau0dxIZNpe9iDoz/IE7aQE86VPIbmf6r/4djf/n7VJwmduhg+6NYocJXbawwR+9AkTAIiGr7kMuppcgIcoXzEsx93vYRArEs5Gy5BWLR5irh0vhai+K/7qJqN+noISgblURo+vJYnhjEsUmargS3kjBBRoDmIA9P0Lz3Adr3PUS2btLrjRNqglATRJpGqGnEmnHqs1ATL5wufAqKyfJRUk/HkTZplJK0QmS0iDNeBKHBWe42vxS4uTw4NgeGewlNE7XMWtNCiZNI5jyTZJXbq6WtPMuE1EgA2hfe9fl1vDx41jRXQOQkdLwcQqVkN9gUrshiGw+hUQH6yGiKWGp881N7XoYSX0B88lZKX3wPGoowtemkOQJrhaFht1fGnYXxKob5KIIOaw4OQNLdXNTbEXbg08r1d4P2r3KEnXkcv0XBP73nKKVIkpWH245D8/z24gf4q+QOwmTVAssMsLRu6qJaPe3zJ1GqhSZgXb2HXLMJQhA4UwQowObwhp8k8iuou36P+C9+9nxW8yUjbSxvbLgCCxtf86kZZVI/IVLru5vleotIS+iYBh3TwDAMFBq2d/YsIE3TiPu7Dt5xLSEMQnR0eoMCC6wl1XsQrX30mj7F3g5rBmt4bsKjXz6OpVn0W0N4egZfXtigZhwm2FbMUj0DvSGmvhJMClo1cre/+YKUQ8+5pMmyg2nYXT+5qY2RKuYGN3Bt7jMYOuz66gTb12bpMWHu7/dz9FvTlA/XmLl3hgN3HuGJw3W+aRscOBoQNxOkgtEoAMNFpRpT95WYaP0YXxvazneKmznYdx0Tw+8mcEfAcOHeP1kp1Ff/I3zupyE/Sq24lkcswc35W1FCnKarqGKFyprYL4JI890gDI3SOzeSvXkULWNgLmlIXeO4XJkXFG75PgoZjygwWNOJKa9bws8EeEaedprnQGc9V+c+y9X5O6kt2khN4y29a3h45G3kJh+ApUNw9OvdjdHX8ZqGH6UMigp7tl1JplVHn9OQx4un/h6ZGlJISF65m3gvepV97Fj34Xbrrbfyj//4j5RKpbO64NDQEIcPH2bdunWnfX7fffexYcMr1z7eiFLcTpsFJSg8eBfOre94CWdbmWTU2hIvs+z+FgVYfgfjWBXtlo1wHjS2visMASg0dOqNRfywg16dx9i8nezuSRp0F34JkqF2mWjjJjoPD9C31GBmWNJbbbJUGKJyaA0jcjdtZ4ja5HHyuTfD5rd2mW6RgNYcyPRF1u/kou5kemkHpUxcLLAg0rt6F/rJ2M5riOkWh/4pdzMEPBK8j7XOPzM00sLqzPKDX/t7mlpCfqmOLVvguRyRLR5N6vyo0b0/s3oeO+gjFx4k1jx0TyP1JaEZE0R19Nka5jLTTTsf6aWrGDoyTboLebrBkYF1G6nFKREQOxalToMJmVLpRJitJokZseQvkKn10G42GRzdQPUHXNY/UoNOm86iRX7IQekZaB8lN3QriRbzpOhnMNnGUOZpBqIG2+1/YtH+Kexsgae/Nc0Vb3lxGhV9epZWqGFoJo6yMXUDkwKHdQdr5+VohQsfdNPMlSBHGCQ0ju9HM2yME0fRd1xC+cRxhjffjDphkEgDEabgWeAN09tpY6WSPq1II67B9ncTPfxxKq0OJWMWTW8wNfYm8r0eBU1RL9soqaMZNjPTFaJtLpkFE1vYeLpHyQ4xlI53aBGZ85Fxh9SvYonubyxVgrbpogveRtmiRnliDt10u2OEqbFUM7nsseO4W3QcYROrLOz9N8x4PWhbCcQYT+zdSTupAI8B4JcNEv0OUDD/j18lnjoGhkHP+7Yz+I6f59HpvyKWEbbuMmAPs7f5OAC9Zj+Dzig39d7x/IWUCdz9f3f/ryQiTFAFcDsmuqWjDA1NtrFH8l2nwpeB6SaEYNuNt9CYnSEt34OSEqFpiASKUUqoCwJzpVxRujLR0aRG4rkvS7Dwdbw8SFdTb4F6rkrVa2Ik3We0mUtBt0kySySdPkTSZsAuMRGYzOwt8+X/+SRv/8VLXo6in1+kCSQRUhjoxNh6yFPtNzLU9zgAa/b30zudp5XvEBmSijHBdGOQQTeLpsDc1cTPR4htvaSAb5uweGaaka80+HuWqD48QXBHgci0SUnQl5cjQgiMVcYxoZ5n4FCVqasGSJOVIFKqAjSnG5Ay5CqDIdlGE2sB6IlKbJrcRWamjCtvIWAjuiMxgnXUvBK9oY5YeJLkM7+B8aP/49Q5yn/xFGkjRCWK/n+3E6PYnSNV/+kQ4ZE6SEXh7etxLz6/rCmVKow+B/pdRNomSxZbWkiRYmsSTaSIjE5SDzDbDUwgW3TRrW553UL2u1/gBSCXh3cZSlSsqGVm6a8JOm4vaa2N0jPIyhMkgz2U+gRCD4n0DEd2LxAPRHTSNpGMLqhZShSkeHaEH1r09FdJ8zn8toYMO6ipE1jj770g5bCzORq1g7h6Brc6Ts2KSUuCUg2auQFC1cNlxXs5Fr2Vomugjtbxhj3CVoz0EzAgmGuTBAmyk3BQKQYDSTEnsKQkUyhiXX0NMolxCmvQiwtMVMuUdbB7tlPuu54Rt4MeNeHhT8I1Pw/1aRjcAa057s7luH/0WrZ3dApBghYHtJpNtEARz+xFzU0hrGtecjtonok5kkU8vUhv3yjb+t5A88AuOnMTWNkSJBGlfJaZVCcfS4QVErgdgkaDnDFIWSaMiogd7r8yadzBtY0vYBomR+IFRo0Mtp7tbmJOPQjr3/TSf7jX8YqF2wq4/Op/T7DoUNfaRI8k6C0P8VnBwZvvwgpDdKWRtDuYxQtLWnqxOGMjhXvuueesA24AP//zP8+HP/xhHnroIYQQzMzM8OlPf5rf+I3f4Bd/8RfP+rznG0Ik5FpVGkaK1tyLasye6QlW/r9qYy9ZdgaKmwkdzYcoxR7JL6f8XdgAkiiZBFabWlxmsTKLk+9FRRFGTy9O0J3caJqGDYR6d8ehOXoVA+Uj1PO5rih+XifFJGcuMrvuWib3LzsEOkUojHXbIU3g0T+Hx/8G6hMvrnDLdFFThjTj4srHqUKlMYZzcpfmteNkkyTRae+zrsb9zXfB/NNk45hcq0b//Aky/iwpOp1OSCBjFv3FU8dosYtMcpQWdiGNEpqjI2OJKXSMoxNYPQIjvxx0M869blSmuDJW6M/Qpdp09fWobAZHKQyhoSMph4qLenvp6e+nrzBEnzFIrmGiodMOGmiZLNWlKfzJKdpTCWI5eGs0HsYKD/PeS7cT08/dvJtiFBEnIQPqcUbFQ4i4zeFHZ1iabj2zmM+CVBLPcGg2DRaSKaJVVuYD5Qmc44fRnbNP3ThbrGa6Sc0gv24b2TXrcZUkVoID938bfSSHiiWQdtlJUQxGiWxjgcDxkEGFUAYot0ScGyInWxgq4XLvs+iexkU3jnD9uwxsZwGZ1kAGxEaOaNiCygLtZIr0c/9A5f/7W6ypGZQsk9CPsE2NKKgg6P7OIg4RQfu5K3IeYTo2aSJpV+fpdMDsd5j3Slj1kLlcnbJdw1c+aCZgE8uN6KnJ1drHuVL7KKbeS74d4gfw+GOTfO2eKR5b8yNEZg7hurS+8x2mPvxh1v+/vkTPw1OYwiRVKf1m13l3KS6zFD3bbOg0rHLcSmWCp3RkmBAnCXFj+VWp4owUAAH2he9rAJlCkckDezH8zilqpVAQ6AI7VbRyK0G15ip2iil16HRgdgaSF88ufR2vXjwzpaPY6cF0PGaGxrtTnuX0PlOfgdjFpMGW3gVcJyRNfLSoxa6vHr/g5T7v2HMnFMdBpSTSoJ0WSOxhYstm7ZEK40/1k63ZOG2b2miD1jqTeX+RSjhDNV7A/Jcywf95GrHo01+exg47EF7YlL1zjWiujdRrAOTjzKmA23OlBel2BpTiL9Pvw09XNroaVgupJzBRwwi742kSBzD9VYLqBFKmDCU7uOrxb7Nu7ghGWiaPwAw00nQNX3rHTyBUhEiryL13U/5v/4ulf9hP41tTxIsdkqUA2YpoPTxL5bMHKP+fPfj7KySLPslSQOOeSeQZMOfPBtKPiU40iY43iKIObRrUjDItpliKdqKZUZeVtIr5uNhJUEqCZmFnXpoZmxweJqpPEJRncHIePekIttFHuzQMsoHw+im6U/DoFEPyEPWmhUgDKjNtesw++qxB+q3BU6m9FwJx0GW6JamOm42wpYeRGNhehnbQwFwzfEHKkS32oDl5nNImdCdPv5dnKMyh9B5iQ6E0jYw6gZu32P2NCeJWgpEoRCQZuriXbMZCN3XSVoyMUjqWznRDQiSJJayxXLzSGFbfeuITi+T+oUV6b0QazxMkESe2/iJy9mlY2A8P/Bl88VegNgGdRWZ0nXvXX02mPYRw2nhRTDHtI5vL4eSz6H2bMcYGMdesPSdtYQ5nUKki1z9I1iyxpEmaj3wLI5vDKPbSn8uAniNqazTzHazQJLYT1vReQjMEA58wsci2dyPbNqaRkBcW/xwtIjUNrCx0Xv0p96/ju6M238C0SmRjj2zoUqpmyQsNpEe5Zz31XHe8i1sXft3xYnFWEYqpqSk+/vGP89u//dv82q/92mmvF8Jv//Zv8xM/8RPcdttttFotbr75Zn7u536OX/iFX+CXf/mXz6Y4FwS+m6XcO0TNA8Oukxx/+iWcbWVioaFhFgzMnEGU1ykeWCScaWAW3QvO2hKBwokyDDhr6XSaoGtYA2uw8/3kgu5utZSSmfI8uahJ3Skye/u/ww3rGEnIYm+BWm8vRXeSnFuhow8Rzq2aHI6/oUsBTn1oTMLiPjj8tRco1OlOnE7aOM2IQaWAjDE981nff7XjmTVpNiX1hSwnvv/LsO2dUBon6V2PALS4jds6QUbKLjNmGSrM43Uy5Cr7MFpL6DmwSiaOZZMePUEaG6BpKAXiPATd9FU71oZ1OutlZMs2+jZtxjd08m2f0XKZWqdLxw+jAM0WJKSYgSSertHQGrQ0n/rFAwD4szUS801o4QxacBhz5n+xQTvKu+xHeat8hE/2/jaZNMbqzHNt4fPonXkWp3we+uejtGvffRJYC2pYpo4mbQaMNTipc8qdLw58zMGXpnVxthCGhlxOn2TVfD8f+fQMjlNfLFOrz5JKB0vroIUdlOOAdiUimKZQmaVspNSTKvWkiiitwwU8LeDKzJe57EMpV71tHc3KImHrBLrRT2zlaW8eRBWhszFPOJJj9NHDrD18hB/9ZsJA7yDFkX7M/BrKR7+ELpYXUGmMyFz43aax7SNkSiPk+sYx7F4MCQteCWuxTapL+sMiGh7SHkYTXcaIoEFJb9CvHyVOl2hkbOppyqOtMkcajzPnHGf6uqtQ7TbR4cM0v/o1vPv2Ufrre2iEVeaCacrx3KkyhGmAVJJyOEcnaT9HEG7l7o7SEEvFWBf1U3TzmHkDIQS6kyAMrfu4eJkYY062+/ulmnZqXNESqNkGNUunU1hhuqUqWP43JVEQCMBxoPPKnQC9jnMH+UzTDAGBF2HEIZFpnwq62bk6KSNEaiNFI+X933cfWS/kyD6fAw/OE4WvrSCtuvePYeI7KKXxsPxhHnHfRbphjNn+UdJkM8WlPI7voKca+6+bRIUpkfTpsUdwhIdj5ECBypiU+0eZGxx71QfdFIrY6PaH1Sw1kT7bydYi5uaZrsGNkjpSk0hNEuspiSVgrIgwNaRKieMA//4voxYbCKGhhCAqvhE7nUUUJgFIUIi2hZbqHOr9MLrWwmQC238Q//Eyre9MozoJpAqVSFoPzdHZtUC4v4KsRQi3+3yLZ9tU//kIMkqfVeZzBemv3AsyrzB0l2LSjyQiYxjE4ThpRyKTBnJ5/hbrGggdZES+/+wJEgCiVML0+tGt7nwnJsFMBKKwGWGlaM0n0WqP4gZ17KNP0mhazM/CkV3zqFhjMZpnNpwilBcuHTqJJKYpmZrvRQgNPadj5HRkHGMsLmIMD12QchRzPTSSBkpJ0mBlvqnbGs1MlnAgwk2nmD5Q5cm7Jjnx1CKNss+6nb384C9ewk/94Y1ccfta+i/rZ+SnLiZ/1RBP7mli6uAqSSFNKb71PfS8/cfIXnYjhWOLXL6ryZH7/w4dl7KxhifHfgI6i6jqceLHP8WEiphZfwO/tGaMuyfvZkv1EpJ8hbmsB0KglCINJSqokRw5ivESCDarYfZ7qCAlnmpSFAPUIp+0vTKGFWTKwmyFrQQc2lnDiG16kyH6VC9L2hAuFXL6Apdl/5mgOUJWtzkaBPz3pce6KryN6W4GVdB43jK8jlcHgjhloREwVw84Wm4hOzH1b04w989PkGtW0DQdA52c8rqppECu5uG2bDTfpXm8Tf2bU0Rtn6DVIomiF7jihcUZ55PdddddvOtd72LDhg3s37+fHTt2cPz4cZRSXHHFFS94vBCC3/3d3+U3f/M3OXz4MK1Wi+3bt5PNvjQa9PnG8Mwk1W1bmSqViCtVrIXvgLyta9n8ovDcwSBr1UQ11ALs+e5A9LIw3ValrmnC4MT0QbatvwxnbCNrrCxPSAmaRjsM6a3NMZsbpmO4tLWtrJ0+yv4tl1LpG6Je6mWs+hRhoZfoiE0SRd00w8wAXP9rMPMYTD8MiQ/VI10RzA0vRAtWdMIKI+kMU9aKM0mX6ZZguye78msn6Pasugjo+DB992HGLsoi7DyWlSFqVDE7c1A9wTrtTfSvcvPptG3WVR/FWtxLwE4Ma+WWNw+cwMhZNEKLRuiwduz6c16DzdfewOi27eR6+0nTZy+mhgZHmM5lodnVY2jOTtDemCfjZgndFgY6RXuQ6NvfxrlymLbXYv4/vI2h+z9JVKtRPRDQt/1aaD2K0XwY48DDXGqAMGC28QY+lS/wnmYDL57hHQP/g0/P/QnHnlikb22Wa97x/OnsC/4COU1Hxga4oNkautBIkhBVr2CNXzg3rmci1RVaIiBd6R92EuNOHCIVJg9+4TPcOnA9slXF0CJSpaHbWbA2MTx7jOmhMZqizkIwy/it/zedxz6FpxQWsOapO2H9Hcwe3E/QfBIruxFhDDHzf40itCHsuSb5XXPMBTBs6FxxMCb3M5cgdB1R340f+uj2cvA2jdFyF9gMBvCyLp3aNG5hGCszjNNsM5Hpx6j6hM0lFCNk9QKpuR5LHELQQpEnlmvxjMdPnaepDJx3HMFbkwMMTswM85aPPsrSJ/+C2uc+R7q4SP7gEhyZoLVx4LQy+KnPYrjAnXOfAsDE4gPrPrzyBSHo3t+KOI2wdQ8vWQmspX6Mu85Z+e7LwKqElaBbomuok0y3BJwoJbB0yhv7gaMAaEZCqhJ0YZDVID+w2A0Y7v0MOOc4aFjaAOPPFl9/HS8fEnk6S0kIiOyYwMvRzuTIyBAFLGU2Yml7ieQ2gvo6/OAYWTdgniKV2TbtSoA1/MqeD54JZG0KHWikRSavG6K2IwtI4Da2PtR1J06R7LnpOEpXEKQ04iUSGeMaWXrtYSbae5FBguYaxKb1qg+6kUhq2iKoLRirDKOCZhmnVDztq8K0sNLupm8mddCURrPYoSNDAkPDATKJgyZ0fL9J+1CG/KYp3M07uidY/2E+d+tOZEfn5s9HGMqiulSit3EC/6qLkd/Io6UNXHMXjfRnkCc11HQBqYL28rzF1bEGPDA00npIuhjg71rAu6wfZ3PpvKRPys7KnMkXDfLxFiQKGS8g1cqGlvTraEmMBCJdQwkXitdgvcRx1xgbRz0RoiIXJRWmZpBNstQLGnvs27lU/ht6Zw+5nnGmP/8El/7MrTx5dJyl6Q75aQeWH4sXMugWdBJyrk87sFmfczEzBkoqgokTSM9DeBdGqsErlphX+7pv1MqGthNnmC/28NT2K7h94Yto9RD/5O0soDTonfqu5RqMD2fIrfE4UfFRmwr82xNt/HrCpRtd1uc7mLkc7saLsDdfQvD0w9z6xFbYcD878xvoFN7OQ2NHeCp8BIIqG4MFnjrxVY5kbdbl1rHp8Dip+QDFMIOXOCiliOsJsjkPgDF4+rzmbCE0gbOthP/UEsVqkY1XXEdl3wlOWp/oXpZDJxLu3DfI5nyNhbEao4f76HVGYUkxP/DD9M//I4PmYQ62OsTJ9RhBt9FO9Kxn0+IhaE7B3BOw7vV5wasZ9+xf4Bc/3TXVHOtx+buKSaNYxuiDN4xuPvU9XWloqzSFnabFjq+9jZAYiPk/X/kFmnGFd//Gf2LT1ddd6Go8L86Y6fY7v/M7/MZv/AZPPfUUjuPwhS98gcnJSW655Rbe8573vODxH/jAB2g2m1iWxfbt27nmmmvIZrO0220+8IEPnFUlLgQyzRaFSoVsvc5SWiINdZh+6CzPtjI5NVeJ3vt2jBlGeFv70Sz9grO2tFUBGV0YlBenCOuLJM0a1vgWslF3ApDP5jBVQCbxybs67cIWSvWUvqUymbbPZGY97aTAGvE4jdJ6jvz533RPKjTI9IOVgf6LuummhgPHv/ldhIFXuXZVDxDgEKwKKimpkCrBzi0/SF9LTDf99LpYJpiGwOi4LKx7F/zEP6D/5Odo7fgpOsXNCN2C+b302ascEGXE1qN/R+qOE7nrsfpM0jCl4zdRSQ1vU55Eakhx7llu0DVSKAwMoek6pvXsCaDtZWitH6NSzNG2TL7/0U/R7tRZqMwSmDCtp+SMEjRixEJMnzWA70jo70H3PIL5GuTfRmRfT2JuIzVHQHOItQIXJ//EfP1/sNvLULM8HLvFG3v+ikxesOfbM8hUPrvAy1joLODoEdqyjqFmd38LXTOR7QZa7uXTC6j3RgRGC99vszRzFH9hmrTYi3FoD4X1F3HsiceYiSPC1CWObYKFJvT2QnYDfb5OX22JPA7laB47M8A3RraeOvcTc48AEAU+qJA0PooqdKBuoRYyyNAhabnEtks9Y6OPjCHSDrJ5hKg5SahW+l6qKfSXiREYhw3a1VmiTg1bg4VML5oC7fj0KYOSiaFL0bVpTHEcXU3ih1vxo+Kpc4i0gdB1ZCdGBQkUdI7sfQI9lyN3223YW7eSDBTY+Xv3kKru2KgLg15rAEPT+beFL2BgYAgDBPjpMxhfy2PVkl/GlwJnQRL7MXEjIW2n2NmAetWG2iAY515v8cVgdOtFDKzbAJZDOHmUcOoYQbOOqOSwwpTYM9GGu5T+3ryJOvk8S3WELkFfcX49Z6/acZi8H/bd+bK0yet4biTpMxg/QpA43f5Qy2+EtPuMn9e3YWR2YxlPoellKk9cRauzElROamco3fFKRhIRGwXmgwyTmUuobT89mOgsGyjoaFSHu4tIFSa0kzqG1n0mZ61uSqVaTmWMTId6+/yxqy4IpKKtO7zr8DUMtXtOfTx79AGqX/sC9Xu+dOozYVqYKuXnbyqRWw5epKYkEgmeJxFKYMru+CjTmMgqkghFGobIOCKWEaPVPIZaQqjleWJq0H8sz4nxCtq2O2DoEgyzitAC0EHLmVjr8rhXDqAPeNjbe3A2l3B39DHw85fQ856tCKu7fFr6670s/Onu89JMKkowBj2MkUx3TQBoCPRgHsnpQbfu3yA2dNAthJFBN16a3IozvhGSsJtRsgw7NWnZCfNBHzJ/GdLbgmc8Rpwt4s5NkfVibFsSz6wyMLiAZgpxkOA5IbomyUqLpJWQtFOCpSWSoRG0F02UeGnwij3EKkQIjTSQ+HNz1KTCCnMUGz7V0ihKy3DZ1kXcvElhwOWqt6/jmneubAZfdvsY17xtHRetyTHq6IxsKeEojaxUoGsE6IRBRNBoYGy4mHD0Yu74qZ/gDbl1DBgwHmroG36b+8av5B9Gt/I7a9bzyazN1tJWbm2/l+1rbZJohvFmjg4dkmZK2pEkIsXesQPjHDq9Olt7sNblsQdzDJvraZLQPPQU8eIc2pp1vKlyhL3RGqyFmMTr0Cy2aVh19NQlv6YX3xylnRaQnRMkSrDFexu/KX6Iz889BNkh8PqgOX3Oyvs6LiwqXzjI9O89wORn9p36rNGJmFq3F2edxdqRjUgpkcsZR9oqiZZWoYPbsk4zH7S07pwiaL2yNqjOeCa/b98+/v7v/757sGHg+z7ZbJb/+l//K+9+97tfUJftr//6r/mjP/ojcs9YtPq+z9/8zd/wv//3/z7TIl0QOGGHyeUBqN0A6Wdo378f+7bLMPpehEPQc2i6TbSPYClFXEtQStHuDcnNtEnTk0G5Cxx0s1e6Q6HQSyADpBAkjQpqZBS3vJ+WY1Ft1jFkSN3MgJ9SHbycfP1OEmMTuUabtFiilg5TNKaZ9nZQ+9Jn+Pob3o1uaLzhohLWSYbC8W92DRWiVlffbWA7jL3h9EKdbDel8DsLSPqI3Qyz3hL5JY8gbaAqxxDDJ3dLXztBN9CWtey6dUpVSiErqDQSiruOUJqRCNdC33gLav8XCOweIr9Nv5k71cfyUkeXMUrP0i5dTLadImyNJImRQZsgNChrOzEL3vMX4zzCyeWxd16M2HuQxDDIthqU3Dyml6MVJPhaTFsL6Bu9grCVYgiTkt2Pf8laSnvnkWmK8nroLP0cuvoOnrMHlWqEYggrCllv+fx54Rp+p/YIYzJhrb2Lsvko1cIbOfToPFuvfW59j1pQRWgg5PJOs1RUaKCdOApSor8MJgonUYgczARMw6Z3pGvHHnXaqMfux77pZnKLxzk0f5CxbB6lgxl3ABfctfRVHyAxXTKdJk2zxr/92R8ze2KIPczTb/lcvjgNlaNEfpd5KOPj6MXNiL5ueoT/0BCtY9uI+6bJeyabtq4n7cwiDA0jmkQIh1brCE6QQHMObd3Lw1jJFgroTncfdX0wyZZwksDxcA7Pwlj3O+Xxi9g3XmX7Nwu4TUEq1pOzdQyRkigd5Sm04e59ITsxcjrg4fLXeO/P/GcAZn77d2gfS4jTgNysjz62llQlp1JJh+01LIVlNKHTZ/VzsLWXSwtXrxRSaF0TBRSBoZPLlTCbJrjgH5nHyUlSux/yL5/BUL5/kIXjRxkwFHr/EHbfEMWgzYAeMZG2MKOY3s0FjFgSJSFRGmIYFmGnmwqGZQPGM9xaXyKSoPtqvD7BfiVBhckpto9MJAiIaw0GZiaQWhOWHevCzDqU89fEwRtQRMTtHqRcCUinjTKw+bku8epDUMPxp3AcmM6bqFBD6DHCEJhRgO2nVPtrSA0CKyQtd5BTLQxVoREdRBi9ZL0co4MeLQUpkBoGbjTzctfsJeEbX/sL8rdqJLoGSbfPKKXoPPYoSydqOGObUBddgRMnqCjC2vEjvP+Ega91iIsJS8MNQqHjGw6FVa6LrSBAq7WQg4NEjSWsfA9hfYmc4VAvtGmXZvCqERnN48G716E/LTnc47EpX0ANXEK28h0C792YQx4979n6fMXHHs9jDmeIyz4qkcRLAVP/6T6MksPgr115zlhv0k9J5jsIU7Bh3arnQNzED3OYuSbKKNI+XDv1p0TXkZqHpgmE9tLKkRkdI1STWIBKFMISuLEOWg0hM4SWhx5a6FaJtGeQbOMEPeuuIAgViw8biMcvof8DS4QXVNMtYqZcotbK4LrJqewOrbJ45gvel4BcXz+a0w0MqFThDg3hArnUYy5QuES03DWsa/0V0ZX/g3xvH5c5J+CrB7tSDjt2wtoVTbX1ns7wiTqJq6Mcj753bcPImcR7ppBhhGjvoHDxZaSdNsIrdtsikYy2Q3638J/Z1dvhO9V/YE/zfn5B/36y+npy5f9FbfsgdmzT0kNyAjrlScTSMcIDT6Ofo/RSAHd7L637ptGyJqPmVnZnvoXuZUmqSxgI8rMTfHnCZCG8iF8aq1OorANgMNdPLBvkrQ4kdYx0liQFqQTjSS97jWW9WSv3mnB1/l5FUvZRfkL72km+343YmklYY5tsmd2JUBrxsiGT1BWOcLpjrAZIyNY9MjWP0PWx/W485lTQrf3CGt4XEmc8BmUyGaLlHNnh4WGOHDnCxRd3U60WFxef97hGo4FSCqUUzWYTZ1W6TJqmfPnLX2Zg4NxQWc8H3E4bp93CjBJiYoTIogkD/2CV3IsJup2GbkSk7pcZtXTMYvdniKIahkox+5YXqhea6WavTF78Zpt6e5Hbr3sPSZyQz/SQC2LKy7EGuTCHORZh2RatgStZe+IPqfS8BQArrnKxMQsZeKr5Fur6MOH0NMbwKPO1kJxr0PITyF1Lvu8a8g/+vyHqQOzD8JVgPld7KozWHENMcjAzwHCnF1xAQpId6GofwWuK6aaeUZU4FizVU2IpuZYC8VILI+/i7bwErXkczfZQocWYNwrt7sJ/bdhCQ6GFsyTuAOgC3dRoHj8GSxHshMb8LLmBC6Nz8UwYjoOTy/H4Reu57pE9GElKsDBDo2eQWHgMx6CUyTa1iX1zJ1gM57F1lyPv3MiOBw7gZLIER46QGdhAxX8P5kU/hVH+DJkTf4WKPa7X/5rJ7I/yF/GT/NHiEhCwJvgqnZbGU1++mC1XDyKeY+ezWjmBIRKUhE62TU738LBpC5tarkRff/+Fb6xl2J6LrPposUGn08RoNdGSBLdWITU9gnaL2ek9VNfezFChQyoN4rVbMVtN7Nm/I9JuxRcpdnuOeHGO5kTKUm+eLW6VKNIJvvRhIn8jAEqW2VhKmVi0wUoRDQ+pmWAPsGREiE2b0B0P4Y4wf/QeGrLI5vxGyEIcddAKLw8jUGgJYaeOIGVDWqWtOWgyxdl7gvjyRUJPQ/XazJTGGRqtMrx/G9Ci5v8wN4wN42Z6mdQnSaZzTGWXEDkTUTAI2ikTD0wwdv0Y5to1GN/4Bv6gjX2kzNJIhlFnHKlSIhVRT2ooFIH0WYzK+KnP9tylmFqXbaGW9+WSJCRKI6wlSNopmiGQsWS+epCR4jthzcunSaEZ3c0MM5UQdie0pmHhBTppj4ZZ6VB3LKJFn35HkiwbjghlsuvEILdYEnZeApfdeO4Kddd/6op5qleuLfz3IqJ0lVatoSF0SEcdFkbGaMwdJWpVSeIOKKOrtSQbJHIMz4xIOqu0AcP45Sj+eUFYmeZkuLle7EG4EtAhFXi1AbJLJczIILYTkqxEz3rIqSY39B+lZHmE5GhTY2bex1r0yWUUrvSRpjgDB/hXFsKgQ3lpgqJl0B8Wga7GmxApcTvASRJy9TrFoVEA4vkpjMCDiRAHC7tmUBueQY/bOHqKU5bU9Sa0EhqtGsWLL8MdWIOV7UETOlYKow9XiN6aQU8MlJ7BVjWELBLPazyUXs2GyqdRXg+FYpPCz/0u6C/M/B/4xcsAqHz+IJ1Hu+l4SSVg6e/20/vj215ywAvo6mDJkFC0WGd2n8kShREvYlqb6XRydA2TIuJ8higIkZpA6BaG9dL7hlvIEyXdgFnqS9peh8BImB9yGemJmelbi+HMs3Y+oXc0oT21n6ucv+Ju/X0EoQMZxdz+FhuuvXBaWyLxKeXb9PbU0GS++0w1BX6zilYsXrByZIpFao0yoVaFqiLxDRJDJ+PbMNiL9OvUijr9s0v0FKbZce0m+NpDsLjYXce0mnC4H665FjIZ/Ms12pc4+LubGMpgeKC7IWhdtZ5o/yzW0CgqTTEQCF3n/n/6e66/ZRvazP24YZWxkV9k2H0fbx25iR2NHvJiP0Z8DCspMNouMpCWIA++PkScdp/j+jnM6NAcA5VIUj/B7nEwtnSd7Y2+QZLaEoOpz+V5qKSDlLN1xpyAWEuwQo/FShlT5ekkLj4xQssjZAffkNxz/B7U9p9BdBa7hn1Ru5tN9TpeVVCJRAqFNtBm82AHTVcknRJ+TpJrmnT8Jhkvz1RxkQG/iNk2iESERXfu4LasZSMeBabAECaaYXLs8cfYfvOb8PIvH1FiNc6YZ3vddddx3333AfD2t7+dX//1X+f3f//3+cAHPsB11z1/3myxWKSnpwchBFu2bKFUKp169fX18YEPfIAPfvCDZ1+T84xisEiQydIsFVkSHoYbYecW6OyaepFnePYDeKk5jb4qhbDWn2LOttGz1vMecz6hrXpI68IgigI6nQbWwAju1ktw4xV9ibDVwI182gkseGO4sYVY1qdr5QbI6HVG7f3ors5i7iLsw/sJYsneiQaPHqrzyOEGjxxq8NixDhQ3gIqhPQcH//UZpVplpNDpUugje3V6KV3tKPM1GHR7httn5NYQCFotqNYTdAmy5tOqN1jMbkAEDdzqCXLRCmugv7OA3nwKEVcQ7hBmzkAYAjXRZYlE+W5qh+W9PA8pO9MNMF905dUs5FxMpaA8R2++SI+n8wUvJqvnGbbGyT8cMiSHaadNljZkqA9Y+DOzzH/rPkzdR9RrBHMRad8PIgtXkdPLDKld3HLw25xYs4WPF/JoKmKD8wgXm3eyMG/QmJh8znJ5rUUcvY2jexTMApZn4mDDgacpNqvouZdPc+gkI1UIQdtvYg2M4A2toXjkSYr5AcIwoVGe4nDSRBNg6gnykd2wdgwytzK0cIK261DRm8zVJxDArsoa6pFLhhTr+H2YftcUwHJczF4QfSEin8Cih0GWjtdDn/DpLw0iMutQStFoNNCTVTvaMkbvKV74BgJKQ33YXgHL68FvNvi+2X9mvncE2W5hlvrI2j0U/QI2Jnuv6iBsHfQeAv2tbFh3LZuu2cmtV76dazqXYeYciCT6oEs0Kjh672Ga3zlCZvP1FK57M7mjFTZNWFyev45xbyNt2SJWEZ20xfb8ZVycu5RAdliKF5gNppFKEqbBqaHNFQZxXtFr9GJkdDRbI61V0TxwNHXu9dDOAJqmI7QuI0XFyxNxw4TZ7hgT9ZfQxrq6fUP5tWiiy2YyhMXMCY1H5kqktXNM7z81xj/b6fB1vHxIk9ODoEITpGY3L63tZrFFgmt6GMBSzxXYHANVII7yOKt0vdL6HK8VLB5YSTsMnZU9bq+lceM/7cDt2BiJTiezMm6qeoSrJxhiEQOLghpAFyZCQFDIUS0NkBh2N0PgVQS1rPlXn56lE1YxzBV2fSokuniC/GSNTJTQTlc2GvTiIFppHICj3jRHLp1mz/UVgmKOMOuRyRbJpRkKbolWp07Pj3+QbH6AjvRJ/TbW4CjepovZV3RYHBJoaQFdjLMlV8YeC6iV13CwczN6ZxFmn+i+zgCld28i95YxtJwJqSJ4epFkaSWdMq4EqFhSv2uC+l0nzujcMkypRWUer9996jMB6J2J0zTd1MxRzEabWO/eR1LYOJmXrl1mORapWg6CK8glWfqDIqmZ4dg789x1zSgPXXEDWngYd8c64qUO1a/vI3/0oW6WRstC7umhkTzbIOO8IfHpBDZLoUdGON1nqqWh1RYvaIaCbpikeortlBBGL4br4JgmG6I8l9e20CitpVnoxRFVspVJ1OQ0LEx2N5SSR+DwR+CxT8ChffhJm6dPfIOvLtzJt0fv46HBR05zhNWMFP/wLtjzUdj/p9QOPsi14i/xDv0KTvkfKDS+yiWt+7go7vCmxjBFqRMe+yxm60Fme3qw0u6aSimFjBTKr6HlcohzLGuRv3UtshoSHqlz8fhN1KePYJb6cNZuYLSUx9v3JAvNiKcjHTuwyXWy6Hov8+UOrtGh15gik57A0gwyZo715lpuLLyTedEPUROaM6cIB6/j1QUlFc1SG3OwjWEoELCQqXI8P4dhWhTzfbT8OlKT5OMMrmXjuiuxAK9l4QQeXYo92HoGmcRMPPU4x3Y/+vJV7Bk446Dbn/zJn3DttdcC8Hu/93vcdtttfOYzn2HdunX85V/+5fMed88993DXXXehlOLzn/88d99996nXfffdx8TEBL/7u7979jU5z/D8lYVDlFZJ0k0IXUF9Adk5w53ZZVv0qB2i6xpplBL4ETQbCKkwC8sd6UK7l67Sf9CXHUKX2lWSZg3Ny9CzTFkWQtDWBYWwgUNCgkaceyPrJo/j+m0auQxyueyl5BjV0ha8b9+HoUEngmawIhBRa6ek274fcqNdx6XZx7q6Pc+AUoo17RpBYqKcVe0iVdcl0XjtpZeeVhMhKNYfI9Q7SKW4f7fPsXiGlJTF+Wl2ZwdQdh5kBO2lU4dVKiv/F+ZKYE1NzmDmJHG+HzuXJzd0YWzUnwnDcbGzOWwvQ3zHrbTyWdonDtFenEcXAiMTURchKQkX56+n/YSGLYsIZfD0f38HWDbB7CztMMUpxsT1FEyHZPT9BJnLSTG5nH/hHTO38o1NOzliWUSYjFh7ESQs3PvV5yxXf9hmoWJia91Jm0oVHRGQLnTTev7/7P13uGRZed+Lf9bOtSvXybFP59zT0xOZCDOEESInYVlCuuYiWZKRLP2QLr4SCjaGa0uyErKRbMtcSQYEAgmRZ2CAmWFy6Omc+3SfHCqHndf6/VGn+3QPGpjQ0w1cvs9Tz3OqTu20aof1ft/3/X6NK6RVBqwaFQC12hKdZg3huFjFPkpf/TS5sXVousnTx7/FA6dnkVLDUnXkjt0w/HIGyj75egUhQB/rEiaxEty/NEEjNlFKcrP1AKl8gbU7rqE20oJAg3kHueggkYxou3j3pgOo7HZUUKG5fIrF1FUk6gIzAF1g9JSeufuXBWNbN2BYkiQOcHMD2Comtm2SeuX8dyY6/bzzxJ28Y/o1FG8o0Lvmc7ij09gDJipRSCnJxi7j01nsswvImo/en+bAQpmDe8to0qT04++k9KZ3YTx9Alu36bUGSeurhGzWyDFgj5DSugHmlxf/nv9+5g/5x7n/TbxSqZUSBomVkA5Xq7+jyiwdq9B9Y18ZE4Vz0A2TWNNQ4WrrRlRroE1FaE0ffawb/A2s30oHHy9uEquIlxt/yKNzPUxNdr7r+vfVH2Nf/bHnvkPntDzUj0i37yck0cWkWyI9fL+N7XWITAuRdM8DTUAlv5v4giSffUFVUBz98FQwyk6VprRpan1Uh3PoUUimWaf/9ML57zSKbe7vrVD+4jTtP30C8dg8rhEgxGqSs6dYgAvGJTYMKqePXM5DedEo/80hpv/d/Zz5kwcwtRhprBIgKgyZ/vMvcs6Yu3OBiFhq3Tp6byvSc2ue9eUllPCRhiJxbISt0+vniUVCs1Oh0Sjj+V0y0lchS8Eifm0Jo9DDuqMJcWqVDLuh8FXW3tKCXMSh8A5astRVpPynX35exyVMjfwr1pC9fQwtbYCCcLq7DyqWLPznx5j5wLdp3nOG5j1nSZrPvXJZBTGxDLEvSDSfSZ3C8pYuIt1oLBFnHJYzqZV9SuNkXjzpZlg6Qdwk8Wsk/up+pxIHLUogUtQKfTRz4/Q2PoG/YRO4JuuOfY7BfBXhJnA2y3Tn+ZGNL2qfNY8gMiAdYXABmd+oYvb1XLb9AJDpldbpSK1U4XQhpMErz1zD+twHCa/9AgOFmynPVdk38CjM/xYs/xOEJ6D1VdQXf4ZPnPoTjpmzoEAoaJtt7j72Efj4O+HBj2Ac+DDF8r8l5f0DqfZn6Fv+PdIDAUkISaKhEg1r+n/Q8hIWyiHN5eOUwm/RMAuAIBekCeMQb8kn7pRRpsTevOmSj4e9sYg51p0fiYc9vOUK4fw0CIG9dgvvPPZ1okRypuWy1F8ncCIGnHEOn6idf+6n5DItGSKVJGPluT3/dmb8EoGeB82A5g+RJuj/h6CChGb/PLomydbLpFt1zDBgST9xXr/NlwFtVueTqeHVe5zTsomMVS6mb3jN+b+/nxxMnxeNnSQJ09PT7Nq1C+i2mn70ox99TsvefvvtAJw+fZrx8fGXxOnnpURUTjF89gyB4+BZIBbnEEWJPabRemiO3J3j330FFx1v9+brJi6aZXTbiTyJe2gRd10ae+Sc499lrnQrWHjpNokXkskUCFMekYowsgUAUpk8+U6FuuvQrtdJRT7+yinkjd9COniIfLND4EgWRl6JOnOcjalvUakUmHO3kY58Yt05f2S6LjB1wemmy4aR67ri2DKBQ5+GXT+1MgTnxkBSNlzCuo3jrk5GlVSQhD+U7aXPPJZ1x/bx8LXdNq1qJIh8i8OcYvrMAguWQccuYVkZNL8JVnecO40lluO1nFk/wajU6LQ8VBgjl+aRTQ0mtmGnMzjpK1O5ZVgWYbuNUpLS+DhRMc9Ms8nOdAYlE969aYgjwQLBwgK27hKf9tE3jGA7VURzhoW7tjB870mi+TlaWybQT0UowyApbYPO6/CbiwgZc9XUPlpXv5a9uZOEzYgB32bL4DGOnFnLxmNfgk2vvWi/8knC6fkclp5CmALN1HCVw+FEI7v9KsyhK0NSQtd+ffrkFIbXJvB93JXr01+7DXN5jvFXvo2qO0j57CEOzJ2gx7HZ2D9I/K29OKVxepZSuEGCHizhjGosPQJHx5oE5Qzj7V7W5pcYcJq8Z+jL7G0rjqVuIlNN43U0Is8kpy1xV+E/U7duxGqfIYxhsjVGMfUoFbF6Hml+B7N0eSe555DrLZDva3F2/wF0yyVdHKUiI+qxR/34AYy1m7ENg0R0HTeFiLDG/wWOEgj0rhQCiiVtiQ3eOM0Td9MOTORiB/P1NuUHhiGVIylXcHfdwGBPPyV3N4kOw8441bCMrukMOaPowmBjZhuVcJl5fwaJJJA+cuU5YKFjZBU0BFG9q+8ZqiZHxAa2DQ7CFXCAvRC6YRBrGjJYTYbUHnmU7NAAzYm+7lPK0Rnsy7K4YJJaCQYb0SgDzgxH5vqZiCJ4RuWuVJK/n/0YXtJBoRhJTdBjPZe27R9Vun0/QsUXu1MblovsMwhSLtVUP6yYjQgFtdwWEvMIrHAg9gWPujj84fldld8gKaS5/8ZX0+zLoQwd2cmy7vGJ89+p9zSZDmOGag3imRYB4BYU1lXX4egZkArnfpdQE5wLKSr2KJnm0pU4pBcM2YlAQZB4DKV6yEYuLa1CoAVkmxZRZY5ECLBMtM3rzy+nJGjGilZg5zRz61JAEemYCNvAjR0sZWK5JeqtKtWpY9iZNH/S/lvWRiXeEF1DFAQUQ436YId6X5V0OyKhwO37/l9mdv4CzWCC2bM7GJAnyXo1tL0fh90/+byOzxx0MfrThNMNqp86SvXvjiJcHZExUKGEsKtzuPjne+n/5avR3e/dwqoAVdIwQ4t5liClc7bQYiz08UQDIx2TdDzitRtIGrMYPS5DgzmsbA/jW168BIZh6gjDQncKxB1BNSijMpCKLJppHVWPKGmSpcEtZCKTzqYR7NYUOZHCqczgrivgdSRJzeDRzP1cX3zpnSVl0GGxkkNkYkzRjU+UUrT0gN6+S2cM8FwQ4rHkTZHxQxrH+0mNFEjcLLEeYoTOivGQQApJTa/z9JbN7Nz/IA9ffwtH1mwmtiyQCjMOcZIIM5JElgOapEbCXGeSoXu/CdlB4jiFUB6aDkK1iH2BQiNq6qhIYPbYZGpfol56LaXpP2ROv47YKDO8HNO0algtByMxMdwegso8Kl245OOhZyxS23pJmhEqksQ1C99rYUhJ6a53cNW263jLvfdwb/4m5rQIw21iRBb6W67h0KMRhTBPJO1unJh4WLqFTNp4dho7WammDC5fK/OP8OJR/vRRopkWST1g5qZJ+hZqOEm4ok2pg1E4/91ABswWKpTieUaW+jDzBrFSNHsbZOsZjHiVZC8VunqEX+h/DZ99MMHd/y3+7CevZsvglZ1PPy/STdd1Xv3qV3P48GEKL7A3fs2aVfZx586dfOlLX2LsArHI71cExyWek0YXAaiIZPZeWLYRuT3ElefizPOdZFCn3iTyApQh8FVEkrWIyiHGFap0I1ak2mkgTexFtDo1Gu0qrco81OuIdI7c4iKdokNLQL8BxbiNyudp2hPk6p9jtr+fVBAz26MxdtbAtjoINGLTxnrwYbQ770Ap2DaW5sh0G8fSafkJrL2ha/cs6Fa8nbkP1tzG+XFTClNptEIdzNXTtivtEyFSGUgPgHXl2v4uNS50YhGAHbcotmISQyCVRUnkWEoCciLD18wYI2yiIVH1Bch1J1y68oikhZYfA6VhJiZKM0jSArsX2rkRwlYTt3R5JyPnj0sIDNsm8j0QGuWNOyk9vR9NN9CEwEKwZUsfUW+aRq2J5VVQ0TgNdwotazJ713pGH5yh+sQTBK0YZ7aD13sHxtgY8cArSZ39K4JAMKQdZPTLN7G0NkemeZaWyuEmJ2hqQxx7vMOmvtNQXAuAkpKssFiutxEyS5SOgC6JObB4hmju7CV1dXq+UGFCX5gGPc3xxiQLS1O4ocLJF/CaZcaKg5hrYf7YI5AkPDl9hJFiD6mls4SpNPn6KG3HQMQhbOwh/etDrPc7uFXJN5Y2svH039EtHI1p5CYxvVtJzAQjtsmYy+y0v4QhIpxMH2Es8fQJGq0O690KafMCHRkZYfZfGdININ/j4mRLdOpLlMZ3EFWeJjt9BsP3kFFEZJooTbIvf5DdlW0oKRGadT4jHccJwhBILWFbrUBlg0TaJnrkMd0zx9cPZIjnQpqeQlej6L9zH1ouh50eYfwNvdgFjdIKifSy0ivYV++2hJTDJQIZIFfKOkylI9sRpSiDmTeQkcTxy/SLCObnYc3ElRpCADTDIDA0vPICnDlOaBmIRJE+tYxXMAhigchaKK+MbvbASlJRkuK27H/jMe13OfXAKda94mJh8mZURymFL300BPcv380bh37yuyfkFvZz3krPr8ORfwKv8sOVbLlckHFXRzXdB2tfAekXp6mbRBc7agpNEDkrrr5GhL78VRJzgLX6NtYJHW3b64nqCf7kDHa8Ktgdhz/gzpwXQHoNmpkCs8Nrz3+Wrjs4Fxyv1vF5xRc/xckbepDjOczFkLbYRCrbrQRLAomumYgL2ndTokpYmUMGMc37ZogrHtFCBz1j0vPOLWjPIHRaj82RVAJQCmtdgdSmSyeQ/lwQnG0QN0OCpMMsJ3DGspjOZhqJxI0yqMYCcb0CuRy2ZbH1rtchCi5Jo4W2klBN/BDTzZGfnMFWEbJdZNzeSU8nT91swXILB4HM5snZBaZbS9y45Xbs00WSZotsnGHaVEwsdY89cYtonTIvz/wBp4Mb2e+/lrHUh5Ghjvbk/wuZAdhw53M+Rms4Q1JfSUys8MaqkyBMDXdnL519SxArklqAbITPiXRLqgGyFbB1+7UM0gceHC5NIjsagdqOahkoaWCcPIwBLGVSLM03GDYcLOfFO9LrhkaorVyPEop2D0SQC85Q1X1i0wRf0TEkiZZm/UCORuiQEGKrNpZn0nHaNGcjzpROXhbSLWV6mEaCa5aR4SCRH4MEt1rHvMyV90baoZAMYKYsvJMLZNYNYQkYbfTTEA0gDQh0DAb8QUQS85U73kCUGSC0rG5ZsFAYIeyu7KBYW0YP6ty9I0IPPc72DzO0cAaacyinn1Y5TS5zZOX8EzRr62hPR/RvmkY2K+TCj5Cf+wuESLDjhGPOVmK3j9JyL2TAq3Wr2VXYRs+v+S5H9sKRe8UY0UKrq4fOCLSbIDQEinShyHB7mYVyiscwWZeLCZ2YXD3DU22dG5NF1mSanPKg5JggI2RcoSOGqIp+lBAUI++HqN/phx/BsSqyGZE4p4hFgjBtlIxwIkEt7bCruokgbNDxAhaDBZZTDZzYwkit6A0bgmI5T6IlRKaPGXVjNXNlfj3tjBJ5ArwWZ8udHyzSDWDHjh2cOnWKtWvXfu8vfw9MTk4SRT8YornxbEiuUeXM+g3k62XK5jxD5TJ2bjeNxTGUVM9dOFUpEhWT9VLY2RWHjU6EU/OJ6hH24Dni6HIbKawGzKbolm0mYZtMaRBKg+QOPEp60iMKfE7PTrNleZZqcSNWkNBK97B97ykeufoG6gi0aJhtzgPosUeU7icJAsbm5rhlT9/KECj2n2nhtyOE6L4X1/4cPPTHUDsLlVPQWrhItySXtDhe68NYE8JKUuNcpZuW64X+HZAdvmzj9ZLjGQl/xwsoNpZZ7h1Ck4KFRdi6dhyR2sgr7ngbjU/8BIW5b5HEqyRwwVrCds5SzvwMbuhipgwah9ro5RpKg1algmFaOFewmsawbaIgACXJXrWB7EP3c+r9P4v7xp9g9PY3YaY0GMuTLqSZOTTHK/bs4PPzB5jVG4iJXlpJG/vMMlSq+M0G/sGvM/4f/xdGqBEWf5bC0n8kkRp74r/l0cJrGZ/8IzraKczI4sn511Grpai3HmfilVn61vVycPJujGoJ6kfpT12Dk9jIRKLpGn4QoAPGFTRS0JzV6zT0fQb6xgiiiN7WeoLH7yN44nGsdTfTt/YaZg9/k3ISU++UyVgCb0kjnR7nJ778Fb506zAzw+sQSlHAhREwFtp8+uANvDv7IJEUaIWYdrZDmE1Yu1zi6tdUKDz1TcykTsV+N5q7jqKlUZcxaWbwWqOw0jWkkgjzErpfPV8MTBQ5cziHYWXoGdvIwdluZcjcJz7C4k/8In3Xv4LArnB0YIkTpXu47VQfA0tVwsZ16CJLc77NwI39yDDC3/R2Oh//S+zfvoFESfT8GYa+/nkyms/R6DrOhnugA1SaWCmdDTMb2brm4nvRrvx17Mpfx71LX+J4++D5y1tDEA6mUWe79zMZSHStSZ+58hywr5ymG3Qr3ZSmYQpBes1G0kB6ZILc9lsYsFscGj5DWDiLHdXRjAwykIQyQFOCLNMsL9V59N45vKt8yskCoQoYskYRmqAWd9t9JYp6VGXGP8to6lkm+/WzsHykSxYBKgkQ0w9R0S3KyXNJfP0IFyIDDKFDc4Y43Y+x9sWRbjJ+xgNLU0QqRKATmRZEVchswrLPEfEOWp/CnzVIizICA12XROEPR3uplAntRgU7f3F7uOXpyCRC002UUvQ9MEn6zBmODtvITkyoaQxnyue4a3Rb49W3vYW/aX76/IwwMk3kwgztxxdoPzqHbHbn0XFKJyr72BcQOnHFx3tqkeBUtwIkA5eVdAvn2rQfnUdWAhpRBb1XZ12fST7ooRQVCbWQpb/9c4gV/f/4ZfqHuvsWfPMImlyVPNFMA6PUQ6ItUO7rZ7fawFXehvMkP/kMc/UFBurd+/y0XELkUmTzAyingDXloasKQheonGIudy1x9LeMnl7EEWW+0votvix/h7eIX4OZvXD8q8+LdNNck6HfuI76PWcIzjYIj9e6n+csSu/YjJ63aX5zCkxB88FZ8q8cR89993u79GLcosvI4KpzaSwCstRpqJVWUhkiHRfN7+CvJKTTl+i5K4Qg0rvXtVy5Ln0txEnSRCtmeFVXZ6nksuPoJIPZOcrj69DuexC78SRV40ZIpRBLKeClj/WkVJgipuNbBMPgui6aphG3E1QSYg1eXrM+200R1X1MzUITNiQJGAYOJo7q3gfbpo8TW4RaRFatISgKFLBnqsRIq0Cie4SWwXA4hNA3glUl7T9EJecwc+2bUdnrEID1in/Hws//a+a/sqqft/mJb9GTTnPy9a+nmHuM0kYPpXyEgOaizbzZT96z8fUQOzaJ/O5vpFSIln/pYgI9b0MnwSxuZObvP8DYmyXpnddhJhHrLMGmylmOltaRbWTxnZBsVOBsNs89h9ezLtuiFnwJPW4RJwlLbhPvtp8kp5dRCqSXR4+8ZzHk+xG+77BiwFTvO0iSNWhm+xg+ESAyO1nK+hRr67DMNO2Ox1PNJ7C9CTwRdvUHA4UwBSpR6FJHl6uxkRZqmJrDVv0sc/TgiJCad+X5puet6fbBD36Q973vfXzhC19gbm6ORqNx0euHFfaO17H9kW+jdQT1Qi8P3PgaiNs44aNkco8RzX8PUdtnZOKDxCflX6DhI2LMZtBtZUuZ/+wyLzWEvcrBGisOe+3O6m9q50r0N7r91HWvzb4nv4UTeYSxYtHKo5nr2PP0twHF9PAIUyPr6LFmGBBHCO0CJ5ZzJEk3ayaEoL9goRSUmxFesJJN2/0z0LsFohbMPQlB9wEigHqc5cxcEf1Cqlh2g3vhuGBc2eD0kuOf+f3Hpr6GqbrZ1L3HOoSRQvgh4eOnEUP/EqnZ6Kz2r+fFLMu9/TjOFkzdIAkkUSNGxT7C1VFJglvquaLt3nY2d96JUNcgWTuGjiS5+5+479gRKn635c7MGpheQByFDNnjCDQCLSZ8RbfdnWYDhSDpG2HxiftBSuyJO4gYQBOSUfMg9W/u4Fh2Dw4wbB9hZPwhvMDi0Sd7+If/+jhxHDO59/N8/YHrsZMpHC2DntHRdI1WVEWvLWGMjiKsF6+X8kIhLiDHa5UKDz3xFQxdx928i8E73whf+hwoRSrXBwgiGbLQaqBpCtPskCQ6WuZGBuansfwOCNH9/aVCH8zg//jV3Du/DiEU2UIfYTYBpRgzl+h7/P0YSZOKNohe2oNjaTTaIZpdo7/yMKXGaotZ1NOLkbpy16QQgrFNfQhNEHox+b5hFKB7Hu7UIZKojVdNMXnWITFMFnqLdMwQEg+ZKPRAZ79+GKHpuJlhbt59F/7fHkBTiqRPMvXyHBu1r/C60gfZsyZk61obXYPQS3jq7rMXabhciJeVXs61+ZvRVlpfpCbQXQdXOAhNIEMFegPHWNHsueKabgaRrl2kh3fbzW/j6miI3eWNbKiPIPIWhgiIVxJPjp4iVkVSeosB8wTlJcmHvvBH/P5Df8Snj3yGb331aT7+ibt5auoQSiksYeErj3uXvnje5fw8lIIkgsc+2n0mrFAPoZI85pc53JmjKaMfvZ7nq36Bduqhxb0v+jxRz6h0I/FgpWotNG3Cq/432AMQt5HtOZSS3UrnjE5W81BoxIlBEv1wtJc2l5eYPXGEwLo4+MtUBdqKO6b36F8Q7PsEOgrld++dmmmCcXHAK1UG64IceahZRGemqH/+1HnCrbvChHipO0c7dx1V/u7oecINIDhdP399fce19hKg+qmj5909w8QDFJYe0BcOoCsdjzZJe4mDLxsg33PBcT+jUkvoGu6O6zDmuscXiYvPNyklSRLT8ZocCyd5x/Z3sqY0wRP+QYRtk1q/g9vEy+m5JU/P9jyJB3ff8VMopdGvprgj/yfMt8YIRB4SH47d/YKOV3N0nLU5hn7rBkY+fAsDv3w1ANlXjDH0gRshhs6j81Q+dex7rkt2IurJ8sWfxQ2UslArvrgqbKP5HaQAf6XSPNNz6SrMw5W4IG4lxJ6HIy0mFiO2Hl4VJ2+kexBJA73+CKm+bkVztnmGlOWDZyAns1SiZRIV/7PbuFSI/Jhc2mOuXMTIgLbiTC9DSahJzMvsYJgp9RIm3eoxYaWZ+/PfJfYv1jidc8skIiGdpHjN5HbumrqRH5u6kR3eRvJaD32sYTgcRpwL180Sr567EwUshfNU222wuwm6wd/7Xfp+9Vdxb76Znn/9rxFuV0t2/KMfpfDzv0FgrscP+uk0cngVG/Ntu8gkOZzEQsUK2YKkcgqCDnrhpSPmc7ePMfDr12BvKeAOXo136jAqjrD6h7nhxhv5w/s/wu6p+wmMAMe36Cv34m7M0U5s9td6mTnzNM1WjZm5kwQn5qk8eS9Hzeu7skXVY1A+/pLt+49w6SATifS694QDgzHNbBEz9BmoSwyKFIMM+TADKFrtOlrORqRMvJUYWHc0tAtCsY4TAN3nglnt5eVjd/FZ+3d4zPkl7rd/lWarzZXG8650e+1ru9pHb3jDGy4K1JVSCCHOkyrPBbfeeutF7hPfz8jd/Gry+TeRPfstOmM2jVyJeq5EzguwJ6qw/09g6DefI1HWbanJHZ2Dnd2sfhx6mNUW6fW5C8b1cpNuF1S6rZzJrU6DpcosbqyI0xkcqbDQiDU4ujDN9a0lrJ5h2jjIsdvpa95Lb7VKJ+WyOLSNwVPTDGt7WfDX0XH6qR46S+/ObpXkUNEmiCReKDk222H3uhykijC0B3QLGjPgLZ8nZJ5Y2MmCbzLiBTRUE6dtETXm0MwIrnonDA1e1vF6qSGfcXlG17+a4v69ZJozxL0j+Mrl6ZM+G0ZMSjmw9PUsipdRkgHn7kOxbvHgVTdwY0d0q7R8DRUohBuQ9HcfqlfKufQcDGuVmJFOhva6tYh6k6VaiHX/3Tz9YwPc2tudjO+++QbCe4+yXWWpbF9DTWsw/dYdbP3sIwAk6QxhXz9ycY7U/sfIrNsC4+8imv5rNOVxtfsFTs/cysDAJCJqMqS+RcW5GlsJoljjAx/6IzZVX0vWbZGO6qi+GAxFy2tTrh4GKdFzl85G/YXgIpdhqXNm+ijD629gJJ0mvedmzLs/g/XQV7DXb+RcuWTNgzg2MIyYKE4RiR62HW5jTH+FmV3bOeimsDtZrB4XfaLAsV99Oyd0QXF6JTAQgsLRv4DCGgSCwtY3sdxM026EhInH2MhZWid6SV+YSLIttOda/fsSIVNwSOcdQj9mcGjo/B3VKk9zsj3PCV/w1HyajT1ljmePkbKeYGCphAi755vf2I9QgsSZYMuGa3jgs1/BnV8i7C9Q7hng1NqdrJmd41r+A/7YB9EiWI5Mml7M6b3LrLv6OysiU7rLNcWbQL8P4jp1U2C0VwNfJcE2G6QyfTAyArkrWw6v6QahodM+8ATOxh2IwVFSxdXjStV1RNpCdE4TabvPi95KY5iOPsDVmX9kRl7D1Y+/mWNDj7Bp5mWE0qBPDfGV1Kdp+z7vufr/YCmYZzla4H+c+S/0WP28Zfinuxt45E+7AsmZYUj3wtJBkDFSKb4ZzHO38tjibLkSQ/MDjZ6owe8a3aBMky8+GJZRBCvC5TKRxAtPo52uYq1xiVI9oK3c51WIXn8YlX4zAIbdwhItoNuyn7y0cfllQ9Dp0O8EBPYYmUodaUDvzBKDJy94rkctQKGAZKXAT5gmSkshwwBt5dkYRNBr5ViYaxLrGkt6H4NGG1wdI2Oh96UIDnZJcbXShppUfBY+shfhaGgFG9kIQSqihQ4zv/VANzbRwOhzGfzVa16SMVBKIaMEMgYECXFOghAY5mpiMFEBMmXSM3Ej9sqzTYYJrX1V7D4DY6WyO+60SKrL+FUDMV3H1vSLtpUkEcV0kSjwmY0XyTt5NhY3cm9+P+12G1dLIf0AoRlIBD35HIGTphHmcE2fQes4uhZxNriGDeNLiOoZ6FTAfX4tidlbRy96fy6ZrVk6ytTOT+uTxncahn0HDA2hQ6tdw0y71O02AXVawSBC1NDcEsHc2ZUNCXK9Lmg2mUtYYR6kdJLyWZKmQVjO0RodI6WN4vo6a84cZzrVTz3bh8zsRASzOKUaU2MufdWQXnuZeqaHRsVBSWjHLXJm4ZLt2zMR+glW2qPt2ZRsgyRKkJ4iLPso28RwLm8CK9vTR/ngDApFPjGIFuaonzxCdvseTKBu1Gn5i8S+gWWUwMgSEZLECYHXIUlihEqQSqAQlEr9aAhMHNYsGBxJ1/nkeodfOLMeAZiDg/T+/M+dTwqfiyXNkREY+TXs234NHvwIcbWCcW+Fkca1DLeHUSiSOKFeXcBsdytF9Zdw3qG5JpprUnrLJuLZa+g8+nVah5/CXrsZc+seWsUB7tr7Tyxvvp5iNiJbc3CuTWNYHYqmR1nbhmEaGIaJoZskrSZVrZ+a1k/e8DCa0zC46yXb/x/h0iCpBWDpIBRKl6QrFUxdw03dTiPu6nUCCKFxYnIf2p6VDryVhF33fx0UDgJBlIlR7EP41wEw6OZQmJwrh9bbc8CVnSs+b9LtG9/4xiXb+Je+9KVLtq6XHCohaVYYjCOOjxRJ+XXmh68nuzCHVAYyzKGf+jqsf+WzrOBiI4VA+miBpFNrg6XTyEbonkT6F8w4L3P1keYaBL0xrXoLw3HJiiJB5NFXWmmTCny8XIY+NBZ0Dde08GsLGD2DFDIp2qnN9Cx9gUS3SHsenm3QFAOkzQXoJAhR59Q9j5wn3QaLNifmOjimRnCBXgn927qvM/d3zRX8GgCnF/vQM2UcyyDXyUIGdHeQoPEQmvNDVuUGKPGMy3PLNsT+x3G8Co1GlijlcOBYm6lZjTe/ogdNs6kmoxQ5fX6Rcs8QidDpiUvotk4YesTLR5FlD2N9ifzQCJmeK9cqCeAWiuRW3FNNx+VIbZzU43sxhCQzc4y/ODzFLdduQymFkTPQJCAEJS9HnBdg+Cz/1MsY+voZZN8Qi7/2nzAcm+K3v40SGrGxE83IE2KzNnmEfc5r8VUPbtpgU3KW9p5HOXNoB7YmWVvZjJGtkW53CFUR18wiWwotozPr1+jbuZvUtkvv6vR8oGUtzmZaFLwYx81RjuZ5Ynaa7PrNuK0q2etuI3n4K6RH19G//ho6SzOcKc9zOJNiy8A4mibxlSBkjL7pb6Ivn6WVh9mxtyEKqa4jsAI/ilkqDZz3/7JTw+Cdge1vhlt/k9y3jgJQ8epkyieoG2NIBF7leLdlcteVJ0LShZUWHCHQnFWytN0J+faJWT5bzdNbdIgCRV+nTTU7gDaqsBtLCDT6aoe7ySS9Bz/W6XH76Hn4MJVX7iR20jy56xY0sZeRBQ/apxl0+6lWM9iuw8OfO8nwpgJO+lm0dVaSCS1TQ59bDcBUopg0MuzpHYEwhPzlzc4/E7ph4OkaC50yxUQjbtcR6SyGYeBZIcI10YoOck7HyhaoV+eQKkZhYqdKBInCSbVIeS4Ti1dhKAOhdBp2mR1zt+IPTLIuvYlaVEZHBwRxEqKe+hiidgaQUFgDkQ+5EaidhqBBRygetg3WumPcte02dKF/r0P5ES7AwtTTUOtORuP4uzvMPheIyKPbvAiarkFnDplzCPJZejsZlu0qEklx4euYk/9Ioq9B2jvByKOJ1Wsz/iGRdPNbTVKWzkK6l1apew1veOBxMksbSFZi/yhjoS3D06N9CBTKMrALg1ToI7tCuMWdhKn5FlGfiRyy0IDWERONJdJX9WOUHPSMdZ50Y6XNN5xtYQ64XZ0xU8MYdBGWTjTX7mpFJaprQCW6JNeFyZxLARnELP2P/STL3Uofe1MRd3iQ9OElZta5DK/c8owODL11J96Pv3917A5Xui1oJMhYooTCcDMYbgbmHdRonmRR0dF9UomNQKB8jw37DmIZx3hyh+QXt/8+AMeMGTYag/SEOjmlkGECwiSXz9DTyjNT3Ma6+j58LUuvc4qW6CERbYyBbTC7FzbcccnGRAiBvb6AihK01PcOv+KFDraTIrMial92Z0lXBW1+DaUKJG2J0C3ijRupVBYo10IsS2Ffwgpzw7HRC12jOBnVSHQdGZlsOTnPfT3bSSchspmhLjRSxggZo0KoO8gBiStbhE6eIK/jHF1LfbD6kpJucZhgSihmmrjpiM5SgGHqhK0lWrkM5mVOMPePr6Nun6Rod93uqyNbMeamENuvIaMJ8uRJP3SGaCSN6ishlESGEY1mhdOzR2lFZTYWern38W+zacP1TMRbyNopHMfGDEx6TBs9EkxGZ1j7+c+BaYGU9OQyXeOiA/thx86Ld+qmf4PRahGYnyMTuigkSgmUD2mtl1B2XZH1yzDv0HM27rU7aHz+r9EwsXNdslgv9NBIEjJRC5nOEmYT+sMMO9e0UMrkmBqmsPtlfOsf/hIvCnCWLcgNo9VNpIhg+Sj0bYPCxEt+DD/CC0c018IaShPXAvSiTr3UTXDI0waVThM90lnQFpDNmGarhog1OFnDr7bohN05izCN8/rnlcEGpal/QkuGAR9dLWCK7hxnXhY5/sDdxK++GcO8cp1Kz5t0O+dC+mIwOzvLAw88wOLiIlJerN/xy7/8/Oy6LxeE7SLiJoOewdFUgtXs0HR1gtDFiRfBANlYQKtPQf6fMYa4kEBTEEgfO53HLXQfAgkSM/AxSxdmYi6/ppu9bGBToBqbNGtVpJTUGsvocYJoNdGiBH1pmbivgGM7hLOn8dZeB42Ijp1mQN9IYEBgphBxmzQNPMdBtlxS3hKLh+bPb8/UNZJEEUbdcyBOJIZ+Qcfzmlvx5h7lXC1kXAsQ+QRdXXDBJAoVtRFX8CJ6qaAlYlXXTQgWbqgSL+1k41f/gftu+PfdtisBjbUL/J0zhRIx4/4oGzl8fh3LlkFKFGiYbTKNFMrT0YsTGKmApNhHc3mR/k1br8wBrkAzTBrzXZvv/o1bSNsG9eFRep96CgyT1z/+GeJrtmLYoJREKY04DuHRMjO3zGLnLfzXbWfnmmuItX605gxbr7+W2hEX3U6RKIWwx3HbD9KRadbIJ5hvrWeb/w0kJrepo3xObqXuZRGJSVAvsTn7CCpMYeZ0rJKJhYk7cwJ9/17YemVJN2FojLe6wa0eCVq1CtWzT5HbupPASWGmc4hGhfw9n2Lore/h6VN/jK4MDs6fJpdyGC2UcFRMw9hEj303iJi+RKPRrCBTgyBVNzvvJwRWGr0VUiCLPXYbaiKF3PJ/Eh2cIUoikiQmCNuYIkTGbUqxRqq0EQBfu/IlK7qhkSmkmJ+sIOwMSaGHBalzJLD5bKUAmFTrBpQyLAGeo5M7naJ/uUtEpys+anQW3XAJOzUGB8YpVxymyn0U1ikUGgvFFGtPPUTAjYyu2cisl7C44CN0+NSHH8XNWtz6js0MrH1G5nilumjZENhjPTC58rHvMWadRgtNMOPvcP283Mj29CEGW/Qcm2bpf/5HRn73owihYWgG2digt5HBTknS7cewJ96LM9OdrJfDBlqwTCo1wnD9CZrJqynEKRwXvI6i6A9wy/LNbIzr9B/6Km9ID3G/0okSH9tRJLVJjGQlMg9acOPK3ODstwEQkYY8kmWi+grOfLHwI/Hk5wnBdXwx15XF8IGZB77wotanBRHbb9hw/n2YSiE6Xa29fJgGoVEIs3QcnVxSQSttQkUKEQs0ZXFt+hO0ZD8iHnlR+/H9gvbiFEUzZtpYZRF7g+O0vdsIMx4aOq27biH30QPMFrOAgDAhcGKKdo1zd0/D1clkHDab17NxNuKhoYO07TxClHHvHMDOZOnsX3UyPVfpFi95qCDpmrT85FY6exfxjlcRqptUwdYQho5wDOJlD2v4uZlQtfYuEp6sEZyqo1DY6wq423tJbbm4Iiw82+wSfAC6wOhxqC/OExltUtowNbOKIXWcuRqdbeO4zmo4EpyqEZxskt+VQQl1vnoWwGhLVM0n77u4yep8WSQJPS2PRAuYOO0hkwRN19Fcm38x+Ru8P/tbvC7toDX60G2LREoKVZdGsR+r6dFIBhjmMMv+ECx+CfrWQfnYJSXdAGQz7I6L/t3vWEopkk5IurD63DhanGLkbIaY8XPfQoZ19KUFzrVVGZaFYT5v5aBnheY4sPIzJn5AOgoJ9QyGmSPlN5ka7+5LbC5hhBaGrLK2Zyv+icfpPfFNjg+/B1EKiOZNFsN5xtwXrwf+bIhDSauTYq7SwzWhRnalvTKIHYTQ0C9zZ1Wpf4ipzsO0tD6soEM6lCwd3suTG65iz84dDOV0HjjyFLt0l6v7u469Ha/Np7/wXxnduoOf+O0Pof7qf3BPnPDU/m+hCcHu7beyJFqMNNcwM3iaOPRYSkesXWyDq0BKWF4Cw4BWExYW4M5nFIOcOE7HdHCUQgrwvAaLT5ZJSQP0GHN0FOMymU7k7tzJ7K/MEM2cIBxfwywGPdkcC/NTpL1ZLLGHdt6jODmGlllPuqVRkHUWphcpFvoJowClm9RbOsfFdq4NvgqxCSfvgave9cMnO/RDhHPPKIKIATFCvtGDJU3SxgCaCuizcwz4A5AGGdbJbxqmVSig7TVx091r26u38CoRAh0lwDTm8KNBQEdpGpHlYtJhUKuSCpaIguCKkm4v6M58//3381M/9VPcdNNNzMzMAPA3f/M3PPDAA99z2Y997GOsXbuWd7/73fzBH/wBf/RHf3T+9cd//McvZHcuC/R0FmNgA8O+D7qiWurj5PgolvcYwd5jmGIBrXwAjn8Jwu/VN6wIEm8lq9+Fb4YY5QjDvXLZ+gszb7bRJQPbHZ84jsiWBkhv3E662SLb6TLHi60GjfIqidbedS2M/RgDy/M0sxkWe4eJCzGj1jFMw6edHWM+GSEIV1sLSlmTTiiptiJq7YuD9FbUoBHXzr9PKjGxEWFcIK6rpOpqWtg/fKSb1bx4PObG4cRPbUSUern9/vfhtheg10O76yzR+nmitcscz23miaDblhUJKOfH0bLryMVpzJRJEkhU0CbuGPi5HDKKcPNXTuwewEqvZh+FpuMKgX3btcTpNGbgsWvhKH7Vw0yZ6LqOEALTsBigxJ1T1+NJn+Wc5OENPkbcwGg2oFLBfflVLPzV72MWe2Dzv0PpDjljievcz/Ck/3rmg03YtBAn7uYN19zHT/+izdpNc4xMnGZj5nG8pIBmr55rSbkb2BgDl1eM95nQ3NXr1NK6k0i9tUgzTkins7g7r0P3Opgn9pPu+AxvuY2EkJl6hfvOHiOIPQxNMFIosWC+lVERcmfH5+WL92PoFsLqjrGdcnBsCztjERsJKTeP1IeJnp6C5RambuJYKZb9BforD2Itz6BdILAgjEs38X8xyBRTKAnSdtGadYYbi2zwDqCnTwBdgxLP6+5ry81SHVoluRant2C09qObaXp7RtiwZheh7/HahTGMxMZPORzZcBUtN0M88zhGtsANu0tcvTOLjBTN5YCF003u+V8H8Fqr9z0iD1YIpaYAK7kw/2VRMVPQasNLqKvyXBH6Hku1ZeRKjDj3l7/Pl576e4KwW8GSEinkQA4RVwguiNuVyKF0G8fby+29n+Xq9ZLhXoPeTIRtdO9tsZ/CRcesTcH0Q9w4X+a2hRo3T54kkSGysA423AXX/yIAnahDvJKJsKXDK0/8DLnyMMQCFWs/ej2fV2gSRgZhZCAigzAQL+qVxBeTCI7Q0drdfvMeP0+vn8eSBvvXriPWTLTOUQzXwiyYYLjckP0Ud+Q+Qio8+1Kezi85VBgjgwhtdh+loVfQz3VoKxePHXqEg1ux4hRGbJFY540GARDDGcxbdpBohYvWOTbisCE7yKb6GE5sUddTDFkhtdOT3eUuuNeqSKISRTjbIppro0KJNZoh9/IxaMeoUEKs0LM2sh0RTTaIF7tVA9KLUVFC474pal85TVzxSPyY2ldPU/3iSWpfm6T2yaN0HlsgKfvIcoD32AKNr5/tVpBdgM6Ti+er7vp/aTfFN26gU68h12isD6+nEBVxYkFw/BF8kSGz4kanlCKuBsTNBLRVXa5zSHwdcjYmz0hGKIUGmFIycGSe1vJid9tu93k9H5+io6eRjRk0Q8O0DNaH4zQGNqFCGLROsNn9BuVgDCNpw/z+7usSQ5wjxBLVNQJ7FsgwIYkihLl6XQV6RLqehvMCIoJ48Qyi1qCy0u2hGw6G9bzrKZ4VRnr1mR7PLeNoGlmlCIo3k+mUz/9vMTWKEUyS9Z+m9yd+nvyNb8A8ehCNhKTs0jmjcbS5/zsKLS4loiDBsUPQJWZ29fyQXofQcdAusz5qptRDINtkzAJWZhhXsymeOsjogQdpxdBIdNL5PI/uu4+n7vsYy/u+wCf/6U8BcPN50DTCgRF+7uY7eMWWXTx9/HEee/pehq1+xvQ17FnazBZvK7Y+jO+MEBkllJWC0dFuUr7ZhJMnoF7vknGeB406PPUkZpKjJ+jBVAZLs/MUjF5sq4AqzxFNT6MXCpdljISuY/T10XrqAaxiLxPFAkdf/S6KnTru0tfRpSC/lGPw+ARx7Zeox79AOoFaNYdhWzSaFbx6lbGFM8zq62nbQ925VfU01KcuyzH8CC8M4ZluYkazBC9rv4pXzOzhxrltpPQ0Ss+RilcJ03KrQ7BCoqv6amycykxz+hX/ky+/51GO3HgWzYzR6CYTlUphsFrFP6i3iMPn0Nb/EuJ5R0Wf+cxneM1rXkMqleLJJ58kCLoHUK/X+dCHPvQ9l//ABz7Ab//2b1Ov15mcnOT06dPnX6dOnXr+R3CZENWWUYGHjLaQfTwGX1Av9DEzfj2Oehz52N+RRA7UzsBTf/Usa1l9ePqJj26unlBJvUJquo5xoZuRuLxB64U2846VQRk2Kg5pd5rd3TFMKPWS9yRNPY2n2RxdXCbnNxAC2pGCnVcx0C6RazaQusHi4HocrcOu8t9iRG1Cs4+//7OHz29nTX+KvGuggL0XiP1CVyT04sezAjtCjy8gQpplZNDoZnV+yPBMcwPL9/CzEcs//VoMN0Nf+WnyNx7rniYShAL9pmXsfJeIOZWxOLx2gP5OHqEEUTsmbsSouI2eVvilrgaenb2yGmVuodQ1c9C6rm770zYNZRK84dXUhsYRmgZz88T+xZP63tIQQ8087zr6Gn766Gu4sflyjo822bh0HJ56Amuwn9zb30Vcr4LS8HLvoeUVseMyb8n+B74l/hUL0TqkMtAOfBL90BfQbRgNDlEMDmJlJrCKJjKW1OMmSa2F0d+P0T9whUaqiwuv04xbwDBNdK9BZSXAMXJFgoFRlK6T+5v/xNrrfpzR7TdguS7LtTJfOvw08406fhQyVNrEn2SKVDSNjUGV2+9Z5pbP7mRi7zDUuxUGiUxoLDbRbv5l5OBK1t/QoD/L0fJ+wiTACZaIfB2lr+6b6Xx/XJOFvjQ7blnDyKZeKHQFpgc6Jr2Z7nXy5pP3cdO//Xuu/8lPMPbJvZgHDhBGiygZY7YdnhbXEyzfTxj6DPWvwRQWxXaF/ulx8vUIaZh87eVvI5M+RPzohxChz65Ri603DZEfSGFYGo3lgPs+eYFw9twTqJX20qahY3oaMpEkviTxfDr2SmtH5rlVn7yUsFIpEIKGY4OVhmadV//cv8EnxFM+dmLCUI5OKsPWvW84v5yQOmH/jyGdQUS0wCb/w4z0a7zqhgGGel1sS5JENo1IEqb7YeIVmOO34rkljhZyHMtaLOcLMHF7V9MN+NTRTzHX7lbFaiuW8ALQNBNNM370eh4vJUwWKjmWa1k8FJb94l6mcTGBIEwLbbkDsWSoXSIUEct2ndO9S5ycuBFVfgrpt9EMgZFLE0sHhca68HPIb/3JZTm3XwpEB2cJ7z3CeOl1yNF/xYbwZYzUcwzOniWOB2DFdVIJiTJ1Yk073wlhm2lMUyPWL27tkheQM288dTNvd/81yda/xD3brSS8iHSLJa0HZwiOVsHRsNbn0TMWRr9L77/aQfqWYdxrB8jcvOqunDS6CYHm/dPMfOBBGl+apPXNaeb/8+PM/e5DtL4xTfv+WVpf6waxomhhbsgjsibC0YmmmlT/4cRF+5zUV4Mbo+QgZcLxxx5GpMBJukSOSjqEIz5L+ijpFe2zpOITHKuCSmgfKnNi/gkqnYXVsRAOyak6plx9vkx96FeY/ZPfQgGxJrDmFjny9S8zs38vm4ubWZ9fz9/4f8fXwgy+iGgcapMEkpLMsSt9O7PHcvh+hoI+z6B5nIocIbIzMPXY8/npnxOe+Vs9G1Q7JlYhKSdNEHSomS00r0zv6a2AD6JDcPBvictHsNYUmS1kcBwDO9uDcQlbhVOl1Uq7qNKi06ghgbB4I701n0JtGaRkvrSdjupBC+bQonmKr3kbmm3S1zhEyg5gPk2j2eKx2v3sq1/6cYVue2mS6OiZDna8OheJAh+/lAfr8laNu4UCwQU8X9w7hmfa6Aee5LST4rHQYPzq60lbFg9PnmDv7BmUkvQOj3DN67qalw+PXssXdr+NM3f9Mn2v/yWWlqdpd1poQmNda5idlXVs6GwgsfMkokCUHofp6a5TKnTJt09+HP77X8DffQL+/u+RcUQ+KRGIkGVriZNPHzy/jyrqFo0YA5dvntvznnej5VfjkELKYSbdQ/npeapnPkZlwyRCde+RCkXOENRqeSLRTzqd63a+zJ8mIwRH03eAvXLOHvnHy3YM/19E8/5pmvdPv6BlVaIITtYQrk4ytlp4oaMjEOjuCOnIwddCKkmFyE2ILBuaGnI+JAkSkigBTUePYxCgdMWh6JUIrfvskaLAcriGJ7beylPbXsYOrU18QdHPlcDzjoo++MEP8tGPfpR3vetdfPKTnzz/+c0338wHP/jB77l8p9Phne9853dkr77fYeSKaKk0WqaHoUP309ywB0PCkfXbGD7zJIZKEI/9Gex8E5huV4fMKTzL2hRh4iOjmE7TAwEdvcWwrGJcYA1++d1Ldcw1GZoLC8TNALHibrZUnsE0TAq6RXl4A+Gpo+T8FsoUNIIOQiUUbEHbT2BimIF9azjbOkO643F87RZGjlRZX3qSx/hFEBqLi6sueKWMSdrRiRJJGEu+Mn0PTTGNAqIk5C7NgpVGC00DkWqhi9WHgZYqIVRwRd03XzqI7gMTQCoKS8sIp4+FPVmG8sO0/y8Ht76EDNbiay2CKiSFCk90HmW9McC+vEM2khR8l0pUJh24eLOnSCpnkT5ofWM4rotxhd0RU7k8mqaT6e1DSYVWyuPVFon7BtG2biMTRdRnT5O5eqIrsi04X/F2IczEoJYXkErB3BzU6+Re90rqf/FxtJSDnt5BVE1jZFpkChXenvp3RLGLr9JomoTDn2Xnz/wq4Uf+nEi32Hb9q5CJAk3g6xGpWpt4sYZ+hUlKLWWQjFs05+uIRMNx00jNZDoISAT0uDb+nluJzhzDqVfR9z7E9jt+isYn/wO4GYxUmoVmjSCOcEwLldlGJXiESHMYX7iHhcybGT2RourUOahOIhBYfjcZINtBV/dNCMztw4QnYsx2k8AqUdNLpPQLKt0uYbb9xcC0DUzboFX1EVe/DH3uNJlGhTdtsPlC4HHT/AFiP8GJYyzhQNhAegERs5Adwvy7e2jd7OLeuBkvCRjOpanKiPTJR6ikcxTjBoFlo1k+rrqXdv2tKGOcl23KcMtP3MAnfvcRZKJoVVeCUKVg7mkSBAYKz9TISrurg6WDSgJUfg0MDl1xPTcAy+mSBJpSELaRSUhhcJiw30fVOiAhv1BmqjDBhH+cZngISZpYaOz3Enbn+tAJyMuj7HD/gSh5M1IpgrA7B/jthRP8t5t/mV19u+DM/RhWlsgKOd4zQtvp41xd6edPfp6vn/06d2jdtpfzdkOuxrZ374AfNZg+L8ydnGf5S/MkEuoDCf/yva97Uev79ue+fdF7YVqYiQJhghJU7RaBEWLGGgsDE4zfexIz75NENkbGQLVKaGKWFMvw9CehOAS73vGi9ulyQ0UJ0g+76ey4W5Pp6zFDNYuZSOGTQpPdwD/REhqJjmkZ5NseAkHu4CR37HwranAPMolRiYbQIFEKPwLbFtjS6j77Eh9DGATV+sVETiJJ6iEqkhCB2beia6kJnE1FooU25MEaSmNOZInONml84yzNb05hrcmi5SxkJzpfpYZGVwPO1iGUaJaGvb5Iz9s2EU41aT42j/foPN5Ti0zvXcTZXKL3Z7eDoWGNZxGWjuYYBJ02ceCTEy41YwmFwm1XWXLbaLktOFb3GMLpJlBHejHtI/PEra/TeMM7cKRG1OpQkBpLx5uk1nQDLZnExEtdIl4BhlTIVhslFTMHnmL0ta/CMRx29e1i0reoWCbZuIojTYTUSMcOp1/+Rnon/55lYz0lewpNScyghVIzl/yuIsyLqxJ5FoIsaQREMqDg9mDbLlIGhFZh5fwxIaog4kWciTHiYge/KcGPyekmhnnpSDenJ89y5zjZICLyPax2kyhfxDBy5JshlhdR8BeolgapiDUk5iDG4ufwB34WefU20s1l/PocDPcTzWc5mN6LLgx25K65qG34UiAKQhKpk6RBa8eE9RgUxJ02ynW6mmeXEZqm09QDKlH3/NRTKeaKo/QmHn6zSX9/kdLO6ymdOEqu2WCx1WRoaITEcSgMDjE1WaXdic8XYKR6Rzkelam3lnHsFEITdISP1CS2MiGJEPUElckggqA714hXqoIsCzQdFXr4gzupWHWk7tGOK1jaagxgDPdhr7sNY2joso1TavduWvfdT+fEQXBcMvkhvjq0k031GXIn5lj/yhrtXB+ZRhqBwBQWphXRaQ2h6TP0lFymK9NsiTucdvsJMuPYYqZb8daYhdzw996JH+E5o/qPJwhnml0jBAXpG4aetyZotNhGKzrorkGchjY1LFJ4WgMhewhDgRs72NIk1EzM0SyFWkC9WcT0dTRL6z4HDRe3UmfHGYtt3s2EG++AioL5Np2gzf0/9nq8vI1C4+b9X/nBI92OHj3Kbbfd9h2f5/N5arXa91z+3e9+N5/+9Kd5//vf/z2/+/2EZnkee3kGSBg9UuHUXTpXN9ZRYBfhztuQQRnz5IdIlgLIb8FYOABrbrl4JWKFRFEQ+y2MbJ5Utjsh8m0I53WM1IUn7mUm3TRBsuTj+GkKRj9apoAXSZSSDA92dRjSboblVBY3kLRNHTvx8TBIxzFxYiIti95kBDhLZBgYUYhMJeBY5BeOExk2Yd7l7r3f5NW7Xw5ASz9LJy4AkrAdU7crgMIUFomSF+wfSKuMrlY1teLyaZR68SLQ35e46OdXGIlAyQArsdj3a1sJbJ1wII0Te+jZNLXsDK2wjR/X2J8fJ5NIypqOFQhkLcB0S+jWOGSWMUYckjjCTKWuOGGpGQZhp03YaeM36wzu3E58ssxyZGBs3MKafU8Td0IEOsRc1PIpZYIQoqvXgUZkClQcd63SJ09j7LqKODBx+nKgG3D1v0c7/fNIkcJQbQQdIs3CUAHCiyl89FqUJlDo2Omuk7BSihOZGXqaKzbVhStLhGhpE306pCBT6FqJVr3W/UcYsKmQBplwaud1OHsfJM7kMY49TXLzyzFth/L0WTqGid03yESpD9C5U7+es+YBxiNBVuSwWg9ijtzOmn1jfNH8JgC1xRZfPPlFXsUOkmYb2WxSufvj2FoCxTZtdwzhLcMFlW5W+vvLmXp4Qw/6uj7ac8cRhTxv+ofH2HrwJKVOnUTXme0dRY92MBBKvHSJtF9HGQZGu0U4NUP66ohGu4EwS4xW/pq1SZ3GxO2E/WOk2stU87301hZR1ROEHgSnTxB96TPYC/0wth7T0pg9XmW4uATmBUR3mJCqrVayJJUZUhlgfg62bbv8A/UMWCsl/eG5wD6JUL6PMPXzkpPmosap5Goq6QGGOz2Y2gBpFfFoJcvOHbswqieR6NRP3Ye7+DS3aw3afS6PBL/AVdZ1VMsLxPVF4uY4olpkLAkpLfs8uPEoQeFlVL0qj8w9Qi2oIVPdlluxUumm2ybm90kr8w8StAuCf2umwBf/69Mvan2q1oGrV6tihGmhB5JU6NK2PNzIoSN8nMRiaeMIjw1t5pazKVAJdp8kWShgMotBCJVDMPPEDx7p5kddq2hARU0wLDzRxiaHHfnEmkNshsRGRKLH5EyJ199PPd1NauSW67ilkW51N5wzg0UDZCg553SqUCBDIMafnCfVuxpUhlNNZJAgXAM9a5G5+WKNvHPumnHZI5rsdjEoL+k6qLYihC6wRjNECx1UJLvruGn4O5YHsMaypJoh3qMrMiMK4lZI84Fpwsk6KpQYvd3nQOh5GKZJ7NoU6/0rny1hjRQ4GQ1z7cr5GM03UV4LFWsEx76GKeexyxXSG7ZAFqyzx4jv+xbOG6qEQY240uyOia4jBYSWhSHA/ofPI6+7llxkcaRyhEQllOwyR811XFvtEM0nmOOCmIToqpuw618kjloMGkdoyB583cUowsOT/xPDKZAgub54G332i6sAuoh0+y6VbtKLYdik3WkQxk283oSh2eXVZb1FUJJ4bhr5yt0MHlqi6etkSr2XtNIt118k7Y6DC5pXx2hUkSNrCTSdUsfCc1MYfoDnZMipOaQqQrDIpNMgP7GT1MNHiAs7yQR1yqezROtq2JrD6c5x1qc3X7L9BIiCGgv1NCIXktH7sfLdEFdUZ7HX9lwRfdTIjCjpXQKr5dTQQp9GNod+6hhhz3XkJ7bSSWJSwyM0Dx+gNjuNlUrhZvOcODlPoK+E6VKhmxZy0wSn2x3yxQQQHJAVtOEWA50sfV6RRAPS62Awg9U+g1jsXptRZgShEhJLIzYNUgm09YBpfz9pd4hKNE8miBDSJ6mUMS5jwi+1cycqSRCmjtAtEq/N9MR2rn/kKBoStXyAR1+n2P319aQbGrp3Ndl4msjsw6810GyD6akjbK9XyTo2DXecvuZZ0G1YOvQj0u0FIpxt4R0sE800kbHsduKJ7jMmrvoQKfSSTTTbwp54fudLNN9GTxtIL0ZqGrGhk45tTNnVU94dfRvP2E49jqkFVcyhIpY5gJbuYPgClYAwAN1CxjoyPUyqY5OywU/HtBoaNj108r1EqRi71SHOpamdOUXf+MSlH6zniOdNug0ODnLixAkmJiYu+vyBBx5g3bp1//xCF+DDH/4wr3vd6/jKV77Czp07MZ9xE/wv/+W/PN9duiyopwSj/duIKgtkRnew5vhaRoeKZCMXUiWU0YfMbEG0ZknqPnJ5Gm3NM9dyjtxQGPUmwl69EchmFQCz54IqmitAhmiuiezEGMJCtmrYQMdvIaUkjgP6DEGrVaNtZ6hmMgTodFotwlSGTJjQ7MTkM2lyySBTpZh8XVHp0+kv+2z0v8bjg7+EbJb58gP388qrbqMVN1jmJFZyE5IIGqPohRkSzSPUfcQFp2gSBSjRRMqEJJFoCIRd6FYp/RDiYjJMcPM9n8HoHePIT7+SM1GIuXicwoFFtp1M8cAvbCHfm8UNFP2yn9mUSdXWGWsaFNsmVqmHpN4dp6TVQgiFjCOGtn1/2Gpb6TSR7yN0g93DW3lAPc2EE1CXFp3X/AtKD++j+kidJGiSv7WXlJtGAd986B/Zs+vl5LJFfD0k1ARLKZ/+DjA3h9i6DWPNHhABVr9J0m4x9ZnrmXvVm8i8450UHvsNzL37yOtzpLVKlxcX0BG9JEGIaVmE1ZjJ9fP0KQuEf1lcnb4bhCbQMhZBwz9/SzFNizhoAd0qoGjTTpRlYZ86RNJuIBfncFZaFeM4YqFRZd/sWW7bsBWh4NHMZu5YfBSpDqKMDnOZdcSZiANTh4hXzsM/evQPubPwJwg0wpkpah//OFqxgPnyYQbsB6m1epHGaibZzLmXdVyeC3p++qep/OV/B10HKdmsukGsiOADt/w8o6M7+O/vupb7f/c+tujDkB6msW4HxvRJnIER9E6Lhl8jNX8K25Csqc7x6IYtpDSd+YFRetpNgr3/m+w7P44MA4RpM/rkfTypjWKWIx774iQ/9soFrNY8ulJ4OoSmRkYrkMRJt9otDtmeWyEv0le+vdS0ne5k37BQIkI4acKZRfDaKBSBHqL6BvCrHaYaY4yLJRLZQyh9RLPKI+XtMH4jg/E+8rOPYcdT2HIeS6TJyaPc2bqZ1GJEHJch6GblLQx03yVTs1juWeDxuad4cvFJpppTWOmu8cs50k1z4GWbr7z23Q8avlI/xeLK31rdJPRenPGJfUF3qVKqO3+ptsmFaUba3Yl0Mcyyv+cUbbuDb4a0phU5y0LFJsrZAsGhC1byg/dcV1EMtoHyA7Ty3cjBN5BNemg7gsHWJJE1hlPvXtNeaoXw6rSh2CXdbKGfJ9yUUufnAEoplFJo3VkPZ4wZ1tAl00SlCYOiK8xvaIRnm5B0f4y4E2MU/nkhcT33nZ9H0y3cPQOU3v7czYLcbT24/8+tKKWY+4+PEM+3aT6+8tsJ0Fa0tUKvg5NK47JKzCaLM+TGr8deqVpQUUIwuQxWH3rKQtbOIKRHdPggbLiJsNMi39PLnqvuwHQHIesi2ycRQO1fv5vJz/8jV5/tntX6waMk7Q7+295BT6qHRtBgPpjCHNsKnO6aAugpYpGg2Q6tTe+jcOQ3iKVOoDKkqcMCtOrHqdODjs6Ud+oSkG6rhJiKnv0cT+ohsuZjDuUp5nqpm9M0nFHQGpCkkF6DYPo0Zl8vfhQyv9htC9RNF027dLFDuj9HgxVS1XDwlxfolzEdQMtsJePVme8bxW61qYkCI9FRVBCwzks4s2MTfZ/8a44P/jitVgl3GrzmHHEuYjlYvOSkW6tRIaXH6Jk2zkp7qUoUKB1bN65ITKVKQL37t3AyTNRmqIRFjOVpKsE1NP2Ed/3+R/j0B3+LJOpqYLqFIl4rwI8lmhRIIUATCF3QKA7wR49OcuBMmqG8Syg7bK4GvOPaOnedHUahUDYgNc4O7eRpax2N0/O82iqRMw2UEBhCUYgEp/JzFB+roKstlMxBMKH18NNkbr7mso9T8R3voHP3wxRe9RY2tJv8221Ffj14C390/59TnCvhZ30SM8Hyskhd445tj9JwGjx1IMvk2Tlsy0BVvsJ2q0TQNlFxszs9nnoI6mdB+5G7+XOFDCUokAttrE6MZSmwAQREitSoQIyLrj6oqaGf3gu1525YIROFsdAhWwghnyY2t6PHqy2mmjhDMaxRdQz6ZJ6yW0MrGdScGkkajFAHqbr74xTI5/aQ8woXLL9azWZ7BlEqJsi4WFdtor/8Ddj7Emj9tbzn9LXnTbq95z3v4Vd+5Vf4q7/6K4QQzM7O8tBDD/G+972PD3zgA99z+Q9/+MN89atfZfPm7s32QmLhSlfcfDdonQoy6GCWBsjf/nZuMQyIICTGQEeYWZLcVdhnP4I4ViVx/i1aHPzzzilKobXrYK+ycr3/+BhmJkIvXti6dgVItxUzBROra8OOYnF5migOsK0UangtvQ/eQ9BUzPelsJIW9aUl+noHaPkJ1VZE/uZb2PaQxqngYeqFHvZvv543nv1rNpUe4lD7rZAeZODoVk7XToMVUdNOkbNGcMI1WEk/pfLr2TSq46ePo089CiuiiEk0hcgGuDKFrmvIWJE0ZxHWD5+JQhfiGX8l5OqHULVlbMtF04oY7Sk6336c0nhA522bMIs5arkMStfIRAk3zwhMu58kSYhq3aBKRR3ikUGufrUB1fUAAQAASURBVOu/xM5cXgv1Z4OdydFaWiRsNXFkTCfR0C3oM0KiddsIDp3CBgwnj7YyGgKot2v4XodCtgc3cfBTOofWhPQfiOHMJMzOYK/L4z89i91nYGSy2OMbkfUGpxc8ri0U0NeaVCtDRC0bmxaakLRSV5F3bJRUtAMPGXiY1e7MScvlnvU4Lhf0nIXZCDEooOk6URSSiWuw4mo27rU5/eP/kuH/+Z8wZifxv/llnInVe0u53aIV+NwwsYG84fBm7dU8ndbZ1X6EdHKYq492zTg2Dw1wcEWg2YlXJy1JvZsk0Ks15OfqqLeDDHRM+4JKt+KVJ4yeCaOvj/Qdd9C+914AOpkCR50eJnNDTKb7OXV8mYOzdU4nki0ry6jCMOH0Mfwzx3HWbGR8bAdnZ9YzYUyx9fhTHN24i5HkGlKD1xKqSfLF/Sx+6t9TeuOvk5rYxKbXaFS+/DXOjNzJ9JEqn1uO2TBUYtemNjVLx887lKZz6IaODCXh/NMw1guOA8UrTyZZKZckCmkbgn6VgNcgODWLf/995K5/FQ42abPAwpYCZsXBaBwmkltxjSxj7TX0Nr9NYekUNi2k1FhOhhhWCzham23W53micge72nnOyQhQSKGaHkaic+PsFk4OTfOxgx9jqjlF1spiSxe0oEu66aDdKXjv1997RcfoBxHp+gRjXA2A0hQ1bfl7LPHd0SOi838LIdAzOYxTddLRxfIF461+Aj2kYwXMWcvk1DiaqSEzG+ECjWOl1A9ew3AQQxAjhI4WVehQx2WIsXY/Z9sRTW0dhZWvpodd+tMjnDRXp+GuuVodHM+dxhhci9AEQgieOtrhUO99pG4xWeMNsWauS7oZvo4Sqku0JRfrngpTu4jkeeb/Bv6v66h+6ijh6RU9XQVG7wuTmxBCkL5hkObXp5Dzq90HWq47Pws9j+GhteypX3/+f87YAPuMbfSsEHPB2Sbh6RA0g7h8sutMrxTqoQeJb387Vq7A5g17LiIko8oiUtPIbt/O4rfu4d4t49wiLaxjJ9Anp5h7/BHG82M83nmCo52vUeaV+GkDUY1JogQXh7FWP8sDFrnJCQx/El3Vz+/jdtnPY0InUiFP1h7mqtz16C8igP+O9tJngfQiimMFSsU+pJIc7ZnDWdRB5kBAvDSN5rgM/My/5Km51dbu8W2X1h3UKeY5p7YsDAfOPIW66ZW4QhDld1Oof425wTX4eXg6+yYG63+M5Z0kc/oP2bT9z7j7p65i4mtf5tjGd9CesxGHSvg3LDIfXPrAVwZtmg0LuSHGVN1zSkYKmfg4qSsjozI6tn6VdDNTxE6aUqfK8sEn0e58Ewu1gB1rstjuapKyd2yCqaNLVOoxMp0CFBlHp+XD9vVvYjYuczuSV20aIr1iIlfWvsqnN3wDJ7Z47ZmXoceKgeUWrwaY6BLFQeBx78RjDEXD6JGG0E8wM9NiI904QCmJilq4115+0i1z263U/v6ztPY+RGb3y9i4dhe/kWkgr/ow0cEHye+dZd/tFrd8Zie27xLN7MHeuo+B3ixnp+YJwpj5pWXGBtNYUUiiFdFVBRF3wKuCfWVlYX5QoJQiqfrIRoAAhA5ceLszQazoNSsSUArZiFEZ9Zw5HNkIoO2haaCs9Zgii7xAwV1JSVKxyfdmUCgaVge1vkCogx0oDGV2yXQA4TKevOMcTbDy2WoG0AgvMKx0DJxGhSTsvKh7+D+L+LkZNDxv0u39738/UkruvPNOOp0Ot912G7Zt8773vY/3vvd7T3z/8A//kL/6q7/iZ3/2Z5/vpq8sog4LT99DVjgY/WtIbJe5wRQLhSU2+EPk/Dyy5+UYC59Fi5bQj/01vOw2KEysrkMIzvXjGEGItiL+rxKFvVjGzsdopsU56+8rkZUx+l1qi/NoEeRyPSy1GtQbZRrNKnZG4fUMMZkdYNCvdFtlheDe+TY/P1HDK/RSbUdMDOTJDaxjovI0y9YCtUIf04Pr6G+cof/gEyz278IvFPnQ3/45v/RT7yBv5jFyC2SDQTodHQRMLWpctfZqZPzk+X2TyTx2xsKMVi6WRIEWYz2HCssfSDzj92+kJkiJBdJPTfLau97L8j3/SP0bDyGdAkNfeJrG5iy1G8ZRmqDfi9jWCDDltYSdGaotUDMR1BsIvYa35mrcy+RO9FxgOqvBxskvfZoNqRgNaCSQ0wLCPTcjyt3J6tJ9T3BmrcHA7lcSumnmFycZ7B8DoOSlWM76kC8ACvY+hbnt5fhHbcLlJiKuk7/jDZhP3IdpCMob/292vzrHFz9/P5NPVrnK/Se2dx4kyl1D4ktkkODLAKO9GlAa3wfjdo4cFwgyboFQBszNH+Yj7nreUrDpVxCv3UxnfD1GrYI+dYJr/s1vI2XCwumTdGpVgjjmWH2Zh/pn+fFkI9vcG+ioGm7n8Plg95e3votfn/kyjbDBddMuvpxGqgSlKbRikbjTRtdi6toaAmVhqZikMUvo2uSy26/cAH0X9P7cexC6TnjmDAtrd3CsrGgFCUNFl1aQ8PDpCodJGCdmndDpvO7nCB1Fc2EadAOtf4gFew+au5aRkVdx1+wGQsMk0BKi3E6M9DZKIwFxfQrNyGMXC2zcMYJIJqnE/dTqFg9XNrJx7TztLKAgJ9NEnZCk5eE3T0HvDVDo7eoTXmGYdpd0DY3VSUrt7/4WpMQemURODNPrF5gq2PSnsvydKHGrv58+Zxcj7vWIhd2Y1l9gG99GVzFB4ZUEtZM4NMgYZRbqIUtJhb7cIPq6PszREo1jk7Tm50kFJsvHTlP2yuzq3cU1A9cgpgPIBN3bow1HWg/TumjG9SM8F0izQuGWYVQkOSmfYM1rX5wGo/bwxcuLTI5iy2HP4iYUCqkkn/3iR6k2lkj9+CZ4WYmq2SIuJ2i2QGQnYNUMERVEP3CkW9zxz/8tZELNBXflo1zFoSzG0YpQ2N4lTnLkOTk4ihWUSQcxeVKEi7OoOCKqtNAKEn3F0X5QO818S1Kdr9JyVpNl9VqN3OTJ79gXc02W3CvGv+v+mkXnO1ym9cwLT2IaPRfcr/SugUJ2pb11+tB+iv2r3R0NluhJHULL3EF+xZG78c0pEB1kq0lSO4M22E/caiOaLerf/grFO96EMC1ArUSDXRMyI5PB6Rugd+Mmgk6H2FdYS2VoNgmPHGHHNaM8zhME+izHFutsyJj0dgSppRBtFNKxw5zeJiq+EbH0d4iwSiDTaCIhO7NI7+BVhCqkEdWoxWV6rBfuYK7lLMzBNCqWqPDZq0tlJ8ZYSWJpQqPutBlsryb8NMfEWbuJeGicuWNP4LgZDNumd/y7/+bPF5bjEMkQU7NQVopO1VslPFNjpL3VRFs4uoHp6jWMaAex2gfwvA4D0Ruwqh+hVDlC2D9K47FB1PWL+NJ/tk2+YKiwTbNtIQbqyOWYuK2TeJKOlpCyrkyCudDTx6J3FktPodkaychaZhcWKUweo+oFGJpDnChufMs72XTjrXiNOulSH+XZJnExh5EkOLbOxiGXx86exjF6eMOObot3y/NohjG2ZuM09nCWxxkebDGZm2e41o/DqvZxkCQsuDWqVofhZgIqJi0DWp0IN5PHb8+jt+dJbd2CvfXyy1porkvh7W+h861Hae1/FJEtsrbYR9/EBPq6dbxeSfYuPU6jv0GxYqKHgkyyQCZToFjK4gc+00t1tmJhKTASE6n1oWtdU5Z/tgDmR/gOyGZIXFOgWSBBc7stoOc0PoVrYI3lQEFSC4irATKQJKc9nI3F50RbyDBGSqtbvWl1k/Pahb6eUketGA4JBC3XR6W79xkrFIQyII5jdHQQGnHSItFN7G45Hp4raZTamIFOtm7h97axopC2ZqLHy8y2aoyVLnHLsfHcKvOf9yxLCMFv/uZv8uu//uucOHGCVqvFtm3byDxHlzXbtrn55puf72avOMqzk/iRT0q66Lki8clHeFztIig0GVd9VMwaQs+SS61FtA6CP4965C8Qr/nwP7M2RV3vEIQ+sUpIZELmVBOxdbArXOYUVkwYrkApdJjgBt2HU9QJsWRIEEIh14Np2jA4TGpoB5nBa7jT1jnjneCpTo0DgcGaIGCpDkEkMUYHGdq3jTiaQsgqT+y+jdzAEuuOfJtluZXI8hgub+RM6zT1pApGlZePXc/klEMnSJAKppZ8NhkaJBAnEhXPI9xBjGr3tJVRQDJ9AGUvfrdD+oGFeEaLQBQp6rkJBpbuY9b7RYq3Xk3ja59DMxwSuUT2VA1/rIDscXETycZ6nijx8IIQIV10WYB8AX/u2ySbb7gyB/UsSJd6yQ+N0qmVu5byYUyMopkIcsonXLue+uQBDBmh2h7Z+/831Vt+DKN/FL/VPr8epwVVJ8aPPJxCLyiFYXW68jcZCxlKNBWRFZKOqVFphhybbXP9qzcRXHMP1fabOPjNuxiUGkHHQ0sZVLUq7vFuZRem2dWLu8K40ME08WL8uEV1YYrPiSpvvmqAZpRgphyU4xL329hJTMaLkUmC5aTIV8/S32gjz3yVHUZI+GMlakOjpNO3Ec0uoSUBGBY3HfsW/9Yv8++zJq9sb8Tp70727g33kZ3oofepKgqo3u1hBRba1gJ6bpgUYLnfn5Mcd/du3D/7UwCWTpV5/AuHiBOJFibsGs3zj0/N8LJ+l3QlpmMKepbr6H13YuazmL05UJLde34OSYyUIWaiITQLX5RJ9AJ62ESLK/huE9szSObrDG5cx5Ajuf+kzkJFYlpw+MQw7V113OkA3/ewIg0lFcKtQzoH6St/ngGYTrdCoOmYxEMT2LGOf+wMqS1jCMvGa5VJxR0sv0nt9CyDa7YQH46RSqIJDUFITIEEA6XZZNpfw9eKlIMxpNQRKE6dEhy7+gB3jr4VgDmZIRM7tDSDja3d/PzYX5IQUlQuSfJpAHQR85Py57Hu7iCTH9Zq55cOQsTo5v8kVGmeGHsDoXbri1rfBQabABiOS8nOEwQemm6iZEyjVSWKAuThGcyioum5JEYCAUg9z2K0jn6z62Iv2yE/KEp9x75xN6HXYag2Tbp4OwCnRsYgWq08c8ggkzRkZVcfxzbQ0Gj2lEjmqgSGTkpaWCvElL90AKEnnCszGKg/yXCoaOxM48Ud5s0F8vU2nWaCPp2jcF2W1rEOcb27TT1tktpS+p77rpcuqACyNIzBF05OmEMZUnv6iaa7rbP5u9Zij+eIDs8yrgYxh4epWE18I2BOPIbh50F3KKwEVJqlQ9xCEGG0HiYYHIAoIpmdo/74/WSufwXCTWNYdlfjFUiCDvk3vgEjn2fhVNdBtTW2nvz4GF6zgX38FBtvfAXXDlyLpkwOnWhyq5Ui70d0woi0NPE0n7Yb45mbSZsDhEGELRo0xRj22SbrbtvMyfYReqw+loOFF0W6IRXRfHfOooJnD9SEIUh0xdLUceRIFndhmt5TmxHt/SSxAbKONbKGOW2UejPC77Sg06I0Mvqs63yhqMgFzFjD9Ws0k5jm/DRyaAzNyuIudRiYmSY0TOyePtqilwgbTbfoLB9DT/XgBFVcb4GUsulkXOKPbaHzugUY+d7bfj6IwgZRLiJViUmLNGRAxhEi9EjZPZd2Y88RhXw/htEkYxaIVECQziAzPpGp0f+VTzHUnOfUB0+g5ucw+/oImx0WMfib1/4Ke67ukl+qA3/84DF2DaUZyTbpy7goKUlpCV5zmSQzQhSkobaVsvsY06LBmOgnUhKldHxAQ/JU6QhCCQ72TLL1KZNr+jyOGUUCGtix122NbyY4W7Z894N6iZB7zWuofuKT+FPHsdftwsimiWMbTBsNwVZ/F0vOMkYrSwJoR+5j3nsr1YZLKq2xL6gwb2/n7V4vNmArD+E8jWZ4UFwLa75Tj/5HuBitr58lqFZJ6gH2+gKl12+i8vfHiOsd4lqAe1Ufzu5uoYsBVP/7PmQiEQiajwmsoTSF169/1vWrWNI4cIRorg2JovSqfqbPnMRJa/TIXgCCJQ3/RIukf5k2EfVWFT30KKX6mD+WJmeUUG1BEHYw0wrDyWDQ1ToVCHIiQ25HBhUp3FaGLxgP4BsWS15C89A+0ieehP97f9ed8VKh0QB+4Xt+7QWnNi3LIpvNks1mnzPhBvArv/Ir/Nmf/Rl/+qd/+kI3fUVQaXbQ16+j+j/+F5rxeYQJex4/yFO3/QSzr19m1/I6IqGobflNeh5+Y7cxc+4E4iIX01USxdNi0ukMmqkReREia2P2ZLoC23auWyF3BXrQhb26zZSdoSZ9HJFQrS/hZEu0/ISh4jZSpQ2kgEg3YfEg88eyWN5ZNJkwk/8XrJ0YZqw1zLoTU/ztq3Z2NQlkwlWb7seoJaTaDh3H4MzeOsN7eghkgKunSVmKpXqAbeo0vJg46s7kJ6daoCSyEaArrTuUykCFbUT2hzPgMk37fGUkQOJ3yKSaeLpgfu996BuuZe43P0T6kx9DzRyg/+GAoW88yaY3uKS3biRS61HCJpUfZv7RJ+ihq4UUGSakr8wE5Nlgp9M0lubRhI6UMYYAiSCjCUgCEkPDzo2i2ksIVcaKY/QPvZ/NgYcztobmpioqZZCXvWiBzlmtQrx3kvWj49hH9mNHChUPYRZ7iVs1+gsDLLZ8WobJ9LJPf77EW4Z/ipNPHWc5eoRCaRw33w0+Ol6CMk2sdevQXPf7og1ez5lUjAhbxLjpInEco2kauTS4hkaowBDQuepGCv/wMZLSAN6Bg9humk69Rl8k6WmHmFGEngJ3vok1IHCz18Cv/l63wurDY1A5xTYjxf/ZHqI3XiWBslaRMJchTqcw2h5+2UaakJgO5+hA3b38osXPF2t70xyY7TbPWLqg7kUkSvFNBO+KUxgaJMsRwiogYgPdWQkOlQIswEWgmLGO80j/PtY2x9gtd4KuofuKdvss2lKD1OZdJFHMzbsU5UaNrz6k8fjhdWhDUxQG6+Qy3QoGr1mnlRqEWg3GLm3FwguFueJu7Jsm+tQ0Mt0HSYx/+CR9rx+ixzTR9TrCOIjZH5Huj2k3CoiKWHGny3Km73WcumkHP373fyIVtLGQFMxu9WhYa7H/UIa0Mnji3vfSX+rQW95LKrMWld9DvedOJqwBpN+hPluBlemGEFAsLJLINNL6/rqf/SBAyBaGnCOFx+b6af6fAy9O0+26xi5IbQQgThKidg0zWyS1UpX1jQe/gB90yYbkWAXnnVvoTIUYdR1MgYFN1p7lXJdJ0gxf+AT1MuLQ0VOc2reA1vEYGVhNAC1ZWVy9SV00ydbL6Kke7KaBoRuIC+aCRipNomsEQpCOLnB/DgOSQEMYClREOPkoTIPfswnn9SUGGwPgQi59ggeebvOaG3IYGYO4niBMDb3w3NrphK6B3tWLSt84jD32wtuwrKE0Pe/YTP2eMwCktnWvS1ntkLVyCBQi9siFBZa0RUJ9DX6sGCjYqFjiHyyD3o+SZ+lMTeO9/t3Elom8/9tkH3mKo7///6N019sYuenlKOUgI0ncaqBrOTI9vWRKvdhuisbIEENP7IfQR2ga/dMeJ40jVEWLkehtGCM9uHNtItvAUhZ1o4UrHTqjBRz5Glzvv4CKSckl6nOTnPh4zPJrFnEMm8PNfWzO7nzBY6TZq2e1DJJn/V687JPJZDB7irSMDpWRfq6+ZwyVdhFBA2f0OLm7Xs+h00+ha/r5iuRU7tJrzqZIk7NKyEIv+uFPkB0cBaXwNJts4LDc30+m3iCfWqDS6WdDuoOwx8hET+NmfhyADac+x9LIO5he2gSGJPz6IPHVMcZKx8/R5n4MzSSSEWOptaSN5y9PYelNar1F3PUd6PKvSN8n0EJ67SvTXpov9FJbKeE1sAjcNIXGYdqFPgYOPIS1MEPSqoNhEJ46ha7AMlO86t6/ZnnD+0n39bHY8jk01+DoQgWpJHoM/8dmlx7vLFOnvsbVb/kDjChgKFvk41+ZYN1rFtFrGlIoOnaHRilkdq5BWyTEtsJua9hSUakH5IxelAQr1Uey+Bj4PvoVlJ3Rsxm8w4dBSR7Y+zWa/b38ize8D1vXcHDIlvK0Ck2cdhVdZbjW/jhH1PV4rZheq8g3pv+Klw3/Npt8n5gUorUGy/w2Yn4flDZA9kemCt8NSc1H+jGyFZF/VVcCq/S2Z9f47HtPVxd85vceAg2kH1P++GGKb9mI5nznEzxphfgHVq6HvhSq4TOS6sdTAXWzjRkr9CQG28LAZJACnXGBmAqpZSqIOIshTDRbYBVXTL4WZ/CGcggJWZVZ4QdAmII8FrlWAolPrEGKRaLQJThxD/am11zi0fveeN5zmjiO+b3f+z3+9E//lFar29KRyWR473vfy+/8zu98hzHCM/Hoo49y77338oUvfIHt27d/x/c/+9nPPt9duixYri1xi7WbaL2gc1yHUBFbPrs/9195aOy99G+usLY1RIJJp2cnmfKTqOWTsLAf1jwjg6wUbVsh9BWR3DiBRoDhSLCy3TLYK1QKq11AuhnCwpIhEgijgH7bJTfoUh7diVqZK2T0NFubh3Ee3Hte9+HExg2sW/cmhAnx6M+Sa36Nxf5Ryn2DROsy3PT5P+BL6/4bA+X1LD10mtTOMhoaKT3NxmHF8dkOftQNACIvRlmK45N1kriGNjKBfvac0LBAtuYQQ4OXcYQuH4o9F2RTBeyrDLAl9ShpfxrnyfcxNfdWWmvegRrswa3l8TYNc/dujX/f2YeUgkROgJHBD9oEZ5dgaIV0S+kY6SuvFXUhMr39qDgmWdF1EqKb388bChVWQfqEjkZO9YHbx+zRT1CcPI7RaWIJjWymezy5dpaq2cO+iYfYNGdi+QGcmSTvwuwxh9JNvdjpDFb/CLvCNo+KLPUO7D/T5KbNBZonzlCYO4PRvwHoCor66RBnoUl46hTutddeqSG6CMLQKcUmYJK1cyzVJ4n8AKu5xOlOL3vyDsQRh9duobfdQLUbBIcOMXzbNRx7+AF6Gi2cFdHerAf7l47wymQXVCrw8ENw3fVw1bvg0Y+wHRheTmjPrz54+6w+lq6/mcb1t9D/3/6EuKWjRWCI1fu54Xz/C9f2Zmx0TZBIRSIVDb97/rWBr66xecOZC6ptLihKOEe8dsIWeLMkaoZOJsuhdJ0TfQ/zzuN3YljDWMZBWiem6Bx8EntiE3Y2z2Cxjz1bmswuKCpjdQpm73k9irjZxHDSEASw44UHdpcS54K5pmOCJlCNOQCSNsgoRDdN0jLNBms3R984RUUP0TbPcfzUMX78wbtAgG4YDKhhlrf/HqN7fwtdrrZrv7Hwu4Qqg7XQod88iVZWKAmidQIZ7EcfeDnTtccZ6UQcPOqQXL1CWIjuLyNME/3/z95/R0l2Xefd8O/cfCuHzmG6p3tyHgCDDII5gGCmCAaJFKlkWZQs2a9svZ8sSrIs2ZZkZUuWRWUJJMUkRgAkQJBEBgaYiMmhc6yuXHXzPd8fNZgeEASIPAO+ftaqtaZrqm44de89+zx77+eJF1/eQflhgFxd8PeYc/zmocoL257fgt6rAdBUFW1kE6lDe8//dxD6mEFIotCHGsU055qEvWmC6Qh70ERGRWRiPTQPARAut9D9qFP9dAnjtr/ej1UfZNh4DLt/lbgsdxkIoZJdTkMyTSnzGvSFDNaIjXpBnGWZCRCC1x0+g7Lz6vPvx55PbV/nwZBXfw/NO43VHiTcv0j76kFiYhQUzCRUV5bxwgxmn4Y76zHw69c8pW306ZB76xi5t429qMkk5Xue/bLuoAiBBOw4iS98tj32LY5d9V/IJVVaYZMz04+TExIhBXFjmTCboaWadIfweCvLWl0j7fkY9RrK9D+x9MD9NB/tjHfmLb+JlUwBkpWZaaSE6376p1j8zf+CLFdR9x9lx+UjfEc8TiUssS/sZ2MoYSlAbLQp+Fk8NWSxfJDCwE0w/78RUR1bbdAb7Wd5/zyGPU7zVcdoR21qfhVNUUlqz52gvDCxLb1naC91Q9Rc57Nt3QMJut8hZWVQQ0kWULGZPHw/1cUZADZccdVLkhQMzwmTK5qJXSkTtZqoyRRCUelTLifSA2pdXRilFRbab+DK5KfRWo+TjlqMpn2iG8o4KzqZ8H5mipdTqaYIpxTOnJ1hw/pR/Njl3vKdhLIzHq/teivrU8+9xVFxQ+JMiBFdsK6UBo6Mse2LUzmeyGZZDNsdLSwEtSuuYvjBb5Fr1zgnBU+cK5DcvJFGw2Pp7BQDrRKbpw5Su+3vWfyp/5dHZ5e5bl2WI6WTVN0mo8EC3aWOTlt+tkXj6ANkt99IOoro9tvcvq/KvjV3ks2FpHIqm8sjqN0QFEM0F47O9LM+a1JZPEHsdpHL9iKEgjdxgOSrtl2UcXoCxZ/5GSbe+yOEM7PsGBrkm7UKew/dw/W7Xw1AzkwjpMAPLWK1QFE/QFq/kqrTxF9qkhMmB0STYcUkHUdIegmCLej1/YjjX4Mrfuqint+ljDiO8SfqhMsOSsZAzT57HiL96iHco+XO9+dbJK/qwxpfXWfKKAZFECxfoPeZ1JF+iADahkvR6yQMfLVCctuVqDJJXWsRKTEMZzvx51wSVdGeFI8bPYO0qGGqJiI8105d8jG7DVRVoeDaTHSpuCQwlDambFN59NOvDNLt53/+5/nCF77A7/7u73LNNdcA8MADD/Abv/EbrKys8Bd/8RfP+P1cLse73/3u53e0FxEVp0Um9jizZj3m5AliHzTh4uf6WXtccCJfojdZwJIGU7v/E97SJ9l18Juw/59XSbdzk2EkI5p6YrV90OloG2jRAuz+GJgXL8sgLmCm87luFpqTCCStdv38+4qpELZCkJK0nicNNBQTK+4ICc7OLBLHEqU/T+QFbJ5YwrGSNNI5lnoGWb9xP/nFo5QLYxQqawjdZXLJDEIIDE0w3mdzauGcE4gbUm57HDlZBTQ0c/UhICNJ7JQRxvDLMDIvPxRFubDQjZU4w1l/iLXGDGl3ms1n/4i1s//MctdG5i8/ybWtJa4+pBKOvx6FtYBNhMfJ0gw5aSJDjzhs0brsCnLJi+vA+b3QbZutb3kH5elJ6otzlFZqKKGHLkCICBrHUK1xcDpP2lqhB9sPsOOQYPo0S1/6a/Lv/ihKKMkHaWZ7FKIbbNY8KlHP3XeZ7jpLt34ZIVsU3vpBUko31/kV7s51UaoH3HukwsADdxF/6xtY176d2I9p11zaAx7G8RZaXx+Jc8+8iw0lsXqfZlJFjLqF77q8qduldIE4szI4ijO6AXNuCn/fXjb8p3/H4KatLNzyIcBFCoGnSdTpJfYmK1zRysOJ453X4NX4W0soR76A1VimfUGmOJIRAkEincLK+LRcE0IFzrmXSiQ8y0XfxYSqCH7+Nev45L1naX7PAuh/T66QwOQ16ChAqxpw4K572J4dAyWBDAWz2ePk+rqIZx7mDVMzHN2ymfnBNbRVFzPS0JU8outeHi0l2VZexuobwjOyDNs2gVFnqTeg+3SmI17bCvCmj6FlB2B0LfyABNbLhScq3aSiMPna63jVT/wn5n/9fyGdGk5D4uz/V9LXvpnLShuIRczBI0dI9yRxNmdoPu6QUm02jq5BLkuELmj2/wz23F+jyQ6h0GeeOb+vdpTG8ZKYRgszaKPJBZj8NDvW/RQrtRonqz47LhTcRYAMCK0hED+cFc8vFYTfRAnOAqA5J8j6L8z4xIufuqg1E6ukRGG5zLojk8AkArj7dV34aZegHmIUNBRLRaa2nifdZBARLLQw11x845pngul1zrvfOA76ZRD7tOvLVMdD0ovV1Q/qCdRQR9FW3UnDKMQ0bdQoRgMUc1UTLfa98wLWEo1Er4/1eBvbCQjvn6F0ZZVsmAa7j9dl/xOV6v9goDeFmlafNeEGnE/+vphI37Da4iiD6MkV+0ScUe5A6ptZzl7FYNLnn2Y+Sc9Ujj1yE3F7hbA5STg2QmU5x6GZHoJ0iJE/wFClDnd/jXKkUAn60JkDQO/vVK/0r9vAzNHHKc9OI96/DnXNMOH0DNbBI+QuW89bH47Zfvqvyaq9eNs/iqolqJxuomwR9Dp5moUxwnYNMfgx9Nm/RoQNEmqTbu0Usw/sxtqZIsw1+fTcX6ELg4+u+YXnTHJdSEg+U6UbUdQhQtpNyrkGmq8iYoH0m2hmneyrb0ZKSW15GlXT0A2T7rFn7zr7XBApq8fpF3rxpk9hrNuKrukEgYLleriWiWNpXLlR4/Dw77Dt5B9iuaex3Qnoh/SgS2m+zKu2H+X2vTvwHIMHPjXJhk+MUvKWCGV4zrwNFr2550W6qZECfR5GoHVilEAQ+TFtNcKyL866Kl0oUvdXyOndmGqCtBpw+7v+H1qHHuG10TKWAv6mHbgYHLYC8h/+f2j9r9/AnjlD/r47SKwd4Z2/+ov83n+4gTc+rqDEaeLNW3nrh97F7Z++lSOjgmpwiB3u5ahmklerc5Ruv5PK667CGtXw/DIH6iskcjkKUzr5BY3swKuQ5UdYLDkUjUHiOACviZKB5EVOLFsbNpB95zup33EH+swsrxq5ikfOPkg5NcR1I6PkdAXyELehrWwlyd2MmCeoOh2C5+2TW7lP/wf0wnu4McpTjAC5BSnOIqpnOoL3/1ff7ftCtkLCZQeR0DBHntu8m7lxGC1nUV1qE7dDGt+dfRLpVr9risa3Vs1ThK2R3NMDSyX8qEVdb1HwMp0qcEVFPXe/tsU5LiCWJJYcmvNJhKGsGimcgzo5z9Jdn6J2yyD15Cg7S9ehJVUUW2VsWbKYaOJkU5xN7Ga4eRT1xP3Pc5ReGJ4z6Xbrrbfy6U9/mre85S3n39uxYwfDw8N84AMf+IGk29/+7d8+96O8RND2XSb7t7KxewrVD5G+y327foFtVw4yf/uD1N7cpqU5pF2bRzbvZKBUpXvlLMJvgrEa0DoyOB+oAYS+g93loZtcVMINOq6I7a4Ar9EiJH3O/EGyWJqmOLAWW6ao6i7JKELROgGibhQJpUOoJMjmsmgy4OxSm9H+AnJmiVxQIOVGmP4Sy5k1jKonuCz9RfbWbqGczcDeATbdvO78MfTlTeKORwPxRMy+Yyv099iUWzoaKk7LQyCJlksQOIhLZHH6YuMpwZyS4PiyjdFVoDvhE2opXLMbxS+jBGVOGDqemSdbWyaVDMlYKioqteUpes0MQjNRNZO420J7Gkezi4ncwBCtlRLda9ezGExSKi2QFyEISMZNwrTKXLWG5dYodfdTueo6tj5+CI4dxDuyD/XtP4oiOpNp2jFZyrRYbDXoSWdRdRM99ggW5wimD5G66jVo/X0oQmGTGjBv2ljf+irywF7k+GYa5RqWmkBxFag3sTwLY3gYc/26H3AWLw8Ue/Waj7UMupVAMyzs+iJHjYCi7rE2odOfU2mNbUYmUqScGhw4hPr4EaSdoFnsxgg9zopZcq2Yu4LjXNH9dlgpdbQOXBd/4Dq80/vxm3WUDPgzx1CNgPHKp5lVijjpPSQ3p3BCQbQUItQO8RETXxJtuM8Ge9YWODhbZaHmUm0HVFo+qqoQyZg/9T16UOhGoRrH/GUt5Pf9Jnqi85zeP3EfPc0BuvqvpQrkyo9QLjoEik8isoiNAsloiv2Jz5N/ZD3mN/+V7PVvJDGyjv4+eFwIkl4Sr+Wh+AHB0jyJjRsgd+lUonaPrOWyt7ydU3sf5EyzytVZHUW1IWUj4zQakqjdJLY0Lltcz1a7j/vjSXZOjFDcnkUgCN0QDImiqCh978QvXEd47GfRvQphqCAVHZ8kbpzmRHg9X8+FfKz+MAlfxVj4DkvhjXhmH7mUQlKp8EToIgARt2ih8Qr0uryoEIEk7QqkmkIxNQTPQAA8C0ieOqfoidW4J1dawVMVLMvGNSwGZiqUrhokbEZEXgxhm9hedV5UEir+TPOSJ92E7AT/umgR6kNEwTzVXgtXtqkkVWoTx0lqBVTNxjM9pBbDOYFzXdOxzARKLOn52C9jrt2IjCLc6TN4KOdb9VtekawhyPQG+LpKPNNAbI8xVR2JhtbdpFqtEfdopHflLtZQfF/ELQ8SOm61jGN7NLUabvssR/Jvpl9zORPsI6cWKMwV8JQWImwQChfHylNayVBTIsy4TCVToNdrYQhB+WwSJ4pI7tqJNTCIuaFDNhmJJE6jkyAOClnM8XHCZhO1WuO9/3yKBUUndmtkXQ/VaaHZFuEyCGIqeh01TnPYSbPN2ISmdUPoE0cB/Rymmt1D+GgvvK6TLDAVk5PNI2x4joZBat7C2pgnrHpE5WcwE4hjhFAxEyk0Z5bCiRUUVDBS52Nv12sRxxHEkM7luerd73sev9APhm/4lBozqLEkSucJExkS2rmrc3gPa+e+zKJdwUulGG19jpPrf51q7WHytTy6M4Hw6gTNiER6iVSxTX+xxlSjgFOFeslhWV8kpxZoxU1sNUE9qALw2dm/w489FKHw7v4PY6rPTJbE9RCGIFkGVagdBQgJjhJj9va+JGPzg2DYCWQqgaV2YgY1UDA2bCWcOUW70aS9/TL8N9/CbcdmMRSFG3oGqL3xvchHv4s9dQrzXz/FkS/9E1u7Ie1LUu0GqX0Nks2P0Z3rx/YLLCdXaK6cxhI26c3XUN93J+n7H0K9U0EogvjaQZRdGeKKS6vSxWKmgRRJ0u2QrJpCVU2kpaIVkpgbNl6UcXoCwjBIvfpGgoUFvFOnyJ2ZYtO6NUy05ykanfg7uyZFdhii8F0EJ/fRVz7LlN1DLcoyP2PQtcNgTp3mUXyuoZuEjBDxdZjJB+HwZ2DXhy/qOV6qiOqdilbZDs+btT0XGMNpjJEMwXyLYKbZ0Sg+V1wUt1eT2vpop8hGL1rES2CoSfRgnpAAHQOt0I2MQmIpmU8vgxOgNQKsaQtLd4HEk0g3d/o0/qMPcXpxmdl/aeBzguKaNOv7dxCHGlm9m0z1DEagsNw3xvCpY6TjJYLfGUP/mbug+OI6Pj8TnvOomqbJ6OjoU95fu3YthvHDm2kuZgpMtjzGC+Popkfoqyi2ZODU3RzitQhrDWFdRc9KIkViuzEr+QJdKyuIie/Chpt4QtOtJkK6liGodgiFuNrEKZloG3Zc3JOkI96fKOkkyKHrWWLVQNNUpKagKQZmKBgayxP2e8goAARvHX879x66nfnFCVpOBTWZoeXGqH1pAqGSU7bhmDNEwqTUr+IVLYaVIzwU2li+ivOIQuEdq62U3VmT7qyJjGMe+1IF14tw3Qipq1gtEzt5zqHknFW2+CG+7i7E1es2EXrjfHVxkQ3b3s9Q9B3s2oM0ogrCzhOoOuHwHvYPvpeByRJjkYvv+6jzU0TROF71LMJOkRrehXmJ6m0Nbt8FwPTcEqnquRbjuGNlHkctBmQCzASk1uC0m7ivvglz/4OITAp38jjJnVdRjSpYoUU9qnLIXebGRLJjD+25yLCzMKzd8TkSO3ahK7A28LBnT1E5fZTY8zCtBOlCpxKw5rWorYP8IZVweRnzIgnMfi+UtI7fY+PWShRNixOei2baCLfBXDsg25VgxY/QkbS27qFw4hBuLs/MV+8krqygxwKjVKKxYwvW6VkWc5CsuPDma+Ge74Lvg6HTzm7kZPeH6T71RQrFAsZQ5/zV5f9Nr3eCyeQQmfQsFaeIa1gE7RJtERIXf7CA96WC69Z1cd26Lj55zxkePLPC1WMdHaJ/fnCS6XKbfyvb3IKBoQj2dY3TnHwEO+chgYG2wfTUJLphkC120TyznsL8FMGmc+04ikXVtBmy2nztR7bz7j+fo/bw3aw8eDuNnd2YW3aQ9xNYaQuwCKaP0W1vg3zuoo3H9yJd7MJMpYnCEDORZHlxitwb3kNU8wlXHGLfIz50mHjjdtRkBoHG9rkkZiKATKeiRyBoiSY2CYSm4GsZCDJEyVfjRX3E5iaaxY187YE6V2xJ8TbbJdN3Fa2Tn0LGNXrLf0zNvoIxI4+KzxOhS7zjR5Chh5rbxsUwHnolI6rVeDjpkWz7NHoT1NIvLPufXSlyReeyJwgCwsVJ4nSG0vwEhuMgmlXQNYQhSGQ1zIUq8XKDslEmbQ10ul3z68DqJHRNpZe48SXYf2kYijwdbrpyCRmpuP1rcYRFIAwC1QUVWloTW99EWC1j+Q7SHUW2oe21zmuGmqaNndJJbN6K0Drnao+uJ6aK05FGwxoZQ8u8noEtCkN7HVohLLcXoEtBlYLl3W9jdPlhDDWD0HTiRx9GeQkq2J4P4kYfIkwhjYBjXYucKExz7WSGtyQ9ZOVrhO0liEEcNZFtwCjgTxxiaNcOhscOkhSL3H9ggWpCR8yDmTGJA0k2r6K2SlAP0edvg3noM8pUh7qQwNRdf8doH3iHQqSlYreaDLshYa+J2mwgG5NEwkFRTRTyCCFIqxGG8U2MpI2wr0aEVYglO6RCf/ggsQrKtEukBqi0YOazLCpfwVBM8vqzm/P0MCaZqiPyCqqhPe31nR40CINeAgVKuYh2rn91G3kVoX4bx2/R35clCCJ6e3TEgX94wb/X90NCjclbnYVpK4qIFk4R9w8jdBWhScJUEpIWWT/E36aypfxl3LEdaI00cCW4JVTf6Ug1CJ9rtp1gS8sGBfxHjzKQdyjGLmEcoCsNVFEinv87rnanCGVHikAs/SMoTx+3SmDtQIV94yGy2Q/nuthkCGbeQHiPwP6Jl2R8fhBCb5EVJYskYiTVYqjnAc68rUDC6KErZaG5X2GsLyCWkkRDx9itULzhWuZ+7QRhJCGOWTsbEOdNVC9EsUMa//wHvOotV7J2aC0zwSSjyj501URKifu29cShjxYL5DmHm1ypo28Y98/jcDuGCY/GCkINcWoTKIRQKmFtWH9RxuhCZN78ZvT+fmb+3S8i45g104t0Ld/FysY95AwTRXTWqpphUtv0MwzljjF3toI3dRYvCBk6vhan6witnE7JylI00uh+G699Fboxg9KY+7/abt8HsRNgjmWJ/Qg199zjAa1goaaNTgtpDKW/PkzubWMdt2YvRF+TBgnWeBbF0tCyJudCBhoJnXwUo4egPEHoRyGuEhA7IZrrk9vfz1Q9SRieImoPAx0i3Roep/LVW4niCDdWCdBYqqywQdOQUYgZmPimQbK5gNvroZ1ykYD0mjS/8UekPvDHL8r4Pasxeq5f+PjHP85v/dZv8bd/+7eY51r9PM/jt3/7t/n4xz/+jN/9+te/zhe+8AUKhQIf/ehH2bx58/n/q1QqvOc97+Fb3/rWcz2klwWO6xJ7DbqUiPZVFvFn2yBCxlu3UfBPc2zwvdRbQwz22tRlk4TMUbUltFZg7jFY+5rz7aU1VaIqNnquM/zubGcfWv7iVrnBk9vWhjNpFq55M2k1JmUEmEKg2ApCKGhprSNUqAisMMWVymv5wjf+Fs20CcOIRrszUWpjvYT+LsbO3sZjO69HDU0eu+E6brzrDgaX9nHcfit6q4X/UA1e/+RjWXx8ntn5EpOzDXw/ZmBdN4XqavuFPCfKrPyQkm7ye5xVunUdRQgORw5Lp7/NVb/4i/zX+0O+svhFwOJzr76V7V0b6LrvPgpGEUMxwTKJjhzA3vFmFCOJr8W0qi753hfWSvRSo7c7z+Q0CAm6AsiYSNaQFHDCBskgpN6qszSyjVRXP8HkKYL5WeSoQxYLO23iqzEnd+lcfdrHVDU0zUexLNAsvNkZ6o8eJrNlMzEuubqL98i9RJUV5BvfTeD6aIaOVlVxEh76yUnCShVj+NJoZVYTOsaSg0GSyHAIoxC/XkHRVM5YPuvOucGVwpD6ZddR/PxfoZ04jLc0j6JpaCuLxAOjhMMDrH2gs81HFpswPwcjI3BgP0Qh0fFj6LZNu5ohN7B67ylRCyOqk2qfIU7lWHtzhe/s3UW6OI6lp/Ai//sc9aWNn7xhjJ+8YexJf1+IP/zmCRL3nmFq3Tg7/TXEXoP1yV2caHyDqcOH6FZ1BmKF8PhJ5H98K34iS6CEHNv9RnY++CX+xf8UM/+/H+H996koR+7F2zRAmLJQSxrxuZbgsDpBRpWw7uIHvheid+04rUqZVKFIeXqS3pGraHx7BnRBVNGof+3/IEyTwX//PzATafJWFs1OoagKKwcqtEpNjqYeYOg1e9jcHsVXY9hyC3bYj53dCULFkhFveqtOj2qhiyRRXOShqfW8Mf4RNOGhtxYpKAJLXEkgElTUPuYHUohwhKx/caoYXskQRehRoFxsMpM+i/4CK90Sms0TEbSu6+hD61C1GbTuPoSiUF5a4mRfjiv7kjiPnMUcsJADSRJOCjwFNZ0klgViLYvCuZaS0IXw0qvKvhCG6rNUrrOwZR1dtTS5IMFM6jTmUou3fOoBxBW7MPpGiBp1MCyMgo6B3lkcew6aqmEaKk+I1MhzlXNSX83kC0VFTeiIUEHRPVaWHYLZCsX0VppaCyfRT6CcQcoUInKh0kamkwj14ltRxF4CGdgY2MykHkBIFTtW0aSLJEC4EC90EbfzCDNFXJ9DtlcQKZukXkcNqrQdl0o9wjV0wsU22CaisoTjhfR88PpOyxiwcUMPd33jMVRNIQwC1r9jD2tuHGf58w/gn15G27iG8uu7iee7SN7to1pDEEEUt+iK+qnrTRwrj+fXUNPrEI0DCAmmjLBFiwCLbJCnJhbhnP5sFDXxcJAi8SSDjKeDQKIIHwLZqQ59uus7SqCZ3Z1FmpxGd1e3rRigExC6LeYXagAMDmTOj8OLjUiutvQLO0X1s3+DVezDHt8BSppiYHAyKSAJG0t1uoIWvqrRTPSTiQKQLoriE0cCJXbJJgWOYwISv9FE2G0UJcZCJY49FKHhUUWNfFQ6WmgybIPy9GYIUsb4msAIwLxgTGUkaRKCiF6y8flB0K2YotIheeJ2G1usUNChHYYkFA0pJVkjpuVHpM6R5VHo0v+b78aLPEqff5BW4OK9fpTMJ+4hqLVwT8+SWlwiYQlSig5KG1NPdIohbAspFETT54lklK4B55Qg7XPt5245D4aClR4kLB2HbOaSKWKwd+5k/bfv5vRbb8Y/cwbdsjj1X38a4+afYuPIldh9BlJK0uoYDI4xppzECyO8xlmqy69iJG3QXJng9PhughiycQriEL80gPrwQbShfYjhqyHxyjJhitsBwbKDmjWIyh7m2IsnFRQ3A7wznedJYvfzc2jOv3s9zYfnqX7hFF7QwDlRQetNENX9zrNbCDL/didCCKL5Gn7odTpL4hae4qOFOqbWuX9nZyc5+I+fJkRy3aEzzL7nV8jLGlpxHUKzkFGEUM+5WLeblNIJgnO0lhNXkaGKljaInG4SgcZ87zCeWaKezZFrVFCkRzjxLagvQObl0YZ/zjPyvn37uOuuuxgaGmLnzp0AHDhwAN/3ed3rXvckvbYLTRFuvfVWPvzhD/PmN7+Z48eP86d/+qd88pOf5EMf+hAAvu/zne9854Wez0uGtt9mplLiqpFx/o38OBM3GfxT9ddZvge6GvvZ2AypbfgFFJEg56dJiF6mB0a5Zu83YOI+2PGB89tasAV6I8kTMa5st1DMCKX34i+0LmxbU0KNvBbRiDoP6DDwsY3VhTeiM6EpmsZg/zpcq0DSXcFdmGSpHuD6EeZoD9HpRTYvr2GivES52MvE2i3ckLqdbu0kJ+IIqaW5519OsPbGHRjnWkXjKOKx249x8myHkbQtlUxWYjeS53VOYqdjS//D2l4qDQvkE4G3AAUGsnnevn4Lh+anOfsPf8MH0xkKwU5uVQ7QM6fgHzlBb5hDidu03RozRx9j7XwZ5YoOoRucqxLUL8H20gsxtHU7px7bS0JZDfZCpYmgQEJLk9dSnDjzGJoimPw3n2Dst/4t7tHHyV7TqZLocQqc7p9D2dbNw/i8bs5G00OSm0fxJx5Ghi4rf/c7qB/+dyS2Xo7ZNUj+ze+n8q9/g9YzjG51JvSVTAOExJirYK5bd8m0TKqZ1cDIjA1yhS5KC3PUS0uY+RWgE+C1Wy7dvk/j9e+jcOsfYS51NHCCYh/h1iuJi6tEf6LiwrGj8K73QLUCExP4fptAAdNxnqQ3ROxgxC16q/diRFVCYeLpNsq5TLS89OXcnjPSlsZ4d4rb6xXWL+/Hzuwk0bONy6suUxNfYcvE/HnpIv3QaYwr12JEOqU128luPst/O/IgHzD+lfEgzbjmYo7sQUmlSBgWQgjc+TotTUW9RIjdC9G7bj1WKkWzvMLk4QNc+cvvIVho4R6rEHvdgIJstZj/k1+j96f/X8yB0Q6psFBG1hUSWpqFU2dRrulmXBkgG2WI0zcBSkdEFxdbmAwpqwGwpsINe5Lsv/tmgtjCUDwG9UMksFkyNHKtG9noqDSUFq0nyhr+L541DKnTI3MMObCmksQzX9icYHhPnYf1ngFac2cJTx3FD3ycfAr7ho04h2ZJlTpJs8AM8asBWsYCpRspixCdQcqI0AO1z7hkqra+H1q1Knfff5zrdu0hEySJiIkffpTLv3kX2feNUtp3K2HZoPuWX0DvevJ3bStBOlUgoSnwhAlN5BBXDtA+Mo1idNomHZkjFQeoiiSfkZxdgqnpU2zbeA2ZMEWvtwkvpVAq1+gpWshYIFsRIp9EuYhDF0caMsgBUNWmaRsaSInuqwSGSSgdjOU+5IEtoMqOntvco6jXbMPosShwmgPTPtNLIUKA+dpxxDeOIxudSoXE9lHs9Ws6DwvATpu89Z1Xc9uXH2JpscY3v3GQm9+xB0wDLB3FtGjGAVHeIZfrOt++W146ixyy6XUKZJQ9uMFppJxHKgWEv4AC5MRZpr1dyJWYrvFR5t1p5Hl9yZhYNVDFD574BCCFi/RjiMX31ZeSEqS0z1N4VStAba/eX0IFiYEXrP64umG8ZFpVQnfgHF8lu4vIE5JgcRF7vPNe1k3AOaLc0yXxQovkaD81J8SKBLrej3CXUWVIWF9ByQ9gmx7VRhJ8gfB8SIYk1SR+3MaTIX5cJ7jg4vVV5RnbS6M4oImGYwnU1upYyUhi2AooF8+gTkvGTwwPfttADUMUklT9gIW2pJg0EYogpXWo3HpU4vDKSZ4QQ0wobVAz1FprcW6x6P7MnTQfO4M7uUzmDZcR7VZZ1uoYoh9Ft/AzMYWkTtpIE4chTigJywsAxKqJF4K3cJZtydeR1HLEjQW8ff/AwO/+1kUZn2dC5i1vwTl0iKBUoufIETILZ3DS62mfsCi+apVwGupfz1D/eqbnTiGP/Rcqc5dhDYxSmvg6U+PvQo0jRqIAIywQ+QLOHkOT9yM2ve0int1zh3uqSvnWY50/BAz8+rVPMa55vojd1cSb8gLigcTOburfnCRuBDS/M4O1pYB3ukPmWdu7zq+jpOtjaCYRIYsph6LvU9BW5STaQZOxzBVYQYQen2apWaC7XYJcDzKS5wk3ANnuaLY9gUZQx68EaFkVLVVg4wM1Ft6aYaWrn+9e9y7edtvfIAQkvCni6UdQtr4818FzJt1yuRzvec97nvTe8LNYJPze7/0ef/AHf8Av/MIvAPAv//IvfOxjH8N1XX7iJ37iuR7Gyw47kWap2UBKSU+hj3tabRZ7xjC75wgrku7KIZpn74VdNwOQqlucGSzgJQYxnSoc/VeIOxf0sqmyrnVObwCI2y10K4b86EU5twuh5k3iERN3tkLk6yhInLgTSKwsL8OMhppQ0McLuCeW0G3Qszax9Mjk+okWVojdJooMqbZC+vImSlLHSFzJ+PTXcK0EnmkzW9zJhvVHmLrvGyz1XIln5Pmz//w1/v3/eCcAt/7n/8DimQkMXSOTUunvTTA4GOC6JpzjCWK3o61xqWRmXmwomVURaoGkdsedGFu2kd1xNVdv6riuxJHLz80bfORBEz25gu+0AUlYK+N0FShMT7OSKhA5FWJd4Cc7LQraJe4Ip5sWs/kN3H5mlp/ONdCEJFJX9U9sLY3pN2kf/AbZy97Ewnt/kmjicTKLkyhmgmQmeZ6wnNik8o8b2nz47gTJtUM01u4hPPMQBB7V++5ALXRhdPWRuuJ6WqceQct1qmaEEFRzdVAVzJUW+q5LxyVXpHT04TTL8yXMWJDMZnDabVynRd6ZYX99AxlNoQ2kClnKG3dS/tAvokwcRQ18vB3XoK/dQRg/yuPD0FeFzIoPzSY8uhdGRmFlBd9pADHC9VCsVdLN77scY9HBdMu4eg+t5CCzGzazVZ67Fy9+gcWLjp+8YYxb9gzzxbtUluZP0Df3MEZxE2uSmxkeTFGd+SMEAlVRiOqrxjOFRsTjm/agbriM//m1v+I/706Rvq6bnx7upaeRQ0YQOiHBSpWalYXu55dhfCmRyuYZ3LiVyvws86eO8+hdX2Hnm9+Iv9RGafaiZIaJ63PEvuDo7Cza/d+mZ8NWNKsX4k4QlUl0Mf+FR5h8+xDjyhgKgpZwmE0vsWhV6W4U6ArS2KFBDLhGQDq0GL7xJ/ni15rsTHwZPzJpHN3PvZs/wOvbHr4aEEQBnnzlVVZebMgLDClSThGrFj/Dp5/VBgmVkLAVUT9zFLsQY+R7iOtV2s0qLUvHy+U5JcaQa6dQok4QHpghUTsmakVo2gJyaQ6WbsNtbaGW+CDFPZux1l86Goffi31/+Utct+fNjDtrqIsmbVmnVp2h6K8glx28sY+jZ4ee8r04jlBVjf6eEW5626+dd+N1my6t+07inJwjeWXnsyVtPWmtRHj8VlINAYywvDLLSqNNdyZNr5MnZg8r7RmW1CT5TBYZaXwheS9vGb2FgtH1lP2/HJCLdShNQrxCOe4s+hGCxxdC3M1vYt3f/D357FVAjIwjwsXDuKduo3t7k+TJh1gOczwwMUDCMPG0UfYFb2Twigl6dnQzePIh9IEBxBUfe9I+14zVGJmKmD9xjPnFJg+e1Cjc+F6CK9u01YC/Vr/FmeYp3m/t4Ob6FJpVQL17iYkfT9FKtOnzujD1dcxUx0n5fRQmfxmCMhqwb+FayonNvGX7dtz1sxxvHmbB6ziHvqf/JrrMZ1dx2zp8hGCp04Jlvns3yvckQeOmj/voAZx0DS3h46g+KcciClZQwzq+NkQQ7aTl7gceAyDMbYRdH3kBv9bTQ33wq+cdtqu5Acp9Y1grS2hLs5g9A6TqvRSrJ3AVh2pljubB/Xj+X3BsZy+9tQZrSovYi/sRC99CUTwm7+6lPnAZB9b8KM3IQJ0OGfkpl9d3v417yncy0z6LE7c7hkzncGXuCnbnrn6aI4Ry/SQPfPVOuKyJEWn4jguexK3Oo6o2pK+FXVe+JOPzg6Du+0fKB+fRFZOgYTO5XOC0dSWfmqiQziZ4+9ZhMpZOLCXtuMJB9w4ebp0ijmNqQQ22QzR7E8Hja1H89fz85Sqjc6cZXJwm/Pz9tA708b/f10MxyvP67o+hoCIQKF6MoqloYYlU6R4iM42b6KZcKsGxEteqScLaDGFtEqUvT+KKyy/K+DwTuj/+cwAs//lfUFlaonz/N7AWBI21r0IrWYhUGyftY8sEdmzT0ztEYzbF2vAfaUz1sHftT6Kevp1j69+I7iiMihoEkkiuJ5r0UFoTKIUk2trui3ymzw7edB1MFSE7Lu8r/3yE7p94cZzu5QXGLsJ8/kG8Ympk3rwWZ98SYdml+pnjoIkOFzC8SozFbR+/uYiTM2jrLp6yGse162162iPkC0MIoJx5iLZrMlQ7AAPjyHD12eCXFnGbdQbKMUJPcLqQph0JKtUqaqMLPaFQ0G4g/+A9VC8bZrGnj7bWhR2WEcRUP/2rTN248/z2dr1+zfM+9x+E5zyqz9cI4eTJk7ztbatM4vve9z66u7t5+9vfThAEvOtd73pe2325EJuCjGJRbbfY2Wuwt9LmF4Of4A8u+wzGI2eQzZDM1HdZmLkG0Wtg+jbZcpVS73oG2iWEqkMc4ikCPZaogUrbd1DaAZ5XxR5OQvbiVzioWRNNqgSGjy1VuvSIaa+zkPZaHo+W2mRtg53X5VFWQoL5GazeNCoa3VaWudwQmYRBKm4wu5KiL29CLomsbyJTv4102yPdaFArDjLsS8YyB1jkSpTIJ6xP8icf+zC6FiOiCKHYCOGyZX2OPTt7OBS3SS0o50m3upDYV1yB1vPD2VqUuOIymF3N9IWlCo29j5HacT1CRiAUhKJxtraIXW9g1MrEnkdYWWLlq/9IzbZx2k1yqRFUO48K2KaKKCbQX8AD9eWCOjDOxKk6iAaqEISqh5tSqNaWCWXHbH1+793EWy8nvuZakqf2Y/eOAJBqVAgnaih9SRShknEFtbQgZ2ZoXrOLenkS6bYQegKRVJAiRhGSgXd8mJIb0yo3ELpOM6yQeXSR9O49WDsvvubiE1BUhajmkQtNQqlgZ9IIsUAimSLvV+g3VXpNjVIQcbTcJqnZRFuvIW7XQRU4269Gb7aJhnrQIljMQTGIwbJhfh6SSbBtwsgjLUDL5cDU8ZdnMDduxEjtQak8Rug1iFUDX88SeSHCPHe96j+EpW5A2tL5kes3c+DA7bRO3YmaGQIf/Nglsf39LJz9MkYmi1iaQT/9OEF/kqxrsGT6WG6bfjXJL5VK3L92G3EYk1kQOK6DFsSEzQXme8ag+9IM/nrWjqEaBgjBobvu4LK3vB0tbxGt9CBUE2EkQUiU7Fp+YWM/bz14L7sybdYPbsOvlsmYBepeicrcMtU13aixg6M2OZg5gGskuD9c4bWtNfQ5eRYLS/TTjS90dENQWBNxeOomTgTXszv7TySXJKk4ATHsP/4Qt58+crGH5xWHHs/jnde+B1O30TSNIJA/+EvPACElRC7+4gpLj3yD3l2baM1N0PzqZ1ClRDd09GyR057BQCKFVnZI752jbA9ghoJMahAYQlqDACTsI6jqJwgW/u6SJt2klFgphXpcI0eGamWK1JcOEI+ZNLsvJ1xJoIcp/HKA0AR6pjP3NpoVUskciqLixRGOolKuN0kcO0j13jtIda3qh8Yiid5/I96Jz2OonZIjx21RqTZpZtqsoUhISCLjc9+jIW94lYlUBeO1fpyoBVwk0s31gDISaJtt+hYm0cOAEmOsufPLBM0Ymegk06RXxz/8KRLjOoltJguywKMzaSw7R41hNDNLprsP6+qNFK7pZ6j/+5sGJDJZ3vCTP8c//+q/x0omiaVENQyEohD6LUQMG3qKnB5OEJ8WBO1lLM+kFC6TVtKERMShSxAJWsZ6slY/atAgjiJenf9j7u2/lZN7l3jNpu1EMkIVKn7sUQsqz5p0i/2YcOlc6VMQw/eSbu0QLatRSHXaKVNLt5E/MYqqF0EvEpoWK5pOJWid/45+QVLsRYetsuhMIhAE2SQScEWnmdYlxoxNVnIGYFBNZBHKGZTFNkVVEKUsvKUI6edJ6AnCZoiZdrFnz5LeEWJKBU9J0Kd3oSk6/eYAC84MlmITx5JYRNhq4kkE3PdDu7YIeR9rTmVjrQ/DtsAGXe8h1gUkL56kSmHdGtLHOzFRPSwjZMyY5VCwdIIgYrnR0buz7YhmNMvB1m0MpgYJ4gDZknTZXUxOjfLWXI1+PWDj+rXk75lFXwiRmkbvchsRhxytfYercu8iqWXR0YmFILF4BL05B4qCFrYx01nyrRZaqhenvIAW+/hejWRfP1r+0n3Odv/bn0VoGtWvfY12e5keK0d4xOWeyin09x1iTbyTHfIKUHWO7ryOwqMHARiau5tjo29EXzzImeErsHt66Dt2FBl3kkxxtUnc8lF6syiJS7+AI64H6N02wZKDmtIIS865qq8XXtIce6tmBy+k0g0gubuH9sPzCF0hKLtohc6zzBhcLSaRdQcj1YsRgr4yQ8nJsCbOoyg2iUyCRrsJUsXza7R7d5LLtNAqKfzaBNK0SdEx/dBzBWIhGa40kJqHDBwmeyMSXgIRSAIvRi/20d3oot6OiOM0J676cbbd9yeddn88Ju+4jYqyFTtjYNgaW657aTT/XraVdyaTYXFxkbVrV10iXvOa1/DVr36Vm2++mZmZmZfrUJ4XvJZLnLaZdQOusGN+zU+g+U3+Ydsv8csrH2PlMYN4YZbuLpt6JDF0lVgorFgK/dUQUZsDVVAyVISEpJogYXUc4OrNJopfhtTFr3AQikDTdZRAJ1BD5lo2Xgyznsaol2AbOjgSNaWjZk2iGYug4eC7LfqkYKE6Q7MKjZUSVqGXhhOS6Osimq7R1QxYyWUwPJ/JYYVdsycoDGjsvvtPeHjPr6E3lvCDMsG5Y1G1QTaM97BnZ0dottldJD+/+lBMlGao7d2Lvf3FYfkvNeSuvIzWv+4/95dAbTtEholbdzASbdRkBqfd4GFR4vJEilwYoPUO4kycoO36WJ6PEYWIni7aoo5mZWkT01xpX/KVbgC9GYuFikElo9KlhwgVDCemTy1StwQKMWFlke/O3smr+m9iaeMW/PIyoSrRkYwdNqiO+TSvThAJyaFBF6nO4V8+xEDyV8h5OdS0QeI1G4jPzCNLNVzFJJ200S2DOJQ0jTYy0vFOnCD37ksrMaD3JFhwWmgiwLOKtBqPYiXSpJQGx5oB9SBGCsGMJ9mYUlGkZOmm94MQGHGEJUNWzJikMDGcGCtpE9VrqFEIE2eRzSZRHBHKGO3kKbSbcxjdQ8iag3LdB+Hbvw0omN4S5aEPIYIFONe9oZo/nC3f0HHIU8fGaE/MI77zO2Re/QnMZB9SmBwfH2ZDzSW7skRiYJS64jLSNDmRm0KNI6L+YXafPc7WU/fx6IYxulr9JPXO862+XENBwkVyWftBuPZHPsTX/uT3aNdrCCG443//MVvNa9AMDbV/M9GRMwg7Te/RffzpVZfxnbePkW/txDgVESgaItQQiqCxMsspQoz2aeyB42QT6xlshowe7eMxUWbQWEBbjimsNegii6cErLnW53QiC8sx4dg1bAo24QoPwpiF3DC/8ac/ebGH5xWHx/7iH4mP6TiE+H4ZgvIL2p6MY5Rmnah0gnrlKImvHyBMpUAIHFOnnbAZXb+BehSjFgbInzzJ6aE0xqJGspwmciLUeBapdu4HRQHdP4K3OA08tVLsUoEXtujr2kiWLgIRMnPmbkYcjzChEWdGCJcFMpBoKZU4jInDmKC6gtAkIFEUBVsxsIFCNsVsMoMSSzrOEh2oQYg/F7AQ/2cy+iQDiUdpB4vM7f8jDjs/xge2G5ihirQskv7jLK4M0Nvt0+3lOFR/DDd2GE++/CZA8cIMxAUE0DLatBM59MCnffwY2r5lkpmrkO0SSrIbZ98nEUqMGVbxlSL3LG2nGurEQQOrEPGGX/0l1vc/O93jVKGI22zQCgKmDu1ncGSUZr1GIpWmuCyYzNYY3HEQff71yMYi0sxgLa1wevMc62dHaKltqlXBukGT+trfp3DoLSgKpPUVkuX7WahdwR2fPISruJSGHVKbQw7U9nKksZ+EmuSK/PVk9acnMBRjNSkVBzHfm6KKnZDId9HpEEU1yyKdtojrkyiJJLE5SiIKCJ0WiUwWkGS6XrpkjZGyydmdhOZMfAKpazB1BvvmDwIgSJJ0QHcrKLqCjALU9mHyRzIcWJNjMJMnWnMdypHPEwpBdp2Hd8YgEbdp1k3SvUmy02uhAOtT27h/5dvoio5HGyQEoU8lWHnGY2yVl2mkuuiSFaxz4yZjSdB2MOKQi9lnnSwWqPqnEIog0jorHN2t8O/WjXP7Yp3a3Ao337SVfzj293x1/v9gazZ3vOeO8214958q8YXFR9gWeazRXXQB7o3XoZcriPlFlLbDx/7mBAeHIxYLH2dUH6e/kkKfmUExJe2bzwlmC4WElSLVvZX6kWW0SGIm+4hP383AH156raXfi66f/imC6Wmiew8RtFdoC0mUz/P5z67lfw7fRW3PJiIRkpW7ae/+76RCi8HSQ2jlKaZFjlrpJI8rI+TXQmLiFFE01mnzlgHB4VnMK18+F8vnA/dUFRlEEEoEktiLUGwN92QZe9OLoE2nCvT+JDKIEOYLS5wLRYAqiBoehJJwxSVxWQ/WeO78Z6TvEbbmaOeyLA5miefKiJqBjCKkFIhARVFUbKtAmN+A9EKMVgM1C5rWReC6qEIS1iugqSRaDoESUEyaTKYylJsr1FdMhsb6iWKT4do6Ggsh890VFlPd7FIAGWJRZ6vyBe6orcdv+Dzy2ZNMHl7hdR/ZjGG9uDTZcx7VlZUVfu7nfo4tW7bQ1dVFoVB40uvpcOWVV3Lbbbc95f0bb7yRr3zlK/zRH/3Rcz2Ulxe+z3K9zPHpk3TXlvnV147gaUmO1GD5jT9K32VVcAOChRnyVpIeL0sjV6ScsxG1KVA7ZFHJ1ChZGoaySh5Fy8sY2QAy/U+z85cXxnCadJAk5aZYE6skVcmgGZKLVy8XkdYxhzPEjoKetkkUCwypKkbQYcob5QrLNZ+FiofSlUJoYOXfz8j0CdqpFOV8kSW1Qnp9EjMs03f8vxAHJ56Q/EQ196Cl3se6tSPn9+kFBpnaatAl/U6G9Ie1vfRCSAH/810fJ//a16B39aOlsgghsO0U1630UrC7sNduQk9n+R/9V3N262X4qQTTxQwLQ2PYMoXhSMJzvf+GfemTIgmj87ArhRqaEChIIrVzfRnn7NdjBHNnbSw1RXjlTcRxSCLbQyLby6uvfRdrwgHihGAlIzmyJuTEQMjp+CzGNTZGVhDMNXGOrGBcPY6cPYrp11DO6QTEXkxjEEb+4SGichlr27aLMxBPA2Go5AOdtJ9gwDQwLQunWSPRWqLsh6xPGfQZKmHUGTMBncUcEMbgtnwO1w5ypNunpxSQnlrBHRzuOJcuLdHOZGgKgdNuI8IIJXEuU6yrkOyCX53j8dRNnB79CU6M/zjKBRbe6iugkvL5QtV1BBBftgU1ipCVSbRUH2puDYrIsESIOHsSf+oUBbOIKYvEZpGFvhGmRjaxPnTY1J4j0kLscPXZFa4sEucvbdfXt3z833Ptj3wQp17j6D1301jXYvC3rmPtP/4aQgPZWCaY2Uf38YiTiw/yRfGvaBFkRZ6C1kOjUmHm9CkapSXmFgPcb0/yptv/gcsPfJ0rUz6FtEq/EdOtQzg9gx4rZKIE/SRxzAVsZZmxzPUMR0NY0kRB4dFm42IPyysSlrU6l9ZbZ2nMfv0FvZqTX8J96M8JTt9JLARxsYherqDFMSnXJzM8xEKg06VHODe+Hr1ZY/QzB3G6Y2I37hARyTVIa/T8calKi8SRXyT+51vgn2+Buy7BhaEEW++MZVv3EFWXs11ZJns2c7xUQMadqCZsRmgJDUVTMLu6mTn8IF+766luk8mlaUwZnpcjAcjX6lT2qqQbXWjKZeT0TVQDA1MusnZpnuVkg3ScJaH3srX3DAdPlPHdDJmGxXztLPurD9MI60/Z1zMhjAPaYRMpJWEc/uAvXIg4ArcGtaXzby3kFOqZLJmFBa7/14conj2NlRlEza1B6IL1r3+ETe+dx7y+m68nfpZKeYDInUZGFd76Mx951oQbdKQhUoXOIrRdq7LhxtcThQH1uRneqlzJqcopvjz9ZYKUjpYZxEitIbV3inKqRaxIcmqGvqLBbfdWSSbSRNnrOiSw4rHN/yS1uTKn9i4z83Cb/IFtjOob8aTDnDfNqfYxZp6wnX2647ugsk36TzUwidsBUuvMp54S0OrJkFk0UDIjoHWR0wVOeZFms0S7XqNdr5N5CTs+1OTqPKVECu2+PpSJY6sfUAwEgmo+T6NQIGdMkY4+ifLYEulSm4qqk0huJUptwkyG2FmXYHaRjTxAvWkyd7rBmf2da0UVKnmzSDtuPekYvNjlmVCbXkRZ00DLm8TnquLcOY/AbWFqGphPb8LwUqNrYBgpI7JakZzsQQVkUAXgzb0Z3rOhm43DKe6vfA6AnkTPk/SDv7hvhhFvjnWmi6Gc9+Sj+c6bqH/wvYh2m5FZh7c96PO2O6vs+PKDZL/7TRJnjmIeO4797XtBS5Ba9ybCEvhtj3xTYGfWoBhJGrjol6CW7PdD32/8OlpSQ08UydpdbK3WOJgaxm/GZKMUuTDLqBggZW2H1HrM0R9lTc92dk3+CbtP/AVeU3KokkTjELryZRS9CkGMrDSJG898jV1MxO2A9mOLuEfKBAst8h/YhHRCorKL8/gzE9LPeh81n2C+RVhyEcYLj+Ezr1mDbEcdYjOSZN80urqvIES2Q7TkAL4SgoBkaxF58h9oT3u4Mz4TlcfPf16mB3DLPlrXRtT8KFFL5auf/ASTv/IRZn7nF9FbDgIwYkm21kRWS0gZkZpPIkKJmc7QPbaTrY+OEXfBpOJzfMtnAbDUNuP2Q/z4yJ/Tq80yrnyerhN/zKnPPI4MXqDsxvfgOZNuP/ZjP8Y3v/lNPvKRj/D7v//7/OEf/uGTXk+HX/qlX8Kyvv9D79WvfjVf+cpX+PCHP/xcD+dlw5zZhVAUJislbK/Ojywe5NjoNJ/LnGLW3oIYK6KnQvzZs0StBonYIuOmmR5YTxz7yLP3IRWdBVsnFmDFOjKSRF4n66kPrAMz/YMP5GWAuSZDzWoiUEh6SdJqJyjQfQsfybIJkaGg9SSIFYXIjZCxpGdwDZedXUQgsFpLqIrg+Ow5h9GcBdYIuyYFuWoJhOCO193CAwfmuGPrGGf68iAdQCOXGkPXzM7EIi644OtZ9FAljiRREBD7nTYLYf7wk24AC4GJ247Qc92E7QZhuxMQJ8e2Ue0dPf85XXiMZhUCTSFUFXoTo0ggTKr4aR3d0tBeAe1/9rlqvP1Nm1BKBIKm3qSBxFJMIj2PiqQ5G3K2dQBV06gmL3DykZJ+awDt4VpHrl3ADbM7+NHjb2CwmiO11ia1MUH9m1PU75rApE4QS1RdJQ5iXM9HWVoiOVHH3r0bY3T04gzE0+BCMwU10kgVe9EMA+G1ObqywqwbktEVFpurgYQWhohYEqsKko6M0NFhwWIWRNvFXV6G/gFmFZhemiMKfMxmG+IY9Rzpdn7BoKj4sY5nZEGoKDFEMsSPHJTkDy/pBpBfM4qWStP8wLu4dWCMht9CMZJ02cMsmCqlXIbmycNETgtTGKyv9qP7PnP9awlVFQEEhkkispGRJGwH1KuLpMbHfuC+LyYURSV1ATHYrHSqoxTTpP+//zeMdesITh/CffDPueXugKvuOnu+KahP62ftcpV2vc6J/Y8yefos95dGuWNhI5n2GZrBvbxH+mwMOyX4DSE40TpDTWvR7ea4ed0g6/qOkFSyePiUlQpnakts3H5pkeGvFKjx6qIuQiJSqRf2SiRWNy4g2rQBkUh0yP6uIqc2Xc+djTyxBFVXWHnrB8kermKcOoNr+XglnzDykZkdSLUTC3l1lTB1JUG1iDxxB9zz+9B+YRV5LzYSiRSGbuMqHgvxDMpMjVBTqIgiICBWiYlw6y5RsKpZE9UrlKtL1Jdnzrc6hfUK3tRJAERqtR1Oi55MzPTYHc0ZN9Z5p/7bTHsnqRh1BBrF0atQ6o/zjYfKpGSK8eUhamGZz8/9/Xln1AtxsPYIty9+gYO1R570/tnWSf5x5i/4P5O/z5cXPvXcBuXk1+He/04cdaq9PBwalsQu1dC/toIUKst9V6IV14NsYisPoygRbbVIy15Dop0gjGYAhURugL7x524yNrrzcqxUGqdRp1ktUxgeRTMtEp5CNx2dyXaPShC2UewsXQerGJ7FdGoRT/h0Z0x8E45POkS5VyFFJybtM89w4+WnSOUNdEtl/lSNqS/FJNQk2jkzjGPNg894bOKCSjfpP3VRF7dDdMsk8hzKZocsNZxVok6o8Jkv/wlnTh8CIJXN0bN23XMeo2cLM7dKeKqxhhzopZEp0j66n8j3kEaKNUsqlg+1XBfVTBeWOMwZ7wF6TpSZUwwaqg7ZPcRKAkUDu+iT8Kr0FqpoWszMscr5fezIXIEmdLZXHLZXzhk0RM9MiGQWWpAOsEMDSUzsx0RtD9crY6gamBfHRAHAzmZxz5GIilBQIg1xAYmYSJvcM3MPVbdK1shy09qbnvT9R0/Mclly9fOLvsZxRycUCnEug7tzG+1sCjeTIuouEg0NEHQXidJJEAL7kf2kPvNF+MNfJ/X3/53EfV8k31q97pqbNl4yJmE/CEJV6f+dXz/fblxA578e/hSfq43w9a/9GeX6wnkX4YiIWMbE1hry/klGV77G9v2/xkKQ4wC9eISo8f1gKp2Kyn1TF/PUnhGtRxZpP7YEloq5Poe1Po8+nEboynmTghcKGV7gUqy98OvBGMnQ/bM7SV0/gH1ZD2rqgrV6w0OgEIVVZpPLmG6bwbMx5fl3EYcBVWeZM40DtMIysYyxzASG30ScS3BJGbOcEChjY+cNZ1xNwdc1DNdjZ8PDizpClM60R+REaEmV/HiG/NkI+jwebJQIzVEkOgJJwvsm7yh8nOvSf8+e9GfJHvtZ/D95B9z6frj/z17weMDzaC+95557uPfee887lz5b3Hjjjdx4441P+/+vec1reM1rXvNcD+dlg1QV4nOMZ1mYFJp1BGDHPgvKGipdG9D7HoeogprsBIzJlTROQWFG28JgYwU5eDP1+Nt0tUJ0VIQqUBTAqqN1XTq2xVpvgrbugQxpBJ2JXolUkLCkhei2TRjEWHmTuB4gVBtFUxC5Iinfx/QD9OoCXRkdP5I8dqbOzoEiynKNLOvYdGofcz09OIbNmTfdSPJfjuJEgrTj43RdQTp/NWE7iap5BFpw/rhix8TJeaTVJKg6nKvgUS7iZPpyYsCKqI1fQ0/KwAkE1BpQmsdOFVG7YpqVJZqmznqjwrHtV9I0NZoLM4zGEa7eRDW6iFWBEndaWi51JM6Rbo87FvU4JqMKFBGTfuIRaydYUAV2tMzSynq25FXCdBrCzgJFKAopPUF0okz/DdtotJZIBRbqOfvbUESYvSZ+W2H6O99iuOgzLaqsy4+g6AoiAnOxhdozijE+jrjExkzrsmgVVIJGk8W2hZJIYyQyCN2jVprgeF8P827Im7tsXCTKuVBEnmuziBUFFDg5KJjqFnSNbKD21a8y82O34CiSiE63qOH5JHddQ7CyhKIJrE2rYrvz+beR7N1AoblCPRKoQkNVNRTt0m9ffiGwcwUS+TwzA1CdizndNulTGwykxphoH6Khq1QqCyQWp6Cnm4KepaBJHK3NTNd6ss0SVquJGWsIXaDoKlZ1nszI4MU+tR+IfP8gozsvo1WtUFmYO/9++sYbcR7bR3NhHm3hFMUlQVZVcf1vYfTtRFEt1rspJnVQhEkchsRIJlo5lqMixZW7uX/bB7FLp4iAUMJUrcZIZhRdaiRiE2t0kEV1GRTBqegsJ1Yk63dfeuLPrwSIC4SIg0yCy//yr17Q9ryzZznzls5iUQLx+BjK4aPEUiJiSW1sM/cc87k+YdAThTijG7GPH0BbqGIlDIJqhJsPULUyat8taAufQt7wdwg1QSwEvl9BzH0T/bMfRXzkSy/oWF9MDPXkWHan0MwEbVnjiJmCbpu4BRtjBSINBRUl1FD1zqLDmZ8ifeoku0uzqDtLRGYaxbIJlucRmRT2lXvwTl5QvXABQRqoHvY5UnJRHaeCT37lIdzURqTmkkyuYbv9T9zt7ObE9ArV8hB/eW8Sy4hIvu/vee/ARxBCMNU+w97qfYQyxIlarPjLSGBndg9fWfjM+XkSoOQv8lD5O1xVeJoYXkq473fBawCCOLkBP3wnEqszWwtJvrREvBRizLcJFQt97bWonEFTqpjKIQJhsmTv5KR5E4tLLRQlIj+wjuEtY5gXErrPEl3Da1ge7FTvHL//HvpH15LI5Wm167zFvJHHtLNMzE+zHpuoVUOkR7BnLQI1oKm2qcdtcj0mK56Lk9iIao2jtI4ikAysfIax3W/CtDVO71vGmYzovedy7BuPsuwv0ghrNMI66Quc+C6EuEDeQwbfp9LNCTpupIAWNsgfm8NsDvPETzLr1dENC2SMVKBreBgrk33Kdl4sGPkU084hNKEjdUnQ30W1dwSvWUfMT2EODNHdSlJut2m1a0wXR7GqTRLy85ydCEiN30IzqWBkLseu7cObP0tqY0h9ymPgeh19ycVxAk48vMCGK/sYObuPdzd9TDcgIqYgUpzse4blahxRqakI1Sdb9TrXrgEIHaEqJItd8DRFHy8HhBAogxZzi/NklQReNUbtjsnkLBRFsGZTD8eX9hETU/NrFKxOYuuT95zhc3unudpcoRQoZNUY27b4QqlAWjok1Batw/eh9mYp1tLk6y1w2uT7+oi3bkYdGiJ6cC+yUkGJJMJpIhYmEMcfI77q47jVsziKRPmZn7loY/N8kNixjdrd38E5NomqJ9g4e4I/2/ZuktP/xMjCLKZpo4kVfKMbRdVRLANPHScTnWZs5cusufNOTq97PytF0FnCkHMksmNIL+i0VuqXVvwqY0nrsUWMtRniVoAxmELRFPQeG6FA1AiImv6TSa3ns58nkW4vfL2jGCrmSAZ/qo6affI6PXZ83PYiUnNpGS6elUDzY3RxlOrkAIvtk8BpbLVKO1QRIo1JE2F07o0ocgkUBS7fgddTxDt+HCcMcEydMTNNb6nCCoss+zpdKwNEakiyJ4mWUtnT3sk9p79LZAnO8iYG9buxwwmklgLhEQUx7aiApsR41XkMZwFx8g74zu/Crg/CW/778x6T50y6bdq0CcdxnvcOX6lYTNhkAskmXaXerJLLZlCiEEcK1ugqdWsNxdTjeAtzOJMncLvSZBI69WZIrZin6KdwDu9F2WATxc3zpIcMIuL5Bnrh0nFG1HIWvY0CCgKLNnU9QgsMAsND82ySKQO35ZPO25jrczj1FkJAUFmhrRn0u2C1y7S9CE1V8IIYdayL8OAkInsN245/mpOjYzj1CMOEYEuB7scrbCppnOrbTtlLIpJtwkg9X2IfA5myTaK1KhYrz2WNhf7DW+l2YWK6W/FoG2lk0yetp1jQqpjFPKGioiYHiRGYUmXM7LRb1cMAVeidrHgA3rnWQu0Sm1CeDva545z1TUBFEOPpPguaS9mL6PMVVLeMKk9ifbvMybs/jbVpD8nhDaS1NIQBtm5xfderUL+TZOnyMbQwomRWsAITFYHUVQQRUKPutvHH+nFaHhJJRdSgHqNGAXrfpaezJTSVZDkCbIZU8FNpqjMesWqgNGcJJCR1lVBKGm5I1tJRgxBNCDRNwchYSBGzlBe4hoSWi6catCcmiAs5lEoVceBxkuk+jNH1CFVBSWURmU7wemSuTilUiBKdagZVri4MVevSb19+IbDTWQLHQdEtHNOju63QF6UJDBOh6bi2RTgzgZ7Oo7ohmYSKb6RISJW57u20EguYtTZ+6COdCJyQGctiYP1L55r0YiHX2099pUQU+CyePkmrWiGZy6PYNrUbrkH8y2eIFQUljpGqJHQrGChIv0VUHGD98mN463diTSzghQF2q82JM1lsJaDr6/8RM6FRufaNnOobJKlKmmpMw6ihSFCsjfS2uyGCB07fiSbWcuyf/w91Z/6SI8UvdWjtBLszT5hbxRz5xtde2AYXl1h9Agjk5o0o37gLxbKQUUR+8ybWlif4bNnjJ7o9lK4CWr2CdQz88UmqvXkGlR6amsfMyJXMbciydQVMLUkcRtD3Xlg+hlhaQPdbYDz7dsOXEvlskW6rc98+1HOUnalXYWYtkHBm/0m293Ziu6gd4XltdBT0dA6/vITqukS1CqGdRMvk0bv68GcnUNJJjPFR4tZMZ0ytVUJFERKHBjuG3sRJdYakvJeB6Smc7QF6ZFK1AhJrxnnn/C+gzQq2pJIoAz/OihoSur2U9v0vIr9OMgy4TBUgYyDGjiRSzFJWvsF1oUeoaswOJImFRCI52TzKVPsMRaPIlqnTJFSbjB9Ashe8OgSdSpww3kTUMpGyk6iNiSlrc4hmQFBMYs62qaX7yfdkEaJBKHtQtQPMJq5nIvVGvGAXxeR36d44hNNsMrJj1/P6XUa27+Kuv/4LANLFLtbu2EXgOiRTOZR2TNJK4iZD0loOtBxRopuNv/dl2p/4CEU3B0Aqt0J5UhJnUoRhBkMoxFFEWixyQ+WnCN/0BQ5/dxYZS2aOVll7bReLch5DMSl5i09LuqkpHX1NGqGI79u+FFVdmgtTKFkVJ1chTBsosUvcOgWFLH7ZoSvXS8Ot0bduHeM7d6PpL92ca3Vl6baGUIRKU1bpSTUppYuElSVk3yCB26bPGuFx9QiqkeHU9svpnZlgbTTD47OnKJQb1BNpspmtyNhD1QSKbOMcO83w+9pMTuYwzYjKvnuAElrsk9fyxGGVlgK9tRXsVoVDzmcYHXozaf17CEa/QTs0iKsqira6uJehxAnb2K0WPA/i9sWEmjLR50NaYQ3TUYhkRCqjYqdT2GmT2nSnWmlTPEjPZMCh0/9K73KDfnLktYiE0vGnCj2XneO9PFZW+PzKHK+NQIQupwtp7JFBst09JK59FZff9A4AZg/tx/vK11Amplg6c5KE7yMFGIVxhG7TilqMDLx0hO1LBbOvl9bpeXBraKlufvOBv+LR7Zs4ePCLHNlb5z39h5m46Y/p9kcIJBy95t/gpQ9heW3GJo5jlaZQC2OEwkfzF5n0Jb3ZIbT5Ktqal7cIJpqvEc1VOkYGXohI6OjbhlCSnWvZObqCmjGQfowxnCb75o72nJqzCJcctKJF++Ay6WtfWNL2QkfQF4N0ewLpG56qySpbHlais65q6XsBMNtdBHIztgZnmw+hihBdsUjpWUwpmfXbSL9JuFKnSoeHCvdcQWvtECcyBlEUMVh34OwsZr5At21BbBJ6EdFkRHIgSSQjdJEgNjREf53jpwRDiotjrUMoGrru4ST6ODkxQJ96DE36yDDodN75TTj2FSidgFf9PzBy7XMei+dMuv35n/85v/Irv8InPvEJtm3bhv49D/pM5vtPMq90uFEXxfZBGqkipWaDkVSnbSIhJJtLJ3ls/ccYe+RWlidK2CMbUNpVLMuhbuaQXS7644cpJXSavAk3pUIIsYiJQwE4KD2XTj+9UAVt08UIVCJiAimJPJNEO0MCqBsKXvtcm0QMmtAxCwYUtpDWVOTiAtXZAkpjhaqeI21r1FoBCRViq4jMXsXu79zOne/5MLIdoNgmN5zYSzUeQF+ZIjYGkI0MQ5vybNpUh6XDVAwFxdeJzNWs4HnS7f8jlW5DZoAIQyACodJsVOkd2oobtlGFiqroLLt1bKXz4IyimLRZpBXUsM00saWi6eorwkQBwDYUkoaKpiooqoWKi6pG9IQWfSrU9SyeO03Oq6F5ZXxg375v8ehQjltWyhR7O+0Wo8ObWKksEH53kszAtYgIGloLO0zgBg5Wt0KuArlEkmVTQ40VdEMjdGOG/2ovolnF2vwLF3cwvg+UxOrjOwg14mQWv90EBD1myGzb5bVFmzkvZNYPAB1FQmjohEDbCeFc8rdatFDumyayLTL7j+O98bXkdQO7D6yxTVijGwCIFk+iJjourncfW2S9JZB+C1cz0bRVQlx9BWgGvhAk8nmcWpUUsM5KsERMDlCEj3QDaqZGYnIOVTMQpkUyDKgkA4wgINywhWB5K25ekmmkwQY/9BlYPMn45ku7vRRAMwzWXXEVj3zpc6i6wdf+5PcY3LSVxbMnaSwv075yG4PHzwBwsq/AzuYCm+w8XlAjrfcxeNbDre4nHZvEThsRxdRsAz9WsF2fqOKS++aX2TGynsh3kR/dSVFPU9UbpKIkvhKixyribAkn30fhoe/S1252Wsj/L5419Mwo7Or8WxXKk1ofnxcC/8kBpaKw7hvfOP/nzPElji82AZu/X8rx0SvX4Y5uJLvvEYzLRjAWQR1XyYR5aqaOsARhKosZqiiGCsoQYuvPEs18hejeOzGufssl4TZ3IdmrV1025ndAYHaqVqorRH6MFzvgWmTNPFLGiMBHr1VxLYOVT/8FCEHuje8FRRBMTpB+0xvxTy+iDHUWK1HUQlEDwkhBiQxyai+xF6M0asgBjcGVsxxYeZCx1AfxFI945Edwhq7grPpN1h8/zhuCYyzlcrTOVijinL9TinR0UQOZR5MhnJNhUERAIGI+tNhFqVnttMDrswSxxJlvMV1JsrCSwdQDBroXSec8ssUU82GKrNxERqqdNJmMURWVe9acxjEHSUxVSNbrnLzxA6xBJZLDKDTZl/8x4mQWXUtx5ZsLfOcfV1g4cwozkWTDVdc9r9+lo+kmsLNZ4igikSvg1Ko4tSqvH76Gv5v/z+RllmsYxg/a6H6MWl7G91wiYjzFI5n2OWGaxIDStQ0x/yAyVhDOEnhVtM+9n63rfoZH9xcIw5i5L5u0b2qSEhkqwQpr+f5tsVJCMNVJjkrvqZVuxDH5wQ6RO5sOiJQEWlMi0kNIFarNBRqtKo1mhbFUiq1vettTt/Eiwk6mmAsbaIpBIDvPidOZfnbe9kmSG3ei2xmUyGPtgsUj65qYmTxuX57M2QmK+hGSRyeprrucjU0HYfVjW4/jhSZWH2TXXU75a1NoukbQ9tk9Oo+hxSAjlKt+nuqxf2K4ViERxpTKx1ju2f1U0s2p0NJClPEWUakL2ueG0XPxYpeCZV/U9lIAfSBBdsqmHdbxfZeYEBHXGVjX0a1u+A22GOOsa4+izdSpUyeFwpsth24txFQkQlWRccymkV7+195jjDiLtD0PxW3SNTxCeX6W0PeZ2P/oedKtZ/0mFt4OM48f5v76HBTXsnG5zebIQSiCJWBT/iV0vn2JoPUksJKDeCxipEdJz+/FXC5T1iUZxaKOwbbHPkO0+bepRx5pvYvp3iFEGOKaCS579BFiZzcDqSZVeZQ1cidBzSeMy6iDeYT68iXx4lKDeGlVm1YGIbLahqSJlBLvVBV/poF0InI3r8aIqWsHaNw1BYZC3AxIXtHXmSufJ17sSrdnhB8SuVUUM00crqAFPmq0SnbWgpgd+QpS1olkF16skxMO6CZqogfRPE3SMGn7HoadJIoiWrUaK4rGaKmETKWwztxL8vpfxJ8LkArErRgtp5H2k+zSruJw5iihfYZEaxIZ2UTmIDM9f8Sa/q+z/9CrQYClClK6zZbcZxnkHlK1M52K7pPffF6k23Me1VwuR71e57WvfS09PT3k83ny+Ty5XI78JWw3/EJRNnqJhYrfXOGvZ9qsOzvMVVP9/Es9SdGrI5Q0C9tuJlg6Q1ivYiZyDDa7kLmYA+PXYtCinnVw020UoWAlrI7LTyBRtTZiYNfFPsUnoZXwMWID20uSVyX2Ba0GgZDUljv6BObaDNK/QEA910u+7VE4cAT7/i8DUGuHTC47qEUTJISDH2RhQsP90kmwNORYkebr+jGa82wqfYuh9WkGN+YY3Lh6PS2ZGnY5jR6vhvWrpNvFD7xfOqyO7SbbYzyTAlQk0NKa+JGHrScxNAshFJYWTjPXgn1eL816jaSSJqlnEbHAsQRhEKG/Qki3pKnT8iNqTsDMuSAq0lfbjd1MChPQiTptk0DsNOlumNwuFzj1Hz+Ie+pxhFDoLg5SOz55frHR1Nr4SogV2+hGxGDRJmEapGQWw9Q77QD7TpJvViGRvORMFAAUe/VeSEiFHlPSNzoOMsZwa0wszRIDI7bO2DknIiWOEefKJ/uUiOva13BD/n20LtuGv34MtdWma2gzW3oup2/9VeRe+3aMgU5QGAcBituC++8FKbn/9AqGZdE2ksSKhhKsim1rl8Bi+KWEbq9mzYtaxBIxSRRsUvR0D1MxNRYzCZwTh1CtBLqW5dpjRXwdSpmIY+MhtrIa6EZtD19R0XOvjIzznre/h7W79xD6HtOPH+TBz3+Ks4/tpTQ9SbtWRctmufpDH+Xym9+JVtQJggamnkWu2Y2nQ67mozYakMviXX0FZPK4ukbD1EEK4kqMtf84ySOTTJ05RE3RKPpZil4GI9ZY9BfZcueDvOGf/pztc3MYUYwWRf/39Rxe5gVZbbNRRdWNF/ZSL5ibAb6HBO1Nr7Z31ZzOc9zvGQS3jjxnGuA2PUyp0+Pm2VZdRypKUNNbLCkV0GwoXAM7fge8MfzHJr6vRtnLjWggd/7fa+5eQoQWQghUoTKa2IoVJjAVm2a9ypfu+iRiVzd//5U/4fYdY+wd7eU7e7ay8fAh8h98P/Zluyn+9E/T94lPYO1anXPiAOJIR0Glma6gKyb9iTF2GJdx157PUtdG2Hnib/n86G3UDAdb7aNgXIPZ/aM8fNUN+FO3cfrA5eTa19AQOzhWKDJVWEM9keNb8Trq4XUE0c0E0VuphdezmEzzyNGNfOP2fh67dzP7HtjCoe/u5uDde7j/vi08fGQdU4vdnJwZ5Dv7tnLbd3ey70gR11cpYKAJFRCoikrLq+OYnd/JKLVpJvq5KvcghuhDksRTFpHJTrJe6Anu+5d/YurwAQLP453/8RPP+3fRTQs7ncapVVmaOI2RWK2M9MtVbtlwC0eVE0S6wNQTKPkR9EYN8dCjxCImEdtk7YjuPWPcMycJe94FRg+qESNjgYx8mH6Yy4P/Sa7HIvRiFg46yPsHafh1TjQPE8mISD6VVLtwYRx/HyOFsLJqIuCrAclZiZpfh9AshG2xtDhBo9nRQBvbc83zHqNnC8008eI2lpogr/WQUCT7esZwRzfgHtmHUFQwU/Q3swgJnq4x1zdOSg94Q/8JzpTvo3T313nAThH1fwAUAyvVptA9jfetb7DrDcOEgaBUy3DfmVfD6KthzQ2Q7GWw6wpiITAlDLV83OCpxjlRc576OXM644I1AsJkunWMZCK16j5wkZDfPEIsYxJahnRYQAVKE9Pn//+2s7exuz3ETaxHSDjt6BxvGYSKTranF0XTkee0HTcnk7xjJE+Pu4hwGsQSstkcmVwer91i4sBjPPqFT3P49i/z9T/8b9z+Z3/A/V/4NEhJ79oxMv2bMa0ChmoxlTQxX4FyIMmr+lFSBmaiF2Pd60mGATvPnEHEknqkMeX2ozpHIGyRUU36/DzxmRRSUVnqHeL+62/EX54AIK/FLMX70VGh4RLXXr5uPhnHRMvnrmlD7UybkSSqtJBxTLji0npgHulEqN02+sAF+opJndR1g+DHBPMt/JnmCzuYl4l0k7EkrjmoVo5QOCxlINQNlGhVx9SPXWw1xFRKqMIgpQq6bR01PQSKRqk1Tcv3aNQqtKor1ErLhIGPuW49mXe8Hdls4h48SOw8RPp1g4jhFmcOHqd53EG3dDZW13B5fSe1a4pM1XeCdNDcUwy1Psn+Y2u55fUP8JNv+zYjo9NUmwHLJcFyPU+gZDsmQff9Mbi1JxGVzwbPudLtQx/6ELquc+utt9Lb2/uKEV98ofjz7CD3eTZLvoIRtDAUQVO1+DPHYK0Zkm8sUx1+A13dDxAsnCZ2erGLOYy2ipNLciKzh7rd6UW2w9XgM3ZDSCjQNX6xTu37IpFNQQUEgsA3OppuT8BQadZcpJTogylak8v4dR8SKivj29FLsyS9gOhfv0juNR/A1UzKzRDRk0EsLCDVLHPRBpQTJcRKP2ZK5eDl1/GGy79Gaf8iY4dvJfzgL7Hr9WuQky7lv/xTFn/0RoZdlbDH54nynPgc6fb/CU03AVePvwlVUZBS0vLq3HfnV+l6Qw/9PaMIIZip12nOHuewPg5JlVQUkkv00ZZNzEyKyHjlOJcCJHQVITpZ4SNti7QSsVb1aeoOhlTpo48lQ0f6nQVcU0uRMxWc+ZNY17yRx0b/AuuBb9BtWtDdz5rBdURxiJpNknBCVtR58nRj6BaenuBQ8zRd0dbzqQh1fprJVBcbLtuC3nvptZcqaQN9IEV9qYISaagC3HQfmjlD5Huk5h7k3vF1XJY2GLM1DoUSXYbcUFtBALqMGY6KpNMf4Fvm/yLc1otRqZO+7o2ErQbCNBFRjDBMIqeJP3eGjOnAqVOQyXJ0vo5R6Nx7Mo5Rxep0otk/3KSboqpkB4Zw63WSgcviBeR43+AWHNGmVqrRnDmN3jeM0T/EiJNmn1vGsSRISFRUQi9EeiFuaZH9o7vY+QqZT61kild96KNYqRQrc9OEngcSDNumMDjM+GVX0nPVtUx99YvUX3M9E4+cpDsewtJTaNuv5eTU/cz1aGwZuAJl+wZm129g/tRREpUVttSqZGoNDK9j0NP7qf/B9G/eSveR/8Bc4q0ofbtYdhZIeZ3nf6zp5Hs2XOQReeUh0lYNMYxGneQXX1h7adRqcX6pIp66xl1TSLC+N8XppSYN16fiVUh39wOSaPkoUb4fSlmWzSZFuxs1ljTVNify0yzYZTZXR1gz52LqedCS0IB4pYXaleJiQlxALib0HURBjFQFMgzIGEWQUPOXKXlzGP0prIEBAhkihcA1DXL5PIqqYl21hdaRh1GzWbR8ntzbb6L8uc5iLHQCnuDo42SDY6XjjChbGEyso3dvi8NrP8L6E5/isge+jmWaLOd3kFLTrK8O0WX+CKWBRxg4/Zfc+Z1f5pYth8ifdCh1v5NTQZMZt8iYqvHAqQpSwtxyiGZcjZFoY6GD7GhSCQUkLvl8kyhU8X0V1QgxkxGVlRRHjgyzxhOs3xISy3PGEDJmKZhH9X3MqQbZI0v43X1Y4v3ANJoyR5CdBrEBze5DGi5Thw5gJBL0jI7RNTzyvcP9nJDI5jpGCuUVFFVlcPsulk4dJ2i3eFv363hkfi9z6SrpRoZspp8oVyR95wO0tr0DxbbolgWGvGmO96VZnCsxZG9HVU4hnGncqoqZlWilI9zU8wfcm/63LMxpePf2oawY1N52lr+e/EOyWp5bhn7iydfMBUZW36+9NPQ8nlieaW6Z3KFVfT/dMmi1nxBOF/St2/SCxujZQAhBwGolbBypFDSPxd03kq4vk5ibwOzuJxtm6Wku0rIFy6O7WXzgYQpKle2Zz/HlI9tZXjnKprf8BN3JrSj+PImhOrN/+qcY+a+SGr8FNzPIscMqN7zRQDNNUFSUta+lFrVxF/eSd32sY3fC1U/W8YyWT+NndERNUGwoREGADBQiJyJK6qQyF9+krmt4mBkxjYGJITtrGL86SRxFKKpK5LpczQaqoUAiOOCmWd+XYSjhYtsW/vmfXGfpZJk9GZsTcYmGlsLXEjST3RT6JEHg4zsuxx6+n8XJCYDzRi1WMkkmX6SlrKEdeqxIn6C76yKMxguHmtBJXt5L69gyUnYTD11GfuZRdk8JDqwfYjIcZGdrCtE4QKSuoU8tYN7ej3Zzk2jIwTNt7rluiJlWlitrZfr1eerhALaSIXj4BMqmJmL0hpf8PPz7T4MfQsJAGS0Qz9ag5hBPV/Bmq7TOrBKAasZ4SgWePpxCyRrEjYDmd2ewxp5/4vZJBNKLYKTwdIhLDWTDJWqcYj5fI1Y6MTFeDk80WGzMIomx1BBFrJLsCbuADBxiv005XASgvlIicUHHZaanl/ye64hbbdqPPEL1U3+P0ZcnvW2YyekazWodq6ajZBTWNHs4sKaXe2+6kdfs7acneAhl5W62aYdYaN6CUCUJwyfuavD48js42H4HV/jfZGfm22jxLK3f/o+0Mj9J/y/vedbn/pxJt8OHD7Nv3z42btz4XL/6ioaINCI/Ihs00YBeW6evkCBWVR5UBDf6LSqpbcTZDChg9HbaApKhiXRC5gobkHaD3sUp0u0+3IqLIlSChkMm34SeS4t0E70mJxdP0RXnaQU6PaGGa7aQhk6cULGTBk7Dw+hNIgMIQp9WQzCx/ToG99+NIUBzHOxmBa1viCiWlO0CGTnDSm2JQMlg1WaIZxvkeyNCzUIZCRFncqh7v0XKWWRx7w7MbBbbXCL0DEzHRI9WCbZ67xD57izKD2lL8/ei5rfIGEkgplRdwEglmJ4/QxDHZFIF1qg+G3btYrfdxR0nZjmbKpIx8iREChqgb7Mxum2S2YsnKPtcoCiCpKHR9ELmfY1GpDIpFYaDzuqjW2TPE25YSRSpo2SKRO0VQq2NvOxK2nsXkaqKPz9Jd3GAmlOlqytL0eyn3DhCHBXxFJdW1mRODekPtY4AL+BGHmUzgzHQf5FG4JmhpnSCuSY2OkuexVnXIEj2odkpwjAkUT2LNrsPb91unEinx9ZY8iNCE2LZOU1PKGhhm35zDH8woOu6N+LPT6EkU0jXQc/kAYli2mjZbKdttFzG37ePP85oaFon4Jehj4LCkjONqqsUUi/9QuBiI/RcvGadbg0+S8gQCpv0gC760HddTq3u0Kguk45CgtI8aTvFcEmnbUPZCsguWmiWBqaGQBDpr4z78gkUh4Z5y8/9e/Z+9YsAXHHzu87/e/1V155/r12vcWDmi+RaPQD0b72RX3/1CdRaTLptMUSShNZGmEkaqYCHLIu16IyUqxhEqH5M9rE/oSkaNNotasceYebBe1jb1cUptUB3Jmb3V/7x4gzCKxhLn7sPf28nyFacNpF4YVlyGQTIYoEVr81CNkn397BuKUvrZLgllJ2ArJkhGhimsfUK7GQW0yii1VXifJ1IddE1BQWVCX2JUPc5kD6NlrYYKYeIhIYM2kTzuYtOutl+p0UcwGKQQFGIVUEUhEQyIJQBgfCRRsDg5q0AjOzYzem9DwJgJlePv/jRH1/d7uU74XP3AOJJurUtw2MuOsOA3ICKjxIIPHE9ofYF+s9OoMg/5rbxd/Gm/vegqAI1jJgaeQN7Zv4KQ/lt5NwcXQS0i29ng+hnR1ohlpLt65I8cqRBOqmg6QJBGkMT5xPrsYQwtKiFEk3XCEWIogsCXERSR3UiSguCpTUtupIWhmpiAE3/JJm50v+fvfcOlOQqz7x/p3J17r59c5w7d3KeUU4ogSQQIIS9JBMNxmvstRdj79rrBNjrtN867RqvcQJjY5NkMBgEQiinGUkzmpxuzrdv51D5fH/0MCOMBBIojGSef2Zud3XVqdPVJzzv+z4Pka+gVQO60xWghCIcfFVjPr8RMxGnc90gD335NuKZLG6jTu+6jT90UH9k+y5iqTSteo16cRUrmUJRdYy4Rk+YIW7GKGgVElqcVtREpAexlo5h+gq2FiciYjRqUO0SVA/W8fUcQsmAlSBiEb/VQjU84jP3MDxrURv7zwhF4M0mURsWSiIiriUJogBNObfd+g4jhafIdHOCCtVSiVYmoh5V0d1z70Vqm8zszPchbA07k/mh+uiZIhTnMtnVUGXIDFgc3sTwfUfAsPDLBey4hhZpJF1BmOqgZXVTcUNShss13eM80OxkplUhrvVjhwHCStL92rWoexfIubOseEmUZIoVsYve4XP3pfddhLP8OL6mYbhNCD1Qz/0mWgvLqAmTTi2LZ5pEJR8hTCJPUm0UsVMvTB99LxixGBWjSNgAW+g0HYluqxTnl8kNdJNxDCYDhzRxHC3BnNJH0rPZlU3iGxqSAuhxvs2+jyZM/HQSR+1gt70NdyVN3l7LspjGTqVoVmukOvLUiqsomoZmmKy75Ap2vOonePBTh5h1IhQMXnH5+SNt9GyhDyVRjheJdIP4pluJBi7DefQvUKw41cilkVpLrLGAYml4lTIjiRiTXxsh9qb9qMIj0lQmUjFG6znUaBWUORRc4qpFMO6hN78Am299XtoezBSRpWbb2MzUcOtVTj78CD1aLykrixAKujAwuw2iEPxKSPKK79ZsM/oT6HmbQFXwlxpIKX/gcfMs6aaK5zWhqlYu0JKr5GSdhpylZ2EZ3UmhmC5+w0fTBan+QdyoRONJe3411o0MaghVECR8+mNtnkWLx8l0dWPYMTr6B4jt2YOaTjPzgZ8FIajffTedt/4xyv3HKBVWEQuSnNmBYzvkKzGm0wZzb/8duj/zdrxWiYgYXlGlopn0b1yELQ2O3b0Fli1mo52MhXcSVwZQxQpq0sA5XoTeZ0anPWvS7YILLmBmZuY/HOlmBhb5dA8namUcYXB90mNSS/LNiSIrms871DkmusaID11OYnYKLdVJZEmsXg3HDJjd2E/aXcLVbRKJbqxse4PlTldoKkmwz6+yIt00WdcaAWDJryKFREgFra7xf8YLvDnZS2/Vwe5P4y24ZPck0YOQLd09LNkWSqOGr2rkTx7gWKob21ApBwpZv8zk3AQIHTeAVKtFI54l0Woxt3Ed2f1HqBVVWo8/jpJKErlFtF4VvQT1TAVDU1BaktCpET99hObyPJ0/+4EXt7NeAAhF0GG2ycVDE/t5+LGv4zsOew/ciSt0VEWwoa+Xm3/7D3H3naReeZwoCokCSSNWx7aSSFulWXHoHc19n6udP4gZCnUXHm3GeWdXkVqg4mougYhQwidNCk4DRRfUqhWypolcbeBe+07mD/x3NvSvwQY8t0XTaxI1PYxrtpE6HaCcivCVAPROpvwqFz+p4t5zqvQ2i+h9fS/8jT8DKDEdtcNipdbAVCICCS0jQ8wwIAwQwPTJB7lowx5WAh+pWmSMtimJKaN2FrsALXTpsHvI2BrxjI1uJBGGRfEbX6Djhh8D2hOwtX0LJ2fGGaWEFkXsMT0OA3azggwc0BJ02e0F3POuB3EeIJbLE4UhxYrLuOKwNbIhilB8HcONkV/7Sqx9e7F7h/GKiyAULj8Wx01kOd4qQdHHHWihqirB0hwynXmxb+kHwgU3v+Ep//9txFJpPN2jGhSJooB0Q+dfEu/kL0v3sTQ/Rf/aN5DW1hI8/gASEFHARGcaISPGloqEpiB9+CH0tTUmTv8bvria/iBHtnc7F8cHCPv6KHzi8At3wy8TBAWFyKsiA4eousJydf77f+j7INQ1Sskc7tgIiex3zzPZmEHMcNAUgaGpBD2DxE4fIUjuQuoxqp5Hfk0OITQiNOrLy1xYv5CHtz2AEgmOp+uM3fNLhHs+jZSCcKmI3DrwolZcmOG5UnMhVRQkgaaiKhoyjDAUDUOxGC/vJ5tur5trheWzn8n0PLWJlhACvS+Oc/wkinkusGifPMHoyUlWg39gZMfPIALJyHyLonUFfc1DeNhcMBWymm7RE08iVEFWGWa+b5i++f2IjtcS2mP0hMtgKQg9jZQRCRZ51cZVHpkZIRlTWb8mjm0oZ9oCji9puhG1ZoiqKdRrAUEkqboGLT1ivhESBpIjx2HzJoVYGpymR90qEqkajYE0aw8/hNq3AUUEhHRTjkt0u0z3xq0sTE3QqpRpViukO7u56q3v+qG/G6FpVFaWiGdyrExPkO8bIAw8NN1kZfwEV6rbqCVaJIsKTVVD6VxDuHSMYH4ef20SDZWEEmNHFFHN5lk5EGOo9wSREsfosGkVU8TUKYgi1ubuYFA7warZxUH13ThH1lK58DBzzhSnGkfYmNx+rl3GkzLdvKcwUtACpKGTUbtZ6p5mXcs7Gwys11eIWXEqtVUsK/mCPftRXFBprSJlhAxUUorLQrqX6NghzDf/LEJVCZ0ahheyaklsJU3ql/+V1O9vw9dUkn4dszXJifkpCuGl3OTeRWj0Euty0RJZzMocUWIzZr1A4dQKvaOZs9eOxbqY1zXSjkOgakSzj6AMX9F+szpPcd5DSej0rSQYafVCHJrTRfzGKkbcQJwngXlNN7CFRkvWoeYRWTqrU5M8Vl1mV3QlaREnKQSfW7J501iGblMnDCT1QhHQIHRAsdpZp2FEcfYw2zJX0KnnUCKNgmux3b4JXehE0icQAq1LEutI4m2MaO2+nK8eXqTDjdACSQeCtZs7X+xu+YFhDiQICi0IQLU7IPTR00Ns2n8MU8DKRMjQVXcjtn4UNVqhsxpytNzBwOdVrKtmOT26EcOvcTxo0lVVacYfYRNvIwp8hAyJykWUQ/8MQ1dA6lmYFKwcbf9bnYPiSRAahB6Bm0fqA0hfQSpxZD0AqYLRAnmaMfsUQTTOkaUc6dwQI8Yoii6we3USWzNYT5Jc+jb0zhgYKpEToJgqQcFB7/zBNPrUlNneIKjP75jieU0UNyKKbWC8a45CZpCBEzaKKtGkTam5SrU8Q+/wLGn1GOVwE7Wgi1gkQIsRNRZZqhcJKyFJ1yHq6aG83M582/Gq1wBgjo1hrlmDNzeHv7xM4Zf/O+7ODaRXbaIWaKqKV1ykI55jWp/lvqn9NPrexZWnfp9IlOl3bkcNeyhVxkh0uIh3zlD/81FqfhZTWSUQMRTKBDWH1c8ep6U/M03cZ026/dzP/Rw///M/zy/90i+xbdu27zJS2L59+9N88qUNSURnrp/FwgRpRWPEW6AUb6flTgZwvzuLHXgUtr2K3ge/jt41hPSa9JQmWch4iE4Dj7UEqsfIaXmWjY5ciYydf+V+RtoGGkgkXVIl1kij+yYeId8sNRieLrFuMEPngECxdbxlD6vPZERXmF6zCWNpmTDyMY88hrv9ldRX5ijvO8iC0mRy6hDLq/Poqs4bT3+BT136IWrJDIZTY9ubNrNwbITyF26nce99JAd8gi2ShrkWq57AVCxM2wDbouC2026V9PlFWD4fEGdEiRWhsDI/hYgiqrbOYXszMemzrXaE6cU5lidO42e6qJaXMZtFEuk08TCB9KDW9EAI4pmXTkaNdcbBNJSCgq8xZnsIRRL3bFQiEmqaSEiaQZVW5xi5+f20nDLxwsWkOi/gyCuu4Kp6FTWRQtcNMqZNM2wxMXsc2zYoWsv0NfNYuk5ysBPdbQ+JUkqsxVmsVhlr67YXswueFkIRKIZKzlPxNYM1hocTuDRjeaC9ga5WCwgZMhSLMef4hAjSKigCHEUhFUUYWGSsUTLoYIHIxqjf901qd9xG7Y7b0GIxxn76fdBzAb86Y7F3aoC3JWv8Tr6EG0vSiqUJqgEdT9IoU87DMe25hmHHaJVL2KrOoO0x1YjYEZqsNHVafi9rm03E5jGQCnbvMH7gkyyPo1eXcUKPvNWPmW73WVQt0Tv0wzlPnc8Yu+Vymn81hW3kaDUr7J99FGWmivQ9GqV5sn0bufiW3+LUfZ8mWLOGyqO3M5FPs26xBC1JZUKhPNjLbHOEyzu2k9v2GmTo0arMoCVSbZmGH+FZQUvE0DbEWHFmOJTtBvHcOahv2bKNdRd9t8jwP7//UhSlvaBvr4G6OZFLIypL6D0XotNCHjpJWbb1zCZqxxm7bCM5L8VCpohrqjRzaazWCZSOa4iaDrLuIJIvohD4k/YnK8YdGO/5EDIMad15B90n2tmdTthkonKIy9e+FwAzcS67LfSf/tmNmiFqsh8ZPinL6Ft30dlqZyXWY18mvfFW4iWXqOsK1OY/EFdWyAcP8Q3/jbwuNIhHnQjdZO/WtyCVLJ19e9BUgfBrKK1TiJXHUYIKwch/RbX7ubT6TeorVZzCBprO4yjiJLLm0WtFpCKPHkAqBkIoSAlCAWKSaMsa/vqJW5ldkmxcY5OOS1K6zsEun0pfP8INiM8HJNdpOHItoFJTjrHlxjewPDXBQ5/7NL7rkOsf5B1/8KfPyVfTu3Yd+770eRqlEiuT46zZeQEXvuXdPPTJv8SpVdie7ObjwVd5RbCBFDb1gQ2o+25DcV30M9sjFZWMppIZ6WHlQZ/6ajfJ3CQKAjszQPFoDlVpkuh1yATHSWnHwfX4+n0fIqr1o107x72rd/w70u1Jmm5uQFjzELqCMNub55gVIx3P48uAilFHWRFwZnpYWJ5gdv4UAO/4k489J/30TBCGHmmtLXTuhnVG7QZ/s1zjiutuYaRaQsvmiaSgswQTXQHNYIVVb4Xcq34L7Wv/jZG44PLOSR44/SDFHe+lvNpBNjyGoq2QveGXGKornJxK40YRR+6ZYesrx76DUJwY2kz+2CNkfI/m9LdQujZiqRaUTlObd/GuS6NqMb5d4+4VdDS7o21UIc6PIKDRnSDeMEmQptpaQiOgNDvB/TOSy8IUCVUy7ev0pHvpMp60PQ+b4JcBsNJZdr56A63VEgdvyzCa3I6h6EwR8s0g4J1GP+qZ+/UjD10xiBoQijx/99AUDx9c4mPE6URlJaViGM+aBjhvoKZM+j98GaufOY6zfwUt2U1r+CJyB/6ZmB8S1ASlB4vkdsbQO0cZ8R7nQNHiZOUq5L9eReK9D1DPJ1kgYtPxh/j9uM+GxBf4UPIdRJEkqk2jNA+AlX1q0k1KqC/C0hMQBjB4CWgmzD8KK2cCgUJFRgpSxgjCPUCcdi2lABooYgY9OoiqC3RVEkYwki7jR01WSxZpswM9ZiJbDlHNQU1/twuvOZDEPVokDCK8meoPTLr5y03CooMSf37W70545se52iRtdoIMqVo+oJIpGgS1FJZQWXXb+xddVRFKC8JekhpIpROhaPjj92HlLBrNBk6zge86Z6/RNtBpY+DP/y+zP/tz1O+8E292jty2DVT8FQZrGwlaEcncMEPNFo/3TaA5i3yqvI2+C25j7b5bMJ3DMH6U7tQTJBZ72MsriN7cJPrXUZYbw6yx9hHZNTR9GW81g+8+Mx3AZ/1re9Ob3gTAe97znrOvCSHOkkhh+BROPC8DCBRSsTx+TKA3Q2orE1w2dCF3JlqU6yYPNdO8rjrH0uAaanfUSRUW0Tq6GFsVHO4Hz4AAD63hk60YYEHkRQStGqu96zjfPOus3hTj+mH6/C7wTETUHsRDNYIQSl5IpdAWe7XWZXGnChhdOram4K/dRf3xB4m7Hkv33kW1d5jCY98AYPzb5zdjXHvxjdjNFQbmxlnsHmR2YC3hXZ8nHx/Hv+oqmg8/jJUu04pnyS2kUAMFzHPaSVGzfX31JZoh8qyggCIUStVVlisF6oZOyTfxjBiebqI5pwl8l9mjR4nULYSrExiKSd7qJyLES5gIRWAlDEzrpUOI/MsHrsBQBQulFrd/7guAx2rXDNnZtZjEePXg+6n6q9yx/Eku6jE4tGhihD7l2aPEN1/M2j0/g78yifA9FN2g1qjx+MFv8cTHH0DJJfip//qH+OOr6FKnu2cEfVprO7U1QyKvTjGWZcOunS92Nzwt9L4EzeUGemCiBSYdSp274mu5ek+K6UfvA2Bi+ihrhrfQb1gUw/ZU70twDA3h+lhSYgkDL3TxRUDSSOFlOvC37kLfvovBhIqQktWpefZOKSQMlQejNDfMmrx3XRwNEL6LrpxLA3+yycPLFd3rN1GamaRZLvHaXIW9jSyDKHSioBTaE7CUksgXqBZoisp8rA/bq9NqzRJ/UvTdqRZQd429WLfyvCORy3OqeSeD8Y3YWpo7p5doBu3IYGX+CXpGtuBKSTLZyYnlJfJbr8KdeIyl9Aqd1Qb6asSJB3QuW38lWbufsDqPXzpNNdXPUE8nivrSE4I+XyBQMeLx73/gs4Bhf/fGADhLuAFnN9TmxRfT2juJ3iigxPP4cutZgwRbTfLVuz7FzrE3UjDLeHbIwta3M3ryADK5FcXoJKq0OBQdYt6Zoc8aZHv6meur/LD496U8kSLRNAGahrqhi9P7D9Byasy1TtI5MkrHGY2yTHcvM4eeAED5Hi55iq0Rll2EoiJDD+nWEG4TzzIRno8x8SCt0U1o1gZSKwbzfIxu/W10a0fpfeJbPJZ5JRduidPhp7jRfyX+YECBGioOwvBRZZxUOYmy/ACh/Cxa/7Xoo9eQXRNi7rsBCGmqOerKIF5lBpsiAKHWga93EkQ6VriCGqygVh7g1vwTKB17SOTfi+e1aHnfZH5LP0apwdbPmySu/GUcqwtJQCtR5eDpB7n/P3/x7P0mO7tYe8HF3+EI+8OgZ2wD2d5+SovzHL77Ti5+w5sQQhDL5GisrkCtxfv0qwk0DyXQiEQXClD8wt/weOYE0c4NmNLk4pXNABQueiOPHN7FzfwJJrPozNC5CSJX0FrV0bM6Imyx1nqYS6JP8cAj7yJYsdFGGzDypO/V0lDiOlErQHoRq/94FG+iCkDiqj4y+Q4C6VO0qhitJvqT9nMtt0246oaJFX/hSqsjS551BVU8hVwqIlhZxbrpNTTuv4+kvRvFTtBTsUg2A2qxEDlVIsjcADeqiK//BpvSBbTqV/jqA5J9iZu52voMerBIyvsnGP1leh56iOWuPRQKCrWiw5IXUah65FMGF+avxB2A+swjJNwm81NfpU/thKm7qTdTYIUkWjYREdIJCZ2IKHSxTfNFdy79NmJ9WRhvd6JstqmXsFHC8G0SusSNoBKYxA2Njv4UHb1JmlWX0tQyjTPV//FMGlVVqR9b5jW97yOIPCaCFT6i2exG43RQo1Y/gklElzVIwujCUE2q+5b5InV+DpNOFBpIZsfS7HrxuuM5gVAEeqeNF9eJmh657BizVoy6EZB2XMqnLZQ7byNz1XXoA3t45cKfcqz73QCsTPqQkNSTaU6P5firRx/i7rTGAfNiNhtrEWxD4zSUxp/64m4FHn5SgGDuITBT0CqCUCHWAXqMINhKWEpxxu4N7BbCC0AERJjUXB0hIjQlRFWgK9lEEU1k4i684HJCOYAiVGS5BU9BusX2dNE6XMBfalK7a4b47h9QgzpsZ92K5ynT7UhtP3vL9/EGv62VJ8M6nmWheS65pQxSCpywQdkrMm900dDGSXFOzxKhErlVJLPkuzcSLC3gNps0620uwE6niT8pw14oCl0f+kXckyfxFxYw/+GzFC5/I62ghl000YwWMdumZ9lmuq/Gbw3Z5CIFb/eXEItfRFv6PLI0RVxO8oZKiU8WP4JYX2T25Ga6wlPEnSKJoRkqSj+xrmc2Fj/rndHExMSz/cjLBjE1iWHbaKaJV1thOOZjai2sWIVxP4eMyugiQymZpjtwiWZPoQlJ7/wEs/1rCbUIpWRjBG0DCmEIwlad4tAFL/atfReSPVkwVVb0IkGgkTlDukUiotvSCM/8KKePLZOK64QqODWXogYdPf2UYxZKFKE5Lq2HbkfPdxG6TVIdOXJdPTjziwwNbSFcupKeQolQrOLaBkd2Xse2o4/Q9YF3s7SyQGrNLCcy/aTmVBqZMmm9PeBEgU9zaA0d+TRq+vxIHX9ecIZjFIogCEP8MGIhhJnR6/lKMQuo5NxVunr7CBTB4vg4/Vs3owQOtt4efBRUQqUdlVaeo8XsC4VcvF1Tsa5X576uXhbqiyiqwyGtySVYGEGAYcQxejdQ1ZJYUVv8ZKlQIe5UEBjUtDidZzRxwlqV1WaDUIGGU2VleZ6ErqJ6ClfOb0dT1fZvUwgUr4FMdaDY56+duprQ0c/EOaxQJ645TMocZVuSXrOR0vRpTs+dQNgp3MwwWxJG20QB8GMWi1GdtZ6OgsAPPSaTMRpWivCSq3F2vwJVgVKtyGWrh/jrCZ8tvXmycYNC3ePYYoTnh+RwCZ0iQeRTcObQTYse6+VPgtjpDMmuHjTTpmOhwITpMuVqlJCkIpWWoWD4Ae5ihbBUQ6SSLKb7SFaX8KpzCCFwSw3wQ+TCOHrna1/sW3rekMjlyF+yjtbxBo1WhU2ZizlZv5+OdJr1o4NESQPhRwxvu47WE18jduFNVJ0iS5PTWJ5PquWybqmENRIRlCcRikpx8qv8+ivez+3veXlm179QyLOFzdz0ol3f2rObyhPHMIMawtcRuoYQMUAQ05NUl4s8cvu/Yl43Qtm0ebRfoevxCazqBKgrFPcXOLzzFG7ksOjOMZbYTEx9bknEp0NE9J2OETJiXW/72ovNHr689PsA2Kk0fUNb0c5UhoxdeFm7ZD+RYs2uPd913m9DiZ1ZoguBUA0wLJTtW6nrGvLIEbSwRWL1PsL16/E8kFJQka/H5k42a1/jHvd6TpZcsjmHSGtXWARIFrUaR/ITRFLQ7Ub0nb6Qo83dvDExgRnvQAQ1vNFfRz/1W1iUiYSFY+dQQgMlCnEUCykFuq4RKSlCYeGGJsKvEbMsaI6jBS2WLIf+UzrrHrgQ3WkgpA9ijkDNM1c8hR636EgMEQbtTL7BLduek7LSbyPZkSfT00dpcZ7S4jyf/OWf4x1/8GcM7txDo7hKeWGOYmmRCImGgiYtTgxtpi9yEKenWdqdIxUlqcoiFknCfI6lmMaRk5vYutFClUtINUHga6jmIgt7M/Rf10lQLbApfi8tO83jC68hmEjxf+/7BkrO5Sd//VUotkbUaOvRRq0AwnPB5LDhIxICDZ1AjXDjMTRPISxPE8ZMpBbS0z1MoucFlgmJK6yszqAqWttp1FNYb7VY0BN0ZjvQykU0s0nM7ePVM73oUXutESh1kJfArs/hn/4jBsK7yFYmmKhtYDS1g2FdIFrjeOFRRjYmqC8VCXyVz/3RYwz9+AZcP6JcD7D0BKn8VkrLT9DUA7JLp8AogJWj5NgI0yVWs1BQkKZA+pIw8kjbcbDOj+qOxHCeU1+/G1tLYIoYIR4SGMNj0VOphyrbxrZwgUgST1l0DmQA8FcPE2VzmLE4A5uGAPDm6lTdFVRFIzIlkzJiSnjcp1YYVFw6Wovo7jRDuctIqL3kUfgEcRIIygpk0xavfs3Lw4Aofd0w/kKDcKlCTMmzf9sWlgO48ehB9FAlvjRBUJpDS5RJ73oPu6QFKHxl8jLs8F70DQHjw1tQQosr99/NxOLt3NVzEVfHNyCCmzDKX0Xc9WFYfzP0nRmvm6vw4B+da4RigJVuu2wrOoQ+dG+H0euIDsxAvdrOhtMkalJBtGqs+kWaxRWaoc58UyWdLpDvHKLfbYHfQEhJGB2l6SeIGVn8I/MEp5Yxr9mIeFIAS8tYxHZ24c3XiWoey39xgK6f3vGs+1F+exx6nuRh5p1pOvROzPDMfixqRxMCw0RzYggUbDXOhGZS0dMcMjbjyTrxcB6iLmQQIJtFAlpYySR506Q0P4fntfd9rUqF5JMy3QDM0VEyb3oTrX37CIpF0tMHqfR1olQEHakMfn2Wzc4AW50sitaWSBAIRMeVULoDNcygRA3i3hQj4jSTh9dRjIapGv24Mks6O0fvW3dTrVafUR88a9JtePiHcxN6qcJLuPiewFNCQukRV1NUWwsIWnjSZcnMk2o0KSZVvLEN6MkcWjxJWMuRKu3D7PTwMCEToE+e25CGhUXcV754C96ngxWLkWrZJMM4juKhyHabpRKy5ARMVV1CP2R1vkombhMtBOi9FoHvYeg284kkuXoDT1PoLleZH1yDkUyx/TW3IFoV5MatqLEUYd9bGJr8IKeGLsHymlRjCYh3YjUfZ+CWPUQLqzTMNHHNAWx8T+IqFcTMLPbp47iFNMp5MqE+H2gVHOycjWILgtDH8Vp8Jn45xWLbjUkBkok0YSvCdwNWZyZpVj9HKTnIkNVBjSK6ZaJ0pUhmbezU+RHx+0Hwmj0jHN9b4FhTZV+8TFYOMuBqVEOfDbldnFbORUTihdOsfu7/El3+45RSab6tWpHp6WeoMIZ9zRuQSwf5xgOf4Scuei8SD+VMCa9XcwkLDY5nejk1uJWrXpzbfUbQumPUO02CSoViy6SgBky7Bik1pN6/ETE/w9TkE2we3Y6qCcJI4iBAgNoRZ8FZYshTUFAIzBjlWJLQC6m2AiIpiaRktqXw/x0xWfJAtxxWmz67BtOkYzqxdJoqoIcBXbEu8no7BV8xX/6ZbgCpnj7qKysUPEFLa5Jy41SRjIYSEUaEikLo1VDTMbzyCn6zwXIqS+jUSGc70E2d0IlYicfQurte7Nt53qBqOpvf8iomfvcuAt+lX1uPnSyA4bM5FueIAD1nEdR8bKEi/QCsBAvZBAOrVTzDwHI99Px6FD1G2CxQtFPkx16+2YH/UZC89lqW/uSPQQgiCRohEo8omsGV7XGkNVlAKP3EzBhF36BZn8CMAoQKotrAc5pEuiSmJjhdP8a29NMTWc8loij6DvdS+aT3kh15cv2D1IsFZBR9RwR+dNceRr8H2fZtaD1xZBDhTddAtsv2M1e9glPlBfIHD6GGEXJ8gpVbU4QPVlAtE0OsQ6qHCQOdeHCIR2sXU8vlONHYy6a+CloVECHCCFGEZHVrGmfU5IoDt9EqL2Na70B6q5DcirfrM1CfQFVsVp1ljkVJFCI6IoGJibppMz31VSbnZqiM72W9fidKYhiEjmKlcJ05OlY7CAywZRwpypQDn7J6mvHwMIZtk8p30r+xbTDxVJqQPwyEEAxu2cbUE48Bglatyqd/45f5sV/9CB0jaxkCTj7+ADPHj2JGMZTIQvU8ZCqOuegTiBBfeqRE+7vrTChIE1aKeca/OEP/L34Kc/FPEVoV4ZRJ96wQZa9AaxTQFIdN4h6mxC6KYggCgXRUlpuL9MXO6cR683XC4rnyqKjkQKK93nZVH6IIKxlHzQyhAsXi3Sy2prjx9S9skMbqTNG50m53yV/ElwrdRsQTJwps3bMb5ehJZBgi9BhapPEduTIS0OKI3CW4Kw+xLr7IIy2Do6UxBjoOgABz7lOsW/d2xudKuFgwd5r6XXWUS3ciFDg53+DiDUO4uo4S6TREiB0FEDg03QRKQRAFZcpRnVi5Lf0ThC5K3ICnybx9oZFY00XcyuGGLVR0AukRSRg4Eznd24wjXJtQixjc8CStNUVBN02cWhU7nWkb0iy7qEJFFRqV4Tody0kUCYrsZCHRRazwGCtByF3xDn7KhyqSEIkhVHpiOkbORn2eyghfDKhpE1mPYXs1Xj98LX8zfjeH+vvZMTNPdbFAJkqjaGkUoaMTIBWdGwe7OVF5Nfu0fRhayHxPN8nRzQyN30FfbT/lkZ+kM7meKOpFDRZg5kGws20jj+JpEAIpFfzwMrC7wKtjxKaBGGRHmaqvx7t/koTrEotAlSoLpkWrcAJNSKpLAWGYphlG3CeO8i/VfVyqv5I/SPwcQf3L5OLTGBRpyRCJBCTCD6h+5VGiKKJcKxApkmAkzYarrqDwD0eQop0hXX94gcTFz84ETgbtGez5yHQLZcCcM42QUDdd1MUJXKNC5/IcilRQxQYaeplyo4GQAY5iIrwq65VHWIreSoDT1nptniTszBHLd7F66gSqquC5DunOLhIdndjJ707C6XjH25n4138larUwWnN43VfiNlyEqqCEKh1anmYYYYYGvhLhSw1bzxFs+jNk4UskZv8GGbW4LvcxHl59Ayfc3ZiyQqRlcZfneTajyw9EZ/793/89l19+OX19fUxNTQHwx3/8x3zxi1/8Pp986UJraGSCJD2xASg1cF2HaLXFjV2dRK1RlqoZDpZ87EhSuvQGgkqJoF4lajXYs/ervPUb9zG2kGN0Ng1BSOhGyFAiIx8rcX5m0lTMJhW1jhAhgeoRqD6uGpLUFCLAafj4boivAYogDAJ6Eya2neIfdr8bK4jQgohMw8EtLuJUSnRsuYQLbn4DF77hx1A64iA0UtoO6okE5WSWui4oKgFy799B5SCaP4Vj9pBZ6iO1msVOmiTNNGoqS5jKoD2NCPHLBY3pFuV9NebvWeLDn/9Lfu3BvRTVJIK2o/OQrXFz0uW6n/wZSgtzVFYWWTp9gFR9HtPXsPQYphOj4UfUSq0XVXD6h0Ui34XSLDNselyVaTC9Pk2PC+lApcu36LE5q91hRS7B6gJGcQndsAnlue1Q6tCjxGbn0Pp3kUgN89ur/w+n1Wzr00iBlbARisVYcQbHfnGd8b4f1LRJYsVFDxV6pcZa0yGjqxgKDJgedjqLNGwKjQbDhooC2AKEBEVTuZPP8sVYxF3JHA/ZcaqRRd0JWai2ODBfRiBw0FhQbGZdmKj43LKzj31TZSaXG5RbLroqUOuVtivDGQj9pZVR+YMike+kUVwhrwWYdotOVEZQzm7E1QiilobV2YmRzEJliaBVwA8gDAJCLyRyQ+KFKeyul66g8TOB0BU6LholpiSwEkm2XHgdF/YPgOvQZXvUVlsEHSZrX3UrejyBmuhAUTX2jvVz18ZBvrlnKxE+kd8g1Hw+/8q3EX8J69H8CG2YyRSYFsHUgyh6CinjgIqijNFlDKMoNjR8opkaRjxANU1mM1vRg1lEagwjlGw9kceXPq2wyRPVR7m78LUXpO2+0/yOOVU+iWqIpTPUigV818Wp1+gcGnn2F4gk3lSbcBO2hj7QSf6970U1TFYyCeJ+gNJokGrMMIxKtxNQbW3Fam3G8N7ITiWkY3Mng+kYl3Vczi0jbye67TEGC2sYmLwAYYK0JfUOg4UBj3oSagt/TT3WjzS7kUYP5C9HSW+iy+hgXeMwmUaBL5dS/ORyP3953zj/vBijbqwlt+YV1DKvQca2IK1+/MAmfWojveMjpMspgpl9HB3/DPeUbmfv6a/QqlVYu+ciXv+hX+OCm9/wnBNu38aFr72V//qPX2TL1ddRL5UoL84zffjA2ffXbr+YyPHpoRs7DJjpGiV24hDJk/MEtqSScAiJiEKHDsNFC3XCQCWqVyl+8ZMEG36LcPh9WMkasW4fuToNvVvAb5IK57ls8/9FdLTaAuVWyOFHp5iLZsBQUJI6UdX7zky3ukOr2cDFIZANrGqDMEgRtUpEMkRqEYqiMHbpCxsOjAxJJEOaQY0oishoIQnhcvdcmWRvB3b3AEYqg57uQENjPDXPF8cexhuOtzUthApmFzFNZyQORjDJZOsavll5K0ZQJdWcx6p/hc1Xr6cSH6KhpKmfbtJnKLiBpOVGrD6wj1NRnHuaDZYXqoRGnFrnDhqYyJGIzmCIjNKPUCSRU8ENmxiRBP38IJf0hA1SklIy6DKG12igKe2vP5TwYDODZqiY9ne2tzg1TnVxgSgIUHUdb7IC9ZC4nibAY836PF//wBX8rx0D/P6uAX5vZz+/+dPv5sfe/XYqfsQf4PBbtDhKhKMrJC7upfN956dW8Q+KzM2j+KsOrhsjLXNcsO4qPDOkFNdRZ6dwF2YQRgoUDSEkQihYpsamXJIrHroARROs5ro5vm4X1a4M8cYkfZOfRD36+8ipfUR1n6ASwz+wl+DII0Qz4xAFRJkriMQIUdUidPI0GhfTbF1KbaGf+NwqvdUaWdfDDX1mgiaTs09QnZ2gNDNJ6NWRYZN5UeFf1L1IIg6XH+cdMx8kLOeIAoVQJqg09yIQKLSlvEzNxNItenIDdCV7OHbHHURRSO7HNuCdquDN1nBOlZ59Jz6P5aU1v0pSS5OQCTpaCbT0ekIzjWdalGODqIGG5SdQQ59ur0BFT1NUctSwSXf8PlrzHsLpr9Pa91mamWGSmQyF6UlajQah79OolPEd5ymlCYRhkLj2GvyZGXQvwK0tEffTBE6I1tGFqhgkAhtHc/mXocPMmyoabe8aLf86Glv+CiVwMJpzbE1+lTyTqNIjEU4SlRegWXzG/fCsV6wf+9jH+I3f+A1+4Rd+gd/5nd85q+GWyWT44z/+Y17/+tc/21P+wLjnnnv4wz/8Qx599FEWFha47bbbuOWWW86+/653vYtPfOIT3/GZG264ga997dkvyBSpYjlxdulX8HVO0aou4ZWWuGbTtdybOsXpqs6dqya/vnSMh9dchgNkEilIpAgPpTDL95EMrkOmR7ErCVRTQYYST3HIZM7PjX2qI0tq5jsfEc0q0WyZHK+0CCIJXkjLEAhFEFUgllHZrKsks93MJ9MMVMt0VRuorSaZq95Ewz0nCKxv7iNIWTSLb+DGb/4CX33lf2JyZDPNWIrX3v73aOExPE2nmNjIWgBxThNG1Mqo1TLqjq0vYI+8GGgvxhRFoNganmKcfTWQkNQ16slefDrYet2tHL33q4ReCxUYyKxH9y0iIrwzkVPDeuluUu10hs6xDXDqOHHV5UvTc1yIxSAq9VqabMccl1x/A0cOH6c2P4klPZTJf+P4sMMabffZ85jH9jPwyF3Ut11IcsN2Ju49QemVKwzYo3AmCTWsu6gyopQ5v7OPjL4E0lSJuwZOM0GFJVQ8jjQtrk7X6c4mmFqepbh0EmXDBWhnfj+1CGKqIJQhd07/Pu/3X0GjczPzRg+Lrsrp1RpNL2D3QI7edIwb+hPocpkDrkFWkxTqLtt7M2RsEz+UWM0ymtJO6w4JvyP1/eUMK5XBiCfINursSTpMF0K2PmladZBYjo0MJVZHN2tUhYemH8ZCxYq3gy3uQotCIkHvS0hr8QeFMZQEAbIZ0CgksVERrRbZgw9y8bYdnJadFGar5IRHdX6K6EkC8gm7H01vm+Y8UZrnbrOTm0dfuuPZj9CGqus0d25G/+o91CfvJ7+5AOt+ETe6EIHAEGlaNPEny6gX9KDGJcc6XsXu+T9HdN+MmR9hYPwwbrOX6R1V6hQ4FpQZffR2+lfnUXj+xiLd98D+r2f/Fso58kQIwXv/9K+wkyl81/mBAl5q+lxmumwFqLaGquuYts2K3V4LKM0Wqa99gcxbf4PGXfPEiFML3wYo0IQL7/wnROe9CBkhD8DVl+zkVO9mRmf+kY4D+zC9Oo/vfAXHNuxmtrfOK+49QOgdJ+VqlKamMNUC5qabUfIXkkiNkDzwHq5Qrqa76628YWjbk3TteuCMQlTYCmmuSloJcMwqxmoDtVGgnDDJDwyjahpCUZ5W++/5wAWveQOH7/omzUqZA3d8jbV7LgagMDNFs7KClttC1uzBiueRuo6xssLm37+fw//jSlzNI4aF4rrcdI1gsmHADDQP76M6NUV6eANB9hWoxbtRKqeQmoRYJ2pzheG5U2xQHuVY7BLkQoxTX2wy0Xcbmy8bYfSu7w60qALsWJwIyUrCITlXRE1fiGJn8cMWK7UZMj09GC+w7IWZTiClJKYlIZTYaoFtsRZ/sdjk5FKdURWyxrnntWo0qeoVGmELQ1fBC5GpXaiGSo84zaB+kAmuZbp+EXOJ7QzIJzDKj7JO+wSetosH2E7FUzjxyUeI3bINH6h85DcZXphhGAi74jh/8E4enxin0T1GKmicDXZFgYJipfHrK1iqdt5ougGEuRhmxaBT7WV68QDWWBxVQDGEd48OEXgh2e5ze8IoCvFb7TI81bKQUjJ9217sWnttv9AYZyR1BYmMzUWv3sD86XbFx+CGTjr9kJt39GLrKqWmz97PHiGx6qG8DOU/hBDk37WZlb94AtdPcbGm43TeRG/eRJ8+ROlzf019ZY6gO2AkvA26X4Nn7sbo3MGG/jTjD69h+cIpVjuzfPX6N7PliYNsOX6YdP0IoiwJq1sINr0JwjPPkghQ9CpRIQsyIiRipTpH3EmCZuDqKYg8fFVHTP0tsdBHT11BrNV2rpYARier0RIHwwkkET3GGAveScos8pX+Ed7GMXTqDHb3EjbPOEmfeca/raWvawaaE/G53/51RndfSP/AIOFsC+dIkcgLUYxn/l2fLS/9HjqjPyhK/iq1oEIyODfmr6ZjVBN51h0OUKvt6q2V1jQADTXOrJcmqTeh3qRQKBE02mtkv6cLW9fJ9vZRWjjnuj6w+en5AHvHznZmYqWCrM8iOi8BR0Oc0QMOQofT+Tk8e54TwTL21Bq6h9diAaqex934pxjHP0QuOMnNmd9hxtnKGu1xKD2IPP5VWPvMMo+f9Yr1z/7sz/j4xz/OLbfcwu/93u+dff2CCy7gQx/60LM93Q+FRqPBjh07eM973sOtt976lMfceOON/O3f/u3Zv80fcPCVZxZTcZGknA7od9IUVk7Qv+U6dqXyrLbq7HMtxt0pbKdIK5kic+azxZm16KM1djzwt3i7PkVkndFy8CJKsQS585R009MWzLQ3Pb7iI9WQQPMYjdsse4JmXKdLESwsVRkeTOI6VbSGSkmVbLYiJjqHyUUeZqNFZ7yDVP8oUwsNtg4lz2jaaeijXRhNSD/2Ti49aXGka4JKKsc/vvFn+YnP/B8ObL+eWMUi0HyihANnejU8Y6Kgd53fpMhzBVXTMV/9Do49OoPwIiyjxDq7h3ePdtBtGcyeKJLsvoTOkSVWliY4GsS5VenCV10CI4KUgW1pWC9hV0khBMnObk4eP0VchORlg0fQCYEBFIy5MXp9iyFzGycHD3Ks+hj+Uo30oRLsPHee1d2XEyJJ772H+JHHeI2usW/NMrlsP7Ezi8aw0S73qGbP7+dLsTXMsQyFE8skPJuqp5JRQ+Y8nTlXJ7JSIARzi5NUKstkM10IoZAdzRPrTiBPSdTQQwBK5BOEIeOrTe6bWMbWNY4vVelMWmxZO0iQTzAqI7pVuHFjL/mEhR9GdMZVIqeJesb9UIroxe2UFxCKotC9YTPF6Qnk6iqZTADlc9PqChHdQZPWtI7ZGWBbcXrjeWqiTuiEyBCCep1SLMuo+fJbCP97GMMpsm/eQPUb03iLTZZj2+gem0ctFmHvQxi9O4AMipT0DG1jafwxAHxFR7PHaMmAkgj5Rraf7rTGrbtfvo6v/5Hg9+bbJTtA0FKJiVOEoodm1E/KytOqL9B7cB73ggGcvhitrXD3Ez/GJeWj6LEe0kPDDPzdW9F/L8O6LQskBxyiCOquRRQ9vwEAcfkHz/5f/rv3Yqk2SWxYPxhBovfGUTttwpUzTu0pAyEEdjpNKWaxkI7T5fg4+/bxheDDjGUvIq3nSVoJdN1E8RWks5tY80uY7mnsoEpv4S42n/5jPC1N0+qjnN5KbrlKKZOiEkvz+WuvJVGUdGun6cyq8KnjrEtuw+waQhgZ5PbPslEK1kUSp95CEzpRAESSSARITeA4Hsu1El7QJL5QhfGDlIqPYFxwDcRiDG7e9rxltj0dsn39DG3dQWlxjsWTx8+ShYunT9Cicfa4tKGysPUCuk8eIr13HHv1clqKSwwLqRkMTu2FH3sTh7MX0Dw4gXmkwWXZJlbXe1BrDXR5DFGawqtKZKSjGSGv4E/QUgZTXZdQn1eJPrmRY+85wtqpIeRECzSBPpxETVnoioMTNmlYLSJnhvz+aYT9KsLaEiWlQTKVZXDr9he8asFKJvCiJraSRIk0KoGCIuCWjioHZsqsXZ8nmlpGURSiMOBgvi0+P2EXyfeMEk63s0Gi3muRC/dwRdcxxhcnCZQ+7i28i1cP/yXJ1iR64Susue4DHLqnSr0RUGqYbPvoB6BVI1J1guE1UF5Eqbg8dscByhM9iPV9JKsKjmghmw1kva2r6EgXS1XPK9Itt6YLub8MQHmhhD3SR13qlITJJkNDN1XimXOSOX6rhR6LoWo6T9x7F0987S6uzbwZJ2zQCmscKH6LrdnXtQPzioqmtdcRQghiT8oEz8UNbnjXzhfwTl946L0J0jePUv36BFHD5orENqIoRN28jqnyYew7v0SgCB7YMsBPNP4WM30ffvx38LVOdvhD3HFsFWM0i2+scHj7dsbH1rLpxAl2HX0Y4cxiPvY6ouQOoswW5OirkFEnxGKsFhYoN1foXP06Sec0Tnwre2NvZmPhLxmpfAkIAYlc/jLL5qV8y7yR3WuHmG0c4EjrER4wJuhW15LRuqiFRZphhc8X/4wNve9jMDxIxnFQZYswgpZbwPNNEvE0hmYipeSaK97I3oPf4qEv/DMJM8ON699HsOrgLzQwh5+Z5rmUEqLnr7z08cpDxNUkfcq5kldX8Rg8ZLP2gY1ErSJeq8DpcIGTsTXMWz30zT3Isb1njpd3gS6gpwNzcJDQ9+ns6qFVKeM0myiaRs/adU97fWvLZqxt2wgWF7FLkyz0TZKd68RvpBHuQQLFp7B0DH13D6W1Fq3f+m3K7/5N8t0DqIoCye0EPW+B2kk07wjD7D977uDBj0Nh/mmv/WT8QEYKu3Z9t9+JaZo0Go2n+MTzh5tuuombbvreemimadLzHJQghv2SWrMKgaDfGkHT6qy4SywEc2TNOHlTw9IMSr5ECWpUk0lSc5NEUYRrddGoGNiahjjw67T6fx5NWIQNj4KVYk36/CTdEr1ZHj99P91+J91BFiKdUAtwfYeKb7Lq+PTnYqiaisiAN++Tjet0Ax2xOAtrtoOzTE1T6VsuEqoqeqvC9JTO8Ej+7HXsrV3Ux69nuOlx2jtJJBokGlUe2X01i909dB8xqGfrWJFN1Q8QjQKVWhW5fRfm2pe5ps+Txr49A4N868QMZXeJfOcEHx0bxWtq+E/iONZddisTi1XCcg2nFCJUCaYg8CMC30N/iWtt2dkspchgMYjIihb1RJ6ZesgyEdt9g+hMgU935wCnnMOAxIkkbugjVB0XGL/+NeTv+ioJVUPGE6hBwLaJfcQuvwSAoBnitTz2dm2glX6BxYp/ABg5i5YmMRWXfGiQ00LKoUq/6eNl4ixl8ritJpPzpyk3G6SGx+gfzKIYGqEMMWkTsbHVkyyEDg/OmdiaQrnpMVdtslhv8tbdg3iRQRBCTejs7I+zUnNwggAliIgI0UT7PJHyH4d0A8gODNEorBB6HtKr4ERx9HpIIGA+jIhrAn1xkfjoWgAsI0nog3om2tysLDLRv57r4+fPxuD5ghrXie/oonbnDIqtg6USmXGUmAuKoH/1OM34OgLdJMz0k+oaobo8iR75mFJlVvjoqkkjpiAU2NT7MjbR+Q8EY90ordE16E6d0G0hhEcgBzEEdGkKg+MLGGHIVKlGFAMvbnC682J2N48jhIbiFOi67FIyuTsIPQWnrqHZEYGjfBcR9tyiXfTzbcjnOEFAy1lIJ0SYKsJUMddmAMj1DxNoKi1DI/AjIlXF8svsr9zJ+tQeFn2Fjp5eeqMsQnq41Vejxf4KP3TwBRR1jbzU8bQkdXuI5dlLqUUniOI6ftQgZ0cUTYm+kqGx8ScQR1ZZozuYyQjFMlE0BbfUQNE1mitV/LkGen8KpUOjVqlzUp9g4toF5INz7Pz0Q4h4jFhPL2/48O997xt+HiGEIDcwgJQRoe9z7IG72XT51Zx85AHi/TmWK3NEIiLUbJbzeTpn4yiaIHmywFLPMq7pYUqdVH6E7rqg+8aLmd2xnXv3VVktNkn4Pmr2/aSKv4qhCFTDpb5soqkuQoWdfJ1m/nq8ZB0/UNCO9lKyy2QwIZAYXXGyrx/D2TvO6uIcgRZnukvnkvkKSjILgOrNYYQ6mZ6+73O3zz3i2RwtvW25qWOgCMmiZzBoSU4Um9idCSqTS2hH99OkTl4ro/TkaKhziMxmREcC/BDYjZoMkEcnuDH7CW4v/yIFv4Oj3kVssVysIMSe+zPW9L+fE8dWIIJ5ayM94UH8kTG0VAp1/92EMYtoQaWkjaHF6ph6EkvaYNs0zgi0R7rEzufBOn/m1ty2Xg7sP4niRQylt3Gi4mEmbdb0bkWPaaiKSjJzjqQPPRe/2aRUrSCjiLH0HgruHLaawFGaDO/YTTJ/bj/VN9bxVJf9DwGhCOIX9VB/aAEZtaDlEwhohFXiA5fRcL+CAihVhY9NXMyQXeZV/dNENDH0PtRv9hEdtuCWEkgbx9DZv2EP2fkyfUGIZiZRq8fQph+FlS8jzV6Wtv8/7OmP02ysIIICfrhK2JzDjk7w0JXreTT5TqQiuOaOL6E3m/Q3Huaz5ddyZ9f/ZtWfRioRCZEha+RYbZ4ipaTRNI2iN8e07Ga0eh+KnkEIG02FhF3mz/b9G++64gOYmKCrRL7PhjU7MWyLxxb38vClB7ns4B6ajy09Y9LtySXuz2Wm272r32CqeRovdMgZnRjzKbzKSWodcVxZJl6KEdbmUJQ4sr6Mk4dePc7u9QN0ljPt1N9AggKqpuD19OPUawAMb9/J6soyqm6gx2J0jz49H6B3dqKmkghDR19coixbGM06XhAR3n0bRmmGxE0bKK/vQKu5nPqZS9nwv38bcfEryF/7BhTLxku/ARFbRp3+LUJaCOkhUVFWjkK98oz641nvwNesWcP+/fu/y1Dha1/7Gps2bXq2p3vecdddd9HV1UU2m+Xaa6/lt3/7t+noePpByXVdXNc9+/e3HSmUnIFVhFDz6RaDTDuPUjSr/MX0r3BJ33/h1On2oFdIZVgbSgLdIt4/AsBSYgArFaGEywTSJHEmO8uVHot2gswZh8bzDYl4ku2ttruNqzkoQtBSA3YmfcwgTdUL8VoBhqnhdduoJw28ZkA5jMiKkM/17ebHD3yNyA9QWg0WzCSWqjK+4jE0LL8jUmes78Q/usgr5n6C27Z+HS0ImOlfh+F7GI6F7gssNUlK1yDTQ+TupfjE4yi3vnDlzC8mhGxvMN1WhnXZPi7qv5Qd123B9wL23X4CRVFQNIX+tR3UCnWGQtCVENXXaMZ9DFtDVRUM+6Wb6QaQ6OikV3VoSEHO9jnKBHp9mD4EHgITQSQihBRsuvRmHv3a39KolzDV9n2rUchI+RBfGtnOrh//WTZ8+H3oKwtQLdBq1TG1GIohiOoN8q3Kee1c+m1oHRaJQMVVwKmmyWgtnmhazLoavkxhXPxa4ssneWjvlwEQb/gQH0y207CllCgIplgmyRAHl1rUXRVVaWdtfOXIHJt6k4Qq6KqCG0Go6SSIiHcksHQF3/chDKj5JZywgZ45P0SLXygkO7uJ5TqoLi0gc5LEfIAaCVSghsSSFpHTwC2VCZslUitFtFgat9xE0VTESoHjA5tJxF7ahPizgTGUxJuoIEwNp383sVd3wf33oh8+jKNaEEYYqSytWhHdjFMJIWf2sw4bQhgPPfLZGB2J82cz9SP84Nj4qtcx+bt/QZDKQSQJKssIfRoRi9HXCghcD90LyBxZZG5dFrNZpVP5BncffSU3XN2BiBpEg7eir9yJFXk46EwWeilOpJ/XdkdCZ8u159YxynOcfaTlbaQftkuyWwH2hnYQSAiIJZIEaQ9RXyFSFdZMzlPZupZj5b3ouk6p0UuHfjNCWKBuIZH5Fa6zP0ZZtHhHpcq1Q68gecGf8NjnP41y4tNYlmTx2j3ksxJpS0SoEV9JMCwt7MQIq49N0XPlelRFICVY6RjFExOo5SWqyQJHIodKr4aIg4gkqX+bIPVvJ/BNg75cJ/b6Dc9p3/wg2HDJFfzLvb+NlJIHPvMPTB3YT6taw3MbbDMuBaAeRtwTd9jWrBMlbIb/+Sil/7KZkWCwTcrF8kgsqLYYHElww85Bxj/zMH2bhkEIws7fIzzysxD6GFaEkYwIAxUtPMIl4z/Jfd7bmVZ2EDyWozDcaJNutOfxKAzxfRdTjaEGAs2twnyCsPM0aBYtq069UaFj8IU3tLMTSWZrs3h6DlVXMaTAVCKEDFlteZgJg3vjWYY+85f4PXnKN1yIIX08uYinRCh1B2EbRMOvgwdvI5N3kTIk35hnxR/gkZnrWN9zB0KLYwRV1qWPcNBYj94qsJzcgFVbINVqUP/Fj9D5Xx6mEvdZ9brRag5OUidXiihrReySxCvW8ao1iv4iPXX9vDFSALA25OhVslRlgTDUyEYFcpqBXjlOqGzDziZI5s6113ddZBRRWJgnF/RAFBEzUlhKnDsWPoXRjGEnn99x7qUEIQQ9P7+b2r2zyDBi4fZJyiKO07WNxPHbUaMWI/MFjg90saTEmWsoJBMaUeBx3a5O3DDAP3EJIl0AxWXKXuCOK6+jHFhk60u87sAhuloeorlE6LcwHv9pjMYMfTKgZauMD65lsXMI3XEJOxPU7ThCwjeuv5VAV4iEwpurJ/n8iQae00Pkx3Fqu6lqCkp6kSujTh50eogMn3/c9xUuGpakdRsoAgqIGlt3DfMlcQ9l6fATwavIiATxWIp8oofrR19NWIsTKQ7CA+fAFM1KidCA4haNDcmnLsGUTyLdnirTbaJxkopfQhKxNr6RlJ552u+g6BaYap2iEdaZa03TCNsk2fJ0lXWlnRjpPB0BTFMgXtFQNRNhJPGP3MZwh0HXVa/gN993CfPjX6ISAAiIJGrCQP+p92AXi/hOk9Bz2bh7DyKRRtV1cn0D3/PZUOJxvJlZjHiMoLZIrGMYV3rU+0dJNZfpv3OSxRs2ENo6QTpGfSRF7NRR5Ctei19eRQiBkh7F73wT2tyfoxAgiVBkBLW57/NktvGMV/kf+chH+NCHPsQHP/hBPvCBD+A4DlJKHnnkET796U/zu7/7u/zVX/3VMz3dC4Ibb7yRW2+9lTVr1nD69Gl+9Vd/lZtuuokHH3wQVX3qUp7f/d3f5cMf/vB3va5tSaCcaKE5BkPxDUwuPERXw6SnYGEMLQNt0u3rYS/vaE1DYgD8CjIMyRgmE8rPsT79MG48gxGEKJpK5EYUDBtLPz/LirQz0RaJxAza6c6q7rFVhuxdNllsZXB1Dc/x0bM2iXqEbql0CpWBwGZxuoE/spbE3odouS48fi+ty15Ny3FZmJ4j15HBSrSz/JSxDsSJJUxLY0NpjCd62rt+1VPYXEhjNyyiwXOPa9BqZ1W+nB3//j3WdcVp+iFPzFUwzwjV64bGJTdvOlvfL4Rg/I7jXFj0MKSNIhVcu4XXChCCl3R5KYBmmAQodBhtLcm83uCPlh3+lHPZoqpUidUSlMJlzHiWwuKps+9Fsp2FteoJCk2P1E/9D9b85vuQp44y/tGfo/uGtgW4cFtMpHoxtPPzt/lkxC7qwfjKOJproxPRY9W40zcYMAMiCatBiWRfFyuPQYDC3OTM2c+GMiRFjGG6AAdftqNiYQTvunSIv3twmqMLNRqBz6suHUU+9CAfe2yV3j0XnX3e1q6Mc7Tlkrf6UYSCI52naenLF/3bdjF74FEC1yFUHXTaY+cCEbHIQKpdaIkERjqF8FwsLIyUjVAE3vIp0hu3nC0L+Y+A5NWDLO1dgqKDkzaJ7eiCy66Ay66g7+79jFdiEEj23PI/6F/XwX+7b4ILJtrPlYtkuunxj2+5/EW+ix/huULMiPHP776Et//vf6OGjUsDc88QketjNnXKukYxk2DH2m1MxxWCONTHYMviN1ksvY3+7m6k3oEz9t84cfh+Hizu4af+5ANsyTy/mZBOxaVxx+Nn/5bPMekmhKDvNy/9jvkdwIgnCMOQ0zGdlGXQW6q2jZWsOBNRiOu0WF1aYqb/BGv9HQT4FFdV/t/at/Im76/5+2SSxUqTq//2g4wenSM8tYxEsu7h/eQHelm3+wrcKE+z1oUaqhS6ytwz8ADh4W9gHlnhyp2vJBUzaT1yN7EdW5mwplh9zQakpmDft8jWh2zuX66ypumQbnmERome3/3d57RvfhD0rtvILb/863z61z6EU6tSXlxAKAoiAta0j0lEkuL8NH53P/b4MXwvxHp0lvqeUbr8HCHR2e8iLNRJreulszeHYprt78fcQDn9ejr5J1QzoDLZXjtnRx2MaJor5F/w+db/xp1LcNJq0do+y5ZDfSiWBm6IXgnQRQeT5iK58jJm3Ubd0M6SrpQfIG7bjOzY/TR3+PwhketoS1OY3QAsBAWGLI9yELK6UqKwVMOQktlf+J+s+a2fovObGRZetxk38JkNlxk2DGS5iXQ8/I2/jpx8grh6lGvlHdy2+H58qfKlpV/jXd0/g6ycosMvsGv4l3h0Mo9rdnB8tIPkzduQDy+w8sqP4O7bSzUcwU8n0RMnUcwcyVYaNanSjCRGKo23/DixWAaeQlz9xYLQFKKYJBv1oCsWK40ZRLyGokSErSL5LX0Eqy0ahwrIpk+wCbyqT2WxwI78taT1PAg4UnoQz2uRTvW+pA3Sni8kr2wTMM39K8QXm5SsTg5d+l/Y+c2PEheCkZ417G8e4Yvf+jyCiJte8WbWrNlFFEVIGaI2OpBS0lE0WdlYIWO0kB0pbsu9j0xlFU1Atlxj27FHCImzz9zKx3Kv5OaLltpREcBsNBk5XqBsb6U0op6tXMrEJTceuplHillyUiHTs46LMj7V6FKaBYP/1Gkx7wfE/BmK9RJq1E9nPIMQCrra4OqkYKbm8W/l0/yD8Rk+0P0edFUnHU6QFXMEjRsJOjU0VcJ8lRgqXtPn8OLDT0u6fdtEAZ6adNtbvo+SXwBAFRrb0xc8bd9PNk+wt3L/d7yW1fLoU2soza7A5nbiUxSa5BeyKDGDsDyFcGtsmQd3cpooCGg98cSTziBI/Ni7qWo6rXK7VD1wHIx4ggvf8J+e/kF4EqwtW6l97XZIxPFJEO+6HluGqJtezYG1BtPLVS4qD3FyYxNCmH/z9QR7I1JhQLKjiyAMmf+DD9H/oT9AWf4Eit+k7ZAD/prrgU9/3zY8Y9Ltwx/+MD/90z/Ne9/7Xmzb5td+7ddoNpu89a1vpa+vjz/5kz/hzW9+8zM93QuCJ7dn27ZtbN++nbVr13LXXXdx3XXXPeVnfuVXfoUPfvCcRke1WmVwcBDTjtFKrhCrJukNe1DtBFGrRk/Zxq6fJGdup+wGrNQEf1X/JB/I7sELA3RFwUzn0Mf3IbImjt6HpalEfkTQiqiY1lO243yAmjJwTR/DbT8mEkmoBmyyA/7n0BxfcLqxetM4DY9600dN6birPkZO5+KshSElE9fcwuiJI9iVKtlv/guFC65FMSy+9PE/Z+fuzVxy65sA0DSNYLiDaKbIhtoQa2t9HEucRkzPYDcsAg387LmshqhRg0wWrbv7RembFxoS0DWV6zd1881jy+ydLFFseOTixtkJVwjBat1l72SJ9yoWQgp8zUHr1uhb10G+L4XyPAhkvtD4i9IQN9nzbIm5KALmhE8NSVKemyjUUANvldHdr+T0vtv5xOf+AM1OsG3PbmqBoOCrHF2qkB8aYPI3/4KeT/we1uzS2c9LQg7mR9sCwOc5FEUh2tlJuG8B201wuVjlb6TKfbUMF8UrdCoOiZ41+GYS3a2xMD2NG4SYmkpEhCXPEbFOpJA0VV69rY/RruTZ18stH4TA3biFP/3X+3l1aoGNWZOdskTf0mkOAsoZ59hnnz/90odmGKy76nrGH7yb1e5JpJpi1VrPJw9XuVhRWBdpeMUAIwP2mo1YYQgS3EKLZjwgbRovi9/mM4WWszCGU22XrRPF7yAUEnEFrSYJIoEQAtM2+Mkr19A/eQJfSqaIuGA4S3/m/M9C/RGeGXRFZ6XLpHzljWTv/yre3Ar6lirCiKN0biCY/iqBprJaaTL6sGR6i0npwgFq991HozyOaY7RkVax+69njbUJZz7F3v99iC1rn98MENcNsDuelOn2PBjIPHl+/zbMZBLTtnFbTSZyCTqqdfQwYvDAUYz/9Dq23fR6/unDv8KJyb10dw8T11J4CwbaA7fz11sv5qNdj/DevzpAKGA1Ca6ukWpCVy1EKUwwf6xE4sY/QCHCMVqs9pQxLhk9u2ksFwep13zSf3OEyXSDmf9xDfgRYqFJsizxgJ7VIumWR6TrdL3//SjnAfEhhKB7zVq2X38jQihIGbE6O0PXmlGUVZNgpUXK6KC/Ocvjt3yA3Z/5M8z5SZL/9g2md42QVhKYkYE8U7QsJLgP7mOwJ42M5Lf32iTXvp3mE3NY/oNk1jgEjkKrpGKmQrKpVS63/5lvVd6DdyrNeKXF9g8Mtssgm+eqbJq6g9logpY9+5onHYbHNrwoJIuVSBKeCXYCmKFOOQjIaBE5pcmByTK2K6n09LL0pp8mefQOlq/zCOMG8wuHWLvttfgPj4MTEDppyF0K2cvJpB+jf/UxJr1LqEfdfHH1Q9zc9XHU5hEuUn+BKHkrj1deg2+kKX69LbLeTOronZ3ESoukKw9Q6rXobm1GSEHYavd34DeoeKtY/Re94H31/aDuTNK8e4WEnsFaSXBo4kEuuOZ6aM2glzew+Jf7zh3bl6aj2M/r+j6AGzZZsecZ2r6T7ul1xHv72HLVtS/inZz/6HjLRk586RTJ0xWuSAxwaO1u1kwdoHH33Qz19VAeApsKpfIc9kqero5+VFUhDCOElGT0Dq6a2c4j+mOgCFqxCD9mUkvbFPtzLAxkiVfrlONpbs4tQyiIz7bY/sCjzG/so1nPsRpZmGmDrDfOSlcvKCobL9rNumI/b7v3IpQZH9/4TaL8KyEBHmCgQs8YgVdBM9rzWCg9Zh4/jKW06K+c5O1TJWqlbfCB9r2mU3n0o7+FUz1MecevkllJ0Ep7xISJIXV2z42xN38fF2av+K5+kt+jvDSSERX/nEPnodpj35N0O1o/CIAhLDJaFoRADyym7o7YtWUCaJNuYw/140UOoVvEXzp09vPm9Bze6XG806chFiP16pvofN/7EJZNc+rk2eOEqpEbHHkmj0G7f17/Ompf/SrOiRN0Tx5hauAIA/ENpP0sI2s2k8wucHI2Rs+Sx3I+oLBbkD1qM7s0z7pkGk3TsX7i52mcPAiDvwzj/wtLLjHvbaYejT6jNjzj7ZGU576Qt73tbbztbW+j2WxSr9fpeomI2Y+OjpLP5zl16tTTkm6maT6l2YJmWXhaE83UiaRCl9rHAifocG2uMdbyDzIiAkpeyKt6XkVdkRhqu3uVfDetvavI2E0sZLaRARRdQQaSzHlcHqOmDEy3vSF3FY/QboGAVqhQjzRGWcRODqDpCs2ai5PWcHwJjRDXELyyJ8m+RJxNAwPUmMUqruAtT6FYCeyeUU48eN9Z0g3AWNtBY7qCWYmI4SN1D7O6Bldz8FJppK1RDh20pTnCagnKJfSXOenWStYwGhZaZCHDiMvH8pSaHsWGz8fvGee/3bTxO44/MFNmOGvTW1Px9Bah6iMSFoahkXiZbFJ/5uY9nHzI4XSriC4iTD3gUMbg2HKNLajsFCq6FPRPbsK3BcudIzjVZZxGgcLKPOmOPJVQo75SZSRjQb4by4yRjKdIlKeRUYDvrHIov5YL9Bd/o/BM0DmUorq37YokfINew2chMCgFCpYiySgqZkcX9arNEGX+7v5J3v+KtUgpsTg3BoWKSsY0WNedIBs7V/ZeabbNX47UIvIpi6m5eTboObIZMIcHEAurZ48VL5E+e66RHRhCt2M4QR1kDcXUaAEzMqJLd9FbGi21TqxpoOoJiDQiT8EbyhE/j4MvzweEEGg9MZCSsOIRFB30jvb4FNuznc4jSzTKDooiyHTG2Rba+GfUsxKWxhv3DPwouv8yQ6SENLbsoWPflwlbXttsSVEhkePRNW0x5ZQQmF3DJCoLeM0mleE8F7hfJ7NzjNDJUJ6soMZ62DoGJ6Yc3IaH/jyS2ZEfniVapJQoL1C2qmHZpLJZZBRRQbDa302mUMJ0PfpXa2T7B+nfvA3FcVCnTxJmRtGtLE5Nkvzqw3xECZnt0VH8kCBm0kyo6MWQjBlDWDns7T9FUF9CqDpNsciRkSXqB0Naio3Zb3MymsAfBL70DgDMmSoNw+LR5QHeuO0nkCf/hsHVCjVDw+zqJHHZ+ZOVqmo6r3zfzwKw78u3US8VSeW7UKsaEQqWGsez0tQMqO++nCDXibE4TrB/P5Xdw3REGqpQkFGEiHxiIg5qO8uxUalh2BaqmiBc90uE47+I4s8jVJf6goWqtRCqZE3iCY7lSszXU+BoPPzlRW59/yjuSo0mRVqqT+jOMXLkJJF9CUFtFl9GCEPSNbLmRek3IQSVqMBSa4q4liLumxwTPo6EzfGAQ3MVLs3ECIiY2NjH6LhKfLxImDBpagonjhYYG8mDlESlFrJaA6dIZA1wef7TzM7bNNwKJ8IWi3qOXjMNXpWLkrdR9AeYcnajxjRUU0U3Vex4ljB0UD1BGNeItSwUFCJFRUgFXY/TDCtYmcyL0l/fC6lN/VTvnqXl1DAUC4SC1Gx0NSA8WEDJGkT1AMVUCe6oYvgWpXAJU4/RtXWM/K0bybPx+1/oR0DvjtO9o5OJ6Sp6GGFvexd69aME9Tp2tc5Vu1/D9InPc/rI7Rw+/ghXX/lOUokcga8RSYVk0iAfZlm/NMbx5LG2nqWIIxsCQij6aU4rKfSWR2K5hmXkqa30cO/0FTAj2hWhikA+FmP7rk9zR88bAQjwuPror1CxR9CjFrrR1a6O05IYCECC9NFUkyhoItGRxUcYaXwJVfhIBPE1EbHOA0SzX0fkdoK9lkKQRmnM0DJcnD6PslonKW3yrQw5N8ldxXvZmNhGUv/OgFRQclBSRjsgOvKdGeJFb4WYmiCUAQKBpdjMtqYYsL+7zF1KSTNsV6KpQsXWYvRZg/Q3NqH03k6nNU1FHUV6AunpCEVDtlbwj36x3Q5FYFgWS3/4B+hr1qBls9hbtmKckTTTF89V6piJJLHcM9fd1ru6SN9yC8YTT7D68COkFsdpjvRjGzFEQ8dN9fL7k1neNR3QQZNEImLx5jHc2iZyvo/l+cR6Bpj62r8wePnV6KKHRpTA1ks8yDPTl39WOQn/fpEbi8WIxc6fWvnvh9nZWVZXV+nt7f3+B/87aIaBb7iIusDXfdR0moLhgwLblX52xyIWYha6qmD7CU4F+9kjNmLNThAKQSgETuCjl1ZxmhKhGbQqS6xkzt8NqhLXUUfihJMNzMigFjnEcnmKS0WKvkDSRDdUfDdoRzEH4siZGkpGo+WEjMV1DriSWGcXpmESSUk9nqLoNDGSGYRtUy+uksi1WW8lYSFTSZhZQigu8dMOVjFJqPkoTRdfscioGvQNc9JO0719O2o2+33u4qUNEQkkEJo+/lKTV23u5i/vOU1X0sIJwu86/tRKnW0xk3rDIyYkkRqS7kq+rMRVX7m5m8RiB9HEAgA5LeSRQZvPLq/yZnR2KTqEEiVQiGSLsdwODpa/im7FOH30GFoqywWlx1EJUE6ZzPkO80nosPq5LjMEgCMbzCa7uPwlUvJn5mOsWB5GFOB6BpsSPooWR4oyZakxqGgkREBBGNh4zJSaQLu81PC7z84EvtD4z1eP8daLh7j35Aq7hjIYqnJ2Y1lqeIx1J1isaCh9XazL1IA4Uu4/25b/qKSbblnYqQxOpdz+W3hsSJoojkrG1xA1BaMnRbVZpSvRJtkaq2WO9o0x3P0fzxBAjev4gUTrsgmfRLopimDN1h7mT7WJXDtpYjoB82fifkbC4C0XDb1Yzf4RnidEeNS37EEzIwQQFk+gJpL4T5JE8E/ehVk1CK+6DBkKChcOsHjvKv7RL1LSPQaSexDOGI4XMditEkQuoXj+rBSkBCE0wlZI5Em0Fygz2k5nSHR0Mj89BQKmUjaZlRLYFvKBh5h701vYWa1ib9tGy11GiFEiv4Ea70W6JbLpFLJVZuWCIRb39LFPXeDHvA1klzuozMQJIw9VTxKUTuPc9wnUxzfz93t+nB1bVrFP+DCmkgxcNFUighC3M0nr/oCNd52kzz5CdPIAQqjohCgbN2KOvjhE0ffDBTe/4ayLaulLp2m2qjRLFRSji/L8FId2X8clj92H4vvE79tPuOc1hARIFBQpEaELmg1RiKJpuIpNqyXJxiEyYtQ2/CrZ8V8jcJZJ9PpIJDIQaFGZ6y+5l8/fcQNCiTBqizz62YfZMuATI0cshMOZRXJND6HE0JIDaECtsJfuTU9THvYCIN7bSayQohk0qLqCznhAJTQwFcHJioOaspHAalcCe2QjkQWRpVEUDbpkFW1sC+JMNqh3aA45Po2UAVb+Yt6oH+STB1ZQgI+7m/lQd0B89UEUVePq/Ke5rbqduqNgDiTovXaIq7bkMHWFQ7/2RyzEPFqqixNVic2FBIVZWvE4dspGT51/c2t6TS9VNYeiKiiKRlzN4Dl1utmIr7YwexK4U5X23LhcJSQgFAHlcIU1N/8os+3ZIn9RHwe+No6iKshAwdt4Ocbx+9ulpA88zminRu+wwf0zde6++2Os33wDQhnGbcbZuTWP54UMJIfIhf3I8RJSiWgoHv/a8QjldBlMMPRuDDFAuDeJ3NuNMFX0Toug5hI1QlzVoCXPmTpK4WFGVUIjiSp6iZAQVBFqnEgRgAChQRRC5CFqB1FPfQRFCYikiqIEBIGCQg0pXaJQIqIaIhphdXWJLz/6Yb42bBDTLN5tvJ68sgNH9ehwMxS8pe8i3fyVFlqHhfSj7yovXfVWSGopakGVelil6TWo+MWnJN0aYY0OoxNVaHQYea7oeCUAk9MFcuVvEKy7hHSYBxWm1dMYqyVa6jytVAKkRHc9tHiCYHEJLZ8nqtexxtaePb+VSmPEEwSuS+R7xDLPzuwu9463M/dfP4iiCFpOEQIHxwjwvQR1o0xOj7jtZAevH3RJhD6eOUcJn0ZhHZYMWQ4k8e0XQeChiBihDKhjIcbHn9H1nxXptn79+u8bXS4Wi9/z/ecS9XqdU6fO6TVNTEywf/9+crkcuVyOD3/4w7zxjW+kp6eH06dP88u//MuMjY1xww03POtraaZFkPQxF2JoQciIWMtK+TBu1ESuFomCBEfr7WPf5q7joHI/SmwbRkc3ysoChZk5PvLYUX728lGsrvZDogoX23a/x1VfXAghEA6EhEghUZSIZrFASgNF+GihhmYo1EstFEXQVCAq+hijNikBiZbHQqWF7Oml9dBDmKNr0E4dRdt2MUEY4tWrlBbmzpJuAEZfAvnoHKHdQtUldiuF6bSJ3WbcBr+t69O1ME4YuYjzoGTh+URg+sTLGUIR4C826OjrplD3mCg0Wao6/OZrtwAQuSHN0yX6Hl5mYNUjjcAUMbxMC1U/P406fhikU0lmQ0EtVEko4VldxGkitDNcpIKK2TTp9G02qTvYv3oHXtDCa9bI0d4Q4HLW3S40zhG4y0ND5AKNhPXSqJXU8jadjoGvSbpViaTIkoyRVT0aYcDqwiqpdIrE3FFaeozyoUeYvqALKSW+n6QgVUxFkoyZvPXiNqERMzQeny4DsKWvPUGfXqlz1/EVAPoyNmxvp1SH//SvZ9uivMQdcn8YGPE4qBpIFat1mitsh4laL1cIgVd16FAy5NKdRNEZe3ah0aO5WPbL7zf6/aDlbfz5dtTS2pjDWvedAZQnBwrCho+as5BeyODg+beJ+hF+eCTMODKRYfTGAisHk/gphSi+ngRgKjHcqMk6OcNIo8yDh22OXHMletVh3vAZ1baQ0w5B+Bia+SgoO5AM4/nP/1gUhm3DIr8cIIwXZuyLZTuIp9JEfjsDuagKDl17CduqDuaBw3jziyAE9W99C3XtxShWFidqEux8DWLkYoZFxMiZWtHWaoLXN+M0fYOGOo+WGEaXNsvONM3Df0fW97mwepJfOfh/WD6l89WeV3Pn/hGuuKA9DwhgsF7gwr+5l7HKPGrg0ch34WsqsymbnT/9/hekT35YCF1Br6hErk9HIJmbP0l6z5W4I+sw7/8GlucxF1uhx2vrNwuFNuF2xqRJay3S2ZHBbRkEoUQzTBDrWNr6UXoeeg+qphK6Es2MiGiSKM3xEzfdzye//AqWZ3TC5jwbjSa+MYIqYjQ1F7tZw9XjZ9sY4tKx+cUj3VytSVLJkjSyCKdEkyJrLYdq4PHZpQZvGMpSd2YYTm2leF2Owcf/lpnXrUGvedTG76bVXEfsTHWPNpjDmxkBUUPkdxDPbuNtwzanFqc5UjzMb8Zcfj+6FnXly8RUn6vVjxDEDaqlQaqFd7JSuZSBvM2pDXvIVfahRhGpMEdguWj59eh+lUa9hp4+/wLzQhHouRh+0yF0AgxsVmemGDI2EPoNPDsie8s6iv90DElEUnQgVMHd0ee4yHrni938lyT0bXmGHl6mjMZkx3VkdsVI3/5pgmYL2RxA8Yu8ctsU/zS1jUf3f5NEKoGt3IyyowdFlegRxHWDMNmJpiq4YchFNfjE6a+QanSxpTKKUVEpNTP06IexnTK5aBLLXOXx2ttoBB3EouBse+LeFKZXpphV8LuuJ2tsIBkanBD38vhAkZ213WwoD4NQEO4U5olfBAVOdu1gvr4Zt0MnR5OVzVk6lbVsKeWphxWmr3stDWcfbzx8kGuO11jVdFbW7iJmXUSg1OmvpzlWP4SlxoipcRpBHU3RqNRnUAKXVb2A2e+wtLQPL3LYmNzBdGucsl+kFTVRUImrCSp++Sn7uegVCGVA0S/QbbYTnKSUrJyYZrjPBMXBEy5aZBCrdkBHB0FO51juGmrFJfY8+DjGTHtdGNVqBCsrWJs3nz2/YcfwGnUQAq/pk8h3PutnIX3rrWS+9jX8RkRu6zuoexX0SFLUI96ZL/CXhW4+8S9r+OC7j2NoNSLN4ljd5QoPcpqCHBqh8s0vMnDzW0gc/y9Ug25yjeeBdPvwhz9MOn3+uKTs27ePa6655uzf39Zie+c738nHPvYxnnjiCT7xiU9QLpfp6+vjVa96FR/96Eefsnz0+0E3LQJcivk5coV++vVhFuLrOV3bT9336RUu0J58nUaCJXWGYlIjY8fRhsawBkZZyGzGfhJJ5Hkuafv8LS8F6Pqpbfyvg3/EF45+lv8veBcArlTJaCFJtUFpsU2yRlGbuvBTJqETEbNVLsfi10/MM/ma19P1L7fhHjlKcvVvKO6+CrNvjOW6x8rEaQZD2Q4Zb9mK3qlDrMaKEtEUkA3aj2igK2ici1hHzTr6UP8L2xkvAjy7bX2uOQbeVJX47m66UxY1p85CpUUURQgJ3myN8iePsrN9NHAmzVepkNNf2uYJT4WufIaSKomrAd1GgG20SbdHCLnv5gG2N6aI3xOhhTqaC2timwkDl0dXvw7AqfgYab/MgtWLEJJdRo107Nzz5BJRdIOnvPb5CDVp4KpgBiaiIejuXOSe4C6OtTayI+4QtVboHh1j9shBDL9K+uBtfPPfdMKhkJyIk9fbTOVw1zlCI2acy9po+e2+aHrhU74vQnlW70cYL43swOcDfVt3snTsMBAgIpdr03BPyUX3bQhUWo0mmWw76CIFNIIqvqoxmn3pZIw/V1BT54jGsOp9z2Ojuk9YbAdclJcIEf4jPDts6lgPfnsQUfQIEZ0L4NpaAtdrMi0GuS24jhtn92HWmriZONPX9VN7yGHGXkfLXWUo7mGZKn7o4wXPX5bbt6ELiALZzjTQXrhnc2jbDqTvoWoa3Zu2snjkCaLHD6GuWYOdySKDAKKISKjMz99Jf//12CSoFTTqXQVkNUMUKdSLHUB7XWqSxgsdlrxJysoqh4e6eMWxaRLFMusbDfwr9tDZnMePJN2xTjqIkI7LhSceYXB1EseK0+ropNkqgQAtlaZ/46YXrE9+GGh5CyLImt30amlqK/so3vn3JG58C6kH7kBrNFkef4BPXTqLCCVvOXEtqvqktVWtjKiWUPMb0FSFlZJPPqNhRmtxd/wC8tHPojKPUEAlIlo5yeLAOrZvPs3Dj29ibl4jGmtgGSkCQspGjUYxhWaeM4nKZuIvqimA2ZFALrX1N+ORyreT2lNaxELT5VChQZBbIpfeSpc1wuK6m1G8J/AzFnP5BVqlxlnSTSQtzOs3437zCKQ2oAAZ4ILcCGOVTdy/+ADOhhswzEHU2sPYQZUOeQghHqX02FH2pT9HX8cgU4WTbDDz5Lz2vOq47UQGN2q193rx83NuTVzZT+WLp8lbfcSW47SCBmbaRiDQ1tnYmzro+tU9HP0/XyZc8Fl15+m9cPP3P/GP8JS48IZRHrdUBu5eII/JA+alfH1rmVtO3w0nTgDgtLrYJhY5mO+m4/Qs+cRfsu8LV7Hi9bPm0l10ZXVURdDbqWJpGv2rvVz8+I+DFDTwqUcRF6ufZGv6DkzdQYZtct5Oenyr8nNMWD8JtBOF9OJjxFon+cwbPsTli+tJV2xCIo4P67h2jEftE9R1h65mFq9ZJtMcZtUd5KG3XQWGAlIyeSYJymlW2VISpNQcamwTx9ZCvNnggsP3IgHJMj41lCjDWNFkb/4umkGd0fh6HinfC4DVaZLcbLGyptJuY3vryZw7fbYP+4whPFwK3hJH6o9TCYr0mgNsS1+AKtrr/mV3geIZw4VOow+ASqFF8cE72XbNO0AxqGpN6uVVDHlmf580Wdp/gigMcAb6iJ+eAtoWBdaOHSjxc4GHRFc3F7/9fcwf2k8YBD9QUkn84ovI/uf/TPnP/5yovkwi0UW15tPVuUBnymdz3eHhRoKTU3G2rKvim8tUuk5ScjYzHApkTy/FpkOrqGKoMdIs0Z888oyu/axWCG9+85vPK/22q6+++ju05v49br/99ufsWkJR0G0b3ziXmZbN9GFxmnpPD7tLKvt8yaSnsOgF6JZGPWjQqDewDAN9ZAPxlo+uaATNgMiTeCKiK3l+62wpMZ2ueBcNHCbEEsNWP6GjcKql0mME+HPHiGc3EUUSRRVYoxm8chU9kvTYKpuyFv/9/gK39l/A5bP7SS3//+y9d7hd112n/67d9z693HN7Ve+25d7t9MQJSUgCIQkBQskwA8zQh2GAoU5hGBj40aYkkAklvZBeHae4yrZkyert9nb6Obvv9fvjyJKME2InkSVZ932e++jeU/Zee2nttdf6fNss1uHHaY+txygPc/SfPsI1u2+GJIHFBdSt25lRJKdVUBIVNdJx9YRGxSYX+vhBF1Gvs6harNt6eSzmvhsC08e3XPTYxD/VBOCuTT1PmVOrXWbrLn3LPivvOUBThShOWBVQtBIspU1gu2gvwHxRVuZckv8f2FnmWLE3KUdAoAiK6zYyd+xhFN8jt1pAjXSmMrt4rPol0BVqRh4r8fE1h5nKbq4ZK7A1rcOjPXdVTySA+jRh6VJHzxuwGqDGGleVEr6uzvPk7NVkNcmAHlIqFNnx+rey5+MfRA199uw9hByVGGhAz2Pi1+45Z0U//9qfEtvc80Q3+/y+iSRdmkREZDPPPXz/hYKdyTJ5893MP7kPr75KmCS8pK8Kc3kAZKKefWbFQUInbhILDfMyryr8naDmTLR+h8SNSFr/suh2viin5i5tQ9Ua3xlpw4Kot4kobe7QDE/SpYYXm9hqmjpLmKX1LJd/nD2nm4x8/iFWN22iOVXiEzeeYPuSZLJ9G0iFRxdDDhSfRBu58JEENx0YYeB0z9quXfX83ceVDZtoryzhtZqsHj2EYTvo97yS0VvvxMkXWX3XuwEo/eiPcOg//3eShcNU9FFS7QL19lMhORIQhIlHEHsseCex7RRxPiF/3QQbT72EBet+iienSddbXHd4Bn8ypLv8OPNPvIFN3Rab3/eXhKpBWOyn6zVYtiTzW3aSLRYYWLcBVbs85jateG4t3jeyheMnnsQ/fYCF4U04b/1pivvuJXWsSmcohTuaZY9/HwP+KEMYaFGA4tWRioYI2kRaCl0X1FsxTkoF+w00y/MUD38QRY1QDBD102Qf/xjehrcw2Z4hmGugWxN0adA2E3w9JGgX0VMVYq9GN6xx881XX8QegsLQMLUnFjGljRAaupC0ExVbxExYER+ZrXN3epW9zS+xMXUD+dJulMNfo9lv0BnO0PjyZyi97c1Az9sLRUUM5ZGLc8h2CyETMMvksiVenrkHgUIy/mbEtMQQe1ldiTCpYnfnufuTVxMcuItNqoEdvfZsG6Xfm0NCQjKpNKQz3+xSLjr2xgLeuhztU8tsL92KKjVC1SeyfPQNRYSu8PV/+Dtax2bps0bxpcvUht0Xu9mXLbZjsPGaQZ54bJmBRsR1isHcxpfzmU6Na9qzTAifcKXOSOQzPH8C6M2OmvkBCk6a3ND34S9UeHTR4Q0/0LsPHenjdOfRE5e7y3/NQPYIYWLiexZJO0KYKqGRZtTcy1X6r/DIwy8mvcFESWlotsLfvvkX0MKQ/laBNh4t1WP1a2lSA4Io02TvYQ9x3f2IEZ3IejnG1iK675L4GrFhQBSjL3fxG1WqYgO2TFPpFCBKODx1FTv3P4JKBDOPIDe8BKSCIdPcMycIlWO9SKiURiwjPNvHm+iF/ihCoc8YpBu3KRplDMWkGqxQsQYZtscwFYvHGw9x2j3OafcEx7qH2JDaws7cdSz6c2jomKpF5Uyl40c/fYrr+vcAd+HFC7RSGooPoWwifJdlt45EUhwZRR9bj7NnH90HHgAhcK677mn/j4qiohgqqm58x1FcwjAo3vMqjrz/w/DEP2AOX48c2MLQya1Mj+/j9cU6D3TSfOH+fjafWMa4M09ozDNTTNE3V8ZUbfyrX0x9ropVejFGuJ++xqlnde5nLbqtJS2G3OAIodoh6PoQK4g5iddq0VYVipaOoSqsT5u0goRMqsh8sMCYSMHKInJ8Pbse2YNefhGKqhGEXXy9xdTgxMW+rG/L1ZWruWP0DkrTORQvIqVo2LrBcqRSijzsRCIUQabokC1naH212duENyJ+eDTLfz5Sozo8gTt/AJExMeem8bbsJlPspzZ7kKV2i0q+ANPTdAKfmqFhJgkytIjtiFDRCOMABwvTcKDiUFqdfV6tyhcNVRKrIYqmIhRBEsSU0yZ9GZOMrbF3tslt1RB9KE0w2+J4SuUfKyr/NZ3QmO8ilQTtO/DsvNQxUxnyI2PEQYCuJaTPC2kM4wQnn0PbMEpt9gn8jku+DSQ++cwwS4rHnvw1TJYdTqx0wY8IDRXph3hWBykS6iIG9KcLS5c4ma191PeeQAkVyqSY9x8n9F/BTSnBamwxoBncfs9LefxTHyPULNKG4NHjW3nZmZxHYQKD+XNWYVt/puh2vqfbU+9HYYyGiqP3vORU7coLlXwKoSgMbdmC366z7LnMN3xQA9p2Ex0drakTpGPUUBD7CUeihJyRQ72CKpc+hZo1iBbP5Bas/8viiAxijMksSFBzV+74eiGTMR3oPiUDgRAuUVRAA4rZAdpmlVZqM2+5dpSfmHsH7dWA36t9nPQpgdef4Uh/xIA2z0IhR7yujuOFhEoCF9jZTfGTs78L/flbk6RLFVKFMqXxKepzM8gkwSkUz+a4Kf3oj5z9rDmQ4WTjINmoCCqoqChxb/5OZIKbtKiGi7iyRbA+4aXv/Lmz33144B+Qf/5XkBNonQ6btl3F9MxJBo9/iY0nFtCHh6HWYCFnM33L9YReg3TKYtPNt53Nl3Y5oGZNjMkcSMl4Ns2BWp5aO6B97DG63/dT5E8/SmpmleyhFUByotxmyZcsLoxyjd9CChUj8VFkTBJFaJrGQjXAiyV6RuFE6hW0v3gfgzdUyUzGKELitOuc3jZJHZ27Gn+OtP4SB5UwXGHgxEkEJUQcIr0msQWFTdsuah+ZqRRB1CZl5pAyQRfQSqAZW1yTTXiwA14cMu8dZL1zLVESkmTWo7VOknNbrBy+jyne/PRj7hwFRuHYl4g/+XsEpbcRAzKzAz9JSBsZkq3vIEHloUcbbJv7BYhCjP4c6fm9TPWVCesJNXUJZaVNtOTRrXVZVeqgK2Bfmo4NWskGR0NNNBwlSyQDXK2DSMGpEw8yv7ifxWNHWPSOctzbS6F/gJvWbbjYzb6sKfenufWd13D8f+7BTRJGYoXfv+Z1fFRI/u/B96IFIXGcJwirKH6Ib2h0FAF+SOsL70dVbIoDN7N8JI9uW6i6jRm1ePHgX2DLGn7kECsWBCFBnKYzl2Jvto8wTKj5FhGzuH27QQi0ICBfqyL0PCEJ/rJOxzPhsX7c3QtoswkDy0+y6OqgCbRNRXLT84SqRWzo2K0mMhEU7p9n6AOH0d+2jShfguEcasOirSqccraQrTXgdIz/yJdIXXsrWilHVptE6ntIlqcZkjbTKaP30E3ATExsK8VrBn+QJ5qPnOs7o8LO3DkBzHvSxv/8RlBgdaJN8JLHCGWElJKUlkYRKmktywMfO47XbKGnh6B9hCCTZoETlI4NkhZ5pJlipfoEg5u2QxRQvvVWbKmh5vPIJMHetfOb/l8O77jquxoL5tQU7u0vpfWp90FlC0lniVVHYDezRFaXq60WT3Qc9hy2uP5mBTWxaSkuHTshbHdQBiboPLCXbnE9Ij6Gm9kG3Pdtz/sdVS+9UknCkEZzlnRzC6RUUk6ewQ2biAyDyajJ/k4R8OhzdHZbw4jOPGbmGkS9gWmnmAo7eMsL6KkBkq6KgslU5dK0wpzPrsouTjVPMa+WiFWBKdLge1iKSpTEyKiDkc4xuWMAJ2NS+9gR0mULEUt2JpBVBafzw+hJBMIk85VPsnjNrSSmgyIES75LRSmBlFRXliBJiBRBMT+EdlonCzTH8uiit4BOAp+5XD+V4Rd+eCkCEjVCBCrCUAnn2kyUHE6sdhgrOKw2PKJ5n7Dhk07gQ1aCrupEkwGJAylRRrcuTff67wbdsnCbDeIgIHC7ZJXjbB/Knt2waYZKu6Mh4i6B6pCmAKrFzu03sEePGaibvP2mCX7r4z2X4HY7ACmxvJ7HnJfp+Vbbz1Ni7O8FQhUovkqshaSCNNcVd7F/xkCRbaJE4Lsepm3jqBKvXSNajlnJvgq9v+fdF0rlacaV8wVHLzzj6RY+M7w09CNErDwVXY+aWhNFJq69kZVjRxBCpaMGWL5FpMeEzZCgZHLqwApF6TMy2MUVJtplJO5+r1BMDW3AQSgC8W1CRuOaR3Ci5+mbuXP0+WjeGs8zlVSJmcX62b81qkQWdGWAv+LRatWpt1y2DeXQFEG/Y7HvE0W2vaJBa7KEjBTurRxhdLlNbWAAkRMUGgUEF9ZgrHrn5kTVeH4NXOtuuePMb71r/FYbkVz/IMcfe4T75ScZCzYymJki0gLyYT9SSlSpczC8n8F163nFeYIbwLXf/4MsHp+m8dGPoWQybEFn38I84ysN3K6L4vokw8PMbhojaC9TmZzitb/0Hy/gVV8Y1JxBcKIBgDGZJT84RPXYNEJKvPoyzRtuwkg8hr/+AEu3ZxBRjGg2aZRrtObT2NJFaDZK5GKk8xhAHEsMFeJuzKb8ENo7fpnlv/8DMhOrQIyIIrY9dpyKPoZMVaBzglqhxLLj0siXEUqBIGqj2SUCuQTWxTWgZoplZrUTNOIqQk1QYg1HiQmAFD4pTWG6nWZ/9GFeVP4xFEUlKmzGj2exah6dvKD5hS+QfdGLnnnwdXfRevEK04/9H1YyWXZoG/BkjBka6F2BbepMDpt87uhvECnw0vCvKfk12ul14KSIXINCapCGGuAUJHrrcUxFgUs4vYrmGCiJgkRiKBaB77FamAE3Ieh26Naq6KZBEsfc9qa3UBpee/Z9t6h5k2zKQM0ZTDQ8/mNVJRUnHN74E3xlV4cfOfoF7LllTuouflIlXW2jRzGpKCLSPIaqD5CKr0VVFJJWlVdMPYE28GI0EdB87DBx+VbUsTESy+LRz/8/5qIANGiFOtDFnO6QNbsktoEZtil1xwi6AstSWG35gCR+oJ9YVkjrD7ByLEW8YxAllnRzJbJHVlj/ux9n/tXbqGUsDu3vMhq2SNp1rP4hfD+mKE2qUZdqsUyxvoCvpPmq3EV2cYBSK4TVNCPlDKVKg3UnBDNeiWQ5hZhLYRTTrHuTjSKUp4lsT9Gp+xzdswQH+kiWVwFJ0sjSbGkcvX6GaLhGN+6wI7sbrx1SW+hgz30RpkqgCCxRpqEeJuNAtHCa0NBYmj9A7HdRVJWpa65H7L7heRkLL/q37+DgJ99HZ+lxisPX48UdtMgiq7Z4WaGFJxW+3F3H6GcFw69eoma3SSU2gZ1gWrBy6CgjL/5ZlOMfRIuenbj/rEW3JEm+/Yde4BhOCkSvkqTZ0nGSNCvHTlHbuIX1I6NwrJf3qOqGaJHOcvcIbm43xeFx1JVFRi0dI51DS/eS7kaqZGjo0kvy+c147frXsvjQHjbJCpHSQSYqg6ZPIAMIVonjDK2mh+7oyIJNsBhgj5gMRYKSAl8VZX5mw0ay+x4m9js4gc+SU6TlezwZdtn+9h+Fhx+iduQALbeDqmj0j2yhuf8UxJLA0tBkzxsi8VyGavNo5xVgeCETmB6ZZplgvkMw32HD+ixLTZ+lps9208BbiKEZsEjCV1fb/PiWEqFXp1urImWCeYm613+3WOkMjbkZIs9F6+znwNwQCQp3bOzDsHSEUImFSdE8M25I0EKdhTghjGWvEMAZwkRCGCORCMQZTzcuq/BSYySD6qkIAXpV8H3Z6zigNpkNDG7MdPFadVrLi6SLJbx2CxGFeN0UhmgBEP6zzalzXlJw/4zY1jkvz91TopzXCVA510+a88ILZ36uCCHY/aa38gd/fB8T0TSjWkTRdwhjn+7xJSq+AsIg0gNU1Xzeqh5ecsSScKFLtOwiZS9XkJSSaLGLe6gGcYKzq4/EPTfuFOcK8HC+AhlM9zNznsOnojTQPMhikDV63luB53J8xeftt0/xB58+RH3iOl73h7/N0Z+9kaWXrCdMEg5m0phdj6HpQQaWrrrAkhukjj0I5V7uGuUi3cffzup/9cvvYXr/4xx96H5a+iqH24/gtXvGlsGNWxjffhU//qZ3f8vvV37xF+l84xv4B56k9b73831bt1CbPoQZxUjgi1ZCdOoE4zuv5vt+8de/dxf2PKIYKsJSkV5M0o2ojE9xYs9DiCBN0OnQGbsB4+S9+Dddz/U/80Ee+KuX000LolaVe0spXrM3Rvc9fPPMk1QmrLQTHtrX4FW35smlHeJ1W1AHt9IUSxTYj5oEZPb/DU39RvrUNrFZpBAWmNFqOJ02hr4RM9/L47XSvR8K33dR+yhdLNLtNBjK9gooNcMahhXRr3vMqYIDDY9CUCYY7/IHR1/Lj478ISPaJK0+myBvQNfj5Ifezeb16zHGn1n5cHFkCw9rdxLoKsPTPmPtftyo92wwvIiJrEFtROeJ4y5f6Pwbci/5A7TZP+O2Vj/pyCZKusgzeRz92ENzLm0DYP6164ijCO+RXlGSMAl6qXYA33Vp12sEnke+3IeVTv9Lh1rjWSKEoP8XdiOEwPjcSYb3LBHXfMJEstyB/zR2F9awThSrjAl4ZfPXqfom97dHuf3JU6RbdYL5U+Q37yJx6ygjrwerV5RMdR8lM7UFxbKRSUzOKVFvnGRyvEpaDfnc4nrCQzWaLxlFSEkrk2Pz6QH6jBSqJTh0/EEGYkFH5PB8GxFNE32ygvaROSZ3306pm8b5/P10y9uwVm9jqpFmsg86V22hOD+DfcMd6LFPSRRYztY5vWGIq5buJVYFqW6HU8uSU2es409mt3PV2AzdQEeeGCE+U3SovppQ/2yG4AcjDPuZa62ZQzUe/uRJvHaIk9PpNkLwdKIDOVaqbdRX++T7s2z0r2V1ucPp/VVuN7+Gkf5BZGoTQiQsZQUbOgZadoxO5zix34t40C37eY2q1Pr6MLJZlKXj6LpDf5ym7TUoVgRFM8BQG/z2zBDvWk5458GrKez8Mm2jTcUroOZjHtj9k2xZnCG++v/hLp4GXv3tz3nhL+uFg5nNomgarcwqRuiQocj6zFV4nTap197EjQ9/kYc6Oic7AZvU7Xyee7ndr5JXc+jlfoqjk2jpDEkkiTsJiS4Q1qXp+vzPqTgV/kbZwyd4mF9Kv4OhuJcDSkOCe5LIHuXdXz/JXzwywz1o/MpgDisxsDWFd14zxNd9yfDEbTQP7UP1utinDqNvvwkknH5iH1EQECNpddsIRaUwOkG84kEs8W2Vlg2aTEAoSK93g2r9l05+wQuJb3eIjQjVh+BEg8Hd/Wffy6z6JM2EUIHjSUxf2uS6iSL1R7+BlAlOsYxmXNoLj++UdbfcycxjD7Ny4ihJFDFsREwHBnU3RNMVDEtjReTRtFXyWoAWGYhGkb+PPQZKOoZ2bocXSYnm9gS3WIlYkb2Fj/08VaP7XmBtyGOsz+Ifa5BbKVPOLfKqfJ17lyeYsgIqeBz/+r2MbdvJ4twpnMilELUwzoSXRjw9xFFVBMWUQa0b0PQiwjjh0/sXEMBYyWEo15u7vHaAkpz7rpZ+4YUzfycoikLW1nEbCl8x2rw00nEiExo9Adh1mtRjhbyRRdGuvPBS6OVni5ZdZJggvRhha8Q1n8U/3nP2M/6JBmr63BymfJOF4BqXPxO5Ce6X58JZhOie/d1QenNNZ3mOajui4vQ8kn9yqI57z0sY/cjDVG8YIcpaICWjs4cpNB5m/NQHL3i7a7zm7O/qRfZE+lYIIbjjre+gb3yKucNP0q3XSBeK6JaNnclgppx/cbMjhGD4D/8QrVym+jd/S+fBB1EGB1nOOtRHhujPZ0FKhjdtvaxT0VgbC7gHVomWugzdvAmcLEm3Sf2xz5Pa8Mu0K9tRYx/lpXcx8NmTdIZsWtsq1HIzPFAa4balBnrYIUpiUFRu3pJi9yaHJ4+3ydgOqmnT//ZfZM8Df8W1lSqWO4/tL7PB/zh+/w+BXiQQIQ2tCSdj1OiciJsuOnCRhZdUoYQbt8/+bcQ6M0HIgBlzVcrFUiVVN40T9KGaS5x09zJsr6ew/Eo6zudpbu/ngU19pH6pYF0nAACibklEQVT1l1n39//4jOMvBwsEugpRxMOVgzSNLluq46goHB1aZv1ihas3pcilVb7wSIMDcx/gpoKDE/buu7jdBnrPijDxMC/xta8QgvxLJ/n0sY9yYv/DiFjwitf9DLppceyRBwg8DyEUnGwOp1C+2M19wfDUHKVYGlrZphrGpNoRL8WkEkt+X3RZEIKvAyPOyxkZhfHpx1nMp+h2A/jGZ3G2XYteHgBFIe60UEyL1JarzxoOhaKy9eq7SL3rvwGSkR01HC3BvX+awaDC2O0O1dNtxuhHAFHtCW7v/iaHvzaAjAQg2DvSx45NtzGZ2YFs9PYn3HEVaaACREkHgYE6toHYXcA99iTWxEZ2L25AkYID4yrvHv9FJk4dZON7PokamRgTW1BMkxNz8I0nzoUrpywPRUvTcWMOPbDA+I4SG67t57HP9wopXPXiMQC+/sGjeO0QO6NTHEyTKYUsdpdg1YSFFMn7NjH5Kzaf+KPHaVV9LFsymT6GzO5EJj6n0ytklg1s10HGPlVvCYDK5BSv+5Xfer6GwFn63vlO5v/oj4gW9qH27yDrF6nGswhVYp7ZGwngkSNt3mFs5sn+aVIrFhlsbrsrw8kjgrH5Wazss3OgWlu9Pgd00yKJIkLDR5wxvNtammanDdksG/oz1JZilvyEhq8T5xyWojlGzZ5HllbqiSWKJmh0V9FT6kWtRPRc2N2/m93jNzLXnuNk4wRlMQKAK3RSqg2dY/j0wj2PkjDvx/QpZ5IiaypjKYN8YQvRju1UZ5ewTx4ide0dHNFyFMMa7VqVqFzGSGcwnRSpYolkPqKdVpAyYb67ip/SiGqrhEtznB5cx7r+/m/Z3hcOgtDwicwQq5wjWupiGyq3rS9Td0MyHYk2mGK21mWPpTKZt9lUcZgNet5d2iXsWv/dYmdzOPkiTr6AH8aU9ZDpwKDRDXsPVQENkeeJoMHrrA6WC5nIZNeAzfYN5aeLbolEDXvBqUqiEugqO4ZzZC+jSomKqaGXHcKGS9hxMUhxq5HwuO7wSCfHTXkXMwhpzk0T6BIzgjfOv59pt8i2a6/DsZ65QBX0Cgu3/Yills9TWQYsTUE5c38HfoRMEqr+Qi8ZamqtwtZTvOmqYf7w8x2+1gnYKCQblRhFgmd1qdkdmrFJXthoV6joZq7LIcOEqOYRLnUwx3OEVRdtwCZa9hCaQrTiIiwNfTCFMNU1T7cXKIpQ6HPOVSkTZzxwASwni2aaeK0GdBuops3/2jBLJ4bG+BTlpRXG3/ckQUZHlG3G++9gINpPunTogrY5kVA/35euuPGCnu+7IT8wyM1v/CEe/qcPM31gHwCjW3c867xr5lTPu0lJp1HTaYrrNyDTNtW+HOZzPNalijGZI+mExK0QazmNuW4nzSNPIJanaZ/YB+NbAUnglMl/+bOoySL+oEdsq7SSGapaibQElJ5YJgBTFexcn4E4gSQhdjt42TIHpq5hx/R+Er9Lq5MiZQyjAIbUaZu9gE1p5QmbMwRRg75rKhc9P5mm62Qm+mnUViAGJVIJNEEoHCIStmTgkBfir96OPfQBvrT6t6zLbuQqdwMnnQL2yglEknDquiKZP/kTKj/39FDmTnzmntc0jGNH8A2PrlJExUDpRByoTDMxXWG4X8fK+5ROpenvG6ONS1t3sQ8fJGqXcUVMqIfkCsVvchWXFlrOJD85RKExwuKJo3zyr/8MK5XmmpffA4CUCblKP85lcC2XG5nbRsjcNkJ+qUv1fYfozLfZnJhsNzwsJaSOwbvTd/KzNw5zrXGax3yfI22dnaeWyKzMUSyUkImCP3sMe90OhBDEUYii9tYoarEPK45RpxNEXiGlBaCOIWse3pObuNaZIgoS1CjGXRiiefLFCGUvaAIpFIqxSb89QRy6qHrv3o8ij0QBQRNTaRMlOYI4jarnqe+/F/3kIfRb7mDX0hQryTxtc5lqpsyN6qeZnttJarAPLdVH2lZIih0qeosokYwP1ii/+E187t1HiYKYr/z9YR797GnaNQ+hCKpzHaafrKIZKv1TWW4Y/gqj038MQmWusJ3P8AtEIkAzVB79jYTKhMnAVI7yyb9BDn0/dI6zVEjRZoW+Q730PUI1aSkeSmWc/qmNpC/CGE/dcjPOww/hnZzHauSIS0PoRoFF0fM+LYoj/NroADfcfSOzDz/GbN8SkYiJiamYDvkNNo16jSP1+5/V+dZWr88BI5UhXelHDTUSD1qrq2Tz/fipM+JSfxG5sMCEo3HCW2JveJLrxBQbGUE0mohcAXduDtXuwwlyuKmVi3xFz56h9BCmalKwCiwYPsz0Xk8RQhSi6irZoMrbyyuMGxGFponfihCawq7RNNdtHyFaySI9DyEl1sNfZfnON7Bn0+v54eh+ju95iMrQEFY6QxyFWLk83ulV0u2EUJWopk1GM6BvGLe6ytj8MbRLqJLuBUWAVBOEroKAqB2w2PI4vNjmTcImqkuGgahiIJGUlYB6uQ9V08lUBi526y8oRipFe6U3Od4+Mkp1xWHfbAM3iCkOZHDrBZ70F3iZEmFIQEp+YD4kXV9h+TyhQ+gKUkR4VptESZgPEvZVG+iXWYJ7xdaRyyEaGiYOVa3JpF7lG16ea5M2UqqYpQJmJFCQmFISxxHTnkau+ExLatrSWO0EdPyI5abHDZNF4kRy07pzod3dpo8hTIpmb6ypl5F34IXm5vUldu5N85ETVXwpSISCIiV6YNKtNHAEoDkol9k4+16hZAwkoPc7uAeqmOM54qpHtNBblClZDa3iEC10iJZdUAXKFVjp9UphfeVcnlaFLu2yjt3yyfh5LNUhVAO6T3wJNeyyMnMUNQ5ICiUmfuAHMH7jPyERqLkM5pRCrXaCWrd6QdsrASrnRDc133dBz/e94Np7XvddiWOlH/2Rs0UaRoGrvietujSwNhfpPLCAktJRPEH/pu20Dj8Ohk2wMgPjvUIGQapC6xVvxPraX6LXXBRPpVZ0mf6bL5DX81Te8nMoVgqBRGgq6llhVsH1XDZ4FY599Ms0hxdIshaO6tFRB1C7R2mUC3R0l3zHQngNEAIpoKKbcAl4biVaQk4pgwIr7gx6OsaQHQxg0Ew4GsbE7hhJmGNLZYCV6BixuoXh5fXMlxrQWWHuhgrj//VLZO68E3vXLgCeaO5BIMiQJ/ITtixto3L4t+Gm/02oZym2U9yr7qMYp0lJh5furPDAEyZ5GRLKDqmugr/YQSvuJAN0Fu4nLy6P9W/f2ATHHn4AgMDtgpTUFheoTK4ndLsMb9qGbq2l7bhQ6BWH1O5+kq9HyE7A70ibxsAKb19Q8WOF9z62zNt+/m+xHvwGH/+zP+TxiUHsuIO+Oo8aJTTjkJmTTzA+srF3v8qIWmcFW3SRQkXqBs3sz7Hb6iNMYr785PvJOHcTVCSmLUkigb/gE0dTCPMJkq4g0RRGctsIokVMUSH2fJLYwzU0BgYyFPk7CI+w0rmLbvAiEjciOnIafTSHGgr8oMloEjNdaiIjQXugj4kDnyUrBnBG+phcJ4iOFZiOPfRMg61bXdCPUh5NY1gaq3MdOjUPtx1iOhrHHl1iYCpHY6nLdfJPGS0Nw6kYYpch9TA/OvJ7PBK/nf7WZzDKxxEdyYr6Mia0ryHstxNrJtkwxaOZKhONElHrOFEUUXXA0OyLlq/QGBsjvXMX7b2fIyltxusuUWyUidJVipZkcPOHmUq/jkxGQa+Mc9OXHyPY6VPTYwphhkRL6JLhM3ufncFtbXf0HDAdh/bSIkjI1YvooU43aLB47DAAE2MVDn9jDghYnzMYK43TEQGZVAFSBbrtJqpQ0S2NxE+Ql9ne4Tdu+g1u+rubmLBHuTNZh59oZNQIXejEnkc5XGRztk1aAVYjjJRKHEqkeyYUtVzG3LIZ8yMfQ3EyOLOnUDSTh+YS3M9+gg07r0JXVeIwIFXqo63VSEyF0NKoz8/AZM/SGgYe7XQe5RKtSnQhiI2YYL6N3mcTrbgM520a3ZCsr+KqKoobce9cnX/78s0E3Q5ISXt5ifwLPPGqbjsouoFhWWR8mKu7FFIGJ1babN05yBCS+/bM0IfOz58JO7gGhciF+cer3IDKA8RonQiRSLTAIrBcOknPUn05VS+FXkVI4agolkbSDEkPWvSrIcda8JBtU1CqqBoo4RmXNSkREjLuEo469Izjpc4IaC0v5J/2zvHAid4m9s5N5zaXiipQ5bl+EsaVKSB9M3RDQwl7ocptQEsEAoFUYnQ9QkY6Qigo2uUbkvXdkLqmn/rHj6GY2lO54JFejFqyiOs+ca33o5Vt1JyJMJTLOnxtjX+Zcu688EwhaedSpFcCDMXCSbJUk3nqj99LksS95xzgttp8ufkZUnffwuSJ02RXakSzMwgrC7kLK4IliUQq5+Y+/XmsXrrG9x4tbxK3fZJOiDAUhq/awCm/BWaZqL6MFAIhFJAKgVCQu99C0vkU7jqB3vJp52OsPftR9N44lghEFIM490xM9w1gmxYcfAKtNYttt4ilja3pYBQou1nC9gpOJ0+iGejpQfzGY+jpS6NwmFXJEi77BIlH4Av8UCVQQdN0dhY0PrkoUDSHpL2RhdRh8uYBupk3oETDKMoR3JILrs++1wwSvuvP2fgHf0xoCOa9Gea8aXzp0VdfRyO7GW3DLzM+/wXiobcSKCGWG/Bp7uNtxj3oiuSanWkUXExsHGw67QaquURi5XDjNtp5nrOXMptuuo3HP/cpngolCNwuh752L5ppsuPul7Lrla/5NkdY47slfdMQiRfT/MxJEsOkXDe5Tov4rKcwn3T52b9/lD+5Zxs/9/t/zNff+y6mT+3hyLEH8YOAVrfNrVe9GsMwQUIcJwzmR4lJqMoEtbADxZkib2XQcyq3TL6G4f4caV1BtVVa+5ug2FC6CX//50gcFdOZQC9tQ9VHUBST7ud/GbH1lcjhAYqDLry5lzoh/Ve/jXcigyIWiXP9dFYPU0xlaLZWSUVpVksVcq0a9Q1jGEaO6NgM2g0vQunWeGTgGPk5wfXD34AVBU7cx8v6J+CGd/LgAwVmD9dwcgb1mUVG9P30TR/nJucxyizCQx0Qai/lU3sB2VlmJ4+jSr9XCFUq5OoLiPLNxM44wujHU+usFDy2dvpRdAfVkMwuf5rMwDC7X3Xx8lU627ehzPwB6tY34ggBXRXSBoss0henORrMcY3wKQ1l+cxnq/QrDzH9Wnjl0ZvIyhSDeY0fvzrHf38W51rbHT0HjNSZCVxAmAlxtCwVexyl0+vGSvbcgrHpmxRlhce8g2dfs1MZjFSKsNGLTZWX2frM0R22lbdxonsKR0hKWkSUCAQhSJdJrUFGBSEgtNqEzQjNVEhW2iRB75qdXVchohCjWWXL1z5KJZvlocoteK02IgqJwwCnWKLTAm3FxfATfEIaK7VzDWnWqZefKRC8EHlqexmbEQQJ4WyHaKHL5oEMiy2fiQBsN2aOhGaUsHMkR2d1mc7qCkkcYWVzF7X9FxojlSYJA7xWkwE9JIwlS02fI0ttgiih7fXG3TLnqi8LBELA2GrEb2HzFgxGPInhqqiJhmd1aMe9e/pyKqQAoA2mkG5MXPXJen3gBuxKdbBEzCdWcxwRiziY7L77xWy9rlchqNOs8/DxZbJbdj/jeOkz4bVRAv/7qyfPvq6eFxbfrnso59lvxGXWZxcSzVAxz4Th/jYuH9pgsjpq8XXV4+9W8vzfai+ZtHqFeroJRWBN5kiaAf7ROlHTJ1zqEq/28nk+RVR1iRs+WuXKMbRciaTOq3wsgLRSAwRaonHn5tvoHxlD0zV0O4VTKGOXBogKgzQXTzJ/7BCLK0u0woB6s4HotFG73Qv747nI8wSVK9Vj9YWCEAK97JC0AvxDNSaGhmmrKWRzhdkn9/Dbn34cywQzbGKvHCI/9zDdBR80hbDo0Nw1ClHEqV//cQ7/1X9kqTkNKJy3/EC1Uxj9wxS/74dZ/EqBw+1bqLIbtbADTSux6NTxiykydR0jP4HQTLqai2lfGlXoU6M9j/iUliMdWmS1GJ0EJfbZrtW4p1AnjlKEjeupey4PLDxAmyV8w8Ju3cXQikmctVh80RT7r1KoPbGHpWCe491D+ImHlaRQo948UM3cTsdVURDYicmIUuFEcJy92VkMQ8HsC+nz8qSjFA1/HqH1o6Yq6KqJF3fP7dkuA177S7/O6LYdZ//2Om3yA0MYl8j/+5VA6qbB3i8BdFtl/r3U2aYFNP2ET+yd58iHPg2f/ARGq40lNSzNYnP2el408mZKjXFW72uyel+TpNO74VUU0q99C+U3/STZq/rJ7EiR2ZZix8bdFHMGuqMhQ0nc7eUvVawcqu9zOpXGvvrHMPs2o6kWSWuepNMgSRuIUg6+/w1n22zkQyQSrGHUwmaS48dJgoB8rkI2GifWDaqlAQ6LNEvLx/jywhN88gt/w8HTB7i2tIM/2/hJksYCPPoPcPRL8Mi74LO/huGexjJC1u3M89qtH+Llud/nWucfKHEY3BoyjiDVB5pFpDj4IYjYRwGksJERiIkfJl73y2AN4dPgeGEFp2ZjB/0oVp5G8wRa6OKMrHu+/6ufhr1rF4vX7CQ4+E9oVh6tYVGa6aM/KRIg+Ij7CCwtMrq5gpXOYs7NYPoKbbuDKTRsU6WYe3ZeVJeZ7HNxUXWDdF+FoNslbHvoUkdB4dbMawGYLKXYNZjhycU2+xourx4u8JXkXpp+HUdLoSoa3VYbvxbSpQWXmacbwPdv+H7iJKa7kJAWKlIIYgQqCVJCDGgCfKuL1wpQDAXVVpBND8ppUrffhvPvfonGu99F5pGv8kOtDv9q6w/i9a9HSkkchljZPHser/JUZig3amIZOkHgIlpNXLeLNzJ5MbvheSe2zlXvi5s+24Zz3NSXwVqGWWKOiYTrxwtsH84xM9s5+1kr88IW3czUucTCaRECPRf8xabHvYeX+fWP7ENXBI8lET9Bm9dgkBYK61I6GQT5tuSdmNAGicS3XObsLo1mr9+cy8xzwRhMYe/swztcw2hZpDaWCZurvK7c5h+WcyT2Rh6TB8kHNpm+IskeHRGHpFaP09r/AGx4etjRWNFhru728uQhiRLJhv4Mb7p25OxnoiBGFWui2zdD01XSmkq/qeEnEj+RLPTb/Pq0Cl6eq/O9h8CVWkgBQOtPoS65xA2Phd9/8Onv9dnE7RDpRqh9NsZ49iK1co3nA0VVmL/9b5hb6RDpFsIok1tcIW5JlG4ZQ9PQNA2EQqKbSNUg0nT04hDh8mmOFTMcO3MsJ52jnL6w40UC64XFU1KwZlyahRTWePZoBYvgZBOAohSM7bqGU/seJxs2Sdo17j+5yu1DFoqhISKfIb3AYlcHpU3tmjH89Qvop2fRDx8huf9r8LKxM0eWZ3OiAmjFMkmsUl+9juyGDcgkohMvcjTXSztjrMY8VRRcyemo2Utj7ssNDbDg7yGjFbC0NAU1oRWrZLUY/Do/UJI8FLZYaI/RPvRboLo0Nhxm0i0QKAKp3M3U4Y9xehBWbxnnY+0vEi7aaOg4aopcd4D8Si+qRSoGC/2vpcwSlpKjlAzwrx+/l+mFW9Fu38b80SfIpTfR0jp0F+dRnczZdoaJd9l4ugEYtsPL3vlv+ch/+x1WTp8EYOeLX8GWW26/uA27glAtjdzr1xHXAzoPLBB3s/yRLnif6fOe0OVtRyweGIWN+RsYiCtntXSPhJZsoxkRSiCQ4bkbvXTzqyDpVUd+iiRJeh77iSRaXSSa34vITqI4ZVYGRtly3b9DUVJIKUncGvHyfpypSQZ/7S0Yo0+PXlJ+4HdorOwhnG1RLk4hTegefARl/RYKqQGU6fuJSxpzlQlmF1fRsgkrS0c5tXic7Rtv4KejO1BO/AdQLUiCXj7KpSe5atfnuEoehwc/CfScMP3QwNADkgS6ZpF0/zb86WnqtTlUCxzpI8OY+Mb3QexB1IDmXlBtZvoTjuSm2fXpEWToEbcXmWs8wbJVYnRk6oL/3/5LCE1DuXY3Cx/8NOVv/An2ptdgZ/oZ87axZcNePqx+g/qjXyO/6yqGNozy8Me+Rv+jU+xdt8xsscZEdQivIb/9iVgT3Z4TQgiiICDotOnoKppmQAyRCKh+8igDr1hHX9ZmsdbFi2OqrsmqbNHGRUlsTGJkJFE8HYcsvuNe7Et6ztwweAMfO/YxfEWSBlQkCQoqPQ83DWhGghVdUg58rMhEdhK0Rhe1nEbv7yd75x003/ePJIFPafEU17+qwEA4RBi1iaOQmihgN326GZ0g8ahVD5GaGsMwbCjZ6F4X/wIvpi81IivA2l4m6Yb4R+ts3rmOTChJoZBCZa8G24ZzWLoKUpLpH0AIBcN5YVvJVE0jPzxKEkX4UuHn1rmM0CZ1bIlwtZ/d40Uen67TSiRPkrCTBGRCazzLVbFKdKRFOpYYvaA/Is0n7bRpxr2cZdZlFiqpmBpayUKxVRINDN/BNyOGzYjxjEZTjnOq/yFeLCfZ3X8djxcPo9XmUCOfff/0Po7e+2le+TO/xMDUegD8KGGm9vR56s3Xj1E6U6FUSknguqT0cx5IQr+8+uxCoqiCXMFm8XhvI+Umkk6csC5jYmsq64s22ZJztijFlYiaMYirXu8PBUhAOBrGWAb/aB0iCbpATevolctnE7XGd4ax+W7UQ8uoAkoDGfRTdRLPI4l1rhH3EJVDFF3gvfkq5pZcOqHkRMNF/fgfQrdKHAZopoVmWvhReEHbKhEo5rnNlKqtLakvd8x1OaKmDwlEx+psXjfK9L7HCIXG6+Y/wsKDC1z1ztdSjyXNbomkusKCkpAYKp3xFHv+y53Yp1ZQvJCr/tcTNG9fRQiFjJE9U5lIIBQFoRv4/euxTjxG5+5Xo7YCDNukuXASs6Oi+Gn84CRJ7KJtdaDv0shhnOvrp57JkIp6hsnpwCREJWsqEHdpijaThkmvzrmA2OJ/3+vzw1cLRvIpkDbXHitTteZp5ySho6NGoBkaI84EQ9XtuEWPbsvHSpskwiZUEoLuKlagYW7/RbZpIwQzq2yxNqFLHSPSaS5XEaIXghslIbGMMHKXl9E5V+ln8uprKQwMEUcRA+vWX+wmXXFkrh9CJhL/SI3YVlHChJf7sF2T7FN9Pj+9kUG953AiZEIMNIAVJUVfOYuy2iHpuoShBFWDSCLCkAQdoWnIRJJEMUngoomYYPYEsnOKyOpDIWZ098+jCBMpY5Ski6jvQe0+gr1x4zMEt6cwSzYnphtobo12/3UUW038ToOu51IQGZaiFRRLQSgSjRgtUbDViIXj+9jVHzOTKpFHIZPEkO4DvwVzT0BtGvQUSeiSxAqqjPCbKkkimD2tE3zwCFLGBEmGfZMbGW90GawMM7qthpBtpKqjaGlib4l9uRUyvo3R1pH+EpEimbN9AmFi91/8NEgjt9/F4blZtC9+BSPqovpNfK3NzvoW3lf6GotZlfzhQ/SNDTO8aSurhwPMDV2qbsTRdI2lB5/dNaytEJ4jqUIRRdVQNY0n/UfZOLsDL27jzzcRQnDT+hIPHFvBUVWazVHcTICIYkxLAZlgpmz8ds+VFP3y22gNp4dZdVdZUVzaXh5dUelTAqBXySuUAgm0hEu3E1A0FZJQkpy3cc9vnOLY6BRm9wli1WD04B7iDQ5JnCCEQrUjKQUxsa5iVkMa9RnSyjklvKWoJKVLP2Hx94QzQyQxYmQrIumEqFmDccvA8WKOKiATSXoozW++upfkt72yRGd1BYS4IlzTg26Hbq2KUFVGYoUhPSSJYanZ4IETT7c+/CO9sfrvE3CzGj8UN/lNLG5HRxfgpWOWI4uNfRmkKrD1y89rS+9z4EyYjLICxpBORni8rbDAqjtOZfnHeFxAXdp8cfBl3LX6LhTAa7cJPY/F40fOim5p85mPiPx5iexlIon8Dl2/yWoyj2FZDF1mQuWFRAiBed4078UJNT/iWKtXXXjc0ug0vCs6T5lWslBKJkkrhCDpFUuwe4tVYyRDuNSFWBItuxjD6W9/wDUua0pDWUpD54xqYT7F0l8+TpzEqJFEjUwSP8F69z6M/Cpf3/A4r6iX2P+Dv0Fh9SDlxmHmT57g4HKXrriwnmeKgKvUc3Okqlx+z4s1no4xlqX2gSMAaDmDTKVMOuxV1dTiDtnOEnWnxMiuMnuOHERRFJQYEiUBCaEtiNYXyRxZpRVV8f7q9wjf8Dq2Dt3Uq2qY9CLnpeeiZvIE9QYlS5JLOyTSpLbRAgFmq41mpCE9zLr8PDiXRmh9ulii6s6iKCBJWJcI/k/HotBnkmt7dKXH3Wmdla7LEc9EUWKarsJ0vYuUko2qx6pd5BUHJO+/cQklipGJxJntMvq/30NH2nSvvoto/U7aZ/YNUTlgSOTxdB/L6sPUC6D0TP4xER3NJW4uoCiDhO48ddkz4uiZy884f/sP/cjFbsIVj1AE/f/6alr3zdD8wmn60hZVT+GGwKIEWD6cJOZzhLyPAAkMayr/dtTmprkuka+jJSqxArqusvqVU8RzDyD6duFrJomqkR83sYRL7cN/RFK8Fmswi2vp2Ip5JgWOpDTUpFu2of+NZ4vXfDOcfodBVSVRwdGz0G2STpVYba0ynAywnGqSdRuMTrTIt1d5cHWEtBaxNPtJxuwCikjRCVeIN7+G/PRDUFwHtdMgE2QS0W1WaM1IMsU6Zi4kaqiETwoiNcCKIwzDZOfOlzI8sRlDN/CjhDhT4fTcAUanttBKp3EUFS+oosQShIEatphXFFJRB6t48Q0K63Zfx7rd13H/f/l93A99gMyNP4vidqmEZa6WwxyJFhhYmWZv6zCzhw4gFAXr1d+HMAPwVYz8szPwrYluzxFF1ehWe14LViaNH3coGoPESy7BYpcfuWWS//bpg6wEESdagsTOsxrWGUyN9FxFSYjdCIRAtS+/UAQhBP/jrv/B5z74f9lkZICYD7GD1+uzKGEVU0iWQ51JK8TtthBqP5ouSOrdpx3Df82bSf3aT2EbFptPP8HUtp2AzeL0aYLBiJFGQKbqARaNaIXCeeKHU1tG3bT9eb/2i41edvAP14kWuyR1j9++Yz2te2eQXsyNt0+c/VwSJ2cFN6G88AUQw0nTrVVRNR1LiZGytxly4i7rbItj7jMrfumKwNYEqoD/JD0mUgm/N3wMZIwMDQ4stQFwLsNKnM7VFRqfOkFwsklhaARvIMZoPYCfwPHGMu890gs/LhoqoVAJ0HBwewlgw5ADX/kSu178CgDS53lxaIogSiQ5+1x/RlFMHHUpG2UK5gAJCeIKDpX8ZhSy56qOuVJSD2NsVeDGkoKhoV7h/aUVLZJV/+zf2bvHyL6oF5K1+OePIbu90HrFUlEzF7963xrPL/pAiuHfupmH3/c5Ok8uMe4PoSUaagDjS2VubWyiO5kijkMMJw0N6JtYx/TECLnKhnOJUS8AihBYj0zDmeWNoq6Jbpc7au7MHCMg7oakC0WgF0oskMTtOo+crFHeNohq6CTdkP79E4Tj19Iw76euH8ZOq7SnSpx66w7G/u5xlr39rKgdrg9Gse3tqKEE2yZXSBOdOowuI0AnwD87Xs3SLhTNJvJWyAQBVC7+xhR663c1bZL1S3hxl3q7QUGPSakbcdMmg62IipHwhmKdP5gbJEkM/EBycKnBTRN9uKRRO0WUuMU7+n+C5Q98kM6DD5J0OrgHDiCEglWv003nSQZ6z4FmGLMlTOGEJpqZ7xWz8BcRZj8SSTbKUD9eRykY6HY/wj0FcEUYnde4cGRuGyFzWy+Viv25U/jH68zUXB4g4rMFkxunhnjrvdO8J/JYDGPuP1nlJsCfD9i/VMcYybIBFcUq4556FHvgRlJ2CSkl0RzE0+8kcm3E0hHUa8s4MkGcmQD8qSexf/KneDZSe3ldAfmZ0/hGAaHnqH/xI4zd8WqG+icxky57K7O0RYp1o10G5xf5+vIEs65NuLrKrdmvMYTHgmbwB94JfrM9j109jlANiH3CwmaWv+hRHF8kVfERCjx87yR5WhiZHEJRMNdvY+z6u1HOeHpLKXmy3mJh4RQbJ66iVuiwkKlSmslidRzUdB/d6r048QrL9uglFelRftGLWPzHD5DTbUwlS6FZY6bS4sudvYwsV/jrk/+XVzGITBKc2KRZqSIik9Itzy689Mpe7X8HGOflCDBtmwdXP0U7qkEjof6BwygCfnX3KDld5XATOsffySPVFo8vPMh7P/ZHLD68hBAKgeaiXqahf1O5KezMubafXKkjUxv51ydG+JkTI3yxkaYdK0RmE7/a8ywSYUTSDc5+x9q0CX9gFCX0uXr56NmqPWEUYwytw3DPqcZe3MXWz3nXJJ6LXri83Ma/F5xdDAJRw8c/Wu9V+ssb6CO9XBZJEuPWqyAldq5wsZr6vLL+jhdh5wpEvkdRDRECvESQSTx+YWCBV+brPC2TMZCyNZCCzBkx1w0jkDEA3TOVS3VVoF5CD4PnQubuURRbI5xtU246dGKBqcCIfi7fXxgntPyIulF42r60XV1Fnrkf0+a5+y5KJLau0Jc+Nw6TSBK6LTSlZ0BIiK9or61vRrlwTnTzpWTVj3BjiSGgZKprolufg5I9N6bOn+fU1Lnxp5YvDU+PNS4OE31T9JUHmSu1qOeW8Mw2geazzh9h3cEy155o0r9Pkm4MoMmETZmep7KtXbgfU1UQ5yXqWgsvvfxRTA1jouchFc60Gdm6g/abfouT1hgJgqHOaf7D+x/hJ9/zMIWRcYSikEraxJ0GuppFejny1SESS2Xljin2/NXrmL5nnFOb4e/T+zh25PGz59LX7cAKGjz1mA3EU+tliaKdme/UGLWvH1KXjpevs76MG7exVIdUx2RADzjaaZAxxqgKF0UItqd8HOVMLmK1St5eOfv9U+lB0pGP/OpXUNIp1HQara8P+7rrwEmhHdtH5k9/GfPej4KUhJ5NXW+jofYEN8DtdtmfPsScvcqh9AnkyQXUdD9SJrTCas/LPH3p9NkalzeKpaJYGtJQwFDJWBoZS6No64wiSIB7F5tnP1+LdTbGKsSSsDOPdE8jo55xUQhBOzxJ7ZAOUhIpAbXVfSiiV51dOBFju3Y+67bpgylWTYEuVBjchQwC3AN7iKWkT0txzdJGtq5M8JXBX+Dw5E8y7HRQRcKSl6Hm9WS+wSjgPx96ADPo4ikKxD4Swb7aEH2b5shN9LxODzm7aWy8jlBRKb3xJxj9j/8flTf/NEJVkHF8tk1bC1lefOsbURAsBA0ACgsZdJki8Vosd06zaJT5cvE2lEtozzC2fSfVl92Fu/wEyIR0XObfPTjG9R88ivzr9/MjB4oMjPUKoBkrMSI2kZqPyHa+zZF7rK0QniN2Lk+6r584DPCimLq/yJHmHrZtvgMdWP7rvVyzM8/LFlpMd3y+VmvTCHQiq0sUBeie2bNkqQp6+vIU3VRFJXJUjq4KLDQIPKJMhnrUG04rODSli7RgOApROyqqoRCvtFHGelbDybECh+96JfH+R1GXZlC/+HUO3foidKeE0m2itz1cB+qNUxTHJlCEoLsyj9JuEXfapMqli9kFzyPnJiNtIIUxlSOYaVF73yGIQcka6ANptFxP9Ai75zwKVePK8AoxbQcznUYoCt3aKgBuLDA0SVZNeFOpzoPtNCvRuenOsXRSaZMb+jMcrbu4gXf2ve6Z7MWWdvl6LVgbCniHasTNgOTJDivZNM0woKKfE7ODRLKxL0XdvpG2spGdRhO33cRvt/nKe9/FHW/9MdZXUii9fK8AuGFC33meW3GcEIUuhtpb3CZq8rxe5+XA5GieG4dzzLd9morAPCOyBRJy+pqnm1AEmdtHkGGCYmuYU/mz72nnCW3iMhXA1/jeUL5rHfKGLO+/9y+4dXEQI1miPD8EHQUzEeRPt0gSEJQIhUIu1aSQeh7mI/nUP/KS2jys8Z1jjGUhlsgoITraIp/LcdTIsZJ0UWVCLmzQdEukimU6hRU683NIZww9LjKSvZ2MO4cEkuA0YdAlKFkkloY2keNYoUtxpUE+yJHauouqohHVVgjDgJUNOtZKjPlk9VxjNAmV/ovWF9+M1EQJb/8SQeSjkWbc6vBg6DOuNHHNFEaQIELBpBmw39UQQuIpC2TjgJVIgpNjPtboqzcovfFNlH70R88ee99bfgrZqKPUl3G+/EFS116DtIao6cskQDHsrTWMgY3s7f8o25YilCUXW+2tgYVQ8OIOUkqc7JVnnF/jwvCU11sZ2A2848zr9Y4gf/9p/tzr4J1n3O9DMD3TRTcSzKSBIiKCg/8I5gDawE6M9gJBR8UbHGQxclmVh9kc5Mg5fZSuXodxw7Ov6KnoKl5GZzrxKfkaSa6Id/oY3vpdFDIZtlQnAMl+by+hkiFt2pQ6XVxVZ8HLUbAipJbihCYxZUjJd5nRdNKKyYbq10kcBb9romZNBlMKjw8ZZF/x/YihcYJOGykUZLuOXijjd9uEVppZL6IkO1hCZznbIN0MmHi8hO9NEzeqHBy2WfUzNI3cBfVGf64Yls3w7XfivX8/emsORdFYdzSm6dvonRbXLEr8dQvYV+9Cma6hj1nEukHoeN/+4KyJbs8Z1TBpLy8CoGXzABxpPsKW8BZEtqdS50P4oR2DvOuJQ4iawmwUcbSjEHdillMzaJqOljVwzMvXcj+cGyO31ABCJjIBe6brTKUMVF3hRDtiqNIbgN2giyMt4kAST9fRz4huxYxB6o1vInnoKxAGWCdPkb/JZ65vEwO1OqGpQNBFM3WS2Kdkajj5PigPctLJYxWvDC+u89HLNkIVvcTjdQ+UXhLn8zemvtslOzDUW3CcCYu4EpBSnhXcACJVp5lEpESMLxXGTf9popsSJXQaHmEQIyRsSqmQLpNN6Swe71mjzMswn9tTaCUbYaoIXUHVDUJPwVVBQZBRI1qxRgQcXu5wmBKFXTt4+avX89H/+jsgYObJJzh8/1ep9G9hIGtR6waAYDhvk7XO9WMSS+Kgg8pQ729lTXT754xWMghTRQ80Vv2I0A3ZnDEJJYxUHFJ569sf5AVO5tbhb/q6VnFQyzaKqWJtvPLm/DWeTp/Tx2++4jf4wsc+A9XT1Mur5CKFRtwmE6ewhY2fxKh1gyCpUykdRlzggA4hz1tGX0KbhzW+c4yRNO2vzAAQLrv0ZQzKuRT9zZ631qsWP80DIz+Jky8gZULYbqIkAfiC/vQIfkNnbHqAVXMVt6BjH5qjM5whLNg09A4KKitWnU7aZd+738a61V4SbsufJfZj7NDEr59AkJAeNCGT+ZZtvRjkhgc51T2GLnQUxaYrbawwQjMdinIEw++wf6HNOyqrzEZ1VL3FF0pfB/lKDAFRENC2MphRh+LRI3DtdWeP7f/wLyDv/xL2Fz+AmnLQPvS/yL3+nXgjMXlpE4oYPeWwlK2SV8fZl29TOnaSDWNbzh4jSHr7D/syzOm2xuWFsFRegsEH6LJ0nuiWRpAYIXompjv3BEagYnqPUV+0ME98qfchTSNqNfHHB6jHc5yqHOH1v/qW76gdhqYyHAqwClTNHHGrRkoRRFKiCXCJyOomj06/mIFMF//Uw9hWxHI0wvrcJKJwLaPjr8F/+M20ooCUr2KVX0SSG0BxKkT2FNLRCeMlrs/kyaQH0XUbVQiCVo1uYxlI8DS4z5NEisk2v0N3KaRVadE/p+GmPVKrIR4Brghoqz1R/FIzVq3bfR0HP3mQYqrn0aaqWTQrBfVVUFWM6Vny1+xkeXqBOB5BUR0ka6LbBcFMpVBNE900iRWBky9gWBadXAf7VLMXKjPfpWVJ3jA0xkruv4PvUl7ahJ7pp2L3chS0xCr6ZeyJtHN0N08c+hytyEAmLvfXV0AxONXw0FSNbiKIhE466tCvlhC6QtJ2CattFAlCU8mWC8xObSX/hY8Q2xZ9pw5z/MabyTUDFEXHdFUW3AX8pE3qvFwpQ3NHifqvFE+3c2glm7537KBxJrcAgDmVJ/eS8bOfCdptmgtzABRHx7/ZYV6QWJksHdPC931akeCBpsmJqMBPlRdIZMLrC3WCBBZCg8RMkUrrGAkULY0vLrZQLA/aKzTbgOxt7s3L3ANJK1q4B1bRKw6FKI/tnGY+MLgx3eVzjSyOKmhFT4WRqtjpDK/4Nz/P//6ZHwfgK3/3N2y9/S7e+4pNTF61m//xucMATwsfTaKE2PPoRg1UoSNSa4+Uf46iCP7Dq7bw6j/9GgVHpw4sdnseh2onIo6eXS6IK5H0dQOkrxu42M1Y4xJjbGQ7y92AJJlhdXyGeMmkQ52loUWu3X89udDCalbggQS4sIYANdJJRLxmcHgBoeZMhKOi2DpJO8TMGJxqSYbo6apO3Gb7Y/+PD5zWMFWVvuFhUjN76F77gzTciNDW8RuzpE5aXGWprH7mOPrxk8SlEid+4ib0ooqKghIJdgW7zp430GPCskrq3ggzPwmAoS9B8dJa76aLJULhUzaHcWWbTVHALC3yTOD0DbJy5POMGAFZTdKnx3iJyUOtNHHKg1SahU5IlC2RLDVhduZpolsSS6KrbsMQEfH7/pLEdTE++z6ab3sp2agfFRXaPl7KpSlWiYyIqb+4FyO/hbiwRGiniNUIw7LQzTWD1hoXFr3PAS/ir0ijpHWErkCrRUWCSARxNYWXg9hJkRltccwqYnUiik0fBUi1O6woAs0wed2v/OZ33A41b7Cy0CGSIakQIreJ46SQQqAgSGGS7o9ZeiyB1AgNZx92pDG9YjF+27+iP9VP3IhpVd5Fae7tKEED8tsgswNpDaMgQIRYShmzYKCqT6X+kNg6WAN9tE2TlJ7lsUN1PllbZmvd564goPCyCKWRR401NGeIRblAVJtntbgZuPRsVbnKALmbrsZ9tIsIOlSHKwQ370R8+RvYj+wlURSs2QViR8P2AzqpmORZ5k+/vHeVFwE7XyQJQ7xmExmGdOs16gvzzIfH0QoW0XwHDtYQYS+2uSz6qdOhtryICM91d6yFaOblV0jhKYr5ChlFZciI6RM6j1VDjrd8LFUQJILlUCMrAjx1ldiNUQ2BkiTED5wgfPAEwf4ZhvI6V/3bn8SYvJv0trcz0NjCrqWYgVWFdN1HFQrOjRXe+l/+DOc80W01EeTSV9jD9Ly8MU/lFuj9PN0bK+i2z/5+fv7BFzpOvkjke6hI8lpCN1F4qGHyqVqOrAYTdsivjizzinyT1U5AIWcTuBGFM+MqdV5YZDPqPQIs/fKeHjO3DiNkLy9NuZNj1jVZZ/n8QLmKJeKzghucq1KaKpxb3DcW5/nG+/+Of/qf/xUpJWkRkrGeLqrFcQJxSNYok9JzKOrl3WcXiqlyGglUuyENv/dsUABLERjWmlC5xhrPheH1JaQ1AfYEqp5HVRQKis2Qn6FVXGG5NEc33UKN1Qv+E+oBgenRLnTX8lm+QNArDtJLiFc9wsUOKVNjT+Ea7i3ehqDnrTAYLNFYmGNpdprVxQXSto66eJgghhiJZZXwtTyaH9B5yZ1I20afncM6eJzPZ77Kwewpyn6OydbQ2fN2M0mvEuL99bOvqVoE+fzz3AP/Mk4uTz1ZwVAscmoZzTWIgjaLjTb15Q7z+ihFvedhowiwFHgbL8PS6igSRgppjpQmyekCubAA3/j62WMnSW8tJm+4m9JP/RSy3Sa+/z7i+796Nsk8wCKLeEoXlvrQGlUUu4SaqmApKTpeA8Ow1u7HNS449uYiw797C9lXTpK+ZRgZxMSRQZIYxJGJWrKIfuyVNH76x5hJ30moGKw4KT6zcx3VnVs5VslTFwnFwaHvarwWKinKKAwIE9J9+E/uZ+YvfoP7quc8sBxNwV8KmF0eJ+MFuLpGNfKp/f2f4R3Zh24aFPvyNHKvZ/nIMFHmJrBH6QRdlqM2SbKKqqbQNAMhBHF8prxMqgypftJGCTdu82n3YfBMNsdltOEsbiEh3SqQaWZBNZhuHYc4ZtHsAy49TzeAseuvxlYdLLsPkyJd4XH/dQ5SJqidLqlDR1FUFbWhIdWASK8/q+Ou7ZCeI5phkB8Zw3BShO3W2ddbtRWyr5zEGM9AmDD4ZAuhwlZrMz4+tdoKKSNPkHiEmkeo+WiXsafb+YJOQQsJYo0+U+OaUpr+jMlJz2Q10ohMj651ntgYJ72ncMNDnqxS/etTGFtfg1reiJ5fz4ZTHdKrLoEBDX0VLWvhShVDSqJ6FW9xlr0DG8jaV8hG9ZvMRZnbRii/fRvlt287W1nnKfxOB9U0sbI5zNSlFZJwIXGKJfTzxmQtVokRLGM/rYRC+oy4NjZVYsdtE2ycyDOU0ikb5z5VD58S3S7f8FIAxdHJ3TOFPpJm0IPC6gDzgYYpYNIKnvbZ1BnRTdN1CoNPD/ULOh3++C2vpfTw+/nx26ae9l4SJxCcyxMnLvM+u1A4pkbB6VkGgzObirSmYDo66bXw0jXWeE7YGZPN14+TGtgIWhGlYtLqC0DNUutrsTpSRzoqrh5c8J9Yg0RTSIy1+/iFgmJrWBsLKFmD4GSTjNF7ri2aFZrqM5Pzu+02SZKQChsYmqC1/2s8+t5f5cB9/48PP3gfieXQfsmd+Fs3MfxPh9n+jv9D8f99g2bg0VQ7VPUmB515FjvzpP/XY+haARn7yHAV3fQhdWkZUIUQVG7bTCNZpRu1SFeL3JFt067uwbA0VpIsvz/Tz30Nh30dk5VIxwjqqDOPUQg86i2XwHD49OTtxBLY+zg88jBSSlRNwTA1jKxD5Wf+Dem77gInhfGNh/mG+QCHczMcK8wzl62SDvOYKwKpaZA7l/fOjdqkS+WL10FrXDEIVUFoCtnbR8jeNYo4s5ZGgj7gkL5piF0b7mL7q16HUR5kaXCI45UCElhcmCXUVBCC8vDYd9WOQuXcHDHTvxltcJDo2BFqrkdLhngixFF0tGFBN0zhhA6OHxIpCv6p01Q/9C6aD36ZxO2QHXsb+Tf8FcLMEXZX+bvaXt733t9nZu4QSeIBCUEY8vXHm3i+R5LEIBSSuIEWzPGB8ZC/7l+kL1YovfwoWiwpn7SJ4w5ua5q21kEOrael9cK/L0HNDaN0rj99J8+N668jXcrQmuojSafQ5+ZRTY2knqC3FMSzdHS/QpSL7y1WJkccBGiWxdDGLb2Suek09uYi3YcXUTIGSjckJ1RM3aak5zB1k6xZxFAsiCAx7cs6gbZqmBTHJnn42CkcNUYRERld0G9oZPtSZLqrlNSe11VdC8gGCkIFGUEiJIqjk1Q7KEMm0aKPEsUkcUwiI6STxuxPUZwYJv+qKU6sdCioGloqDZ0W0yJN1tK/TQuvTMJuh9j3iX0f/TKtjvudkCr2FliKphGhEBq9CXNvU2W6lGNI6VL3e1ZkAeSLNkII+nM2c52QDUrMipplsuRQCE2uzRWYKF/+/WdtK9F9dIm4bFPuhByIVDqxwrgR8KTbywVoqgrr+85tJPzuuSo8ViaLUBRUVcVtNpBSPj28NJYYmgZnipQp5pro9q142bYBji63eex0nY0Zk2FbJ4kllnP5Gl/WWONiIISgNJRl6XQdY2wz7bpLFCYk3VMoIuHue16ClXp+7qvH7z1Op+5dejEya3xXqEULzY9IvJhsu/eAqxq9PLmB0IhRCNNlNg1mqc1OE/o+cXOZ9swx4tU5FNOGOCLUFTw9B1uuQa910FCQ8/Pwjft4bNM1XDO2nZSikFJD3HqL7IOnCIa3obTnsHIFtOECPMvQpeeTgW0bcB+dwVEyxElEIiGvhLQ7Hp1AYb9rM2YGnArgDr2LUFR8EVDEx1AsumGMalgcULLspAWPP4bcvJXwjCe4Fffu34Ff/w+c/LlfIDU3w/HgBFmZJixYpFJ5/HaEXvVRwgDRbdJpHMc1TWJ8Nt5y+8XsnjWuUBRT5akansLWMCdzaIZBbmCI9lvfyshXv4y/5yG67RYn+vLohklfpZ/Nd9z9XZ1X73M4llbQgwS1NIqiTWAPDhI88gUyI28ACVk3g9i5iFobJE5v5DX33IUQAk0oNP7mT1j98LvR+0ewhicQhkkc+LRbEZl9JWqZ65lezTI40EHKCFWRbBx/jCQZQMpREnQQJoa6xHjO4/TWBUZeskwrBYrXC7WV7jJ+0sWulOmaRTjj4HApim5KWifKJ3SbdYyMw979e3n70J3M9TeoBjNEnTbZpsfJ+VWYKqF2np0mcenN5JcBhmMTdNtopkVzeZHZg/uZPXigV6J6KocME2IB8ckWA8kYVSWgVasS+j71eInAcIm17mUdiiWEIAr9Xl6oOMFU2yz6Mev7UnS8iEdWYo57BrGWAT0BU0XG526uxI9Jmi5yKUCLTbzZr5IkMUnsQxQjGj5aqScK1LsButp7AMfdNtVi/5rb+LdAqCrpvn7sfAHjChLddMtC1TRUTUeRkn3VnufaaqTzWG4nCpKyHrPe8tFUcXb87Njez+bBDFtKBuW4SWtpgUNLLg+fqrHY9C/mJX1P0NIGSRiTsXVGKjk2hjYJgrIeUbE0rDPVNNPnhTj2T60nlS9g2Dbf/+//EyObt5HKFTCdFKf2Pva044d+hN86F9KsWmsC0rdCVxVqnYC0qbLghcQCkBInt+Yhs8Ya3wlbbhxj603jjGzoo9CXxsxPYeXWc3zvPPWl9rc/wPeCM07SayuSFxZ6ySJxI4gS8l+bZ/tglpRj4asmodARAlQSmh0fgSCOI1LCP7NZ9ZBxTBIFNGxBVZRwh3ajveQHUDUNohhiSf4D72Gx3eVQO8BpZNAfqpNXDKziBozcJAlZVBF8+8ZeBCqT61lxZ2lSoyWbxJFOiEq1UyM8k7riU/UcX2kVOOQ6xKjMRkt8dfq9KHKJRIKLwurkLlzNgjiGvY/zRMPl47N1PnJilT/70hH04WEG/vr/QgwiiDjgHONg+gTNbpMkkuiLK7gTm6A0SSo3Rdkaxk88Btdvusg9tMaViDjP8BzXfPT+c/uw4R1XsfOlrySRElU30AyDyS1b2XrDTQxs2PxdnVfvs+l3ExpBxCGtSHD0KDKOEcsLHO34zBt1EsAZ7TJyfYHJm1+H7mTJFQcwnAzm8CR4Xaof+1sQIFQNRdVYXQlod7LoyjZ0bRBVkaiKjqpW6e9vY2QeJ1JVQlUSqgpfWO9ypKzT0RUaKUEiBPkFk1gNARNflSS+i0ydK4wlLsGnp6Kr6K5GNimSSfI0u21oNjCLRei0SQwdq9Hi9Ol9tI3W2erJ3441T7fvAKdQwms28ZrNsyGiXrvVy3t00xDNz5xECxPsRog2ZjK/fBpFH6VgDpBXKxBApHJZe7oBWOksA8ocAw6MlZ4kIzazM21yJIg4FGlMWQFRFFNtVQmG+tn5sknmf/8B7H4Ve9hCxmBPWRBLam2D+NO/DFtfhxi5ivzVm0jfOAhAs+0i4wipash2g5XhZ19K+XLnuU5GzcV5vEYdVdfRjMs3Z+B3wu43vhWAkysd2n/45bOv5x2dxLNIvDaqkOiqOO89g5WWTyvqQr73mpf07kv7BRIqWX7bVhb+80OoqmBQK6L3zRMaAX+4awTTVBmcLDK2qXL286//1d962veveeVr+Mff/BVUXSeKQiZ2XX32vSiMIUrgjJFHc66sMfdc+J3Xbmf373yOutvzmrht9wjX/7Nw3TXWWOO5M7S+xND6Eu26y957T1Bf7uB1Q+znwdvN616aosga3x3pW4bxjtTxDlZRbI0P//Ru/uyxGd6rvZWVdu//fGvnMC+a/QIIheriItWFBWoHT9E9tf/scax2hFufx1i3g0p7Cfeld9P81Kcx9x/CjiV/9Plv8IW+LfyfjZLlmUOUGw1UVGQSo+kxIn1phZY+hek4xCIiS4FO0iQTGbQVl3bQIeHcOqATJ7xrKcet+UUmkiKLcZ2Pzf9/jKi/wHVT/dTVInuHdrDrxIP8+VdO8tFOhlNBb41WOLFKFCXcta6P7k//PiMf+l32/9ZLgISQFpO1TbD6JPrKPOpkbxESJSE/+TO/iL1l28XoljWucMR5uaCVtI74Z841hu2w86Zbzv5tZXNn9y7fDYqjoymCHbFGxUgRJRJv/3768gNM2AZaYKILQWC3KA1pbMlnsM4YjCJVQ1m3AfnAFzEqQyS+h+qke5pGPoOpR4Rxnnw6gxAGsSLo2Ps44UhmzAqr1n1Io+ffJyJBzbAIDcFQLWLbYx2Cj9dxxtajpMvMVvfTrM4Tv/in4Wu9CtHKpae5AaDYOrHvo8QKc0cP88FTp6i0XcrVOsIwsNpdZCbi3iMP8RtDv/fsjnmB2/yCxHTOhWJpem9RJ5OEwHURisDa1HNBt5oRtqszHFZIwgj7TC6IRCRITb2sPd0AjNS5fsioPvMcIQ4TCorgVGCyGqpoxOBXCdwQIQTWxiJBM0YmEgHYAwbOiEWweYDffenPIkMXs7FI8xMfRZ4pHuDWO2hWz1rQabfwyv3frDlXPFJKgk7Pum84z8w7cqUwWnR4/Ddfys+9aD0/c/d6/t1LNhLneqJSnx7z/YXVs2NLCMGdmyrYyrmcbm7SewI4xgtDdFNzJv0/vxutaGH7KUZn1rPdCrDMmDhMqC93kFKe7ZN/zsC6jWy88VaSKGL2yf106rWz70VB3LPan0FLrYlu/xIf/Fc3c/B3Xs4Dv/YiXn/NyLf/whprrPGscbIWw+tL5EoOuqkSRfEF/3GyJpmSzfDGtRxSLzTMqRyoAulGBDMtMpaGcd66fdbop6M6IBNmjx9l9sSxpwluQtFQ/ZDmE/dh+TUKnRpOktC97SbifA7Vd/nX978HU8ZorWnyM7MUpIWaGehFztgd6L9017tds0MQe6S0LLKVoqgl9Mv5Xp62f0ZH5EmAQYrsCkocq+5jutZBKgpz+RGkYXL3uj7euSnLNiPglRMFTE3lj79wlB//+z3Yo4No4/dgLpzLpS1chdLhw2jtJui9tUdEiDn63eXHWmON75Ty27cx/Ae3MvTbN1P6oS3PeF+3z3m+aabFrte84Xt2bpnuCc9FKTj+4jei2DbjKzN03C4ATmAS2gFZ9TSWhDCK8HwX07RJ7biO+i/8NMrLXoXqpEnCECFgYDjP4ECDTRNtNo7bSASr+jwfHtd5rGywkvWReoTqAXGC1AShIVC7ITkvJnr0JIZaRrFyxElAw1tmdMt2pHrOIHapRq4pTs8vzdJTpAslTi7O8XBzFZnNoAQBzvQs/WqBE80TnHKPP6tjrnm6fQeY6TT54VH8TptUNos6tR6v06FTr2E6DvpQGrHQJmkG2FHMdmsrcAhJQls0ECkNNAdVuzQH2rPFzmZJlyscWz1CMX2cFb0G/AAZVaEeqRz3DExTIYNHHMdEYYw+lCKudnFnQ/SSimoKkkQysm4HRxZqPNj8LJtP30cxYzP7s8uM/OmfoszPgVNEKAquomAZV96w/eZyyNOJAh/ddtB0g9QVnERWVQQ5WydzJu+fpasofSN87tAKu1Md7ko3cRs1nHxPHN86mCGpnRPYXHnG0+0FIroJIdArDmrWIGy7yCjGUQroTkizpdGuuTzwiYOsv3qI8nDuGd/XdJ2+8Unmjx7C73RYOHaEdbuvB3qFFDTVoBmtkpAwnBt6xvfXOMdEuee1cLkX6VhjjUsRRRGMb+tn7ugqjZXOt//C9xBNW7unX2jogymMkQxxOyCc7fDj90zx2f2LzDV6FQHv2L2J2a9vYf3yIwh6z1ohFKSUmANTIGOiVpW420RZWiLSNGSko6YydLZtpXNsllynwV/VP83hVpf1QYxfGMbqLKGmbdS0BoOX7jPVHi/QPdXCjz3MwCIATEK+WU7xFQq01MNkY8HVjPEe+Snio8PcvXGciqPz6S0vByGwEPz4ZMLS7AItXcHQFOJE8qiUbFl/NcOf+Vti5QRayyOd0jHn5whyRVJaLx1NRIRSuXSFyjVe2IgzEWzCUFGKz3wm2JksUzffTuQHvYgk83uXXkRdn+fU40uUQjiQ38g1117LzP6DWHsfYOWq65mwHN588EXoUqOpuri+ROk2MHQTy8ywffAmwiSiW10m6fqolgWpHDdeu4507SRJHPDZiT24qkRfCUiUBM0LUCJJ5tAyQd6mfvUgIpHkHp/HfDJN+PVDGFff2mufYhBlLfompjh8npH/UvV00wd7zisyTChpo9QX5xFxTDPdJWVZKM0mxcRifX49n2p8/Fkd88pTL74HaKaFTBJ00wYpWTx+FIBuvUZxaBitzwJFEBgKSj1CdSWa0MkbFZDgxW1AXvaebqph0V5Zop8cO7NbWU0OsZiaocww144XMLUWoQwQRgrHinDbPnqfQzeSSE0jWfSxh0wiP0Kqko3lLO9/5c/wSx/6bZRCFgyT5f/5P8k2BN3+ERCCZd/Hyq8tbr8ZYbeL32ri06vmeaVzfqXNsXWTmI8dxVBdQlWjvbpyVnRbX0nz+H6V2SSNqSt046fCS19Y06O9q4+g1SXwAmxyoPkYVobQj1FUBbf1rXPY9U+uI1eu0DWb3P/Bf2B859Vouo7bCZFeSNbpjTdFfWH12RprrHH58VS46RprfDfoQ70QK4TAPbhK9iVjXDdRQFWg2gn496/aykfNFo2PHkJKsJQEkcTECJJuE3NgAn/hBAAnvvh3XLNukkwmQ6RJ1A0T2EdPgCLI730UdfdmdAlkKmip3l5BucQ93QI9IPR8fOkS6zme7JiYusKXlqrP+GzHKdAvytCp0UpcpuyIJ+YOs7GZY6ltsKvkgGEhSNDjkKuyCteN5/nLgxoNN+Q9j85iJPAr2vUMfu6DiJU5lPgAiSIQho3vLdMVDTpqDMZabtk1Lk0UTWNwy44Lcuxi0WYaWDQEippFSadRLZNWDIkrkDqoiYIU4EiTjhaxVF8gly4glF4BCCkEnmkR17tIt0M2leVE4QhxMaEePES3scLIk0Ok2huwljsESY253D4G71vk1OvXkT2wBIC92EU/XSfJpkE18LozNE2NgDa5/kGS8Fy7L1FHN2QQE871jHd3/vw7aLVW8VZX6M4soQQeRiFPKgwZWU0RV57dnHN5qz4XEdUw6TaqmLaDk8tTGh2j06wDYAxlYMlFjSRmDAY6STpFPVzBFy6hHoDQUC9z0c1MpdEsi8hWabarREnIweYBipbGw6dq7FtNcJIOSRjSWlnB64QYI2nCmTbBQgdvNgABZtYgJVJEEvbXXH7kzl8kWq3iPfEE7v4DFNttnNH1OCPrOFoYxHqBiSHfK7x2s1dAIZXGymQudnMuKab60vzMa66loMVUCmnay0tn39sxnCcdthlW2pTjJuV8mvGSw0DuhRUqaQylkSsh0kugJVHx2XH7FEks0QwVrxt+y+9OXn0tZiZHdXaahWOHWTk9d+adBCU5N4+pz1PFwDXWWGONNda4kKgpHWMwRVz3kH5MMN/GixKenG+RtXUeO13nnd9/J7/yt//Ar77nH5AbbyQKfIhjok4do28MzhiiOtUZZtpNEsVASRKa2TyGZWB2Owjfx37yKPg+hpomdpdR1BAt++wq4l0scpUKUpHkzBJGGLEJjynDJYzO5TnMagqDlsZitctofhNFJcdAaow79c3o43/Kh0+9l0+d+hBTw3k2BMtkvRZqEhEKhZGF0/z1DRmsTouTKx1WWx1Wtmxl+AffiBKFIBNEHJOkC9jZCUr6EKqyVphojSsTczDNaABqkKDXA+5rqKgLi/jL86zLWggBiqKcKQIj8C2Frz78SQ6f3o+UEkVoWIpBzrZYzRV5vAmqA8vdkxzVjjDd30DUG5SOK1Tm+8lG68h4g9jlXcwM2ox9dInxTyjs/PefYfLvDmAfPo5wY2QYoRg5LCy6qwsMTK3n/Gw2l3p4KYASKrzx138XLwioKmA32+D55JoeKydP8OWZLz+7Y16gtr7gsfMFIs8jCQO6jTqr06dpntnIqwUTkTbQ3Rh9xWNCDjEcD5DVipjSJtJ9hGogLlWfymeJnc8TBwGaGzMg8xwPjvK5zj9hdHqb96OeiSkSiNsQNQncEMXRSd00CG6vepP0e47oGipnA9uEoPm7/4Pw9Gk6995LJjonBizGYOlX4LD9Fvm2zsdt1HHrNYJOGztXfB4adXmRGxgmU+mnW11l8dABQq8XIlJIGWS1M/kDE8Gpmsup1S7l9AtLdNP6UwhNwQgs1LpKfXYa3VCxUgZeO6C+1Cbwo2/5fVU/lyfwwDcOEHgh9cVVNOWc0Kbal/YmYY011lhjjTWeLcZoBiJJ0goJptv80ss2kbY0HjpZ4z9+9ImnfTYZ3coNL34Z173opYzceg9Dm29j9DU/d/b9xXaHbBIyJBNSpkpw47WoYYjRddm4WKPU8bDsPlS7jyTW0MYu7XVcaWSMpc4pLCVFUckTr/bWUX36uTV7M0qY9yIerHYR9hCqphF16mzX+hjW+kmUDg3mWW0vkwwOs37mEJ7hsJzt56HCJg4/cZodUY0EwXIoeN/eRYJUmswtt9F32y00XvvDNDfsPHu+tvLNglvXWOOFjzGSRgMmpMKIm/BhP48TuKTv/yxznzuBPx3QPe3ROeHROtHlgN1Bzw+wOH8CQzMwFRVVqGiKTiACaqkc0wufZWYyplvUyBxcxvBN0nIUIZRe3kljACd0mNarCN0iGBilc9XNKM06slpF82L0vi0YWoamt4QQgvLoGMl5e9pLVQlRztvPJG5vTssPDrFq6aiJxKzVyTe7vDjZiR0/u73PFahefG+w0j1PIsM6Z1VpV1eBnmqbvmWQ0FbRfMlEY4yrSy8iTHw6epNu1kW3L39rjKrpZPr60W2HMXo5xOpJFV0RbO/P0NZSTIcWCA2iBoHX29CnbxwidcsQDOm0uy2COEAIwe6CxZClowrBiVQfI3/x5xR/7EeJBkaJ3Q5+s8qcF11Z+ZCew2zUWpxHqCpOoURqLbz0GQhFITc4gpXJkkQhndXls+9ltN5CrR0rqAIqGZMtg9mL1dQLgqIrWFtKSFNi+SnCRhev1WRyRz/pgkUUJjzx1ZPf8vuFwQnsbAWEgtdcoV336DZW0JVz4uT55dLXWGONNdZY43LG2lTE2lRASeu0vjCNqSrknd4Gq94Nn1aA6G333MzX1ClasWBAdxFBlWy2H8PJIVSN6foqNSWhIDViBPFABW/LRmJFwYliIkBUtoAIMWwXbWrgIl31s2Nw42aKt2+gFi8RJSF93jiRhAH9nPHOOlMtvhbE+G7MxrteSnF8ijQ2vx6/gf6+Axilr/InB36VAVthITPOtvknGalPkygq+4e2s/2G6/kfd03y6s39POKZ/Nppi5Hrr6Z07W6aL3s9nYFJpExohVVm9PhbNXeNNV7QqGkDJrMktsq1Qudo/wa+OrSDZOg6HKtALY7wDKjWG/gzAVajgZYpcXL6Se5/5LMkZ7KHx0mMlPPY14yxcvLQ2ePnD7qs+5CHkqhEIiIWMVJR0EOL7f9/e3ceJ1lZH/r/c9aqU3tV7+vs+wADDCIIgggScEGCN3GN8cafMZKrXqMmJia+NDdRo4kal6tJFHfRRIImXlcWN1AEhmUGZu/Zenrv2tezPL8/aqZ7mpmeaXCYnun+vn31y+k65zz11OHbdep863m+z/NexwP/8yZy176ciZe8lonrbqa2ZhON5RdMHV/X63QvXYbxlOnf+tk60i1hYSRDaGGDoNJ8T7v4xpsILVtONhrGs0xCg8OsWbqBd3k3zalNmaf3DIVicRIdXVjRKJ2Tk4A2lXQDiKxtIffLQZQBGT+D0gPGagcJxRw8s4QVLJB8p6bhVis42FyS2ky+VmbA3kG5nuJwyWcobtDnhEC51CvNkUVWe4T0S1dQ+fdJ6oUahqcRGAbrMw6Z0TLtbRF2jJb5/ZdeTWNgH7gpDCeK4UQZbEywajGOdJuDerlMrKUN3TBxkqn57s5Z6ej0WzMUZuLgPnb/4h7QdEIGHPKi7KtpxMMWsbDJqvaFtwJseGWK6u4xVEPRs28d+V/up+N3zmP0QA637uO7PuV8jWjy+C8FUp29hKJprHCcoZ0PUi78Dm5tlKhtMekNYzth2h25pAghhFgYjLiNkQph1n2Cqoc3USXlNG8avUBRbvjEQs3rXnsmQefSJWgDhyl6GuMHtrOq+2JirUtwq0WCWp7DfomYncRQPtgmjSX9VIaHscsVNDtJHB9sFzMcoLWe3QtiObE46294Adu3fR/X9bEDm1wuRbfdHBXSFTZJ2waBrhGgoRkaTrqDePsohmlRr1d4+/CL+bT5I8aDUbbvHiCVSVE3Ejh6HdtzcdwqStcJx2L8zjKHt7CPJdUx3HgCy/epWhGiHozVB9E1nXDH8YtBCbFYxLtjuMDwSJmNdgavvQMjdiG1yQEG/Da6N3SiHA/X8olmG4Q6+qiWCwxkB1lJHTPQ0IKArO/T+tPbqXYniRysYLgGpav+J+X2Cq1PgnnM5CsrCBExFRsSBqONIm5nL5P/4834P/lPol6CSW+CIGhQo0CqtQ1N02eOdDs7c27oloGfb9a6DqrNpFvb0uWE02nceIxKrU7EMPELBepq9vI8M9p81nq7wNlOhMLIEI1S6ci0UoVuTI/ysDqjKFOHoDlYSaGIWy1UnDwAurkwpmFFUhmiLW24iRD7J3exs/Ykg/4BVmYczu9JYjthFB66FcKt5GcevNai0eFhWw5eoGgHhkvNUW/jpWagp1//egbiGcZrRXL1MmZIsax14SVDflul8VGscJjA99FNA02XP+0TiWZaqZeKaLpOLZ+jXqlQL+YxA49evUzSDKh7AUsyEcxzvObiiUQv6Wxe4RRogUZjuISmacQzEXw/QDd0ykdWZlNKMfD4MANbhzm0a5xIugs0Dc9tbq9ks9TyY8TMNBmzk5ibQg9L0k0IIcTCYaRCBFUP3TFxh8osaYlwfm+SzUvS5MqNGfu+7ur1VHyNYmCiqYDRcgErFMV1K2CHqebrjLkQqOZPY+MafrO8i4OtSSorL8WLh9CVjhEzwDr77xNimRZGG4eIGlECPGKujXlkxMxQzaMRwPZcjZ25KjVdp15u0Hv+RQS+h1epEglFSHoOOjqfGf4n/mPy63xl+At81f0il1ySZIkqoAMuOqbycVOtKDSoVKCtFU83SGpp2p0+WsM91FvS83tChJhHZiqMX/bobI9ytW7R2noR4UQ3dqqXvkqOWipEuGyjtACnFKCpHHothxM1GfYP8SvXZKwygh00iO1+nGJbBN+Gcq+D6UWJ5kaphcs0jBpFq4zRGcYM7ObikoezhMcexTctfBWQ/Z3fo7HqYjJ6C61mF25QJ57OoGnajIpJZ+1It2Nquh1NusUzLVQLedxwCMPzCUIh6gf2YXhzm9a+8O4qzxA7GgXAsCws22Z4zy623/czfG96WLV/fR8jGxNo6BiaiaGbVGKF5nH22X8xnQvDsihPjGEV6qSJYmLxQP5+avUKjw3meXAcNK9MUC9TL04SBNOBWc1nmRg9QEgPEdEMWgxYn7B5/FCO3aMlDmerjBZrrI7FaA3HcQyDvXmdC/tT8/eCz7i5vRnlBg+SPbif8sQY7avWPst9Onc5yRReo05pfIxqPgfB9FQEpaDgalRdn//72ovnr5PPsrY/OR8NDaUF+LlmcjuWcvDqPp7rU6s0byK8hs/Q3kmG9kxycPsYyldEkh1UsoMUJ4f4zXe/SnFiBN2fvozoMtJNCCHEAmL3xPFGKjQGi5R+dRjPVzx2KM+D+7MUn1IHVdd1tK4V9Nk1Os0yQXkXkVQXtdwI9XKJXLmEa/joGhxumOzdP9j8gqstjd2xAcdzCBph4q953jy92qfPi3lESRAjSadvcGm8PLUtYxtoQMrS2TuYp1Jqfr6IZlqoTI7TQpz/r/MPyAVZdrpP8r3Cnfy/8p18b9/32Jvfy6rnb+Ka7T/GCHyqdoTBSBtfc9t4ONmHuv4GDN1A1eq4QbNdNxGZj1MgxFnB7o3hj1ZwRyuc72pcFluJaUcxzDBmJcu+nY+g+zrxbBSnFCYdhfLYEEMH97B1x31sSe7i+4kDaHqBRqhEtc2g3u6gaQnsuolV1wjXoth+mLgbxc+6dK04j3h7B36pTLycJVxxsT0Nu1AnnCvjHVmq1DPcqQEhwRzqlM+3qfuZkE5Qm36fjySTjAUe0VKFYHSM6mNPYjSkptuzygyFiba0EngepnnkP4xSlLLTS2XbYQs3avLT2g/5j33/yE8Ofxn9SMAZ1sJY5c+ORKf+/Y6Nb0UDdvpPsNt9AIA9NRtfs0A1qOfHcevTSQ6vXsdXPttGfkMARHX4uzUthC2TJ4aKfOvBg+wZLRE+svqTH7hUA52UFGs/TqMy/SHn2P8mYiZN0+jdtBlN16gXC1OPtyxbSXzdhfyvN7+Ke/7s6gVdNzDUksBNuOjKwBjR8eouTqy5sIvvBhQnKgBTNRgBVKDw3IDudVeR6d2AX68wsvthckO7pmq6KRSajHQTQgixgISWJQivy4CraOwtkDpmFHz5BIsPXXXFZn5VSuDoig69QCzVihmK4tYKHMxNEgB2AOOuiVbNEfg+Ghrd4WUoZaBFauipc+dznNnikK2PYhthopUkUU01F1EDXvXCVQDk3IAHJivUq83kWKy9E8O2aZRLtFcDHC2CSwOX6Wlae/N7wTDQfv9VrF3Rgq5p1BKtNBKtbJ+o4/kKpQISZgZLt6n6JZSzsBbAEuLpsLpjGKkQquLRUj9mkMvee/Af+Qrb77+bbfpvULoiPZagzW2j87KL6XR86re007VsH4n1FUZ7ygxf3UO1J4lWV9j1TqzSBIY7fW9UMxtQ96ntyhJraUPbb6Pv1ln64H4u+PEBzr/3IO0jHrpmMFzdR8XOTyXdjk25nbUj3eI2mBrUA4L89IjmWLqF0USE8WiYsOezYmicgYd+Pbc2n63OLnSaphFOpIikW0i2d9C5YhXheJzJwYNT+0SSIeItEapBgQCfspdHDyWaS+fGFsa3MZFMC4nObuxojLTr0B3uJaw5FIxdbOiOYSVS1PQQGFFQHo3q9AXVqzenqdX8Kg2l0VCQMjTO74qzrDXK1sN5hicqU3+QnvKoBTqpyMJIWD4tp/hWwKvXcVJpYq3t2BGZfnsy8dZ2oplWjGOmbvSefxEXPO9yHCfE0tZz58PuM6W3W7jRBhiK8t4RrJA5tWz30WRbveqiGxq6rmFYOm7DwwrHSHatRdOOXDgDHz/wKXoTqFbtnF+RWQghhDiWZhlY3VGMpI1m6/QeM6O0dIKkW0s6Tns8TSkwqQU6d05UyfT2E0u3UikWCSlIKrh9vIUr0s3FElJ2Gx4eDbMGmXPry6ueNesYcw4zUt+Pp7lEh5YQN5pfsPe1RKZusKsoqsXmyYu3tpPq6cdyItRzWV7S/WJWO+tQTCcKRiujzX8kk6RjNsl4iHLDpZDu5J/HI9TcAL9axDGbC9v5mo+xQEr3CPFM6CEDe0kCqyuK4SqGTNjrV9g6tIVd4Tjrxw8xUh5gsr1AIV2m/WArq7/wXZKtIczRIngB9bpG3a5TWtFKzyM2L/rqpTz/mxnW/KqG5us07CrFcAEv1PzL9iar+N8o0l1bQX+wDrNQx29W1yIgoBKUaBh10u3t6HozaafOgZpuRtwG78jiEoX61OM9a9fTvnY9lWQCtaQfZVl0xee20vS59c5+ltENg0p2AuV5+K5H+9IVVPLZqe0hx6JeqWDYFtF0OygXza8QBFU0Y2FcGELxBF6jjpNIEjZCXJJ4Lj+fvBczZLNtXwkAI+OCqqOpBrVyg3immXA07RCJjm40QyfnQUwHw9B5QTLE/eHm+fn1zlGeE2sQ1gPKjRL9bQaJxTSaZo5vRtVCjmquGXt2ZGEkdJ8t0ZY2VOCj6QZmSCfW1oHlOPPdrTPK7IhQy1VBweS3dzDSuxUjViXWeSG+H6ACRaPmEfhHLoyBaibgTJ109xpGk5006gVU4JMKt2NrIaidpVdOIYQQ4rdgtjgYyRBGOkxHbXrGRrl+4tUy17Z3sO/QBLbW4NpkgQf3e6xymnV3CzWXNiPMZ3pyjB8qk4lE6YosIx+UmfRirFi79Ay9qtMjFItzONhLm/U8lB+QdMNsjjfYZUboOmZRpkqg8D2fbfftB6BeAt9tgFJcM9jGc/xLKXIeHzbvJO1kGCwNTh2bjFmYOugadCYcbtrYy+0PHMAbGmaiNoiGjms1sMyFO0tBiLkw4hZ+3kA3dbrcgIbh4JdH6KxkKVlhDhRaqKxvEKpb6IFB5roPkNBgvPRrvLhPMWcSi5pEDxdJDHfiG2B6Cl/3sF0Hyw2haxaDSwokUkkKQ6NoQIgIvvJpqBqGHcVQoIIAXTPYVXmIFakN0yPdzoGablrIILwmTVD3ZwzNi6abCTa9qwN/PIfX2kJ/cm5JNxnp9lsIJ5KE4gnSXd2MHRjgwOOPMLpvYGq7EwuRGx5h8uAOytlRUOrIaBINK7QwRmuFY3GquSz5oUHyhw9yQ/eNjHtjeNoollVhRVuUAmHQHTBCVIrVqWPzw4cpjBymVsiTDXRiGtgq4BXdMfYdnOTxwTxjE2XanATxUIpqYHIox4IscP/b0nSDcCKFk0zPWNBDHM+0bQLPBxRKQWlsZNFNyY1d0sVE/BBmxUKranhDFdxKlnK+gq5r1CoN3JqHcWSl4JBjUSnUCbyAUDTFxTf/GZtv/hs2v/gtWNqR97KQ/F0KIYRYeOyeGI1DRdzhMiv3FPl7O8amSIjbfjnAj7YN8R8PHeSH24an9nfSbXQnWkgYDUx8LMsiPzFOgKJeztGqw3m2R8gwafg+yg9Rw2EJNon+c2sFzkx3DyMDuziU34mtHLRA4+ZUkpec300mGqI7GSZpGRwq1qjVfPJjZfJjZWpVk8D3UUGA5gXEVIioCtPvtzJcGeYHAz8gUM2Rb4au8dy1aRzLwtJ1IpbFk0MFOoAOZyntTj+aZmPL/YFY5My2CI3DzUEvRQP243Ew1s6haAvj4QT2UI6h3lFiWQfTs7GtJJYXoe/wBvq3ZkhZGsrUKK5I46eTGL6B7iuUFhBoAa5VZ9QcJ1yGYLBGLEgQ1ROYuolSCkeLYroBmlLo6ATKp6wKaJp2wppuZ2nODU3T8Ksefq5G4AX4peZMvfalyxnZu4u8bWIMHiYRS7C0p39ObS6iIUOnX/+FlzC5by9BfXrYYX50ZOrfhqnjN0pTv5tH67hpJlZoYZx6TdOwnQj1col6pcyS5BLWmhvZam/DdUPsGSsznrRo1/KoQCM/PAzru/A9D6/RPG+WE6Ws4KCvscRUWJUGHzyvg58OFRk+pq6UG9SJhxfGCMGn62STSxuVMpXJCXy3QbK794z16Vx2wct/byo5Gfj+1NTKxSKWacUz6ygtwPQtQtUo1IfxqkWKHhSzVWqVBr7b/MBbr7oY5vSH2aO1GfWGh3bkMqKF5cOuEEKIhcdsixBamaK+M4cNXInOE42Ar+/P8qavNGcZ9KQcrt/QnC6qGzo4fVjV/bRYPm2JCPXhGn69xr7JEl5bJy89v4f9e3dQqtdoS3fSaUSoo0j0J+bxlT59sUwLADtyD7Ah9TwM32TpSJWD600c2+C83iQ/3DZC3vU5PF6m5cj9jwp1cOktV6NrsPsX9zC2ewdJIrzEeR7/VvtvilT5u1/9Hb3xXjQ0NE0jwpXEQlE0TWP3WB6rMgG0AtDQPSxzcX2WE+Kp7N44NAIUEAe2AD9Ycil//Zsv4wMTxR7GI6P88I1l1t/dw9Ldfdi+zaqtvSh6cG77GtXnlcid10H39o2YR27DQ43pUateUCW/ax8dqefOfG6jWVNxXD/Eb7pG6Xw8j6Ygmmm+p514pNuzdCJOg9CSBKWfD+IXGzQOl3BWp4m3tGGYFgeLOdYFAY2dO/Gc8KkbQ5Juv7VUTx/1SplYKk29WiU7NDhjux320c0QhmmTbu8AzUKzYlj2whmNlO5bwsT+AdxqhVBI0RZqQ/NcdOcgMZbzwKTOxq4oQaNMaXwMFSjcShmUwgo7RFJpylmNfAA+CgM4P2RwwdIUAH7gU2rk2V0YI+HMLZu8UGhzmF9aGh/DdxvYsTjJrp4z0Ktz37GjARfjyEDDtkkvXUohN040l8JuOERKacqJElhxBndNUCvV0XQ48kUzvn/8kthhU0eh8A0XOy3TmoUQQiw8mq6RvGE5pcxhqo+OEzR83uCH+Zbm0jhyA3lsfbf+dW30rm7l8BMFxvftYWN3gz3Zdkq5LJWDu3gkeSHXbTIoac2DM3YnWeVzWAtYcY6VUHHiCS668SYev/tHHCrvpDuxgkjF5vUXdgHQmZi+Ic263lTSTdN1Du+awLQMnGQaww7hN+qsKbfwIe0P+C/9Qb6181sznmtj/CFu6f5zwqbB6rYUxuOPczTpVtA0LBnpJhY5qzOK0RLGn6ihNFi9xmEyH2Vvoou+4ghduSq53TlCIYNKq89+fRirqNM2nMT0TfpCKfaUJzBrPoY68aw8r1YhH0xQoUiE+NTjw+4+LD/EUH2Awp77KADosHL5JoBjRrod29rZm3Wz+xOYbZN441VKPz+EszqNruvEMi1k6zVGE1E6PEXtkUfn1N659c5+FgrFYoTjCaKpNJFUCrfRoF6pEDpSV8v3agRencCrN7O5ykUFPsYCWh3RjsZwkkmssINbzbLKWcuYP8JjukWhHLDVMzFXxAnMMModY9eWQTp6mn94bq2KdmR1Ug+NQjhEJmZBtkLgByjVXJ2o5lUpBh5ru+TG/qmGd24j3tGFYZokOrrmuzviHJHq7mNk71b8kkeg+1j1EOFwgAqbeA2PUMTCc31M26ReaWCYBk7cplpq4Ls+Icci5tlogOnb6AvoPU0IIYQ4lt0VJfPyVRTiNtkdWfYcyPFiZfFdzcVXUHWn67vFks06sWrFckzNZ3B7BTvsoByfct3j3pLimmT/kQXFDGwjjA0UzOO/3DrbaZpGsq2DIPApepNkK1HisQzbbv8OiY29nNezlEv78wyOlTlUdlkZO5KEUzA0MIlpGVx83cX4boPswf1UcpPoCm7wN7HDHGSA6Wm7xeAQ1WAMzWulOxlGq9aYqB3GVy6jjkeXJN3EIqcZGpHzWwlqPspTLF9pUXg4xI5UH5bv4vgNkr8ZIn64wMSqLBOtOr3FC3FrJqqSR4t20PW9H9L181GsK18OQKD5eIaLEZjkzTwj1VGctjhKB905kpiL6zBhcHh0N09M3ndk3qjCjDqolEO6byntq9YCoI6Zv3U2j3Sz++IYrQ7KC3CHyihfoRkarf1LKU6MUzUN8r5LeM1q2LnjlO3Ju9NvKRRLUBobAc+jXi6TaG2fMdpN+dPLHJnmkRynZmEuoBtUJ5HCrdaay3+XCqT0FFlvgng0S3dLnbaONoKQhe+5KDTqpSK1YoFYWzuxtg7C8RSxtEMs7VBtiRO6ZBnmui50Q0fTNCp+jXtGDjJQDVNzz+K/znkQBD5Bw0UFAV6jISPdxJx1rduISigM30ILdKLlNLHtEN1VwB6p0qh5tPWlCMoumScLtN83RuLHh4mM1TBMA88N0KuKWqhMPVzGaA3N90sSQgghnlXhDS2YpQaGqbHCOGblby8gmDmEg2RXD+mefkK2hR2NowUuWT3OxuAwP7/rp8QyrZjG9JfJJe3cS7oBtPYvRTdMil4WQ7MIvIDYoRR+rUFHIsRouUE8ZJJXM1+f7wbUKy6+H7D0kstYdukV6LoxNfalM5hZ325/eRdlt0J7IoSmKcJ1RUu4m3ZnCRNaSGq6CQEkr19G+qaVZG5ZRXJDDxfYOX6w/FJibg3L91h1726S/72f9GPDRHaVKascymqWb1K6Bq5LPmRQ0QvUQuVmkkwDIzDJNFoIVwL27X2UqBsnKDSaP4M1jI1RduQeQNN0dF1HC9uYPWm8lE2yq4fWZSuaz3HM2+TZXN7HTIXQbR3lKfSwiTdZA8BJJNB0Hdc0SBUreE9un1N78u70WzpagN1JJMiPjbL/sS0zkm6BP13vzbDDgAa6ibmAppfG2tqp5rNUspNUc5Osy6znsDdIQQ1xeCLERKlOUY+gGgWCRpVabpLSZJZ6qURpbAQjHKGUrVLKVvG95gXZ7MsQftEGDmUMdo1vYZXTTF5mInObN71YFIaHaVQrlMZHCcfPrTogYv5d+Puvov0VG7HdMIarE82GiR+qEt1XIu3r9GRihPMuzqSL6SqMekB7RaNzWZrOZWmMAEzPJlSLYqbkb1MIIcTCZrVHoeTS52l0+eAdk2irecevZtqydDnPfd3/xz3Lf5dqqUxHdYjEwS34v/gPBrY8SMxwyCmfBgrO0bLF/RvP582f/RL7i1spuOM4KobVsCntGeK83iQDExX2FWrsL9ROeLzXaJ63VE8vG2+8CYA6Ll0qfdy+jxR+RLkWYBkmtmdT9ysAHLQimGfzsBkh5oFhWrzgla9mZ2oJt695IUm3QqxRpXV8mL47tpFJbiQcC2MkUtjpZYS6N7Ovo4XftCaIexnC9WizHJQbQh35X9Ws0aA2lYw7avXzr0CpAKUCAt/HvHYd2s2beMWr3kXPeZum9lPq3BjpBmBmHIJiA2+8ij/ZXAzyujfeyq2f/zqNsI0C3DkujilJt9+Sk0hiR6JY5vRM3eL42PQOyp36p64pQKEZNuHIOXplPYFQLE4k04LfqDNxYIDeti42W5eBsxf0GoO5GttKVnMaaVCjkR3gwN5tuNUKZtghfMxSu/ox31IppSiO5aZ+z3oGLVG5sT9KBQHD2x+nmsui6To9GzfNd5fEOchZ24pnu2jHXA7CVUX0/lHGv/wE6T2lGReKxmAR/YkshqGjjSlM30IRYLY5Z77zQgghxBmk6RqhVWnCwKVYpI+566w0jk+6HeUqja2J9Vj4pP0i4UYRgJiZIaU1v4gvJ87yO9CTsMMOVthhrHYIRYARWOg5g2TY5JKlaaqB4sGJCo0T1If1jpmaG0m3YEdjJIjw0vjV3L7hk/y/C7/EhswGAB7M/YAXXhCn1HicXmMFISPCqHuABwKwTbmtFeKpjtZVvKtvM19aez2Ptq3km6uu4fab/gRN07G0Gr45PTNPDycxtOm8Rj2oNRczQSPLJIOTT6CCgCCqplf608FpTfOGj/8Lb//6nbzpM7cRX7+MqBU9rj/HDgieS+3y+WQkpxNqfmH6HBmmRfS88/EMHaveONGhx5Gabr8lw7aJd3RSrVRIHDqI0nQmDh2Y3m7pRNOdoAKMI4k5JxbBMBfOSDdN00i0d6KhUS3miUQU3bFu9OoW9NAQHaEV/GoclqTqZGo2ul/ArQZ4IehMZdCN6Wlpx66QuG/bCG6jThGTXEMxQYmLE5J0O2p4+1YKw0PY0RihaIxoS+t8d0mcg3TboLaySmVyEBR0m80PtuGVadCgPpDHbI2gGxpa1KR0zyF4YBQenUBXRy6WmoaZPv7CKoQQQiw0dm+c7HAJs+hyYzzO1yYKAFRPknRr+AHb4huIemWWNQ5jejXMWIpEYjVjBBQMRd/ac7su743/68/Ye/cvGTl8AEePkcy1Ua+UubA/TTZX43CxzqGqy/LY9Of+kGPh1jw4MlnDsCySnd2UJsap5iZpPF4gpxSvvfAW/t0Msa+wj+8O3IE9aOGrDEVvgopeoBDEMWV6qRDH6UyEOb8nyf4Jk/9cfRX1PRaRoIZKdhBoWXRVpWYNY4bSmF6EQscKjMZ0LcVKUKTaUSBciTJaHyGgmTjXwwaUmxk0Z2Mruq6T6miu4BxvaeMNLW88YX+OnYR/Fs8uBcBIhbF6YgQ1D780M7mWvmAT7k/vo2SceATvU0nS7TSwnSiJllbQNKLpNPVqZWpbJZ+lnG0GrmGuB8Ca49Ky55JQPEk5O0k000qjmmNDfAMHavt41LRAL1Dww4xqOVJ04ANRpUGdI0NQp7/10o3pv75G1cM0POJ4xG2oNNoX7wVVqeMeqhUKOMkktVKRWGv71KowQjxdzvpWvFEXr9EgdmUfsZY2AIo/P4QRsbA7I8Sv7KX04Aha0kKVPLB1VFVRd8r4hocdlppuQgghFj6z1SEZtSEe4oWGz9VViDUU3r9upf7KtYSWHF/uo+4FZO00j8c3sHT8MBrgl3JEEyHyIR0zgCUX9J75F3Mardz8XCYPH6ZxeAxDGZRcRfnxETriISxTZ2U8xHjdY3kshO2YNKoe9apLo+bNaCecTJIbOoRuWgSBj26atO6tsdHoJhfK8f2B73P90Pnk6h4aGg2nSjnQpaabECfQkQjz2GAegLhpcN/Ki/Bclz9u6cLQiuDr+IaL0hRu2KcluYxStjB1fLleYE/EoxaZ5Ikdu8lk+tEUPFStsVELoQFP7J3gW1/6zZz6M1Kosaw1QnfKIRE+u2f+GTELd7AEgJ+rz9iWXr4Ct1onVquf6NDjyLvTaeAkk9RLRQLfpzQ5Qa1UolFtzvs9+v8ARigJhoPtLLxpWNF0hvLkOIHrUc1nubTteWyvPgFGiVxJp9LIs7diY6gANJOGppPX65iRKPnx6SSlceSCWS018D0fvzEdyGVfJxZaZHnik3wFUC+XcGs1vFqdpc+5/Ax2Siw0hmVRzk6gaRrVXBaA7OBB6r013Et8rAuaS4LHNnfQ857noscsNF0DpTBdG03p6ObZfeEUQgghTge7J0bjcImg5tGSdYlXA3o9CHJ1hh8Z4Ze7x3j3vz/Km7/yIAPjZaC50ALAeLgNy68dGe2hYRkxop7C8RXtXed+bd7zrrmOffmtpKwOcDVy2w6yjBxPjpd5LFflUNVF1zX617Vj2gZWyCA/XqaUm75f6li9HrdaBRSmZRF4Hqpc5bneKgq5cdwDJSIli6idIhPuomRWUWhY5lk+bEaIeZBwTLpTYVa1R1nl1FhZP8DqxkHWRA0IfCDADVWxaw62YWBrIXRtOkXk62D5AStNRbRaITp5gEj2ADXNxFDNZNKEBsWaN6efiG3SHg+zeUmG5FlebktP2OhxG7MjwlOHv7QvXU4hbFFOxObU1iLLYDw7Yq0dePUakViM0UMHqZVKjO7bS++6DTSOGfVmUAdfo6U3c5LWzk2x1nYC16U8OYYVjbD+2s28onILX1FfprbnnQyMRfDL7by0p4p9ZPUiW4WoeC653RNT7WhHKipmR4vkx8oE9ekhm+VgESbdZuHV6+SHBvHqNWKt7ejGwpmuLM68eFs7Xq1GqVZjePtW2lasZufdP8Q7kvRedhl0rz9/av/EC/rJ3bkbDR0Tg+yS4bN6BSIhhBDidDHSIXTHwhuu0GJooHQUipCC8iOj/On9u8geuUW7eGmG11+2FPfIrA5lhfmjf/kmmz/8U5b4ipdocaK+xmjPwvhC3onFyWzsxxy1SFltVPeUCIcPAc17n3JIp3tVC+GINbWAwtjBPJVCjQuubq5uaEeiXP6Hb0bTdQLfZ+ePfszEob3odY/NahWrc2t4buUSMGBX4WHqnTXwwJKRbkIcR9Oa9dh2jZZpiab5k1s2M/Dow6B8cLqhshvPdNE00ArQn1pL9OLnwLbmFwa+W6ZduRz2Qzh+s1Z9oJvc3evwkyOzrHSliD/N+4B4+Oy/pzdiNkG5QVBsoBkzX1+qs5tHzl9NLjsJD5+6rbP/1Z4DIukMoVicZEsrxVyOarnE0O4dR5JuzW9uDNOauik17bmtcnEusRyHVG8/xdFhCocHUQR0RjvRtAAzth2/eD6DlXZ+wi94If1oRz6MNLTpvHHf2lY6+lMAFCeqKEDTPKpKkXdN8p4hSbcjShOjePUadiRKqrd/vrsjznGxtg5al69icv8AheEhGrUqXuNo7QKNQ1sepGvdeVPvYc6GFqzuKLu/cRdmYGF1x+ev80IIIcQZpGkaLa9dh5+vMfn1HShgjIAssKIGf0mYd1FF1+Cf79rFl+/fx8EjK9/pmkY6GeWrf3Qpyw9Xcb83QN7W6NrYPq+v6XTq3XQeO7/9IMuj5+MYMdIH6rxpSZUvH45yqFDHNA1Ma+aXxcEx6ytomjY100M3DFKHO4juiQDwJmMlWqDj4VFzy5TdHK7VLG8h00uFOLFUxGIwVyVfdfmjK5bxUP5RPN/HV+1gxiGoUbUaRBphjIZCa2SBZr7CDzxGq0Xu73mSDVqdIBol3dXDu95w6fy+qDNA0zWMuI2fb8xYSAFA13Ve/q6/RgtHeO9/LjtlW5LBOA0My8J3XcKRCHY4TKK9kyd/fg9b7/kx+dERrFCY1t6+Y/ZfeEk3ACeZxnddvFqVSnaS53Q+h+e1X8FjxSpjtUnC4TIHWUagaejKBTSCSZdkVxgNjUjCwThyEa5XGsRSDuVCg7CmYVo+VjxL7BzIip8JpfExoplWDMsikjp+SXUhng7DsnCSKSwnQuC55A8fJNbWTr3YrOngey6/uf1LaMDyy6+iZckyAjvANxr4RgNDXxjf0AshhBBzEVqSwJ2wsHqjKE3jV6USK6qwz1dsdA2+TpQoOv+VMPhWvjR1nHFkRsdlK1rIbdvDeMLEM3UyS8/9qaVHda5ayx7nPmqqjKlsYoUMv1erM7AkzIGSYtDUaLUN/u+uUXaVmiPqr1+S4UJWHNdW9s7daJ6GMpsrJSo74DDjmOUG2eIBdhR+Q5SrARnpJsRsUkemcXqBotzw2fySm9n/xAijB3PUNIMRVeRwyz7W57twPIfQZJVxXDS3gGe6uI0aE1aZWrGKUgEqOH4V4oXKXprAz9VRAahATc3KA+hZu55CoXCSo6fJu9NpkuzqoWPpCtx6HU3XqZWK5MdG8N0Gbr1GYXxsal/DPrvnLz9T4USSwHMJReNkD+xjXcs68n6OcGwvbrUft9zG6oYFHF3dSaHKExQPPEJhdBTLboZjbqyEYRl45RE002aHp3i4FCGbbyW0gFZ9faYquUkqkxP4vke1kCd6pOi9EL+NcDKFbpqEk2nKE5OUxkZwa1V830cphVsp06iUGXz8Efb+6hc0KhW0dSHUah1HEr9CCCEWGavFoeNPL6Lz1gu5v9UmFwQ0vIAwGv0YxBU0RiuU3emFAvRjpmD5pQZt6Qjtmr6gRoy39PaR0ybIqjGaaxUqjEDjdysHeG3sAHc9OYJpGTxRqjNc8xiueTw+WkKdYNEwv1BHO3J/X49UwAhot5IU9AkG2Uk0kaSmNUe6WYaUuRDiRC7uT/Pc5Rk29aW4b/c4AHbYwq35GJjESbI1thfNM2gYLmbdpJUoLVYXjXqN8d17uOjHzQUQAcKxhfN+dSqq5tPYX8Q9WCSoeqc+YBaSdDtNdMOgNDmOFQoxMrCb4sQ4/jHTswzTxAyF0AxjwY5061q7gWo+R2FshMLIEAA98R7GGABc1kZzbDRqzcUUjl6EVQPqQ1DejWFoeK4/VVC1OjlE0CiyxtT4j8kUAGFrcYasOqZ8Y2FkmMLIELV8jmhLq4x0E6dFvLWdam6S4vgIY3t2Tj0euA2U70/9Xhw5zOjOJ2mUihSGBymNjUpNQSGEEIvastYoX21UWa+MqZsrHViKjn/MoBDbbG4N6j7eeBX3cAnN1NFDC+c6qusGay9/Pr869B0emPw+Gjqar7Mim2KFKvDEYJYtB3Ok4s1kmQbUleKeu/ew41COe7cOMTlRJqh6+Lk6jcESxDVGO/cy1jXAZMc+DuUfo5TPUS7kyRtRACxzcd4jCHEqV65u41d7J9kzWuQLvxwgW25gHzN7LGJEuIufkWgkiFQjhKrTA4QaQQ1VrWOMV4mm0lhhh1A0Oh8vY17ozvR5kqTbWSDe0YmmacQSyRk3qJ0rVvOO27/Lc65/MV69jvJ9TDs0jz199mi6Tqq7l8BtkBs8SKNS4T3PeQ/tTiualeNFiQZJo5k+upetfMa4F2UcWfHDy1EvZilMVBjcOYHvBmh+FuU2GPYCDjeaAR+2Fs6Hkrk40Xd2heHD1EtFNF3HSUrCTZwe4USS9tXrwPdplIvTG05QGNV3G1TzuanfzdDCfE8TQggh5uLt167my++5mqoJxpHKxSYaV2Bx7CfXpHNkmtdoBfdwGeUGhFak5qPLz6quVWsBOFTcwbbsfRjKJFJNkBrt4sl9o/zp1x9mz1izULsCduSqvOPeXVz/qV/yh199mB/+Yh/eRBX3cBk8RWRJK2uuvWGq/VqleaxpWexpNEtcSE03IU7sgt4Uf3njOsoNn1/tneTnu8fJdMa57GXruOxl69h4VT/ff92P2LtyDA0d2w9PHdvwq837UT+gnMvi1qqEnEWUdDtmhdWg4j7zdk5HZ0SznpmTTNO5bDnRVAbQsMJhLrzhpWiaRuA1M6O6aS7oUSGxtk6iLa0Ytk1pYpQWp4W3bX4bfbEUa5waOVdHc1r4lnE/27RdVDQfNAPQObR9H3sfGyIUsQhF9OZHlmiIAy6oI6G62JJuJ1IcGyEcTxJv72TpJZfNd3fEAqFpGh2r1mJHp5e+blu5hv6LnkN6yTJ0c+a0+Hp5ukaNGQojhBBCLFaZqE06GWbnhjRf67PYHtU4eKScylJ0/sfFPXzgpg2847rVALjjVYxMGLMjgtm68K6hnStWcvFLbsaKOgw19lIxigR6QLyY4cKUxnh5uih5R9QGDUru9JDAO3ePM7ZjYup3uzVKqquH5Zc9n8zSFbiNBk40RrKtk+3V5hd/pi7TS4U4EdvU6Us7ZKI2LVGb0UINTdeaK5tqGulEirgdp9KhqEU8FIoAn7w2RsOoH99eJDIPr2J+GK1hrK4oRjJEUHrmSTepSn+ahOMJKtkJLMMgnkrRtmQpvueR6eoBwG3UgIV/c+okk+iGSSTdQiU7SaZvKdckLyPovZdiNYyvg4pluNS9jKJfZEK3iVYtNE2nVsgR6eihVmnQ0h7i8IEauOCp6dxweLEOHT8yuzQ3eBDbiaAbxtT/C3G6JDq7Sff2Uyvk0U2T9lVrSXX3Mvj4I9SLBQLfx61VCcfiePUaic5uUArLWdjva0IIIcRcvPhVG3kx8Ph/7SL/8AgHGj4viMd47//YNGM/f7KGP3nk3iC58K6hoUiUy1/xKnbe/ws8w2ecw/SEVhAouLkS4j4TUo5JS8wmpBSTlQYuzdEglq4xXK6T2zJCNKwTitjYy5KYdoiu9efhoxFLpoEAyzIxnDjLQ9bUIhVCiON1JMOMl5rJ7kPZ6gn3eeGlN5Ab30t55wSagpAVoxryoDRzv5CzeJJuumngDjVH1vrFxin2np0k3U4TOxLFjsUxLIuLrv0d1l1349Q2pRShWBzLDmM5C3uVv1hrO6XJcUw7xPje3XRvvKA5Mks1sFSdAyTIrN7E6uKjfPmJL2MYBm9pXIYyHbxahXqlgWkZpFoNcpkW8tUso4VmYknXFOZiGzr+lKl9pfExfM+lkp1g5ZUvnKdOiYVs5RUvOO6xnvM20XPeJib27WX7Xd+nXK9j2CEKw4cB6N20+Ux3UwghhDhrrd7YzthDY+SjJle0HF+CQXkBVleUoOahJxZmrWfbiRCORgmUYsjZT2elHz1kkvBgk9J5xPU5MFnh1Rf28OhI864+AOqBYqzikqw0b3B92yenBZS2DNKoexza+hhKQa1SgdYlDBUbrHJstBOUwxBCNKWc6Rkr+erMEVujhRoPDEzywyeG2Vxo8HyloWvNMkftHa3smxiZsb+9wPMZx9KTFkY6hB42CWr+qQ+YrZ3T2KdFTTcMdF2nmp2knJ0gOKauW+B7lEZHqOQmOX5dnoUlFIvT0r8Mt1KmnJ2gkp1kePtW4vUcpqb4wN4kTwwVSIaSADzuP4KKhsAro2pZaqUq4UhANTdJNZ/DqgaMHkkqm/riDle3XqM8OU55fAyvXifWKquWijPLPqZwqled/pZsoS4OI4QQQjwTVncUGj7JgssG7fhZCe5QGXeojJ+tYyYXbl3UW/7qb5k4uJ/9jz/Cz8buwKra9DciXOnqmF6NrmSY/33das57ymi/LnSOTjatRU32Pj7M6IE8uZEyY/v3U8pN4DXqEGvWNl7RFkMIMbtUZPqz+kihNmPbL/eM86ff2MJ/PTrE+4cmuNGqcJUq8s32HB0r1hzXlr2IRroZiTB+to47VMYbqzzjds7pLMbPfvYzXvrSl9Ld3Y2madx5550ztiul+Ju/+Ru6urpwHIdrr72WXbt2PWv9SfcuwQo71IsFqrns1ONefXoutLXAC45rmkaiqwfDDkEQUBobpVFuDsnMegYKnbu3j5K0m0k3haKSPPphxIXsL5h88h72PXA/KggYMIo8XOgEGqzvTszPizorKIaeeJzxvbsw7BCp3iWEovIBQ5xZ4XiSSKYFTddx69MXbMOyTnKUEEIIsbjoIZPw2ha0sEF9b56gMXOExNQ0JR302MK9hkZTaS664SascJjJwiA1o4LSAl5kwb9cUOITr7yQSNTmQ6+6kC+/bD2/uywDQD86OuDZGtXIzNvV0sQ+NF3HtG2KR+4nZOVSIU4uGTa5dFkGxzKOm16aO2aBgACouj4KDWybVGcXLb19U9udeIJMTx+LhXHMSGS/8Mynl57T71DlcpkLLriAT3/60yfc/g//8A/88z//M5/97Gf59a9/TTQa5frrr6dWq51w/99WJJXGSaaIpDMUx0enHveOvTldoCuXHiuabiGaaSHa0kpxbBjdNHBaO8hF2uhOhtk9WuL8tou4pu8aNrRs4D7vcWJdq7DjrTgt/WSWriCSaSHdt4THgiJF3wBsovbing1dyU4Sa2nDDIWIZlrmuztiEbLCYUKxOLGWdnx3+sIjSTchhBBiJrPdweqMYmYcGoeniyKpQBFUPaz+OJHz29AWeC2yJRdcSDSdIZJM4nkNdGVgeBaa57KhO4GmaWxYmmFle4LVIZvvEuPPCVNFsd31+L8HJ1BKoekQS4cJ3BoqCFAKDrjNaW6WsbDPoRC/LcPQ8ZXC9QMGsxX+4tuPTW3LnWBVzgv7UhRblrP6iqtZecllLN98KemuHjI9faS7us9k1+eVHjGxVySx+uLN+bbHmPzWDia/uWNO7ZzTWYwbbriBG2644YTblFJ8/OMf573vfS833XQTAF/+8pfp6Ojgzjvv5JWvfOVp74+TyuDVa5ghh1ohP/W4V6+T6OhCqYBQLH7an/dsE21pwa2UMZ0I1XyecDyJ77kYRghdb67wtONghJJbImJGqEct9naWuXnV7wMw+PgjBI0aeibO9hGDZHIUTYW44byN8/zK5o9SCt9toBkGhmWxZPNz57tLYpEyTItGUMYIhXCSaTRdl+mlQgghxFOYmTD1HVkC36dw1wFqHRHMjgihJUmMpI3yguNq9y5EyzZdzC9uD2OHwox7g2gpDbNh0/7kEoY//RBmOETkwna6L+7g4l8NEkJDQ9FA0aE0Bg1QUZuIpdPancT3jixAYRp4qnn+7MVW81mIZ6A/HeHBfc3ZeFsHp3MVgQq4eEma/eNlEo7J3vEKWw7m6Ek72GGHK175Bzz43/8JStG3/jwiieR8vYQzTtM0/Gwdf7KG5sxMndV2TFKdzM9y5EzndNLtZAYGBhgeHubaa6+deiyZTHLppZdy//33z5p0q9fr1I+ZDlooFOb8nLHWNir5HGaoihmerk3g1WsURoYAyPQve7ov5ZxjmBa6aVGZHAdNhyMJo00XXsmhxw8SDxl88RcD3PGWf+Oqbz2f34z8hodHHubmVTcD00Xbf3rwp+z42Qj1/KUAxMMLNlxnZYUdfNdF0wzcapVqLkuis0uKxYp5E44nGN/bnKbvHpk6btqSdBNCCCGOZffEyQ3tBg0a2QaNXTmMNofG6hJ+ro6fq+Osb53vbj7rNE0jls5wYOtjaH068VCaTLlZMsY/VMXXqrjjVWp7cmTKigqKKBrfokEAPFptMDBa4rlr2+lcnsYK2fiui2nbZP1miRpLkm5CnNKHX3E+33n0MCFTo9zwqTZ8HNtg10iZh/Y3k3Hj5emZLBF7uh7l5pfczOaX3HzG+3w2MBI2fsVFCxnNxW/CJoEboIVNtPDxNTtPZMG+Qw0PDwPQ0dEx4/GOjo6pbSfywQ9+kGQyOfXT1zf3OcuGZZHo6MKr1Zg8MIDXaAate0wSzwwtvGXBT2T977yUDTfchN+oT01DW7asl1su6qFY93nkUJ7dYyXaIs3FAEYqI9T96fPkBi4jlRFUMH0z71hzC+qFxI7G8Oo13GqZ8sQYge8RXkTfLoizjx2JzvhdNwy0Rb7IiRBCCPFUVmcUqyfKsauo+WNVKr8cxs82P/NGL+2cp96dWdf/yduJpTOM7N3Nr3d9n1zrMDWnhBuvozkmQa5O9eFRQgMFkmh8iTpFFOUjJ+/HwwWssEmjWqGUzeK5DQzDZF+tWd5Ckm5CnJpl6PzJVcupNAIGxss8dqiZaBvKV0+4/2K89z4Ruz8BNZ8gV8cdbi6mEBQb+BM11BxXNJV3qKd4z3veQz6fn/o5ePDg0zo+0dFFJNOCbhjNkV7MrOlmLvCFFI6ynQiRVJqWZStxMi2k+5YSTaW58bwu+tIOIVPnHd96hFeveTXnt55PxIpw5647p47//sD3+dhDHyNqpKYec+zF94cfbWklkmlF06dfuyTdxHyKpDPE26dvEmRqqRBCCHE8zdBI3ric8AVthFalsJdMLwimp0Ikb1yGEVkcNVGjyRR96zfS0ttPuZJDrbNpJGsUw5PYyxPNaVtHJnH4UYvkkgQ7UjpPJHXips6DkxWiiRC10nRtPCsaZ9RrfgaxTJkBIsRcrOqI05UMY+oa//KzAYJAsW+izNKWCM9Zmpmxr7PI66kfZXVEsHpiaI5JY7AIgF+on+KomRbsmezsbN4UjoyM0NXVNfX4yMgImzZtmvW4UChE6LdIjIUTSQzLJppppTQ5TqKzG6UUic4uQMMMO8+47XONYdmsveZ6Bh9/BGgOL79yVRv9LRE0DSbLDTpCa/FrbRT33MgHB1weWPkI//h7m/jJ/p9wXut5PDQyPTIwsgiTbk4yhWFZmE4YDXCSGSKp9Hx3SyxiTiqNbpg0Px0rdFlEQQghhDih8IoU4RUpAKo7J8n/117QILQ0QfzK3vnt3BnWuXI1lWKeZHsHOx56gBUbNoKCbHKIFqMXL1vDz9dxwiZve+15vOixw/zFz/ZS9AIAPNugMTkx1Z4RjuB5UtNNiKdjY0+Si/pT7BwpsW+izAe//ySbl2Qo1jzST/kSYDHee5+I3RtDDxvYvTFq2yeJXd6NX3Kxlyawa3N771mw71DLli2js7OTu+66a+qxQqHAr3/9ay677LJn7XljLW1UshPUSyXGdu1AKUW9WKAwPERh+PCirH10tEYbgG3qXNiXIldx0dB4eLfN/gOrKJYS5ApJ7h8Y4fYnvwnAZG0SW59eeMKxFmyOeFaxljZKE+MErodXr1McOUw4LiPdxPyxnQjheAJN19BNi0g6c+qDhBBCiEXOWZ2h88820/mOzaR/d/V8d+eMu+C6G6kUCuTHRvB8j31PbGNw906eePAXTCybYH9+G5PVIbRVYYy4je8F9EYtehyL5Ykw457P2L49xDMtROIJrNj052GZXirE3Kxoi/G2a1exf7JMpe6z7XCeu7aP8sC+SZ6zLENb3CZk6qQjFl3JxVEW61SsjigYGn62hmoE+LkafrZOY1+Bxv7inNo4p7MYpVKJ3bt3T/0+MDDAI488QiaTob+/n7e//e38n//zf1i1ahXLli3jr//6r+nu7ublL3/5s9anSKaFREcX2YP7ces1ytkJvGNqulmLpKbbyVzQl6Jwzx6qrs8X79tHtrJ0attYqchH7v8yDeMAF7VfxEVtz+N7Q80afIsx2x6KJ9AAv9GMoXAiJdNLxbxbccXVrLzyBfPdDSGEEEKcQ57zslv47j/+PZquo4LmCDZdN9jzyINT+3T5q7nxkney8Yp+NjfK/OCuAlE/YPtQkdS+PRSPjHaLp7sh1zxGkm5CzN3Sliiurxgq1PDUdNHJ7pTDWLFZi73uBVy1pm2+unjWsXvjFHfmoNigMVgmqLpTU+Ln4pxOuj344IO84AXTN37veMc7AHj961/PF7/4Rd797ndTLpd505veRC6X44orruAHP/gB4fCzl/jSNI2u9edTHB3Bq9cY2vbYoqzpdjIX9KZY0RZl/0SFQs0DIBqCip/HdePkDr6E11w7xGvXvY4bPrITQ4OedIS+TGSee37m6bpOJNNCabSZeAzH47JyqZh3EoNCCCGEeLo6V64l3dVDdmhw6rEgmC5ErmkaQ7t38qNPfpSeZSvYYIc4v2ctG/f9iNE7fobSpu+p3FgLAOmIRXtc7q+EmCvbNGiNhRgr1inW3KnHezMzy2C1RuXv6ih7SQIjHWqOcDtQICh7zaRbaG6Dgs7ppNvVV1+NOiY7+1SapvGBD3yAD3zgA2ewV5Do7CaSaSFwG1TzOcxQiFhbB7phoJtS/6g9EWZZa5SIZfDEUIGL+lOs6ojwy6HtjIx6uNVevvH/evne3fvwj/zntQwNQ1+cN/rd686j1N6BChTtq9fOd3eEEEIIIYR42uKZDMsu3EwpO4l7dFDCkXu5eKaFeqWMUopqqYwZdlAKXrTl09TLRWrAoGGQaGkjFI0wqUeBGtmKSzx8Tt/SCnHGvfbSfn49MMmWA1n60g6rOuJ0Jx3+1zUrqbo+YVNHX6T33ididccwUiH0iIU7UkEPGRAA9bmtXirvUM8CwzTRNB1NN9A0jfLEOI1yCctxZITIET0pBw2NcsOnWPPoScX48UvfznM++D18TQN0AhWwpiNGwrG4fEXrfHd53rStXE3bysVX+0MIIYQQQiwsm65/MU/8/B4AfLdByIkQ+B7L1m1g92OPEAQ+xVyW3Y89AkFAvTxdMynwfQoTYzABXB7nOUsj1D2fTqk9JcTTcl5vku89PkTYMmh4AdlKg0zU5s9etGa+u3ZWMuM2aBp6xEQzdbzx6tM7/lnq16IXjscZ3bWdcCKFV2t+k2NKPbcp779pIwAf+/FOAN76wlUAPP6+l/Gaf/0V9+2ZoOEFDExUcP2Al5zfPW99FUIIIYQQQvz20p3d3PpvX+e+f/8aAHEnQmHkMADhWIzsyAgq8Bnet5eQ42CHwzRqNRTHllDSeCKreGDfJACdCbnHEuLpuGZtB+/9z60Uqi6Bgj++aoUMDjqFzC2rGP7IgxA20IKnd6wk3Z4liY5ORnY+STU3OfWYJN2Od6Lh4JevbMHUNX66axyA7mSIV1y8uJZVF0IIIYQQYqGynWat5nAyOZV0u+ja36Glfyk//Lf/S25kiHp1ejTJsemADVe/kLtLzYLvhq7REpPaU0I8Xf/91itJRyzqXoAfzF6ySzQZmTCRzR1UHhzh6Z4tSbo9S5LdfaT7llAaH8OtlHFSaZLdkjh6qjdeufy4x259wSpedkGFf/zRDvaMlbh4SYZoSEJVCCGEEEKIhWDzS24GoJKdJNHeheU4OKkUTiJF29LleI0GpewEoUgUKxKlND4KQEO3SbS1owZhScahIxFetHWfhfhtZKI2AGFrbosBLHaaphG7tIvGoSLeSAUUaNbcVk6WTMazJBSNEY4nqRXy+G4DpRSWLd/CzFVfJsLHX3nhfHdDCCGEEEII8SyJpDNE0pkZj1384pv4WW6SUnaCeqVMoq2dvfoGSsUSABfd9Hvs/cCPqbkBYUtuZ4UQZ4bdFye0IomfrQEaZio6p+PkXepZ1LZ8JaO7ngSgUSoRybTMc4+EEEIIIYQQ4uzVvmQ5Ywf2Ydo2hmnRuXI1O9quZs/+LIausXe0TM1tFlVKRqx57q0QYjFxNrZS/vUImgm4cyvuJkm3Z1GsrYNLX/tGDm75DQDJrp557pEQQgghhBBCnL2scJhoIkVuZAiv0cCJJ2iJhdg+XCThmDxyKIepa3iBIuVI0k0IceaElibp+dvL0TSNfD4Pf37qYyTp9iw6ugKIYdkzfhdCCCGEEEIIcWI3veu9OIkkbq2GYZr44wHdyTCH8zW+8cABvEARsXT6M5H57qoQYhE5Nqcz1/yOJN3OgJ7zNs13F4QQQgghhBDinNDat6T5j2Tz/84PN7igLwXk2D3SrO1WcQNiYbmdFUKc3ea23IIQQgghhBBCCDEPMlGbFW0xIraBYWhELIOLl6RZ1R6b764JIcRJSdJNCCGEEEIIIcRZ7Z3Xr+HS5S1UGz41z+eh/Vm6U858d0sIIU5KxuMKIYQQQgghhDjr/cUNa1nSEuHnu8bZ0J3gvJ7kfHdJCCFOSpJuQgghhBBCCCHOevGwxZuevwL9SAFz05CJW0KIs5sk3YQQQgghhBBCnDPeeOXy+e6CEELMiXw1IIQQQgghhBBCCCHEaSZJNyGEEEIIIYQQQgghTjNJugkhhBBCCCGEEEIIcZpJ0k0IIYQQQgghhBBCiNNMkm5CCCGEEEIIIYQQQpxmknQTQgghhBBCCCGEEOI0k6SbEEIIIYQQQgghhBCnmSTdhBBCCCGEEEIIIYQ4zSTpJoQQQgghhBBCCCHEaSZJNyGEEEIIIYQQQgghTjNJugkhhBBCCCGEEEIIcZqZ892Bs51SCoBCoTDPPRFCCCGEEEIIIYQQ8+1ojuhozmg2knQ7hYmJCQD6+vrmuSdCCCGEEEIIIYQQ4mxRLBZJJpOzbpek2ylkMhkADhw4cNITKcRvq1Ao0NfXx8GDB0kkEvPdHbGASayJM0ViTZwpEmviTJFYE2eKxJo4UyTWnhmlFMVike7u7pPuJ0m3U9D1Ztm7ZDIpASjOiEQiIbEmzgiJNXGmSKyJM0ViTZwpEmviTJFYE2eKxNrTN5eBWbKQghBCCCGEEEIIIYQQp5kk3YQQQgghhBBCCCGEOM0k6XYKoVCI973vfYRCofnuiljgJNbEmSKxJs4UiTVxpkisiTNFYk2cKRJr4kyRWHt2aepU65sKIYQQQgghhBBCCCGeFhnpJoQQQgghhBBCCCHEaSZJNyGEEEIIIYQQQgghTjNJugkhhBBCCCGEEEIIcZpJ0k0IIYQQQgghhBBCiNNMkm5CCCGEEEIIIYQQQpxmZ03S7YMf/CCXXHIJ8Xic9vZ2Xv7yl7Njx44Z+9RqNW699VZaWlqIxWLccsstjIyMTG1/9NFHedWrXkVfXx+O47Bu3To+8YlPzGjjjjvu4LrrrqOtrY1EIsFll13GD3/4w1P2TynF3/zN39DV1YXjOFx77bXs2rVrxj4PP/ww1113HalUipaWFt70pjdRKpVO2fZjjz3GlVdeSTgcpq+vj3/4h3+YsX3btm3ccsstLF26FE3T+PjHP37KNsXsJNZmj7U77riDzZs3k0qliEajbNq0ia985SunbFecmMTa7LH2xS9+EU3TZvyEw+FTtitOTGJt9li7+uqrj4s1TdN48YtffMq2xfEk1maPNdd1+cAHPsCKFSsIh8NccMEF/OAHPzhlu+LEFmus1Wo1/vAP/5DzzjsP0zR5+ctfftw+Q0NDvPrVr2b16tXous7b3/72U/ZXzE5ibfZY+8UvfsHznvc8WlpacByHtWvX8rGPfeyUfRYnJrE2e6zde++9J/y8Njw8fMp+n/XUWeL6669Xt912m9q6dat65JFH1I033qj6+/tVqVSa2ufNb36z6uvrU3fddZd68MEH1XOf+1x1+eWXT23//Oc/r9761reqe++9V+3Zs0d95StfUY7jqE9+8pNT+7ztbW9TH/7wh9UDDzygdu7cqd7znvcoy7LUww8/fNL+fehDH1LJZFLdeeed6tFHH1Uve9nL1LJly1S1WlVKKTU4OKjS6bR685vfrLZv364eeOABdfnll6tbbrnlpO3m83nV0dGhXvOa16itW7eqb3zjG8pxHPW5z31uap8HHnhAvfOd71Tf+MY3VGdnp/rYxz72dE6teAqJtdlj7Z577lF33HGHeuKJJ9Tu3bvVxz/+cWUYhvrBD37wtM6xaJJYmz3WbrvtNpVIJNTQ0NDUz/Dw8NM6v2KaxNrssTYxMTEjzrZu3aoMw1C33Xbb0znF4giJtdlj7d3vfrfq7u5W3/ve99SePXvUZz7zGRUOh0/ZZ3FiizXWSqWSevOb36z+5V/+RV1//fXqpptuOm6fgYEB9da3vlV96UtfUps2bVJve9vb5nBGxWwk1maPtYcfflh9/etfV1u3blUDAwPqK1/5iopEIjPe+8TcSazNHmv33HOPAtSOHTtmfG7zfX8up/asdtYk3Z5qdHRUAeqnP/2pUkqpXC6nLMtS//7v/z61z5NPPqkAdf/998/azlve8hb1ghe84KTPtX79evX+979/1u1BEKjOzk71kY98ZOqxXC6nQqGQ+sY3vqGUUupzn/ucam9vnxEUjz32mALUrl27Zm37M5/5jEqn06per0899ud//udqzZo1J9x/yZIlknQ7zSTWThxrR1144YXqve9970n3EXMjsTYda7fddptKJpMnfQ3imZNYm/197WMf+5iKx+MzPuCKZ05ibTrWurq61Kc+9akZx/3u7/6ues1rXnPS1yXmZrHE2rFe//rXn/Dm9FhXXXWVJN1OM4m1k7v55pvVa1/72jntK05OYm3a0aRbNpudUzvnkrNmeulT5fN5ADKZDAAPPfQQruty7bXXTu2zdu1a+vv7uf/++0/aztE2TiQIAorF4kn3GRgYYHh4eMZzJ5NJLr300qnnrtfr2LaNrk+fUsdxgOaw3Nncf//9PP/5z8e27anHrr/+enbs2EE2m531OHH6SKydONaUUtx1113s2LGD5z//+bO2K+ZOYm1mrJVKJZYsWUJfXx833XQT27Ztm7VN8fRIrM1+Df385z/PK1/5SqLR6KztirmTWJuOtXq9ftw0ecdxTtqumLvFEmti/kmszW7Lli3cd999XHXVVae13cVKYu14mzZtoquri+uuu45f/vKXp6XN+XZWJt2CIODtb387z3ve89i4cSMAw8PD2LZNKpWasW9HR8es83zvu+8+vvnNb/KmN71p1uf66Ec/SqlU4vd+7/dm3edo+x0dHbM+9zXXXMPw8DAf+chHaDQaZLNZ/uIv/gJo1l04WdsnavfY5xXPHom142Mtn88Ti8WwbZsXv/jFfPKTn+S6666btV0xNxJrM2NtzZo1fOELX+A73/kOX/3qVwmCgMsvv5xDhw7N2q6YG4m12a+hDzzwAFu3buWNb3zjrG2KuZNYmxlr119/Pf/0T//Erl27CIKAH//4x9xxxx0nbVfMzWKKNTG/JNZOrLe3l1AoxObNm7n11lvlOnoaSKzN1NXVxWc/+1m+/e1v8+1vf5u+vj6uvvpqHn744d+q3bPBWZl0u/XWW9m6dSu33377M25j69at3HTTTbzvfe/jRS960Qn3+frXv8773/9+vvWtb9He3g7A1772NWKx2NTPz3/+8zk934YNG/jSl77EP/7jPxKJROjs7GTZsmV0dHRMZYI3bNgw1e4NN9zwjF+bOH0k1o4Xj8d55JFH+M1vfsPf/d3f8Y53vIN77733abUhjiexNtNll13GH/zBH7Bp0yauuuoq7rjjDtra2vjc5z435zbEiUmsze7zn/885513Hs95znOe0fFiJom1mT7xiU+watUq1q5di23b/Omf/ilveMMbZowIEM+MxJo4UyTWTuznP/85Dz74IJ/97Gf5+Mc/zje+8Y2n3YaYSWJtpjVr1vDHf/zHXHzxxVx++eV84Qtf4PLLL18YC3fM9/zWp7r11ltVb2+v2rt374zH77rrrhPO8e3v71f/9E//NOOxbdu2qfb2dvWXf/mXsz7P0QK4//3f/z3j8UKhoHbt2jX1U6lU1J49exSgtmzZMmPf5z//+eqtb33rcW0PDw+rYrGoSqWS0nVdfetb31JKKbVv376pdg8dOqSUUup1r3vdcXOa7777bgWoycnJ49qWmm6nj8TayWPtqD/6oz9SL3rRi2bdLk5NYm1usfaKV7xCvfKVr5x1uzg1ibXZY61UKqlEIqE+/vGPz/q6xNxJrM0ea9VqVR06dEgFQaDe/e53q/Xr18/6+sSpLbZYO5bUdDuzJNZumrXPx/rbv/1btXr16jntK05MYu2mWft8rHe+853quc997pz2PZudNUm3IAjUrbfeqrq7u9XOnTuP2360qOB//Md/TD22ffv244oKbt26VbW3t6t3vetdsz7X17/+dRUOh9Wdd9455751dnaqj370o1OP5fP5GUUFT+Tzn/+8ikQiJy0GeLQwb6PRmHrsPe95jyyk8CySWJtbrB31hje8QV111VVz6r+YSWJt7rHmeZ5as2aN+t//+3/Pqf9iJom1U8fabbfdpkKhkBofH59Tv8WJSazN/X2t0WioFStWqPe85z1z6r+YabHG2rEk6XZmSKw9vUTI+9//frVkyZI57Stmklh7erF27bXXqptvvnlO+57Nzpqk25/8yZ+oZDKp7r333hlLxFYqlal93vzmN6v+/n519913qwcffFBddtll6rLLLpva/vjjj6u2tjb12te+dkYbo6OjU/t87WtfU6Zpqk9/+tMz9snlcift34c+9CGVSqXUd77zHfXYY4+pm266acbyuUop9clPflI99NBDaseOHepTn/qUchxHfeITnzhpu7lcTnV0dKjXve51auvWrer2228/bhnmer2utmzZorZs2aK6urrUO9/5TrVly5Y5rxAiZpJYmz3W/v7v/1796Ec/Unv27FFPPPGE+uhHP6pM01T/+q//OufzK6ZJrM0ea+9///vVD3/4Q7Vnzx710EMPqVe+8pUqHA6rbdu2zfn8imkSa7PH2lFXXHGF+v3f//1TnktxchJrs8far371K/Xtb39b7dmzR/3sZz9T11xzjVq2bNmCXIntTFissaZUcwTLli1b1Etf+lJ19dVXT90HHOvoYxdffLF69atfrbZs2SLX0GdIYm32WPvUpz6lvvvd76qdO3eqnTt3qn/7t39T8Xhc/dVf/dVcTq14Com12WPtYx/7mLrzzjvVrl271OOPP67e9ra3KV3X1U9+8pO5nNqz2lmTdANO+HPbbbdN7VOtVtVb3vIWlU6nVSQSUTfffLMaGhqa2v6+973vhG0cm4m/6qqrTrjP61//+pP2LwgC9dd//deqo6NDhUIh9cIXvlDt2LFjxj6ve93rVCaTUbZtq/PPP199+ctfntNrf/TRR9UVV1yhQqGQ6unpUR/60IdmbB8YGDhhn2X00TMjsTZ7rP3VX/2VWrlypQqHwyqdTqvLLrtM3X777XNqWxxPYm32WHv729+u+vv7lW3bqqOjQ914443q4YcfnlPb4ngSa7PHmlLT3xL/6Ec/mlObYnYSa7PH2r333qvWrVunQqGQamlpUa973evU4ODgnNoWx1vMsbZkyZIT9ulU50dGHz0zEmuzx9o///M/qw0bNqhIJKISiYS68MIL1Wc+8xnl+/6c2hczSazNHmsf/vCH1YoVK1Q4HFaZTEZdffXV6u67755T22c7TSmlEEIIIYQQQgghhBBCnDaynJIQQgghhBBCCCGEEKeZJN2EEEIIIYQQQgghhDjNJOkmhBBCCCGEEEIIIcRpJkk3IYQQQgghhBBCCCFOM0m6CSGEEEIIIYQQQghxmknSTQghhBBCCCGEEEKI00ySbkIIIYQQQgghhBBCnGaSdBNCCCGEEEIIIYQQ4jSTpJsQQgghhBBCCCGEEKeZJN2EEEIIIYQQQgghhDjNJOkmhBBCCCGEEEIIIcRp9v8DHbrVEOoBaSMAAAAASUVORK5CYII=", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "your_dataset.make_plot(obstype='temp')" - ] - }, - { - "cell_type": "markdown", - "id": "c9f0ae66-9077-451d-b13e-20994d16f438", - "metadata": {}, - "source": [ - "See the documentation of the [make_plot](https://vergauwenthomas.github.io/MetObs_toolkit/_autosummary/metobs_toolkit.dataset.Dataset.html#metobs_toolkit.dataset.Dataset.make_plot) for more details of this method. Here an example of common used arguments." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "f4351d2a-fab5-47a4-9756-6aa98ba18492", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#Import the standard datetime library to make timestamps\n", - "from datetime import datetime\n", - "\n", - "your_dataset.make_plot(\n", - " # specify the names of the stations in a list, or use None to plot them all.\n", - " stationnames=['vlinder01', 'vlinder03', 'vlinder05'],\n", - " # what obstype to plot (default is 'temp')\n", - " obstype=\"humidity\",\n", - " # choose how to color the timeseries:\n", - " #'name' : a specific color per station\n", - " #'label': a specific color per quality control label\n", - " colorby=\"label\",\n", - " # choose a start en endtime for the series (datetime).\n", - " # Default is None, wich uses all available data\n", - " starttime=None,\n", - " endtime=datetime(2022, 9, 9),\n", - " # specify title, by default a title is created\n", - " title='your custom title',\n", - " # Add legend to plot?, by default true\n", - " legend=True,\n", - " # Plot observations that are labeld as outliers?\n", - " show_outliers=True,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "7ec5ac1d-0753-4afa-b648-97c118533b86", - "metadata": {}, - "source": [ - "as mentioned above, one can apply the same methods on a Station object:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "403d6e8e-ada3-4ab8-b943-947a71ba91a0", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/missingobs.py:336: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " missing_obsspace_df = pd.concat([missing_obsspace_df, sta_missing_df])\n", - "/home/thoverga/Documents/VLINDER_github/MetObs_toolkit/metobs_toolkit/dataset.py:2014: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n", - " combdf = pd.concat([df, outliersdf, gapsdf, gapsfilldf, missingdf, missingfilldf]).sort_index()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "favorite_station.make_plot(colorby='label')" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.18" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} From 3e6ae3d9f6fb65187cd3218e1c47a16a59afdd4e Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 14:55:43 +0100 Subject: [PATCH 30/37] update intro wrt titanlib installation --- docs/intro.rst | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/docs/intro.rst b/docs/intro.rst index 316745dd..1416390e 100644 --- a/docs/intro.rst +++ b/docs/intro.rst @@ -31,12 +31,12 @@ To install the PyPi version of the toolkit. To install the github versions one c For some advanced quality control methods, the `Titanlib `_ package is used. -Since the instalation of titanlib requires a c++ compiler, it is categorized as a *extra-dependency*. This means that -the user must install titanlib manually if this functionallity is required or use the following command: +Since the instalation of titanlib requires a c++ compiler, we have choosen not to include it in the toolkit. If your want to use +the Titanlib functionality you must install both the toolkit and Titanlib: .. code-block:: console - pip3 install metobs-toolkit[titanlib] + pip3 install metobs-toolkit titanlib .. note:: From 7d8f77500f01ee1faec32704233fd36845026976 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:34:35 +0100 Subject: [PATCH 31/37] remove old examples that ar not relevant anymore --- examples/filling_example.py | 8 - examples/metadata_file.csv | 29 - examples/plotting_example.py | 127 - examples/testdata.csv | 120961 -------------------------------- 4 files changed, 121125 deletions(-) delete mode 100644 examples/filling_example.py delete mode 100644 examples/metadata_file.csv delete mode 100644 examples/plotting_example.py delete mode 100644 examples/testdata.csv diff --git a/examples/filling_example.py b/examples/filling_example.py deleted file mode 100644 index 618e4e78..00000000 --- a/examples/filling_example.py +++ /dev/null @@ -1,8 +0,0 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- -""" -Created on Wed May 17 08:36:10 2023 - -@author: thoverga -""" - diff --git a/examples/metadata_file.csv b/examples/metadata_file.csv deleted file mode 100644 index 57550d67..00000000 --- a/examples/metadata_file.csv +++ /dev/null @@ -1,29 +0,0 @@ -name;network;lat;lon;call_name;location;geometry;assumed_import_frequency;dataset_resolution -vlinder01;Vlinder;50.980438;3.815763;Proefhoeve;Melle;POINT (3.815763 50.980438);0 days 00:05:00;0 days 00:05:00 -vlinder02;Vlinder;51.022379;3.709695;Sterre;Gent;POINT (3.709695 51.022379);0 days 00:05:00;0 days 00:05:00 -vlinder03;Vlinder;51.324583;4.952109;Centrum;Turnhout;POINT (4.952109 51.324583);0 days 00:05:00;0 days 00:05:00 -vlinder04;Vlinder;51.335522;4.934732;Stadsboerderij;Turnhout;POINT (4.934732 51.335522);0 days 00:05:00;0 days 00:05:00 -vlinder05;Vlinder;51.052655;3.675183;Watersportbaan;Gent;POINT (3.675183 51.052655);0 days 00:05:00;0 days 00:05:00 -vlinder06;Vlinder;51.0271;4.5163;Mechels Broek;Bonheiden;POINT (4.5163 51.0271);0 days 00:05:00;0 days 00:05:00 -vlinder07;Vlinder;51.030889;4.478445;Noord;Mechelen;POINT (4.478445 51.030889);0 days 00:05:00;0 days 00:05:00 -vlinder08;Vlinder;51.02813;4.477398;De Lindepoort;Mechelen;POINT (4.477398 51.02813);0 days 00:05:00;0 days 00:05:00 -vlinder09;Vlinder;50.927167;4.075722;Heuvelpark;Aalst;POINT (4.075722 50.927167);0 days 00:05:00;0 days 00:05:00 -vlinder10;Vlinder;50.935556;4.041389;Centrum;Aalst;POINT (4.041389 50.935556);0 days 00:05:00;0 days 00:05:00 -vlinder11;Vlinder;51.222422;4.381726;Linkeroever;Antwerpen;POINT (4.381726 51.222422);0 days 00:05:00;0 days 00:05:00 -vlinder12;Vlinder;51.216477;4.42344;Zoo;Antwerpen;POINT (4.42344 51.216477);0 days 00:05:00;0 days 00:05:00 -vlinder13;Vlinder;51.212211;4.398065;Inst. Trop. 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Importing a dataset containing mulitple different stations is a function in the Dataset class. First we need to initiate a Dataset with a name of choise. - -aug_2020_all_vlinders = metobs_toolkit.Dataset() -aug_2020_all_vlinders.update_settings( - input_data_file=testdata_file, # A demo data file, downloaded with brian tool: https://vlinder.ugent.be/vlinderdata/multiple_vlinders.php - output_folder="/home/$USER/output/", - input_metadata_file=vlinders_metadatafile, -) - - -# ---------------- Importing from CSV file ------------------------------- - - -# The dataset is initiated but still empty. Filling it with the data from a csv file is simply done by: - -aug_2020_all_vlinders.import_data_from_file() # Rember that you added the input file in the settings object, this file will be used. - - -# ============================================================================= -# Timeseries plots -# ============================================================================= - -# NOTE: All styling settings are defined in the src/vlinder_toolkit/settings_files/default_formats_settings.py - -# plotting the timeseries of all stations can simply be done by -from datetime import datetime - -aug_2020_all_vlinders.make_plot( - # specify the names of the stations in a list, or use None to plot them all. - stationnames=None, - # what obstype to plot (default is 'temp') - obstype="temp", - # choose how to color the timeseries: - #'name' : a specific color per station - #'label': a specific color per quality control label - colorby="name", - # choose a start en endtime for the series (datetime). - # Default is None, wich uses all available data - starttime=None, - endtime=datetime(2022, 9, 5), - # specify title, by default a title is created - title=None, - # Add legend to plot?, by default true - legend=True, - # Plot observations that are labeld as outliers? - show_outliers=True, -) - - -# To plot timeseries for one station you can use the make_plot function on the station object: -favorite_station = aug_2020_all_vlinders.get_station(stationname="vlinder02") -favorite_station.apply_quality_control() - - -# Possible obstypes to plot: -# 'temp','radiation_temp','humidity','precip','precip_sum','wind_speed', -# 'wind_gust','wind_direction','pressure','pressure_at_sea_level' - - -favorite_station.make_plot( - obstype="temp", colorby="label", legend=True, title=None -) # if title=None, a title will be generated - -# Nan values will be not shown in the plot - -# If you want to compair multiple stations by a timeseries you can use the make_plot function on the dataset: - -aug_2020_all_vlinders.make_plot( - stationnames=["vlinder02", "vlinder05", "vlinder07"], - obstype="humidity", - title=None, - legend=True, -) -# If you do not specify a start and endtime, all available timestamps are used. - - -# ============================================================================= -# Geospatial plots -# ============================================================================= - -# geospatial plots can be made for a given moment (datetimeinstance) by -# applying the make_geo_plot() on a dataset object: - -aug_2020_all_vlinders.make_geo_plot( - variable="temp", - timeinstance=datetime(2022, 9, 6), # 2022/09/06 00:00:00 - title=None, - legend=True, - vmin=None, # value corresponding to the minimum of the colorscheme - vmax=None, -) # value corresponding to the maximum of the colorscheme - -# Notes: -# * If no timeinstance is given, the first timestamp of the network is used -# * vmin and vmax are default (None) set to the minimum and maximum of the observations. -# You can change this if you whant to compair geoplots using the same color scheme diff --git a/examples/testdata.csv b/examples/testdata.csv deleted file mode 100644 index d43f59e2..00000000 --- a/examples/testdata.csv +++ /dev/null @@ -1,120961 +0,0 @@ -name;datetime;value : humidity;value : precip;value : precip_sum;value : pressure;value : pressure_at_sea_level;value : radiation_temp;value : temp;value : wind_direction;value : wind_gust;value : wind_speed;label : humidity;label : precip;label : precip_sum;label : pressure;label : pressure_at_sea_level;label : radiation_temp;label : temp;label : wind_direction;label : wind_gust;label : wind_speed;toolkit_representation : humidity;toolkit_representation : precip;toolkit_representation : precip_sum;toolkit_representation : pressure;toolkit_representation : pressure_at_sea_level;toolkit_representation : radiation_temp;toolkit_representation : temp;toolkit_representation : wind_direction;toolkit_representation : 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11:35:00+00:00;64.0;0.0;0.6;101273.0;101535.0;NaN;25.0;205.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 11:40:00+00:00;63.0;0.0;0.6;101262.0;101524.0;NaN;25.2;205.0;14.5;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 11:45:00+00:00;63.0;0.2;0.8;101275.0;101537.0;NaN;25.2;215.0;16.1;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 11:50:00+00:00;61.0;0.2;1.0;101274.0;101536.0;NaN;25.2;235.0;19.3;10.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 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12:15:00+00:00;59.0;0.2;1.4;101248.0;101509.0;NaN;25.9;265.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:20:00+00:00;59.0;0.0;1.4;101241.0;101502.0;NaN;26.0;265.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:25:00+00:00;60.0;0.2;1.6;101237.0;101498.0;NaN;26.1;205.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:30:00+00:00;60.0;0.0;1.6;101237.0;101498.0;NaN;26.3;255.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:35:00+00:00;59.0;0.2;1.8;101248.0;101509.0;NaN;26.4;205.0;16.1;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:40:00+00:00;59.0;0.0;1.8;101238.0;101499.0;NaN;26.3;235.0;14.5;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:45:00+00:00;61.0;0.2;2.0;101242.0;101503.0;NaN;26.2;215.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 12:50:00+00:00;60.0;0.2;2.2;101238.0;101499.0;NaN;26.3;265.0;12.9;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 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16:35:00+00:00;67.0;0.0;7.0;101066.0;101328.0;NaN;24.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 16:40:00+00:00;65.0;0.2;7.2;101058.0;101320.0;NaN;24.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 16:45:00+00:00;65.0;0.0;7.2;101046.0;101308.0;NaN;24.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 16:50:00+00:00;64.0;0.2;7.4;101048.0;101310.0;NaN;23.9;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-06 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00:35:00+00:00;94.0;0.0;0.0;101414.0;101684.0;NaN;12.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 00:40:00+00:00;94.0;0.0;0.0;101411.0;101681.0;NaN;12.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 00:45:00+00:00;95.0;0.0;0.0;101401.0;101671.0;NaN;12.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 00:50:00+00:00;95.0;0.0;0.0;101413.0;101683.0;NaN;12.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 00:55:00+00:00;95.0;0.0;0.0;101404.0;101674.0;NaN;12.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:00:00+00:00;95.0;0.0;0.0;101408.0;101678.0;NaN;12.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:05:00+00:00;95.0;0.0;0.0;101402.0;101672.0;NaN;12.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:10:00+00:00;95.0;0.0;0.0;101394.0;101664.0;NaN;12.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:15:00+00:00;95.0;0.0;0.0;101388.0;101658.0;NaN;12.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:20:00+00:00;95.0;0.0;0.0;101391.0;101661.0;NaN;12.4;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:25:00+00:00;95.0;0.0;0.0;101386.0;101656.0;NaN;12.4;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:30:00+00:00;95.0;0.0;0.0;101378.0;101648.0;NaN;12.3;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:35:00+00:00;95.0;0.0;0.0;101364.0;101634.0;NaN;12.3;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:40:00+00:00;95.0;0.0;0.0;101378.0;101648.0;NaN;12.3;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:45:00+00:00;95.0;0.0;0.0;101367.0;101637.0;NaN;12.2;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:50:00+00:00;95.0;0.0;0.0;101360.0;101630.0;NaN;12.2;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 01:55:00+00:00;95.0;0.0;0.0;101352.0;101622.0;NaN;12.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:00:00+00:00;95.0;0.0;0.0;101358.0;101628.0;NaN;12.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:05:00+00:00;95.0;0.0;0.0;101346.0;101616.0;NaN;12.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:10:00+00:00;95.0;0.0;0.0;101340.0;101610.0;NaN;12.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:15:00+00:00;96.0;0.0;0.0;101338.0;101608.0;NaN;12.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:20:00+00:00;96.0;0.0;0.0;101335.0;101605.0;NaN;12.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:25:00+00:00;96.0;0.0;0.0;101328.0;101598.0;NaN;12.2;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:30:00+00:00;96.0;0.0;0.0;101326.0;101596.0;NaN;12.3;205.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:35:00+00:00;96.0;0.0;0.0;101318.0;101588.0;NaN;12.4;195.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:40:00+00:00;98.0;0.0;0.0;101326.0;101595.0;NaN;13.1;145.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:45:00+00:00;98.0;0.0;0.0;101328.0;101597.0;NaN;13.7;145.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:50:00+00:00;97.0;0.0;0.0;101313.0;101582.0;NaN;14.0;145.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 02:55:00+00:00;97.0;0.0;0.0;101309.0;101578.0;NaN;14.2;145.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:00:00+00:00;97.0;0.0;0.0;101315.0;101583.0;NaN;14.3;155.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:05:00+00:00;96.0;0.0;0.0;101318.0;101586.0;NaN;14.3;155.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:10:00+00:00;95.0;0.0;0.0;101320.0;101589.0;NaN;14.1;155.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:15:00+00:00;95.0;0.0;0.0;101317.0;101586.0;NaN;13.9;155.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:20:00+00:00;95.0;0.0;0.0;101304.0;101573.0;NaN;13.7;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:25:00+00:00;95.0;0.0;0.0;101315.0;101584.0;NaN;13.5;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:30:00+00:00;96.0;0.0;0.0;101320.0;101589.0;NaN;13.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:35:00+00:00;96.0;0.0;0.0;101325.0;101594.0;NaN;13.4;155.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:40:00+00:00;96.0;0.0;0.0;101325.0;101594.0;NaN;13.5;155.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:45:00+00:00;96.0;0.0;0.0;101314.0;101583.0;NaN;13.6;155.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:50:00+00:00;96.0;0.0;0.0;101302.0;101571.0;NaN;13.6;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 03:55:00+00:00;95.0;0.0;0.0;101309.0;101578.0;NaN;13.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:00:00+00:00;96.0;0.0;0.0;101302.0;101571.0;NaN;13.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:05:00+00:00;96.0;0.0;0.0;101300.0;101569.0;NaN;13.4;155.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:10:00+00:00;96.0;0.0;0.0;101303.0;101572.0;NaN;13.5;155.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:15:00+00:00;96.0;0.0;0.0;101308.0;101577.0;NaN;13.6;155.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:20:00+00:00;95.0;0.0;0.0;101310.0;101579.0;NaN;13.4;155.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:25:00+00:00;95.0;0.0;0.0;101305.0;101574.0;NaN;13.0;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:30:00+00:00;95.0;0.0;0.0;101306.0;101575.0;NaN;12.8;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:35:00+00:00;95.0;0.0;0.0;101302.0;101571.0;NaN;12.8;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:40:00+00:00;96.0;0.0;0.0;101299.0;101568.0;NaN;12.7;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:45:00+00:00;96.0;0.0;0.0;101300.0;101569.0;NaN;12.8;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 04:50:00+00:00;96.0;0.0;0.0;101302.0;101571.0;NaN;12.7;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 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11:15:00+00:00;69.0;0.0;0.0;101204.0;101467.0;NaN;22.3;195.0;16.1;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:20:00+00:00;69.0;0.0;0.0;101204.0;101467.0;NaN;22.4;205.0;14.5;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:25:00+00:00;69.0;0.0;0.0;101202.0;101465.0;NaN;22.5;185.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:30:00+00:00;68.0;0.0;0.0;101187.0;101450.0;NaN;22.5;165.0;14.5;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:35:00+00:00;68.0;0.0;0.0;101187.0;101450.0;NaN;22.6;165.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:40:00+00:00;67.0;0.0;0.0;101173.0;101436.0;NaN;22.6;165.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:45:00+00:00;68.0;0.0;0.0;101175.0;101438.0;NaN;22.7;175.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:50:00+00:00;68.0;0.0;0.0;101160.0;101423.0;NaN;22.8;165.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 11:55:00+00:00;67.0;0.0;0.0;101153.0;101416.0;NaN;22.9;165.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:00:00+00:00;67.0;0.0;0.0;101152.0;101415.0;NaN;23.0;215.0;14.5;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:05:00+00:00;67.0;0.0;0.0;101158.0;101421.0;NaN;23.0;215.0;11.3;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:10:00+00:00;67.0;0.0;0.0;101143.0;101406.0;NaN;23.2;155.0;14.5;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:15:00+00:00;66.0;0.0;0.0;101137.0;101400.0;NaN;23.3;205.0;14.5;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:20:00+00:00;66.0;0.0;0.0;101155.0;101418.0;NaN;23.3;195.0;9.7;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:25:00+00:00;66.0;0.0;0.0;101146.0;101409.0;NaN;23.3;185.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:30:00+00:00;65.0;0.0;0.0;101146.0;101409.0;NaN;23.4;185.0;12.9;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:35:00+00:00;63.0;0.0;0.0;101131.0;101394.0;NaN;23.4;235.0;12.9;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:40:00+00:00;63.0;0.0;0.0;101132.0;101395.0;NaN;23.6;235.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:45:00+00:00;63.0;0.0;0.0;101123.0;101385.0;NaN;23.7;195.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:50:00+00:00;62.0;0.0;0.0;101123.0;101385.0;NaN;23.9;195.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 12:55:00+00:00;63.0;0.0;0.0;101112.0;101374.0;NaN;23.9;165.0;14.5;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:00:00+00:00;62.0;0.0;0.0;101095.0;101357.0;NaN;23.9;155.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:05:00+00:00;62.0;0.0;0.0;101096.0;101358.0;NaN;23.9;195.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:10:00+00:00;62.0;0.0;0.0;101094.0;101356.0;NaN;23.9;215.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:15:00+00:00;61.0;0.0;0.0;101087.0;101349.0;NaN;23.9;165.0;12.9;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:20:00+00:00;60.0;0.0;0.0;101092.0;101354.0;NaN;24.0;215.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:25:00+00:00;61.0;0.0;0.0;101089.0;101351.0;NaN;24.1;155.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:30:00+00:00;61.0;0.0;0.0;101071.0;101333.0;NaN;24.4;155.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:35:00+00:00;61.0;0.0;0.0;101082.0;101344.0;NaN;24.5;205.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:40:00+00:00;60.0;0.0;0.0;101076.0;101338.0;NaN;24.5;155.0;12.9;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:45:00+00:00;60.0;0.0;0.0;101063.0;101325.0;NaN;24.5;135.0;12.9;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 13:50:00+00:00;60.0;0.0;0.0;101068.0;101330.0;NaN;24.5;215.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 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14:35:00+00:00;58.0;0.0;0.0;101034.0;101296.0;NaN;24.7;175.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 14:40:00+00:00;59.0;0.0;0.0;101019.0;101281.0;NaN;24.8;195.0;14.5;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 14:45:00+00:00;58.0;0.0;0.0;101018.0;101280.0;NaN;25.0;235.0;11.3;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 14:50:00+00:00;58.0;0.0;0.0;101011.0;101272.0;NaN;25.2;205.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder01;2022-09-12 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13:00:00+00:00;68.0;0.0;0.0;101996.0;101893.0;31.9;22.3;55.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 13:05:00+00:00;68.0;0.0;0.0;101994.0;101891.0;36.5;22.5;145.0;8.1;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 13:10:00+00:00;66.0;0.0;0.0;101997.0;101894.0;34.1;22.6;135.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 13:15:00+00:00;66.0;0.0;0.0;101978.0;101875.0;38.9;22.8;105.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 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15:00:00+00:00;71.0;0.0;0.0;101937.0;101834.0;27.2;21.9;145.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:05:00+00:00;71.0;0.0;0.0;101935.0;101832.0;28.0;22.0;145.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:10:00+00:00;71.0;0.0;0.0;101930.0;101827.0;28.2;22.1;145.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:15:00+00:00;70.0;0.0;0.0;101918.0;101815.0;33.3;22.2;115.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:20:00+00:00;69.0;0.0;0.0;101911.0;101808.0;31.4;22.3;135.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:25:00+00:00;69.0;0.0;0.0;101906.0;101803.0;31.9;22.3;145.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:30:00+00:00;68.0;0.0;0.0;101908.0;101805.0;26.6;22.3;115.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:35:00+00:00;69.0;0.0;0.0;101904.0;101801.0;29.0;22.2;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:40:00+00:00;68.0;0.0;0.0;101897.0;101794.0;32.2;22.3;155.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:45:00+00:00;68.0;0.0;0.0;101894.0;101791.0;33.3;22.5;45.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:50:00+00:00;67.0;0.0;0.0;101893.0;101790.0;32.3;22.6;215.0;9.7;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 15:55:00+00:00;67.0;0.0;0.0;101880.0;101777.0;32.3;22.7;225.0;11.3;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-11 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11:20:00+00:00;63.0;0.0;0.0;101497.0;101393.0;34.5;23.2;245.0;14.5;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:25:00+00:00;63.0;0.0;0.0;101486.0;101382.0;35.4;23.2;165.0;12.9;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:30:00+00:00;63.0;0.0;0.0;101480.0;101376.0;35.5;23.3;305.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:35:00+00:00;63.0;0.0;0.0;101482.0;101378.0;36.3;23.4;255.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:40:00+00:00;62.0;0.0;0.0;101477.0;101373.0;35.2;23.5;235.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:45:00+00:00;61.0;0.0;0.0;101468.0;101364.0;33.1;23.4;235.0;14.5;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:50:00+00:00;62.0;0.0;0.0;101454.0;101350.0;34.5;23.4;265.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 11:55:00+00:00;61.0;0.0;0.0;101452.0;101348.0;34.7;23.4;275.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:00:00+00:00;60.0;0.0;0.0;101455.0;101351.0;34.1;23.5;255.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:05:00+00:00;61.0;0.0;0.0;101461.0;101357.0;32.8;23.5;215.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:10:00+00:00;61.0;0.0;0.0;101448.0;101344.0;32.5;23.5;235.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:15:00+00:00;61.0;0.0;0.0;101450.0;101346.0;33.3;23.5;215.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:20:00+00:00;61.0;0.0;0.0;101445.0;101341.0;34.8;23.7;235.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:25:00+00:00;60.0;0.0;0.0;101434.0;101330.0;35.9;23.9;295.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:30:00+00:00;60.0;0.0;0.0;101431.0;101327.0;37.7;24.2;235.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:35:00+00:00;59.0;0.0;0.0;101437.0;101332.0;36.9;24.3;275.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:40:00+00:00;58.0;0.0;0.0;101420.0;101315.0;37.4;24.5;255.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:45:00+00:00;57.0;0.0;0.0;101421.0;101316.0;32.9;24.3;285.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:50:00+00:00;57.0;0.0;0.0;101415.0;101311.0;33.2;24.1;255.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 12:55:00+00:00;58.0;0.0;0.0;101406.0;101302.0;34.5;24.1;235.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:00:00+00:00;59.0;0.0;0.0;101411.0;101306.0;31.8;24.2;245.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:05:00+00:00;59.0;0.0;0.0;101401.0;101296.0;32.4;24.2;195.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:10:00+00:00;59.0;0.0;0.0;101399.0;101294.0;37.5;24.3;185.0;9.7;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:15:00+00:00;58.0;0.0;0.0;101399.0;101294.0;35.5;24.5;205.0;11.3;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:20:00+00:00;57.0;0.0;0.0;101394.0;101289.0;35.1;24.6;295.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:25:00+00:00;57.0;0.0;0.0;101385.0;101280.0;36.3;24.7;245.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:30:00+00:00;56.0;0.0;0.0;101376.0;101271.0;35.5;24.8;255.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:35:00+00:00;57.0;0.0;0.0;101371.0;101266.0;36.0;24.8;205.0;9.7;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:40:00+00:00;56.0;0.0;0.0;101374.0;101269.0;35.5;24.8;195.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:45:00+00:00;57.0;0.0;0.0;101362.0;101257.0;34.2;24.9;225.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:50:00+00:00;56.0;0.0;0.0;101351.0;101246.0;34.8;24.7;245.0;14.5;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 13:55:00+00:00;57.0;0.0;0.0;101348.0;101243.0;36.6;24.8;315.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:00:00+00:00;56.0;0.0;0.0;101355.0;101250.0;36.6;25.1;215.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:05:00+00:00;55.0;0.0;0.0;101354.0;101249.0;36.3;25.2;235.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:10:00+00:00;56.0;0.0;0.0;101350.0;101245.0;35.0;25.1;165.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:15:00+00:00;56.0;0.0;0.0;101348.0;101243.0;35.0;25.0;275.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:20:00+00:00;56.0;0.0;0.0;101345.0;101240.0;35.5;25.1;205.0;11.3;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:25:00+00:00;55.0;0.0;0.0;101329.0;101224.0;35.4;25.2;225.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:30:00+00:00;55.0;0.0;0.0;101335.0;101230.0;37.7;25.4;255.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:35:00+00:00;54.0;0.0;0.0;101314.0;101209.0;35.7;25.5;265.0;12.9;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:40:00+00:00;54.0;0.0;0.0;101318.0;101213.0;34.6;25.4;225.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:45:00+00:00;55.0;0.0;0.0;101311.0;101206.0;36.5;25.4;215.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:50:00+00:00;53.0;0.0;0.0;101305.0;101200.0;35.8;25.6;235.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 14:55:00+00:00;53.0;0.0;0.0;101308.0;101203.0;35.5;25.5;265.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:00:00+00:00;53.0;0.0;0.0;101304.0;101199.0;36.2;25.5;245.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:05:00+00:00;54.0;0.0;0.0;101299.0;101194.0;37.8;25.5;245.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:10:00+00:00;53.0;0.0;0.0;101298.0;101193.0;36.8;25.5;235.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:15:00+00:00;53.0;0.0;0.0;101290.0;101185.0;36.2;25.5;215.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:20:00+00:00;53.0;0.0;0.0;101277.0;101172.0;37.7;25.6;195.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:25:00+00:00;53.0;0.0;0.0;101276.0;101171.0;37.7;25.6;145.0;9.7;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:30:00+00:00;53.0;0.0;0.0;101269.0;101164.0;35.6;25.6;245.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:35:00+00:00;53.0;0.0;0.0;101271.0;101166.0;35.1;25.6;185.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:40:00+00:00;53.0;0.0;0.0;101257.0;101152.0;35.4;25.6;275.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:45:00+00:00;52.0;0.0;0.0;101249.0;101144.0;35.7;25.7;265.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:50:00+00:00;52.0;0.0;0.0;101241.0;101136.0;34.3;25.8;185.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 15:55:00+00:00;53.0;0.0;0.0;101241.0;101136.0;29.8;25.5;195.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 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16:40:00+00:00;54.0;0.0;0.0;101194.0;101089.0;32.0;25.2;245.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 16:45:00+00:00;54.0;0.0;0.0;101191.0;101086.0;31.5;25.3;255.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 16:50:00+00:00;53.0;0.0;0.0;101182.0;101077.0;31.5;25.4;235.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 16:55:00+00:00;53.0;0.0;0.0;101191.0;101086.0;31.7;25.4;285.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:00:00+00:00;53.0;0.0;0.0;101192.0;101087.0;30.0;25.4;285.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:05:00+00:00;53.0;0.0;0.0;101201.0;101096.0;27.7;25.2;195.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:10:00+00:00;53.0;0.0;0.0;101206.0;101101.0;25.7;25.0;285.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:15:00+00:00;55.0;0.0;0.0;101203.0;101098.0;24.7;24.9;285.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:20:00+00:00;56.0;0.0;0.0;101198.0;101093.0;23.7;24.8;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:25:00+00:00;56.0;0.0;0.0;101201.0;101096.0;23.2;24.6;285.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:30:00+00:00;56.0;0.0;0.0;101194.0;101089.0;23.0;24.4;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:35:00+00:00;57.0;0.0;0.0;101192.0;101087.0;22.6;24.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:40:00+00:00;59.0;0.0;0.0;101189.0;101084.0;22.0;24.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:45:00+00:00;60.0;0.0;0.0;101200.0;101095.0;21.3;23.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:50:00+00:00;61.0;0.0;0.0;101198.0;101093.0;20.7;23.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 17:55:00+00:00;62.0;0.0;0.0;101195.0;101091.0;20.0;23.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:00:00+00:00;64.0;0.0;0.0;101210.0;101106.0;19.5;23.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:05:00+00:00;65.0;0.0;0.0;101209.0;101105.0;19.1;22.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:10:00+00:00;66.0;0.0;0.0;101198.0;101094.0;18.8;22.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:15:00+00:00;68.0;0.0;0.0;101198.0;101094.0;18.8;22.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:20:00+00:00;69.0;0.0;0.0;101223.0;101119.0;18.7;21.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:25:00+00:00;70.0;0.0;0.0;101233.0;101129.0;18.4;21.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:30:00+00:00;71.0;0.0;0.0;101234.0;101130.0;18.4;21.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:35:00+00:00;72.0;0.0;0.0;101239.0;101135.0;18.3;21.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:40:00+00:00;73.0;0.0;0.0;101229.0;101126.0;17.7;21.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:45:00+00:00;73.0;0.0;0.0;101216.0;101113.0;17.5;20.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:50:00+00:00;74.0;0.0;0.0;101213.0;101110.0;17.6;20.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 18:55:00+00:00;75.0;0.0;0.0;101218.0;101115.0;17.5;20.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:00:00+00:00;75.0;0.0;0.0;101220.0;101117.0;17.0;20.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:05:00+00:00;76.0;0.0;0.0;101222.0;101119.0;17.0;20.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:10:00+00:00;77.0;0.0;0.0;101214.0;101111.0;16.9;19.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:15:00+00:00;77.0;0.0;0.0;101215.0;101112.0;16.6;19.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 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19:40:00+00:00;80.0;0.0;0.0;101208.0;101105.0;16.3;19.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:45:00+00:00;80.0;0.0;0.0;101206.0;101103.0;16.4;18.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:50:00+00:00;81.0;0.0;0.0;101203.0;101100.0;16.4;18.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 19:55:00+00:00;81.0;0.0;0.0;101213.0;101110.0;16.3;18.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:00:00+00:00;81.0;0.0;0.0;101219.0;101116.0;16.2;18.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:05:00+00:00;82.0;0.0;0.0;101210.0;101107.0;16.0;18.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:10:00+00:00;82.0;0.0;0.0;101227.0;101125.0;15.8;18.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:15:00+00:00;82.0;0.0;0.0;101222.0;101120.0;15.7;18.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:20:00+00:00;82.0;0.0;0.0;101231.0;101129.0;15.8;18.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:25:00+00:00;82.0;0.0;0.0;101237.0;101135.0;16.0;18.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:30:00+00:00;83.0;0.0;0.0;101257.0;101155.0;16.3;18.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:35:00+00:00;83.0;0.0;0.0;101259.0;101157.0;16.3;18.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:40:00+00:00;83.0;0.0;0.0;101261.0;101159.0;16.3;18.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:45:00+00:00;84.0;0.0;0.0;101263.0;101161.0;16.5;18.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:50:00+00:00;84.0;0.0;0.0;101274.0;101172.0;17.0;18.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 20:55:00+00:00;85.0;0.0;0.0;101263.0;101161.0;17.5;18.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-12 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07:40:00+00:00;98.0;0.0;0.0;101097.0;100996.0;19.8;14.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 07:45:00+00:00;98.0;0.0;0.0;101108.0;101007.0;20.1;14.8;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 07:50:00+00:00;98.0;0.0;0.0;101100.0;100999.0;23.0;14.9;295.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 07:55:00+00:00;98.0;0.0;0.0;101101.0;101000.0;20.5;14.9;295.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:00:00+00:00;98.0;0.0;0.0;101112.0;101011.0;20.4;15.0;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:05:00+00:00;98.0;0.0;0.0;101117.0;101016.0;20.5;15.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:10:00+00:00;98.0;0.0;0.0;101119.0;101018.0;20.5;15.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:15:00+00:00;97.0;0.0;0.0;101124.0;101023.0;21.0;15.2;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:20:00+00:00;97.0;0.0;0.0;101128.0;101027.0;21.2;15.2;295.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:25:00+00:00;98.0;0.0;0.0;101134.0;101033.0;21.2;15.3;295.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:30:00+00:00;97.0;0.0;0.0;101127.0;101026.0;20.6;15.3;295.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:35:00+00:00;97.0;0.0;0.0;101139.0;101038.0;22.4;15.4;295.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:40:00+00:00;97.0;0.0;0.0;101146.0;101045.0;26.5;15.6;275.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:45:00+00:00;97.0;0.0;0.0;101144.0;101043.0;32.0;15.8;255.0;9.7;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:50:00+00:00;97.0;0.0;0.0;101152.0;101050.0;33.7;16.0;285.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 08:55:00+00:00;95.0;0.0;0.0;101155.0;101053.0;30.3;16.3;5.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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09:40:00+00:00;73.0;0.0;0.0;101161.0;101059.0;28.4;18.3;85.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 09:45:00+00:00;73.0;0.0;0.0;101155.0;101053.0;29.6;18.3;295.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 09:50:00+00:00;72.0;0.0;0.0;101155.0;101052.0;29.0;18.4;295.0;9.7;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 09:55:00+00:00;73.0;0.0;0.0;101151.0;101048.0;28.5;18.5;5.0;9.7;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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11:00:00+00:00;76.0;0.0;0.0;101191.0;101089.0;18.7;17.0;85.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 11:05:00+00:00;76.0;0.0;0.0;101194.0;101092.0;18.7;16.9;65.0;9.7;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 11:10:00+00:00;77.0;0.0;0.0;101204.0;101102.0;18.8;16.8;75.0;11.3;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 11:15:00+00:00;78.0;0.0;0.0;101203.0;101101.0;19.4;16.9;65.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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13:20:00+00:00;64.0;0.0;0.0;101200.0;101097.0;32.8;19.6;65.0;16.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:25:00+00:00;65.0;0.0;0.0;101185.0;101082.0;33.6;19.7;75.0;11.3;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:30:00+00:00;62.0;0.0;0.0;101185.0;101082.0;26.0;19.6;75.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:35:00+00:00;63.0;0.0;0.0;101187.0;101084.0;28.7;19.4;75.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:40:00+00:00;63.0;0.0;0.0;101199.0;101096.0;27.9;19.4;75.0;9.7;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:45:00+00:00;63.0;0.0;0.0;101210.0;101107.0;23.9;19.4;85.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:50:00+00:00;64.0;0.0;0.0;101218.0;101115.0;22.5;19.3;75.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 13:55:00+00:00;67.0;0.0;0.0;101243.0;101140.0;20.3;19.0;65.0;12.9;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 14:00:00+00:00;70.0;0.0;0.0;101257.0;101155.0;18.7;18.2;85.0;14.5;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 14:05:00+00:00;72.0;0.0;0.0;101249.0;101147.0;18.0;17.6;85.0;16.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 14:10:00+00:00;73.0;0.0;0.0;101248.0;101146.0;17.8;17.3;75.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 14:15:00+00:00;74.0;0.0;0.0;101254.0;101152.0;17.6;17.1;35.0;11.3;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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15:00:00+00:00;73.0;0.0;0.0;101263.0;101161.0;19.6;17.2;75.0;14.5;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 15:05:00+00:00;73.0;0.0;0.0;101264.0;101162.0;19.6;17.3;35.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 15:10:00+00:00;73.0;0.0;0.0;101278.0;101176.0;19.4;17.3;85.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 15:15:00+00:00;72.0;0.0;0.0;101270.0;101168.0;18.8;17.3;65.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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18:20:00+00:00;77.0;0.0;0.0;101342.0;101241.0;15.0;15.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:25:00+00:00;78.0;0.0;0.0;101344.0;101243.0;15.0;15.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:30:00+00:00;78.0;0.0;0.0;101347.0;101246.0;14.7;15.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:35:00+00:00;78.0;0.0;0.0;101354.0;101253.0;14.7;15.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:40:00+00:00;79.0;0.0;0.0;101368.0;101267.0;14.6;15.6;95.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:45:00+00:00;78.0;0.0;0.0;101361.0;101260.0;14.7;15.6;145.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:50:00+00:00;78.0;0.0;0.0;101367.0;101266.0;14.8;15.5;135.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 18:55:00+00:00;77.0;0.0;0.0;101358.0;101257.0;14.8;15.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:00:00+00:00;78.0;0.0;0.0;101371.0;101270.0;14.6;15.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:05:00+00:00;78.0;0.0;0.0;101367.0;101266.0;14.4;15.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:10:00+00:00;78.0;0.0;0.0;101367.0;101266.0;14.4;15.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:15:00+00:00;78.0;0.0;0.0;101386.0;101285.0;14.2;15.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:20:00+00:00;78.0;0.0;0.0;101381.0;101280.0;14.2;15.3;135.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:25:00+00:00;78.0;0.0;0.0;101387.0;101286.0;14.4;15.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:30:00+00:00;79.0;0.0;0.0;101390.0;101289.0;14.4;15.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:35:00+00:00;79.0;0.0;0.0;101394.0;101293.0;14.3;15.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:40:00+00:00;79.0;0.0;0.0;101403.0;101302.0;14.2;15.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:45:00+00:00;79.0;0.0;0.0;101389.0;101288.0;14.1;15.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:50:00+00:00;79.0;0.0;0.0;101391.0;101290.0;14.0;15.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 19:55:00+00:00;79.0;0.0;0.0;101393.0;101292.0;14.0;15.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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21:20:00+00:00;82.0;0.0;0.0;101435.0;101334.0;13.8;14.5;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:25:00+00:00;82.0;0.0;0.0;101440.0;101339.0;13.9;14.4;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:30:00+00:00;82.0;0.0;0.0;101437.0;101336.0;13.8;14.4;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:35:00+00:00;82.0;0.0;0.0;101442.0;101341.0;13.6;14.4;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:40:00+00:00;82.0;0.0;0.0;101444.0;101343.0;13.4;14.4;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:45:00+00:00;82.0;0.0;0.0;101450.0;101349.0;13.3;14.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:50:00+00:00;82.0;0.0;0.0;101446.0;101345.0;13.4;14.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 21:55:00+00:00;83.0;0.0;0.0;101450.0;101350.0;13.4;14.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 22:00:00+00:00;83.0;0.0;0.0;101446.0;101346.0;13.4;14.2;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 22:05:00+00:00;83.0;0.0;0.0;101444.0;101344.0;13.3;14.2;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 22:10:00+00:00;83.0;0.0;0.0;101454.0;101354.0;13.3;14.2;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 22:15:00+00:00;83.0;0.0;0.0;101451.0;101351.0;13.2;14.2;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder02;2022-09-15 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13:00:00+00:00;69.0;0.0;0.0;101711.0;101962.0;NaN;20.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 13:05:00+00:00;67.0;0.0;0.0;101717.0;101968.0;NaN;21.3;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 13:10:00+00:00;66.0;0.0;0.0;101712.0;101962.0;NaN;21.3;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 13:15:00+00:00;66.0;0.0;0.0;101702.0;101952.0;NaN;21.5;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 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13:40:00+00:00;66.0;0.0;0.0;101681.0;101931.0;NaN;21.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 13:45:00+00:00;67.0;0.0;0.0;101675.0;101925.0;NaN;21.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 13:50:00+00:00;68.0;0.0;0.0;101670.0;101920.0;NaN;21.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 13:55:00+00:00;65.0;0.0;0.0;101663.0;101913.0;NaN;21.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 14:00:00+00:00;67.0;0.0;0.0;101674.0;101925.0;NaN;21.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 14:05:00+00:00;69.0;0.0;0.0;101661.0;101912.0;NaN;21.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 14:10:00+00:00;70.0;0.0;0.0;101670.0;101921.0;NaN;20.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 14:15:00+00:00;71.0;0.0;0.0;101673.0;101924.0;NaN;20.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-11 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10:20:00+00:00;66.0;0.0;0.0;101236.0;101484.0;NaN;22.2;105.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 10:25:00+00:00;66.0;0.0;0.0;101224.0;101472.0;NaN;22.5;135.0;9.7;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 10:30:00+00:00;64.0;0.0;0.0;101225.0;101472.0;NaN;22.9;125.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 10:35:00+00:00;63.0;0.0;0.0;101233.0;101480.0;NaN;23.0;185.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 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11:00:00+00:00;63.0;0.0;0.0;101196.0;101443.0;NaN;23.3;215.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:05:00+00:00;63.0;0.0;0.0;101200.0;101447.0;NaN;23.5;85.0;14.5;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:10:00+00:00;62.0;0.0;0.0;101183.0;101429.0;NaN;23.7;155.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:15:00+00:00;63.0;0.0;0.0;101184.0;101430.0;NaN;23.8;85.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:20:00+00:00;61.0;0.0;0.0;101179.0;101425.0;NaN;24.0;105.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:25:00+00:00;61.0;0.0;0.0;101172.0;101418.0;NaN;23.9;125.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:30:00+00:00;62.0;0.0;0.0;101168.0;101414.0;NaN;23.8;135.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:35:00+00:00;61.0;0.0;0.0;101161.0;101407.0;NaN;23.9;155.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:40:00+00:00;61.0;0.0;0.0;101160.0;101406.0;NaN;23.9;135.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:45:00+00:00;61.0;0.0;0.0;101165.0;101411.0;NaN;24.0;145.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:50:00+00:00;61.0;0.0;0.0;101173.0;101419.0;NaN;24.0;125.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 11:55:00+00:00;61.0;0.0;0.0;101171.0;101417.0;NaN;24.2;125.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:00:00+00:00;60.0;0.0;0.0;101167.0;101412.0;NaN;24.4;195.0;12.9;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:05:00+00:00;60.0;0.0;0.0;101165.0;101411.0;NaN;24.2;175.0;9.7;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:10:00+00:00;61.0;0.0;0.0;101160.0;101406.0;NaN;24.0;155.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:15:00+00:00;60.0;0.0;0.0;101153.0;101399.0;NaN;24.2;185.0;14.5;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:20:00+00:00;60.0;0.0;0.0;101151.0;101397.0;NaN;24.0;175.0;12.9;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:25:00+00:00;60.0;0.0;0.0;101147.0;101393.0;NaN;23.8;205.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:30:00+00:00;60.0;0.0;0.0;101153.0;101399.0;NaN;23.8;225.0;16.1;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:35:00+00:00;60.0;0.0;0.0;101136.0;101382.0;NaN;23.8;125.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:40:00+00:00;59.0;0.0;0.0;101147.0;101393.0;NaN;24.0;125.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:45:00+00:00;58.0;0.0;0.0;101140.0;101386.0;NaN;24.0;155.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:50:00+00:00;58.0;0.0;0.0;101134.0;101380.0;NaN;23.9;175.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 12:55:00+00:00;59.0;0.0;0.0;101124.0;101370.0;NaN;24.0;115.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:00:00+00:00;58.0;0.0;0.0;101129.0;101375.0;NaN;24.2;115.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:05:00+00:00;58.0;0.0;0.0;101113.0;101358.0;NaN;24.3;185.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:10:00+00:00;59.0;0.0;0.0;101116.0;101361.0;NaN;24.2;165.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:15:00+00:00;57.0;0.0;0.0;101099.0;101344.0;NaN;24.3;165.0;8.1;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:20:00+00:00;58.0;0.0;0.0;101095.0;101340.0;NaN;24.5;185.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:25:00+00:00;58.0;0.0;0.0;101094.0;101339.0;NaN;24.6;115.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:30:00+00:00;57.0;0.0;0.0;101087.0;101332.0;NaN;24.8;175.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:35:00+00:00;56.0;0.0;0.0;101087.0;101332.0;NaN;24.6;165.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:40:00+00:00;58.0;0.0;0.0;101087.0;101332.0;NaN;24.6;125.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:45:00+00:00;57.0;0.0;0.0;101085.0;101330.0;NaN;24.4;175.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:50:00+00:00;57.0;0.0;0.0;101072.0;101317.0;NaN;24.3;175.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 13:55:00+00:00;59.0;0.0;0.0;101067.0;101312.0;NaN;24.2;175.0;9.7;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 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14:20:00+00:00;58.0;0.0;0.0;101021.0;101266.0;NaN;24.8;135.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 14:25:00+00:00;58.0;0.0;0.0;101027.0;101271.0;NaN;24.9;135.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 14:30:00+00:00;57.0;0.0;0.0;101028.0;101273.0;NaN;24.7;175.0;16.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 14:35:00+00:00;58.0;0.0;0.0;101033.0;101278.0;NaN;24.4;175.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder04;2022-09-12 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11:00:00+00:00;67.0;0.0;0.0;101140.0;101049.0;NaN;24.0;95.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder06;2022-09-13 11:05:00+00:00;66.0;0.0;0.0;101139.0;101048.0;NaN;24.2;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder06;2022-09-13 11:10:00+00:00;66.0;0.0;0.0;101153.0;101062.0;NaN;24.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder06;2022-09-13 11:15:00+00:00;65.0;0.0;0.0;101141.0;101050.0;NaN;24.6;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder06;2022-09-13 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09:00:00+00:00;70.0;0.0;0.0;101627.0;101562.0;NaN;21.0;245.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 09:05:00+00:00;70.0;0.0;0.0;101628.0;101563.0;NaN;21.0;175.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 09:10:00+00:00;69.0;0.0;0.0;101627.0;101562.0;NaN;21.1;225.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 09:15:00+00:00;68.0;0.0;0.0;101619.0;101554.0;NaN;21.2;255.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 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10:40:00+00:00;59.0;0.0;0.0;101519.0;101453.0;NaN;23.4;235.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 10:45:00+00:00;58.0;0.0;0.0;101524.0;101458.0;NaN;23.5;125.0;9.7;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 10:50:00+00:00;57.0;0.0;0.0;101519.0;101453.0;NaN;23.5;145.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 10:55:00+00:00;58.0;0.0;0.0;101513.0;101447.0;NaN;23.4;195.0;9.7;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:00:00+00:00;58.0;0.0;0.0;101512.0;101446.0;NaN;23.4;245.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:05:00+00:00;59.0;0.0;0.0;101510.0;101444.0;NaN;23.5;125.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:10:00+00:00;59.0;0.0;0.0;101501.0;101435.0;NaN;23.8;85.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:15:00+00:00;58.0;0.0;0.0;101503.0;101437.0;NaN;24.1;125.0;11.3;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:20:00+00:00;56.0;0.0;0.0;101499.0;101433.0;NaN;24.2;145.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:25:00+00:00;54.0;0.0;0.0;101490.0;101424.0;NaN;24.2;265.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:30:00+00:00;55.0;0.0;0.0;101482.0;101416.0;NaN;24.0;265.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 11:35:00+00:00;56.0;0.0;0.0;101483.0;101417.0;NaN;23.9;175.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder07;2022-09-12 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11:00:00+00:00;46.0;0.0;0.0;101858.0;101900.0;NaN;24.8;5.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-01 11:05:00+00:00;48.0;0.0;0.0;101861.0;101903.0;NaN;24.8;5.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-01 11:10:00+00:00;47.0;0.0;0.0;101852.0;101894.0;NaN;25.0;5.0;11.3;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-01 11:15:00+00:00;46.0;0.0;0.0;101854.0;101896.0;NaN;25.2;5.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-01 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11:00:00+00:00;48.0;0.0;0.0;101231.0;101272.0;NaN;26.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 11:05:00+00:00;48.0;0.0;0.0;101220.0;101261.0;NaN;26.1;5.0;8.1;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 11:10:00+00:00;48.0;0.0;0.0;101214.0;101255.0;NaN;26.1;5.0;3.2;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 11:15:00+00:00;47.0;0.0;0.0;101220.0;101261.0;NaN;26.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 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12:00:00+00:00;45.0;0.0;0.0;101183.0;101224.0;NaN;26.6;5.0;16.1;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:05:00+00:00;44.0;0.0;0.0;101174.0;101215.0;NaN;26.9;5.0;11.3;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:10:00+00:00;44.0;0.0;0.0;101170.0;101211.0;NaN;26.9;5.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:15:00+00:00;44.0;0.0;0.0;101164.0;101204.0;NaN;27.2;5.0;17.7;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:20:00+00:00;43.0;0.0;0.0;101167.0;101207.0;NaN;27.2;5.0;14.5;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:25:00+00:00;43.0;0.0;0.0;101164.0;101205.0;NaN;27.0;5.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:30:00+00:00;43.0;0.0;0.0;101160.0;101201.0;NaN;26.8;5.0;12.9;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:35:00+00:00;44.0;0.0;0.0;101163.0;101204.0;NaN;26.8;5.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:40:00+00:00;44.0;0.0;0.0;101155.0;101196.0;NaN;26.9;235.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:45:00+00:00;43.0;0.0;0.0;101155.0;101195.0;NaN;27.5;275.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:50:00+00:00;40.0;0.0;0.0;101150.0;101190.0;NaN;27.8;305.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 12:55:00+00:00;40.0;0.0;0.0;101147.0;101187.0;NaN;27.9;15.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 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13:20:00+00:00;40.0;0.0;0.0;101111.0;101151.0;NaN;28.0;5.0;9.7;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:25:00+00:00;40.0;0.0;0.0;101105.0;101145.0;NaN;28.1;265.0;12.9;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:30:00+00:00;39.0;0.0;0.0;101115.0;101155.0;NaN;28.2;275.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:35:00+00:00;38.0;0.0;0.0;101116.0;101156.0;NaN;28.3;325.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:40:00+00:00;38.0;0.0;0.0;101095.0;101135.0;NaN;28.4;345.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:45:00+00:00;38.0;0.0;0.0;101087.0;101127.0;NaN;28.5;5.0;11.3;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:50:00+00:00;38.0;0.0;0.0;101079.0;101119.0;NaN;28.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 13:55:00+00:00;39.0;0.0;0.0;101078.0;101118.0;NaN;27.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:00:00+00:00;39.0;0.0;0.0;101064.0;101104.0;NaN;27.7;235.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:05:00+00:00;39.0;0.0;0.0;101065.0;101105.0;NaN;27.7;255.0;11.3;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:10:00+00:00;39.0;0.0;0.0;101048.0;101088.0;NaN;27.8;5.0;6.4;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:15:00+00:00;39.0;0.0;0.0;101044.0;101084.0;NaN;27.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:20:00+00:00;39.0;0.0;0.0;101046.0;101086.0;NaN;27.7;5.0;8.1;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:25:00+00:00;39.0;0.0;0.0;101044.0;101084.0;NaN;27.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:30:00+00:00;39.0;0.0;0.0;101033.0;101073.0;NaN;27.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 14:35:00+00:00;39.0;0.0;0.0;101024.0;101064.0;NaN;27.4;5.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-02 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10:00:00+00:00;50.0;0.0;0.0;101821.0;101863.0;NaN;26.3;5.0;11.3;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:05:00+00:00;49.0;0.0;0.0;101824.0;101865.0;NaN;26.4;5.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:10:00+00:00;49.0;0.0;0.0;101817.0;101858.0;NaN;26.5;5.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:15:00+00:00;49.0;0.0;0.0;101807.0;101848.0;NaN;26.6;5.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:20:00+00:00;49.0;0.0;0.0;101815.0;101856.0;NaN;26.7;5.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:25:00+00:00;48.0;0.0;0.0;101808.0;101849.0;NaN;27.0;5.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:30:00+00:00;48.0;0.0;0.0;101797.0;101838.0;NaN;27.2;5.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:35:00+00:00;47.0;0.0;0.0;101804.0;101845.0;NaN;27.4;15.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:40:00+00:00;47.0;0.0;0.0;101793.0;101834.0;NaN;27.7;5.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:45:00+00:00;46.0;0.0;0.0;101797.0;101838.0;NaN;27.8;5.0;8.1;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:50:00+00:00;46.0;0.0;0.0;101787.0;101828.0;NaN;27.8;105.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 10:55:00+00:00;45.0;0.0;0.0;101801.0;101842.0;NaN;28.1;45.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:00:00+00:00;44.0;0.0;0.0;101790.0;101831.0;NaN;28.5;5.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:05:00+00:00;44.0;0.0;0.0;101782.0;101823.0;NaN;28.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:10:00+00:00;44.0;0.0;0.0;101784.0;101825.0;NaN;28.5;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:15:00+00:00;44.0;0.0;0.0;101788.0;101829.0;NaN;28.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:20:00+00:00;44.0;0.0;0.0;101775.0;101816.0;NaN;28.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:25:00+00:00;44.0;0.0;0.0;101777.0;101818.0;NaN;28.5;5.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:30:00+00:00;43.0;0.0;0.0;101774.0;101815.0;NaN;28.8;5.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 11:35:00+00:00;43.0;0.0;0.0;101782.0;101823.0;NaN;28.8;315.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-05 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11:00:00+00:00;61.0;0.0;0.0;101461.0;101503.0;NaN;23.2;5.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:05:00+00:00;61.0;0.0;0.0;101450.0;101492.0;NaN;23.3;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:10:00+00:00;61.0;0.0;0.0;101452.0;101494.0;NaN;23.5;5.0;9.7;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:15:00+00:00;59.0;0.0;0.0;101443.0;101485.0;NaN;23.7;5.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:20:00+00:00;59.0;0.0;0.0;101440.0;101482.0;NaN;23.6;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:25:00+00:00;59.0;0.0;0.0;101442.0;101484.0;NaN;23.7;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:30:00+00:00;59.0;0.0;0.0;101444.0;101486.0;NaN;23.7;5.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 11:35:00+00:00;59.0;0.0;0.0;101446.0;101488.0;NaN;23.9;5.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 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12:00:00+00:00;59.0;0.0;0.0;101413.0;101455.0;NaN;24.1;5.0;8.1;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:05:00+00:00;58.0;0.0;0.0;101412.0;101454.0;NaN;24.2;345.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:10:00+00:00;57.0;0.0;0.0;101403.0;101445.0;NaN;24.5;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:15:00+00:00;56.0;0.0;0.0;101396.0;101438.0;NaN;24.5;5.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:20:00+00:00;56.0;0.0;0.0;101394.0;101436.0;NaN;24.5;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:25:00+00:00;57.0;0.0;0.0;101398.0;101440.0;NaN;24.5;5.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:30:00+00:00;57.0;0.0;0.0;101402.0;101444.0;NaN;24.6;335.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 12:35:00+00:00;55.0;0.0;0.0;101406.0;101448.0;NaN;24.8;5.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 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13:20:00+00:00;53.0;0.0;0.0;101338.0;101379.0;NaN;25.5;5.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:25:00+00:00;53.0;0.0;0.0;101333.0;101374.0;NaN;25.5;5.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:30:00+00:00;53.0;0.0;0.0;101336.0;101377.0;NaN;25.4;5.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:35:00+00:00;53.0;0.0;0.0;101330.0;101371.0;NaN;25.2;5.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:40:00+00:00;53.0;0.0;0.0;101332.0;101373.0;NaN;25.3;45.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:45:00+00:00;53.0;0.0;0.0;101332.0;101373.0;NaN;25.4;215.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:50:00+00:00;53.0;0.0;0.0;101314.0;101355.0;NaN;25.5;355.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 13:55:00+00:00;52.0;0.0;0.0;101314.0;101355.0;NaN;25.8;5.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-12 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07:40:00+00:00;77.0;0.0;0.0;101082.0;101125.0;NaN;19.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 07:45:00+00:00;77.0;0.0;0.0;101085.0;101128.0;NaN;19.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 07:50:00+00:00;76.0;0.0;0.0;101084.0;101127.0;NaN;19.8;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 07:55:00+00:00;75.0;0.0;0.0;101095.0;101138.0;NaN;19.8;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 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08:20:00+00:00;74.0;0.0;0.0;101095.0;101138.0;NaN;20.5;345.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:25:00+00:00;74.0;0.0;0.0;101082.0;101125.0;NaN;20.6;345.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:30:00+00:00;73.0;0.0;0.0;101086.0;101129.0;NaN;20.7;345.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:35:00+00:00;73.0;0.0;0.0;101100.0;101143.0;NaN;20.8;345.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:40:00+00:00;73.0;0.0;0.0;101096.0;101139.0;NaN;20.9;335.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:45:00+00:00;73.0;0.0;0.0;101091.0;101134.0;NaN;21.1;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:50:00+00:00;73.0;0.0;0.0;101093.0;101136.0;NaN;21.2;345.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 08:55:00+00:00;73.0;0.0;0.0;101082.0;101125.0;NaN;21.5;5.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:00:00+00:00;73.0;0.0;0.0;101079.0;101121.0;NaN;21.7;5.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:05:00+00:00;74.0;0.0;0.0;101077.0;101119.0;NaN;21.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:10:00+00:00;72.0;0.0;0.0;101079.0;101121.0;NaN;21.9;5.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:15:00+00:00;73.0;0.0;0.0;101069.0;101111.0;NaN;22.0;5.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:20:00+00:00;72.0;0.0;0.0;101057.0;101099.0;NaN;22.2;5.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:25:00+00:00;71.0;0.0;0.0;101067.0;101109.0;NaN;22.2;5.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:30:00+00:00;71.0;0.0;0.0;101072.0;101114.0;NaN;22.2;5.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:35:00+00:00;72.0;0.0;0.0;101056.0;101098.0;NaN;22.3;5.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:40:00+00:00;71.0;0.0;0.0;101052.0;101094.0;NaN;22.4;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:45:00+00:00;71.0;0.0;0.0;101047.0;101089.0;NaN;22.4;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:50:00+00:00;71.0;0.0;0.0;101038.0;101080.0;NaN;22.4;5.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 09:55:00+00:00;71.0;0.0;0.0;101035.0;101077.0;NaN;22.5;5.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:00:00+00:00;71.0;0.0;0.0;101018.0;101060.0;NaN;22.6;5.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:05:00+00:00;71.0;0.0;0.0;101014.0;101056.0;NaN;22.7;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:10:00+00:00;71.0;0.0;0.0;101018.0;101060.0;NaN;22.8;5.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:15:00+00:00;71.0;0.0;0.0;101013.0;101055.0;NaN;22.9;5.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:20:00+00:00;71.0;0.0;0.0;101020.0;101062.0;NaN;23.0;5.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:25:00+00:00;70.0;0.0;0.0;101013.0;101055.0;NaN;23.1;5.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:30:00+00:00;70.0;0.0;0.0;101037.0;101079.0;NaN;23.2;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:35:00+00:00;69.0;0.0;0.0;101045.0;101087.0;NaN;23.2;255.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:40:00+00:00;69.0;0.0;0.0;101030.0;101072.0;NaN;23.4;255.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:45:00+00:00;68.0;0.0;0.0;101022.0;101064.0;NaN;23.5;5.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:50:00+00:00;68.0;0.0;0.0;101030.0;101072.0;NaN;23.6;5.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 10:55:00+00:00;68.0;0.0;0.0;101036.0;101078.0;NaN;23.8;5.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:00:00+00:00;68.0;0.0;0.0;101032.0;101074.0;NaN;23.9;5.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:05:00+00:00;68.0;0.0;0.0;101036.0;101078.0;NaN;24.0;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:10:00+00:00;67.0;0.0;0.0;101038.0;101079.0;NaN;24.2;5.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:15:00+00:00;66.0;0.0;0.0;101023.0;101064.0;NaN;24.3;5.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:20:00+00:00;67.0;0.0;0.0;101014.0;101055.0;NaN;24.4;5.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:25:00+00:00;66.0;0.0;0.0;101034.0;101075.0;NaN;24.4;5.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:30:00+00:00;66.0;0.0;0.0;101033.0;101074.0;NaN;24.4;5.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:35:00+00:00;67.0;0.0;0.0;101047.0;101088.0;NaN;24.3;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:40:00+00:00;67.0;0.0;0.0;101051.0;101092.0;NaN;24.3;5.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:45:00+00:00;66.0;0.0;0.0;101042.0;101083.0;NaN;24.4;5.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:50:00+00:00;66.0;0.0;0.0;101033.0;101074.0;NaN;24.5;5.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 11:55:00+00:00;66.0;0.0;0.0;101027.0;101068.0;NaN;24.5;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder10;2022-09-13 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11:00:00+00:00;77.0;0.0;0.0;102156.0;102056.0;NaN;20.9;105.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-11 11:05:00+00:00;77.0;0.0;0.0;102150.0;102050.0;NaN;20.5;105.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-11 11:10:00+00:00;79.0;0.0;0.0;102147.0;102047.0;NaN;20.4;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-11 11:15:00+00:00;79.0;0.0;0.0;102146.0;102046.0;NaN;20.3;95.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-11 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00:40:00+00:00;84.0;0.0;0.0;101174.0;101074.0;NaN;18.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-13 00:45:00+00:00;84.0;0.0;0.0;101163.0;101063.0;NaN;18.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-13 00:50:00+00:00;83.0;0.0;0.0;101153.0;101053.0;NaN;18.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-13 00:55:00+00:00;82.0;0.0;0.0;101145.0;101045.0;NaN;18.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder11;2022-09-13 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12:00:00+00:00;45.0;0.0;0.0;101404.0;101287.0;NaN;25.5;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 12:05:00+00:00;45.0;0.0;0.0;101398.0;101281.0;NaN;25.5;125.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 12:10:00+00:00;44.0;0.0;0.0;101398.0;101281.0;NaN;25.5;115.0;9.7;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 12:15:00+00:00;43.0;0.0;0.0;101386.0;101269.0;NaN;25.5;105.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 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12:40:00+00:00;43.0;0.0;0.0;101378.0;101261.0;NaN;25.9;115.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 12:45:00+00:00;42.0;0.0;0.0;101366.0;101249.0;NaN;26.0;115.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 12:50:00+00:00;42.0;0.0;0.0;101357.0;101240.0;NaN;26.0;125.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 12:55:00+00:00;42.0;0.0;0.0;101360.0;101243.0;NaN;25.9;125.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 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13:20:00+00:00;41.0;0.0;0.0;101333.0;101216.0;NaN;26.0;5.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 13:25:00+00:00;40.0;0.0;0.0;101330.0;101213.0;NaN;26.1;115.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 13:30:00+00:00;39.0;0.0;0.0;101333.0;101216.0;NaN;26.1;115.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 13:35:00+00:00;39.0;0.0;0.0;101322.0;101205.0;NaN;26.2;125.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-02 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07:40:00+00:00;92.0;0.0;0.0;102123.0;102009.0;NaN;15.3;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 07:45:00+00:00;91.0;0.0;0.0;102125.0;102011.0;NaN;15.4;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 07:50:00+00:00;91.0;0.0;0.0;102128.0;102014.0;NaN;15.4;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 07:55:00+00:00;91.0;0.0;0.0;102133.0;102019.0;NaN;15.5;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:00:00+00:00;91.0;0.0;0.0;102132.0;102018.0;NaN;15.6;85.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:05:00+00:00;91.0;0.0;0.0;102129.0;102015.0;NaN;15.6;85.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:10:00+00:00;91.0;0.0;0.0;102122.0;102008.0;NaN;15.7;85.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:15:00+00:00;91.0;0.0;0.0;102126.0;102012.0;NaN;15.7;95.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:20:00+00:00;91.0;0.0;0.0;102122.0;102008.0;NaN;15.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:25:00+00:00;91.0;0.0;0.0;102124.0;102010.0;NaN;15.9;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:30:00+00:00;91.0;0.0;0.0;102135.0;102021.0;NaN;16.0;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:35:00+00:00;91.0;0.0;0.0;102136.0;102022.0;NaN;16.1;95.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:40:00+00:00;91.0;0.0;0.0;102150.0;102036.0;NaN;16.3;95.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:45:00+00:00;90.0;0.0;0.0;102148.0;102034.0;NaN;16.4;105.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:50:00+00:00;90.0;0.0;0.0;102149.0;102035.0;NaN;16.7;105.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 08:55:00+00:00;89.0;0.0;0.0;102153.0;102039.0;NaN;16.9;105.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:00:00+00:00;89.0;0.0;0.0;102156.0;102042.0;NaN;17.1;115.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:05:00+00:00;88.0;0.0;0.0;102162.0;102048.0;NaN;17.4;95.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:10:00+00:00;86.0;0.0;0.0;102148.0;102034.0;NaN;17.5;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:15:00+00:00;87.0;0.0;0.0;102151.0;102037.0;NaN;17.7;145.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:20:00+00:00;86.0;0.0;0.0;102157.0;102043.0;NaN;18.0;145.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:25:00+00:00;86.0;0.0;0.0;102157.0;102042.0;NaN;18.2;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:30:00+00:00;85.0;0.0;0.0;102161.0;102046.0;NaN;18.6;145.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:35:00+00:00;83.0;0.0;0.0;102169.0;102054.0;NaN;18.9;105.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:40:00+00:00;83.0;0.0;0.0;102172.0;102057.0;NaN;19.1;105.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:45:00+00:00;81.0;0.0;0.0;102174.0;102059.0;NaN;19.2;105.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:50:00+00:00;81.0;0.0;0.0;102180.0;102065.0;NaN;19.3;105.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 09:55:00+00:00;81.0;0.0;0.0;102180.0;102065.0;NaN;19.5;105.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:00:00+00:00;81.0;0.0;0.0;102174.0;102059.0;NaN;19.6;105.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:05:00+00:00;79.0;0.0;0.0;102171.0;102056.0;NaN;19.7;115.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:10:00+00:00;79.0;0.0;0.0;102166.0;102051.0;NaN;19.6;105.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:15:00+00:00;80.0;0.0;0.0;102172.0;102057.0;NaN;19.6;105.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:20:00+00:00;81.0;0.0;0.0;102167.0;102052.0;NaN;19.7;105.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:25:00+00:00;80.0;0.0;0.0;102156.0;102041.0;NaN;19.7;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:30:00+00:00;78.0;0.0;0.0;102158.0;102043.0;NaN;19.7;95.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:35:00+00:00;79.0;0.0;0.0;102166.0;102051.0;NaN;19.7;125.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:40:00+00:00;78.0;0.0;0.0;102154.0;102039.0;NaN;19.7;105.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:45:00+00:00;79.0;0.0;0.0;102153.0;102038.0;NaN;19.8;145.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:50:00+00:00;78.0;0.0;0.0;102161.0;102046.0;NaN;19.9;165.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 10:55:00+00:00;78.0;0.0;0.0;102161.0;102046.0;NaN;20.0;165.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:00:00+00:00;78.0;0.0;0.0;102148.0;102033.0;NaN;20.1;135.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:05:00+00:00;78.0;0.0;0.0;102156.0;102041.0;NaN;20.2;115.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:10:00+00:00;78.0;0.0;0.0;102142.0;102027.0;NaN;20.2;15.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:15:00+00:00;77.0;0.0;0.0;102144.0;102029.0;NaN;20.3;115.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:20:00+00:00;77.0;0.0;0.0;102150.0;102035.0;NaN;20.4;85.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:25:00+00:00;76.0;0.0;0.0;102143.0;102028.0;NaN;20.4;115.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:30:00+00:00;74.0;0.0;0.0;102147.0;102032.0;NaN;20.4;105.0;9.7;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:35:00+00:00;75.0;0.0;0.0;102140.0;102025.0;NaN;20.2;5.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:40:00+00:00;75.0;0.0;0.0;102137.0;102022.0;NaN;20.2;95.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:45:00+00:00;76.0;0.0;0.0;102138.0;102023.0;NaN;20.2;115.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:50:00+00:00;75.0;0.0;0.0;102133.0;102018.0;NaN;20.1;115.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 11:55:00+00:00;75.0;0.0;0.0;102134.0;102019.0;NaN;20.1;115.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 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13:40:00+00:00;70.0;0.0;0.0;102059.0;101944.0;NaN;21.1;125.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 13:45:00+00:00;69.0;0.0;0.0;102067.0;101952.0;NaN;21.2;155.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 13:50:00+00:00;69.0;0.0;0.0;102059.0;101944.0;NaN;21.3;115.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 13:55:00+00:00;69.0;0.0;0.0;102052.0;101936.0;NaN;21.5;155.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 14:00:00+00:00;69.0;0.0;0.0;102039.0;101923.0;NaN;21.7;155.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 14:05:00+00:00;68.0;0.0;0.0;102041.0;101925.0;NaN;21.9;135.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 14:10:00+00:00;68.0;0.0;0.0;102040.0;101924.0;NaN;22.0;135.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 14:15:00+00:00;67.0;0.0;0.0;102041.0;101925.0;NaN;22.1;135.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-11 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07:40:00+00:00;81.0;0.0;0.0;101193.0;101077.0;NaN;19.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 07:45:00+00:00;80.0;0.0;0.0;101190.0;101074.0;NaN;19.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 07:50:00+00:00;80.0;0.0;0.0;101183.0;101067.0;NaN;19.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 07:55:00+00:00;79.0;0.0;0.0;101185.0;101069.0;NaN;19.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 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10:00:00+00:00;66.0;0.0;0.0;101176.0;101059.0;NaN;22.7;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 10:05:00+00:00;65.0;0.0;0.0;101166.0;101049.0;NaN;22.8;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 10:10:00+00:00;65.0;0.0;0.0;101160.0;101043.0;NaN;22.8;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 10:15:00+00:00;65.0;0.0;0.0;101149.0;101032.0;NaN;23.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 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10:40:00+00:00;63.0;0.0;0.0;101133.0;101016.0;NaN;23.5;325.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 10:45:00+00:00;63.0;0.0;0.0;101130.0;101013.0;NaN;23.5;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 10:50:00+00:00;64.0;0.0;0.0;101134.0;101017.0;NaN;23.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 10:55:00+00:00;64.0;0.0;0.0;101121.0;101004.0;NaN;23.4;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:00:00+00:00;64.0;0.0;0.0;101134.0;101017.0;NaN;23.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:05:00+00:00;63.0;0.0;0.0;101129.0;101012.0;NaN;23.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:10:00+00:00;64.0;0.0;0.0;101143.0;101026.0;NaN;23.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:15:00+00:00;65.0;0.0;0.0;101138.0;101021.0;NaN;23.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:20:00+00:00;64.0;0.0;0.0;101138.0;101021.0;NaN;23.4;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:25:00+00:00;65.0;0.0;0.0;101146.0;101029.0;NaN;23.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:30:00+00:00;69.0;0.0;0.0;101143.0;101026.0;NaN;23.4;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 11:35:00+00:00;69.0;0.0;0.0;101141.0;101024.0;NaN;23.4;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder12;2022-09-13 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09:40:00+00:00;48.0;0.0;0.0;101952.0;101861.0;NaN;27.2;225.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-05 09:45:00+00:00;48.0;0.0;0.0;101952.0;101861.0;NaN;27.3;225.0;9.7;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-05 09:50:00+00:00;47.0;0.0;0.0;101948.0;101857.0;NaN;27.4;215.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-05 09:55:00+00:00;48.0;0.0;0.0;101941.0;101850.0;NaN;27.5;215.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-05 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23:40:00+00:00;95.0;0.0;0.0;101849.0;101761.0;NaN;13.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-11 23:45:00+00:00;95.0;0.0;0.0;101850.0;101762.0;NaN;13.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-11 23:50:00+00:00;95.0;0.0;0.0;101848.0;101760.0;NaN;13.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-11 23:55:00+00:00;95.0;0.0;0.0;101843.0;101755.0;NaN;13.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 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00:40:00+00:00;94.0;0.0;0.0;101818.0;101730.0;NaN;13.0;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 00:45:00+00:00;94.0;0.0;0.0;101806.0;101718.0;NaN;13.0;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 00:50:00+00:00;94.0;0.0;0.0;101798.0;101710.0;NaN;12.9;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 00:55:00+00:00;94.0;0.0;0.0;101795.0;101707.0;NaN;12.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 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10:20:00+00:00;68.0;0.0;0.0;101589.0;101499.0;NaN;22.0;225.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:25:00+00:00;68.0;0.0;0.0;101574.0;101484.0;NaN;22.0;195.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:30:00+00:00;69.0;0.0;0.0;101573.0;101483.0;NaN;22.2;235.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:35:00+00:00;67.0;0.0;0.0;101572.0;101482.0;NaN;22.3;215.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:40:00+00:00;66.0;0.0;0.0;101571.0;101481.0;NaN;22.3;225.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:45:00+00:00;66.0;0.0;0.0;101563.0;101473.0;NaN;22.3;155.0;9.7;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:50:00+00:00;66.0;0.0;0.0;101558.0;101468.0;NaN;22.4;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 10:55:00+00:00;65.0;0.0;0.0;101559.0;101469.0;NaN;22.4;245.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:00:00+00:00;66.0;0.0;0.0;101559.0;101469.0;NaN;22.5;215.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:05:00+00:00;66.0;0.0;0.0;101568.0;101478.0;NaN;22.6;225.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:10:00+00:00;65.0;0.0;0.0;101563.0;101473.0;NaN;22.6;235.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:15:00+00:00;64.0;0.0;0.0;101560.0;101470.0;NaN;22.7;275.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:20:00+00:00;64.0;0.0;0.0;101550.0;101460.0;NaN;22.9;145.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:25:00+00:00;63.0;0.0;0.0;101551.0;101461.0;NaN;23.0;215.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:30:00+00:00;63.0;0.0;0.0;101545.0;101455.0;NaN;23.1;205.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:35:00+00:00;63.0;0.0;0.0;101546.0;101456.0;NaN;23.2;285.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:40:00+00:00;62.0;0.0;0.0;101547.0;101456.0;NaN;23.3;215.0;8.1;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:45:00+00:00;60.0;0.0;0.0;101544.0;101453.0;NaN;23.4;205.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:50:00+00:00;62.0;0.0;0.0;101533.0;101442.0;NaN;23.5;235.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 11:55:00+00:00;62.0;0.0;0.0;101531.0;101440.0;NaN;23.6;225.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:00:00+00:00;62.0;0.0;0.0;101527.0;101436.0;NaN;23.7;225.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:05:00+00:00;59.0;0.0;0.0;101525.0;101434.0;NaN;23.8;225.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:10:00+00:00;60.0;0.0;0.0;101509.0;101418.0;NaN;23.8;205.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:15:00+00:00;61.0;0.0;0.0;101502.0;101411.0;NaN;23.8;225.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:20:00+00:00;61.0;0.0;0.0;101502.0;101411.0;NaN;23.8;225.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:25:00+00:00;60.0;0.0;0.0;101507.0;101416.0;NaN;23.9;225.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:30:00+00:00;60.0;0.0;0.0;101500.0;101409.0;NaN;23.9;215.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:35:00+00:00;59.0;0.0;0.0;101482.0;101391.0;NaN;24.0;215.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:40:00+00:00;59.0;0.0;0.0;101495.0;101404.0;NaN;24.2;185.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:45:00+00:00;58.0;0.0;0.0;101497.0;101406.0;NaN;24.2;175.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:50:00+00:00;60.0;0.0;0.0;101503.0;101412.0;NaN;24.3;195.0;8.1;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 12:55:00+00:00;58.0;0.0;0.0;101495.0;101404.0;NaN;24.5;215.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 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13:20:00+00:00;57.0;0.0;0.0;101445.0;101354.0;NaN;24.8;235.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:25:00+00:00;56.0;0.0;0.0;101426.0;101335.0;NaN;24.7;235.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:30:00+00:00;57.0;0.0;0.0;101432.0;101341.0;NaN;24.7;235.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:35:00+00:00;57.0;0.0;0.0;101421.0;101330.0;NaN;24.8;175.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:40:00+00:00;57.0;0.0;0.0;101421.0;101330.0;NaN;24.9;245.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:45:00+00:00;56.0;0.0;0.0;101410.0;101319.0;NaN;25.1;205.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:50:00+00:00;55.0;0.0;0.0;101406.0;101315.0;NaN;25.2;225.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 13:55:00+00:00;56.0;0.0;0.0;101402.0;101311.0;NaN;25.2;225.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 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21:00:00+00:00;88.0;0.0;0.0;101247.0;101158.0;NaN;16.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:05:00+00:00;88.0;0.0;0.0;101253.0;101164.0;NaN;16.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:10:00+00:00;88.0;0.0;0.0;101255.0;101166.0;NaN;16.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:15:00+00:00;89.0;0.0;0.0;101241.0;101152.0;NaN;16.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:20:00+00:00;89.0;0.0;0.0;101237.0;101148.0;NaN;16.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:25:00+00:00;90.0;0.0;0.0;101222.0;101133.0;NaN;16.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:30:00+00:00;90.0;0.0;0.0;101222.0;101133.0;NaN;16.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:35:00+00:00;90.0;0.0;0.0;101226.0;101137.0;NaN;16.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:40:00+00:00;90.0;0.0;0.0;101235.0;101146.0;NaN;16.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:45:00+00:00;90.0;0.0;0.0;101243.0;101154.0;NaN;16.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:50:00+00:00;90.0;0.0;0.0;101257.0;101168.0;NaN;16.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 21:55:00+00:00;90.0;0.0;0.0;101263.0;101174.0;NaN;16.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:00:00+00:00;90.0;0.0;0.0;101251.0;101162.0;NaN;16.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:05:00+00:00;90.0;0.0;0.0;101251.0;101162.0;NaN;16.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:10:00+00:00;90.0;0.0;0.0;101240.0;101151.0;NaN;16.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:15:00+00:00;90.0;0.0;0.0;101242.0;101153.0;NaN;16.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:20:00+00:00;91.0;0.0;0.0;101227.0;101138.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:25:00+00:00;91.0;0.0;0.0;101212.0;101123.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:30:00+00:00;90.0;0.0;0.0;101199.0;101110.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:35:00+00:00;90.0;0.0;0.0;101197.0;101108.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:40:00+00:00;90.0;0.0;0.0;101192.0;101103.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:45:00+00:00;90.0;0.0;0.0;101178.0;101089.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:50:00+00:00;90.0;0.0;0.0;101171.0;101082.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 22:55:00+00:00;90.0;0.0;0.0;101173.0;101084.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:00:00+00:00;90.0;0.0;0.0;101190.0;101101.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:05:00+00:00;90.0;0.0;0.0;101185.0;101096.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:10:00+00:00;90.0;0.0;0.0;101170.0;101081.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:15:00+00:00;90.0;0.0;0.0;101171.0;101082.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:20:00+00:00;90.0;0.0;0.0;101172.0;101083.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:25:00+00:00;90.0;0.0;0.0;101175.0;101086.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:30:00+00:00;90.0;0.0;0.0;101188.0;101099.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:35:00+00:00;90.0;0.0;0.0;101174.0;101085.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:40:00+00:00;90.0;0.0;0.0;101179.0;101090.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:45:00+00:00;90.0;0.0;0.0;101174.0;101085.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:50:00+00:00;90.0;0.0;0.0;101169.0;101080.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-12 23:55:00+00:00;91.0;0.0;0.0;101167.0;101078.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:00:00+00:00;91.0;0.0;0.0;101165.0;101076.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:05:00+00:00;91.0;0.0;0.0;101164.0;101075.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:10:00+00:00;91.0;0.0;0.0;101164.0;101075.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:15:00+00:00;91.0;0.0;0.0;101161.0;101072.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:20:00+00:00;91.0;0.0;0.0;101158.0;101069.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:25:00+00:00;91.0;0.0;0.0;101149.0;101060.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:30:00+00:00;91.0;0.0;0.0;101138.0;101049.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:35:00+00:00;91.0;0.0;0.0;101133.0;101044.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:40:00+00:00;91.0;0.0;0.0;101131.0;101042.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:45:00+00:00;91.0;0.0;0.0;101119.0;101030.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:50:00+00:00;91.0;0.0;0.0;101118.0;101029.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 00:55:00+00:00;91.0;0.0;0.0;101102.0;101012.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 01:00:00+00:00;91.0;0.0;0.0;101109.0;101019.0;NaN;17.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 01:05:00+00:00;91.0;0.0;0.0;101096.0;101006.0;NaN;17.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 01:10:00+00:00;91.0;0.0;0.0;101080.0;100990.0;NaN;17.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 01:15:00+00:00;91.0;0.0;0.0;101075.0;100985.0;NaN;17.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 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03:20:00+00:00;92.0;0.0;0.0;101145.0;101056.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 03:25:00+00:00;92.0;0.0;0.0;101140.0;101050.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 03:30:00+00:00;92.0;0.0;0.0;101133.0;101043.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 03:35:00+00:00;91.0;0.0;0.0;101125.0;101036.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 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05:40:00+00:00;91.0;0.0;0.0;101153.0;101064.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 05:45:00+00:00;91.0;0.0;0.0;101149.0;101060.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 05:50:00+00:00;91.0;0.0;0.0;101157.0;101068.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 05:55:00+00:00;91.0;0.0;0.0;101153.0;101064.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 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09:20:00+00:00;84.0;0.0;0.0;101176.0;101085.0;NaN;22.2;265.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 09:25:00+00:00;83.0;0.0;0.0;101180.0;101089.0;NaN;22.5;305.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 09:30:00+00:00;81.0;0.0;0.0;101165.0;101074.0;NaN;22.5;45.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 09:35:00+00:00;81.0;0.0;0.0;101164.0;101073.0;NaN;22.6;45.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 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10:00:00+00:00;80.0;0.0;0.0;101152.0;101061.0;NaN;22.7;5.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:05:00+00:00;79.0;0.0;0.0;101149.0;101058.0;NaN;22.9;15.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:10:00+00:00;80.0;0.0;0.0;101144.0;101053.0;NaN;22.9;5.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:15:00+00:00;80.0;0.0;0.0;101139.0;101048.0;NaN;23.0;355.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:20:00+00:00;80.0;0.0;0.0;101137.0;101046.0;NaN;23.1;15.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:25:00+00:00;79.0;0.0;0.0;101126.0;101035.0;NaN;23.3;5.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:30:00+00:00;78.0;0.0;0.0;101129.0;101038.0;NaN;23.7;5.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:35:00+00:00;75.0;0.0;0.0;101121.0;101030.0;NaN;23.9;355.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:40:00+00:00;75.0;0.0;0.0;101121.0;101030.0;NaN;23.8;355.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:45:00+00:00;76.0;0.0;0.0;101129.0;101038.0;NaN;23.8;5.0;9.7;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:50:00+00:00;76.0;0.0;0.0;101122.0;101031.0;NaN;24.0;25.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 10:55:00+00:00;75.0;0.0;0.0;101121.0;101030.0;NaN;24.2;35.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 11:00:00+00:00;75.0;0.0;0.0;101124.0;101033.0;NaN;24.3;15.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 11:05:00+00:00;74.0;0.0;0.0;101111.0;101020.0;NaN;24.0;355.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 11:10:00+00:00;76.0;0.0;0.0;101101.0;101010.0;NaN;23.6;355.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 11:15:00+00:00;76.0;0.0;0.0;101113.0;101022.0;NaN;23.7;335.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder14;2022-09-13 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07:40:00+00:00;90.0;0.0;0.0;100748.0;101182.0;NaN;16.3;265.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 07:45:00+00:00;89.0;0.0;0.0;100748.0;101182.0;NaN;16.4;265.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 07:50:00+00:00;89.0;0.0;0.0;100748.0;101182.0;NaN;16.4;265.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 07:55:00+00:00;89.0;0.0;0.0;100748.0;101182.0;NaN;16.4;265.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 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08:20:00+00:00;89.0;0.0;0.0;100769.0;101202.0;NaN;17.0;265.0;12.9;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:25:00+00:00;89.0;0.0;0.0;100769.0;101202.0;NaN;17.0;265.0;12.9;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:30:00+00:00;88.0;0.0;0.0;100802.0;101235.0;NaN;17.4;275.0;12.9;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:35:00+00:00;87.0;0.0;0.0;100805.0;101238.0;NaN;17.5;275.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:40:00+00:00;86.0;0.0;0.0;100805.0;101238.0;NaN;17.5;215.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:45:00+00:00;86.0;0.0;0.0;100805.0;101238.0;NaN;17.5;215.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:50:00+00:00;85.0;0.0;0.0;100827.0;101260.0;NaN;17.6;255.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 08:55:00+00:00;85.0;0.0;0.0;100827.0;101260.0;NaN;17.6;255.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 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09:20:00+00:00;85.0;0.0;0.2;100813.0;101245.0;NaN;17.8;285.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:25:00+00:00;84.0;0.0;0.2;100829.0;101261.0;NaN;17.9;275.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:30:00+00:00;84.0;0.0;0.2;100831.0;101263.0;NaN;18.0;275.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:35:00+00:00;84.0;0.0;0.2;100831.0;101263.0;NaN;18.0;275.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:40:00+00:00;85.0;0.0;0.2;100834.0;101266.0;NaN;18.0;265.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:45:00+00:00;85.0;0.0;0.2;100834.0;101266.0;NaN;18.0;265.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:50:00+00:00;83.0;0.0;0.2;100844.0;101276.0;NaN;18.2;275.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 09:55:00+00:00;83.0;0.0;0.2;100844.0;101276.0;NaN;18.2;275.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:00:00+00:00;82.0;0.0;0.2;100837.0;101268.0;NaN;18.4;275.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:05:00+00:00;82.0;0.0;0.2;100837.0;101268.0;NaN;18.4;275.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:10:00+00:00;83.0;0.0;0.2;100846.0;101277.0;NaN;18.5;275.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:15:00+00:00;81.0;0.0;0.2;100845.0;101276.0;NaN;18.5;265.0;11.3;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:20:00+00:00;81.0;0.0;0.2;100839.0;101270.0;NaN;18.5;275.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:25:00+00:00;82.0;0.0;0.2;100852.0;101283.0;NaN;18.6;275.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:30:00+00:00;82.0;0.0;0.2;100856.0;101287.0;NaN;18.7;255.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 10:35:00+00:00;82.0;0.0;0.2;100856.0;101287.0;NaN;18.7;255.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 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11:00:00+00:00;79.0;0.0;0.2;100875.0;101305.0;NaN;19.3;265.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 11:05:00+00:00;80.0;0.0;0.2;100875.0;101305.0;NaN;19.4;265.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 11:10:00+00:00;79.0;0.0;0.2;100863.0;101293.0;NaN;19.5;275.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 11:15:00+00:00;79.0;0.0;0.2;100867.0;101296.0;NaN;19.6;245.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder15;2022-09-10 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08:20:00+00:00;96.0;0.0;0.0;102103.0;102018.0;NaN;15.5;265.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 08:25:00+00:00;96.0;0.0;0.0;102105.0;102020.0;NaN;15.6;265.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 08:30:00+00:00;96.0;0.0;0.0;102112.0;102027.0;NaN;15.7;5.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 08:35:00+00:00;96.0;0.0;0.0;102115.0;102030.0;NaN;15.8;5.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 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09:40:00+00:00;95.0;0.0;0.0;102150.0;102064.0;NaN;18.2;5.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 09:45:00+00:00;94.0;0.0;0.0;102147.0;102061.0;NaN;18.3;5.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 09:50:00+00:00;94.0;0.0;0.0;102154.0;102068.0;NaN;18.4;5.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 09:55:00+00:00;93.0;0.0;0.0;102146.0;102060.0;NaN;18.5;5.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:00:00+00:00;92.0;0.0;0.0;102143.0;102057.0;NaN;18.9;5.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:05:00+00:00;90.0;0.0;0.0;102155.0;102068.0;NaN;19.2;5.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:10:00+00:00;89.0;0.0;0.0;102153.0;102066.0;NaN;19.5;5.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:15:00+00:00;87.0;0.0;0.0;102148.0;102061.0;NaN;19.8;5.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:20:00+00:00;85.0;0.0;0.0;102151.0;102064.0;NaN;20.1;5.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:25:00+00:00;83.0;0.0;0.0;102140.0;102053.0;NaN;20.3;5.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:30:00+00:00;80.0;0.0;0.0;102128.0;102041.0;NaN;20.5;5.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:35:00+00:00;78.0;0.0;0.0;102136.0;102049.0;NaN;20.8;5.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:40:00+00:00;73.0;0.0;0.0;102127.0;102040.0;NaN;20.8;5.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:45:00+00:00;74.0;0.0;0.0;102127.0;102040.0;NaN;20.9;5.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:50:00+00:00;77.0;0.0;0.0;102118.0;102031.0;NaN;21.2;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 10:55:00+00:00;76.0;0.0;0.0;102130.0;102042.0;NaN;21.6;5.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-11 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11:00:00+00:00;66.0;0.0;0.0;101560.0;101471.0;NaN;22.4;5.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:05:00+00:00;66.0;0.0;0.0;101549.0;101460.0;NaN;22.6;5.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:10:00+00:00;64.0;0.0;0.0;101556.0;101467.0;NaN;22.5;5.0;12.9;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:15:00+00:00;65.0;0.0;0.0;101558.0;101469.0;NaN;22.4;5.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:20:00+00:00;65.0;0.0;0.0;101549.0;101460.0;NaN;22.4;5.0;14.5;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:25:00+00:00;65.0;0.0;0.0;101547.0;101458.0;NaN;22.6;5.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:30:00+00:00;64.0;0.0;0.0;101546.0;101457.0;NaN;22.7;5.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 11:35:00+00:00;63.0;0.0;0.0;101538.0;101449.0;NaN;22.6;5.0;11.3;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-12 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10:00:00+00:00;76.0;0.0;0.0;101155.0;101066.0;NaN;22.9;345.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 10:05:00+00:00;77.0;0.0;0.0;101148.0;101059.0;NaN;22.7;15.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 10:10:00+00:00;77.0;0.0;0.0;101141.0;101052.0;NaN;22.7;355.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 10:15:00+00:00;77.0;0.0;0.0;101147.0;101058.0;NaN;22.7;355.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 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10:40:00+00:00;75.0;0.0;0.0;101131.0;101041.0;NaN;23.4;5.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 10:45:00+00:00;75.0;0.0;0.0;101126.0;101036.0;NaN;23.6;25.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 10:50:00+00:00;74.0;0.0;0.0;101133.0;101043.0;NaN;23.8;15.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 10:55:00+00:00;73.0;0.0;0.0;101119.0;101029.0;NaN;24.0;5.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder16;2022-09-13 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10:20:00+00:00;95.0;0.0;0.2;101196.0;102042.0;NaN;16.3;255.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:25:00+00:00;95.0;0.0;0.2;101190.0;102036.0;NaN;16.4;205.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:30:00+00:00;95.0;0.0;0.2;101172.0;102016.0;NaN;16.8;335.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:35:00+00:00;94.0;0.0;0.2;101172.0;102015.0;NaN;17.0;335.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:40:00+00:00;93.0;0.0;0.2;101175.0;102018.0;NaN;17.1;335.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:45:00+00:00;93.0;0.0;0.2;101175.0;102018.0;NaN;17.1;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:50:00+00:00;92.0;0.0;0.2;101183.0;102026.0;NaN;17.1;335.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 10:55:00+00:00;91.0;0.0;0.2;101178.0;102021.0;NaN;17.1;255.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:00:00+00:00;91.0;0.0;0.2;101178.0;102020.0;NaN;17.3;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:05:00+00:00;91.0;0.0;0.2;101183.0;102025.0;NaN;17.5;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:10:00+00:00;90.0;0.0;0.2;101189.0;102030.0;NaN;17.7;255.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:15:00+00:00;87.0;0.0;0.2;101177.0;102017.0;NaN;18.0;175.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:20:00+00:00;86.0;0.0;0.2;101172.0;102011.0;NaN;18.3;175.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:25:00+00:00;86.0;0.0;0.2;101149.0;101985.0;NaN;19.0;175.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:30:00+00:00;83.0;0.0;0.2;101158.0;101993.0;NaN;19.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:35:00+00:00;83.0;0.0;0.2;101165.0;102000.0;NaN;19.6;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:40:00+00:00;82.0;0.0;0.2;101159.0;101993.0;NaN;19.8;155.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:45:00+00:00;78.0;0.0;0.2;101180.0;102013.0;NaN;20.0;155.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:50:00+00:00;77.0;0.0;0.2;101142.0;101974.0;NaN;20.3;155.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 11:55:00+00:00;76.0;0.0;0.2;101160.0;101993.0;NaN;20.1;155.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:00:00+00:00;76.0;0.0;0.2;101148.0;101981.0;NaN;19.9;275.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:05:00+00:00;77.0;0.0;0.2;101137.0;101970.0;NaN;20.0;325.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:10:00+00:00;77.0;0.0;0.2;101147.0;101981.0;NaN;19.8;325.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:15:00+00:00;79.0;0.0;0.2;101157.0;101991.0;NaN;19.8;325.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:20:00+00:00;76.0;0.0;0.2;101139.0;101972.0;NaN;20.1;315.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:25:00+00:00;75.0;0.0;0.2;101140.0;101972.0;NaN;20.3;135.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:30:00+00:00;76.0;0.0;0.2;101143.0;101974.0;NaN;20.8;315.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:35:00+00:00;71.0;0.0;0.2;101137.0;101967.0;NaN;20.8;275.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:40:00+00:00;72.0;0.0;0.2;101143.0;101974.0;NaN;20.6;195.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:45:00+00:00;71.0;0.0;0.2;101132.0;101963.0;NaN;20.7;195.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:50:00+00:00;70.0;0.0;0.2;101124.0;101954.0;NaN;20.8;215.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 12:55:00+00:00;73.0;0.0;0.2;101128.0;101957.0;NaN;21.2;215.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:00:00+00:00;71.0;0.0;0.2;101105.0;101932.0;NaN;21.8;235.0;8.1;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:05:00+00:00;70.0;0.0;0.2;101099.0;101925.0;NaN;22.0;115.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:10:00+00:00;70.0;0.0;0.2;101092.0;101919.0;NaN;21.8;115.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:15:00+00:00;71.0;0.0;0.2;101116.0;101944.0;NaN;21.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:20:00+00:00;70.0;0.0;0.2;101106.0;101934.0;NaN;21.4;175.0;8.1;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:25:00+00:00;68.0;0.0;0.2;101105.0;101933.0;NaN;21.3;125.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:30:00+00:00;68.0;0.0;0.2;101091.0;101920.0;NaN;21.2;95.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:35:00+00:00;66.0;0.0;0.2;101087.0;101916.0;NaN;21.1;195.0;9.7;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:40:00+00:00;70.0;0.0;0.2;101080.0;101908.0;NaN;21.3;85.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:45:00+00:00;72.0;0.0;0.2;101081.0;101909.0;NaN;21.4;85.0;8.1;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:50:00+00:00;71.0;0.0;0.2;101077.0;101904.0;NaN;21.6;95.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 13:55:00+00:00;70.0;0.0;0.2;101056.0;101883.0;NaN;21.5;85.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:00:00+00:00;70.0;0.0;0.2;101057.0;101886.0;NaN;21.1;105.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:05:00+00:00;70.0;0.0;0.2;101061.0;101891.0;NaN;20.8;115.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:10:00+00:00;70.0;0.0;0.2;101068.0;101898.0;NaN;20.7;85.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:15:00+00:00;70.0;0.0;0.2;101061.0;101890.0;NaN;21.0;75.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:20:00+00:00;68.0;0.0;0.2;101047.0;101875.0;NaN;21.2;105.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:25:00+00:00;67.0;0.0;0.2;101035.0;101863.0;NaN;21.2;105.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:30:00+00:00;68.0;0.0;0.2;101050.0;101879.0;NaN;21.0;145.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:35:00+00:00;68.0;0.0;0.2;101057.0;101886.0;NaN;21.0;155.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:40:00+00:00;70.0;0.0;0.2;101040.0;101868.0;NaN;21.2;155.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:45:00+00:00;69.0;0.0;0.2;101033.0;101859.0;NaN;21.8;155.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:50:00+00:00;68.0;0.0;0.2;101038.0;101863.0;NaN;22.2;325.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 14:55:00+00:00;65.0;0.0;0.2;101047.0;101872.0;NaN;22.2;95.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder17;2022-09-11 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09:20:00+00:00;62.0;0.0;0.0;101772.0;102060.0;NaN;21.6;55.0;16.1;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:25:00+00:00;62.0;0.0;0.0;101768.0;102056.0;NaN;21.9;65.0;16.1;10.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:30:00+00:00;61.0;0.0;0.0;101765.0;102053.0;NaN;21.9;55.0;14.5;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:35:00+00:00;61.0;0.0;0.0;101766.0;102053.0;NaN;22.0;85.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:40:00+00:00;60.0;0.0;0.0;101754.0;102041.0;NaN;22.3;65.0;14.5;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:45:00+00:00;58.0;0.0;0.0;101739.0;102026.0;NaN;22.4;55.0;22.5;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:50:00+00:00;58.0;0.0;0.0;101742.0;102029.0;NaN;22.4;65.0;19.3;11.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 09:55:00+00:00;56.0;0.0;0.0;101742.0;102028.0;NaN;22.5;55.0;20.9;12.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 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10:40:00+00:00;48.0;0.0;0.0;101715.0;101999.0;NaN;23.9;75.0;19.3;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 10:45:00+00:00;47.0;0.0;0.0;101714.0;101998.0;NaN;23.9;75.0;16.1;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 10:50:00+00:00;48.0;0.0;0.0;101711.0;101995.0;NaN;24.0;55.0;22.5;12.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 10:55:00+00:00;47.0;0.0;0.0;101708.0;101992.0;NaN;23.9;95.0;16.1;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:00:00+00:00;46.0;0.0;0.0;101702.0;101986.0;NaN;23.8;55.0;17.7;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:05:00+00:00;46.0;0.0;0.0;101701.0;101985.0;NaN;23.8;75.0;16.1;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:10:00+00:00;45.0;0.0;0.0;101706.0;101990.0;NaN;23.9;75.0;20.9;11.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:15:00+00:00;45.0;0.0;0.0;101694.0;101978.0;NaN;23.9;75.0;16.1;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:20:00+00:00;44.0;0.0;0.0;101691.0;101975.0;NaN;23.9;55.0;19.3;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:25:00+00:00;45.0;0.0;0.0;101687.0;101971.0;NaN;23.9;55.0;19.3;11.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:30:00+00:00;46.0;0.0;0.0;101685.0;101969.0;NaN;24.1;65.0;19.3;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 11:35:00+00:00;45.0;0.0;0.0;101675.0;101959.0;NaN;24.2;55.0;16.1;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 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12:40:00+00:00;42.0;0.0;0.0;101639.0;101921.0;NaN;24.8;105.0;14.5;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 12:45:00+00:00;41.0;0.0;0.0;101642.0;101924.0;NaN;24.9;35.0;16.1;9.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 12:50:00+00:00;40.0;0.0;0.0;101629.0;101911.0;NaN;24.8;55.0;17.7;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 12:55:00+00:00;41.0;0.0;0.0;101631.0;101913.0;NaN;25.1;65.0;17.7;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:00:00+00:00;41.0;0.0;0.0;101622.0;101904.0;NaN;25.1;95.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:05:00+00:00;40.0;0.0;0.0;101633.0;101915.0;NaN;25.2;75.0;17.7;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:10:00+00:00;40.0;0.0;0.0;101635.0;101917.0;NaN;25.3;85.0;17.7;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:15:00+00:00;40.0;0.0;0.0;101615.0;101897.0;NaN;25.2;65.0;17.7;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:20:00+00:00;40.0;0.0;0.0;101606.0;101888.0;NaN;25.2;115.0;14.5;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:25:00+00:00;40.0;0.0;0.0;101609.0;101891.0;NaN;25.3;55.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:30:00+00:00;40.0;0.0;0.0;101609.0;101891.0;NaN;25.3;55.0;16.1;11.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:35:00+00:00;39.0;0.0;0.0;101604.0;101886.0;NaN;25.1;65.0;19.3;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:40:00+00:00;40.0;0.0;0.0;101596.0;101878.0;NaN;25.2;65.0;17.7;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:45:00+00:00;40.0;0.0;0.0;101593.0;101875.0;NaN;25.1;55.0;16.1;11.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:50:00+00:00;39.0;0.0;0.0;101579.0;101861.0;NaN;25.0;55.0;8.1;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 13:55:00+00:00;39.0;0.0;0.0;101573.0;101855.0;NaN;24.8;125.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:00:00+00:00;39.0;0.0;0.0;101574.0;101856.0;NaN;25.0;115.0;19.3;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:05:00+00:00;39.0;0.0;0.0;101567.0;101848.0;NaN;25.5;65.0;17.7;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:10:00+00:00;38.0;0.0;0.0;101558.0;101839.0;NaN;25.6;75.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:15:00+00:00;38.0;0.0;0.0;101551.0;101832.0;NaN;25.8;95.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:20:00+00:00;38.0;0.0;0.0;101559.0;101839.0;NaN;25.9;65.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:25:00+00:00;38.0;0.0;0.0;101541.0;101822.0;NaN;25.8;45.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:30:00+00:00;38.0;0.0;0.0;101542.0;101823.0;NaN;25.8;65.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:35:00+00:00;38.0;0.0;0.0;101536.0;101816.0;NaN;25.9;55.0;22.5;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:40:00+00:00;38.0;0.0;0.0;101532.0;101812.0;NaN;25.8;55.0;14.5;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:45:00+00:00;38.0;0.0;0.0;101537.0;101818.0;NaN;25.8;75.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:50:00+00:00;38.0;0.0;0.0;101529.0;101810.0;NaN;25.8;55.0;14.5;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 14:55:00+00:00;38.0;0.0;0.0;101524.0;101805.0;NaN;25.7;85.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:00:00+00:00;39.0;0.0;0.0;101515.0;101795.0;NaN;25.8;125.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:05:00+00:00;38.0;0.0;0.0;101513.0;101793.0;NaN;25.9;145.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:10:00+00:00;39.0;0.0;0.0;101512.0;101792.0;NaN;26.0;85.0;20.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:15:00+00:00;37.0;0.0;0.0;101503.0;101783.0;NaN;25.8;55.0;20.9;10.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:20:00+00:00;38.0;0.0;0.0;101498.0;101778.0;NaN;25.7;85.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:25:00+00:00;38.0;0.0;0.0;101500.0;101780.0;NaN;26.0;95.0;14.5;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:30:00+00:00;37.0;0.0;0.0;101499.0;101779.0;NaN;26.0;105.0;11.3;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:35:00+00:00;38.0;0.0;0.0;101493.0;101773.0;NaN;26.1;55.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:40:00+00:00;38.0;0.0;0.0;101497.0;101777.0;NaN;26.0;75.0;12.9;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:45:00+00:00;39.0;0.0;0.0;101484.0;101764.0;NaN;25.9;75.0;14.5;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:50:00+00:00;39.0;0.0;0.0;101474.0;101754.0;NaN;25.9;105.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 15:55:00+00:00;39.0;0.0;0.0;101481.0;101761.0;NaN;25.8;85.0;12.9;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 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16:20:00+00:00;39.0;0.0;0.0;101463.0;101743.0;NaN;25.7;85.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 16:25:00+00:00;39.0;0.0;0.0;101462.0;101742.0;NaN;25.7;65.0;8.1;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 16:30:00+00:00;40.0;0.0;0.0;101454.0;101735.0;NaN;25.5;65.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 16:35:00+00:00;39.0;0.0;0.0;101456.0;101737.0;NaN;25.4;65.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-01 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10:20:00+00:00;47.0;0.0;0.0;101180.0;101460.0;NaN;25.0;95.0;16.1;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:25:00+00:00;45.0;0.0;0.0;101173.0;101453.0;NaN;25.2;105.0;14.5;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:30:00+00:00;46.0;0.0;0.0;101169.0;101448.0;NaN;25.5;125.0;16.1;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:35:00+00:00;44.0;0.0;0.0;101158.0;101437.0;NaN;25.7;85.0;19.3;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:40:00+00:00;43.0;0.0;0.0;101155.0;101434.0;NaN;25.7;125.0;16.1;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:45:00+00:00;44.0;0.0;0.0;101146.0;101425.0;NaN;25.7;85.0;16.1;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:50:00+00:00;43.0;0.0;0.0;101137.0;101416.0;NaN;25.8;105.0;16.1;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 10:55:00+00:00;43.0;0.0;0.0;101148.0;101427.0;NaN;25.9;105.0;14.5;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:00:00+00:00;41.0;0.0;0.0;101131.0;101410.0;NaN;25.9;85.0;20.9;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:05:00+00:00;41.0;0.0;0.0;101130.0;101409.0;NaN;25.9;155.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:10:00+00:00;40.0;0.0;0.0;101126.0;101404.0;NaN;26.0;115.0;16.1;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:15:00+00:00;40.0;0.0;0.0;101122.0;101400.0;NaN;26.2;105.0;16.1;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:20:00+00:00;42.0;0.0;0.0;101113.0;101391.0;NaN;26.2;75.0;17.7;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:25:00+00:00;41.0;0.0;0.0;101119.0;101397.0;NaN;26.1;85.0;19.3;9.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:30:00+00:00;40.0;0.0;0.0;101111.0;101389.0;NaN;26.1;115.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:35:00+00:00;40.0;0.0;0.0;101110.0;101388.0;NaN;26.3;85.0;16.1;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:40:00+00:00;39.0;0.0;0.0;101088.0;101366.0;NaN;26.4;95.0;16.1;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:45:00+00:00;39.0;0.0;0.0;101092.0;101370.0;NaN;26.5;115.0;19.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:50:00+00:00;39.0;0.0;0.0;101084.0;101361.0;NaN;26.6;95.0;19.3;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 11:55:00+00:00;38.0;0.0;0.0;101081.0;101358.0;NaN;26.5;135.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:00:00+00:00;37.0;0.0;0.0;101080.0;101357.0;NaN;26.5;75.0;16.1;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:05:00+00:00;37.0;0.0;0.0;101080.0;101357.0;NaN;26.7;75.0;19.3;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:10:00+00:00;37.0;0.0;0.0;101078.0;101355.0;NaN;26.7;55.0;17.7;11.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:15:00+00:00;37.0;0.0;0.0;101068.0;101345.0;NaN;26.6;105.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:20:00+00:00;37.0;0.0;0.0;101069.0;101346.0;NaN;26.7;75.0;14.5;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:25:00+00:00;38.0;0.0;0.0;101054.0;101331.0;NaN;26.7;65.0;17.7;10.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:30:00+00:00;37.0;0.0;0.0;101045.0;101322.0;NaN;26.7;75.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:35:00+00:00;37.0;0.0;0.0;101053.0;101330.0;NaN;26.7;65.0;19.3;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:40:00+00:00;36.0;0.0;0.0;101040.0;101317.0;NaN;26.6;75.0;14.5;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:45:00+00:00;37.0;0.0;0.0;101036.0;101313.0;NaN;26.5;55.0;17.7;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:50:00+00:00;37.0;0.0;0.0;101033.0;101310.0;NaN;26.7;85.0;16.1;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 12:55:00+00:00;37.0;0.0;0.0;101038.0;101315.0;NaN;26.9;55.0;14.5;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:00:00+00:00;36.0;0.0;0.0;101032.0;101309.0;NaN;26.8;55.0;17.7;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:05:00+00:00;36.0;0.0;0.0;101021.0;101298.0;NaN;26.7;145.0;16.1;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:10:00+00:00;36.0;0.0;0.0;101017.0;101294.0;NaN;26.9;85.0;14.5;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:15:00+00:00;36.0;0.0;0.0;101016.0;101292.0;NaN;27.1;85.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:20:00+00:00;36.0;0.0;0.0;101015.0;101291.0;NaN;27.3;115.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:25:00+00:00;36.0;0.0;0.0;101009.0;101285.0;NaN;27.6;75.0;19.3;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:30:00+00:00;35.0;0.0;0.0;100991.0;101266.0;NaN;27.6;85.0;16.1;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:35:00+00:00;35.0;0.0;0.0;100997.0;101273.0;NaN;27.5;95.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:40:00+00:00;36.0;0.0;0.0;100994.0;101269.0;NaN;27.7;95.0;16.1;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:45:00+00:00;35.0;0.0;0.0;100993.0;101268.0;NaN;27.7;115.0;14.5;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:50:00+00:00;35.0;0.0;0.0;100980.0;101256.0;NaN;27.4;55.0;17.7;11.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 13:55:00+00:00;36.0;0.0;0.0;100976.0;101252.0;NaN;27.0;65.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:00:00+00:00;36.0;0.0;0.0;100977.0;101253.0;NaN;27.1;75.0;17.7;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:05:00+00:00;35.0;0.0;0.0;100958.0;101234.0;NaN;27.0;75.0;17.7;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:10:00+00:00;35.0;0.0;0.0;100954.0;101230.0;NaN;27.1;65.0;24.1;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:15:00+00:00;35.0;0.0;0.0;100946.0;101222.0;NaN;27.0;55.0;16.1;9.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:20:00+00:00;36.0;0.0;0.0;100940.0;101217.0;NaN;26.4;55.0;20.9;11.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:25:00+00:00;36.0;0.0;0.0;100940.0;101217.0;NaN;26.5;55.0;19.3;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:30:00+00:00;36.0;0.0;0.0;100931.0;101208.0;NaN;26.4;85.0;16.1;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:35:00+00:00;36.0;0.0;0.0;100929.0;101206.0;NaN;26.5;65.0;19.3;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:40:00+00:00;36.0;0.0;0.0;100920.0;101197.0;NaN;26.2;55.0;19.3;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:45:00+00:00;37.0;0.0;0.0;100914.0;101192.0;NaN;25.9;75.0;17.7;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:50:00+00:00;38.0;0.0;0.0;100916.0;101193.0;NaN;26.3;65.0;16.1;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 14:55:00+00:00;36.0;0.0;0.0;100915.0;101192.0;NaN;26.5;95.0;16.1;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-02 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18:20:00+00:00;66.0;0.0;0.0;100871.0;101155.0;NaN;21.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:25:00+00:00;67.0;0.0;0.0;100880.0;101165.0;NaN;21.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:30:00+00:00;68.0;0.0;0.0;100890.0;101175.0;NaN;20.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:35:00+00:00;69.0;0.0;0.0;100902.0;101188.0;NaN;20.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:40:00+00:00;71.0;0.0;0.0;100898.0;101184.0;NaN;20.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:45:00+00:00;73.0;0.0;0.0;100901.0;101188.0;NaN;19.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:50:00+00:00;73.0;0.0;0.0;100895.0;101182.0;NaN;19.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 18:55:00+00:00;74.0;0.0;0.0;100902.0;101190.0;NaN;19.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:00:00+00:00;75.0;0.0;0.0;100905.0;101193.0;NaN;19.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:05:00+00:00;75.0;0.0;0.0;100910.0;101198.0;NaN;18.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:10:00+00:00;76.0;0.0;0.0;100911.0;101200.0;NaN;18.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:15:00+00:00;76.0;0.0;0.0;100928.0;101217.0;NaN;18.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:20:00+00:00;77.0;0.0;0.0;100929.0;101219.0;NaN;18.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:25:00+00:00;78.0;0.0;0.0;100935.0;101225.0;NaN;17.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:30:00+00:00;78.0;0.0;0.0;100942.0;101232.0;NaN;17.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:35:00+00:00;79.0;0.0;0.0;100940.0;101231.0;NaN;17.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:40:00+00:00;79.0;0.0;0.0;100939.0;101230.0;NaN;17.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:45:00+00:00;79.0;0.0;0.0;100952.0;101243.0;NaN;17.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:50:00+00:00;80.0;0.0;0.0;100965.0;101256.0;NaN;17.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 19:55:00+00:00;81.0;0.0;0.0;100967.0;101259.0;NaN;17.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:00:00+00:00;82.0;0.0;0.0;100976.0;101268.0;NaN;17.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:05:00+00:00;82.0;0.0;0.0;100969.0;101261.0;NaN;17.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:10:00+00:00;83.0;0.0;0.0;100982.0;101274.0;NaN;17.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:15:00+00:00;83.0;0.0;0.0;100981.0;101272.0;NaN;17.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:20:00+00:00;83.0;0.0;0.0;100992.0;101283.0;NaN;17.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:25:00+00:00;83.0;0.0;0.0;100989.0;101280.0;NaN;17.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:30:00+00:00;83.0;0.0;0.0;100995.0;101286.0;NaN;17.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:35:00+00:00;83.0;0.0;0.0;100991.0;101282.0;NaN;17.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:40:00+00:00;83.0;0.0;0.0;100993.0;101284.0;NaN;17.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:45:00+00:00;83.0;0.0;0.0;101002.0;101294.0;NaN;17.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:50:00+00:00;83.0;0.0;0.0;100997.0;101289.0;NaN;17.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 20:55:00+00:00;84.0;0.0;0.0;101003.0;101295.0;NaN;16.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 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21:20:00+00:00;85.0;0.0;0.0;101039.0;101332.0;NaN;16.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:25:00+00:00;86.0;0.0;0.0;101039.0;101332.0;NaN;16.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:30:00+00:00;87.0;0.0;0.0;101040.0;101332.0;NaN;16.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:35:00+00:00;86.0;0.0;0.0;101047.0;101339.0;NaN;16.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:40:00+00:00;86.0;0.0;0.0;101048.0;101340.0;NaN;16.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:45:00+00:00;86.0;0.0;0.0;101053.0;101346.0;NaN;16.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:50:00+00:00;86.0;0.0;0.0;101051.0;101344.0;NaN;16.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 21:55:00+00:00;86.0;0.0;0.0;101055.0;101348.0;NaN;16.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:00:00+00:00;86.0;0.0;0.0;101061.0;101354.0;NaN;16.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:05:00+00:00;86.0;0.0;0.0;101059.0;101353.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:10:00+00:00;87.0;0.0;0.0;101061.0;101355.0;NaN;15.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:15:00+00:00;87.0;0.0;0.0;101061.0;101355.0;NaN;15.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:20:00+00:00;88.0;0.0;0.0;101068.0;101362.0;NaN;15.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:25:00+00:00;88.0;0.0;0.0;101068.0;101362.0;NaN;15.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:30:00+00:00;88.0;0.0;0.0;101080.0;101375.0;NaN;15.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:35:00+00:00;88.0;0.0;0.0;101073.0;101368.0;NaN;15.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:40:00+00:00;89.0;0.0;0.0;101075.0;101370.0;NaN;15.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:45:00+00:00;89.0;0.0;0.0;101080.0;101375.0;NaN;15.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:50:00+00:00;89.0;0.0;0.0;101087.0;101382.0;NaN;15.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 22:55:00+00:00;89.0;0.0;0.0;101087.0;101382.0;NaN;15.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:00:00+00:00;89.0;0.0;0.0;101097.0;101392.0;NaN;15.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:05:00+00:00;89.0;0.0;0.0;101095.0;101391.0;NaN;14.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:10:00+00:00;90.0;0.0;0.0;101098.0;101394.0;NaN;15.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:15:00+00:00;90.0;0.0;0.0;101086.0;101381.0;NaN;15.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:20:00+00:00;90.0;0.0;0.0;101094.0;101389.0;NaN;15.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:25:00+00:00;90.0;0.0;0.0;101080.0;101376.0;NaN;14.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:30:00+00:00;90.0;0.0;0.0;101094.0;101390.0;NaN;14.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:35:00+00:00;90.0;0.0;0.0;101101.0;101397.0;NaN;14.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:40:00+00:00;90.0;0.0;0.0;101100.0;101397.0;NaN;14.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:45:00+00:00;90.0;0.0;0.0;101108.0;101405.0;NaN;14.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:50:00+00:00;91.0;0.0;0.0;101097.0;101394.0;NaN;14.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-03 23:55:00+00:00;91.0;0.0;0.0;101100.0;101397.0;NaN;14.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:00:00+00:00;91.0;0.0;0.0;101105.0;101402.0;NaN;14.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:05:00+00:00;91.0;0.0;0.0;101112.0;101409.0;NaN;14.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:10:00+00:00;90.0;0.0;0.0;101114.0;101411.0;NaN;13.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:15:00+00:00;90.0;0.0;0.0;101120.0;101418.0;NaN;13.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:20:00+00:00;91.0;0.0;0.0;101128.0;101426.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:25:00+00:00;91.0;0.0;0.0;101138.0;101436.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:30:00+00:00;91.0;0.0;0.0;101143.0;101441.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:35:00+00:00;91.0;0.0;0.0;101146.0;101444.0;NaN;13.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:40:00+00:00;91.0;0.0;0.0;101143.0;101442.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:45:00+00:00;91.0;0.0;0.0;101153.0;101452.0;NaN;13.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:50:00+00:00;91.0;0.0;0.0;101144.0;101443.0;NaN;13.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 00:55:00+00:00;91.0;0.0;0.0;101144.0;101443.0;NaN;12.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:00:00+00:00;92.0;0.0;0.0;101154.0;101453.0;NaN;13.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:05:00+00:00;93.0;0.0;0.0;101155.0;101454.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:10:00+00:00;93.0;0.0;0.0;101160.0;101458.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:15:00+00:00;93.0;0.0;0.0;101159.0;101457.0;NaN;13.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:20:00+00:00;93.0;0.0;0.0;101167.0;101465.0;NaN;13.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:25:00+00:00;93.0;0.0;0.0;101168.0;101466.0;NaN;13.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:30:00+00:00;93.0;0.0;0.0;101184.0;101482.0;NaN;13.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:35:00+00:00;93.0;0.0;0.0;101178.0;101476.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:40:00+00:00;93.0;0.0;0.0;101183.0;101481.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:45:00+00:00;93.0;0.0;0.0;101190.0;101488.0;NaN;13.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:50:00+00:00;93.0;0.0;0.0;101195.0;101493.0;NaN;13.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 01:55:00+00:00;93.0;0.0;0.0;101197.0;101496.0;NaN;13.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:00:00+00:00;93.0;0.0;0.0;101203.0;101502.0;NaN;13.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:05:00+00:00;94.0;0.0;0.0;101205.0;101504.0;NaN;13.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:10:00+00:00;94.0;0.0;0.0;101215.0;101514.0;NaN;13.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:15:00+00:00;93.0;0.0;0.0;101219.0;101518.0;NaN;13.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:20:00+00:00;93.0;0.0;0.0;101219.0;101518.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:25:00+00:00;93.0;0.0;0.0;101222.0;101521.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:30:00+00:00;93.0;0.0;0.0;101220.0;101519.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:35:00+00:00;93.0;0.0;0.0;101227.0;101526.0;NaN;13.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:40:00+00:00;94.0;0.0;0.0;101227.0;101526.0;NaN;13.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:45:00+00:00;94.0;0.0;0.0;101237.0;101536.0;NaN;13.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:50:00+00:00;94.0;0.0;0.0;101229.0;101528.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 02:55:00+00:00;94.0;0.0;0.0;101234.0;101533.0;NaN;13.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:00:00+00:00;93.0;0.0;0.0;101236.0;101535.0;NaN;13.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:05:00+00:00;93.0;0.0;0.0;101234.0;101534.0;NaN;12.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:10:00+00:00;93.0;0.0;0.0;101236.0;101536.0;NaN;12.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:15:00+00:00;94.0;0.0;0.0;101242.0;101542.0;NaN;12.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:20:00+00:00;94.0;0.0;0.0;101242.0;101542.0;NaN;12.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:25:00+00:00;94.0;0.0;0.0;101249.0;101549.0;NaN;12.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:30:00+00:00;94.0;0.0;0.0;101247.0;101547.0;NaN;12.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:35:00+00:00;94.0;0.0;0.0;101244.0;101544.0;NaN;12.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:40:00+00:00;94.0;0.0;0.0;101254.0;101554.0;NaN;12.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:45:00+00:00;94.0;0.0;0.0;101250.0;101550.0;NaN;12.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:50:00+00:00;94.0;0.0;0.0;101251.0;101552.0;NaN;12.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 03:55:00+00:00;94.0;0.0;0.0;101261.0;101562.0;NaN;12.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 04:00:00+00:00;94.0;0.0;0.0;101277.0;101578.0;NaN;12.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 04:05:00+00:00;94.0;0.0;0.0;101273.0;101574.0;NaN;12.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 04:10:00+00:00;94.0;0.0;0.0;101284.0;101585.0;NaN;12.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 04:15:00+00:00;94.0;0.0;0.0;101289.0;101590.0;NaN;11.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-04 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07:40:00+00:00;69.0;0.0;0.0;101693.0;101981.0;NaN;21.1;105.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 07:45:00+00:00;67.0;0.0;0.0;101692.0;101980.0;NaN;21.5;165.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 07:50:00+00:00;65.0;0.0;0.0;101693.0;101980.0;NaN;21.8;105.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 07:55:00+00:00;64.0;0.0;0.0;101699.0;101986.0;NaN;22.1;105.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 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08:40:00+00:00;55.0;0.0;0.0;101703.0;101985.0;NaN;25.0;115.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 08:45:00+00:00;54.0;0.0;0.0;101701.0;101983.0;NaN;25.3;145.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 08:50:00+00:00;54.0;0.0;0.0;101697.0;101979.0;NaN;25.4;125.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 08:55:00+00:00;53.0;0.0;0.0;101697.0;101978.0;NaN;25.7;175.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 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09:40:00+00:00;47.0;0.0;0.0;101679.0;101957.0;NaN;27.8;175.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 09:45:00+00:00;48.0;0.0;0.0;101663.0;101942.0;NaN;27.5;65.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 09:50:00+00:00;49.0;0.0;0.0;101673.0;101952.0;NaN;27.3;95.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 09:55:00+00:00;48.0;0.0;0.0;101662.0;101940.0;NaN;27.5;105.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:00:00+00:00;46.0;0.0;0.0;101669.0;101947.0;NaN;28.0;95.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:05:00+00:00;45.0;0.0;0.0;101668.0;101945.0;NaN;28.3;65.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:10:00+00:00;43.0;0.0;0.0;101664.0;101941.0;NaN;28.6;155.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:15:00+00:00;42.0;0.0;0.0;101656.0;101933.0;NaN;28.8;185.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:20:00+00:00;41.0;0.0;0.0;101652.0;101928.0;NaN;29.0;45.0;14.5;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:25:00+00:00;41.0;0.0;0.0;101653.0;101929.0;NaN;29.1;155.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:30:00+00:00;39.0;0.0;0.0;101647.0;101923.0;NaN;29.4;175.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:35:00+00:00;37.0;0.0;0.0;101654.0;101929.0;NaN;29.6;185.0;12.9;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:40:00+00:00;36.0;0.0;0.0;101640.0;101915.0;NaN;29.6;205.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:45:00+00:00;37.0;0.0;0.0;101634.0;101909.0;NaN;29.5;195.0;9.7;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:50:00+00:00;37.0;0.0;0.0;101634.0;101909.0;NaN;29.5;175.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 10:55:00+00:00;37.0;0.0;0.0;101628.0;101903.0;NaN;29.6;85.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:00:00+00:00;38.0;0.0;0.0;101615.0;101890.0;NaN;29.6;145.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:05:00+00:00;37.0;0.0;0.0;101604.0;101879.0;NaN;29.8;165.0;11.3;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:10:00+00:00;37.0;0.0;0.0;101608.0;101883.0;NaN;29.9;265.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:15:00+00:00;37.0;0.0;0.0;101604.0;101879.0;NaN;30.0;145.0;12.9;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:20:00+00:00;37.0;0.0;0.0;101605.0;101879.0;NaN;30.1;165.0;9.7;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:25:00+00:00;37.0;0.0;0.0;101592.0;101866.0;NaN;30.1;165.0;12.9;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:30:00+00:00;37.0;0.0;0.0;101591.0;101865.0;NaN;30.2;235.0;9.7;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 11:35:00+00:00;37.0;0.0;0.0;101576.0;101850.0;NaN;30.4;235.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-05 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10:20:00+00:00;64.0;0.0;2.0;101261.0;101541.0;NaN;25.6;245.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:25:00+00:00;64.0;0.0;2.0;101247.0;101526.0;NaN;25.7;225.0;12.9;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:30:00+00:00;63.0;0.0;2.0;101248.0;101527.0;NaN;25.9;245.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:35:00+00:00;63.0;0.0;2.0;101247.0;101526.0;NaN;26.1;235.0;14.5;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:40:00+00:00;62.0;0.0;2.0;101249.0;101528.0;NaN;26.2;245.0;14.5;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:45:00+00:00;61.0;0.0;2.0;101238.0;101516.0;NaN;26.3;205.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:50:00+00:00;60.0;0.0;2.0;101240.0;101518.0;NaN;26.4;255.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 10:55:00+00:00;61.0;0.0;2.0;101229.0;101507.0;NaN;26.4;225.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:00:00+00:00;60.0;0.0;2.0;101235.0;101513.0;NaN;26.5;265.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:05:00+00:00;60.0;0.0;2.0;101229.0;101507.0;NaN;26.9;295.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:10:00+00:00;57.0;0.0;2.0;101236.0;101513.0;NaN;27.0;245.0;14.5;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:15:00+00:00;56.0;0.0;2.0;101242.0;101519.0;NaN;27.1;225.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:20:00+00:00;55.0;0.0;2.0;101240.0;101517.0;NaN;27.1;245.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:25:00+00:00;57.0;0.0;2.0;101243.0;101520.0;NaN;27.4;225.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:30:00+00:00;53.0;0.0;2.0;101245.0;101522.0;NaN;27.5;255.0;11.3;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:35:00+00:00;52.0;0.0;2.0;101240.0;101517.0;NaN;27.6;255.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:40:00+00:00;50.0;0.0;2.0;101252.0;101528.0;NaN;27.7;265.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:45:00+00:00;50.0;0.0;2.0;101249.0;101525.0;NaN;27.8;285.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:50:00+00:00;49.0;0.0;2.0;101250.0;101526.0;NaN;27.9;275.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 11:55:00+00:00;51.0;0.0;2.0;101257.0;101533.0;NaN;27.8;255.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:00:00+00:00;51.0;0.0;2.0;101246.0;101522.0;NaN;27.8;335.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:05:00+00:00;51.0;0.0;2.0;101242.0;101518.0;NaN;27.9;235.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:10:00+00:00;50.0;0.0;2.0;101252.0;101528.0;NaN;28.3;225.0;14.5;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:15:00+00:00;48.0;0.0;2.0;101240.0;101516.0;NaN;28.3;255.0;12.9;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:20:00+00:00;48.0;0.0;2.0;101230.0;101506.0;NaN;28.2;275.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:25:00+00:00;49.0;0.0;2.0;101236.0;101511.0;NaN;28.3;255.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:30:00+00:00;48.0;0.0;2.0;101233.0;101508.0;NaN;28.6;265.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:35:00+00:00;47.0;0.0;2.0;101235.0;101510.0;NaN;28.7;275.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:40:00+00:00;48.0;0.0;2.0;101220.0;101495.0;NaN;28.7;245.0;14.5;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:45:00+00:00;47.0;0.0;2.0;101221.0;101496.0;NaN;28.7;225.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:50:00+00:00;47.0;0.0;2.0;101219.0;101494.0;NaN;28.8;245.0;14.5;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 12:55:00+00:00;45.0;0.0;2.0;101211.0;101486.0;NaN;28.8;265.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:00:00+00:00;45.0;0.0;2.0;101201.0;101475.0;NaN;29.0;265.0;12.9;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:05:00+00:00;45.0;0.0;2.0;101196.0;101470.0;NaN;28.9;315.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:10:00+00:00;45.0;0.0;2.0;101180.0;101455.0;NaN;28.7;315.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:15:00+00:00;46.0;0.0;2.0;101178.0;101453.0;NaN;28.6;315.0;9.7;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:20:00+00:00;45.0;0.0;2.0;101173.0;101447.0;NaN;28.9;215.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:25:00+00:00;45.0;0.0;2.0;101171.0;101445.0;NaN;29.0;255.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:30:00+00:00;45.0;0.0;2.0;101166.0;101440.0;NaN;29.2;235.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:35:00+00:00;45.0;0.0;2.0;101164.0;101438.0;NaN;29.3;235.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:40:00+00:00;45.0;0.0;2.0;101148.0;101422.0;NaN;29.3;235.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:45:00+00:00;45.0;0.0;2.0;101139.0;101412.0;NaN;29.4;235.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:50:00+00:00;45.0;0.0;2.0;101134.0;101407.0;NaN;29.3;145.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 13:55:00+00:00;44.0;0.0;2.0;101131.0;101404.0;NaN;29.3;345.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:00:00+00:00;43.0;0.0;2.0;101132.0;101405.0;NaN;29.5;255.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:05:00+00:00;43.0;0.0;2.0;101117.0;101390.0;NaN;29.6;255.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:10:00+00:00;43.0;0.0;2.0;101112.0;101385.0;NaN;29.7;345.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:15:00+00:00;43.0;0.0;2.0;101107.0;101380.0;NaN;29.8;325.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:20:00+00:00;41.0;0.0;2.0;101104.0;101376.0;NaN;30.0;255.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:25:00+00:00;42.0;0.0;2.0;101092.0;101365.0;NaN;29.8;325.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:30:00+00:00;42.0;0.0;2.0;101096.0;101368.0;NaN;29.9;235.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:35:00+00:00;41.0;0.0;2.0;101102.0;101374.0;NaN;30.0;235.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:40:00+00:00;41.0;0.0;2.0;101108.0;101381.0;NaN;29.9;355.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:45:00+00:00;41.0;0.0;2.0;101108.0;101381.0;NaN;29.8;315.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:50:00+00:00;41.0;0.0;2.0;101112.0;101385.0;NaN;29.6;315.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 14:55:00+00:00;41.0;0.0;2.0;101107.0;101380.0;NaN;29.7;315.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 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15:20:00+00:00;41.0;0.0;2.0;101094.0;101366.0;NaN;30.3;5.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:25:00+00:00;42.0;0.0;2.0;101089.0;101361.0;NaN;30.1;145.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:30:00+00:00;42.0;0.0;2.0;101073.0;101345.0;NaN;29.9;65.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:35:00+00:00;42.0;0.0;2.0;101069.0;101342.0;NaN;29.7;85.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:40:00+00:00;42.0;0.0;2.0;101068.0;101341.0;NaN;29.4;35.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:45:00+00:00;43.0;0.0;2.0;101067.0;101341.0;NaN;29.0;35.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:50:00+00:00;44.0;0.0;2.0;101062.0;101336.0;NaN;28.8;35.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 15:55:00+00:00;43.0;0.0;2.0;101053.0;101327.0;NaN;29.0;35.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:00:00+00:00;42.0;0.0;2.0;101051.0;101324.0;NaN;29.1;35.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:05:00+00:00;43.0;0.0;2.0;101042.0;101316.0;NaN;29.0;35.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:10:00+00:00;44.0;0.0;2.0;101036.0;101310.0;NaN;29.0;45.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:15:00+00:00;44.0;0.0;2.0;101020.0;101294.0;NaN;28.8;45.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:20:00+00:00;43.0;0.0;2.0;101016.0;101290.0;NaN;28.7;55.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:25:00+00:00;45.0;0.0;2.0;101005.0;101279.0;NaN;28.5;35.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:30:00+00:00;45.0;0.0;2.0;100989.0;101263.0;NaN;28.4;45.0;9.7;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:35:00+00:00;45.0;0.0;2.0;100983.0;101257.0;NaN;28.3;45.0;8.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:40:00+00:00;45.0;0.0;2.0;100990.0;101264.0;NaN;28.2;25.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:45:00+00:00;45.0;0.0;2.0;100989.0;101264.0;NaN;28.0;25.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:50:00+00:00;47.0;0.0;2.0;100989.0;101264.0;NaN;27.7;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 16:55:00+00:00;49.0;0.0;2.0;101000.0;101276.0;NaN;27.6;25.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:00:00+00:00;50.0;0.0;2.0;101000.0;101276.0;NaN;27.4;25.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:05:00+00:00;51.0;0.0;2.0;100993.0;101269.0;NaN;27.2;25.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:10:00+00:00;52.0;0.0;2.0;101002.0;101278.0;NaN;27.0;25.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:15:00+00:00;53.0;0.0;2.0;100996.0;101273.0;NaN;26.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:20:00+00:00;54.0;0.0;2.0;100997.0;101274.0;NaN;26.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:25:00+00:00;55.0;0.0;2.0;100995.0;101272.0;NaN;26.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:30:00+00:00;57.0;0.0;2.0;100995.0;101272.0;NaN;26.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 17:35:00+00:00;59.0;0.0;2.0;100995.0;101272.0;NaN;26.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 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18:00:00+00:00;65.0;0.0;2.0;100974.0;101253.0;NaN;25.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:05:00+00:00;64.0;0.0;2.0;100969.0;101249.0;NaN;24.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:10:00+00:00;65.0;0.0;2.0;100961.0;101241.0;NaN;24.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:15:00+00:00;66.0;0.0;2.0;100966.0;101247.0;NaN;24.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:20:00+00:00;69.0;0.0;2.0;100968.0;101249.0;NaN;23.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:25:00+00:00;71.0;0.0;2.0;100969.0;101251.0;NaN;23.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:30:00+00:00;72.0;0.0;2.0;100966.0;101248.0;NaN;22.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:35:00+00:00;72.0;0.0;2.0;100961.0;101244.0;NaN;22.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:40:00+00:00;73.0;0.0;2.0;100962.0;101245.0;NaN;22.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:45:00+00:00;75.0;0.0;2.0;100962.0;101245.0;NaN;22.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:50:00+00:00;77.0;0.0;2.0;100955.0;101238.0;NaN;22.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 18:55:00+00:00;77.0;0.0;2.0;100942.0;101225.0;NaN;22.2;25.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 19:00:00+00:00;76.0;0.0;2.0;100949.0;101233.0;NaN;21.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 19:05:00+00:00;74.0;0.0;2.0;100952.0;101236.0;NaN;21.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 19:10:00+00:00;72.0;0.0;2.0;100955.0;101239.0;NaN;21.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 19:15:00+00:00;73.0;0.0;2.0;100969.0;101253.0;NaN;22.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-06 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02:20:00+00:00;96.0;0.0;0.0;101532.0;101831.0;NaN;13.9;275.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:25:00+00:00;96.0;0.0;0.0;101525.0;101824.0;NaN;13.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:30:00+00:00;96.0;0.0;0.0;101533.0;101833.0;NaN;13.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:35:00+00:00;96.0;0.0;0.0;101535.0;101835.0;NaN;13.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:40:00+00:00;96.0;0.0;0.0;101528.0;101828.0;NaN;13.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:45:00+00:00;96.0;0.0;0.0;101526.0;101826.0;NaN;13.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:50:00+00:00;96.0;0.0;0.0;101541.0;101841.0;NaN;13.7;275.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 02:55:00+00:00;96.0;0.0;0.0;101541.0;101841.0;NaN;13.7;275.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:00:00+00:00;96.0;0.0;0.0;101540.0;101840.0;NaN;13.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:05:00+00:00;96.0;0.0;0.0;101545.0;101845.0;NaN;13.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:10:00+00:00;96.0;0.0;0.0;101550.0;101850.0;NaN;13.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:15:00+00:00;96.0;0.0;0.0;101557.0;101857.0;NaN;13.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:20:00+00:00;96.0;0.0;0.0;101555.0;101855.0;NaN;13.2;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:25:00+00:00;96.0;0.0;0.0;101560.0;101861.0;NaN;13.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:30:00+00:00;96.0;0.0;0.0;101556.0;101857.0;NaN;13.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:35:00+00:00;96.0;0.0;0.0;101553.0;101854.0;NaN;13.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:40:00+00:00;96.0;0.0;0.0;101552.0;101853.0;NaN;13.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:45:00+00:00;96.0;0.0;0.0;101555.0;101855.0;NaN;13.2;275.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:50:00+00:00;96.0;0.0;0.0;101556.0;101856.0;NaN;13.3;275.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 03:55:00+00:00;96.0;0.0;0.0;101559.0;101859.0;NaN;13.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:00:00+00:00;96.0;0.0;0.0;101559.0;101859.0;NaN;13.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:05:00+00:00;96.0;0.0;0.0;101557.0;101857.0;NaN;13.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:10:00+00:00;96.0;0.0;0.0;101553.0;101853.0;NaN;13.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:15:00+00:00;96.0;0.0;0.0;101551.0;101851.0;NaN;13.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:20:00+00:00;96.0;0.0;0.0;101553.0;101853.0;NaN;13.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:25:00+00:00;96.0;0.0;0.0;101547.0;101848.0;NaN;13.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:30:00+00:00;96.0;0.0;0.0;101539.0;101840.0;NaN;12.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:35:00+00:00;96.0;0.0;0.0;101548.0;101849.0;NaN;12.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:40:00+00:00;96.0;0.0;0.0;101558.0;101860.0;NaN;12.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:45:00+00:00;96.0;0.0;0.0;101560.0;101862.0;NaN;12.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:50:00+00:00;96.0;0.0;0.0;101558.0;101860.0;NaN;12.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 04:55:00+00:00;96.0;0.0;0.0;101566.0;101868.0;NaN;12.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:00:00+00:00;96.0;0.0;0.0;101568.0;101870.0;NaN;12.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:05:00+00:00;96.0;0.0;0.0;101568.0;101870.0;NaN;12.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:10:00+00:00;96.0;0.0;0.0;101573.0;101875.0;NaN;12.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:15:00+00:00;96.0;0.0;0.0;101582.0;101884.0;NaN;12.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:20:00+00:00;97.0;0.0;0.0;101592.0;101894.0;NaN;12.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:25:00+00:00;97.0;0.0;0.0;101604.0;101906.0;NaN;12.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:30:00+00:00;97.0;0.0;0.0;101599.0;101901.0;NaN;12.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:35:00+00:00;97.0;0.0;0.0;101615.0;101917.0;NaN;12.6;275.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:40:00+00:00;97.0;0.0;0.0;101622.0;101924.0;NaN;12.6;275.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:45:00+00:00;97.0;0.0;0.0;101638.0;101940.0;NaN;12.7;265.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:50:00+00:00;97.0;0.0;0.0;101643.0;101945.0;NaN;12.7;265.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 05:55:00+00:00;97.0;0.0;0.0;101655.0;101957.0;NaN;12.7;265.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:00:00+00:00;97.0;0.0;0.0;101660.0;101962.0;NaN;12.7;265.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:05:00+00:00;97.0;0.0;0.0;101658.0;101960.0;NaN;12.7;265.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:10:00+00:00;97.0;0.0;0.0;101675.0;101977.0;NaN;12.7;265.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:15:00+00:00;97.0;0.0;0.0;101676.0;101978.0;NaN;12.7;255.0;8.1;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:20:00+00:00;97.0;0.0;0.0;101677.0;101979.0;NaN;12.7;265.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:25:00+00:00;97.0;0.0;0.0;101681.0;101983.0;NaN;12.8;265.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:30:00+00:00;97.0;0.0;0.0;101690.0;101992.0;NaN;12.9;265.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:35:00+00:00;97.0;0.0;0.0;101693.0;101995.0;NaN;12.9;265.0;8.1;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:40:00+00:00;97.0;0.0;0.0;101689.0;101991.0;NaN;12.9;265.0;6.4;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:45:00+00:00;97.0;0.0;0.0;101697.0;101999.0;NaN;12.9;265.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:50:00+00:00;97.0;0.0;0.0;101695.0;101996.0;NaN;13.0;265.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 06:55:00+00:00;97.0;0.0;0.0;101694.0;101995.0;NaN;13.0;265.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 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07:20:00+00:00;97.0;0.0;0.0;101694.0;101995.0;NaN;13.4;265.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:25:00+00:00;97.0;0.0;0.0;101698.0;101999.0;NaN;13.5;265.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:30:00+00:00;97.0;0.0;0.0;101705.0;102006.0;NaN;13.5;265.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:35:00+00:00;97.0;0.0;0.0;101709.0;102010.0;NaN;13.6;265.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:40:00+00:00;97.0;0.0;0.0;101711.0;102011.0;NaN;13.7;265.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:45:00+00:00;97.0;0.0;0.0;101704.0;102004.0;NaN;13.8;265.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:50:00+00:00;97.0;0.0;0.0;101699.0;101999.0;NaN;13.8;265.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 07:55:00+00:00;97.0;0.0;0.0;101707.0;102007.0;NaN;14.0;265.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:00:00+00:00;97.0;0.0;0.0;101709.0;102009.0;NaN;14.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:05:00+00:00;98.0;0.0;0.0;101715.0;102014.0;NaN;14.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:10:00+00:00;98.0;0.0;0.0;101722.0;102021.0;NaN;14.5;265.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:15:00+00:00;97.0;0.0;0.0;101725.0;102024.0;NaN;14.5;265.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:20:00+00:00;97.0;0.0;0.0;101724.0;102023.0;NaN;14.6;265.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:25:00+00:00;98.0;0.0;0.0;101728.0;102027.0;NaN;14.7;265.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:30:00+00:00;98.0;0.0;0.0;101728.0;102026.0;NaN;14.9;265.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:35:00+00:00;98.0;0.0;0.0;101732.0;102030.0;NaN;15.1;265.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:40:00+00:00;98.0;0.0;0.0;101730.0;102028.0;NaN;15.2;265.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:45:00+00:00;98.0;0.0;0.0;101737.0;102035.0;NaN;15.3;265.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:50:00+00:00;98.0;0.0;0.0;101745.0;102042.0;NaN;15.6;265.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 08:55:00+00:00;98.0;0.0;0.0;101747.0;102044.0;NaN;15.7;265.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:00:00+00:00;98.0;0.0;0.0;101747.0;102044.0;NaN;15.6;265.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:05:00+00:00;98.0;0.0;0.0;101748.0;102045.0;NaN;15.7;265.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:10:00+00:00;98.0;0.0;0.0;101751.0;102048.0;NaN;15.7;265.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:15:00+00:00;97.0;0.0;0.0;101749.0;102047.0;NaN;15.6;265.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:20:00+00:00;97.0;0.0;0.0;101759.0;102057.0;NaN;15.5;275.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:25:00+00:00;98.0;0.0;0.0;101772.0;102069.0;NaN;15.7;255.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:30:00+00:00;98.0;0.0;0.0;101771.0;102068.0;NaN;15.7;255.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:35:00+00:00;97.0;0.0;0.0;101764.0;102061.0;NaN;15.7;255.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:40:00+00:00;97.0;0.0;0.0;101761.0;102058.0;NaN;15.8;255.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:45:00+00:00;97.0;0.0;0.0;101766.0;102063.0;NaN;15.9;265.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:50:00+00:00;97.0;0.0;0.0;101774.0;102071.0;NaN;16.0;265.0;8.1;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 09:55:00+00:00;97.0;0.0;0.0;101770.0;102067.0;NaN;16.0;265.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:00:00+00:00;97.0;0.0;0.0;101769.0;102066.0;NaN;16.1;265.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:05:00+00:00;97.0;0.0;0.0;101778.0;102075.0;NaN;16.1;265.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:10:00+00:00;97.0;0.0;0.0;101783.0;102080.0;NaN;16.1;265.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:15:00+00:00;96.0;0.0;0.0;101776.0;102073.0;NaN;16.1;265.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:20:00+00:00;96.0;0.0;0.0;101781.0;102078.0;NaN;16.2;265.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:25:00+00:00;95.0;0.0;0.0;101785.0;102081.0;NaN;16.4;285.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:30:00+00:00;95.0;0.0;0.0;101781.0;102077.0;NaN;16.6;315.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:35:00+00:00;94.0;0.0;0.0;101786.0;102082.0;NaN;16.8;325.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:40:00+00:00;93.0;0.0;0.0;101787.0;102082.0;NaN;17.0;315.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:45:00+00:00;92.0;0.0;0.0;101788.0;102083.0;NaN;17.1;315.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:50:00+00:00;91.0;0.0;0.0;101786.0;102081.0;NaN;17.2;315.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 10:55:00+00:00;89.0;0.0;0.0;101793.0;102088.0;NaN;17.2;305.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:00:00+00:00;89.0;0.0;0.0;101788.0;102083.0;NaN;17.3;305.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:05:00+00:00;88.0;0.0;0.0;101779.0;102073.0;NaN;17.6;305.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:10:00+00:00;86.0;0.0;0.0;101781.0;102075.0;NaN;17.8;265.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:15:00+00:00;84.0;0.0;0.0;101781.0;102075.0;NaN;18.0;285.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:20:00+00:00;84.0;0.0;0.0;101779.0;102072.0;NaN;18.3;285.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:25:00+00:00;83.0;0.0;0.0;101776.0;102069.0;NaN;18.6;265.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:30:00+00:00;81.0;0.0;0.0;101773.0;102065.0;NaN;18.9;265.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 11:35:00+00:00;79.0;0.0;0.0;101778.0;102070.0;NaN;19.1;265.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 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13:00:00+00:00;75.0;0.0;0.0;101719.0;102009.0;NaN;20.2;35.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:05:00+00:00;74.0;0.0;0.0;101723.0;102013.0;NaN;20.4;35.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:10:00+00:00;73.0;0.0;0.0;101720.0;102009.0;NaN;20.7;55.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:15:00+00:00;73.0;0.0;0.0;101711.0;102000.0;NaN;20.7;45.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:20:00+00:00;73.0;0.0;0.0;101717.0;102006.0;NaN;20.7;5.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:25:00+00:00;73.0;0.0;0.0;101702.0;101992.0;NaN;20.3;5.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:30:00+00:00;74.0;0.0;0.0;101717.0;102007.0;NaN;20.1;5.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:35:00+00:00;74.0;0.0;0.0;101702.0;101991.0;NaN;20.5;45.0;11.3;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:40:00+00:00;72.0;0.0;0.0;101707.0;101996.0;NaN;20.7;55.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:45:00+00:00;70.0;0.0;0.0;101690.0;101979.0;NaN;20.6;55.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:50:00+00:00;69.0;0.0;0.0;101682.0;101971.0;NaN;20.6;45.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 13:55:00+00:00;69.0;0.0;0.0;101675.0;101964.0;NaN;20.8;95.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:00:00+00:00;67.0;0.0;0.0;101662.0;101950.0;NaN;21.1;45.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:05:00+00:00;67.0;0.0;0.0;101666.0;101954.0;NaN;21.3;335.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:10:00+00:00;66.0;0.0;0.0;101664.0;101952.0;NaN;21.6;85.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:15:00+00:00;65.0;0.0;0.0;101665.0;101952.0;NaN;21.9;165.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:20:00+00:00;65.0;0.0;0.0;101671.0;101958.0;NaN;22.1;75.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:25:00+00:00;66.0;0.0;0.0;101660.0;101947.0;NaN;22.0;55.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:30:00+00:00;66.0;0.0;0.0;101655.0;101942.0;NaN;21.6;55.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:35:00+00:00;66.0;0.0;0.0;101648.0;101936.0;NaN;21.4;55.0;11.3;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:40:00+00:00;64.0;0.0;0.0;101651.0;101939.0;NaN;21.2;65.0;9.7;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:45:00+00:00;64.0;0.0;0.0;101650.0;101938.0;NaN;21.0;85.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:50:00+00:00;65.0;0.0;0.0;101642.0;101930.0;NaN;21.0;85.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 14:55:00+00:00;64.0;0.0;0.0;101651.0;101939.0;NaN;21.3;235.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:00:00+00:00;63.0;0.0;0.0;101637.0;101924.0;NaN;21.7;75.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:05:00+00:00;63.0;0.0;0.0;101639.0;101926.0;NaN;21.8;55.0;9.7;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:10:00+00:00;63.0;0.0;0.0;101636.0;101923.0;NaN;21.7;55.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:15:00+00:00;63.0;0.0;0.0;101636.0;101923.0;NaN;21.8;95.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:20:00+00:00;64.0;0.0;0.0;101631.0;101918.0;NaN;21.7;95.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:25:00+00:00;65.0;0.0;0.0;101623.0;101910.0;NaN;21.7;55.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:30:00+00:00;64.0;0.0;0.0;101621.0;101908.0;NaN;21.9;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:35:00+00:00;64.0;0.0;0.0;101616.0;101903.0;NaN;22.1;55.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:40:00+00:00;63.0;0.0;0.0;101606.0;101892.0;NaN;22.1;315.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:45:00+00:00;63.0;0.0;0.0;101616.0;101903.0;NaN;22.1;295.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:50:00+00:00;65.0;0.0;0.0;101608.0;101895.0;NaN;22.0;295.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 15:55:00+00:00;65.0;0.0;0.0;101602.0;101888.0;NaN;22.1;295.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 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16:20:00+00:00;64.0;0.0;0.0;101602.0;101889.0;NaN;21.5;65.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:25:00+00:00;65.0;0.0;0.0;101590.0;101877.0;NaN;21.5;75.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:30:00+00:00;65.0;0.0;0.0;101594.0;101881.0;NaN;21.4;65.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:35:00+00:00;65.0;0.0;0.0;101585.0;101873.0;NaN;21.3;65.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:40:00+00:00;65.0;0.0;0.0;101581.0;101869.0;NaN;21.2;65.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:45:00+00:00;64.0;0.0;0.0;101573.0;101861.0;NaN;21.1;65.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:50:00+00:00;65.0;0.0;0.0;101570.0;101858.0;NaN;21.1;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 16:55:00+00:00;66.0;0.0;0.0;101567.0;101855.0;NaN;21.1;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-11 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10:20:00+00:00;67.0;0.0;0.0;101269.0;101554.0;NaN;22.3;215.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:25:00+00:00;66.0;0.0;0.0;101255.0;101539.0;NaN;22.4;245.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:30:00+00:00;66.0;0.0;0.0;101247.0;101531.0;NaN;22.4;215.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:35:00+00:00;65.0;0.0;0.0;101240.0;101524.0;NaN;22.6;185.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:40:00+00:00;64.0;0.0;0.0;101238.0;101522.0;NaN;22.7;235.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:45:00+00:00;63.0;0.0;0.0;101222.0;101506.0;NaN;22.8;215.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:50:00+00:00;63.0;0.0;0.0;101214.0;101497.0;NaN;23.1;155.0;14.5;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 10:55:00+00:00;62.0;0.0;0.0;101218.0;101501.0;NaN;23.4;145.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:00:00+00:00;61.0;0.0;0.0;101202.0;101484.0;NaN;23.7;155.0;11.3;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:05:00+00:00;62.0;0.0;0.0;101209.0;101491.0;NaN;23.6;235.0;11.3;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:10:00+00:00;62.0;0.0;0.0;101200.0;101483.0;NaN;23.4;265.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:15:00+00:00;63.0;0.0;0.0;101203.0;101486.0;NaN;23.4;225.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:20:00+00:00;63.0;0.0;0.0;101194.0;101476.0;NaN;23.5;205.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:25:00+00:00;62.0;0.0;0.0;101184.0;101466.0;NaN;23.7;175.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:30:00+00:00;60.0;0.0;0.0;101193.0;101475.0;NaN;24.0;195.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:35:00+00:00;59.0;0.0;0.0;101184.0;101466.0;NaN;24.1;225.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:40:00+00:00;58.0;0.0;0.0;101178.0;101459.0;NaN;24.2;145.0;12.9;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:45:00+00:00;57.0;0.0;0.0;101163.0;101444.0;NaN;24.4;145.0;12.9;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:50:00+00:00;56.0;0.0;0.0;101164.0;101445.0;NaN;24.6;155.0;11.3;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 11:55:00+00:00;55.0;0.0;0.0;101166.0;101447.0;NaN;24.7;135.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:00:00+00:00;54.0;0.0;0.0;101160.0;101440.0;NaN;24.8;195.0;14.5;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:05:00+00:00;54.0;0.0;0.0;101156.0;101436.0;NaN;25.0;175.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:10:00+00:00;53.0;0.0;0.0;101149.0;101429.0;NaN;25.0;155.0;12.9;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:15:00+00:00;53.0;0.0;0.0;101148.0;101428.0;NaN;25.1;165.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:20:00+00:00;53.0;0.0;0.0;101148.0;101428.0;NaN;25.3;155.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:25:00+00:00;53.0;0.0;0.0;101144.0;101423.0;NaN;25.4;185.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:30:00+00:00;52.0;0.0;0.0;101146.0;101425.0;NaN;25.4;155.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:35:00+00:00;53.0;0.0;0.0;101146.0;101425.0;NaN;25.4;145.0;12.9;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:40:00+00:00;52.0;0.0;0.0;101152.0;101431.0;NaN;25.4;155.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:45:00+00:00;52.0;0.0;0.0;101150.0;101430.0;NaN;25.3;125.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:50:00+00:00;53.0;0.0;0.0;101146.0;101426.0;NaN;25.3;115.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 12:55:00+00:00;53.0;0.0;0.0;101133.0;101412.0;NaN;25.4;105.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 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13:20:00+00:00;51.0;0.0;0.0;101103.0;101382.0;NaN;25.8;195.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:25:00+00:00;51.0;0.0;0.0;101096.0;101375.0;NaN;25.8;165.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:30:00+00:00;50.0;0.0;0.0;101083.0;101362.0;NaN;25.8;145.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:35:00+00:00;51.0;0.0;0.0;101077.0;101356.0;NaN;25.7;195.0;12.9;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:40:00+00:00;50.0;0.0;0.0;101081.0;101360.0;NaN;25.6;225.0;14.5;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:45:00+00:00;49.0;0.0;0.0;101061.0;101340.0;NaN;25.4;205.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:50:00+00:00;51.0;0.0;0.0;101066.0;101345.0;NaN;25.5;165.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 13:55:00+00:00;50.0;0.0;0.0;101065.0;101343.0;NaN;25.8;205.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 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15:40:00+00:00;48.0;0.0;0.0;100973.0;101251.0;NaN;25.9;215.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 15:45:00+00:00;49.0;0.0;0.0;100967.0;101245.0;NaN;25.9;235.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 15:50:00+00:00;49.0;0.0;0.0;100968.0;101246.0;NaN;25.8;225.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 15:55:00+00:00;48.0;0.0;0.0;100967.0;101245.0;NaN;25.9;165.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 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16:20:00+00:00;48.0;0.0;0.0;100950.0;101228.0;NaN;25.6;215.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:25:00+00:00;48.0;0.0;0.0;100937.0;101215.0;NaN;25.7;225.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:30:00+00:00;48.0;0.0;0.0;100935.0;101213.0;NaN;25.9;215.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:35:00+00:00;48.0;0.0;0.0;100927.0;101205.0;NaN;25.8;235.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:40:00+00:00;48.0;0.0;0.0;100922.0;101200.0;NaN;25.8;245.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:45:00+00:00;48.0;0.0;0.0;100922.0;101200.0;NaN;25.8;215.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:50:00+00:00;49.0;0.0;0.0;100927.0;101205.0;NaN;25.7;245.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 16:55:00+00:00;49.0;0.0;0.0;100928.0;101206.0;NaN;25.6;255.0;3.2;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 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18:40:00+00:00;78.0;0.0;0.0;100864.0;101152.0;NaN;18.7;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 18:45:00+00:00;79.0;0.0;0.0;100857.0;101146.0;NaN;18.4;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 18:50:00+00:00;80.0;0.0;0.0;100863.0;101152.0;NaN;18.1;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 18:55:00+00:00;82.0;0.0;0.0;100869.0;101159.0;NaN;18.0;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-12 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00:40:00+00:00;88.0;0.0;0.0;100780.0;101072.0;NaN;16.4;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 00:45:00+00:00;87.0;0.0;0.0;100771.0;101063.0;NaN;16.5;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 00:50:00+00:00;87.0;0.0;0.0;100771.0;101062.0;NaN;16.5;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 00:55:00+00:00;86.0;0.0;0.0;100773.0;101064.0;NaN;16.5;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 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07:40:00+00:00;80.0;0.0;0.0;100753.0;101041.0;NaN;18.8;255.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 07:45:00+00:00;80.0;0.0;0.0;100758.0;101046.0;NaN;18.9;255.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 07:50:00+00:00;80.0;0.0;0.0;100761.0;101049.0;NaN;19.0;255.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 07:55:00+00:00;80.0;0.0;0.0;100764.0;101051.0;NaN;19.1;255.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 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08:20:00+00:00;78.0;0.0;0.0;100795.0;101082.0;NaN;19.7;285.0;6.4;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 08:25:00+00:00;78.0;0.0;0.0;100795.0;101081.0;NaN;19.9;285.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 08:30:00+00:00;77.0;0.0;0.0;100792.0;101078.0;NaN;20.0;275.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 08:35:00+00:00;77.0;0.0;0.0;100798.0;101084.0;NaN;20.1;285.0;8.1;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 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09:20:00+00:00;74.0;0.0;0.0;100790.0;101074.0;NaN;21.2;305.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:25:00+00:00;73.0;0.0;0.0;100785.0;101069.0;NaN;21.4;295.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:30:00+00:00;73.0;0.0;0.0;100787.0;101071.0;NaN;21.5;295.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:35:00+00:00;73.0;0.0;0.0;100790.0;101073.0;NaN;21.7;295.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:40:00+00:00;71.0;0.0;0.0;100790.0;101073.0;NaN;22.2;235.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:45:00+00:00;71.0;0.0;0.0;100793.0;101075.0;NaN;22.3;205.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:50:00+00:00;69.0;0.0;0.0;100792.0;101074.0;NaN;22.6;205.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 09:55:00+00:00;69.0;0.0;0.0;100795.0;101077.0;NaN;22.8;205.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:00:00+00:00;69.0;0.0;0.0;100794.0;101076.0;NaN;22.9;235.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:05:00+00:00;68.0;0.0;0.0;100786.0;101067.0;NaN;23.0;185.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:10:00+00:00;67.0;0.0;0.0;100779.0;101060.0;NaN;23.1;175.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:15:00+00:00;68.0;0.0;0.0;100778.0;101059.0;NaN;23.3;175.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:20:00+00:00;67.0;0.0;0.0;100781.0;101062.0;NaN;23.5;45.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:25:00+00:00;66.0;0.0;0.0;100772.0;101052.0;NaN;23.7;215.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:30:00+00:00;66.0;0.0;0.0;100759.0;101039.0;NaN;23.8;215.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:35:00+00:00;65.0;0.0;0.0;100753.0;101033.0;NaN;23.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:40:00+00:00;65.0;0.0;0.0;100751.0;101031.0;NaN;23.7;265.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:45:00+00:00;66.0;0.0;0.0;100748.0;101028.0;NaN;23.7;55.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:50:00+00:00;65.0;0.0;0.0;100752.0;101032.0;NaN;23.9;105.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 10:55:00+00:00;63.0;0.0;0.0;100748.0;101027.0;NaN;24.2;55.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:00:00+00:00;63.0;0.0;0.0;100738.0;101017.0;NaN;24.4;35.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:05:00+00:00;64.0;0.0;0.0;100737.0;101016.0;NaN;24.5;45.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:10:00+00:00;62.0;0.0;0.0;100733.0;101012.0;NaN;24.5;45.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:15:00+00:00;63.0;0.0;0.0;100726.0;101005.0;NaN;24.5;45.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:20:00+00:00;62.0;0.0;0.0;100735.0;101014.0;NaN;24.5;35.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:25:00+00:00;63.0;0.0;0.0;100724.0;101003.0;NaN;24.5;55.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:30:00+00:00;63.0;0.0;0.0;100713.0;100992.0;NaN;24.4;5.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:35:00+00:00;63.0;0.0;0.0;100719.0;100998.0;NaN;24.6;345.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:40:00+00:00;61.0;0.0;0.0;100715.0;100994.0;NaN;24.7;345.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:45:00+00:00;62.0;0.0;0.0;100718.0;100996.0;NaN;24.9;265.0;11.3;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:50:00+00:00;63.0;0.0;0.0;100719.0;100997.0;NaN;24.9;35.0;11.3;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 11:55:00+00:00;63.0;0.0;0.0;100714.0;100992.0;NaN;24.8;35.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder18;2022-09-13 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12:00:00+00:00;40.0;0.0;0.0;101311.0;101789.0;NaN;25.1;5.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-01 12:05:00+00:00;41.0;0.0;0.0;101319.0;101797.0;NaN;25.3;5.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-01 12:10:00+00:00;40.0;0.0;0.0;101308.0;101785.0;NaN;25.4;5.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-01 12:15:00+00:00;41.0;0.0;0.0;101302.0;101779.0;NaN;25.4;5.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-01 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11:20:00+00:00;80.0;0.0;0.0;101476.0;101969.0;NaN;19.6;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-11 11:25:00+00:00;78.0;0.0;0.0;101465.0;101957.0;NaN;19.9;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-11 11:30:00+00:00;77.0;0.0;0.0;101472.0;101963.0;NaN;20.2;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-11 11:35:00+00:00;75.0;0.0;0.0;101465.0;101956.0;NaN;20.4;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder19;2022-09-11 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07:40:00+00:00;64.0;0.0;0.0;101644.0;101939.0;NaN;18.4;75.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 07:45:00+00:00;64.0;0.0;0.0;101657.0;101952.0;NaN;18.6;65.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 07:50:00+00:00;64.0;0.0;0.0;101658.0;101952.0;NaN;18.8;115.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 07:55:00+00:00;63.0;0.0;0.0;101666.0;101960.0;NaN;18.9;125.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:00:00+00:00;63.0;0.0;0.0;101666.0;101960.0;NaN;19.2;115.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:05:00+00:00;62.0;0.0;0.0;101654.0;101947.0;NaN;19.5;75.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:10:00+00:00;61.0;0.0;0.0;101654.0;101947.0;NaN;19.8;75.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:15:00+00:00;61.0;0.0;0.0;101658.0;101950.0;NaN;20.0;85.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:20:00+00:00;60.0;0.0;0.0;101656.0;101948.0;NaN;20.3;95.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:25:00+00:00;60.0;0.0;0.0;101659.0;101951.0;NaN;20.5;95.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:30:00+00:00;59.0;0.0;0.0;101655.0;101946.0;NaN;20.7;125.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:35:00+00:00;58.0;0.0;0.0;101652.0;101943.0;NaN;20.9;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:40:00+00:00;58.0;0.0;0.0;101657.0;101948.0;NaN;21.0;125.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:45:00+00:00;58.0;0.0;0.0;101662.0;101953.0;NaN;21.1;85.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:50:00+00:00;57.0;0.0;0.0;101664.0;101955.0;NaN;21.2;65.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 08:55:00+00:00;57.0;0.0;0.0;101656.0;101947.0;NaN;21.3;65.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:00:00+00:00;57.0;0.0;0.0;101660.0;101950.0;NaN;21.5;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:05:00+00:00;56.0;0.0;0.0;101661.0;101951.0;NaN;21.6;205.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:10:00+00:00;56.0;0.0;0.0;101659.0;101949.0;NaN;21.7;205.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:15:00+00:00;55.0;0.0;0.0;101655.0;101945.0;NaN;21.7;175.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:20:00+00:00;56.0;0.0;0.0;101651.0;101941.0;NaN;21.7;165.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:25:00+00:00;56.0;0.0;0.0;101641.0;101931.0;NaN;21.8;235.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:30:00+00:00;55.0;0.0;0.0;101651.0;101941.0;NaN;21.9;255.0;9.7;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:35:00+00:00;55.0;0.0;0.0;101647.0;101937.0;NaN;21.9;65.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:40:00+00:00;55.0;0.0;0.0;101640.0;101930.0;NaN;22.0;95.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:45:00+00:00;55.0;0.0;0.0;101632.0;101921.0;NaN;22.1;85.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:50:00+00:00;54.0;0.0;0.0;101626.0;101915.0;NaN;22.1;125.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 09:55:00+00:00;54.0;0.0;0.0;101616.0;101905.0;NaN;22.1;215.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:00:00+00:00;53.0;0.0;0.0;101618.0;101907.0;NaN;22.2;75.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:05:00+00:00;51.0;0.0;0.0;101612.0;101901.0;NaN;22.3;75.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:10:00+00:00;50.0;0.0;0.0;101606.0;101895.0;NaN;22.4;265.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:15:00+00:00;49.0;0.0;0.0;101607.0;101896.0;NaN;22.5;125.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:20:00+00:00;48.0;0.0;0.0;101593.0;101882.0;NaN;22.6;95.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:25:00+00:00;48.0;0.0;0.0;101599.0;101887.0;NaN;22.7;345.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:30:00+00:00;48.0;0.0;0.0;101590.0;101878.0;NaN;22.7;335.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:35:00+00:00;48.0;0.0;0.0;101592.0;101880.0;NaN;22.7;95.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:40:00+00:00;47.0;0.0;0.0;101586.0;101874.0;NaN;22.7;95.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:45:00+00:00;47.0;0.0;0.0;101591.0;101879.0;NaN;22.8;105.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:50:00+00:00;46.0;0.0;0.0;101578.0;101866.0;NaN;23.0;75.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 10:55:00+00:00;45.0;0.0;0.0;101571.0;101859.0;NaN;23.0;65.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:00:00+00:00;45.0;0.0;0.0;101572.0;101860.0;NaN;23.1;165.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:05:00+00:00;44.0;0.0;0.0;101569.0;101857.0;NaN;23.2;165.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:10:00+00:00;45.0;0.0;0.0;101564.0;101851.0;NaN;23.3;125.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:15:00+00:00;45.0;0.0;0.0;101561.0;101848.0;NaN;23.3;85.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:20:00+00:00;45.0;0.0;0.0;101564.0;101851.0;NaN;23.4;85.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:25:00+00:00;44.0;0.0;0.0;101576.0;101863.0;NaN;23.5;115.0;9.7;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:30:00+00:00;44.0;0.0;0.0;101566.0;101853.0;NaN;23.5;225.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:35:00+00:00;43.0;0.0;0.0;101561.0;101848.0;NaN;23.5;135.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:40:00+00:00;43.0;0.0;0.0;101563.0;101850.0;NaN;23.6;55.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:45:00+00:00;43.0;0.0;0.0;101572.0;101859.0;NaN;23.6;85.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:50:00+00:00;43.0;0.0;0.0;101557.0;101844.0;NaN;23.7;315.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 11:55:00+00:00;43.0;0.0;0.0;101553.0;101840.0;NaN;23.7;325.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:00:00+00:00;43.0;0.0;0.0;101554.0;101841.0;NaN;23.7;95.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:05:00+00:00;43.0;0.0;0.0;101552.0;101839.0;NaN;23.8;85.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:10:00+00:00;42.0;0.0;0.0;101548.0;101835.0;NaN;23.9;75.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:15:00+00:00;43.0;0.0;0.0;101552.0;101839.0;NaN;23.8;55.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 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12:40:00+00:00;43.0;0.0;0.0;101524.0;101810.0;NaN;23.9;55.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:45:00+00:00;43.0;0.0;0.0;101536.0;101822.0;NaN;24.0;55.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:50:00+00:00;43.0;0.0;0.0;101533.0;101819.0;NaN;24.1;105.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 12:55:00+00:00;42.0;0.0;0.0;101531.0;101817.0;NaN;24.2;175.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:00:00+00:00;42.0;0.0;0.0;101517.0;101803.0;NaN;24.1;135.0;8.1;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:05:00+00:00;42.0;0.0;0.0;101515.0;101801.0;NaN;24.1;115.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:10:00+00:00;43.0;0.0;0.0;101516.0;101802.0;NaN;24.1;235.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:15:00+00:00;43.0;0.0;0.0;101522.0;101808.0;NaN;24.2;145.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:20:00+00:00;42.0;0.0;0.0;101520.0;101806.0;NaN;24.2;195.0;11.3;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:25:00+00:00;42.0;0.0;0.0;101517.0;101803.0;NaN;24.2;185.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:30:00+00:00;42.0;0.0;0.0;101518.0;101804.0;NaN;24.3;165.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:35:00+00:00;42.0;0.0;0.0;101516.0;101802.0;NaN;24.3;255.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:40:00+00:00;42.0;0.0;0.0;101502.0;101788.0;NaN;24.4;215.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:45:00+00:00;41.0;0.0;0.0;101500.0;101786.0;NaN;24.4;125.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:50:00+00:00;42.0;0.0;0.0;101496.0;101782.0;NaN;24.4;155.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 13:55:00+00:00;41.0;0.0;0.0;101488.0;101774.0;NaN;24.4;245.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:00:00+00:00;41.0;0.0;0.0;101484.0;101769.0;NaN;24.5;175.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:05:00+00:00;41.0;0.0;0.0;101483.0;101768.0;NaN;24.5;75.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:10:00+00:00;41.0;0.0;0.0;101476.0;101761.0;NaN;24.6;95.0;9.7;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:15:00+00:00;41.0;0.0;0.0;101466.0;101751.0;NaN;24.7;195.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:20:00+00:00;40.0;0.0;0.0;101477.0;101762.0;NaN;24.7;75.0;16.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:25:00+00:00;40.0;0.0;0.0;101470.0;101755.0;NaN;24.7;155.0;12.9;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:30:00+00:00;40.0;0.0;0.0;101467.0;101752.0;NaN;24.7;235.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:35:00+00:00;40.0;0.0;0.0;101465.0;101750.0;NaN;24.7;225.0;12.9;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:40:00+00:00;39.0;0.0;0.0;101462.0;101747.0;NaN;24.7;175.0;17.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:45:00+00:00;39.0;0.0;0.0;101455.0;101740.0;NaN;24.6;195.0;14.5;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:50:00+00:00;39.0;0.0;0.0;101456.0;101741.0;NaN;24.7;185.0;12.9;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 14:55:00+00:00;40.0;0.0;0.0;101443.0;101728.0;NaN;24.6;185.0;11.3;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:00:00+00:00;39.0;0.0;0.0;101436.0;101721.0;NaN;24.6;95.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:05:00+00:00;40.0;0.0;0.0;101437.0;101722.0;NaN;24.6;45.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:10:00+00:00;40.0;0.0;0.0;101437.0;101722.0;NaN;24.6;45.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:15:00+00:00;39.0;0.0;0.0;101426.0;101711.0;NaN;24.6;95.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:20:00+00:00;39.0;0.0;0.0;101422.0;101707.0;NaN;24.6;145.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:25:00+00:00;39.0;0.0;0.0;101429.0;101714.0;NaN;24.6;225.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:30:00+00:00;39.0;0.0;0.0;101423.0;101708.0;NaN;24.7;185.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:35:00+00:00;38.0;0.0;0.0;101425.0;101710.0;NaN;24.7;115.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:40:00+00:00;38.0;0.0;0.0;101419.0;101704.0;NaN;24.7;115.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:45:00+00:00;38.0;0.0;0.0;101417.0;101702.0;NaN;24.6;195.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:50:00+00:00;38.0;0.0;0.0;101417.0;101702.0;NaN;24.6;145.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 15:55:00+00:00;38.0;0.0;0.0;101419.0;101704.0;NaN;24.6;105.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:00:00+00:00;38.0;0.0;0.0;101414.0;101699.0;NaN;24.6;85.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:05:00+00:00;37.0;0.0;0.0;101413.0;101698.0;NaN;24.6;115.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:10:00+00:00;37.0;0.0;0.0;101409.0;101694.0;NaN;24.6;175.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:15:00+00:00;37.0;0.0;0.0;101400.0;101685.0;NaN;24.7;175.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:20:00+00:00;37.0;0.0;0.0;101394.0;101679.0;NaN;24.7;155.0;11.3;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:25:00+00:00;37.0;0.0;0.0;101398.0;101683.0;NaN;24.6;65.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:30:00+00:00;37.0;0.0;0.0;101391.0;101676.0;NaN;24.6;195.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:35:00+00:00;37.0;0.0;0.0;101386.0;101671.0;NaN;24.5;205.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:40:00+00:00;37.0;0.0;0.0;101382.0;101667.0;NaN;24.5;205.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:45:00+00:00;37.0;0.0;0.0;101384.0;101669.0;NaN;24.5;175.0;11.3;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:50:00+00:00;37.0;0.0;0.0;101372.0;101657.0;NaN;24.5;205.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 16:55:00+00:00;37.0;0.0;0.0;101369.0;101654.0;NaN;24.5;195.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 17:00:00+00:00;37.0;0.0;0.0;101363.0;101648.0;NaN;24.5;245.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 17:05:00+00:00;37.0;0.0;0.0;101370.0;101655.0;NaN;24.5;145.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 17:10:00+00:00;37.0;0.0;0.0;101357.0;101642.0;NaN;24.4;175.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 17:15:00+00:00;37.0;0.0;0.0;101358.0;101643.0;NaN;24.4;155.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 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23:40:00+00:00;53.0;0.0;0.0;101282.0;101573.0;NaN;20.0;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 23:45:00+00:00;53.0;0.0;0.0;101276.0;101567.0;NaN;19.9;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 23:50:00+00:00;53.0;0.0;0.0;101274.0;101565.0;NaN;19.9;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-01 23:55:00+00:00;53.0;0.0;0.0;101261.0;101552.0;NaN;19.8;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:00:00+00:00;53.0;0.0;0.0;101256.0;101547.0;NaN;19.8;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:05:00+00:00;54.0;0.0;0.0;101257.0;101548.0;NaN;19.7;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:10:00+00:00;54.0;0.0;0.0;101248.0;101539.0;NaN;19.7;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:15:00+00:00;54.0;0.0;0.0;101247.0;101538.0;NaN;19.6;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:20:00+00:00;54.0;0.0;0.0;101241.0;101532.0;NaN;19.6;75.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:25:00+00:00;54.0;0.0;0.0;101230.0;101521.0;NaN;19.5;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:30:00+00:00;55.0;0.0;0.0;101229.0;101520.0;NaN;19.5;55.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:35:00+00:00;55.0;0.0;0.0;101230.0;101522.0;NaN;19.4;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:40:00+00:00;55.0;0.0;0.0;101230.0;101522.0;NaN;19.4;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:45:00+00:00;55.0;0.0;0.0;101231.0;101523.0;NaN;19.4;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:50:00+00:00;55.0;0.0;0.0;101230.0;101522.0;NaN;19.4;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 00:55:00+00:00;55.0;0.0;0.0;101233.0;101525.0;NaN;19.3;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:00:00+00:00;55.0;0.0;0.0;101226.0;101518.0;NaN;19.3;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:05:00+00:00;55.0;0.0;0.0;101222.0;101514.0;NaN;19.3;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:10:00+00:00;56.0;0.0;0.0;101229.0;101521.0;NaN;19.2;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:15:00+00:00;56.0;0.0;0.0;101225.0;101517.0;NaN;19.2;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:20:00+00:00;56.0;0.0;0.0;101234.0;101526.0;NaN;19.1;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:25:00+00:00;56.0;0.0;0.0;101229.0;101521.0;NaN;19.1;65.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:30:00+00:00;56.0;0.0;0.0;101230.0;101522.0;NaN;19.1;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:35:00+00:00;56.0;0.0;0.0;101222.0;101514.0;NaN;19.1;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:40:00+00:00;56.0;0.0;0.0;101216.0;101508.0;NaN;19.1;65.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:45:00+00:00;57.0;0.0;0.0;101212.0;101504.0;NaN;19.0;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:50:00+00:00;57.0;0.0;0.0;101213.0;101505.0;NaN;19.0;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 01:55:00+00:00;57.0;0.0;0.0;101209.0;101501.0;NaN;18.9;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:00:00+00:00;57.0;0.0;0.0;101209.0;101501.0;NaN;18.9;65.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:05:00+00:00;57.0;0.0;0.0;101209.0;101501.0;NaN;18.8;65.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:10:00+00:00;57.0;0.0;0.0;101205.0;101497.0;NaN;18.8;65.0;1.6;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:15:00+00:00;57.0;0.0;0.0;101201.0;101493.0;NaN;18.8;65.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:20:00+00:00;57.0;0.0;0.0;101199.0;101491.0;NaN;18.9;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:25:00+00:00;57.0;0.0;0.0;101196.0;101488.0;NaN;18.9;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:30:00+00:00;57.0;0.0;0.0;101197.0;101489.0;NaN;18.9;95.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:35:00+00:00;58.0;0.0;0.0;101197.0;101489.0;NaN;18.9;95.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:40:00+00:00;58.0;0.0;0.0;101192.0;101484.0;NaN;18.8;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:45:00+00:00;58.0;0.0;0.0;101189.0;101481.0;NaN;18.8;95.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:50:00+00:00;58.0;0.0;0.0;101187.0;101479.0;NaN;18.7;95.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 02:55:00+00:00;58.0;0.0;0.0;101189.0;101481.0;NaN;18.7;75.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:00:00+00:00;59.0;0.0;0.0;101189.0;101481.0;NaN;18.7;75.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:05:00+00:00;59.0;0.0;0.0;101188.0;101480.0;NaN;18.7;75.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:10:00+00:00;59.0;0.0;0.0;101174.0;101466.0;NaN;18.6;75.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:15:00+00:00;59.0;0.0;0.0;101177.0;101469.0;NaN;18.6;75.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:20:00+00:00;59.0;0.0;0.0;101177.0;101470.0;NaN;18.6;75.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:25:00+00:00;60.0;0.0;0.0;101174.0;101467.0;NaN;18.6;75.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:30:00+00:00;60.0;0.0;0.0;101168.0;101460.0;NaN;18.6;75.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:35:00+00:00;60.0;0.0;0.0;101169.0;101462.0;NaN;18.6;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:40:00+00:00;60.0;0.0;0.0;101176.0;101469.0;NaN;18.5;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:45:00+00:00;60.0;0.0;0.0;101176.0;101469.0;NaN;18.5;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:50:00+00:00;60.0;0.0;0.0;101162.0;101455.0;NaN;18.4;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 03:55:00+00:00;61.0;0.0;0.0;101166.0;101459.0;NaN;18.4;75.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 04:00:00+00:00;61.0;0.0;0.0;101157.0;101450.0;NaN;18.4;75.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 04:05:00+00:00;61.0;0.0;0.0;101155.0;101448.0;NaN;18.3;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 04:10:00+00:00;61.0;0.0;0.0;101156.0;101449.0;NaN;18.3;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 04:15:00+00:00;62.0;0.0;0.0;101154.0;101447.0;NaN;18.3;65.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 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10:20:00+00:00;53.0;0.0;0.0;101022.0;101307.0;NaN;23.6;55.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:25:00+00:00;53.0;0.0;0.0;101014.0;101299.0;NaN;23.6;335.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:30:00+00:00;53.0;0.0;0.0;101015.0;101300.0;NaN;23.7;305.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:35:00+00:00;52.0;0.0;0.0;101006.0;101291.0;NaN;23.7;315.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:40:00+00:00;52.0;0.0;0.0;100995.0;101279.0;NaN;23.8;235.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:45:00+00:00;52.0;0.0;0.0;100982.0;101266.0;NaN;23.9;5.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:50:00+00:00;51.0;0.0;0.0;100971.0;101255.0;NaN;23.9;65.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 10:55:00+00:00;51.0;0.0;0.0;100981.0;101265.0;NaN;23.9;115.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:00:00+00:00;51.0;0.0;0.0;100967.0;101251.0;NaN;23.9;95.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:05:00+00:00;50.0;0.0;0.0;100962.0;101246.0;NaN;24.0;275.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:10:00+00:00;50.0;0.0;0.0;100953.0;101237.0;NaN;24.1;135.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:15:00+00:00;50.0;0.0;0.0;100953.0;101237.0;NaN;24.2;155.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:20:00+00:00;50.0;0.0;0.0;100957.0;101241.0;NaN;24.2;115.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:25:00+00:00;49.0;0.0;0.0;100949.0;101232.0;NaN;24.3;85.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:30:00+00:00;49.0;0.0;0.0;100943.0;101226.0;NaN;24.4;95.0;8.1;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:35:00+00:00;49.0;0.0;0.0;100938.0;101221.0;NaN;24.5;95.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:40:00+00:00;48.0;0.0;0.0;100932.0;101215.0;NaN;24.5;95.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:45:00+00:00;48.0;0.0;0.0;100928.0;101211.0;NaN;24.6;65.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:50:00+00:00;47.0;0.0;0.0;100931.0;101214.0;NaN;24.7;155.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 11:55:00+00:00;47.0;0.0;0.0;100931.0;101214.0;NaN;24.7;65.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:00:00+00:00;46.0;0.0;0.0;100928.0;101211.0;NaN;24.9;285.0;9.7;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:05:00+00:00;46.0;0.0;0.0;100924.0;101206.0;NaN;25.0;75.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:10:00+00:00;45.0;0.0;0.0;100925.0;101207.0;NaN;24.9;85.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:15:00+00:00;45.0;0.0;0.0;100908.0;101190.0;NaN;24.9;125.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:20:00+00:00;45.0;0.0;0.0;100912.0;101194.0;NaN;24.9;125.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:25:00+00:00;45.0;0.0;0.0;100913.0;101195.0;NaN;25.0;125.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:30:00+00:00;44.0;0.0;0.0;100902.0;101184.0;NaN;25.0;295.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:35:00+00:00;43.0;0.0;0.0;100896.0;101178.0;NaN;25.1;295.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:40:00+00:00;43.0;0.0;0.0;100906.0;101188.0;NaN;25.2;85.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:45:00+00:00;42.0;0.0;0.0;100894.0;101176.0;NaN;25.4;105.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:50:00+00:00;42.0;0.0;0.0;100882.0;101164.0;NaN;25.5;245.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 12:55:00+00:00;41.0;0.0;0.0;100881.0;101162.0;NaN;25.6;285.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:00:00+00:00;40.0;0.0;0.0;100883.0;101164.0;NaN;25.6;115.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:05:00+00:00;40.0;0.0;0.0;100870.0;101151.0;NaN;25.7;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:10:00+00:00;40.0;0.0;0.0;100877.0;101158.0;NaN;25.7;85.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:15:00+00:00;39.0;0.0;0.0;100867.0;101148.0;NaN;25.7;65.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:20:00+00:00;39.0;0.0;0.0;100865.0;101146.0;NaN;25.9;55.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:25:00+00:00;38.0;0.0;0.0;100855.0;101136.0;NaN;26.1;85.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:30:00+00:00;37.0;0.0;0.0;100844.0;101124.0;NaN;26.2;305.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:35:00+00:00;38.0;0.0;0.0;100847.0;101127.0;NaN;26.3;355.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:40:00+00:00;37.0;0.0;0.0;100839.0;101119.0;NaN;26.3;295.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:45:00+00:00;37.0;0.0;0.0;100819.0;101099.0;NaN;26.4;65.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:50:00+00:00;37.0;0.0;0.0;100822.0;101102.0;NaN;26.4;55.0;8.1;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 13:55:00+00:00;36.0;0.0;0.0;100812.0;101092.0;NaN;26.6;265.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:00:00+00:00;36.0;0.0;0.0;100815.0;101095.0;NaN;26.6;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:05:00+00:00;35.0;0.0;0.0;100803.0;101083.0;NaN;26.7;135.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:10:00+00:00;35.0;0.0;0.0;100807.0;101087.0;NaN;26.7;135.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:15:00+00:00;36.0;0.0;0.0;100798.0;101078.0;NaN;26.7;255.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:20:00+00:00;35.0;0.0;0.0;100790.0;101069.0;NaN;26.8;215.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:25:00+00:00;35.0;0.0;0.0;100785.0;101064.0;NaN;26.9;265.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:30:00+00:00;35.0;0.0;0.0;100777.0;101056.0;NaN;27.0;275.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:35:00+00:00;35.0;0.0;0.0;100769.0;101048.0;NaN;27.0;65.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:40:00+00:00;35.0;0.0;0.0;100760.0;101039.0;NaN;27.0;65.0;8.1;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:45:00+00:00;34.0;0.0;0.0;100756.0;101035.0;NaN;27.0;45.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:50:00+00:00;34.0;0.0;0.0;100759.0;101038.0;NaN;26.9;55.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 14:55:00+00:00;34.0;0.0;0.0;100762.0;101041.0;NaN;26.9;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-02 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07:40:00+00:00;69.0;0.0;0.4;100720.0;101010.0;NaN;19.4;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 07:45:00+00:00;70.0;0.0;0.4;100716.0;101005.0;NaN;19.5;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 07:50:00+00:00;69.0;0.0;0.4;100728.0;101017.0;NaN;19.6;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 07:55:00+00:00;69.0;0.0;0.4;100711.0;101000.0;NaN;19.7;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:00:00+00:00;69.0;0.0;0.4;100715.0;101004.0;NaN;19.8;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:05:00+00:00;69.0;0.0;0.4;100730.0;101019.0;NaN;19.9;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:10:00+00:00;68.0;0.0;0.4;100730.0;101019.0;NaN;20.0;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:15:00+00:00;68.0;0.0;0.4;100725.0;101014.0;NaN;20.1;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:20:00+00:00;68.0;0.0;0.4;100730.0;101018.0;NaN;20.1;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:25:00+00:00;68.0;0.0;0.4;100732.0;101020.0;NaN;20.3;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:30:00+00:00;68.0;0.0;0.4;100734.0;101022.0;NaN;20.4;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:35:00+00:00;67.0;0.0;0.4;100738.0;101026.0;NaN;20.6;55.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:40:00+00:00;67.0;0.0;0.4;100748.0;101036.0;NaN;20.6;55.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:45:00+00:00;67.0;0.0;0.4;100754.0;101042.0;NaN;20.7;55.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:50:00+00:00;67.0;0.0;0.4;100758.0;101046.0;NaN;20.8;55.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 08:55:00+00:00;67.0;0.0;0.4;100761.0;101048.0;NaN;20.9;55.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:00:00+00:00;67.0;0.0;0.4;100758.0;101045.0;NaN;21.0;55.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:05:00+00:00;67.0;0.0;0.4;100758.0;101045.0;NaN;21.1;65.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:10:00+00:00;67.0;0.0;0.4;100759.0;101046.0;NaN;21.2;65.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:15:00+00:00;67.0;0.0;0.4;100764.0;101051.0;NaN;21.3;65.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:20:00+00:00;67.0;0.0;0.4;100768.0;101055.0;NaN;21.4;65.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:25:00+00:00;67.0;0.0;0.4;100772.0;101059.0;NaN;21.6;65.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:30:00+00:00;67.0;0.0;0.4;100767.0;101053.0;NaN;21.7;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:35:00+00:00;67.0;0.0;0.4;100772.0;101058.0;NaN;21.8;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:40:00+00:00;67.0;0.0;0.4;100776.0;101062.0;NaN;21.8;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:45:00+00:00;67.0;0.0;0.4;100766.0;101052.0;NaN;21.8;55.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:50:00+00:00;66.0;0.0;0.4;100770.0;101056.0;NaN;21.9;55.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 09:55:00+00:00;66.0;0.0;0.4;100772.0;101058.0;NaN;22.0;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:00:00+00:00;65.0;0.0;0.4;100774.0;101060.0;NaN;22.2;55.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:05:00+00:00;66.0;0.0;0.4;100771.0;101057.0;NaN;22.3;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:10:00+00:00;66.0;0.0;0.4;100765.0;101050.0;NaN;22.5;65.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:15:00+00:00;66.0;0.0;0.4;100768.0;101053.0;NaN;22.6;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:20:00+00:00;65.0;0.0;0.4;100772.0;101057.0;NaN;22.7;65.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:25:00+00:00;66.0;0.0;0.4;100779.0;101064.0;NaN;22.8;65.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:30:00+00:00;66.0;0.0;0.4;100779.0;101064.0;NaN;22.7;145.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:35:00+00:00;66.0;0.0;0.4;100774.0;101059.0;NaN;22.7;125.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:40:00+00:00;66.0;0.0;0.4;100781.0;101066.0;NaN;22.8;115.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:45:00+00:00;66.0;0.0;0.4;100779.0;101064.0;NaN;22.8;85.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:50:00+00:00;66.0;0.0;0.4;100779.0;101064.0;NaN;22.8;75.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 10:55:00+00:00;66.0;0.0;0.4;100775.0;101060.0;NaN;22.9;65.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:00:00+00:00;66.0;0.0;0.4;100775.0;101060.0;NaN;22.9;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:05:00+00:00;66.0;0.0;0.4;100766.0;101051.0;NaN;23.0;65.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:10:00+00:00;66.0;0.0;0.4;100771.0;101056.0;NaN;23.0;55.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:15:00+00:00;66.0;0.0;0.4;100762.0;101046.0;NaN;23.1;125.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:20:00+00:00;64.0;0.0;0.4;100772.0;101056.0;NaN;23.2;155.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:25:00+00:00;63.0;0.0;0.4;100767.0;101051.0;NaN;23.4;275.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:30:00+00:00;62.0;0.0;0.4;100761.0;101045.0;NaN;23.6;65.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:35:00+00:00;62.0;0.0;0.4;100758.0;101042.0;NaN;23.7;55.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:40:00+00:00;62.0;0.0;0.4;100760.0;101043.0;NaN;23.8;35.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:45:00+00:00;61.0;0.0;0.4;100755.0;101038.0;NaN;23.9;55.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:50:00+00:00;61.0;0.0;0.4;100754.0;101037.0;NaN;24.0;55.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 11:55:00+00:00;61.0;0.0;0.4;100753.0;101036.0;NaN;24.1;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:00:00+00:00;61.0;0.0;0.4;100746.0;101029.0;NaN;24.2;285.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:05:00+00:00;61.0;0.0;0.4;100743.0;101026.0;NaN;24.2;275.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:10:00+00:00;61.0;0.0;0.4;100749.0;101032.0;NaN;24.2;285.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:15:00+00:00;61.0;0.0;0.4;100752.0;101035.0;NaN;24.2;285.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 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12:40:00+00:00;59.0;0.0;0.4;100746.0;101028.0;NaN;24.6;345.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:45:00+00:00;59.0;0.0;0.4;100744.0;101026.0;NaN;24.7;345.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:50:00+00:00;58.0;0.0;0.4;100749.0;101031.0;NaN;24.7;305.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 12:55:00+00:00;58.0;0.0;0.4;100748.0;101030.0;NaN;24.8;355.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:00:00+00:00;58.0;0.0;0.4;100735.0;101017.0;NaN;24.9;5.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:05:00+00:00;58.0;0.0;0.4;100742.0;101024.0;NaN;24.9;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:10:00+00:00;58.0;0.0;0.4;100742.0;101024.0;NaN;24.8;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:15:00+00:00;58.0;0.0;0.4;100736.0;101018.0;NaN;24.7;275.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:20:00+00:00;58.0;0.0;0.4;100741.0;101023.0;NaN;24.6;275.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:25:00+00:00;58.0;0.0;0.4;100743.0;101025.0;NaN;24.7;275.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:30:00+00:00;57.0;0.0;0.4;100741.0;101023.0;NaN;24.7;275.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:35:00+00:00;57.0;0.0;0.4;100733.0;101015.0;NaN;24.8;35.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:40:00+00:00;56.0;0.0;0.4;100732.0;101014.0;NaN;24.9;35.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:45:00+00:00;56.0;0.0;0.4;100721.0;101003.0;NaN;25.0;285.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:50:00+00:00;56.0;0.0;0.4;100720.0;101001.0;NaN;25.1;335.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 13:55:00+00:00;54.0;0.0;0.4;100729.0;101010.0;NaN;25.4;55.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:00:00+00:00;52.0;0.0;0.4;100725.0;101006.0;NaN;25.6;55.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:05:00+00:00;52.0;0.0;0.4;100718.0;100999.0;NaN;25.8;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:10:00+00:00;52.0;0.0;0.4;100719.0;100999.0;NaN;25.9;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:15:00+00:00;51.0;0.0;0.4;100723.0;101003.0;NaN;26.0;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:20:00+00:00;51.0;0.0;0.4;100730.0;101010.0;NaN;26.0;55.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:25:00+00:00;52.0;0.0;0.4;100738.0;101018.0;NaN;26.0;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:30:00+00:00;52.0;0.0;0.4;100737.0;101017.0;NaN;26.0;55.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:35:00+00:00;52.0;0.0;0.4;100742.0;101022.0;NaN;26.0;75.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:40:00+00:00;52.0;0.0;0.4;100740.0;101020.0;NaN;25.8;65.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:45:00+00:00;53.0;0.0;0.4;100749.0;101030.0;NaN;25.8;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:50:00+00:00;61.0;0.0;0.4;100757.0;101038.0;NaN;25.7;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 14:55:00+00:00;65.0;0.2;0.6;100756.0;101037.0;NaN;25.4;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:00:00+00:00;67.0;0.2;0.8;100746.0;101028.0;NaN;25.0;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:05:00+00:00;66.0;0.2;1.0;100750.0;101033.0;NaN;24.3;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:10:00+00:00;71.0;0.0;1.0;100741.0;101024.0;NaN;23.7;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:15:00+00:00;74.0;0.2;1.2;100744.0;101028.0;NaN;23.3;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:20:00+00:00;75.0;0.0;1.2;100747.0;101032.0;NaN;22.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:25:00+00:00;76.0;0.2;1.4;100737.0;101022.0;NaN;22.6;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:30:00+00:00;77.0;0.0;1.4;100742.0;101027.0;NaN;22.4;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:35:00+00:00;77.0;0.2;1.6;100756.0;101041.0;NaN;22.4;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:40:00+00:00;77.0;0.0;1.6;100753.0;101038.0;NaN;22.3;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:45:00+00:00;73.0;0.2;1.8;100756.0;101042.0;NaN;22.2;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:50:00+00:00;73.0;0.0;1.8;100771.0;101057.0;NaN;22.2;45.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 15:55:00+00:00;75.0;0.0;1.8;100773.0;101059.0;NaN;22.2;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:00:00+00:00;76.0;0.2;2.0;100769.0;101055.0;NaN;22.1;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:05:00+00:00;76.0;0.0;2.0;100769.0;101055.0;NaN;22.1;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:10:00+00:00;77.0;0.0;2.0;100769.0;101055.0;NaN;22.0;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:15:00+00:00;77.0;0.0;2.0;100767.0;101053.0;NaN;21.9;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:20:00+00:00;77.0;0.2;2.2;100778.0;101064.0;NaN;21.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:25:00+00:00;76.0;0.0;2.2;100775.0;101061.0;NaN;21.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:30:00+00:00;77.0;0.0;2.2;100774.0;101060.0;NaN;21.8;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:35:00+00:00;76.0;0.0;2.2;100766.0;101052.0;NaN;21.9;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:40:00+00:00;75.0;0.2;2.4;100772.0;101058.0;NaN;21.9;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:45:00+00:00;74.0;0.0;2.4;100773.0;101059.0;NaN;21.9;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:50:00+00:00;74.0;0.0;2.4;100770.0;101056.0;NaN;21.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 16:55:00+00:00;74.0;0.0;2.4;100772.0;101058.0;NaN;21.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:00:00+00:00;74.0;0.0;2.4;100773.0;101059.0;NaN;21.7;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:05:00+00:00;74.0;0.0;2.4;100782.0;101068.0;NaN;21.7;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:10:00+00:00;73.0;0.0;2.4;100783.0;101069.0;NaN;21.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:15:00+00:00;73.0;0.0;2.4;100796.0;101082.0;NaN;21.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 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17:40:00+00:00;73.0;0.0;2.4;100810.0;101096.0;NaN;22.0;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:45:00+00:00;72.0;0.0;2.4;100809.0;101095.0;NaN;21.9;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:50:00+00:00;73.0;0.0;2.4;100811.0;101097.0;NaN;21.9;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 17:55:00+00:00;72.0;0.0;2.4;100823.0;101109.0;NaN;21.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:00:00+00:00;71.0;0.0;2.4;100829.0;101116.0;NaN;21.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:05:00+00:00;71.0;0.0;2.4;100832.0;101119.0;NaN;21.6;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:10:00+00:00;71.0;0.0;2.4;100847.0;101134.0;NaN;21.6;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:15:00+00:00;71.0;0.0;2.4;100861.0;101148.0;NaN;21.6;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:20:00+00:00;72.0;0.0;2.4;100866.0;101153.0;NaN;21.5;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:25:00+00:00;72.0;0.0;2.4;100866.0;101153.0;NaN;21.5;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:30:00+00:00;72.0;0.0;2.4;100879.0;101166.0;NaN;21.6;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:35:00+00:00;72.0;0.0;2.4;100888.0;101175.0;NaN;21.6;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:40:00+00:00;72.0;0.0;2.4;100898.0;101185.0;NaN;21.7;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:45:00+00:00;70.0;0.0;2.4;100908.0;101195.0;NaN;21.8;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:50:00+00:00;70.0;0.0;2.4;100904.0;101191.0;NaN;21.9;115.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 18:55:00+00:00;69.0;0.0;2.4;100907.0;101194.0;NaN;22.0;115.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:00:00+00:00;69.0;0.0;2.4;100917.0;101204.0;NaN;22.0;115.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:05:00+00:00;70.0;0.0;2.4;100914.0;101201.0;NaN;22.0;115.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:10:00+00:00;69.0;0.0;2.4;100913.0;101200.0;NaN;22.0;125.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:15:00+00:00;70.0;0.0;2.4;100925.0;101212.0;NaN;21.9;115.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:20:00+00:00;70.0;0.0;2.4;100923.0;101210.0;NaN;21.9;105.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:25:00+00:00;70.0;0.0;2.4;100925.0;101212.0;NaN;21.8;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:30:00+00:00;70.0;0.0;2.4;100932.0;101219.0;NaN;21.8;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:35:00+00:00;70.0;0.0;2.4;100937.0;101224.0;NaN;21.8;105.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:40:00+00:00;70.0;0.0;2.4;100944.0;101231.0;NaN;21.7;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:45:00+00:00;71.0;0.0;2.4;100956.0;101243.0;NaN;21.7;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:50:00+00:00;71.0;0.0;2.4;100948.0;101235.0;NaN;21.6;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 19:55:00+00:00;71.0;0.0;2.4;100955.0;101242.0;NaN;21.6;105.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:00:00+00:00;71.0;0.0;2.4;100953.0;101240.0;NaN;21.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:05:00+00:00;71.0;0.0;2.4;100958.0;101245.0;NaN;21.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:10:00+00:00;72.0;0.0;2.4;100957.0;101244.0;NaN;21.5;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:15:00+00:00;72.0;0.0;2.4;100958.0;101246.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:20:00+00:00;72.0;0.0;2.4;100964.0;101252.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:25:00+00:00;73.0;0.0;2.4;100967.0;101255.0;NaN;21.3;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:30:00+00:00;73.0;0.0;2.4;100968.0;101256.0;NaN;21.3;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:35:00+00:00;73.0;0.0;2.4;100972.0;101260.0;NaN;21.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:40:00+00:00;73.0;0.0;2.4;100980.0;101268.0;NaN;21.2;105.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:45:00+00:00;74.0;0.0;2.4;100969.0;101257.0;NaN;21.1;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:50:00+00:00;74.0;0.0;2.4;100978.0;101266.0;NaN;21.1;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 20:55:00+00:00;74.0;0.0;2.4;100987.0;101275.0;NaN;21.0;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:00:00+00:00;74.0;0.0;2.4;100993.0;101281.0;NaN;21.0;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:05:00+00:00;74.0;0.0;2.4;100989.0;101277.0;NaN;20.9;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:10:00+00:00;74.0;0.0;2.4;100994.0;101283.0;NaN;20.8;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:15:00+00:00;74.0;0.0;2.4;101003.0;101292.0;NaN;20.8;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:20:00+00:00;73.0;0.0;2.4;100998.0;101287.0;NaN;20.7;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:25:00+00:00;74.0;0.0;2.4;101003.0;101292.0;NaN;20.6;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:30:00+00:00;74.0;0.0;2.4;101008.0;101297.0;NaN;20.6;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:35:00+00:00;73.0;0.0;2.4;101005.0;101294.0;NaN;20.6;95.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:40:00+00:00;72.0;0.0;2.4;101007.0;101296.0;NaN;20.6;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:45:00+00:00;72.0;0.0;2.4;101011.0;101300.0;NaN;20.6;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:50:00+00:00;72.0;0.0;2.4;101011.0;101300.0;NaN;20.6;95.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 21:55:00+00:00;72.0;0.0;2.4;101007.0;101296.0;NaN;20.6;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:00:00+00:00;73.0;0.0;2.4;101010.0;101299.0;NaN;20.6;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:05:00+00:00;73.0;0.0;2.4;101004.0;101293.0;NaN;20.6;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:10:00+00:00;73.0;0.0;2.4;101013.0;101302.0;NaN;20.6;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:15:00+00:00;73.0;0.0;2.4;101011.0;101300.0;NaN;20.6;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:20:00+00:00;73.0;0.0;2.4;101004.0;101293.0;NaN;20.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:25:00+00:00;73.0;0.0;2.4;101014.0;101303.0;NaN;20.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:30:00+00:00;74.0;0.0;2.4;101018.0;101307.0;NaN;20.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:35:00+00:00;74.0;0.0;2.4;101022.0;101311.0;NaN;20.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:40:00+00:00;74.0;0.0;2.4;101025.0;101314.0;NaN;20.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:45:00+00:00;74.0;0.0;2.4;101026.0;101315.0;NaN;20.5;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:50:00+00:00;74.0;0.0;2.4;101027.0;101316.0;NaN;20.5;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 22:55:00+00:00;75.0;0.0;2.4;101033.0;101322.0;NaN;20.4;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:00:00+00:00;75.0;0.0;2.4;101038.0;101327.0;NaN;20.4;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:05:00+00:00;75.0;0.0;2.4;101041.0;101330.0;NaN;20.4;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:10:00+00:00;75.0;0.0;2.4;101046.0;101335.0;NaN;20.4;115.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:15:00+00:00;75.0;0.0;2.4;101047.0;101336.0;NaN;20.4;115.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:20:00+00:00;75.0;0.0;2.4;101047.0;101336.0;NaN;20.3;105.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:25:00+00:00;75.0;0.0;2.4;101052.0;101342.0;NaN;20.3;105.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:30:00+00:00;75.0;0.0;2.4;101040.0;101330.0;NaN;20.3;105.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:35:00+00:00;76.0;0.0;2.4;101056.0;101346.0;NaN;20.2;105.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:40:00+00:00;76.0;0.0;2.4;101063.0;101353.0;NaN;20.1;105.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:45:00+00:00;76.0;0.0;2.4;101069.0;101359.0;NaN;20.1;105.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:50:00+00:00;76.0;0.0;2.4;101075.0;101365.0;NaN;20.0;105.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-03 23:55:00+00:00;76.0;0.0;2.4;101066.0;101356.0;NaN;20.0;105.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:00:00+00:00;76.0;0.0;0.0;101074.0;101364.0;NaN;19.9;105.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:05:00+00:00;77.0;0.0;0.0;101076.0;101366.0;NaN;19.9;105.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:10:00+00:00;77.0;0.0;0.0;101079.0;101369.0;NaN;19.8;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:15:00+00:00;77.0;0.0;0.0;101078.0;101368.0;NaN;19.8;95.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:20:00+00:00;77.0;0.0;0.0;101085.0;101376.0;NaN;19.7;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:25:00+00:00;77.0;0.0;0.0;101081.0;101372.0;NaN;19.7;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:30:00+00:00;77.0;0.0;0.0;101077.0;101368.0;NaN;19.7;95.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:35:00+00:00;77.0;0.0;0.0;101093.0;101384.0;NaN;19.6;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:40:00+00:00;77.0;0.0;0.0;101095.0;101386.0;NaN;19.6;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:45:00+00:00;77.0;0.0;0.0;101100.0;101391.0;NaN;19.6;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:50:00+00:00;77.0;0.0;0.0;101098.0;101389.0;NaN;19.5;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 00:55:00+00:00;77.0;0.0;0.0;101105.0;101396.0;NaN;19.5;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:00:00+00:00;77.0;0.0;0.0;101107.0;101398.0;NaN;19.5;95.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:05:00+00:00;77.0;0.0;0.0;101114.0;101405.0;NaN;19.4;95.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:10:00+00:00;77.0;0.0;0.0;101114.0;101405.0;NaN;19.4;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:15:00+00:00;77.0;0.0;0.0;101116.0;101407.0;NaN;19.4;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:20:00+00:00;78.0;0.0;0.0;101126.0;101417.0;NaN;19.4;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:25:00+00:00;78.0;0.0;0.0;101125.0;101416.0;NaN;19.4;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:30:00+00:00;78.0;0.0;0.0;101131.0;101422.0;NaN;19.3;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:35:00+00:00;78.0;0.0;0.0;101130.0;101421.0;NaN;19.3;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:40:00+00:00;78.0;0.0;0.0;101132.0;101423.0;NaN;19.3;95.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:45:00+00:00;78.0;0.0;0.0;101144.0;101435.0;NaN;19.2;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:50:00+00:00;78.0;0.0;0.0;101145.0;101436.0;NaN;19.2;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 01:55:00+00:00;78.0;0.0;0.0;101144.0;101436.0;NaN;19.2;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:00:00+00:00;78.0;0.0;0.0;101149.0;101441.0;NaN;19.2;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:05:00+00:00;78.0;0.0;0.0;101146.0;101438.0;NaN;19.1;95.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:10:00+00:00;78.0;0.0;0.0;101164.0;101456.0;NaN;19.1;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:15:00+00:00;78.0;0.0;0.0;101158.0;101450.0;NaN;19.1;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:20:00+00:00;79.0;0.0;0.0;101163.0;101455.0;NaN;19.0;95.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:25:00+00:00;79.0;0.0;0.0;101167.0;101459.0;NaN;19.0;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:30:00+00:00;79.0;0.0;0.0;101165.0;101457.0;NaN;19.0;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:35:00+00:00;79.0;0.0;0.0;101175.0;101467.0;NaN;18.9;95.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:40:00+00:00;79.0;0.0;0.0;101178.0;101470.0;NaN;18.9;95.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:45:00+00:00;80.0;0.0;0.0;101174.0;101466.0;NaN;18.9;95.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:50:00+00:00;79.0;0.0;0.0;101192.0;101484.0;NaN;18.9;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 02:55:00+00:00;79.0;0.0;0.0;101193.0;101485.0;NaN;18.8;95.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:00:00+00:00;80.0;0.0;0.0;101200.0;101492.0;NaN;18.8;95.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:05:00+00:00;80.0;0.0;0.0;101205.0;101497.0;NaN;18.7;95.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:10:00+00:00;80.0;0.0;0.0;101208.0;101501.0;NaN;18.7;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:15:00+00:00;80.0;0.0;0.0;101207.0;101500.0;NaN;18.6;85.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:20:00+00:00;80.0;0.0;0.0;101209.0;101502.0;NaN;18.6;75.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:25:00+00:00;80.0;0.0;0.0;101214.0;101507.0;NaN;18.6;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:30:00+00:00;80.0;0.0;0.0;101216.0;101509.0;NaN;18.5;75.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:35:00+00:00;81.0;0.0;0.0;101210.0;101503.0;NaN;18.5;75.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:40:00+00:00;81.0;0.0;0.0;101217.0;101510.0;NaN;18.5;75.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:45:00+00:00;81.0;0.0;0.0;101219.0;101512.0;NaN;18.5;75.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:50:00+00:00;81.0;0.0;0.0;101215.0;101508.0;NaN;18.5;75.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 03:55:00+00:00;81.0;0.0;0.0;101221.0;101514.0;NaN;18.5;75.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 04:00:00+00:00;81.0;0.0;0.0;101226.0;101519.0;NaN;18.5;75.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 04:05:00+00:00;81.0;0.0;0.0;101224.0;101517.0;NaN;18.4;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 04:10:00+00:00;81.0;0.0;0.0;101229.0;101522.0;NaN;18.4;75.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 04:15:00+00:00;81.0;0.0;0.0;101241.0;101534.0;NaN;18.4;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 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11:20:00+00:00;44.0;0.0;0.0;101444.0;101729.0;NaN;24.6;65.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:25:00+00:00;43.0;0.0;0.0;101438.0;101723.0;NaN;24.7;305.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:30:00+00:00;43.0;0.0;0.0;101442.0;101727.0;NaN;24.7;25.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:35:00+00:00;43.0;0.0;0.0;101443.0;101728.0;NaN;25.0;5.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:40:00+00:00;43.0;0.0;0.0;101442.0;101726.0;NaN;25.0;15.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:45:00+00:00;43.0;0.0;0.0;101443.0;101727.0;NaN;25.1;45.0;9.7;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:50:00+00:00;43.0;0.0;0.0;101447.0;101731.0;NaN;25.2;65.0;11.3;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 11:55:00+00:00;43.0;0.0;0.0;101457.0;101741.0;NaN;25.2;125.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:00:00+00:00;43.0;0.0;0.0;101445.0;101729.0;NaN;25.2;45.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:05:00+00:00;42.0;0.0;0.0;101450.0;101734.0;NaN;25.3;45.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:10:00+00:00;43.0;0.0;0.0;101456.0;101740.0;NaN;25.3;345.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:15:00+00:00;43.0;0.0;0.0;101465.0;101749.0;NaN;25.4;65.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:20:00+00:00;42.0;0.0;0.0;101455.0;101739.0;NaN;25.5;55.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:25:00+00:00;43.0;0.0;0.0;101463.0;101747.0;NaN;25.6;285.0;11.3;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:30:00+00:00;43.0;0.0;0.0;101469.0;101753.0;NaN;25.7;25.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 12:35:00+00:00;43.0;0.0;0.0;101463.0;101747.0;NaN;25.7;45.0;9.7;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 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16:40:00+00:00;41.0;0.0;0.0;101421.0;101703.0;NaN;26.7;195.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 16:45:00+00:00;41.0;0.0;0.0;101426.0;101708.0;NaN;26.7;195.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 16:50:00+00:00;41.0;0.0;0.0;101419.0;101701.0;NaN;26.7;345.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 16:55:00+00:00;41.0;0.0;0.0;101415.0;101697.0;NaN;26.6;15.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 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18:40:00+00:00;44.0;0.0;0.0;101472.0;101757.0;NaN;24.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 18:45:00+00:00;44.0;0.0;0.0;101478.0;101763.0;NaN;24.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 18:50:00+00:00;45.0;0.0;0.0;101477.0;101762.0;NaN;24.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 18:55:00+00:00;45.0;0.0;0.0;101478.0;101764.0;NaN;24.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 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21:00:00+00:00;50.0;0.0;0.0;101519.0;101806.0;NaN;23.2;25.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:05:00+00:00;50.0;0.0;0.0;101513.0;101800.0;NaN;23.2;25.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:10:00+00:00;51.0;0.0;0.0;101516.0;101803.0;NaN;23.1;25.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:15:00+00:00;51.0;0.0;0.0;101517.0;101805.0;NaN;23.1;25.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:20:00+00:00;51.0;0.0;0.0;101521.0;101809.0;NaN;23.0;25.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:25:00+00:00;51.0;0.0;0.0;101525.0;101813.0;NaN;22.9;25.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:30:00+00:00;52.0;0.0;0.0;101523.0;101811.0;NaN;22.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:35:00+00:00;51.0;0.0;0.0;101528.0;101816.0;NaN;22.8;25.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:40:00+00:00;51.0;0.0;0.0;101519.0;101807.0;NaN;22.7;25.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:45:00+00:00;51.0;0.0;0.0;101527.0;101815.0;NaN;22.6;25.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:50:00+00:00;51.0;0.0;0.0;101526.0;101814.0;NaN;22.6;25.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 21:55:00+00:00;50.0;0.0;0.0;101534.0;101822.0;NaN;22.5;25.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:00:00+00:00;50.0;0.0;0.0;101537.0;101825.0;NaN;22.5;35.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:05:00+00:00;50.0;0.0;0.0;101542.0;101831.0;NaN;22.4;35.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:10:00+00:00;50.0;0.0;0.0;101542.0;101831.0;NaN;22.4;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:15:00+00:00;50.0;0.0;0.0;101544.0;101833.0;NaN;22.4;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:20:00+00:00;50.0;0.0;0.0;101553.0;101842.0;NaN;22.3;35.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:25:00+00:00;50.0;0.0;0.0;101552.0;101841.0;NaN;22.3;35.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:30:00+00:00;50.0;0.0;0.0;101553.0;101842.0;NaN;22.3;35.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:35:00+00:00;50.0;0.0;0.0;101557.0;101846.0;NaN;22.3;35.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:40:00+00:00;50.0;0.0;0.0;101553.0;101842.0;NaN;22.3;35.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:45:00+00:00;50.0;0.0;0.0;101553.0;101842.0;NaN;22.2;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:50:00+00:00;50.0;0.0;0.0;101559.0;101848.0;NaN;22.2;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 22:55:00+00:00;50.0;0.0;0.0;101565.0;101854.0;NaN;22.2;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:00:00+00:00;50.0;0.0;0.0;101562.0;101851.0;NaN;22.1;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:05:00+00:00;51.0;0.0;0.0;101559.0;101848.0;NaN;22.0;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:10:00+00:00;51.0;0.0;0.0;101567.0;101856.0;NaN;21.9;35.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:15:00+00:00;52.0;0.0;0.0;101563.0;101852.0;NaN;21.9;35.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:20:00+00:00;53.0;0.0;0.0;101567.0;101857.0;NaN;21.8;35.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:25:00+00:00;53.0;0.0;0.0;101553.0;101843.0;NaN;21.7;35.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:30:00+00:00;54.0;0.0;0.0;101552.0;101842.0;NaN;21.7;35.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:35:00+00:00;54.0;0.0;0.0;101548.0;101838.0;NaN;21.7;35.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:40:00+00:00;54.0;0.0;0.0;101539.0;101829.0;NaN;21.7;35.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:45:00+00:00;55.0;0.0;0.0;101540.0;101830.0;NaN;21.7;35.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:50:00+00:00;55.0;0.0;0.0;101539.0;101829.0;NaN;21.7;35.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-04 23:55:00+00:00;55.0;0.0;0.0;101540.0;101830.0;NaN;21.6;35.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:00:00+00:00;56.0;0.0;0.0;101530.0;101820.0;NaN;21.6;45.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:05:00+00:00;56.0;0.0;0.0;101534.0;101824.0;NaN;21.5;45.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:10:00+00:00;56.0;0.0;0.0;101535.0;101825.0;NaN;21.4;45.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:15:00+00:00;57.0;0.0;0.0;101528.0;101818.0;NaN;21.4;45.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:20:00+00:00;57.0;0.0;0.0;101530.0;101820.0;NaN;21.3;45.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:25:00+00:00;58.0;0.0;0.0;101530.0;101820.0;NaN;21.2;45.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:30:00+00:00;58.0;0.0;0.0;101530.0;101820.0;NaN;21.2;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:35:00+00:00;59.0;0.0;0.0;101526.0;101816.0;NaN;21.1;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:40:00+00:00;59.0;0.0;0.0;101522.0;101812.0;NaN;21.1;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:45:00+00:00;59.0;0.0;0.0;101514.0;101804.0;NaN;21.1;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:50:00+00:00;59.0;0.0;0.0;101502.0;101792.0;NaN;21.1;65.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 00:55:00+00:00;59.0;0.0;0.0;101497.0;101787.0;NaN;21.1;65.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:00:00+00:00;59.0;0.0;0.0;101487.0;101777.0;NaN;21.1;75.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:05:00+00:00;59.0;0.0;0.0;101488.0;101778.0;NaN;21.0;75.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:10:00+00:00;59.0;0.0;0.0;101491.0;101781.0;NaN;21.0;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:15:00+00:00;60.0;0.0;0.0;101484.0;101774.0;NaN;21.0;85.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:20:00+00:00;60.0;0.0;0.0;101490.0;101780.0;NaN;20.9;85.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:25:00+00:00;60.0;0.0;0.0;101484.0;101774.0;NaN;20.9;85.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:30:00+00:00;60.0;0.0;0.0;101480.0;101771.0;NaN;20.9;85.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:35:00+00:00;60.0;0.0;0.0;101485.0;101776.0;NaN;20.8;65.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:40:00+00:00;60.0;0.0;0.0;101474.0;101765.0;NaN;20.8;85.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:45:00+00:00;61.0;0.0;0.0;101472.0;101763.0;NaN;20.7;85.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:50:00+00:00;61.0;0.0;0.0;101473.0;101764.0;NaN;20.7;85.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 01:55:00+00:00;61.0;0.0;0.0;101477.0;101768.0;NaN;20.6;85.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:00:00+00:00;61.0;0.0;0.0;101479.0;101770.0;NaN;20.6;85.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:05:00+00:00;61.0;0.0;0.0;101491.0;101782.0;NaN;20.5;85.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:10:00+00:00;61.0;0.0;0.0;101484.0;101775.0;NaN;20.5;85.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:15:00+00:00;61.0;0.0;0.0;101483.0;101774.0;NaN;20.4;85.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:20:00+00:00;61.0;0.0;0.0;101484.0;101775.0;NaN;20.3;85.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:25:00+00:00;62.0;0.0;0.0;101477.0;101768.0;NaN;20.3;95.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:30:00+00:00;62.0;0.0;0.0;101473.0;101764.0;NaN;20.3;95.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:35:00+00:00;62.0;0.0;0.0;101474.0;101765.0;NaN;20.2;95.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:40:00+00:00;62.0;0.0;0.0;101483.0;101775.0;NaN;20.2;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:45:00+00:00;62.0;0.0;0.0;101469.0;101760.0;NaN;20.2;95.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:50:00+00:00;62.0;0.0;0.0;101468.0;101760.0;NaN;20.1;75.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 02:55:00+00:00;62.0;0.0;0.0;101464.0;101755.0;NaN;20.1;85.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:00:00+00:00;62.0;0.0;0.0;101467.0;101759.0;NaN;20.1;85.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:05:00+00:00;62.0;0.0;0.0;101472.0;101764.0;NaN;20.1;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:10:00+00:00;62.0;0.0;0.0;101471.0;101763.0;NaN;20.1;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:15:00+00:00;62.0;0.0;0.0;101468.0;101760.0;NaN;20.1;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:20:00+00:00;62.0;0.0;0.0;101461.0;101752.0;NaN;20.2;95.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:25:00+00:00;62.0;0.0;0.0;101458.0;101749.0;NaN;20.2;5.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:30:00+00:00;62.0;0.0;0.0;101457.0;101748.0;NaN;20.2;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:35:00+00:00;62.0;0.0;0.0;101452.0;101744.0;NaN;20.0;25.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:40:00+00:00;62.0;0.0;0.0;101462.0;101754.0;NaN;20.0;65.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:45:00+00:00;62.0;0.0;0.0;101465.0;101757.0;NaN;20.0;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:50:00+00:00;61.0;0.0;0.0;101470.0;101762.0;NaN;20.0;55.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 03:55:00+00:00;62.0;0.0;0.0;101466.0;101758.0;NaN;20.0;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:00:00+00:00;61.0;0.0;0.0;101458.0;101750.0;NaN;20.0;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:05:00+00:00;61.0;0.0;0.0;101466.0;101758.0;NaN;20.0;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:10:00+00:00;61.0;0.0;0.0;101460.0;101752.0;NaN;20.0;95.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:15:00+00:00;61.0;0.0;0.0;101465.0;101757.0;NaN;20.0;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:20:00+00:00;61.0;0.0;0.0;101463.0;101755.0;NaN;20.0;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:25:00+00:00;61.0;0.0;0.0;101462.0;101754.0;NaN;20.0;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:30:00+00:00;60.0;0.0;0.0;101474.0;101766.0;NaN;20.0;65.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:35:00+00:00;60.0;0.0;0.0;101475.0;101767.0;NaN;20.0;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:40:00+00:00;60.0;0.0;0.0;101470.0;101762.0;NaN;20.1;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:45:00+00:00;60.0;0.0;0.0;101474.0;101766.0;NaN;20.1;65.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:50:00+00:00;60.0;0.0;0.0;101484.0;101776.0;NaN;20.1;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 04:55:00+00:00;60.0;0.0;0.0;101484.0;101776.0;NaN;20.1;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 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05:20:00+00:00;59.0;0.0;0.0;101501.0;101793.0;NaN;20.1;85.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:25:00+00:00;59.0;0.0;0.0;101511.0;101803.0;NaN;20.1;85.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:30:00+00:00;59.0;0.0;0.0;101507.0;101799.0;NaN;20.2;85.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:35:00+00:00;59.0;0.0;0.0;101509.0;101801.0;NaN;20.2;85.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:40:00+00:00;59.0;0.0;0.0;101517.0;101809.0;NaN;20.2;85.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:45:00+00:00;59.0;0.0;0.0;101513.0;101804.0;NaN;20.3;85.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:50:00+00:00;59.0;0.0;0.0;101512.0;101803.0;NaN;20.4;85.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 05:55:00+00:00;59.0;0.0;0.0;101502.0;101793.0;NaN;20.4;85.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:00:00+00:00;59.0;0.0;0.0;101498.0;101789.0;NaN;20.5;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:05:00+00:00;59.0;0.0;0.0;101505.0;101796.0;NaN;20.5;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:10:00+00:00;59.0;0.0;0.0;101504.0;101795.0;NaN;20.5;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:15:00+00:00;59.0;0.0;0.0;101504.0;101795.0;NaN;20.5;235.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:20:00+00:00;59.0;0.0;0.0;101505.0;101796.0;NaN;20.6;225.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:25:00+00:00;59.0;0.0;0.0;101500.0;101791.0;NaN;20.6;225.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:30:00+00:00;59.0;0.0;0.0;101506.0;101797.0;NaN;20.7;15.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:35:00+00:00;59.0;0.0;0.0;101513.0;101804.0;NaN;20.7;25.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:40:00+00:00;58.0;0.0;0.0;101521.0;101812.0;NaN;20.8;115.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:45:00+00:00;58.0;0.0;0.0;101524.0;101815.0;NaN;21.0;115.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:50:00+00:00;58.0;0.0;0.0;101531.0;101821.0;NaN;21.1;35.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 06:55:00+00:00;58.0;0.0;0.0;101529.0;101819.0;NaN;21.3;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:00:00+00:00;57.0;0.0;0.0;101542.0;101832.0;NaN;21.5;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:05:00+00:00;57.0;0.0;0.0;101549.0;101839.0;NaN;21.7;75.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:10:00+00:00;57.0;0.0;0.0;101547.0;101836.0;NaN;21.9;75.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:15:00+00:00;56.0;0.0;0.0;101549.0;101838.0;NaN;22.1;75.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:20:00+00:00;56.0;0.0;0.0;101561.0;101850.0;NaN;22.2;75.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:25:00+00:00;56.0;0.0;0.0;101564.0;101853.0;NaN;22.4;75.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:30:00+00:00;56.0;0.0;0.0;101567.0;101856.0;NaN;22.5;75.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:35:00+00:00;56.0;0.0;0.0;101576.0;101864.0;NaN;22.7;85.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:40:00+00:00;56.0;0.0;0.0;101586.0;101874.0;NaN;22.8;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:45:00+00:00;55.0;0.0;0.0;101592.0;101880.0;NaN;22.9;65.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:50:00+00:00;56.0;0.0;0.0;101594.0;101882.0;NaN;23.1;65.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 07:55:00+00:00;55.0;0.0;0.0;101594.0;101882.0;NaN;23.2;45.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:00:00+00:00;55.0;0.0;0.0;101594.0;101881.0;NaN;23.4;55.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:05:00+00:00;54.0;0.0;0.0;101601.0;101888.0;NaN;23.6;45.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:10:00+00:00;54.0;0.0;0.0;101606.0;101893.0;NaN;23.9;45.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:15:00+00:00;53.0;0.0;0.0;101602.0;101888.0;NaN;24.1;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:20:00+00:00;53.0;0.0;0.0;101606.0;101892.0;NaN;24.4;45.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:25:00+00:00;52.0;0.0;0.0;101602.0;101888.0;NaN;24.7;45.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:30:00+00:00;52.0;0.0;0.0;101612.0;101897.0;NaN;24.9;45.0;8.1;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:35:00+00:00;51.0;0.0;0.0;101601.0;101886.0;NaN;25.1;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:40:00+00:00;51.0;0.0;0.0;101604.0;101889.0;NaN;25.3;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:45:00+00:00;51.0;0.0;0.0;101600.0;101884.0;NaN;25.5;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:50:00+00:00;49.0;0.0;0.0;101596.0;101880.0;NaN;25.7;75.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 08:55:00+00:00;49.0;0.0;0.0;101589.0;101873.0;NaN;25.9;75.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:00:00+00:00;48.0;0.0;0.0;101590.0;101874.0;NaN;26.1;75.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:05:00+00:00;47.0;0.0;0.0;101592.0;101875.0;NaN;26.2;85.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:10:00+00:00;47.0;0.0;0.0;101592.0;101875.0;NaN;26.3;65.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:15:00+00:00;47.0;0.0;0.0;101583.0;101866.0;NaN;26.2;75.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:20:00+00:00;47.0;0.0;0.0;101585.0;101868.0;NaN;26.2;75.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:25:00+00:00;47.0;0.0;0.0;101581.0;101864.0;NaN;26.2;75.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:30:00+00:00;47.0;0.0;0.0;101577.0;101860.0;NaN;26.2;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:35:00+00:00;47.0;0.0;0.0;101578.0;101861.0;NaN;26.2;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:40:00+00:00;48.0;0.0;0.0;101570.0;101853.0;NaN;26.2;55.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:45:00+00:00;48.0;0.0;0.0;101564.0;101847.0;NaN;26.2;55.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:50:00+00:00;48.0;0.0;0.0;101554.0;101837.0;NaN;26.1;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 09:55:00+00:00;48.0;0.0;0.0;101545.0;101828.0;NaN;26.1;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:00:00+00:00;48.0;0.0;0.0;101550.0;101834.0;NaN;26.0;315.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:05:00+00:00;49.0;0.0;0.0;101537.0;101820.0;NaN;26.0;65.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:10:00+00:00;49.0;0.0;0.0;101539.0;101822.0;NaN;26.0;75.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:15:00+00:00;49.0;0.0;0.0;101533.0;101816.0;NaN;26.1;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:20:00+00:00;49.0;0.0;0.0;101533.0;101816.0;NaN;26.2;55.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:25:00+00:00;49.0;0.0;0.0;101532.0;101815.0;NaN;26.3;65.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:30:00+00:00;49.0;0.0;0.0;101529.0;101812.0;NaN;26.5;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:35:00+00:00;49.0;0.0;0.0;101533.0;101816.0;NaN;26.6;55.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:40:00+00:00;48.0;0.0;0.0;101526.0;101808.0;NaN;26.8;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:45:00+00:00;47.0;0.0;0.0;101531.0;101813.0;NaN;26.9;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:50:00+00:00;46.0;0.0;0.0;101531.0;101813.0;NaN;27.0;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 10:55:00+00:00;46.0;0.0;0.0;101531.0;101813.0;NaN;27.2;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:00:00+00:00;46.0;0.0;0.0;101528.0;101810.0;NaN;27.2;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:05:00+00:00;45.0;0.0;0.0;101516.0;101798.0;NaN;27.3;45.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:10:00+00:00;44.0;0.0;0.0;101508.0;101789.0;NaN;27.4;55.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:15:00+00:00;44.0;0.0;0.0;101512.0;101793.0;NaN;27.5;55.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:20:00+00:00;44.0;0.0;0.0;101516.0;101797.0;NaN;27.6;55.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:25:00+00:00;44.0;0.0;0.0;101499.0;101780.0;NaN;27.6;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:30:00+00:00;43.0;0.0;0.0;101497.0;101778.0;NaN;27.6;55.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:35:00+00:00;43.0;0.0;0.0;101496.0;101777.0;NaN;27.7;55.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:40:00+00:00;43.0;0.0;0.0;101509.0;101790.0;NaN;27.7;55.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:45:00+00:00;43.0;0.0;0.0;101496.0;101777.0;NaN;27.8;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:50:00+00:00;43.0;0.0;0.0;101495.0;101776.0;NaN;27.8;35.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 11:55:00+00:00;42.0;0.0;0.0;101498.0;101779.0;NaN;27.9;265.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:00:00+00:00;42.0;0.0;0.0;101487.0;101768.0;NaN;27.9;65.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:05:00+00:00;42.0;0.0;0.0;101484.0;101765.0;NaN;28.0;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:10:00+00:00;43.0;0.0;0.0;101482.0;101762.0;NaN;28.1;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:15:00+00:00;42.0;0.0;0.0;101470.0;101750.0;NaN;28.1;245.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:20:00+00:00;42.0;0.0;0.0;101476.0;101756.0;NaN;28.2;245.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:25:00+00:00;43.0;0.0;0.0;101464.0;101744.0;NaN;28.2;55.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:30:00+00:00;42.0;0.0;0.0;101467.0;101747.0;NaN;28.3;225.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:35:00+00:00;42.0;0.0;0.0;101467.0;101747.0;NaN;28.4;185.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:40:00+00:00;42.0;0.0;0.0;101460.0;101740.0;NaN;28.5;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:45:00+00:00;41.0;0.0;0.0;101453.0;101733.0;NaN;28.6;55.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:50:00+00:00;41.0;0.0;0.0;101445.0;101724.0;NaN;28.7;25.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 12:55:00+00:00;41.0;0.0;0.0;101437.0;101716.0;NaN;28.7;25.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:00:00+00:00;41.0;0.0;0.0;101440.0;101719.0;NaN;28.7;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:05:00+00:00;41.0;0.0;0.0;101445.0;101724.0;NaN;28.7;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:10:00+00:00;41.0;0.0;0.0;101430.0;101709.0;NaN;28.7;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:15:00+00:00;42.0;0.0;0.0;101429.0;101708.0;NaN;28.8;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:20:00+00:00;41.0;0.0;0.0;101421.0;101700.0;NaN;28.9;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:25:00+00:00;41.0;0.0;0.0;101417.0;101696.0;NaN;29.0;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:30:00+00:00;41.0;0.0;0.0;101404.0;101683.0;NaN;29.0;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:35:00+00:00;41.0;0.0;0.0;101410.0;101689.0;NaN;29.1;45.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:40:00+00:00;40.0;0.0;0.0;101407.0;101685.0;NaN;29.3;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:45:00+00:00;40.0;0.0;0.0;101400.0;101678.0;NaN;29.5;295.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:50:00+00:00;39.0;0.0;0.0;101396.0;101674.0;NaN;29.7;295.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 13:55:00+00:00;39.0;0.0;0.0;101400.0;101678.0;NaN;30.0;265.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:00:00+00:00;38.0;0.0;0.0;101377.0;101654.0;NaN;30.1;315.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:05:00+00:00;38.0;0.0;0.0;101382.0;101659.0;NaN;30.1;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:10:00+00:00;38.0;0.0;0.0;101374.0;101651.0;NaN;30.1;55.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:15:00+00:00;39.0;0.0;0.0;101371.0;101648.0;NaN;29.9;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:20:00+00:00;39.0;0.0;0.0;101372.0;101650.0;NaN;29.8;55.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:25:00+00:00;39.0;0.0;0.0;101362.0;101640.0;NaN;29.7;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:30:00+00:00;39.0;0.0;0.0;101341.0;101619.0;NaN;29.7;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:35:00+00:00;39.0;0.0;0.0;101336.0;101614.0;NaN;29.6;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:40:00+00:00;39.0;0.0;0.0;101327.0;101605.0;NaN;29.6;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:45:00+00:00;39.0;0.0;0.0;101317.0;101595.0;NaN;29.6;55.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:50:00+00:00;40.0;0.0;0.0;101317.0;101595.0;NaN;29.5;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 14:55:00+00:00;40.0;0.0;0.0;101303.0;101581.0;NaN;29.6;55.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:00:00+00:00;39.0;0.0;0.0;101298.0;101576.0;NaN;29.7;285.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:05:00+00:00;39.0;0.0;0.0;101312.0;101589.0;NaN;29.8;305.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:10:00+00:00;39.0;0.0;0.0;101342.0;101619.0;NaN;29.9;305.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:15:00+00:00;39.0;0.0;0.0;101377.0;101655.0;NaN;29.9;305.0;8.1;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:20:00+00:00;42.0;0.0;0.0;101359.0;101637.0;NaN;29.3;45.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:25:00+00:00;44.0;0.0;0.0;101401.0;101682.0;NaN;27.7;135.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:30:00+00:00;46.0;0.0;0.0;101391.0;101673.0;NaN;26.5;115.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:35:00+00:00;47.0;0.0;0.0;101388.0;101671.0;NaN;25.8;95.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:40:00+00:00;49.0;0.0;0.0;101396.0;101680.0;NaN;25.3;335.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:45:00+00:00;50.0;0.0;0.0;101412.0;101696.0;NaN;25.0;45.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:50:00+00:00;51.0;0.0;0.0;101414.0;101698.0;NaN;25.0;85.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 15:55:00+00:00;51.0;0.0;0.0;101403.0;101687.0;NaN;24.9;75.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:00:00+00:00;50.0;0.0;0.0;101383.0;101668.0;NaN;24.8;75.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:05:00+00:00;50.0;0.0;0.0;101389.0;101674.0;NaN;24.7;125.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:10:00+00:00;50.0;0.0;0.0;101371.0;101656.0;NaN;24.8;85.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:15:00+00:00;50.0;0.0;0.0;101354.0;101638.0;NaN;24.9;85.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:20:00+00:00;49.0;0.0;0.0;101345.0;101629.0;NaN;25.0;85.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:25:00+00:00;48.0;0.0;0.0;101340.0;101624.0;NaN;25.2;75.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:30:00+00:00;48.0;0.0;0.0;101328.0;101612.0;NaN;25.3;95.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 16:35:00+00:00;48.0;0.0;0.0;101313.0;101597.0;NaN;25.3;95.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 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18:00:00+00:00;53.0;0.0;0.0;101255.0;101540.0;NaN;24.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:05:00+00:00;53.0;0.0;0.0;101250.0;101535.0;NaN;24.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:10:00+00:00;54.0;0.0;0.0;101246.0;101531.0;NaN;24.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:15:00+00:00;54.0;0.0;0.0;101243.0;101528.0;NaN;24.2;165.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:20:00+00:00;54.0;0.0;0.0;101246.0;101531.0;NaN;24.1;195.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:25:00+00:00;54.0;0.0;0.0;101264.0;101549.0;NaN;24.0;195.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:30:00+00:00;54.0;0.0;0.0;101279.0;101564.0;NaN;24.0;195.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:35:00+00:00;54.0;0.0;0.0;101306.0;101591.0;NaN;24.0;255.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:40:00+00:00;54.0;0.0;0.0;101386.0;101672.0;NaN;24.0;255.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:45:00+00:00;54.0;0.0;0.0;101437.0;101723.0;NaN;24.0;255.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:50:00+00:00;56.0;0.0;0.0;101450.0;101736.0;NaN;23.9;15.0;16.1;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 18:55:00+00:00;58.0;0.0;0.0;101438.0;101724.0;NaN;23.6;165.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:00:00+00:00;60.0;0.0;0.0;101443.0;101730.0;NaN;23.3;215.0;14.5;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:05:00+00:00;63.0;0.0;0.0;101444.0;101731.0;NaN;22.9;175.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:10:00+00:00;66.0;0.0;0.0;101419.0;101707.0;NaN;22.4;275.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:15:00+00:00;68.0;0.0;0.0;101385.0;101674.0;NaN;21.8;165.0;14.5;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:20:00+00:00;70.0;0.0;0.0;101383.0;101673.0;NaN;21.2;195.0;14.5;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:25:00+00:00;70.0;0.0;0.0;101380.0;101670.0;NaN;20.9;235.0;11.3;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:30:00+00:00;70.0;0.0;0.0;101398.0;101688.0;NaN;20.9;155.0;14.5;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:35:00+00:00;70.0;0.0;0.0;101389.0;101679.0;NaN;20.9;175.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:40:00+00:00;71.0;0.0;0.0;101377.0;101667.0;NaN;20.9;165.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:45:00+00:00;72.0;0.0;0.0;101359.0;101649.0;NaN;20.8;185.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:50:00+00:00;72.0;0.0;0.0;101365.0;101655.0;NaN;20.8;175.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 19:55:00+00:00;73.0;0.0;0.0;101371.0;101661.0;NaN;20.8;175.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:00:00+00:00;73.0;0.0;0.0;101387.0;101677.0;NaN;20.7;175.0;11.3;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:05:00+00:00;73.0;0.0;0.0;101370.0;101660.0;NaN;20.6;145.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:10:00+00:00;74.0;0.2;0.2;101368.0;101659.0;NaN;20.5;175.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:15:00+00:00;75.0;0.0;0.2;101372.0;101663.0;NaN;20.3;175.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:20:00+00:00;76.0;0.0;0.2;101369.0;101660.0;NaN;20.0;195.0;16.1;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:25:00+00:00;77.0;0.0;0.2;101376.0;101668.0;NaN;19.9;165.0;8.1;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:30:00+00:00;78.0;0.0;0.2;101386.0;101678.0;NaN;19.8;165.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:35:00+00:00;78.0;0.0;0.2;101428.0;101720.0;NaN;19.7;165.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:40:00+00:00;79.0;0.0;0.2;101440.0;101732.0;NaN;19.6;195.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:45:00+00:00;80.0;0.2;0.4;101403.0;101695.0;NaN;19.6;195.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:50:00+00:00;81.0;0.2;0.6;101437.0;101729.0;NaN;19.5;185.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 20:55:00+00:00;82.0;0.2;0.8;101445.0;101738.0;NaN;19.2;155.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 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21:20:00+00:00;83.0;0.2;2.2;101301.0;101594.0;NaN;18.6;165.0;14.5;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:25:00+00:00;83.0;0.2;2.4;101303.0;101596.0;NaN;18.7;185.0;12.9;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:30:00+00:00;83.0;0.4;2.8;101288.0;101581.0;NaN;18.7;155.0;16.1;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:35:00+00:00;83.0;0.2;3.0;101284.0;101577.0;NaN;18.8;205.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:40:00+00:00;83.0;0.2;3.2;101297.0;101590.0;NaN;18.8;215.0;12.9;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:45:00+00:00;83.0;0.2;3.4;101328.0;101621.0;NaN;18.8;225.0;14.5;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:50:00+00:00;83.0;0.2;3.6;101381.0;101674.0;NaN;18.8;185.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 21:55:00+00:00;84.0;0.2;3.8;101421.0;101714.0;NaN;18.8;115.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:00:00+00:00;84.0;0.2;4.0;101387.0;101680.0;NaN;18.8;105.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:05:00+00:00;84.0;0.4;4.4;101390.0;101683.0;NaN;18.8;105.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:10:00+00:00;84.0;0.0;4.4;101422.0;101715.0;NaN;18.8;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:15:00+00:00;84.0;0.2;4.6;101393.0;101686.0;NaN;18.7;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:20:00+00:00;84.0;0.2;4.8;101395.0;101688.0;NaN;18.7;65.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:25:00+00:00;85.0;0.2;5.0;101410.0;101703.0;NaN;18.6;95.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:30:00+00:00;85.0;0.2;5.2;101396.0;101690.0;NaN;18.6;75.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 22:35:00+00:00;86.0;0.0;5.2;101403.0;101697.0;NaN;18.5;75.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 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23:20:00+00:00;85.0;0.0;6.2;101215.0;101508.0;NaN;18.2;95.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:25:00+00:00;85.0;0.0;6.2;101209.0;101502.0;NaN;18.2;155.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:30:00+00:00;85.0;0.2;6.4;101211.0;101504.0;NaN;18.2;85.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:35:00+00:00;85.0;0.0;6.4;101186.0;101479.0;NaN;18.1;85.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:40:00+00:00;84.0;0.2;6.6;101191.0;101484.0;NaN;18.1;85.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:45:00+00:00;84.0;0.0;6.6;101186.0;101479.0;NaN;18.1;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:50:00+00:00;84.0;0.2;6.8;101188.0;101481.0;NaN;18.1;95.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-05 23:55:00+00:00;85.0;0.0;6.8;101202.0;101495.0;NaN;18.1;85.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:00:00+00:00;85.0;0.0;0.0;101187.0;101480.0;NaN;18.1;85.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:05:00+00:00;85.0;0.2;0.2;101190.0;101483.0;NaN;18.1;85.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:10:00+00:00;84.0;0.0;0.2;101188.0;101481.0;NaN;18.1;125.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:15:00+00:00;84.0;0.0;0.2;101191.0;101484.0;NaN;18.1;65.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:20:00+00:00;84.0;0.0;0.2;101188.0;101481.0;NaN;18.1;85.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:25:00+00:00;84.0;0.2;0.4;101188.0;101481.0;NaN;18.1;85.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:30:00+00:00;84.0;0.0;0.4;101191.0;101484.0;NaN;18.1;55.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:35:00+00:00;83.0;0.0;0.4;101196.0;101489.0;NaN;18.0;85.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:40:00+00:00;83.0;0.0;0.4;101190.0;101483.0;NaN;18.0;115.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:45:00+00:00;83.0;0.2;0.6;101179.0;101472.0;NaN;18.0;115.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:50:00+00:00;83.0;0.0;0.6;101184.0;101477.0;NaN;18.0;105.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 00:55:00+00:00;83.0;0.0;0.6;101188.0;101481.0;NaN;18.0;125.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:00:00+00:00;83.0;0.0;0.6;101183.0;101476.0;NaN;18.0;125.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:05:00+00:00;83.0;0.2;0.8;101177.0;101471.0;NaN;17.9;25.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:10:00+00:00;83.0;0.0;0.8;101183.0;101477.0;NaN;17.9;45.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:15:00+00:00;83.0;0.0;0.8;101183.0;101477.0;NaN;17.8;55.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:20:00+00:00;83.0;0.0;0.8;101195.0;101489.0;NaN;17.8;285.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:25:00+00:00;83.0;0.0;0.8;101209.0;101503.0;NaN;17.7;25.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:30:00+00:00;83.0;0.2;1.0;101212.0;101506.0;NaN;17.7;275.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:35:00+00:00;83.0;0.0;1.0;101209.0;101503.0;NaN;17.6;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:40:00+00:00;84.0;0.0;1.0;101215.0;101509.0;NaN;17.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:45:00+00:00;84.0;0.0;1.0;101202.0;101496.0;NaN;17.5;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:50:00+00:00;84.0;0.0;1.0;101204.0;101498.0;NaN;17.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 01:55:00+00:00;84.0;0.0;1.0;101202.0;101496.0;NaN;17.5;305.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:00:00+00:00;84.0;0.2;1.2;101202.0;101496.0;NaN;17.5;285.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:05:00+00:00;84.0;0.0;1.2;101198.0;101492.0;NaN;17.5;145.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:10:00+00:00;84.0;0.0;1.2;101189.0;101483.0;NaN;17.5;45.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:15:00+00:00;84.0;0.0;1.2;101190.0;101484.0;NaN;17.5;65.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:20:00+00:00;84.0;0.0;1.2;101197.0;101491.0;NaN;17.5;315.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:25:00+00:00;84.0;0.2;1.4;101191.0;101485.0;NaN;17.5;295.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:30:00+00:00;84.0;0.0;1.4;101199.0;101493.0;NaN;17.5;285.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:35:00+00:00;84.0;0.0;1.4;101201.0;101495.0;NaN;17.5;355.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:40:00+00:00;84.0;0.0;1.4;101207.0;101501.0;NaN;17.5;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:45:00+00:00;84.0;0.0;1.4;101209.0;101503.0;NaN;17.4;325.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:50:00+00:00;84.0;0.0;1.4;101211.0;101505.0;NaN;17.4;15.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 02:55:00+00:00;85.0;0.0;1.4;101211.0;101505.0;NaN;17.3;35.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:00:00+00:00;84.0;0.2;1.6;101207.0;101501.0;NaN;17.3;45.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:05:00+00:00;85.0;0.0;1.6;101196.0;101490.0;NaN;17.3;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:10:00+00:00;85.0;0.0;1.6;101196.0;101491.0;NaN;17.3;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:15:00+00:00;85.0;0.0;1.6;101198.0;101493.0;NaN;17.3;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:20:00+00:00;85.0;0.0;1.6;101182.0;101477.0;NaN;17.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:25:00+00:00;85.0;0.0;1.6;101189.0;101484.0;NaN;17.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:30:00+00:00;85.0;0.2;1.8;101187.0;101482.0;NaN;17.2;245.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:35:00+00:00;85.0;0.0;1.8;101187.0;101482.0;NaN;17.2;125.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:40:00+00:00;85.0;0.0;1.8;101184.0;101479.0;NaN;17.2;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:45:00+00:00;85.0;0.0;1.8;101179.0;101474.0;NaN;17.2;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:50:00+00:00;85.0;0.0;1.8;101178.0;101473.0;NaN;17.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 03:55:00+00:00;85.0;0.0;1.8;101180.0;101475.0;NaN;17.2;75.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 04:00:00+00:00;86.0;0.0;1.8;101181.0;101476.0;NaN;17.2;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 04:05:00+00:00;86.0;0.2;2.0;101174.0;101468.0;NaN;17.3;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 04:10:00+00:00;86.0;0.0;2.0;101168.0;101462.0;NaN;17.3;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 04:15:00+00:00;86.0;0.0;2.0;101180.0;101474.0;NaN;17.3;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 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05:20:00+00:00;86.0;0.0;2.2;101184.0;101479.0;NaN;17.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:25:00+00:00;85.0;0.0;2.2;101185.0;101480.0;NaN;17.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:30:00+00:00;85.0;0.0;2.2;101181.0;101475.0;NaN;17.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:35:00+00:00;84.0;0.0;2.2;101185.0;101479.0;NaN;17.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:40:00+00:00;84.0;0.0;2.2;101180.0;101474.0;NaN;17.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:45:00+00:00;84.0;0.0;2.2;101180.0;101474.0;NaN;17.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:50:00+00:00;84.0;0.0;2.2;101177.0;101471.0;NaN;17.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 05:55:00+00:00;84.0;0.0;2.2;101172.0;101466.0;NaN;17.6;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:00:00+00:00;83.0;0.0;2.2;101171.0;101465.0;NaN;17.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:05:00+00:00;83.0;0.0;2.2;101182.0;101476.0;NaN;17.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:10:00+00:00;83.0;0.0;2.2;101176.0;101470.0;NaN;17.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:15:00+00:00;83.0;0.0;2.2;101175.0;101469.0;NaN;17.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:20:00+00:00;83.0;0.0;2.2;101175.0;101469.0;NaN;17.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:25:00+00:00;82.0;0.0;2.2;101181.0;101475.0;NaN;17.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:30:00+00:00;82.0;0.0;2.2;101186.0;101480.0;NaN;18.0;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:35:00+00:00;82.0;0.2;2.4;101165.0;101458.0;NaN;18.0;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:40:00+00:00;82.0;0.0;2.4;101153.0;101446.0;NaN;18.0;55.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:45:00+00:00;81.0;0.0;2.4;101142.0;101435.0;NaN;18.1;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:50:00+00:00;81.0;0.0;2.4;101173.0;101466.0;NaN;18.2;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 06:55:00+00:00;81.0;0.0;2.4;101201.0;101494.0;NaN;18.4;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:00:00+00:00;80.0;0.0;2.4;101207.0;101500.0;NaN;18.5;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:05:00+00:00;80.0;0.0;2.4;101191.0;101484.0;NaN;18.6;55.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:10:00+00:00;80.0;0.0;2.4;101199.0;101491.0;NaN;18.7;55.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:15:00+00:00;80.0;0.0;2.4;101203.0;101495.0;NaN;18.8;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:20:00+00:00;80.0;0.0;2.4;101206.0;101498.0;NaN;18.9;75.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:25:00+00:00;79.0;0.0;2.4;101207.0;101499.0;NaN;19.1;45.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:30:00+00:00;78.0;0.0;2.4;101200.0;101492.0;NaN;19.3;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:35:00+00:00;78.0;0.0;2.4;101201.0;101492.0;NaN;19.5;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:40:00+00:00;77.0;0.0;2.4;101188.0;101479.0;NaN;19.7;25.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:45:00+00:00;76.0;0.0;2.4;101203.0;101494.0;NaN;19.9;35.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:50:00+00:00;76.0;0.0;2.4;101204.0;101494.0;NaN;20.1;65.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 07:55:00+00:00;75.0;0.0;2.4;101191.0;101481.0;NaN;20.3;55.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:00:00+00:00;74.0;0.0;2.4;101195.0;101485.0;NaN;20.6;75.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:05:00+00:00;74.0;0.0;2.4;101205.0;101494.0;NaN;20.8;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:10:00+00:00;73.0;0.0;2.4;101212.0;101501.0;NaN;21.1;25.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:15:00+00:00;72.0;0.0;2.4;101207.0;101496.0;NaN;21.4;55.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:20:00+00:00;71.0;0.0;2.4;101199.0;101487.0;NaN;21.6;35.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:25:00+00:00;71.0;0.0;2.4;101193.0;101481.0;NaN;21.9;55.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:30:00+00:00;70.0;0.0;2.4;101203.0;101491.0;NaN;22.1;55.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 08:35:00+00:00;70.0;0.0;2.4;101206.0;101494.0;NaN;22.2;35.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 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10:00:00+00:00;67.0;0.0;2.4;101231.0;101517.0;NaN;23.2;5.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:05:00+00:00;67.0;0.0;2.4;101240.0;101526.0;NaN;23.1;255.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:10:00+00:00;67.0;0.0;2.4;101239.0;101525.0;NaN;23.1;15.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:15:00+00:00;68.0;0.0;2.4;101238.0;101524.0;NaN;23.1;15.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:20:00+00:00;67.0;0.0;2.4;101237.0;101523.0;NaN;23.2;15.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:25:00+00:00;67.0;0.0;2.4;101229.0;101515.0;NaN;23.2;15.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:30:00+00:00;66.0;0.0;2.4;101221.0;101507.0;NaN;23.3;15.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:35:00+00:00;64.0;0.0;2.4;101211.0;101497.0;NaN;23.4;45.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:40:00+00:00;63.0;0.0;2.4;101219.0;101505.0;NaN;23.5;285.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:45:00+00:00;63.0;0.0;2.4;101221.0;101507.0;NaN;23.6;295.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:50:00+00:00;63.0;0.0;2.4;101204.0;101489.0;NaN;23.6;5.0;8.1;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 10:55:00+00:00;62.0;0.0;2.4;101205.0;101490.0;NaN;23.7;5.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:00:00+00:00;62.0;0.0;2.4;101204.0;101489.0;NaN;23.7;55.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:05:00+00:00;62.0;0.0;2.4;101213.0;101498.0;NaN;23.7;315.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:10:00+00:00;62.0;0.0;2.4;101211.0;101496.0;NaN;23.8;345.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:15:00+00:00;62.0;0.0;2.4;101216.0;101501.0;NaN;23.8;235.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:20:00+00:00;61.0;0.0;2.4;101214.0;101499.0;NaN;23.9;275.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:25:00+00:00;61.0;0.0;2.4;101219.0;101504.0;NaN;23.9;305.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:30:00+00:00;61.0;0.0;2.4;101224.0;101509.0;NaN;24.0;305.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:35:00+00:00;59.0;0.0;2.4;101224.0;101509.0;NaN;24.1;45.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:40:00+00:00;60.0;0.0;2.4;101214.0;101499.0;NaN;24.2;45.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:45:00+00:00;60.0;0.0;2.4;101216.0;101501.0;NaN;24.3;295.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:50:00+00:00;59.0;0.0;2.4;101211.0;101495.0;NaN;24.4;5.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 11:55:00+00:00;59.0;0.0;2.4;101206.0;101490.0;NaN;24.5;55.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:00:00+00:00;58.0;0.0;2.4;101211.0;101495.0;NaN;24.6;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:05:00+00:00;58.0;0.0;2.4;101198.0;101482.0;NaN;24.6;325.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:10:00+00:00;58.0;0.0;2.4;101178.0;101462.0;NaN;24.7;335.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:15:00+00:00;58.0;0.0;2.4;101175.0;101459.0;NaN;24.8;345.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:20:00+00:00;57.0;0.0;2.4;101178.0;101462.0;NaN;24.9;55.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:25:00+00:00;56.0;0.0;2.4;101177.0;101460.0;NaN;25.0;5.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:30:00+00:00;57.0;0.0;2.4;101165.0;101448.0;NaN;25.1;15.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:35:00+00:00;56.0;0.0;2.4;101168.0;101451.0;NaN;25.2;55.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:40:00+00:00;55.0;0.0;2.4;101150.0;101433.0;NaN;25.2;55.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:45:00+00:00;54.0;0.0;2.4;101159.0;101442.0;NaN;25.4;315.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:50:00+00:00;53.0;0.0;2.4;101147.0;101429.0;NaN;25.8;335.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 12:55:00+00:00;53.0;0.0;2.4;101142.0;101424.0;NaN;25.8;355.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:00:00+00:00;53.0;0.0;2.4;101146.0;101428.0;NaN;25.8;355.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:05:00+00:00;52.0;0.0;2.4;101151.0;101433.0;NaN;25.8;25.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:10:00+00:00;52.0;0.0;2.4;101146.0;101428.0;NaN;25.9;165.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:15:00+00:00;52.0;0.0;2.4;101134.0;101416.0;NaN;26.1;165.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:20:00+00:00;52.0;0.0;2.4;101139.0;101421.0;NaN;26.2;295.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:25:00+00:00;52.0;0.0;2.4;101126.0;101407.0;NaN;26.3;5.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:30:00+00:00;51.0;0.0;2.4;101119.0;101400.0;NaN;26.4;45.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:35:00+00:00;51.0;0.0;2.4;101123.0;101404.0;NaN;26.4;45.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:40:00+00:00;50.0;0.0;2.4;101121.0;101402.0;NaN;26.5;75.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:45:00+00:00;50.0;0.0;2.4;101121.0;101402.0;NaN;26.5;75.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:50:00+00:00;49.0;0.0;2.4;101117.0;101398.0;NaN;26.6;65.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 13:55:00+00:00;49.0;0.0;2.4;101097.0;101378.0;NaN;26.6;255.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:00:00+00:00;48.0;0.0;2.4;101092.0;101373.0;NaN;26.7;145.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:05:00+00:00;49.0;0.0;2.4;101077.0;101358.0;NaN;26.8;75.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:10:00+00:00;48.0;0.0;2.4;101082.0;101362.0;NaN;26.9;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:15:00+00:00;48.0;0.0;2.4;101075.0;101355.0;NaN;26.9;65.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:20:00+00:00;48.0;0.0;2.4;101075.0;101355.0;NaN;27.1;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:25:00+00:00;47.0;0.0;2.4;101079.0;101359.0;NaN;27.4;345.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:30:00+00:00;46.0;0.0;2.4;101069.0;101349.0;NaN;27.3;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:35:00+00:00;47.0;0.0;2.4;101080.0;101360.0;NaN;27.3;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:40:00+00:00;47.0;0.0;2.4;101075.0;101355.0;NaN;27.3;35.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:45:00+00:00;46.0;0.0;2.4;101078.0;101358.0;NaN;27.2;55.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:50:00+00:00;47.0;0.0;2.4;101086.0;101366.0;NaN;27.2;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 14:55:00+00:00;47.0;0.0;2.4;101076.0;101356.0;NaN;27.1;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:00:00+00:00;47.0;0.0;2.4;101070.0;101350.0;NaN;26.9;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:05:00+00:00;48.0;0.0;2.4;101067.0;101347.0;NaN;26.8;55.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:10:00+00:00;48.0;0.0;2.4;101063.0;101344.0;NaN;26.7;25.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:15:00+00:00;48.0;0.0;2.4;101050.0;101331.0;NaN;26.7;275.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:20:00+00:00;48.0;0.0;2.4;101050.0;101331.0;NaN;26.6;295.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:25:00+00:00;48.0;0.0;2.4;101044.0;101325.0;NaN;26.5;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:30:00+00:00;49.0;0.0;2.4;101040.0;101321.0;NaN;26.5;325.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:35:00+00:00;50.0;0.0;2.4;101030.0;101311.0;NaN;26.4;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:40:00+00:00;51.0;0.0;2.4;101022.0;101303.0;NaN;26.3;325.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:45:00+00:00;52.0;0.0;2.4;101017.0;101298.0;NaN;26.2;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:50:00+00:00;51.0;0.0;2.4;101008.0;101289.0;NaN;26.1;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 15:55:00+00:00;52.0;0.0;2.4;101000.0;101281.0;NaN;25.9;325.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:00:00+00:00;50.0;0.0;2.4;100993.0;101274.0;NaN;25.9;325.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:05:00+00:00;50.0;0.0;2.4;100996.0;101277.0;NaN;25.9;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:10:00+00:00;50.0;0.0;2.4;101000.0;101281.0;NaN;25.9;325.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:15:00+00:00;49.0;0.0;2.4;101009.0;101290.0;NaN;26.0;265.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:20:00+00:00;50.0;0.0;2.4;100997.0;101278.0;NaN;26.1;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:25:00+00:00;50.0;0.0;2.4;100989.0;101270.0;NaN;26.1;265.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:30:00+00:00;50.0;0.0;2.4;100993.0;101274.0;NaN;26.1;265.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:35:00+00:00;50.0;0.0;2.4;100992.0;101273.0;NaN;26.2;265.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:40:00+00:00;50.0;0.0;2.4;100985.0;101266.0;NaN;26.2;275.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:45:00+00:00;50.0;0.0;2.4;100975.0;101256.0;NaN;26.2;275.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:50:00+00:00;50.0;0.0;2.4;100977.0;101258.0;NaN;26.2;275.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 16:55:00+00:00;50.0;0.0;2.4;100968.0;101249.0;NaN;26.2;275.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:00:00+00:00;50.0;0.0;2.4;100970.0;101251.0;NaN;26.2;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:05:00+00:00;49.0;0.0;2.4;100969.0;101250.0;NaN;26.2;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:10:00+00:00;49.0;0.0;2.4;100960.0;101241.0;NaN;26.1;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:15:00+00:00;49.0;0.0;2.4;100954.0;101235.0;NaN;26.0;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:20:00+00:00;49.0;0.0;2.4;100950.0;101231.0;NaN;26.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:25:00+00:00;49.0;0.0;2.4;100941.0;101222.0;NaN;25.9;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:30:00+00:00;50.0;0.0;2.4;100940.0;101221.0;NaN;25.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:35:00+00:00;50.0;0.0;2.4;100937.0;101218.0;NaN;25.7;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:40:00+00:00;51.0;0.0;2.4;100927.0;101209.0;NaN;25.7;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:45:00+00:00;52.0;0.0;2.4;100935.0;101217.0;NaN;25.6;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:50:00+00:00;52.0;0.0;2.4;100928.0;101210.0;NaN;25.5;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 17:55:00+00:00;53.0;0.0;2.4;100929.0;101211.0;NaN;25.4;185.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:00:00+00:00;54.0;0.0;2.4;100919.0;101201.0;NaN;25.5;185.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:05:00+00:00;54.0;0.0;2.4;100919.0;101201.0;NaN;25.5;185.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:10:00+00:00;54.0;0.0;2.4;100922.0;101204.0;NaN;25.5;165.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:15:00+00:00;55.0;0.0;2.4;100917.0;101199.0;NaN;25.4;185.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:20:00+00:00;56.0;0.0;2.4;100909.0;101191.0;NaN;25.3;235.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:25:00+00:00;56.0;0.0;2.4;100913.0;101195.0;NaN;25.2;245.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:30:00+00:00;57.0;0.0;2.4;100905.0;101187.0;NaN;25.1;245.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:35:00+00:00;57.0;0.0;2.4;100889.0;101171.0;NaN;25.0;235.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:40:00+00:00;57.0;0.0;2.4;100884.0;101166.0;NaN;25.0;225.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:45:00+00:00;58.0;0.0;2.4;100885.0;101167.0;NaN;24.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:50:00+00:00;58.0;0.0;2.4;100884.0;101167.0;NaN;24.8;225.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 18:55:00+00:00;58.0;0.0;2.4;100873.0;101156.0;NaN;24.7;235.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:00:00+00:00;58.0;0.0;2.4;100878.0;101161.0;NaN;24.6;235.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:05:00+00:00;58.0;0.0;2.4;100872.0;101155.0;NaN;24.6;235.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:10:00+00:00;58.0;0.0;2.4;100871.0;101154.0;NaN;24.5;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:15:00+00:00;58.0;0.0;2.4;100868.0;101151.0;NaN;24.4;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:20:00+00:00;59.0;0.0;2.4;100861.0;101144.0;NaN;24.3;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:25:00+00:00;59.0;0.0;2.4;100876.0;101159.0;NaN;24.2;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:30:00+00:00;58.0;0.0;2.4;100867.0;101150.0;NaN;24.1;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:35:00+00:00;59.0;0.0;2.4;100863.0;101147.0;NaN;24.0;235.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:40:00+00:00;59.0;0.0;2.4;100874.0;101158.0;NaN;24.0;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:45:00+00:00;59.0;0.0;2.4;100869.0;101153.0;NaN;23.9;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:50:00+00:00;59.0;0.0;2.4;100871.0;101155.0;NaN;23.9;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 19:55:00+00:00;60.0;0.0;2.4;100865.0;101149.0;NaN;23.9;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:00:00+00:00;60.0;0.0;2.4;100858.0;101142.0;NaN;23.9;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:05:00+00:00;60.0;0.0;2.4;100854.0;101138.0;NaN;23.9;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:10:00+00:00;60.0;0.0;2.4;100858.0;101142.0;NaN;23.8;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:15:00+00:00;60.0;0.0;2.4;100860.0;101144.0;NaN;23.8;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 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20:40:00+00:00;60.0;0.0;2.4;100822.0;101105.0;NaN;24.0;235.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:45:00+00:00;60.0;0.0;2.4;100830.0;101113.0;NaN;24.0;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:50:00+00:00;60.0;0.0;2.4;100834.0;101117.0;NaN;24.0;235.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 20:55:00+00:00;62.0;0.0;2.4;100836.0;101119.0;NaN;24.0;235.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:00:00+00:00;64.0;0.0;2.4;100827.0;101110.0;NaN;24.0;195.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:05:00+00:00;65.0;0.0;2.4;100891.0;101175.0;NaN;23.6;285.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:10:00+00:00;66.0;0.0;2.4;100957.0;101242.0;NaN;23.0;265.0;11.3;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:15:00+00:00;69.0;0.0;2.4;101028.0;101315.0;NaN;22.2;245.0;14.5;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:20:00+00:00;72.0;0.2;2.6;101034.0;101322.0;NaN;21.3;225.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:25:00+00:00;75.0;0.2;2.8;101084.0;101373.0;NaN;20.5;195.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:30:00+00:00;77.0;0.0;2.8;101085.0;101375.0;NaN;19.9;205.0;11.3;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:35:00+00:00;79.0;0.2;3.0;101036.0;101327.0;NaN;19.4;265.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:40:00+00:00;81.0;0.0;3.0;101047.0;101338.0;NaN;19.1;175.0;12.9;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:45:00+00:00;82.0;0.2;3.2;101044.0;101336.0;NaN;18.7;25.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:50:00+00:00;82.0;0.0;3.2;101065.0;101357.0;NaN;18.4;175.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 21:55:00+00:00;82.0;0.2;3.4;101083.0;101376.0;NaN;18.2;95.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:00:00+00:00;83.0;0.2;3.6;101076.0;101369.0;NaN;18.1;95.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:05:00+00:00;84.0;0.0;3.6;101082.0;101375.0;NaN;18.1;95.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:10:00+00:00;85.0;0.0;3.6;101086.0;101379.0;NaN;18.1;145.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:15:00+00:00;85.0;0.2;3.8;101075.0;101368.0;NaN;18.2;5.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:20:00+00:00;85.0;0.0;3.8;101067.0;101360.0;NaN;18.1;25.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:25:00+00:00;86.0;0.0;3.8;101047.0;101340.0;NaN;18.1;25.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:30:00+00:00;85.0;0.2;4.0;101038.0;101331.0;NaN;18.1;25.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:35:00+00:00;86.0;0.0;4.0;101040.0;101333.0;NaN;18.0;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:40:00+00:00;86.0;0.0;4.0;101035.0;101328.0;NaN;18.0;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:45:00+00:00;85.0;0.2;4.2;101018.0;101311.0;NaN;17.9;215.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:50:00+00:00;84.0;0.0;4.2;101014.0;101307.0;NaN;17.9;215.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 22:55:00+00:00;84.0;0.0;4.2;101024.0;101317.0;NaN;18.0;195.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:00:00+00:00;84.0;0.0;4.2;101009.0;101302.0;NaN;18.0;195.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:05:00+00:00;84.0;0.2;4.4;101009.0;101302.0;NaN;17.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:10:00+00:00;84.0;0.0;4.4;100998.0;101291.0;NaN;17.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:15:00+00:00;85.0;0.0;4.4;100994.0;101287.0;NaN;17.8;195.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:20:00+00:00;85.0;0.0;4.4;100995.0;101288.0;NaN;17.8;245.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:25:00+00:00;85.0;0.2;4.6;100994.0;101287.0;NaN;17.8;245.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:30:00+00:00;85.0;0.0;4.6;100997.0;101290.0;NaN;17.8;225.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:35:00+00:00;85.0;0.0;4.6;101000.0;101293.0;NaN;17.8;35.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:40:00+00:00;85.0;0.0;4.6;100997.0;101290.0;NaN;17.7;35.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:45:00+00:00;86.0;0.2;4.8;100987.0;101280.0;NaN;17.7;35.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:50:00+00:00;86.0;0.0;4.8;100993.0;101286.0;NaN;17.6;35.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-06 23:55:00+00:00;86.0;0.0;4.8;100986.0;101279.0;NaN;17.6;75.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:00:00+00:00;86.0;0.0;0.0;100979.0;101272.0;NaN;17.6;35.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:05:00+00:00;86.0;0.0;0.0;100982.0;101275.0;NaN;17.5;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:10:00+00:00;85.0;0.0;0.0;100985.0;101278.0;NaN;17.6;205.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:15:00+00:00;85.0;0.2;0.2;101000.0;101293.0;NaN;17.6;205.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:20:00+00:00;85.0;0.0;0.2;101013.0;101306.0;NaN;17.7;195.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:25:00+00:00;85.0;0.0;0.2;101007.0;101300.0;NaN;17.7;195.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:30:00+00:00;85.0;0.0;0.2;101016.0;101309.0;NaN;17.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:35:00+00:00;85.0;0.0;0.2;101011.0;101304.0;NaN;17.7;195.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:40:00+00:00;85.0;0.0;0.2;101002.0;101295.0;NaN;17.7;195.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:45:00+00:00;86.0;0.0;0.2;101006.0;101299.0;NaN;17.7;195.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:50:00+00:00;86.0;0.0;0.2;100983.0;101276.0;NaN;17.7;195.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 00:55:00+00:00;85.0;0.2;0.4;100994.0;101287.0;NaN;17.7;235.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:00:00+00:00;85.0;0.0;0.4;101003.0;101296.0;NaN;17.7;235.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:05:00+00:00;85.0;0.0;0.4;101012.0;101305.0;NaN;17.7;235.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:10:00+00:00;86.0;0.0;0.4;101006.0;101299.0;NaN;17.8;235.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:15:00+00:00;86.0;0.0;0.4;101004.0;101297.0;NaN;17.8;245.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:20:00+00:00;86.0;0.0;0.4;100982.0;101275.0;NaN;17.8;245.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:25:00+00:00;86.0;0.0;0.4;100980.0;101273.0;NaN;17.8;205.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:30:00+00:00;85.0;0.0;0.4;100988.0;101281.0;NaN;17.8;215.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 01:35:00+00:00;85.0;0.0;0.4;100991.0;101284.0;NaN;17.8;255.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 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03:20:00+00:00;85.0;0.0;0.4;100980.0;101273.0;NaN;17.7;205.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 03:25:00+00:00;86.0;0.0;0.4;100985.0;101278.0;NaN;17.7;205.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 03:30:00+00:00;86.0;0.0;0.4;100979.0;101272.0;NaN;17.7;205.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 03:35:00+00:00;86.0;0.0;0.4;100979.0;101272.0;NaN;17.7;205.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-07 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15:40:00+00:00;76.0;0.0;1.2;100451.0;100739.0;NaN;19.5;45.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 15:45:00+00:00;77.0;0.0;1.2;100456.0;100744.0;NaN;19.4;65.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 15:50:00+00:00;79.0;0.2;1.4;100456.0;100744.0;NaN;19.4;65.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 15:55:00+00:00;81.0;0.0;1.4;100451.0;100739.0;NaN;19.4;355.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:00:00+00:00;81.0;0.0;1.4;100453.0;100741.0;NaN;19.4;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:05:00+00:00;81.0;0.0;1.4;100443.0;100732.0;NaN;19.2;15.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:10:00+00:00;82.0;0.0;1.4;100435.0;100724.0;NaN;19.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:15:00+00:00;82.0;0.0;1.4;100445.0;100734.0;NaN;19.1;25.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:20:00+00:00;81.0;0.0;1.4;100454.0;100743.0;NaN;19.0;55.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:25:00+00:00;80.0;0.2;1.6;100451.0;100740.0;NaN;19.0;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:30:00+00:00;79.0;0.0;1.6;100447.0;100736.0;NaN;19.0;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:35:00+00:00;78.0;0.0;1.6;100439.0;100728.0;NaN;18.9;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:40:00+00:00;78.0;0.0;1.6;100439.0;100728.0;NaN;18.9;55.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:45:00+00:00;78.0;0.0;1.6;100443.0;100732.0;NaN;18.8;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:50:00+00:00;78.0;0.0;1.6;100447.0;100736.0;NaN;18.8;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 16:55:00+00:00;78.0;0.0;1.6;100449.0;100738.0;NaN;18.8;55.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:00:00+00:00;78.0;0.0;1.6;100445.0;100734.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:05:00+00:00;79.0;0.0;1.6;100447.0;100736.0;NaN;18.8;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:10:00+00:00;78.0;0.2;1.8;100433.0;100722.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:15:00+00:00;78.0;0.0;1.8;100438.0;100727.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:20:00+00:00;78.0;0.0;1.8;100433.0;100722.0;NaN;18.8;55.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:25:00+00:00;78.0;0.0;1.8;100429.0;100718.0;NaN;18.8;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:30:00+00:00;78.0;0.0;1.8;100423.0;100712.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:35:00+00:00;78.0;0.0;1.8;100425.0;100714.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:40:00+00:00;77.0;0.0;1.8;100427.0;100716.0;NaN;18.8;55.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:45:00+00:00;77.0;0.0;1.8;100421.0;100710.0;NaN;18.8;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:50:00+00:00;76.0;0.0;1.8;100415.0;100704.0;NaN;18.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 17:55:00+00:00;76.0;0.2;2.0;100398.0;100687.0;NaN;18.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:00:00+00:00;76.0;0.0;2.0;100400.0;100689.0;NaN;18.9;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:05:00+00:00;77.0;0.0;2.0;100385.0;100674.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:10:00+00:00;77.0;0.0;2.0;100384.0;100673.0;NaN;18.8;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:15:00+00:00;77.0;0.0;2.0;100382.0;100671.0;NaN;18.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:20:00+00:00;77.0;0.0;2.0;100402.0;100691.0;NaN;18.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:25:00+00:00;77.0;0.0;2.0;100448.0;100737.0;NaN;18.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:30:00+00:00;78.0;0.0;2.0;100470.0;100759.0;NaN;18.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:35:00+00:00;79.0;0.0;2.0;100471.0;100760.0;NaN;18.7;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:40:00+00:00;79.0;0.0;2.0;100493.0;100783.0;NaN;18.6;325.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:45:00+00:00;80.0;0.0;2.0;100466.0;100756.0;NaN;18.5;25.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:50:00+00:00;79.0;0.0;2.0;100515.0;100806.0;NaN;17.7;145.0;12.9;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 18:55:00+00:00;81.0;0.2;2.2;100594.0;100886.0;NaN;17.0;355.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:00:00+00:00;83.0;0.0;2.2;100566.0;100859.0;NaN;16.6;45.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:05:00+00:00;84.0;0.0;2.2;100560.0;100853.0;NaN;16.3;45.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:10:00+00:00;83.0;0.0;2.2;100562.0;100856.0;NaN;15.9;65.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:15:00+00:00;85.0;0.0;2.2;100558.0;100852.0;NaN;15.7;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:20:00+00:00;86.0;0.0;2.2;100571.0;100865.0;NaN;15.6;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:25:00+00:00;87.0;0.2;2.4;100539.0;100833.0;NaN;15.6;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:30:00+00:00;87.0;0.0;2.4;100523.0;100817.0;NaN;15.5;65.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:35:00+00:00;86.0;0.0;2.4;100507.0;100801.0;NaN;15.3;65.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:40:00+00:00;86.0;0.0;2.4;100547.0;100842.0;NaN;15.2;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:45:00+00:00;87.0;0.0;2.4;100546.0;100841.0;NaN;15.1;65.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:50:00+00:00;87.0;0.0;2.4;100544.0;100839.0;NaN;15.1;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 19:55:00+00:00;88.0;0.0;2.4;100557.0;100852.0;NaN;15.1;65.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 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22:00:00+00:00;89.0;0.0;3.0;100526.0;100821.0;NaN;14.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:05:00+00:00;89.0;0.0;3.0;100527.0;100822.0;NaN;14.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:10:00+00:00;89.0;0.0;3.0;100529.0;100824.0;NaN;14.9;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:15:00+00:00;89.0;0.0;3.0;100528.0;100823.0;NaN;14.9;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:20:00+00:00;89.0;0.0;3.0;100539.0;100834.0;NaN;14.9;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:25:00+00:00;89.0;0.0;3.0;100535.0;100830.0;NaN;14.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:30:00+00:00;89.0;0.0;3.0;100537.0;100832.0;NaN;14.8;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:35:00+00:00;89.0;0.0;3.0;100538.0;100833.0;NaN;14.8;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:40:00+00:00;89.0;0.2;3.2;100539.0;100834.0;NaN;14.8;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:45:00+00:00;89.0;0.0;3.2;100525.0;100820.0;NaN;14.7;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:50:00+00:00;89.0;0.0;3.2;100529.0;100824.0;NaN;14.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 22:55:00+00:00;88.0;0.0;3.2;100537.0;100833.0;NaN;14.7;65.0;3.2;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-08 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00:20:00+00:00;88.0;0.0;0.0;100492.0;100787.0;NaN;14.7;75.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:25:00+00:00;88.0;0.0;0.0;100492.0;100787.0;NaN;14.7;75.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:30:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:35:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:40:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:45:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:50:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 00:55:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:00:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:05:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:10:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:15:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:20:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:25:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:30:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 01:35:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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07:40:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 07:45:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 07:50:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 07:55:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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08:20:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:25:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:30:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:35:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:40:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:45:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:50:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 08:55:00+00:00;88.0;0.0;0.0;100496.0;100791.0;NaN;14.7;65.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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09:20:00+00:00;84.0;0.0;1.8;100402.0;100694.0;NaN;16.6;275.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:25:00+00:00;83.0;0.0;1.8;100406.0;100698.0;NaN;16.6;325.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:30:00+00:00;84.0;0.0;1.8;100403.0;100695.0;NaN;16.5;45.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:35:00+00:00;85.0;0.0;1.8;100416.0;100708.0;NaN;16.5;45.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:40:00+00:00;85.0;0.0;1.8;100410.0;100702.0;NaN;16.4;65.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:45:00+00:00;85.0;0.0;1.8;100410.0;100703.0;NaN;16.4;65.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:50:00+00:00;85.0;0.0;1.8;100412.0;100705.0;NaN;16.3;55.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 09:55:00+00:00;86.0;0.0;1.8;100418.0;100711.0;NaN;16.3;55.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:00:00+00:00;86.0;0.0;1.8;100422.0;100715.0;NaN;16.4;115.0;11.3;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:05:00+00:00;85.0;0.0;1.8;100418.0;100711.0;NaN;16.4;45.0;12.9;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:10:00+00:00;85.0;0.2;2.0;100423.0;100716.0;NaN;16.4;355.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:15:00+00:00;85.0;0.0;2.0;100428.0;100721.0;NaN;16.5;5.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:20:00+00:00;85.0;0.0;2.0;100432.0;100724.0;NaN;16.5;225.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:25:00+00:00;85.0;0.0;2.0;100436.0;100729.0;NaN;16.4;225.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:30:00+00:00;85.0;0.0;2.0;100431.0;100724.0;NaN;16.4;75.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:35:00+00:00;85.0;0.0;2.0;100430.0;100722.0;NaN;16.5;45.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:40:00+00:00;85.0;0.0;2.0;100438.0;100730.0;NaN;16.6;55.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:45:00+00:00;85.0;0.0;2.0;100443.0;100735.0;NaN;16.8;45.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:50:00+00:00;84.0;0.0;2.0;100448.0;100740.0;NaN;16.9;55.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 10:55:00+00:00;84.0;0.0;2.0;100449.0;100741.0;NaN;17.1;45.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:00:00+00:00;84.0;0.0;2.0;100443.0;100734.0;NaN;17.2;55.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:05:00+00:00;83.0;0.0;2.0;100433.0;100724.0;NaN;17.4;65.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:10:00+00:00;82.0;0.0;2.0;100430.0;100721.0;NaN;17.5;65.0;9.7;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:15:00+00:00;82.0;0.0;2.0;100439.0;100730.0;NaN;17.6;45.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:20:00+00:00;81.0;0.0;2.0;100461.0;100752.0;NaN;17.6;345.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:25:00+00:00;81.0;0.0;2.0;100447.0;100738.0;NaN;17.7;5.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:30:00+00:00;81.0;0.0;2.0;100453.0;100744.0;NaN;17.7;65.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:35:00+00:00;81.0;0.2;2.2;100462.0;100753.0;NaN;17.7;65.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:40:00+00:00;80.0;0.0;2.2;100456.0;100747.0;NaN;17.8;55.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:45:00+00:00;80.0;0.0;2.2;100466.0;100757.0;NaN;17.8;45.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:50:00+00:00;80.0;0.0;2.2;100467.0;100758.0;NaN;17.8;55.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 11:55:00+00:00;80.0;0.0;2.2;100465.0;100756.0;NaN;17.8;305.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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12:40:00+00:00;79.0;0.0;2.2;100459.0;100749.0;NaN;18.3;15.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 12:45:00+00:00;79.0;0.0;2.2;100457.0;100747.0;NaN;18.5;15.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 12:50:00+00:00;78.0;0.2;2.4;100464.0;100753.0;NaN;18.6;25.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 12:55:00+00:00;77.0;0.0;2.4;100454.0;100743.0;NaN;18.8;35.0;8.1;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:00:00+00:00;77.0;0.0;2.4;100460.0;100749.0;NaN;18.9;65.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:05:00+00:00;77.0;0.0;2.4;100453.0;100742.0;NaN;19.0;45.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:10:00+00:00;76.0;0.0;2.4;100453.0;100742.0;NaN;18.9;45.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:15:00+00:00;76.0;0.0;2.4;100450.0;100739.0;NaN;18.9;65.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:20:00+00:00;76.0;0.0;2.4;100437.0;100726.0;NaN;18.9;45.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:25:00+00:00;76.0;0.0;2.4;100453.0;100742.0;NaN;18.9;315.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:30:00+00:00;76.0;0.0;2.4;100447.0;100736.0;NaN;18.9;335.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:35:00+00:00;76.0;0.0;2.4;100453.0;100742.0;NaN;18.9;55.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:40:00+00:00;76.0;0.0;2.4;100449.0;100738.0;NaN;19.0;45.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:45:00+00:00;75.0;0.2;2.6;100449.0;100738.0;NaN;19.0;185.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:50:00+00:00;75.0;0.0;2.6;100447.0;100736.0;NaN;19.0;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 13:55:00+00:00;75.0;0.0;2.6;100444.0;100733.0;NaN;19.2;35.0;12.9;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:00:00+00:00;74.0;0.0;2.6;100457.0;100745.0;NaN;19.3;65.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:05:00+00:00;74.0;0.0;2.6;100469.0;100757.0;NaN;19.5;15.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:10:00+00:00;74.0;0.0;2.6;100464.0;100752.0;NaN;19.5;55.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:15:00+00:00;74.0;0.0;2.6;100463.0;100751.0;NaN;19.6;45.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:20:00+00:00;73.0;0.0;2.6;100460.0;100748.0;NaN;19.7;55.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:25:00+00:00;73.0;0.0;2.6;100453.0;100741.0;NaN;19.7;55.0;8.1;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:30:00+00:00;73.0;0.0;2.6;100461.0;100749.0;NaN;19.7;55.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:35:00+00:00;73.0;0.0;2.6;100456.0;100744.0;NaN;19.7;45.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:40:00+00:00;73.0;0.0;2.6;100458.0;100746.0;NaN;19.7;335.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:45:00+00:00;73.0;0.0;2.6;100452.0;100740.0;NaN;19.7;75.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:50:00+00:00;73.0;0.0;2.6;100457.0;100745.0;NaN;19.7;55.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 14:55:00+00:00;73.0;0.0;2.6;100460.0;100748.0;NaN;19.8;345.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:00:00+00:00;73.0;0.0;2.6;100462.0;100750.0;NaN;19.9;345.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:05:00+00:00;71.0;0.0;2.6;100468.0;100756.0;NaN;19.9;5.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:10:00+00:00;71.0;0.0;2.6;100466.0;100754.0;NaN;20.0;55.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:15:00+00:00;70.0;0.2;2.8;100462.0;100749.0;NaN;20.1;45.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:20:00+00:00;70.0;0.0;2.8;100449.0;100736.0;NaN;20.1;345.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:25:00+00:00;71.0;0.0;2.8;100448.0;100735.0;NaN;20.2;345.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:30:00+00:00;71.0;0.0;2.8;100439.0;100726.0;NaN;20.0;5.0;11.3;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:35:00+00:00;71.0;0.4;3.2;100441.0;100729.0;NaN;19.8;15.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:40:00+00:00;72.0;1.4;4.6;100451.0;100739.0;NaN;19.8;65.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:45:00+00:00;71.0;0.4;5.0;100453.0;100741.0;NaN;19.6;15.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:50:00+00:00;72.0;0.6;5.6;100464.0;100752.0;NaN;19.5;5.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 15:55:00+00:00;72.0;0.4;6.0;100460.0;100748.0;NaN;19.5;355.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:00:00+00:00;73.0;0.2;6.2;100458.0;100746.0;NaN;19.4;25.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:05:00+00:00;74.0;0.4;6.6;100463.0;100751.0;NaN;19.4;45.0;8.1;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:10:00+00:00;74.0;0.4;7.0;100472.0;100760.0;NaN;19.4;305.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:15:00+00:00;74.0;0.2;7.2;100474.0;100763.0;NaN;19.3;295.0;8.1;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:20:00+00:00;74.0;0.2;7.4;100471.0;100760.0;NaN;19.3;25.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:25:00+00:00;74.0;0.2;7.6;100485.0;100774.0;NaN;19.2;25.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:30:00+00:00;75.0;0.2;7.8;100505.0;100794.0;NaN;19.2;15.0;11.3;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:35:00+00:00;75.0;0.2;8.0;100504.0;100793.0;NaN;19.0;35.0;8.1;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:40:00+00:00;75.0;0.2;8.2;100504.0;100794.0;NaN;18.7;305.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:45:00+00:00;77.0;0.2;8.4;100501.0;100791.0;NaN;18.4;355.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:50:00+00:00;77.0;0.2;8.6;100508.0;100799.0;NaN;18.1;245.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 16:55:00+00:00;79.0;0.2;8.8;100521.0;100812.0;NaN;17.9;5.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:00:00+00:00;79.0;0.0;8.8;100540.0;100831.0;NaN;17.9;305.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:05:00+00:00;80.0;0.2;9.0;100548.0;100839.0;NaN;17.9;315.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:10:00+00:00;80.0;0.2;9.2;100550.0;100841.0;NaN;17.9;325.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:15:00+00:00;81.0;0.0;9.2;100550.0;100841.0;NaN;17.9;45.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:20:00+00:00;81.0;0.0;9.2;100560.0;100851.0;NaN;17.9;45.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:25:00+00:00;81.0;0.2;9.4;100558.0;100849.0;NaN;17.9;45.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:30:00+00:00;80.0;0.0;9.4;100561.0;100852.0;NaN;17.8;45.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 17:35:00+00:00;81.0;0.2;9.6;100563.0;100854.0;NaN;17.7;45.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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20:20:00+00:00;81.0;0.0;11.0;100717.0;101011.0;NaN;16.3;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:25:00+00:00;82.0;0.0;11.0;100716.0;101010.0;NaN;16.3;55.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:30:00+00:00;82.0;0.0;11.0;100722.0;101016.0;NaN;16.2;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:35:00+00:00;83.0;0.0;11.0;100721.0;101015.0;NaN;16.1;25.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:40:00+00:00;83.0;0.0;11.0;100716.0;101010.0;NaN;16.1;25.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:45:00+00:00;83.0;0.2;11.2;100720.0;101014.0;NaN;16.1;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:50:00+00:00;83.0;0.0;11.2;100728.0;101022.0;NaN;16.1;315.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 20:55:00+00:00;83.0;0.0;11.2;100728.0;101022.0;NaN;16.1;25.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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22:00:00+00:00;84.0;0.0;11.4;100720.0;101014.0;NaN;16.0;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:05:00+00:00;84.0;0.0;11.4;100715.0;101009.0;NaN;16.0;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:10:00+00:00;84.0;0.0;11.4;100717.0;101011.0;NaN;16.0;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:15:00+00:00;85.0;0.2;11.6;100717.0;101011.0;NaN;16.0;55.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:20:00+00:00;85.0;0.0;11.6;100714.0;101008.0;NaN;16.0;55.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:25:00+00:00;85.0;0.0;11.6;100711.0;101005.0;NaN;16.0;35.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:30:00+00:00;85.0;0.0;11.6;100708.0;101002.0;NaN;16.0;65.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 22:35:00+00:00;85.0;0.0;11.6;100715.0;101009.0;NaN;16.0;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-09 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06:00:00+00:00;86.0;0.0;0.4;100799.0;101093.0;NaN;16.2;55.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:05:00+00:00;86.0;0.0;0.4;100800.0;101094.0;NaN;16.2;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:10:00+00:00;86.0;0.0;0.4;100813.0;101108.0;NaN;16.2;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:15:00+00:00;86.0;0.0;0.4;100813.0;101108.0;NaN;16.2;25.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:20:00+00:00;86.0;0.0;0.4;100810.0;101104.0;NaN;16.2;45.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:25:00+00:00;86.0;0.0;0.4;100822.0;101117.0;NaN;16.2;25.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:30:00+00:00;86.0;0.0;0.4;100818.0;101112.0;NaN;16.2;5.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:35:00+00:00;86.0;0.0;0.4;100821.0;101115.0;NaN;16.2;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:40:00+00:00;86.0;0.0;0.4;100826.0;101120.0;NaN;16.3;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:45:00+00:00;86.0;0.0;0.4;100831.0;101125.0;NaN;16.3;25.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:50:00+00:00;86.0;0.0;0.4;100831.0;101125.0;NaN;16.3;25.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 06:55:00+00:00;86.0;0.0;0.4;100847.0;101141.0;NaN;16.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 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10:20:00+00:00;77.0;0.0;0.4;100980.0;101271.0;NaN;18.9;235.0;11.3;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:25:00+00:00;77.0;0.0;0.4;100968.0;101259.0;NaN;19.0;35.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:30:00+00:00;76.0;0.0;0.4;100972.0;101263.0;NaN;19.3;55.0;17.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:35:00+00:00;74.0;0.0;0.4;100991.0;101281.0;NaN;19.5;5.0;19.3;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:40:00+00:00;73.0;0.0;0.4;100982.0;101272.0;NaN;19.7;315.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:45:00+00:00;72.0;0.0;0.4;100991.0;101281.0;NaN;19.7;325.0;14.5;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:50:00+00:00;72.0;0.0;0.4;100997.0;101287.0;NaN;19.7;225.0;14.5;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 10:55:00+00:00;72.0;0.0;0.4;100994.0;101284.0;NaN;19.7;95.0;11.3;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:00:00+00:00;72.0;0.0;0.4;101006.0;101296.0;NaN;19.7;265.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:05:00+00:00;73.0;0.0;0.4;101008.0;101298.0;NaN;19.7;275.0;14.5;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:10:00+00:00;73.0;0.0;0.4;100995.0;101285.0;NaN;19.6;235.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:15:00+00:00;73.0;0.0;0.4;100986.0;101276.0;NaN;19.7;235.0;14.5;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:20:00+00:00;73.0;0.0;0.4;100983.0;101273.0;NaN;19.9;25.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:25:00+00:00;72.0;0.0;0.4;100988.0;101278.0;NaN;19.9;275.0;12.9;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:30:00+00:00;72.0;0.0;0.4;100979.0;101269.0;NaN;19.9;235.0;12.9;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:35:00+00:00;72.0;0.0;0.4;100986.0;101276.0;NaN;19.9;325.0;14.5;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:40:00+00:00;72.0;0.0;0.4;100993.0;101283.0;NaN;19.9;235.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:45:00+00:00;72.0;0.0;0.4;100991.0;101281.0;NaN;20.0;265.0;14.5;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:50:00+00:00;71.0;0.0;0.4;100989.0;101279.0;NaN;20.1;175.0;19.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 11:55:00+00:00;71.0;0.0;0.4;100988.0;101277.0;NaN;20.2;285.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:00:00+00:00;70.0;0.0;0.4;100994.0;101283.0;NaN;20.4;275.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:05:00+00:00;72.0;0.0;0.4;101012.0;101301.0;NaN;20.4;245.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:10:00+00:00;73.0;0.0;0.4;101006.0;101296.0;NaN;20.2;215.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:15:00+00:00;75.0;0.0;0.4;101003.0;101293.0;NaN;19.9;215.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:20:00+00:00;76.0;0.0;0.4;101010.0;101300.0;NaN;19.8;25.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:25:00+00:00;75.0;0.2;0.6;101007.0;101297.0;NaN;19.8;295.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:30:00+00:00;73.0;0.0;0.6;101018.0;101308.0;NaN;19.9;265.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:35:00+00:00;72.0;0.0;0.6;101017.0;101307.0;NaN;20.1;315.0;12.9;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:40:00+00:00;71.0;0.0;0.6;101023.0;101313.0;NaN;20.1;205.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:45:00+00:00;70.0;0.0;0.6;101036.0;101326.0;NaN;20.1;195.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:50:00+00:00;69.0;0.0;0.6;101033.0;101323.0;NaN;20.1;245.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 12:55:00+00:00;68.0;0.0;0.6;101025.0;101315.0;NaN;20.1;25.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 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13:40:00+00:00;75.0;0.0;0.6;101074.0;101365.0;NaN;19.2;245.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 13:45:00+00:00;76.0;0.0;0.6;101077.0;101368.0;NaN;19.1;245.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 13:50:00+00:00;77.0;0.0;0.6;101066.0;101357.0;NaN;19.1;255.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 13:55:00+00:00;77.0;0.0;0.6;101066.0;101357.0;NaN;19.0;265.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 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21:00:00+00:00;88.0;0.0;1.2;101421.0;101717.0;NaN;17.0;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:05:00+00:00;88.0;0.0;1.2;101427.0;101723.0;NaN;17.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:10:00+00:00;88.0;0.0;1.2;101422.0;101718.0;NaN;17.0;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:15:00+00:00;88.0;0.0;1.2;101411.0;101707.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:20:00+00:00;88.0;0.0;1.2;101424.0;101720.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:25:00+00:00;88.0;0.0;1.2;101420.0;101716.0;NaN;16.9;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:30:00+00:00;88.0;0.0;1.2;101422.0;101718.0;NaN;16.8;275.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:35:00+00:00;88.0;0.0;1.2;101423.0;101719.0;NaN;16.8;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:40:00+00:00;88.0;0.2;1.4;101434.0;101730.0;NaN;16.8;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:45:00+00:00;88.0;0.0;1.4;101433.0;101729.0;NaN;16.8;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:50:00+00:00;88.0;0.0;1.4;101447.0;101743.0;NaN;16.8;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 21:55:00+00:00;88.0;0.0;1.4;101455.0;101751.0;NaN;16.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:00:00+00:00;88.0;0.0;1.4;101451.0;101747.0;NaN;16.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:05:00+00:00;88.0;0.0;1.4;101462.0;101759.0;NaN;16.7;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:10:00+00:00;88.0;0.0;1.4;101461.0;101758.0;NaN;16.6;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:15:00+00:00;88.0;0.0;1.4;101469.0;101766.0;NaN;16.6;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:20:00+00:00;89.0;0.0;1.4;101480.0;101777.0;NaN;16.5;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:25:00+00:00;89.0;0.0;1.4;101480.0;101777.0;NaN;16.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:30:00+00:00;89.0;0.0;1.4;101480.0;101777.0;NaN;16.4;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:35:00+00:00;89.0;0.0;1.4;101481.0;101778.0;NaN;16.4;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:40:00+00:00;89.0;0.0;1.4;101488.0;101785.0;NaN;16.4;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:45:00+00:00;89.0;0.0;1.4;101486.0;101783.0;NaN;16.3;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:50:00+00:00;89.0;0.0;1.4;101489.0;101786.0;NaN;16.3;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 22:55:00+00:00;89.0;0.0;1.4;101484.0;101781.0;NaN;16.3;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:00:00+00:00;89.0;0.0;1.4;101486.0;101783.0;NaN;16.2;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:05:00+00:00;89.0;0.0;1.4;101486.0;101783.0;NaN;16.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:10:00+00:00;89.0;0.0;1.4;101485.0;101782.0;NaN;16.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:15:00+00:00;89.0;0.0;1.4;101507.0;101805.0;NaN;16.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:20:00+00:00;89.0;0.0;1.4;101512.0;101810.0;NaN;16.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:25:00+00:00;89.0;0.0;1.4;101504.0;101802.0;NaN;16.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:30:00+00:00;90.0;0.0;1.4;101518.0;101816.0;NaN;16.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:35:00+00:00;90.0;0.0;1.4;101525.0;101823.0;NaN;16.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:40:00+00:00;90.0;0.0;1.4;101522.0;101820.0;NaN;16.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:45:00+00:00;90.0;0.0;1.4;101529.0;101827.0;NaN;15.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:50:00+00:00;90.0;0.0;1.4;101528.0;101826.0;NaN;15.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-10 23:55:00+00:00;90.0;0.0;1.4;101543.0;101841.0;NaN;16.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:00:00+00:00;90.0;0.0;0.0;101535.0;101833.0;NaN;16.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:05:00+00:00;90.0;0.0;0.0;101543.0;101841.0;NaN;16.0;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:10:00+00:00;90.0;0.0;0.0;101547.0;101845.0;NaN;15.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:15:00+00:00;90.0;0.0;0.0;101554.0;101852.0;NaN;15.9;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:20:00+00:00;90.0;0.0;0.0;101545.0;101843.0;NaN;15.9;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:25:00+00:00;90.0;0.0;0.0;101541.0;101839.0;NaN;15.8;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:30:00+00:00;90.0;0.0;0.0;101544.0;101842.0;NaN;15.8;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:35:00+00:00;90.0;0.0;0.0;101534.0;101832.0;NaN;15.8;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:40:00+00:00;90.0;0.0;0.0;101532.0;101830.0;NaN;15.8;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:45:00+00:00;90.0;0.0;0.0;101538.0;101836.0;NaN;15.8;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:50:00+00:00;90.0;0.0;0.0;101537.0;101835.0;NaN;15.7;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 00:55:00+00:00;90.0;0.0;0.0;101526.0;101824.0;NaN;15.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:00:00+00:00;90.0;0.0;0.0;101530.0;101828.0;NaN;15.7;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:05:00+00:00;90.0;0.0;0.0;101525.0;101823.0;NaN;15.6;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:10:00+00:00;90.0;0.0;0.0;101527.0;101825.0;NaN;15.6;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:15:00+00:00;90.0;0.0;0.0;101522.0;101820.0;NaN;15.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:20:00+00:00;90.0;0.0;0.0;101519.0;101817.0;NaN;15.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:25:00+00:00;90.0;0.0;0.0;101520.0;101818.0;NaN;15.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:30:00+00:00;90.0;0.0;0.0;101526.0;101825.0;NaN;15.5;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:35:00+00:00;91.0;0.0;0.0;101525.0;101824.0;NaN;15.5;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:40:00+00:00;91.0;0.0;0.0;101531.0;101830.0;NaN;15.5;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:45:00+00:00;91.0;0.0;0.0;101533.0;101832.0;NaN;15.5;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:50:00+00:00;91.0;0.0;0.0;101532.0;101831.0;NaN;15.5;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 01:55:00+00:00;91.0;0.0;0.0;101526.0;101825.0;NaN;15.4;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:00:00+00:00;91.0;0.0;0.0;101513.0;101812.0;NaN;15.4;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:05:00+00:00;90.0;0.0;0.0;101531.0;101830.0;NaN;15.3;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:10:00+00:00;91.0;0.0;0.0;101528.0;101827.0;NaN;15.3;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:15:00+00:00;91.0;0.2;0.2;101523.0;101822.0;NaN;15.2;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:20:00+00:00;91.0;0.0;0.2;101534.0;101833.0;NaN;15.2;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:25:00+00:00;91.0;0.0;0.2;101525.0;101824.0;NaN;15.2;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:30:00+00:00;91.0;0.0;0.2;101527.0;101826.0;NaN;15.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:35:00+00:00;91.0;0.0;0.2;101532.0;101831.0;NaN;15.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:40:00+00:00;91.0;0.0;0.2;101537.0;101836.0;NaN;15.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:45:00+00:00;91.0;0.0;0.2;101549.0;101848.0;NaN;15.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:50:00+00:00;91.0;0.0;0.2;101545.0;101844.0;NaN;15.1;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 02:55:00+00:00;91.0;0.0;0.2;101560.0;101859.0;NaN;15.1;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:00:00+00:00;91.0;0.0;0.2;101554.0;101853.0;NaN;15.1;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:05:00+00:00;91.0;0.0;0.2;101552.0;101851.0;NaN;15.1;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:10:00+00:00;91.0;0.0;0.2;101566.0;101865.0;NaN;15.1;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:15:00+00:00;91.0;0.0;0.2;101562.0;101861.0;NaN;15.1;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:20:00+00:00;91.0;0.0;0.2;101566.0;101865.0;NaN;15.0;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:25:00+00:00;91.0;0.0;0.2;101568.0;101867.0;NaN;15.0;285.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:30:00+00:00;91.0;0.0;0.2;101560.0;101859.0;NaN;15.0;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:35:00+00:00;91.0;0.0;0.2;101570.0;101870.0;NaN;15.0;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:40:00+00:00;91.0;0.0;0.2;101581.0;101881.0;NaN;14.9;285.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:45:00+00:00;91.0;0.0;0.2;101590.0;101890.0;NaN;14.9;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:50:00+00:00;91.0;0.0;0.2;101579.0;101879.0;NaN;14.9;285.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 03:55:00+00:00;91.0;0.0;0.2;101569.0;101869.0;NaN;14.9;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:00:00+00:00;91.0;0.0;0.2;101569.0;101869.0;NaN;14.8;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:05:00+00:00;91.0;0.0;0.2;101561.0;101861.0;NaN;14.8;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:10:00+00:00;92.0;0.0;0.2;101566.0;101866.0;NaN;14.8;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:15:00+00:00;92.0;0.0;0.2;101572.0;101872.0;NaN;14.8;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:20:00+00:00;92.0;0.0;0.2;101573.0;101873.0;NaN;14.8;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:25:00+00:00;91.0;0.0;0.2;101580.0;101880.0;NaN;14.8;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:30:00+00:00;91.0;0.0;0.2;101581.0;101881.0;NaN;14.7;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:35:00+00:00;91.0;0.0;0.2;101587.0;101887.0;NaN;14.7;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:40:00+00:00;92.0;0.0;0.2;101585.0;101885.0;NaN;14.7;285.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:45:00+00:00;92.0;0.0;0.2;101596.0;101896.0;NaN;14.7;285.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:50:00+00:00;92.0;0.0;0.2;101596.0;101896.0;NaN;14.7;285.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 04:55:00+00:00;92.0;0.0;0.2;101594.0;101894.0;NaN;14.6;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:00:00+00:00;92.0;0.0;0.2;101597.0;101897.0;NaN;14.6;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:05:00+00:00;92.0;0.0;0.2;101604.0;101904.0;NaN;14.6;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:10:00+00:00;92.0;0.0;0.2;101610.0;101910.0;NaN;14.6;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:15:00+00:00;92.0;0.0;0.2;101608.0;101908.0;NaN;14.6;285.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:20:00+00:00;92.0;0.0;0.2;101619.0;101919.0;NaN;14.6;285.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:25:00+00:00;92.0;0.0;0.2;101627.0;101927.0;NaN;14.7;285.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:30:00+00:00;92.0;0.0;0.2;101633.0;101933.0;NaN;14.7;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:35:00+00:00;92.0;0.0;0.2;101641.0;101941.0;NaN;14.6;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:40:00+00:00;92.0;0.0;0.2;101648.0;101948.0;NaN;14.6;285.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:45:00+00:00;92.0;0.0;0.2;101661.0;101962.0;NaN;14.5;285.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:50:00+00:00;92.0;0.0;0.2;101664.0;101965.0;NaN;14.5;305.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 05:55:00+00:00;92.0;0.0;0.2;101668.0;101969.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:00:00+00:00;92.0;0.0;0.2;101665.0;101966.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:05:00+00:00;92.0;0.0;0.2;101672.0;101973.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:10:00+00:00;92.0;0.0;0.2;101674.0;101975.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:15:00+00:00;92.0;0.0;0.2;101677.0;101978.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:20:00+00:00;93.0;0.0;0.2;101686.0;101987.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:25:00+00:00;93.0;0.0;0.2;101688.0;101989.0;NaN;14.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:30:00+00:00;93.0;0.0;0.2;101683.0;101984.0;NaN;14.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:35:00+00:00;93.0;0.0;0.2;101681.0;101982.0;NaN;14.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:40:00+00:00;93.0;0.0;0.2;101681.0;101981.0;NaN;14.7;305.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:45:00+00:00;93.0;0.0;0.2;101683.0;101983.0;NaN;14.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:50:00+00:00;93.0;0.0;0.2;101679.0;101979.0;NaN;14.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 06:55:00+00:00;93.0;0.0;0.2;101683.0;101983.0;NaN;14.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:00:00+00:00;93.0;0.0;0.2;101677.0;101977.0;NaN;14.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:05:00+00:00;93.0;0.0;0.2;101679.0;101979.0;NaN;14.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:10:00+00:00;93.0;0.0;0.2;101686.0;101986.0;NaN;15.0;305.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:15:00+00:00;93.0;0.2;0.4;101692.0;101992.0;NaN;15.0;305.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:20:00+00:00;93.0;0.0;0.4;101686.0;101986.0;NaN;15.0;305.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:25:00+00:00;93.0;0.0;0.4;101680.0;101980.0;NaN;15.0;25.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:30:00+00:00;93.0;0.0;0.4;101683.0;101983.0;NaN;15.0;25.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:35:00+00:00;93.0;0.0;0.4;101679.0;101979.0;NaN;15.1;25.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:40:00+00:00;93.0;0.0;0.4;101677.0;101977.0;NaN;15.1;25.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:45:00+00:00;93.0;0.0;0.4;101678.0;101978.0;NaN;15.2;25.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:50:00+00:00;93.0;0.0;0.4;101674.0;101974.0;NaN;15.3;335.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 07:55:00+00:00;93.0;0.0;0.4;101668.0;101967.0;NaN;15.3;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:00:00+00:00;93.0;0.0;0.4;101676.0;101975.0;NaN;15.4;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:05:00+00:00;93.0;0.0;0.4;101685.0;101984.0;NaN;15.6;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:10:00+00:00;93.0;0.0;0.4;101682.0;101981.0;NaN;15.7;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:15:00+00:00;93.0;0.0;0.4;101687.0;101986.0;NaN;15.8;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:20:00+00:00;93.0;0.0;0.4;101694.0;101993.0;NaN;15.9;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:25:00+00:00;93.0;0.0;0.4;101687.0;101985.0;NaN;16.1;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:30:00+00:00;93.0;0.0;0.4;101697.0;101995.0;NaN;16.2;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:35:00+00:00;93.0;0.0;0.4;101701.0;101999.0;NaN;16.4;345.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:40:00+00:00;92.0;0.0;0.4;101705.0;102003.0;NaN;16.5;345.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:45:00+00:00;92.0;0.0;0.4;101707.0;102005.0;NaN;16.6;15.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:50:00+00:00;91.0;0.0;0.4;101723.0;102021.0;NaN;16.6;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 08:55:00+00:00;91.0;0.0;0.4;101718.0;102016.0;NaN;16.6;5.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:00:00+00:00;90.0;0.0;0.4;101724.0;102022.0;NaN;16.6;335.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:05:00+00:00;90.0;0.0;0.4;101719.0;102017.0;NaN;16.7;355.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:10:00+00:00;90.0;0.0;0.4;101721.0;102018.0;NaN;16.8;5.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:15:00+00:00;90.0;0.0;0.4;101720.0;102017.0;NaN;16.9;5.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:20:00+00:00;89.0;0.0;0.4;101728.0;102025.0;NaN;17.0;35.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:25:00+00:00;89.0;0.0;0.4;101728.0;102025.0;NaN;17.0;295.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:30:00+00:00;88.0;0.0;0.4;101740.0;102037.0;NaN;17.0;275.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:35:00+00:00;88.0;0.0;0.4;101742.0;102039.0;NaN;17.1;15.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:40:00+00:00;88.0;0.0;0.4;101732.0;102029.0;NaN;17.2;55.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:45:00+00:00;88.0;0.0;0.4;101738.0;102035.0;NaN;17.3;315.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:50:00+00:00;88.0;0.0;0.4;101741.0;102038.0;NaN;17.4;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 09:55:00+00:00;87.0;0.0;0.4;101749.0;102046.0;NaN;17.4;265.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:00:00+00:00;87.0;0.0;0.4;101756.0;102053.0;NaN;17.3;255.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:05:00+00:00;87.0;0.0;0.4;101744.0;102041.0;NaN;17.5;335.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:10:00+00:00;87.0;0.0;0.4;101747.0;102044.0;NaN;17.4;5.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:15:00+00:00;87.0;0.0;0.4;101756.0;102053.0;NaN;17.3;5.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:20:00+00:00;87.0;0.0;0.4;101749.0;102046.0;NaN;17.4;5.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:25:00+00:00;87.0;0.0;0.4;101739.0;102036.0;NaN;17.4;15.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:30:00+00:00;86.0;0.0;0.4;101738.0;102034.0;NaN;17.5;15.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:35:00+00:00;86.0;0.0;0.4;101727.0;102023.0;NaN;17.6;25.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:40:00+00:00;85.0;0.0;0.4;101724.0;102020.0;NaN;17.6;25.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:45:00+00:00;85.0;0.0;0.4;101719.0;102015.0;NaN;17.7;45.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:50:00+00:00;85.0;0.0;0.4;101719.0;102015.0;NaN;17.7;45.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 10:55:00+00:00;82.0;0.0;0.4;101725.0;102021.0;NaN;17.7;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:00:00+00:00;81.0;0.0;0.4;101717.0;102013.0;NaN;17.8;65.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:05:00+00:00;81.0;0.0;0.4;101713.0;102009.0;NaN;17.9;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:10:00+00:00;81.0;0.0;0.4;101719.0;102015.0;NaN;18.1;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:15:00+00:00;79.0;0.0;0.4;101717.0;102012.0;NaN;18.3;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:20:00+00:00;80.0;0.0;0.4;101718.0;102013.0;NaN;18.6;65.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:25:00+00:00;78.0;0.0;0.4;101712.0;102006.0;NaN;18.8;65.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:30:00+00:00;78.0;0.0;0.4;101701.0;101995.0;NaN;19.0;65.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:35:00+00:00;77.0;0.0;0.4;101699.0;101993.0;NaN;19.2;35.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:40:00+00:00;76.0;0.0;0.4;101696.0;101990.0;NaN;19.3;35.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:45:00+00:00;76.0;0.0;0.4;101695.0;101989.0;NaN;19.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:50:00+00:00;75.0;0.0;0.4;101699.0;101993.0;NaN;19.4;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 11:55:00+00:00;75.0;0.0;0.4;101688.0;101981.0;NaN;19.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:00:00+00:00;74.0;0.0;0.4;101687.0;101980.0;NaN;19.6;125.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:05:00+00:00;73.0;0.0;0.4;101686.0;101979.0;NaN;19.7;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:10:00+00:00;73.0;0.0;0.4;101680.0;101973.0;NaN;19.8;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:15:00+00:00;73.0;0.0;0.4;101687.0;101980.0;NaN;19.9;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:20:00+00:00;72.0;0.0;0.4;101676.0;101969.0;NaN;20.0;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:25:00+00:00;72.0;0.0;0.4;101677.0;101969.0;NaN;20.1;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:30:00+00:00;71.0;0.0;0.4;101677.0;101969.0;NaN;20.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:35:00+00:00;71.0;0.0;0.4;101669.0;101961.0;NaN;20.3;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:40:00+00:00;71.0;0.0;0.4;101671.0;101963.0;NaN;20.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:45:00+00:00;71.0;0.2;0.6;101664.0;101956.0;NaN;20.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:50:00+00:00;70.0;0.0;0.6;101664.0;101956.0;NaN;20.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 12:55:00+00:00;71.0;0.0;0.6;101667.0;101959.0;NaN;20.6;115.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:00:00+00:00;71.0;0.0;0.6;101663.0;101955.0;NaN;20.6;115.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:05:00+00:00;71.0;0.0;0.6;101659.0;101951.0;NaN;20.6;105.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:10:00+00:00;70.0;0.0;0.6;101653.0;101945.0;NaN;20.7;285.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:15:00+00:00;70.0;0.0;0.6;101646.0;101937.0;NaN;20.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:20:00+00:00;69.0;0.0;0.6;101639.0;101930.0;NaN;20.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:25:00+00:00;69.0;0.0;0.6;101635.0;101926.0;NaN;20.7;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:30:00+00:00;69.0;0.0;0.6;101636.0;101927.0;NaN;20.7;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:35:00+00:00;69.0;0.0;0.6;101634.0;101925.0;NaN;20.7;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:40:00+00:00;69.0;0.0;0.6;101633.0;101924.0;NaN;20.7;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:45:00+00:00;68.0;0.0;0.6;101634.0;101925.0;NaN;20.7;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:50:00+00:00;68.0;0.0;0.6;101633.0;101924.0;NaN;20.7;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 13:55:00+00:00;67.0;0.0;0.6;101628.0;101919.0;NaN;20.8;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:00:00+00:00;66.0;0.0;0.6;101623.0;101914.0;NaN;20.8;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:05:00+00:00;65.0;0.0;0.6;101616.0;101907.0;NaN;20.9;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:10:00+00:00;64.0;0.0;0.6;101600.0;101891.0;NaN;21.0;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:15:00+00:00;65.0;0.0;0.6;101604.0;101895.0;NaN;21.1;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:20:00+00:00;65.0;0.0;0.6;101603.0;101894.0;NaN;21.2;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:25:00+00:00;65.0;0.0;0.6;101593.0;101883.0;NaN;21.3;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:30:00+00:00;65.0;0.0;0.6;101585.0;101875.0;NaN;21.4;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:35:00+00:00;64.0;0.0;0.6;101590.0;101880.0;NaN;21.5;45.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:40:00+00:00;64.0;0.0;0.6;101582.0;101872.0;NaN;21.5;45.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:45:00+00:00;63.0;0.0;0.6;101583.0;101873.0;NaN;21.6;45.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:50:00+00:00;61.0;0.0;0.6;101578.0;101868.0;NaN;21.7;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 14:55:00+00:00;61.0;0.0;0.6;101567.0;101856.0;NaN;21.8;345.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:00:00+00:00;61.0;0.0;0.6;101574.0;101863.0;NaN;21.9;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:05:00+00:00;61.0;0.0;0.6;101562.0;101851.0;NaN;22.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:10:00+00:00;60.0;0.0;0.6;101565.0;101854.0;NaN;22.1;45.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:15:00+00:00;59.0;0.0;0.6;101558.0;101847.0;NaN;22.1;65.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:20:00+00:00;59.0;0.0;0.6;101558.0;101847.0;NaN;22.1;65.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:25:00+00:00;58.0;0.0;0.6;101550.0;101839.0;NaN;22.1;65.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:30:00+00:00;59.0;0.0;0.6;101542.0;101831.0;NaN;22.1;245.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:35:00+00:00;60.0;0.0;0.6;101530.0;101819.0;NaN;22.0;205.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:40:00+00:00;61.0;0.0;0.6;101527.0;101816.0;NaN;22.0;185.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:45:00+00:00;59.0;0.0;0.6;101520.0;101809.0;NaN;22.0;245.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:50:00+00:00;59.0;0.0;0.6;101509.0;101798.0;NaN;22.0;245.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 15:55:00+00:00;59.0;0.0;0.6;101509.0;101798.0;NaN;22.0;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:00:00+00:00;58.0;0.0;0.6;101513.0;101802.0;NaN;22.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:05:00+00:00;58.0;0.0;0.6;101520.0;101809.0;NaN;22.0;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:10:00+00:00;58.0;0.0;0.6;101513.0;101802.0;NaN;21.9;275.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:15:00+00:00;58.0;0.0;0.6;101513.0;101802.0;NaN;21.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:20:00+00:00;58.0;0.0;0.6;101512.0;101801.0;NaN;21.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:25:00+00:00;58.0;0.0;0.6;101508.0;101797.0;NaN;21.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:30:00+00:00;58.0;0.0;0.6;101506.0;101795.0;NaN;21.8;275.0;6.4;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:35:00+00:00;57.0;0.0;0.6;101502.0;101791.0;NaN;21.8;275.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:40:00+00:00;58.0;0.0;0.6;101489.0;101778.0;NaN;21.8;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:45:00+00:00;58.0;0.0;0.6;101493.0;101782.0;NaN;21.8;275.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:50:00+00:00;59.0;0.0;0.6;101501.0;101790.0;NaN;21.8;275.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 16:55:00+00:00;59.0;0.0;0.6;101499.0;101788.0;NaN;21.7;325.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:00:00+00:00;59.0;0.0;0.6;101484.0;101773.0;NaN;21.7;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:05:00+00:00;59.0;0.0;0.6;101486.0;101775.0;NaN;21.6;325.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:10:00+00:00;60.0;0.0;0.6;101480.0;101770.0;NaN;21.6;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:15:00+00:00;60.0;0.0;0.6;101476.0;101766.0;NaN;21.5;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:20:00+00:00;60.0;0.0;0.6;101478.0;101768.0;NaN;21.5;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:25:00+00:00;60.0;0.0;0.6;101470.0;101760.0;NaN;21.4;325.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:30:00+00:00;61.0;0.0;0.6;101463.0;101753.0;NaN;21.4;265.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:35:00+00:00;61.0;0.0;0.6;101477.0;101767.0;NaN;21.3;5.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:40:00+00:00;61.0;0.0;0.6;101462.0;101752.0;NaN;21.3;5.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:45:00+00:00;61.0;0.0;0.6;101458.0;101748.0;NaN;21.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:50:00+00:00;61.0;0.0;0.6;101461.0;101751.0;NaN;21.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 17:55:00+00:00;62.0;0.0;0.6;101453.0;101743.0;NaN;21.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:00:00+00:00;62.0;0.0;0.6;101462.0;101752.0;NaN;21.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:05:00+00:00;63.0;0.0;0.6;101447.0;101737.0;NaN;20.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:10:00+00:00;64.0;0.0;0.6;101440.0;101730.0;NaN;20.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:15:00+00:00;64.0;0.0;0.6;101445.0;101736.0;NaN;20.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:20:00+00:00;64.0;0.0;0.6;101448.0;101739.0;NaN;20.7;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:25:00+00:00;64.0;0.0;0.6;101450.0;101741.0;NaN;20.6;5.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:30:00+00:00;64.0;0.0;0.6;101454.0;101745.0;NaN;20.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:35:00+00:00;64.0;0.0;0.6;101462.0;101753.0;NaN;20.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:40:00+00:00;64.0;0.0;0.6;101462.0;101753.0;NaN;20.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:45:00+00:00;65.0;0.0;0.6;101459.0;101750.0;NaN;20.5;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:50:00+00:00;65.0;0.0;0.6;101467.0;101758.0;NaN;20.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 18:55:00+00:00;65.0;0.0;0.6;101469.0;101760.0;NaN;20.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:00:00+00:00;65.0;0.0;0.6;101476.0;101767.0;NaN;20.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:05:00+00:00;65.0;0.0;0.6;101484.0;101775.0;NaN;20.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:10:00+00:00;65.0;0.0;0.6;101482.0;101774.0;NaN;20.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:15:00+00:00;64.0;0.0;0.6;101483.0;101775.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:20:00+00:00;65.0;0.0;0.6;101478.0;101770.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:25:00+00:00;65.0;0.0;0.6;101481.0;101773.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:30:00+00:00;65.0;0.0;0.6;101477.0;101769.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:35:00+00:00;65.0;0.0;0.6;101476.0;101768.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:40:00+00:00;66.0;0.0;0.6;101481.0;101773.0;NaN;19.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:45:00+00:00;66.0;0.0;0.6;101475.0;101767.0;NaN;19.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:50:00+00:00;66.0;0.0;0.6;101470.0;101762.0;NaN;19.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 19:55:00+00:00;66.0;0.0;0.6;101474.0;101766.0;NaN;19.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:00:00+00:00;66.0;0.0;0.6;101479.0;101771.0;NaN;19.6;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:05:00+00:00;67.0;0.0;0.6;101484.0;101776.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:10:00+00:00;67.0;0.0;0.6;101495.0;101788.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:15:00+00:00;67.0;0.0;0.6;101488.0;101781.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:20:00+00:00;68.0;0.0;0.6;101482.0;101775.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:25:00+00:00;68.0;0.0;0.6;101492.0;101785.0;NaN;19.3;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:30:00+00:00;68.0;0.0;0.6;101491.0;101784.0;NaN;19.3;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:35:00+00:00;68.0;0.0;0.6;101488.0;101781.0;NaN;19.2;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:40:00+00:00;68.0;0.0;0.6;101486.0;101779.0;NaN;19.2;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:45:00+00:00;69.0;0.0;0.6;101475.0;101768.0;NaN;19.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:50:00+00:00;69.0;0.0;0.6;101486.0;101779.0;NaN;19.0;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 20:55:00+00:00;69.0;0.0;0.6;101492.0;101785.0;NaN;19.0;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:00:00+00:00;69.0;0.0;0.6;101486.0;101779.0;NaN;18.9;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:05:00+00:00;70.0;0.0;0.6;101491.0;101784.0;NaN;18.9;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:10:00+00:00;70.0;0.0;0.6;101492.0;101786.0;NaN;18.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:15:00+00:00;71.0;0.0;0.6;101493.0;101787.0;NaN;18.7;25.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:20:00+00:00;71.0;0.0;0.6;101484.0;101778.0;NaN;18.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:25:00+00:00;71.0;0.0;0.6;101493.0;101787.0;NaN;18.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:30:00+00:00;71.0;0.0;0.6;101490.0;101784.0;NaN;18.5;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:35:00+00:00;72.0;0.0;0.6;101485.0;101779.0;NaN;18.4;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:40:00+00:00;72.0;0.0;0.6;101477.0;101771.0;NaN;18.4;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:45:00+00:00;73.0;0.0;0.6;101487.0;101781.0;NaN;18.3;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:50:00+00:00;73.0;0.0;0.6;101481.0;101775.0;NaN;18.2;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 21:55:00+00:00;73.0;0.0;0.6;101479.0;101773.0;NaN;18.2;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:00:00+00:00;73.0;0.0;0.6;101482.0;101777.0;NaN;18.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:05:00+00:00;74.0;0.0;0.6;101473.0;101768.0;NaN;18.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:10:00+00:00;74.0;0.0;0.6;101472.0;101767.0;NaN;18.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:15:00+00:00;74.0;0.0;0.6;101471.0;101766.0;NaN;18.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:20:00+00:00;75.0;0.0;0.6;101471.0;101766.0;NaN;17.9;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:25:00+00:00;75.0;0.0;0.6;101454.0;101749.0;NaN;17.8;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:30:00+00:00;75.0;0.0;0.6;101460.0;101755.0;NaN;17.8;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:35:00+00:00;76.0;0.0;0.6;101463.0;101758.0;NaN;17.7;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:40:00+00:00;76.0;0.0;0.6;101458.0;101753.0;NaN;17.7;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:45:00+00:00;76.0;0.0;0.6;101449.0;101744.0;NaN;17.6;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:50:00+00:00;77.0;0.0;0.6;101452.0;101747.0;NaN;17.6;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 22:55:00+00:00;77.0;0.0;0.6;101448.0;101743.0;NaN;17.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:00:00+00:00;77.0;0.0;0.6;101446.0;101741.0;NaN;17.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:05:00+00:00;77.0;0.0;0.6;101446.0;101741.0;NaN;17.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:10:00+00:00;77.0;0.0;0.6;101433.0;101728.0;NaN;17.3;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:15:00+00:00;77.0;0.0;0.6;101433.0;101729.0;NaN;17.3;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:20:00+00:00;77.0;0.0;0.6;101435.0;101731.0;NaN;17.2;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:25:00+00:00;78.0;0.0;0.6;101429.0;101725.0;NaN;17.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:30:00+00:00;78.0;0.0;0.6;101430.0;101726.0;NaN;17.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:35:00+00:00;78.0;0.0;0.6;101427.0;101723.0;NaN;17.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:40:00+00:00;79.0;0.0;0.6;101417.0;101713.0;NaN;17.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:45:00+00:00;79.0;0.0;0.6;101421.0;101717.0;NaN;17.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:50:00+00:00;79.0;0.0;0.6;101413.0;101709.0;NaN;16.9;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-11 23:55:00+00:00;79.0;0.0;0.6;101412.0;101708.0;NaN;16.9;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:00:00+00:00;79.0;0.0;0.0;101409.0;101705.0;NaN;16.8;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:05:00+00:00;79.0;0.0;0.0;101413.0;101709.0;NaN;16.7;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:10:00+00:00;79.0;0.0;0.0;101403.0;101699.0;NaN;16.7;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:15:00+00:00;80.0;0.0;0.0;101408.0;101704.0;NaN;16.7;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:20:00+00:00;80.0;0.0;0.0;101409.0;101705.0;NaN;16.7;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:25:00+00:00;80.0;0.0;0.0;101392.0;101688.0;NaN;16.6;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:30:00+00:00;80.0;0.0;0.0;101399.0;101695.0;NaN;16.6;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:35:00+00:00;80.0;0.0;0.0;101394.0;101690.0;NaN;16.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:40:00+00:00;81.0;0.0;0.0;101383.0;101679.0;NaN;16.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:45:00+00:00;81.0;0.0;0.0;101382.0;101679.0;NaN;16.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:50:00+00:00;81.0;0.0;0.0;101378.0;101675.0;NaN;16.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 00:55:00+00:00;81.0;0.0;0.0;101368.0;101665.0;NaN;16.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:00:00+00:00;81.0;0.0;0.0;101370.0;101667.0;NaN;16.3;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:05:00+00:00;81.0;0.0;0.0;101365.0;101662.0;NaN;16.3;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:10:00+00:00;81.0;0.0;0.0;101355.0;101652.0;NaN;16.2;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:15:00+00:00;82.0;0.0;0.0;101359.0;101656.0;NaN;16.2;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:20:00+00:00;82.0;0.0;0.0;101352.0;101649.0;NaN;16.2;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:25:00+00:00;82.0;0.0;0.0;101349.0;101646.0;NaN;16.2;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:30:00+00:00;83.0;0.0;0.0;101345.0;101642.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:35:00+00:00;83.0;0.0;0.0;101335.0;101632.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:40:00+00:00;83.0;0.0;0.0;101333.0;101630.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:45:00+00:00;83.0;0.0;0.0;101330.0;101627.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:50:00+00:00;83.0;0.0;0.0;101320.0;101617.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 01:55:00+00:00;83.0;0.0;0.0;101317.0;101614.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:00:00+00:00;83.0;0.0;0.0;101316.0;101613.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:05:00+00:00;83.0;0.0;0.0;101310.0;101607.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:10:00+00:00;83.0;0.0;0.0;101308.0;101605.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:15:00+00:00;83.0;0.0;0.0;101307.0;101604.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:20:00+00:00;83.0;0.0;0.0;101301.0;101598.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:25:00+00:00;83.0;0.0;0.0;101294.0;101591.0;NaN;16.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:30:00+00:00;83.0;0.0;0.0;101293.0;101590.0;NaN;16.0;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:35:00+00:00;83.0;0.0;0.0;101291.0;101588.0;NaN;16.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:40:00+00:00;83.0;0.0;0.0;101290.0;101587.0;NaN;16.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:45:00+00:00;83.0;0.0;0.0;101298.0;101595.0;NaN;16.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:50:00+00:00;83.0;0.0;0.0;101293.0;101590.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 02:55:00+00:00;83.0;0.0;0.0;101287.0;101584.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:00:00+00:00;83.0;0.0;0.0;101287.0;101584.0;NaN;16.1;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:05:00+00:00;82.0;0.0;0.0;101280.0;101576.0;NaN;16.2;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:10:00+00:00;82.0;0.0;0.0;101278.0;101574.0;NaN;16.2;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:15:00+00:00;82.0;0.0;0.0;101264.0;101560.0;NaN;16.2;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:20:00+00:00;82.0;0.0;0.0;101259.0;101555.0;NaN;16.2;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:25:00+00:00;82.0;0.0;0.0;101261.0;101557.0;NaN;16.2;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:30:00+00:00;82.0;0.0;0.0;101261.0;101557.0;NaN;16.2;35.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:35:00+00:00;82.0;0.0;0.0;101255.0;101551.0;NaN;16.1;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:40:00+00:00;82.0;0.0;0.0;101254.0;101550.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:45:00+00:00;82.0;0.0;0.0;101267.0;101564.0;NaN;16.1;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:50:00+00:00;82.0;0.0;0.0;101263.0;101560.0;NaN;16.1;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 03:55:00+00:00;82.0;0.0;0.0;101254.0;101550.0;NaN;16.1;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:00:00+00:00;82.0;0.0;0.0;101260.0;101557.0;NaN;16.1;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:05:00+00:00;82.0;0.0;0.0;101260.0;101557.0;NaN;16.1;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:10:00+00:00;82.0;0.0;0.0;101258.0;101555.0;NaN;16.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:15:00+00:00;82.0;0.0;0.0;101263.0;101560.0;NaN;15.9;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:20:00+00:00;82.0;0.0;0.0;101259.0;101556.0;NaN;15.9;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:25:00+00:00;82.0;0.0;0.0;101257.0;101554.0;NaN;15.9;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:30:00+00:00;82.0;0.0;0.0;101257.0;101554.0;NaN;15.8;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:35:00+00:00;83.0;0.0;0.0;101265.0;101562.0;NaN;15.8;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:40:00+00:00;83.0;0.0;0.0;101256.0;101553.0;NaN;15.7;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:45:00+00:00;83.0;0.0;0.0;101245.0;101542.0;NaN;15.7;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:50:00+00:00;83.0;0.0;0.0;101248.0;101545.0;NaN;15.7;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 04:55:00+00:00;83.0;0.0;0.0;101247.0;101544.0;NaN;15.6;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:00:00+00:00;83.0;0.0;0.0;101255.0;101552.0;NaN;15.6;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:05:00+00:00;83.0;0.0;0.0;101253.0;101550.0;NaN;15.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:10:00+00:00;84.0;0.0;0.0;101252.0;101549.0;NaN;15.5;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:15:00+00:00;84.0;0.0;0.0;101252.0;101549.0;NaN;15.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:20:00+00:00;84.0;0.0;0.0;101262.0;101560.0;NaN;15.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:25:00+00:00;84.0;0.0;0.0;101258.0;101556.0;NaN;15.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:30:00+00:00;84.0;0.0;0.0;101262.0;101560.0;NaN;15.4;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:35:00+00:00;84.0;0.0;0.0;101271.0;101569.0;NaN;15.4;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:40:00+00:00;84.0;0.0;0.0;101268.0;101566.0;NaN;15.4;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:45:00+00:00;84.0;0.0;0.0;101267.0;101565.0;NaN;15.4;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:50:00+00:00;84.0;0.0;0.0;101270.0;101568.0;NaN;15.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 05:55:00+00:00;84.0;0.0;0.0;101280.0;101578.0;NaN;15.4;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:00:00+00:00;84.0;0.0;0.0;101267.0;101565.0;NaN;15.5;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:05:00+00:00;84.0;0.0;0.0;101273.0;101571.0;NaN;15.5;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:10:00+00:00;83.0;0.0;0.0;101274.0;101571.0;NaN;15.5;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:15:00+00:00;83.0;0.0;0.0;101269.0;101566.0;NaN;15.6;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:20:00+00:00;83.0;0.0;0.0;101269.0;101566.0;NaN;15.6;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:25:00+00:00;83.0;0.0;0.0;101269.0;101566.0;NaN;15.6;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:30:00+00:00;83.0;0.0;0.0;101257.0;101554.0;NaN;15.6;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:35:00+00:00;83.0;0.0;0.0;101262.0;101559.0;NaN;15.7;35.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:40:00+00:00;83.0;0.0;0.0;101266.0;101563.0;NaN;15.7;35.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:45:00+00:00;82.0;0.0;0.0;101255.0;101552.0;NaN;15.8;35.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:50:00+00:00;82.0;0.0;0.0;101252.0;101549.0;NaN;15.9;45.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 06:55:00+00:00;81.0;0.0;0.0;101257.0;101554.0;NaN;16.0;45.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:00:00+00:00;80.0;0.0;0.0;101262.0;101558.0;NaN;16.2;45.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:05:00+00:00;80.0;0.0;0.0;101260.0;101556.0;NaN;16.3;45.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:10:00+00:00;80.0;0.0;0.0;101260.0;101556.0;NaN;16.3;45.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:15:00+00:00;79.0;0.0;0.0;101270.0;101566.0;NaN;16.5;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:20:00+00:00;79.0;0.0;0.0;101255.0;101551.0;NaN;16.7;45.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:25:00+00:00;78.0;0.0;0.0;101251.0;101546.0;NaN;17.0;45.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:30:00+00:00;78.0;0.0;0.0;101252.0;101547.0;NaN;17.2;45.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:35:00+00:00;77.0;0.0;0.0;101252.0;101546.0;NaN;17.5;45.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:40:00+00:00;75.0;0.0;0.0;101242.0;101536.0;NaN;17.8;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:45:00+00:00;74.0;0.0;0.0;101240.0;101534.0;NaN;18.1;45.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:50:00+00:00;73.0;0.0;0.0;101251.0;101544.0;NaN;18.3;55.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 07:55:00+00:00;72.0;0.0;0.0;101247.0;101540.0;NaN;18.6;45.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:00:00+00:00;71.0;0.0;0.0;101255.0;101548.0;NaN;18.8;45.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:05:00+00:00;71.0;0.0;0.0;101243.0;101535.0;NaN;19.1;45.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:10:00+00:00;70.0;0.0;0.0;101247.0;101539.0;NaN;19.3;55.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:15:00+00:00;69.0;0.0;0.0;101251.0;101543.0;NaN;19.5;55.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:20:00+00:00;69.0;0.0;0.0;101248.0;101539.0;NaN;19.6;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:25:00+00:00;69.0;0.0;0.0;101254.0;101545.0;NaN;19.7;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:30:00+00:00;68.0;0.0;0.0;101259.0;101550.0;NaN;19.9;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:35:00+00:00;68.0;0.0;0.0;101259.0;101550.0;NaN;19.9;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:40:00+00:00;67.0;0.0;0.0;101255.0;101546.0;NaN;20.1;55.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:45:00+00:00;67.0;0.0;0.0;101254.0;101545.0;NaN;20.2;35.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:50:00+00:00;67.0;0.0;0.0;101240.0;101530.0;NaN;20.2;35.0;8.1;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 08:55:00+00:00;67.0;0.0;0.0;101240.0;101530.0;NaN;20.3;65.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:00:00+00:00;67.0;0.0;0.0;101236.0;101526.0;NaN;20.3;65.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:05:00+00:00;67.0;0.0;0.0;101245.0;101535.0;NaN;20.3;315.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:10:00+00:00;67.0;0.0;0.0;101256.0;101546.0;NaN;20.5;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:15:00+00:00;67.0;0.0;0.0;101236.0;101526.0;NaN;20.6;55.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:20:00+00:00;65.0;0.0;0.0;101232.0;101522.0;NaN;20.8;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:25:00+00:00;65.0;0.0;0.0;101226.0;101516.0;NaN;20.8;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:30:00+00:00;64.0;0.0;0.0;101224.0;101514.0;NaN;20.8;65.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:35:00+00:00;64.0;0.0;0.0;101225.0;101515.0;NaN;20.8;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:40:00+00:00;65.0;0.0;0.0;101213.0;101503.0;NaN;20.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:45:00+00:00;65.0;0.0;0.0;101211.0;101501.0;NaN;20.8;355.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:50:00+00:00;64.0;0.0;0.0;101202.0;101491.0;NaN;20.9;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 09:55:00+00:00;64.0;0.0;0.0;101206.0;101495.0;NaN;20.8;5.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:00:00+00:00;64.0;0.0;0.0;101203.0;101492.0;NaN;20.8;5.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:05:00+00:00;64.0;0.0;0.0;101193.0;101483.0;NaN;20.7;45.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:10:00+00:00;64.0;0.0;0.0;101182.0;101472.0;NaN;20.7;45.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:15:00+00:00;64.0;0.0;0.0;101174.0;101464.0;NaN;20.7;295.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:20:00+00:00;64.0;0.0;0.0;101170.0;101459.0;NaN;20.7;295.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:25:00+00:00;64.0;0.0;0.0;101162.0;101451.0;NaN;20.7;335.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:30:00+00:00;63.0;0.0;0.0;101155.0;101444.0;NaN;20.7;45.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:35:00+00:00;64.0;0.0;0.0;101149.0;101438.0;NaN;20.8;45.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:40:00+00:00;63.0;0.0;0.0;101146.0;101435.0;NaN;20.9;45.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:45:00+00:00;63.0;0.0;0.0;101142.0;101431.0;NaN;21.0;45.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:50:00+00:00;62.0;0.0;0.0;101135.0;101424.0;NaN;21.1;45.0;8.1;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 10:55:00+00:00;62.0;0.0;0.0;101137.0;101426.0;NaN;21.1;75.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:00:00+00:00;62.0;0.0;0.0;101137.0;101426.0;NaN;21.3;265.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:05:00+00:00;61.0;0.0;0.0;101134.0;101422.0;NaN;21.4;265.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:10:00+00:00;61.0;0.0;0.0;101134.0;101422.0;NaN;21.4;285.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:15:00+00:00;61.0;0.0;0.0;101126.0;101414.0;NaN;21.5;85.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:20:00+00:00;60.0;0.0;0.0;101117.0;101405.0;NaN;21.5;75.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:25:00+00:00;59.0;0.0;0.0;101116.0;101404.0;NaN;21.6;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:30:00+00:00;60.0;0.0;0.0;101111.0;101399.0;NaN;21.7;65.0;4.8;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:35:00+00:00;60.0;0.0;0.0;101112.0;101400.0;NaN;21.7;55.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:40:00+00:00;59.0;0.0;0.0;101117.0;101405.0;NaN;21.8;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:45:00+00:00;59.0;0.0;0.0;101115.0;101403.0;NaN;21.9;55.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:50:00+00:00;59.0;0.0;0.0;101113.0;101400.0;NaN;22.0;185.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 11:55:00+00:00;59.0;0.0;0.0;101109.0;101396.0;NaN;22.0;175.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:00:00+00:00;58.0;0.0;0.0;101101.0;101388.0;NaN;22.1;65.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:05:00+00:00;58.0;0.0;0.0;101100.0;101387.0;NaN;22.3;285.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:10:00+00:00;58.0;0.0;0.0;101094.0;101381.0;NaN;22.4;335.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:15:00+00:00;57.0;0.0;0.0;101094.0;101381.0;NaN;22.5;315.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:20:00+00:00;57.0;0.0;0.0;101083.0;101369.0;NaN;22.6;345.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:25:00+00:00;56.0;0.0;0.0;101077.0;101363.0;NaN;22.6;345.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:30:00+00:00;56.0;0.0;0.0;101073.0;101359.0;NaN;22.7;15.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:35:00+00:00;56.0;0.0;0.0;101069.0;101355.0;NaN;22.7;15.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:40:00+00:00;56.0;0.0;0.0;101065.0;101351.0;NaN;22.8;15.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:45:00+00:00;56.0;0.0;0.0;101079.0;101365.0;NaN;22.8;15.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:50:00+00:00;56.0;0.0;0.0;101079.0;101365.0;NaN;22.9;15.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 12:55:00+00:00;56.0;0.0;0.0;101081.0;101367.0;NaN;22.9;15.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:00:00+00:00;56.0;0.0;0.0;101070.0;101356.0;NaN;23.0;15.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:05:00+00:00;54.0;0.0;0.0;101058.0;101343.0;NaN;23.2;275.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:10:00+00:00;54.0;0.0;0.0;101060.0;101345.0;NaN;23.3;55.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:15:00+00:00;54.0;0.0;0.0;101040.0;101325.0;NaN;23.4;55.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:20:00+00:00;54.0;0.0;0.0;101033.0;101318.0;NaN;23.5;65.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:25:00+00:00;54.0;0.0;0.0;101019.0;101304.0;NaN;23.6;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:30:00+00:00;54.0;0.0;0.0;101012.0;101297.0;NaN;23.7;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:35:00+00:00;53.0;0.0;0.0;101012.0;101296.0;NaN;23.8;65.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:40:00+00:00;53.0;0.0;0.0;101002.0;101286.0;NaN;23.9;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:45:00+00:00;53.0;0.0;0.0;101003.0;101287.0;NaN;24.0;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:50:00+00:00;53.0;0.0;0.0;101005.0;101289.0;NaN;24.0;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 13:55:00+00:00;52.0;0.0;0.0;101008.0;101292.0;NaN;24.1;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:00:00+00:00;51.0;0.0;0.0;101006.0;101290.0;NaN;24.2;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:05:00+00:00;51.0;0.0;0.0;101009.0;101293.0;NaN;24.3;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:10:00+00:00;52.0;0.0;0.0;101006.0;101290.0;NaN;24.3;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:15:00+00:00;51.0;0.0;0.0;100999.0;101283.0;NaN;24.3;65.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:20:00+00:00;51.0;0.0;0.0;100996.0;101280.0;NaN;24.3;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:25:00+00:00;52.0;0.0;0.0;100983.0;101267.0;NaN;24.3;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:30:00+00:00;51.0;0.0;0.0;100981.0;101265.0;NaN;24.3;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:35:00+00:00;51.0;0.0;0.0;100981.0;101265.0;NaN;24.2;65.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:40:00+00:00;50.0;0.0;0.0;100969.0;101253.0;NaN;24.2;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:45:00+00:00;50.0;0.0;0.0;100969.0;101253.0;NaN;24.2;55.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:50:00+00:00;50.0;0.0;0.0;100955.0;101238.0;NaN;24.4;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 14:55:00+00:00;50.0;0.0;0.0;100957.0;101240.0;NaN;24.4;245.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:00:00+00:00;50.0;0.0;0.0;100951.0;101234.0;NaN;24.5;55.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:05:00+00:00;50.0;0.0;0.0;100944.0;101227.0;NaN;24.5;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:10:00+00:00;50.0;0.0;0.0;100940.0;101223.0;NaN;24.5;55.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:15:00+00:00;50.0;0.0;0.0;100934.0;101217.0;NaN;24.5;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:20:00+00:00;50.0;0.0;0.0;100925.0;101208.0;NaN;24.5;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:25:00+00:00;49.0;0.0;0.0;100930.0;101213.0;NaN;24.5;255.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:30:00+00:00;49.0;0.0;0.0;100924.0;101207.0;NaN;24.6;255.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:35:00+00:00;49.0;0.0;0.0;100924.0;101207.0;NaN;24.6;255.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:40:00+00:00;49.0;0.0;0.0;100909.0;101192.0;NaN;24.6;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:45:00+00:00;49.0;0.0;0.0;100913.0;101196.0;NaN;24.6;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:50:00+00:00;49.0;0.0;0.0;100917.0;101200.0;NaN;24.5;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 15:55:00+00:00;49.0;0.0;0.0;100911.0;101194.0;NaN;24.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:00:00+00:00;49.0;0.0;0.0;100892.0;101175.0;NaN;24.6;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:05:00+00:00;49.0;0.0;0.0;100893.0;101176.0;NaN;24.5;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:10:00+00:00;50.0;0.0;0.0;100892.0;101175.0;NaN;24.5;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:15:00+00:00;50.0;0.0;0.0;100879.0;101162.0;NaN;24.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:20:00+00:00;50.0;0.0;0.0;100883.0;101166.0;NaN;24.4;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:25:00+00:00;50.0;0.0;0.0;100871.0;101154.0;NaN;24.3;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:30:00+00:00;50.0;0.0;0.0;100854.0;101137.0;NaN;24.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:35:00+00:00;50.0;0.0;0.0;100847.0;101130.0;NaN;24.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:40:00+00:00;51.0;0.0;0.0;100845.0;101128.0;NaN;24.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:45:00+00:00;51.0;0.0;0.0;100843.0;101126.0;NaN;24.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:50:00+00:00;51.0;0.0;0.0;100841.0;101124.0;NaN;24.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 16:55:00+00:00;51.0;0.0;0.0;100847.0;101130.0;NaN;24.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:00:00+00:00;52.0;0.0;0.0;100832.0;101115.0;NaN;24.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:05:00+00:00;52.0;0.0;0.0;100822.0;101105.0;NaN;24.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:10:00+00:00;52.0;0.0;0.0;100827.0;101110.0;NaN;24.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:15:00+00:00;52.0;0.0;0.0;100812.0;101095.0;NaN;24.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:20:00+00:00;52.0;0.0;0.0;100818.0;101101.0;NaN;24.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:25:00+00:00;52.0;0.0;0.0;100804.0;101087.0;NaN;23.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:30:00+00:00;53.0;0.0;0.0;100795.0;101078.0;NaN;23.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:35:00+00:00;53.0;0.0;0.0;100803.0;101087.0;NaN;23.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:40:00+00:00;53.0;0.0;0.0;100815.0;101099.0;NaN;23.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:45:00+00:00;54.0;0.0;0.0;100827.0;101111.0;NaN;23.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:50:00+00:00;54.0;0.0;0.0;100825.0;101109.0;NaN;23.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 17:55:00+00:00;54.0;0.0;0.0;100825.0;101109.0;NaN;23.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:00:00+00:00;54.0;0.0;0.0;100822.0;101106.0;NaN;23.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:05:00+00:00;55.0;0.0;0.0;100829.0;101113.0;NaN;23.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:10:00+00:00;55.0;0.0;0.0;100821.0;101106.0;NaN;23.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:15:00+00:00;55.0;0.0;0.0;100819.0;101104.0;NaN;23.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:20:00+00:00;55.0;0.0;0.0;100821.0;101106.0;NaN;23.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:25:00+00:00;56.0;0.0;0.0;100822.0;101107.0;NaN;22.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:30:00+00:00;56.0;0.0;0.0;100829.0;101114.0;NaN;22.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:35:00+00:00;56.0;0.0;0.0;100822.0;101107.0;NaN;22.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:40:00+00:00;56.0;0.0;0.0;100820.0;101105.0;NaN;22.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:45:00+00:00;56.0;0.0;0.0;100820.0;101105.0;NaN;22.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:50:00+00:00;56.0;0.0;0.0;100821.0;101106.0;NaN;22.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 18:55:00+00:00;56.0;0.0;0.0;100823.0;101109.0;NaN;22.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:00:00+00:00;56.0;0.0;0.0;100831.0;101117.0;NaN;22.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:05:00+00:00;56.0;0.0;0.0;100818.0;101104.0;NaN;22.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:10:00+00:00;56.0;0.0;0.0;100825.0;101111.0;NaN;22.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:15:00+00:00;56.0;0.0;0.0;100842.0;101128.0;NaN;22.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:20:00+00:00;56.0;0.0;0.0;100847.0;101133.0;NaN;22.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:25:00+00:00;57.0;0.0;0.0;100858.0;101144.0;NaN;22.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:30:00+00:00;57.0;0.0;0.0;100843.0;101129.0;NaN;22.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:35:00+00:00;57.0;0.0;0.0;100832.0;101118.0;NaN;22.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:40:00+00:00;57.0;0.0;0.0;100829.0;101115.0;NaN;21.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:45:00+00:00;58.0;0.0;0.0;100822.0;101108.0;NaN;21.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:50:00+00:00;58.0;0.0;0.0;100809.0;101096.0;NaN;21.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 19:55:00+00:00;58.0;0.0;0.0;100797.0;101084.0;NaN;21.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:00:00+00:00;58.0;0.0;0.0;100802.0;101089.0;NaN;21.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:05:00+00:00;58.0;0.0;0.0;100804.0;101091.0;NaN;21.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:10:00+00:00;58.0;0.0;0.0;100793.0;101080.0;NaN;21.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:15:00+00:00;58.0;0.0;0.0;100797.0;101084.0;NaN;21.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:20:00+00:00;59.0;0.0;0.0;100805.0;101092.0;NaN;21.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:25:00+00:00;59.0;0.0;0.0;100810.0;101097.0;NaN;21.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:30:00+00:00;59.0;0.0;0.0;100811.0;101098.0;NaN;21.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:35:00+00:00;59.0;0.0;0.0;100802.0;101090.0;NaN;21.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:40:00+00:00;60.0;0.0;0.0;100810.0;101098.0;NaN;20.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:45:00+00:00;60.0;0.0;0.0;100813.0;101101.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:50:00+00:00;60.0;0.0;0.0;100814.0;101102.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 20:55:00+00:00;60.0;0.0;0.0;100817.0;101105.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:00:00+00:00;61.0;0.0;0.0;100831.0;101119.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:05:00+00:00;61.0;0.0;0.0;100840.0;101128.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:10:00+00:00;61.0;0.0;0.0;100843.0;101131.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:15:00+00:00;62.0;0.0;0.0;100838.0;101126.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:20:00+00:00;62.0;0.0;0.0;100854.0;101142.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:25:00+00:00;63.0;0.0;0.0;100860.0;101148.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:30:00+00:00;63.0;0.0;0.0;100858.0;101146.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:35:00+00:00;63.0;0.0;0.0;100861.0;101149.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:40:00+00:00;63.0;0.0;0.0;100859.0;101147.0;NaN;20.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:45:00+00:00;64.0;0.0;0.0;100863.0;101151.0;NaN;20.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:50:00+00:00;64.0;0.0;0.0;100856.0;101144.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 21:55:00+00:00;64.0;0.0;0.0;100859.0;101147.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:00:00+00:00;64.0;0.0;0.0;100860.0;101148.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:05:00+00:00;65.0;0.0;0.0;100858.0;101146.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:10:00+00:00;64.0;0.0;0.0;100838.0;101126.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:15:00+00:00;64.0;0.0;0.0;100844.0;101132.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:20:00+00:00;64.0;0.0;0.0;100839.0;101127.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:25:00+00:00;64.0;0.0;0.0;100829.0;101117.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:30:00+00:00;64.0;0.0;0.0;100832.0;101120.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:35:00+00:00;64.0;0.0;0.0;100814.0;101102.0;NaN;20.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:40:00+00:00;64.0;0.0;0.0;100818.0;101106.0;NaN;20.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:45:00+00:00;64.0;0.0;0.0;100802.0;101090.0;NaN;20.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:50:00+00:00;65.0;0.0;0.0;100802.0;101090.0;NaN;20.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 22:55:00+00:00;65.0;0.0;0.0;100812.0;101100.0;NaN;20.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:00:00+00:00;65.0;0.0;0.0;100818.0;101107.0;NaN;20.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:05:00+00:00;65.0;0.0;0.0;100832.0;101121.0;NaN;20.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:10:00+00:00;65.0;0.0;0.0;100843.0;101132.0;NaN;20.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:15:00+00:00;66.0;0.0;0.0;100815.0;101104.0;NaN;20.2;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:20:00+00:00;66.0;0.0;0.0;100828.0;101117.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:25:00+00:00;67.0;0.0;0.0;100819.0;101108.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:30:00+00:00;67.0;0.0;0.0;100829.0;101118.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:35:00+00:00;67.0;0.0;0.0;100827.0;101116.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:40:00+00:00;68.0;0.0;0.0;100815.0;101104.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:45:00+00:00;68.0;0.0;0.0;100816.0;101105.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:50:00+00:00;68.0;0.0;0.0;100807.0;101096.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-12 23:55:00+00:00;69.0;0.0;0.0;100803.0;101092.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:00:00+00:00;69.0;0.0;0.0;100802.0;101091.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:05:00+00:00;69.0;0.0;0.0;100807.0;101096.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:10:00+00:00;69.0;0.0;0.0;100795.0;101084.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:15:00+00:00;69.0;0.0;0.0;100781.0;101070.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:20:00+00:00;69.0;0.0;0.0;100785.0;101074.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:25:00+00:00;69.0;0.0;0.0;100768.0;101057.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:30:00+00:00;69.0;0.0;0.0;100762.0;101051.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:35:00+00:00;69.0;0.0;0.0;100754.0;101043.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:40:00+00:00;69.0;0.0;0.0;100750.0;101039.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:45:00+00:00;69.0;0.0;0.0;100752.0;101041.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:50:00+00:00;69.0;0.0;0.0;100737.0;101026.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 00:55:00+00:00;68.0;0.0;0.0;100735.0;101024.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:00:00+00:00;68.0;0.0;0.0;100715.0;101004.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:05:00+00:00;68.0;0.0;0.0;100699.0;100988.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:10:00+00:00;68.0;0.0;0.0;100680.0;100969.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:15:00+00:00;68.0;0.0;0.0;100673.0;100962.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:20:00+00:00;68.0;0.0;0.0;100683.0;100972.0;NaN;19.9;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:25:00+00:00;68.0;0.0;0.0;100683.0;100971.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:30:00+00:00;68.0;0.0;0.0;100687.0;100975.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:35:00+00:00;67.0;0.0;0.0;100681.0;100969.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:40:00+00:00;67.0;0.0;0.0;100676.0;100964.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:45:00+00:00;67.0;0.0;0.0;100678.0;100966.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:50:00+00:00;67.0;0.0;0.0;100679.0;100967.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 01:55:00+00:00;68.0;0.0;0.0;100675.0;100963.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:00:00+00:00;68.0;0.0;0.0;100681.0;100969.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:05:00+00:00;68.0;0.0;0.0;100696.0;100984.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:10:00+00:00;68.0;0.0;0.0;100711.0;101000.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:15:00+00:00;68.0;0.0;0.0;100703.0;100991.0;NaN;20.1;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:20:00+00:00;68.0;0.0;0.0;100711.0;100999.0;NaN;20.1;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:25:00+00:00;68.0;0.0;0.0;100716.0;101005.0;NaN;20.0;25.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:30:00+00:00;69.0;0.0;0.0;100719.0;101008.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:35:00+00:00;69.0;0.0;0.0;100729.0;101018.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:40:00+00:00;69.0;0.0;0.0;100725.0;101014.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:45:00+00:00;69.0;0.0;0.0;100749.0;101038.0;NaN;19.9;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:50:00+00:00;69.0;0.0;0.0;100770.0;101059.0;NaN;19.9;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 02:55:00+00:00;69.0;0.0;0.0;100780.0;101069.0;NaN;19.9;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:00:00+00:00;70.0;0.0;0.0;100767.0;101056.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:05:00+00:00;70.0;0.0;0.0;100764.0;101053.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:10:00+00:00;70.0;0.0;0.0;100756.0;101045.0;NaN;19.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:15:00+00:00;70.0;0.0;0.0;100760.0;101049.0;NaN;19.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:20:00+00:00;70.0;0.0;0.0;100753.0;101042.0;NaN;19.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:25:00+00:00;70.0;0.0;0.0;100755.0;101044.0;NaN;19.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:30:00+00:00;71.0;0.0;0.0;100741.0;101030.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:35:00+00:00;71.0;0.0;0.0;100745.0;101034.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:40:00+00:00;71.0;0.0;0.0;100749.0;101039.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:45:00+00:00;71.0;0.0;0.0;100749.0;101039.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:50:00+00:00;72.0;0.0;0.0;100741.0;101031.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 03:55:00+00:00;72.0;0.0;0.0;100741.0;101031.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:00:00+00:00;72.0;0.0;0.0;100717.0;101006.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:05:00+00:00;72.0;0.0;0.0;100723.0;101013.0;NaN;19.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:10:00+00:00;72.0;0.0;0.0;100715.0;101005.0;NaN;19.3;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:15:00+00:00;71.0;0.0;0.0;100712.0;101001.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:20:00+00:00;71.0;0.0;0.0;100713.0;101002.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:25:00+00:00;71.0;0.0;0.0;100713.0;101002.0;NaN;19.4;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:30:00+00:00;71.0;0.0;0.0;100713.0;101002.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:35:00+00:00;71.0;0.0;0.0;100717.0;101006.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:40:00+00:00;72.0;0.0;0.0;100713.0;101002.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:45:00+00:00;72.0;0.0;0.0;100708.0;100997.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:50:00+00:00;72.0;0.0;0.0;100716.0;101005.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 04:55:00+00:00;72.0;0.0;0.0;100722.0;101011.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:00:00+00:00;72.0;0.0;0.0;100731.0;101020.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:05:00+00:00;72.0;0.0;0.0;100736.0;101025.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:10:00+00:00;72.0;0.0;0.0;100751.0;101041.0;NaN;19.5;25.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:15:00+00:00;71.0;0.0;0.0;100753.0;101042.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:20:00+00:00;72.0;0.0;0.0;100760.0;101049.0;NaN;19.5;25.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:25:00+00:00;72.0;0.0;0.0;100760.0;101049.0;NaN;19.5;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:30:00+00:00;73.0;0.0;0.0;100754.0;101043.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:35:00+00:00;73.0;0.0;0.0;100750.0;101039.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:40:00+00:00;73.0;0.0;0.0;100744.0;101033.0;NaN;19.5;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:45:00+00:00;73.0;0.0;0.0;100746.0;101035.0;NaN;19.5;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:50:00+00:00;74.0;0.0;0.0;100762.0;101051.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 05:55:00+00:00;73.0;0.0;0.0;100754.0;101043.0;NaN;19.5;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:00:00+00:00;73.0;0.0;0.0;100756.0;101046.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:05:00+00:00;73.0;0.0;0.0;100755.0;101045.0;NaN;19.5;25.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:10:00+00:00;73.0;0.0;0.0;100758.0;101048.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:15:00+00:00;73.0;0.0;0.0;100761.0;101051.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:20:00+00:00;73.0;0.0;0.0;100771.0;101061.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:25:00+00:00;73.0;0.0;0.0;100780.0;101070.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:30:00+00:00;73.0;0.0;0.0;100777.0;101067.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:35:00+00:00;73.0;0.0;0.0;100766.0;101055.0;NaN;19.5;25.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:40:00+00:00;73.0;0.0;0.0;100759.0;101048.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:45:00+00:00;73.0;0.0;0.0;100748.0;101037.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:50:00+00:00;73.0;0.0;0.0;100752.0;101041.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 06:55:00+00:00;73.0;0.0;0.0;100743.0;101032.0;NaN;19.5;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:00:00+00:00;72.0;0.0;0.0;100744.0;101033.0;NaN;19.6;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:05:00+00:00;72.0;0.0;0.0;100736.0;101025.0;NaN;19.7;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:10:00+00:00;72.0;0.0;0.0;100745.0;101034.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:15:00+00:00;72.0;0.0;0.0;100744.0;101033.0;NaN;19.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:20:00+00:00;71.0;0.0;0.0;100749.0;101038.0;NaN;20.0;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:25:00+00:00;70.0;0.0;0.0;100759.0;101048.0;NaN;20.0;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:30:00+00:00;70.0;0.0;0.0;100756.0;101045.0;NaN;20.1;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:35:00+00:00;71.0;0.0;0.0;100758.0;101046.0;NaN;20.2;85.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:40:00+00:00;71.0;0.0;0.0;100761.0;101049.0;NaN;20.3;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:45:00+00:00;71.0;0.0;0.0;100754.0;101042.0;NaN;20.4;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:50:00+00:00;71.0;0.0;0.0;100758.0;101046.0;NaN;20.5;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 07:55:00+00:00;71.0;0.0;0.0;100775.0;101063.0;NaN;20.6;85.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:00:00+00:00;71.0;0.0;0.0;100787.0;101075.0;NaN;20.7;85.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:05:00+00:00;71.0;0.0;0.0;100783.0;101071.0;NaN;20.8;85.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:10:00+00:00;70.0;0.0;0.0;100778.0;101066.0;NaN;20.8;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:15:00+00:00;70.0;0.0;0.0;100788.0;101076.0;NaN;20.8;315.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:20:00+00:00;70.0;0.0;0.0;100788.0;101076.0;NaN;20.8;325.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:25:00+00:00;71.0;0.0;0.0;100775.0;101063.0;NaN;20.8;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:30:00+00:00;70.0;0.0;0.0;100780.0;101068.0;NaN;20.9;325.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:35:00+00:00;70.0;0.0;0.0;100791.0;101079.0;NaN;20.9;325.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:40:00+00:00;69.0;0.0;0.0;100777.0;101064.0;NaN;20.9;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:45:00+00:00;70.0;0.0;0.0;100782.0;101069.0;NaN;21.0;335.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:50:00+00:00;70.0;0.0;0.0;100787.0;101074.0;NaN;21.1;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 08:55:00+00:00;70.0;0.0;0.0;100771.0;101058.0;NaN;21.2;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:00:00+00:00;69.0;0.0;0.0;100784.0;101071.0;NaN;21.2;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:05:00+00:00;69.0;0.0;0.0;100766.0;101053.0;NaN;21.4;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:10:00+00:00;68.0;0.0;0.0;100765.0;101052.0;NaN;21.4;335.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:15:00+00:00;67.0;0.0;0.0;100761.0;101048.0;NaN;21.5;335.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:20:00+00:00;67.0;0.0;0.0;100740.0;101026.0;NaN;21.6;325.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:25:00+00:00;67.0;0.0;0.0;100738.0;101024.0;NaN;21.7;325.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:30:00+00:00;67.0;0.0;0.0;100733.0;101019.0;NaN;21.8;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:35:00+00:00;66.0;0.0;0.0;100730.0;101016.0;NaN;21.9;205.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:40:00+00:00;66.0;0.0;0.0;100724.0;101010.0;NaN;22.0;265.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:45:00+00:00;66.0;0.0;0.0;100714.0;100999.0;NaN;22.2;265.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:50:00+00:00;65.0;0.0;0.0;100729.0;101014.0;NaN;22.3;265.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 09:55:00+00:00;65.0;0.0;0.0;100721.0;101006.0;NaN;22.5;255.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:00:00+00:00;64.0;0.0;0.0;100713.0;100998.0;NaN;22.6;255.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:05:00+00:00;64.0;0.0;0.0;100701.0;100986.0;NaN;22.7;255.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:10:00+00:00;63.0;0.0;0.0;100690.0;100974.0;NaN;22.8;195.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:15:00+00:00;63.0;0.0;0.0;100686.0;100970.0;NaN;22.9;195.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:20:00+00:00;63.0;0.0;0.0;100693.0;100977.0;NaN;22.9;155.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:25:00+00:00;63.0;0.0;0.0;100698.0;100982.0;NaN;23.0;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:30:00+00:00;63.0;0.0;0.0;100713.0;100997.0;NaN;23.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:35:00+00:00;62.0;0.0;0.0;100697.0;100981.0;NaN;23.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:40:00+00:00;63.0;0.0;0.0;100707.0;100991.0;NaN;23.3;155.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:45:00+00:00;62.0;0.0;0.0;100691.0;100975.0;NaN;23.4;175.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:50:00+00:00;63.0;0.0;0.0;100699.0;100983.0;NaN;23.5;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 10:55:00+00:00;62.0;0.0;0.0;100708.0;100992.0;NaN;23.6;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:00:00+00:00;62.0;0.0;0.0;100699.0;100982.0;NaN;23.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:05:00+00:00;63.0;0.0;0.0;100712.0;100995.0;NaN;23.6;145.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:10:00+00:00;63.0;0.0;0.0;100708.0;100991.0;NaN;23.7;205.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:15:00+00:00;63.0;0.0;0.0;100699.0;100982.0;NaN;23.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:20:00+00:00;63.0;0.0;0.0;100709.0;100992.0;NaN;23.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:25:00+00:00;62.0;0.0;0.0;100707.0;100990.0;NaN;23.8;235.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:30:00+00:00;62.0;0.0;0.0;100703.0;100986.0;NaN;23.8;235.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:35:00+00:00;62.0;0.0;0.0;100698.0;100981.0;NaN;23.8;235.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:40:00+00:00;63.0;0.0;0.0;100699.0;100982.0;NaN;23.8;45.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:45:00+00:00;63.0;0.0;0.0;100709.0;100992.0;NaN;23.8;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:50:00+00:00;63.0;0.0;0.0;100717.0;101000.0;NaN;23.8;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 11:55:00+00:00;63.0;0.0;0.0;100713.0;100996.0;NaN;23.8;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:00:00+00:00;63.0;0.0;0.0;100720.0;101003.0;NaN;23.9;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:05:00+00:00;63.0;0.0;0.0;100694.0;100977.0;NaN;23.9;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:10:00+00:00;63.0;0.0;0.0;100694.0;100977.0;NaN;23.9;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:15:00+00:00;63.0;0.0;0.0;100694.0;100977.0;NaN;24.0;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:20:00+00:00;63.0;0.0;0.0;100687.0;100970.0;NaN;24.0;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:25:00+00:00;63.0;0.0;0.0;100684.0;100967.0;NaN;24.0;25.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:30:00+00:00;63.0;0.0;0.0;100679.0;100962.0;NaN;24.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:35:00+00:00;63.0;0.0;0.0;100680.0;100963.0;NaN;24.0;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:40:00+00:00;63.0;0.0;0.0;100667.0;100950.0;NaN;24.0;235.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:45:00+00:00;63.0;0.0;0.0;100664.0;100947.0;NaN;24.0;245.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:50:00+00:00;63.0;0.0;0.0;100669.0;100952.0;NaN;23.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 12:55:00+00:00;62.0;0.0;0.0;100672.0;100955.0;NaN;23.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:00:00+00:00;63.0;0.0;0.0;100668.0;100951.0;NaN;23.9;245.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:05:00+00:00;63.0;0.0;0.0;100681.0;100964.0;NaN;23.8;205.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:10:00+00:00;63.0;0.0;0.0;100676.0;100959.0;NaN;23.6;175.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:15:00+00:00;63.0;0.0;0.0;100666.0;100949.0;NaN;23.5;185.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:20:00+00:00;63.0;0.0;0.0;100666.0;100949.0;NaN;23.5;175.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:25:00+00:00;64.0;0.0;0.0;100664.0;100948.0;NaN;23.4;235.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:30:00+00:00;64.0;0.0;0.0;100674.0;100958.0;NaN;23.4;215.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:35:00+00:00;65.0;0.0;0.0;100687.0;100971.0;NaN;23.4;225.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:40:00+00:00;64.0;0.0;0.0;100690.0;100974.0;NaN;23.3;225.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:45:00+00:00;64.0;0.0;0.0;100707.0;100991.0;NaN;23.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:50:00+00:00;67.0;0.0;0.0;100701.0;100985.0;NaN;23.3;225.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 13:55:00+00:00;68.0;0.0;0.0;100711.0;100995.0;NaN;23.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:00:00+00:00;69.0;0.0;0.0;100719.0;101003.0;NaN;23.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:05:00+00:00;70.0;0.0;0.0;100729.0;101013.0;NaN;23.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:10:00+00:00;70.0;0.0;0.0;100727.0;101011.0;NaN;22.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:15:00+00:00;70.0;0.0;0.0;100731.0;101016.0;NaN;22.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:20:00+00:00;71.0;0.0;0.0;100724.0;101009.0;NaN;22.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:25:00+00:00;70.0;0.0;0.0;100718.0;101003.0;NaN;22.7;225.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:30:00+00:00;71.0;0.0;0.0;100704.0;100989.0;NaN;22.7;225.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:35:00+00:00;72.0;0.0;0.0;100693.0;100978.0;NaN;22.7;225.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:40:00+00:00;72.0;0.0;0.0;100676.0;100961.0;NaN;22.6;225.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:45:00+00:00;71.0;0.0;0.0;100652.0;100937.0;NaN;22.6;225.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:50:00+00:00;71.0;0.0;0.0;100647.0;100932.0;NaN;22.6;225.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 14:55:00+00:00;70.0;0.0;0.0;100659.0;100944.0;NaN;22.6;175.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:00:00+00:00;68.0;0.0;0.0;100654.0;100939.0;NaN;22.6;225.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:05:00+00:00;68.0;0.0;0.0;100658.0;100943.0;NaN;22.6;195.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:10:00+00:00;69.0;0.0;0.0;100659.0;100944.0;NaN;22.6;175.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:15:00+00:00;69.0;0.0;0.0;100666.0;100951.0;NaN;22.6;165.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:20:00+00:00;69.0;0.0;0.0;100664.0;100949.0;NaN;22.6;165.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:25:00+00:00;69.0;0.0;0.0;100656.0;100941.0;NaN;22.6;245.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:30:00+00:00;70.0;0.0;0.0;100656.0;100941.0;NaN;22.5;205.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:35:00+00:00;70.0;0.0;0.0;100666.0;100951.0;NaN;22.4;235.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:40:00+00:00;70.0;0.0;0.0;100673.0;100958.0;NaN;22.3;205.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:45:00+00:00;71.0;0.0;0.0;100667.0;100952.0;NaN;22.3;235.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:50:00+00:00;71.0;0.0;0.0;100672.0;100957.0;NaN;22.3;235.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 15:55:00+00:00;71.0;0.0;0.0;100653.0;100938.0;NaN;22.2;235.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 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18:20:00+00:00;88.0;0.2;1.8;100576.0;100865.0;NaN;19.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:25:00+00:00;88.0;0.0;1.8;100580.0;100869.0;NaN;19.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:30:00+00:00;88.0;0.0;1.8;100583.0;100872.0;NaN;19.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:35:00+00:00;88.0;0.0;1.8;100584.0;100873.0;NaN;19.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:40:00+00:00;88.0;0.2;2.0;100584.0;100873.0;NaN;19.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:45:00+00:00;89.0;0.0;2.0;100585.0;100874.0;NaN;19.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:50:00+00:00;89.0;0.0;2.0;100608.0;100897.0;NaN;19.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 18:55:00+00:00;89.0;0.0;2.0;100622.0;100911.0;NaN;19.5;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:00:00+00:00;88.0;0.0;2.0;100620.0;100909.0;NaN;19.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:05:00+00:00;89.0;0.0;2.0;100614.0;100903.0;NaN;19.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:10:00+00:00;89.0;0.0;2.0;100617.0;100906.0;NaN;19.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:15:00+00:00;89.0;0.2;2.2;100606.0;100895.0;NaN;19.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:20:00+00:00;89.0;0.0;2.2;100600.0;100889.0;NaN;19.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:25:00+00:00;89.0;0.0;2.2;100609.0;100898.0;NaN;19.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:30:00+00:00;89.0;0.0;2.2;100607.0;100896.0;NaN;19.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:35:00+00:00;89.0;0.0;2.2;100602.0;100891.0;NaN;19.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:40:00+00:00;89.0;0.0;2.2;100609.0;100898.0;NaN;19.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:45:00+00:00;89.0;0.0;2.2;100613.0;100902.0;NaN;19.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:50:00+00:00;89.0;0.0;2.2;100603.0;100892.0;NaN;19.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 19:55:00+00:00;89.0;0.2;2.4;100599.0;100888.0;NaN;19.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:00:00+00:00;89.0;0.0;2.4;100600.0;100890.0;NaN;19.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:05:00+00:00;89.0;0.0;2.4;100605.0;100895.0;NaN;18.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:10:00+00:00;89.0;0.0;2.4;100607.0;100897.0;NaN;18.8;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:15:00+00:00;89.0;0.0;2.4;100603.0;100893.0;NaN;18.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:20:00+00:00;89.0;0.0;2.4;100597.0;100887.0;NaN;18.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:25:00+00:00;89.0;0.0;2.4;100583.0;100873.0;NaN;18.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:30:00+00:00;89.0;0.0;2.4;100583.0;100873.0;NaN;18.7;75.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 20:35:00+00:00;88.0;0.2;2.6;100583.0;100873.0;NaN;18.7;205.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 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21:20:00+00:00;88.0;0.0;2.6;100581.0;100870.0;NaN;19.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:25:00+00:00;88.0;0.0;2.6;100583.0;100872.0;NaN;19.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:30:00+00:00;88.0;0.0;2.6;100576.0;100865.0;NaN;19.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:35:00+00:00;88.0;0.0;2.6;100572.0;100861.0;NaN;19.1;175.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:40:00+00:00;88.0;0.0;2.6;100561.0;100850.0;NaN;19.1;165.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:45:00+00:00;88.0;0.0;2.6;100559.0;100848.0;NaN;19.1;165.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:50:00+00:00;88.0;0.0;2.6;100564.0;100853.0;NaN;19.0;75.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 21:55:00+00:00;88.0;0.0;2.6;100560.0;100849.0;NaN;19.0;215.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:00:00+00:00;88.0;0.2;2.8;100560.0;100850.0;NaN;18.9;215.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:05:00+00:00;88.0;0.0;2.8;100558.0;100848.0;NaN;18.8;255.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:10:00+00:00;88.0;0.0;2.8;100549.0;100839.0;NaN;18.8;255.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:15:00+00:00;88.0;0.0;2.8;100541.0;100831.0;NaN;18.7;155.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:20:00+00:00;88.0;0.0;2.8;100541.0;100831.0;NaN;18.6;205.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:25:00+00:00;87.0;0.0;2.8;100538.0;100828.0;NaN;18.5;195.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:30:00+00:00;87.0;0.0;2.8;100546.0;100836.0;NaN;18.4;205.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:35:00+00:00;86.0;0.0;2.8;100538.0;100828.0;NaN;18.2;175.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:40:00+00:00;86.0;0.0;2.8;100534.0;100825.0;NaN;18.1;215.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:45:00+00:00;85.0;0.0;2.8;100522.0;100813.0;NaN;18.1;225.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:50:00+00:00;85.0;0.0;2.8;100529.0;100820.0;NaN;18.0;185.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 22:55:00+00:00;85.0;0.0;2.8;100543.0;100834.0;NaN;17.9;185.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 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23:20:00+00:00;86.0;0.0;2.8;100506.0;100797.0;NaN;17.8;185.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:25:00+00:00;86.0;0.0;2.8;100505.0;100796.0;NaN;17.7;165.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:30:00+00:00;86.0;0.0;2.8;100493.0;100784.0;NaN;17.7;265.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:35:00+00:00;86.0;0.0;2.8;100504.0;100795.0;NaN;17.6;145.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:40:00+00:00;86.0;0.0;2.8;100509.0;100800.0;NaN;17.6;205.0;11.3;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:45:00+00:00;86.0;0.0;2.8;100508.0;100799.0;NaN;17.5;235.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:50:00+00:00;86.0;0.0;2.8;100503.0;100794.0;NaN;17.5;175.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-13 23:55:00+00:00;86.0;0.0;2.8;100507.0;100798.0;NaN;17.4;265.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:00:00+00:00;86.0;0.0;0.0;100503.0;100795.0;NaN;17.4;215.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:05:00+00:00;86.0;0.0;0.0;100499.0;100791.0;NaN;17.3;205.0;14.5;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:10:00+00:00;86.0;0.0;0.0;100491.0;100783.0;NaN;17.2;175.0;12.9;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:15:00+00:00;86.0;0.2;0.2;100479.0;100771.0;NaN;17.2;165.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:20:00+00:00;87.0;0.0;0.2;100473.0;100765.0;NaN;17.2;215.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:25:00+00:00;87.0;0.0;0.2;100460.0;100752.0;NaN;17.2;215.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:30:00+00:00;87.0;0.0;0.2;100458.0;100750.0;NaN;17.1;175.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:35:00+00:00;87.0;0.0;0.2;100452.0;100744.0;NaN;17.1;85.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:40:00+00:00;87.0;0.0;0.2;100449.0;100741.0;NaN;17.1;205.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:45:00+00:00;87.0;0.0;0.2;100443.0;100735.0;NaN;17.0;235.0;8.1;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:50:00+00:00;87.0;0.0;0.2;100432.0;100724.0;NaN;17.0;235.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 00:55:00+00:00;87.0;0.0;0.2;100435.0;100727.0;NaN;16.9;185.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:00:00+00:00;87.0;0.0;0.2;100433.0;100725.0;NaN;16.9;175.0;9.7;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:05:00+00:00;86.0;0.0;0.2;100439.0;100731.0;NaN;16.9;205.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:10:00+00:00;87.0;0.0;0.2;100434.0;100726.0;NaN;16.8;205.0;8.1;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:15:00+00:00;86.0;0.0;0.2;100433.0;100725.0;NaN;16.8;195.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:20:00+00:00;86.0;0.0;0.2;100436.0;100728.0;NaN;16.7;195.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:25:00+00:00;86.0;0.0;0.2;100434.0;100726.0;NaN;16.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:30:00+00:00;86.0;0.0;0.2;100434.0;100726.0;NaN;16.7;195.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:35:00+00:00;86.0;0.0;0.2;100431.0;100723.0;NaN;16.7;135.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:40:00+00:00;86.0;0.0;0.2;100432.0;100724.0;NaN;16.7;135.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:45:00+00:00;86.0;0.0;0.2;100418.0;100710.0;NaN;16.7;115.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:50:00+00:00;86.0;0.0;0.2;100412.0;100704.0;NaN;16.7;195.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 01:55:00+00:00;86.0;0.0;0.2;100414.0;100706.0;NaN;16.7;155.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:00:00+00:00;85.0;0.0;0.2;100408.0;100700.0;NaN;16.6;175.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:05:00+00:00;86.0;0.0;0.2;100404.0;100696.0;NaN;16.5;155.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:10:00+00:00;86.0;0.0;0.2;100409.0;100701.0;NaN;16.5;195.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:15:00+00:00;86.0;0.0;0.2;100404.0;100696.0;NaN;16.4;145.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:20:00+00:00;87.0;0.0;0.2;100405.0;100698.0;NaN;16.3;225.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:25:00+00:00;87.0;0.0;0.2;100409.0;100702.0;NaN;16.3;195.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:30:00+00:00;87.0;0.0;0.2;100408.0;100701.0;NaN;16.2;195.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:35:00+00:00;87.0;0.0;0.2;100394.0;100687.0;NaN;16.2;135.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:40:00+00:00;88.0;0.0;0.2;100383.0;100676.0;NaN;16.1;115.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:45:00+00:00;88.0;0.0;0.2;100379.0;100672.0;NaN;16.1;115.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:50:00+00:00;88.0;0.2;0.4;100379.0;100672.0;NaN;16.0;175.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 02:55:00+00:00;88.0;0.0;0.4;100369.0;100662.0;NaN;15.9;265.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:00:00+00:00;88.0;0.0;0.4;100366.0;100659.0;NaN;15.9;135.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:05:00+00:00;88.0;0.0;0.4;100358.0;100651.0;NaN;15.8;115.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:10:00+00:00;88.0;0.0;0.4;100364.0;100657.0;NaN;15.8;145.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:15:00+00:00;88.0;0.0;0.4;100357.0;100650.0;NaN;15.8;125.0;6.4;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:20:00+00:00;88.0;0.0;0.4;100354.0;100647.0;NaN;15.8;245.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:25:00+00:00;88.0;0.0;0.4;100362.0;100655.0;NaN;15.8;195.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:30:00+00:00;89.0;0.0;0.4;100363.0;100656.0;NaN;15.8;275.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:35:00+00:00;89.0;0.0;0.4;100352.0;100645.0;NaN;15.8;185.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:40:00+00:00;89.0;0.0;0.4;100357.0;100650.0;NaN;15.8;185.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:45:00+00:00;89.0;0.0;0.4;100367.0;100660.0;NaN;15.8;175.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:50:00+00:00;89.0;0.0;0.4;100366.0;100659.0;NaN;15.8;175.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 03:55:00+00:00;89.0;0.0;0.4;100363.0;100656.0;NaN;15.8;175.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:00:00+00:00;90.0;0.0;0.4;100347.0;100640.0;NaN;15.8;175.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:05:00+00:00;89.0;0.0;0.4;100336.0;100629.0;NaN;15.8;185.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:10:00+00:00;90.0;0.0;0.4;100343.0;100636.0;NaN;15.8;195.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:15:00+00:00;90.0;0.2;0.6;100341.0;100634.0;NaN;15.8;195.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 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04:40:00+00:00;90.0;0.0;0.6;100323.0;100616.0;NaN;15.7;185.0;4.8;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:45:00+00:00;90.0;0.0;0.6;100319.0;100612.0;NaN;15.7;205.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:50:00+00:00;90.0;0.0;0.6;100317.0;100610.0;NaN;15.7;205.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 04:55:00+00:00;90.0;0.0;0.6;100306.0;100599.0;NaN;15.7;205.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 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05:40:00+00:00;91.0;0.0;0.8;100229.0;100522.0;NaN;15.4;115.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 05:45:00+00:00;91.0;0.0;0.8;100247.0;100540.0;NaN;15.4;65.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 05:50:00+00:00;91.0;0.0;0.8;100253.0;100546.0;NaN;15.4;115.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 05:55:00+00:00;91.0;0.0;0.8;100264.0;100557.0;NaN;15.4;145.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:00:00+00:00;91.0;0.0;0.8;100285.0;100579.0;NaN;15.3;255.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:05:00+00:00;91.0;0.2;1.0;100274.0;100568.0;NaN;15.3;255.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:10:00+00:00;91.0;0.0;1.0;100268.0;100561.0;NaN;15.3;195.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:15:00+00:00;91.0;0.0;1.0;100268.0;100561.0;NaN;15.3;265.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:20:00+00:00;91.0;0.0;1.0;100267.0;100561.0;NaN;15.3;165.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:25:00+00:00;91.0;0.0;1.0;100265.0;100558.0;NaN;15.3;155.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:30:00+00:00;90.0;0.0;1.0;100268.0;100562.0;NaN;15.3;185.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:35:00+00:00;90.0;0.0;1.0;100268.0;100562.0;NaN;15.3;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:40:00+00:00;90.0;0.0;1.0;100277.0;100571.0;NaN;15.3;165.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:45:00+00:00;90.0;0.0;1.0;100282.0;100576.0;NaN;15.3;165.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:50:00+00:00;90.0;0.0;1.0;100270.0;100564.0;NaN;15.3;165.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 06:55:00+00:00;90.0;0.0;1.0;100283.0;100577.0;NaN;15.3;185.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:00:00+00:00;90.0;0.0;1.0;100288.0;100582.0;NaN;15.3;185.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:05:00+00:00;90.0;0.0;1.0;100275.0;100568.0;NaN;15.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:10:00+00:00;90.0;0.0;1.0;100272.0;100565.0;NaN;15.4;175.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:15:00+00:00;90.0;0.2;1.2;100286.0;100579.0;NaN;15.4;175.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:20:00+00:00;90.0;0.0;1.2;100295.0;100588.0;NaN;15.4;75.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:25:00+00:00;91.0;0.0;1.2;100308.0;100602.0;NaN;15.4;75.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:30:00+00:00;91.0;0.0;1.2;100301.0;100594.0;NaN;15.4;75.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:35:00+00:00;91.0;0.0;1.2;100296.0;100589.0;NaN;15.5;75.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:40:00+00:00;91.0;0.0;1.2;100279.0;100572.0;NaN;15.4;205.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:45:00+00:00;91.0;0.0;1.2;100273.0;100566.0;NaN;15.5;205.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:50:00+00:00;91.0;0.0;1.2;100260.0;100553.0;NaN;15.5;205.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 07:55:00+00:00;91.0;0.0;1.2;100258.0;100551.0;NaN;15.6;205.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 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08:20:00+00:00;91.0;0.0;1.4;100224.0;100517.0;NaN;15.5;125.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 08:25:00+00:00;91.0;0.0;1.4;100218.0;100511.0;NaN;15.5;155.0;9.7;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 08:30:00+00:00;91.0;0.0;1.4;100220.0;100513.0;NaN;15.5;145.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 08:35:00+00:00;91.0;0.0;1.4;100231.0;100524.0;NaN;15.5;135.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 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10:00:00+00:00;91.0;0.0;1.6;100270.0;100563.0;NaN;15.7;235.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:05:00+00:00;91.0;0.0;1.6;100270.0;100563.0;NaN;15.7;235.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:10:00+00:00;91.0;0.0;1.6;100271.0;100564.0;NaN;15.7;235.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:15:00+00:00;91.0;0.2;1.8;100272.0;100565.0;NaN;15.7;235.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:20:00+00:00;91.0;0.0;1.8;100277.0;100570.0;NaN;15.7;265.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:25:00+00:00;91.0;0.0;1.8;100270.0;100563.0;NaN;15.7;205.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:30:00+00:00;91.0;0.0;1.8;100257.0;100550.0;NaN;15.6;195.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:35:00+00:00;91.0;0.0;1.8;100258.0;100551.0;NaN;15.7;245.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:40:00+00:00;91.0;0.0;1.8;100262.0;100555.0;NaN;15.7;185.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:45:00+00:00;91.0;0.0;1.8;100259.0;100552.0;NaN;15.7;225.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:50:00+00:00;91.0;0.0;1.8;100263.0;100556.0;NaN;15.7;235.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 10:55:00+00:00;91.0;0.0;1.8;100260.0;100553.0;NaN;15.7;195.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:00:00+00:00;91.0;0.0;1.8;100255.0;100548.0;NaN;15.6;205.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:05:00+00:00;91.0;0.0;1.8;100244.0;100537.0;NaN;15.6;215.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:10:00+00:00;91.0;0.0;1.8;100243.0;100536.0;NaN;15.6;175.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:15:00+00:00;91.0;0.0;1.8;100241.0;100534.0;NaN;15.7;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:20:00+00:00;91.0;0.0;1.8;100245.0;100538.0;NaN;15.7;205.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:25:00+00:00;91.0;0.0;1.8;100258.0;100551.0;NaN;15.6;205.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:30:00+00:00;91.0;0.0;1.8;100269.0;100562.0;NaN;15.6;195.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:35:00+00:00;91.0;0.0;1.8;100269.0;100562.0;NaN;15.6;265.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:40:00+00:00;91.0;0.0;1.8;100281.0;100574.0;NaN;15.6;275.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:45:00+00:00;91.0;0.0;1.8;100267.0;100560.0;NaN;15.6;255.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:50:00+00:00;91.0;0.2;2.0;100273.0;100566.0;NaN;15.6;125.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 11:55:00+00:00;91.0;0.0;2.0;100263.0;100556.0;NaN;15.6;185.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:00:00+00:00;91.0;0.0;2.0;100261.0;100554.0;NaN;15.6;185.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:05:00+00:00;91.0;0.0;2.0;100272.0;100565.0;NaN;15.7;165.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:10:00+00:00;91.0;0.0;2.0;100271.0;100564.0;NaN;15.7;175.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:15:00+00:00;91.0;0.0;2.0;100259.0;100552.0;NaN;15.7;75.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:20:00+00:00;91.0;0.0;2.0;100259.0;100552.0;NaN;15.7;75.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:25:00+00:00;91.0;0.0;2.0;100244.0;100537.0;NaN;15.6;165.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:30:00+00:00;91.0;0.0;2.0;100252.0;100545.0;NaN;15.6;185.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:35:00+00:00;91.0;0.0;2.0;100256.0;100549.0;NaN;15.6;185.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:40:00+00:00;91.0;0.0;2.0;100256.0;100549.0;NaN;15.6;185.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:45:00+00:00;91.0;0.0;2.0;100256.0;100549.0;NaN;15.7;175.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:50:00+00:00;91.0;0.0;2.0;100246.0;100539.0;NaN;15.7;185.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 12:55:00+00:00;91.0;0.0;2.0;100240.0;100533.0;NaN;15.7;185.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:00:00+00:00;91.0;0.2;2.2;100247.0;100540.0;NaN;15.7;205.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:05:00+00:00;91.0;0.0;2.2;100234.0;100527.0;NaN;15.7;195.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:10:00+00:00;91.0;0.0;2.2;100217.0;100510.0;NaN;15.7;205.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:15:00+00:00;91.0;0.0;2.2;100211.0;100504.0;NaN;15.7;205.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:20:00+00:00;91.0;0.0;2.2;100205.0;100498.0;NaN;15.7;265.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:25:00+00:00;91.0;0.0;2.2;100218.0;100511.0;NaN;15.7;245.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:30:00+00:00;91.0;0.0;2.2;100231.0;100524.0;NaN;15.7;245.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:35:00+00:00;91.0;0.0;2.2;100217.0;100510.0;NaN;15.7;235.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:40:00+00:00;91.0;0.0;2.2;100223.0;100516.0;NaN;15.6;255.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:45:00+00:00;91.0;0.0;2.2;100217.0;100510.0;NaN;15.5;265.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:50:00+00:00;91.0;0.0;2.2;100203.0;100496.0;NaN;15.6;255.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 13:55:00+00:00;91.0;0.0;2.2;100210.0;100503.0;NaN;15.6;215.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:00:00+00:00;91.0;0.0;2.2;100199.0;100492.0;NaN;15.6;255.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:05:00+00:00;91.0;0.0;2.2;100188.0;100481.0;NaN;15.6;175.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:10:00+00:00;91.0;0.0;2.2;100186.0;100479.0;NaN;15.6;175.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:15:00+00:00;91.0;0.0;2.2;100181.0;100474.0;NaN;15.6;165.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:20:00+00:00;91.0;0.0;2.2;100185.0;100478.0;NaN;15.6;165.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:25:00+00:00;91.0;0.0;2.2;100181.0;100474.0;NaN;15.6;245.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:30:00+00:00;91.0;0.0;2.2;100177.0;100470.0;NaN;15.5;255.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:35:00+00:00;91.0;0.2;2.4;100177.0;100470.0;NaN;15.5;255.0;1.6;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:40:00+00:00;91.0;0.0;2.4;100178.0;100471.0;NaN;15.6;255.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:45:00+00:00;91.0;0.0;2.4;100183.0;100476.0;NaN;15.6;225.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:50:00+00:00;91.0;0.0;2.4;100179.0;100472.0;NaN;15.5;225.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 14:55:00+00:00;91.0;0.0;2.4;100183.0;100476.0;NaN;15.3;225.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 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15:20:00+00:00;91.0;0.0;2.4;100206.0;100499.0;NaN;15.2;215.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:25:00+00:00;91.0;0.0;2.4;100202.0;100496.0;NaN;15.1;275.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:30:00+00:00;90.0;0.0;2.4;100203.0;100497.0;NaN;15.0;155.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:35:00+00:00;91.0;0.0;2.4;100216.0;100510.0;NaN;15.0;195.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:40:00+00:00;90.0;0.0;2.4;100214.0;100508.0;NaN;15.0;225.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:45:00+00:00;91.0;0.0;2.4;100216.0;100510.0;NaN;15.0;185.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:50:00+00:00;91.0;0.2;2.6;100223.0;100517.0;NaN;15.1;185.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 15:55:00+00:00;91.0;0.0;2.6;100238.0;100532.0;NaN;15.1;35.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:00:00+00:00;91.0;0.0;2.6;100226.0;100520.0;NaN;15.1;205.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:05:00+00:00;90.0;0.0;2.6;100234.0;100528.0;NaN;15.0;65.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:10:00+00:00;90.0;0.0;2.6;100239.0;100533.0;NaN;15.0;255.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:15:00+00:00;90.0;0.0;2.6;100238.0;100532.0;NaN;14.9;255.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:20:00+00:00;90.0;0.0;2.6;100252.0;100546.0;NaN;14.9;205.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:25:00+00:00;90.0;0.0;2.6;100262.0;100556.0;NaN;14.9;175.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:30:00+00:00;90.0;0.0;2.6;100260.0;100554.0;NaN;14.9;175.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:35:00+00:00;90.0;0.0;2.6;100255.0;100549.0;NaN;14.9;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:40:00+00:00;90.0;0.0;2.6;100267.0;100561.0;NaN;14.9;255.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:45:00+00:00;90.0;0.0;2.6;100253.0;100547.0;NaN;14.9;195.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:50:00+00:00;90.0;0.0;2.6;100257.0;100551.0;NaN;14.9;185.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 16:55:00+00:00;90.0;0.0;2.6;100262.0;100556.0;NaN;14.9;205.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:00:00+00:00;90.0;0.0;2.6;100265.0;100559.0;NaN;14.8;175.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:05:00+00:00;91.0;0.0;2.6;100262.0;100556.0;NaN;14.8;185.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:10:00+00:00;91.0;0.0;2.6;100268.0;100562.0;NaN;14.8;185.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:15:00+00:00;90.0;0.0;2.6;100268.0;100562.0;NaN;14.7;225.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:20:00+00:00;90.0;0.0;2.6;100266.0;100560.0;NaN;14.7;215.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:25:00+00:00;90.0;0.0;2.6;100269.0;100564.0;NaN;14.6;215.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:30:00+00:00;90.0;0.0;2.6;100268.0;100563.0;NaN;14.6;205.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:35:00+00:00;90.0;0.0;2.6;100263.0;100558.0;NaN;14.6;245.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:40:00+00:00;90.0;0.0;2.6;100264.0;100559.0;NaN;14.6;265.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:45:00+00:00;90.0;0.0;2.6;100267.0;100562.0;NaN;14.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:50:00+00:00;90.0;0.0;2.6;100293.0;100588.0;NaN;14.6;195.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 17:55:00+00:00;90.0;0.0;2.6;100294.0;100589.0;NaN;14.6;175.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:00:00+00:00;90.0;0.0;2.6;100299.0;100594.0;NaN;14.6;215.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:05:00+00:00;90.0;0.0;2.6;100292.0;100587.0;NaN;14.6;185.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:10:00+00:00;90.0;0.2;2.8;100304.0;100599.0;NaN;14.6;175.0;9.7;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:15:00+00:00;90.0;0.0;2.8;100313.0;100608.0;NaN;14.6;185.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:20:00+00:00;90.0;0.0;2.8;100311.0;100606.0;NaN;14.5;235.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:25:00+00:00;90.0;0.0;2.8;100320.0;100615.0;NaN;14.5;215.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:30:00+00:00;91.0;0.0;2.8;100331.0;100626.0;NaN;14.5;215.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:35:00+00:00;90.0;0.0;2.8;100338.0;100633.0;NaN;14.5;205.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:40:00+00:00;90.0;0.0;2.8;100326.0;100621.0;NaN;14.4;205.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:45:00+00:00;91.0;0.0;2.8;100313.0;100608.0;NaN;14.4;175.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:50:00+00:00;91.0;0.0;2.8;100326.0;100621.0;NaN;14.5;175.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 18:55:00+00:00;91.0;0.0;2.8;100325.0;100620.0;NaN;14.5;215.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:00:00+00:00;90.0;0.0;2.8;100322.0;100617.0;NaN;14.4;205.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:05:00+00:00;90.0;0.0;2.8;100321.0;100616.0;NaN;14.4;225.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:10:00+00:00;90.0;0.0;2.8;100325.0;100620.0;NaN;14.4;225.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:15:00+00:00;91.0;0.0;2.8;100345.0;100640.0;NaN;14.5;135.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:20:00+00:00;90.0;0.0;2.8;100346.0;100641.0;NaN;14.5;195.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:25:00+00:00;90.0;0.0;2.8;100352.0;100647.0;NaN;14.5;205.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:30:00+00:00;90.0;0.0;2.8;100356.0;100651.0;NaN;14.5;195.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:35:00+00:00;90.0;0.0;2.8;100363.0;100658.0;NaN;14.5;185.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:40:00+00:00;90.0;0.0;2.8;100367.0;100662.0;NaN;14.5;175.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:45:00+00:00;90.0;0.0;2.8;100372.0;100667.0;NaN;14.5;215.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:50:00+00:00;90.0;0.0;2.8;100383.0;100678.0;NaN;14.5;215.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 19:55:00+00:00;89.0;0.2;3.0;100388.0;100683.0;NaN;14.4;195.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 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20:40:00+00:00;89.0;0.0;3.0;100421.0;100716.0;NaN;14.6;215.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 20:45:00+00:00;89.0;0.0;3.0;100427.0;100722.0;NaN;14.6;285.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 20:50:00+00:00;89.0;0.0;3.0;100435.0;100730.0;NaN;14.5;205.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 20:55:00+00:00;89.0;0.0;3.0;100430.0;100725.0;NaN;14.5;195.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:00:00+00:00;89.0;0.0;3.0;100439.0;100735.0;NaN;14.4;185.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:05:00+00:00;89.0;0.0;3.0;100440.0;100736.0;NaN;14.4;225.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:10:00+00:00;89.0;0.0;3.0;100441.0;100737.0;NaN;14.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:15:00+00:00;89.0;0.0;3.0;100450.0;100746.0;NaN;14.4;205.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:20:00+00:00;89.0;0.0;3.0;100456.0;100752.0;NaN;14.4;195.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:25:00+00:00;89.0;0.0;3.0;100458.0;100754.0;NaN;14.4;195.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:30:00+00:00;90.0;0.0;3.0;100461.0;100757.0;NaN;14.4;185.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:35:00+00:00;89.0;0.0;3.0;100457.0;100753.0;NaN;14.4;185.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:40:00+00:00;90.0;0.0;3.0;100458.0;100754.0;NaN;14.4;185.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:45:00+00:00;90.0;0.0;3.0;100465.0;100761.0;NaN;14.4;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:50:00+00:00;89.0;0.0;3.0;100459.0;100755.0;NaN;14.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 21:55:00+00:00;89.0;0.0;3.0;100472.0;100768.0;NaN;14.4;185.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:00:00+00:00;89.0;0.0;3.0;100483.0;100779.0;NaN;14.4;185.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:05:00+00:00;89.0;0.0;3.0;100480.0;100776.0;NaN;14.3;185.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:10:00+00:00;89.0;0.0;3.0;100476.0;100772.0;NaN;14.3;185.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:15:00+00:00;89.0;0.0;3.0;100483.0;100779.0;NaN;14.3;185.0;1.6;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:20:00+00:00;89.0;0.0;3.0;100487.0;100783.0;NaN;14.2;185.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:25:00+00:00;89.0;0.0;3.0;100488.0;100784.0;NaN;14.2;185.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:30:00+00:00;89.0;0.0;3.0;100489.0;100785.0;NaN;14.2;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:35:00+00:00;89.0;0.2;3.2;100490.0;100786.0;NaN;14.2;185.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:40:00+00:00;89.0;0.0;3.2;100496.0;100792.0;NaN;14.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:45:00+00:00;89.0;0.0;3.2;100503.0;100799.0;NaN;14.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:50:00+00:00;89.0;0.0;3.2;100496.0;100792.0;NaN;14.1;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 22:55:00+00:00;89.0;0.0;3.2;100500.0;100796.0;NaN;14.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:00:00+00:00;89.0;0.0;3.2;100514.0;100811.0;NaN;14.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:05:00+00:00;89.0;0.0;3.2;100510.0;100807.0;NaN;13.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:10:00+00:00;89.0;0.0;3.2;100511.0;100808.0;NaN;13.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:15:00+00:00;89.0;0.0;3.2;100514.0;100811.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:20:00+00:00;90.0;0.0;3.2;100517.0;100814.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:25:00+00:00;90.0;0.0;3.2;100529.0;100826.0;NaN;13.8;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:30:00+00:00;90.0;0.0;3.2;100524.0;100821.0;NaN;13.8;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:35:00+00:00;90.0;0.0;3.2;100527.0;100824.0;NaN;13.8;185.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:40:00+00:00;90.0;0.0;3.2;100524.0;100821.0;NaN;13.8;185.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:45:00+00:00;90.0;0.0;3.2;100527.0;100824.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:50:00+00:00;90.0;0.0;3.2;100530.0;100827.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-14 23:55:00+00:00;90.0;0.0;3.2;100534.0;100831.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:00:00+00:00;90.0;0.0;0.0;100531.0;100828.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:05:00+00:00;90.0;0.0;0.0;100526.0;100823.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:10:00+00:00;90.0;0.0;0.0;100533.0;100830.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:15:00+00:00;90.0;0.0;0.0;100528.0;100825.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:20:00+00:00;90.0;0.0;0.0;100525.0;100822.0;NaN;13.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:25:00+00:00;90.0;0.0;0.0;100529.0;100826.0;NaN;13.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:30:00+00:00;90.0;0.0;0.0;100530.0;100827.0;NaN;13.7;185.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:35:00+00:00;91.0;0.0;0.0;100526.0;100823.0;NaN;13.7;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:40:00+00:00;91.0;0.0;0.0;100516.0;100813.0;NaN;13.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:45:00+00:00;91.0;0.0;0.0;100525.0;100822.0;NaN;13.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:50:00+00:00;91.0;0.0;0.0;100523.0;100820.0;NaN;13.7;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 00:55:00+00:00;91.0;0.0;0.0;100522.0;100819.0;NaN;13.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:00:00+00:00;91.0;0.0;0.0;100526.0;100823.0;NaN;13.7;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:05:00+00:00;91.0;0.0;0.0;100520.0;100817.0;NaN;13.7;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:10:00+00:00;91.0;0.0;0.0;100525.0;100822.0;NaN;13.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:15:00+00:00;91.0;0.2;0.2;100534.0;100831.0;NaN;13.6;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:20:00+00:00;91.0;0.0;0.2;100530.0;100827.0;NaN;13.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:25:00+00:00;91.0;0.0;0.2;100539.0;100836.0;NaN;13.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:30:00+00:00;91.0;0.0;0.2;100537.0;100834.0;NaN;13.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:35:00+00:00;91.0;0.0;0.2;100537.0;100834.0;NaN;13.5;185.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:40:00+00:00;91.0;0.0;0.2;100537.0;100834.0;NaN;13.5;185.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:45:00+00:00;91.0;0.0;0.2;100551.0;100849.0;NaN;13.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:50:00+00:00;91.0;0.0;0.2;100548.0;100846.0;NaN;13.4;185.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 01:55:00+00:00;91.0;0.0;0.2;100543.0;100841.0;NaN;13.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 02:00:00+00:00;91.0;0.0;0.2;100551.0;100849.0;NaN;13.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 02:05:00+00:00;91.0;0.0;0.2;100546.0;100844.0;NaN;13.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 02:10:00+00:00;91.0;0.0;0.2;100552.0;100850.0;NaN;13.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 02:15:00+00:00;91.0;0.0;0.2;100548.0;100846.0;NaN;13.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 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04:00:00+00:00;91.0;0.0;0.2;100543.0;100841.0;NaN;13.0;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:05:00+00:00;91.0;0.0;0.2;100535.0;100833.0;NaN;13.0;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:10:00+00:00;91.0;0.0;0.2;100550.0;100848.0;NaN;13.0;355.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:15:00+00:00;91.0;0.0;0.2;100546.0;100844.0;NaN;13.0;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:20:00+00:00;92.0;0.0;0.2;100545.0;100843.0;NaN;13.0;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:25:00+00:00;91.0;0.0;0.2;100558.0;100856.0;NaN;13.0;355.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:30:00+00:00;91.0;0.0;0.2;100540.0;100838.0;NaN;13.0;15.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 04:35:00+00:00;91.0;0.0;0.2;100536.0;100834.0;NaN;13.0;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 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07:20:00+00:00;91.0;0.0;0.4;100644.0;100941.0;NaN;14.0;5.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:25:00+00:00;91.0;0.0;0.4;100656.0;100953.0;NaN;14.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:30:00+00:00;91.0;0.0;0.4;100654.0;100951.0;NaN;14.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:35:00+00:00;91.0;0.0;0.4;100661.0;100958.0;NaN;14.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:40:00+00:00;90.0;0.0;0.4;100666.0;100963.0;NaN;14.3;355.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:45:00+00:00;90.0;0.0;0.4;100676.0;100973.0;NaN;14.3;355.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:50:00+00:00;90.0;0.0;0.4;100674.0;100971.0;NaN;14.4;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 07:55:00+00:00;90.0;0.0;0.4;100674.0;100970.0;NaN;14.5;305.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:00:00+00:00;90.0;0.0;0.4;100684.0;100980.0;NaN;14.6;305.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:05:00+00:00;90.0;0.2;0.6;100690.0;100986.0;NaN;14.7;315.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:10:00+00:00;89.0;0.0;0.6;100697.0;100993.0;NaN;14.7;315.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:15:00+00:00;89.0;0.0;0.6;100694.0;100990.0;NaN;14.8;345.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:20:00+00:00;89.0;0.0;0.6;100697.0;100993.0;NaN;14.8;345.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:25:00+00:00;89.0;0.0;0.6;100692.0;100988.0;NaN;14.9;345.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:30:00+00:00;89.0;0.0;0.6;100698.0;100994.0;NaN;15.0;345.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:35:00+00:00;89.0;0.0;0.6;100694.0;100990.0;NaN;15.2;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:40:00+00:00;88.0;0.0;0.6;100704.0;100999.0;NaN;15.3;355.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:45:00+00:00;88.0;0.0;0.6;100718.0;101013.0;NaN;15.4;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:50:00+00:00;88.0;0.0;0.6;100724.0;101019.0;NaN;15.5;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 08:55:00+00:00;88.0;0.0;0.6;100727.0;101022.0;NaN;15.6;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:00:00+00:00;87.0;0.0;0.6;100733.0;101028.0;NaN;15.7;15.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:05:00+00:00;87.0;0.0;0.6;100750.0;101045.0;NaN;15.8;15.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:10:00+00:00;87.0;0.0;0.6;100747.0;101042.0;NaN;15.9;325.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:15:00+00:00;87.0;0.0;0.6;100746.0;101041.0;NaN;16.0;325.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:20:00+00:00;87.0;0.0;0.6;100752.0;101046.0;NaN;16.1;335.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:25:00+00:00;87.0;0.0;0.6;100753.0;101047.0;NaN;16.2;335.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:30:00+00:00;87.0;0.0;0.6;100756.0;101050.0;NaN;16.3;335.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:35:00+00:00;87.0;0.0;0.6;100751.0;101045.0;NaN;16.4;345.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:40:00+00:00;87.0;0.0;0.6;100758.0;101052.0;NaN;16.5;345.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:45:00+00:00;86.0;0.0;0.6;100744.0;101038.0;NaN;16.7;325.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:50:00+00:00;85.0;0.0;0.6;100746.0;101039.0;NaN;16.7;335.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 09:55:00+00:00;84.0;0.0;0.6;100751.0;101044.0;NaN;16.8;345.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:00:00+00:00;83.0;0.0;0.6;100752.0;101045.0;NaN;16.8;305.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:05:00+00:00;82.0;0.0;0.6;100737.0;101030.0;NaN;16.9;275.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:10:00+00:00;82.0;0.0;0.6;100730.0;101023.0;NaN;17.0;335.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:15:00+00:00;79.0;0.0;0.6;100730.0;101023.0;NaN;17.1;45.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:20:00+00:00;79.0;0.0;0.6;100729.0;101022.0;NaN;17.2;15.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:25:00+00:00;79.0;0.0;0.6;100726.0;101018.0;NaN;17.5;15.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:30:00+00:00;77.0;0.0;0.6;100719.0;101011.0;NaN;17.4;245.0;8.1;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:35:00+00:00;76.0;0.0;0.6;100719.0;101011.0;NaN;17.5;25.0;9.7;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:40:00+00:00;76.0;0.0;0.6;100715.0;101007.0;NaN;17.4;15.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:45:00+00:00;76.0;0.0;0.6;100725.0;101017.0;NaN;17.3;355.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:50:00+00:00;76.0;0.0;0.6;100725.0;101017.0;NaN;17.4;25.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 10:55:00+00:00;75.0;0.0;0.6;100717.0;101009.0;NaN;17.5;75.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:00:00+00:00;74.0;0.0;0.6;100725.0;101017.0;NaN;17.7;335.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:05:00+00:00;72.0;0.0;0.6;100729.0;101021.0;NaN;17.8;235.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:10:00+00:00;70.0;0.0;0.6;100729.0;101021.0;NaN;18.0;235.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:15:00+00:00;66.0;0.2;0.8;100742.0;101034.0;NaN;18.0;345.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:20:00+00:00;66.0;0.0;0.8;100746.0;101037.0;NaN;18.1;25.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:25:00+00:00;67.0;0.0;0.8;100746.0;101037.0;NaN;18.2;245.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:30:00+00:00;67.0;0.0;0.8;100758.0;101049.0;NaN;18.1;255.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:35:00+00:00;66.0;0.0;0.8;100747.0;101038.0;NaN;18.1;235.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:40:00+00:00;67.0;0.0;0.8;100762.0;101054.0;NaN;18.0;175.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:45:00+00:00;68.0;0.0;0.8;100774.0;101066.0;NaN;18.0;25.0;11.3;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:50:00+00:00;69.0;0.0;0.8;100789.0;101081.0;NaN;17.7;175.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 11:55:00+00:00;71.0;0.0;0.8;100801.0;101094.0;NaN;17.3;195.0;14.5;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:00:00+00:00;72.0;0.0;0.8;100804.0;101097.0;NaN;16.9;185.0;14.5;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:05:00+00:00;73.0;0.0;0.8;100806.0;101100.0;NaN;16.6;185.0;12.9;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:10:00+00:00;72.0;0.0;0.8;100813.0;101107.0;NaN;16.5;205.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:15:00+00:00;72.0;0.0;0.8;100801.0;101095.0;NaN;16.4;215.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 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12:40:00+00:00;69.0;0.0;0.8;100792.0;101086.0;NaN;16.8;195.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:45:00+00:00;68.0;0.0;0.8;100797.0;101091.0;NaN;16.8;185.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:50:00+00:00;68.0;0.0;0.8;100801.0;101095.0;NaN;16.8;175.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 12:55:00+00:00;69.0;0.0;0.8;100799.0;101093.0;NaN;16.8;175.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:00:00+00:00;67.0;0.0;0.8;100802.0;101096.0;NaN;16.8;215.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:05:00+00:00;67.0;0.0;0.8;100805.0;101098.0;NaN;16.9;185.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:10:00+00:00;67.0;0.0;0.8;100807.0;101100.0;NaN;17.0;175.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:15:00+00:00;67.0;0.0;0.8;100813.0;101106.0;NaN;17.2;265.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:20:00+00:00;65.0;0.0;0.8;100795.0;101088.0;NaN;17.4;265.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:25:00+00:00;66.0;0.0;0.8;100803.0;101096.0;NaN;17.5;65.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:30:00+00:00;66.0;0.0;0.8;100801.0;101093.0;NaN;17.6;105.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:35:00+00:00;65.0;0.0;0.8;100801.0;101093.0;NaN;17.7;155.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:40:00+00:00;65.0;0.0;0.8;100801.0;101093.0;NaN;17.8;45.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:45:00+00:00;65.0;0.0;0.8;100792.0;101084.0;NaN;17.9;185.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:50:00+00:00;65.0;0.0;0.8;100790.0;101082.0;NaN;18.0;185.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 13:55:00+00:00;66.0;0.0;0.8;100786.0;101078.0;NaN;18.1;295.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:00:00+00:00;66.0;0.0;0.8;100785.0;101077.0;NaN;18.2;305.0;9.7;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:05:00+00:00;65.0;0.0;0.8;100787.0;101078.0;NaN;18.3;265.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:10:00+00:00;66.0;0.0;0.8;100787.0;101078.0;NaN;18.4;265.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:15:00+00:00;66.0;0.0;0.8;100786.0;101077.0;NaN;18.4;305.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:20:00+00:00;66.0;0.0;0.8;100789.0;101080.0;NaN;18.4;235.0;8.1;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:25:00+00:00;66.0;0.0;0.8;100779.0;101070.0;NaN;18.5;265.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:30:00+00:00;66.0;0.2;1.0;100779.0;101070.0;NaN;18.5;205.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:35:00+00:00;65.0;0.0;1.0;100788.0;101079.0;NaN;18.4;205.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:40:00+00:00;66.0;0.0;1.0;100791.0;101082.0;NaN;18.3;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:45:00+00:00;67.0;0.0;1.0;100782.0;101073.0;NaN;18.2;325.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:50:00+00:00;66.0;0.0;1.0;100788.0;101080.0;NaN;18.1;185.0;14.5;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 14:55:00+00:00;65.0;0.0;1.0;100792.0;101084.0;NaN;18.0;145.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:00:00+00:00;65.0;0.0;1.0;100798.0;101090.0;NaN;17.9;25.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:05:00+00:00;65.0;0.0;1.0;100791.0;101083.0;NaN;17.9;185.0;11.3;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:10:00+00:00;65.0;0.0;1.0;100805.0;101097.0;NaN;17.8;235.0;11.3;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:15:00+00:00;66.0;0.0;1.0;100803.0;101095.0;NaN;17.8;165.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:20:00+00:00;66.0;0.0;1.0;100808.0;101100.0;NaN;17.7;155.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:25:00+00:00;67.0;0.0;1.0;100830.0;101122.0;NaN;17.7;185.0;17.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:30:00+00:00;67.0;0.0;1.0;100832.0;101125.0;NaN;17.6;175.0;14.5;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:35:00+00:00;67.0;0.0;1.0;100835.0;101128.0;NaN;17.4;185.0;19.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:40:00+00:00;68.0;0.0;1.0;100835.0;101128.0;NaN;17.2;135.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:45:00+00:00;68.0;0.0;1.0;100833.0;101126.0;NaN;17.2;175.0;12.9;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:50:00+00:00;68.0;0.0;1.0;100846.0;101139.0;NaN;17.1;175.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 15:55:00+00:00;68.0;0.0;1.0;100842.0;101135.0;NaN;17.0;145.0;12.9;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:00:00+00:00;68.0;0.0;1.0;100848.0;101141.0;NaN;17.0;175.0;11.3;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:05:00+00:00;67.0;0.0;1.0;100851.0;101145.0;NaN;17.0;175.0;12.9;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:10:00+00:00;68.0;0.0;1.0;100853.0;101147.0;NaN;16.9;105.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:15:00+00:00;68.0;0.0;1.0;100850.0;101144.0;NaN;16.9;185.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:20:00+00:00;69.0;0.0;1.0;100854.0;101148.0;NaN;16.9;185.0;8.1;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:25:00+00:00;69.0;0.0;1.0;100852.0;101146.0;NaN;16.9;145.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:30:00+00:00;69.0;0.0;1.0;100854.0;101148.0;NaN;16.8;185.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:35:00+00:00;70.0;0.0;1.0;100848.0;101142.0;NaN;16.9;185.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:40:00+00:00;70.0;0.2;1.2;100848.0;101142.0;NaN;16.8;195.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:45:00+00:00;70.0;0.0;1.2;100851.0;101145.0;NaN;16.8;185.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:50:00+00:00;70.0;0.0;1.2;100843.0;101137.0;NaN;16.8;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 16:55:00+00:00;70.0;0.0;1.2;100855.0;101149.0;NaN;16.8;195.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:00:00+00:00;71.0;0.0;1.2;100857.0;101151.0;NaN;16.8;85.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:05:00+00:00;71.0;0.0;1.2;100854.0;101148.0;NaN;16.8;185.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:10:00+00:00;71.0;0.0;1.2;100862.0;101156.0;NaN;16.8;185.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:15:00+00:00;71.0;0.0;1.2;100857.0;101151.0;NaN;16.7;175.0;11.3;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:20:00+00:00;70.0;0.0;1.2;100866.0;101160.0;NaN;16.7;195.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:25:00+00:00;69.0;0.0;1.2;100872.0;101166.0;NaN;16.7;185.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:30:00+00:00;69.0;0.0;1.2;100871.0;101165.0;NaN;16.7;25.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:35:00+00:00;69.0;0.0;1.2;100878.0;101172.0;NaN;16.6;185.0;11.3;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:40:00+00:00;69.0;0.0;1.2;100871.0;101165.0;NaN;16.6;175.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:45:00+00:00;69.0;0.0;1.2;100871.0;101165.0;NaN;16.6;175.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:50:00+00:00;69.0;0.0;1.2;100873.0;101167.0;NaN;16.6;185.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 17:55:00+00:00;70.0;0.0;1.2;100880.0;101174.0;NaN;16.6;175.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:00:00+00:00;69.0;0.0;1.2;100866.0;101160.0;NaN;16.6;175.0;9.7;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:05:00+00:00;70.0;0.0;1.2;100871.0;101165.0;NaN;16.5;35.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:10:00+00:00;69.0;0.0;1.2;100879.0;101173.0;NaN;16.5;175.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:15:00+00:00;69.0;0.0;1.2;100883.0;101177.0;NaN;16.5;195.0;8.1;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:20:00+00:00;70.0;0.0;1.2;100890.0;101184.0;NaN;16.4;75.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:25:00+00:00;70.0;0.0;1.2;100894.0;101189.0;NaN;16.4;175.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:30:00+00:00;69.0;0.0;1.2;100896.0;101191.0;NaN;16.4;195.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:35:00+00:00;69.0;0.0;1.2;100905.0;101200.0;NaN;16.4;35.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:40:00+00:00;69.0;0.0;1.2;100900.0;101195.0;NaN;16.3;205.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:45:00+00:00;69.0;0.0;1.2;100904.0;101199.0;NaN;16.3;25.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:50:00+00:00;69.0;0.0;1.2;100910.0;101205.0;NaN;16.3;175.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 18:55:00+00:00;69.0;0.0;1.2;100911.0;101206.0;NaN;16.3;85.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:00:00+00:00;69.0;0.0;1.2;100916.0;101211.0;NaN;16.3;95.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:05:00+00:00;69.0;0.0;1.2;100914.0;101209.0;NaN;16.3;275.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:10:00+00:00;69.0;0.0;1.2;100915.0;101210.0;NaN;16.3;275.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:15:00+00:00;69.0;0.0;1.2;100929.0;101224.0;NaN;16.2;185.0;8.1;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:20:00+00:00;69.0;0.0;1.2;100924.0;101219.0;NaN;16.2;205.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:25:00+00:00;70.0;0.0;1.2;100932.0;101227.0;NaN;16.2;25.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:30:00+00:00;70.0;0.0;1.2;100929.0;101224.0;NaN;16.2;175.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:35:00+00:00;70.0;0.0;1.2;100936.0;101231.0;NaN;16.2;15.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:40:00+00:00;69.0;0.0;1.2;100937.0;101232.0;NaN;16.2;205.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:45:00+00:00;69.0;0.0;1.2;100941.0;101236.0;NaN;16.1;195.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:50:00+00:00;70.0;0.0;1.2;100940.0;101235.0;NaN;16.1;175.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 19:55:00+00:00;70.0;0.0;1.2;100949.0;101244.0;NaN;16.1;185.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:00:00+00:00;70.0;0.0;1.2;100945.0;101240.0;NaN;16.1;175.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:05:00+00:00;70.0;0.0;1.2;100946.0;101241.0;NaN;16.1;175.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:10:00+00:00;70.0;0.0;1.2;100946.0;101241.0;NaN;16.0;225.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:15:00+00:00;70.0;0.0;1.2;100944.0;101239.0;NaN;16.0;125.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:20:00+00:00;70.0;0.0;1.2;100946.0;101241.0;NaN;16.0;245.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:25:00+00:00;70.0;0.2;1.4;100951.0;101246.0;NaN;16.0;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:30:00+00:00;70.0;0.0;1.4;100950.0;101246.0;NaN;15.9;185.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:35:00+00:00;70.0;0.0;1.4;100953.0;101249.0;NaN;15.9;215.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:40:00+00:00;70.0;0.0;1.4;100953.0;101249.0;NaN;15.8;175.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:45:00+00:00;71.0;0.0;1.4;100955.0;101251.0;NaN;15.7;125.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:50:00+00:00;71.0;0.0;1.4;100958.0;101254.0;NaN;15.6;125.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 20:55:00+00:00;71.0;0.0;1.4;100956.0;101252.0;NaN;15.6;205.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:00:00+00:00;71.0;0.0;1.4;100966.0;101262.0;NaN;15.5;185.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:05:00+00:00;71.0;0.0;1.4;100962.0;101258.0;NaN;15.5;195.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:10:00+00:00;71.0;0.0;1.4;100967.0;101263.0;NaN;15.5;195.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:15:00+00:00;72.0;0.0;1.4;100976.0;101272.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:20:00+00:00;72.0;0.0;1.4;100974.0;101270.0;NaN;15.4;195.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:25:00+00:00;73.0;0.0;1.4;100975.0;101271.0;NaN;15.4;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:30:00+00:00;73.0;0.0;1.4;100977.0;101273.0;NaN;15.4;355.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:35:00+00:00;73.0;0.0;1.4;100969.0;101266.0;NaN;15.3;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:40:00+00:00;73.0;0.0;1.4;100967.0;101264.0;NaN;15.3;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:45:00+00:00;73.0;0.0;1.4;100974.0;101271.0;NaN;15.2;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:50:00+00:00;72.0;0.0;1.4;100971.0;101268.0;NaN;15.2;345.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 21:55:00+00:00;72.0;0.0;1.4;100974.0;101271.0;NaN;15.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:00:00+00:00;72.0;0.0;1.4;100980.0;101277.0;NaN;15.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:05:00+00:00;72.0;0.0;1.4;100985.0;101282.0;NaN;15.2;15.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:10:00+00:00;72.0;0.0;1.4;100985.0;101282.0;NaN;15.2;45.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:15:00+00:00;73.0;0.0;1.4;100997.0;101294.0;NaN;15.1;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:20:00+00:00;73.0;0.0;1.4;100992.0;101289.0;NaN;15.1;155.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:25:00+00:00;73.0;0.0;1.4;101000.0;101297.0;NaN;15.2;5.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:30:00+00:00;72.0;0.0;1.4;100995.0;101292.0;NaN;15.2;15.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:35:00+00:00;72.0;0.0;1.4;100988.0;101285.0;NaN;15.2;25.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:40:00+00:00;72.0;0.0;1.4;100984.0;101281.0;NaN;15.1;25.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:45:00+00:00;72.0;0.0;1.4;100978.0;101275.0;NaN;15.1;25.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:50:00+00:00;71.0;0.2;1.6;100981.0;101278.0;NaN;15.1;145.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 22:55:00+00:00;71.0;0.0;1.6;100979.0;101276.0;NaN;15.2;25.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 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23:20:00+00:00;71.0;0.0;1.6;100973.0;101270.0;NaN;15.1;25.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 23:25:00+00:00;71.0;0.0;1.6;100972.0;101269.0;NaN;15.0;345.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 23:30:00+00:00;71.0;0.0;1.6;100977.0;101274.0;NaN;15.0;355.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 23:35:00+00:00;71.0;0.0;1.6;100970.0;101267.0;NaN;15.0;355.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder20;2022-09-15 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15:40:00+00:00;81.0;0.0;0.0;100984.0;101064.0;NaN;22.0;15.0;16.1;11.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 15:45:00+00:00;82.0;0.0;0.0;100984.0;101064.0;NaN;21.9;35.0;12.9;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 15:50:00+00:00;82.0;0.0;0.0;100980.0;101060.0;NaN;21.9;25.0;12.9;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 15:55:00+00:00;82.0;0.0;0.0;100996.0;101077.0;NaN;21.9;25.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 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16:40:00+00:00;81.0;0.0;0.0;101023.0;101103.0;NaN;22.5;355.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 16:45:00+00:00;80.0;0.0;0.0;101028.0;101108.0;NaN;22.5;355.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 16:50:00+00:00;80.0;0.0;0.0;101030.0;101110.0;NaN;22.7;355.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 16:55:00+00:00;79.0;0.0;0.0;101031.0;101111.0;NaN;22.5;35.0;8.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-03 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11:00:00+00:00;87.0;0.0;0.0;101298.0;101381.0;NaN;18.6;265.0;33.8;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-10 11:05:00+00:00;87.0;0.0;0.0;101313.0;101396.0;NaN;18.8;265.0;32.2;20.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-10 11:10:00+00:00;86.0;0.0;0.0;101315.0;101398.0;NaN;18.8;275.0;30.6;20.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-10 11:15:00+00:00;86.0;0.0;0.0;101320.0;101403.0;NaN;18.9;275.0;32.2;20.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-10 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05:40:00+00:00;91.0;0.0;0.0;101869.0;101956.0;NaN;15.3;215.0;6.4;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 05:45:00+00:00;91.0;0.0;0.0;101866.0;101953.0;NaN;15.4;205.0;8.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 05:50:00+00:00;91.0;0.0;0.0;101863.0;101950.0;NaN;15.3;205.0;8.1;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 05:55:00+00:00;91.0;0.0;0.0;101874.0;101961.0;NaN;15.3;195.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 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06:40:00+00:00;91.0;0.0;0.0;101896.0;101983.0;NaN;15.3;215.0;8.1;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 06:45:00+00:00;91.0;0.0;0.0;101901.0;101988.0;NaN;15.2;215.0;6.4;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 06:50:00+00:00;92.0;0.0;0.0;101893.0;101980.0;NaN;15.3;205.0;6.4;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 06:55:00+00:00;92.0;0.0;0.0;101900.0;101987.0;NaN;15.4;205.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 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07:20:00+00:00;92.0;0.0;0.0;101904.0;101990.0;NaN;16.2;205.0;6.4;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 07:25:00+00:00;92.0;0.0;0.0;101898.0;101984.0;NaN;16.5;205.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 07:30:00+00:00;92.0;0.0;0.0;101902.0;101988.0;NaN;16.8;205.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 07:35:00+00:00;92.0;0.0;0.0;101901.0;101986.0;NaN;17.2;205.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 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10:20:00+00:00;76.0;0.0;0.0;101946.0;102029.0;NaN;21.6;355.0;8.1;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:25:00+00:00;76.0;0.0;0.0;101943.0;102025.0;NaN;21.7;355.0;9.7;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:30:00+00:00;76.0;0.0;0.0;101944.0;102026.0;NaN;21.8;345.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:35:00+00:00;76.0;0.0;0.0;101935.0;102017.0;NaN;21.8;355.0;9.7;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:40:00+00:00;75.0;0.0;0.0;101930.0;102012.0;NaN;21.8;15.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:45:00+00:00;75.0;0.0;0.0;101936.0;102018.0;NaN;21.8;355.0;9.7;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:50:00+00:00;75.0;0.0;0.0;101931.0;102013.0;NaN;21.7;5.0;9.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 10:55:00+00:00;76.0;0.0;0.0;101925.0;102007.0;NaN;21.6;15.0;9.7;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:00:00+00:00;76.0;0.0;0.0;101926.0;102008.0;NaN;21.7;355.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:05:00+00:00;76.0;0.0;0.0;101918.0;102000.0;NaN;21.7;5.0;11.3;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:10:00+00:00;76.0;0.0;0.0;101927.0;102009.0;NaN;21.7;355.0;11.3;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:15:00+00:00;76.0;0.0;0.0;101926.0;102008.0;NaN;21.6;5.0;11.3;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:20:00+00:00;76.0;0.0;0.0;101916.0;101999.0;NaN;21.4;355.0;11.3;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:25:00+00:00;77.0;0.0;0.0;101911.0;101994.0;NaN;21.5;5.0;11.3;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:30:00+00:00;77.0;0.0;0.0;101916.0;101998.0;NaN;21.7;5.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:35:00+00:00;76.0;0.0;0.0;101915.0;101997.0;NaN;21.6;25.0;12.9;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:40:00+00:00;77.0;0.0;0.0;101906.0;101989.0;NaN;21.5;15.0;12.9;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:45:00+00:00;77.0;0.0;0.0;101906.0;101989.0;NaN;21.4;15.0;16.1;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:50:00+00:00;76.0;0.0;0.0;101905.0;101988.0;NaN;21.3;25.0;16.1;11.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 11:55:00+00:00;77.0;0.0;0.0;101902.0;101985.0;NaN;21.1;25.0;14.5;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:00:00+00:00;77.0;0.0;0.0;101904.0;101987.0;NaN;21.2;25.0;14.5;10.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:05:00+00:00;77.0;0.0;0.0;101901.0;101984.0;NaN;21.2;25.0;14.5;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:10:00+00:00;77.0;0.0;0.0;101903.0;101986.0;NaN;21.2;15.0;14.5;10.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:15:00+00:00;77.0;0.0;0.0;101901.0;101984.0;NaN;21.1;15.0;16.1;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:20:00+00:00;77.0;0.0;0.0;101896.0;101979.0;NaN;21.1;15.0;12.9;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:25:00+00:00;77.0;0.0;0.0;101906.0;101989.0;NaN;21.3;5.0;14.5;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:30:00+00:00;77.0;0.0;0.0;101901.0;101984.0;NaN;21.2;25.0;12.9;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:35:00+00:00;77.0;0.0;0.0;101900.0;101983.0;NaN;21.3;5.0;14.5;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:40:00+00:00;77.0;0.0;0.0;101904.0;101987.0;NaN;21.2;25.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:45:00+00:00;77.0;0.0;0.0;101884.0;101967.0;NaN;21.1;25.0;14.5;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:50:00+00:00;77.0;0.0;0.0;101895.0;101978.0;NaN;21.0;15.0;14.5;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 12:55:00+00:00;77.0;0.0;0.0;101891.0;101974.0;NaN;20.9;15.0;12.9;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:00:00+00:00;78.0;0.0;0.0;101891.0;101974.0;NaN;21.0;15.0;12.9;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:05:00+00:00;78.0;0.0;0.0;101883.0;101966.0;NaN;21.0;15.0;12.9;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:10:00+00:00;77.0;0.0;0.0;101877.0;101960.0;NaN;21.1;15.0;14.5;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:15:00+00:00;77.0;0.0;0.0;101877.0;101960.0;NaN;21.1;5.0;14.5;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:20:00+00:00;77.0;0.0;0.0;101870.0;101953.0;NaN;20.9;25.0;14.5;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:25:00+00:00;78.0;0.0;0.0;101868.0;101951.0;NaN;20.8;25.0;16.1;10.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:30:00+00:00;78.0;0.0;0.0;101869.0;101952.0;NaN;20.8;25.0;16.1;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:35:00+00:00;78.0;0.0;0.0;101863.0;101946.0;NaN;20.5;15.0;14.5;10.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:40:00+00:00;79.0;0.0;0.0;101862.0;101945.0;NaN;20.3;25.0;14.5;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:45:00+00:00;79.0;0.0;0.0;101858.0;101941.0;NaN;20.2;25.0;14.5;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:50:00+00:00;80.0;0.0;0.0;101851.0;101934.0;NaN;20.5;25.0;14.5;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 13:55:00+00:00;79.0;0.0;0.0;101850.0;101933.0;NaN;20.6;25.0;16.1;10.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-11 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10:20:00+00:00;87.0;0.0;0.0;100978.0;101059.0;NaN;21.0;25.0;27.4;20.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 10:25:00+00:00;86.0;0.0;0.0;100976.0;101057.0;NaN;21.1;35.0;27.4;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 10:30:00+00:00;86.0;0.0;0.0;100983.0;101064.0;NaN;21.2;35.0;27.4;20.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 10:35:00+00:00;85.0;0.0;0.0;100976.0;101057.0;NaN;21.2;45.0;27.4;21.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 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11:00:00+00:00;85.0;0.0;0.0;100985.0;101066.0;NaN;20.8;35.0;24.1;18.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:05:00+00:00;85.0;0.0;0.0;100997.0;101078.0;NaN;20.8;45.0;25.7;19.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:10:00+00:00;85.0;0.0;0.0;101009.0;101090.0;NaN;20.8;25.0;24.1;17.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:15:00+00:00;84.0;0.0;0.0;100998.0;101079.0;NaN;20.8;45.0;25.7;19.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:20:00+00:00;84.0;0.0;0.0;101002.0;101083.0;NaN;20.8;45.0;25.7;18.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:25:00+00:00;84.0;0.0;0.0;101012.0;101093.0;NaN;20.7;35.0;24.1;16.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:30:00+00:00;84.0;0.0;0.0;101022.0;101103.0;NaN;20.6;35.0;22.5;16.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 11:35:00+00:00;84.0;0.0;0.0;101026.0;101107.0;NaN;20.5;45.0;20.9;16.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 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13:20:00+00:00;89.0;0.0;0.0;100991.0;101073.0;NaN;19.8;35.0;25.7;18.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 13:25:00+00:00;89.0;0.0;0.0;100994.0;101076.0;NaN;19.7;35.0;25.7;18.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 13:30:00+00:00;88.0;0.0;0.0;100989.0;101071.0;NaN;19.6;25.0;22.5;17.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 13:35:00+00:00;88.0;0.0;0.0;101000.0;101082.0;NaN;19.6;35.0;24.1;18.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-13 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21:00:00+00:00;67.0;0.0;0.0;101275.0;101360.0;NaN;15.9;335.0;30.6;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:05:00+00:00;67.0;0.0;0.0;101268.0;101353.0;NaN;15.9;345.0;29.0;19.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:10:00+00:00;66.0;0.0;0.0;101281.0;101366.0;NaN;15.9;325.0;33.8;22.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:15:00+00:00;67.0;0.0;0.0;101273.0;101358.0;NaN;15.9;335.0;32.2;19.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:20:00+00:00;67.0;0.0;0.0;101274.0;101359.0;NaN;15.9;335.0;33.8;21.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:25:00+00:00;66.0;0.0;0.0;101271.0;101356.0;NaN;15.9;335.0;33.8;21.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:30:00+00:00;65.0;0.0;0.0;101279.0;101364.0;NaN;15.9;335.0;32.2;21.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:35:00+00:00;64.0;0.0;0.0;101278.0;101363.0;NaN;15.9;335.0;30.6;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:40:00+00:00;65.0;0.0;0.0;101275.0;101360.0;NaN;15.9;325.0;33.8;22.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:45:00+00:00;65.0;0.0;0.0;101284.0;101369.0;NaN;15.9;335.0;27.4;18.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:50:00+00:00;64.0;0.0;0.0;101286.0;101371.0;NaN;15.8;335.0;27.4;19.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 21:55:00+00:00;65.0;0.0;0.0;101282.0;101367.0;NaN;15.8;335.0;29.0;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 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22:20:00+00:00;63.0;0.0;0.0;101280.0;101365.0;NaN;15.8;335.0;27.4;17.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:25:00+00:00;62.0;0.0;0.0;101281.0;101366.0;NaN;15.8;335.0;30.6;21.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:30:00+00:00;62.0;0.0;0.0;101278.0;101363.0;NaN;15.8;325.0;29.0;22.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:35:00+00:00;64.0;0.0;0.0;101274.0;101359.0;NaN;15.8;325.0;32.2;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:40:00+00:00;64.0;0.0;0.0;101264.0;101349.0;NaN;15.8;325.0;29.0;22.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:45:00+00:00;66.0;0.0;0.0;101263.0;101348.0;NaN;15.9;325.0;32.2;22.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:50:00+00:00;67.0;0.0;0.0;101263.0;101348.0;NaN;15.9;325.0;33.8;23.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 22:55:00+00:00;66.0;0.0;0.0;101264.0;101349.0;NaN;15.9;325.0;29.0;20.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:00:00+00:00;66.0;0.0;0.0;101253.0;101338.0;NaN;15.8;335.0;35.4;20.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:05:00+00:00;64.0;0.0;0.0;101256.0;101341.0;NaN;15.8;325.0;32.2;22.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:10:00+00:00;62.0;0.0;0.0;101250.0;101335.0;NaN;15.7;315.0;32.2;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:15:00+00:00;62.0;0.0;0.0;101258.0;101343.0;NaN;15.7;325.0;32.2;23.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:20:00+00:00;61.0;0.0;0.0;101258.0;101343.0;NaN;15.7;315.0;29.0;21.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:25:00+00:00;62.0;0.0;0.0;101249.0;101334.0;NaN;15.7;325.0;32.2;22.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:30:00+00:00;60.0;0.0;0.0;101268.0;101353.0;NaN;15.7;325.0;33.8;23.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:35:00+00:00;63.0;0.0;0.0;101260.0;101345.0;NaN;15.7;325.0;33.8;21.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:40:00+00:00;64.0;0.0;0.0;101259.0;101344.0;NaN;15.7;315.0;30.6;22.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:45:00+00:00;65.0;0.0;0.0;101265.0;101350.0;NaN;15.6;325.0;32.2;23.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:50:00+00:00;65.0;0.0;0.0;101268.0;101353.0;NaN;15.7;315.0;40.2;25.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder21;2022-09-15 23:55:00+00:00;65.0;0.0;0.0;101269.0;101354.0;NaN;15.6;325.0;33.8;24.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:00:00+00:00;66.0;0.0;0.0;101977.0;102011.0;NaN;18.8;65.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:05:00+00:00;66.0;0.0;0.0;101977.0;102011.0;NaN;18.8;65.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:10:00+00:00;66.0;0.0;0.0;101963.0;101997.0;NaN;18.7;55.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:15:00+00:00;66.0;0.0;0.0;101967.0;102001.0;NaN;18.6;55.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:20:00+00:00;67.0;0.0;0.0;101961.0;101995.0;NaN;18.3;55.0;14.5;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:25:00+00:00;67.0;0.0;0.0;101969.0;102003.0;NaN;18.3;55.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:30:00+00:00;67.0;0.0;0.0;101959.0;101993.0;NaN;18.2;65.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:35:00+00:00;67.0;0.0;0.0;101969.0;102003.0;NaN;18.0;65.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:40:00+00:00;68.0;0.0;0.0;101951.0;101985.0;NaN;17.7;55.0;12.9;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:45:00+00:00;68.0;0.0;0.0;101951.0;101985.0;NaN;17.7;55.0;12.9;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:50:00+00:00;68.0;0.0;0.0;101950.0;101984.0;NaN;17.6;55.0;16.1;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 00:55:00+00:00;69.0;0.0;0.0;101958.0;101992.0;NaN;17.5;65.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:00:00+00:00;69.0;0.0;0.0;101944.0;101978.0;NaN;17.3;65.0;14.5;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:05:00+00:00;69.0;0.0;0.0;101944.0;101978.0;NaN;17.3;65.0;14.5;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:10:00+00:00;69.0;0.0;0.0;101952.0;101986.0;NaN;17.2;55.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:15:00+00:00;69.0;0.0;0.0;101952.0;101986.0;NaN;17.2;55.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:20:00+00:00;69.0;0.0;0.0;101950.0;101984.0;NaN;17.0;55.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:25:00+00:00;69.0;0.0;0.0;101950.0;101984.0;NaN;17.0;55.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:30:00+00:00;70.0;0.0;0.0;101956.0;101990.0;NaN;16.9;55.0;14.5;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 01:35:00+00:00;70.0;0.0;0.0;101947.0;101981.0;NaN;16.9;65.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 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07:40:00+00:00;69.0;0.0;0.0;101944.0;101978.0;NaN;18.1;95.0;14.5;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 07:45:00+00:00;69.0;0.0;0.0;101944.0;101978.0;NaN;18.1;95.0;14.5;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 07:50:00+00:00;69.0;0.0;0.0;101946.0;101980.0;NaN;18.2;95.0;14.5;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 07:55:00+00:00;69.0;0.0;0.0;101948.0;101982.0;NaN;18.4;95.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:00:00+00:00;68.0;0.0;0.0;101953.0;101987.0;NaN;18.6;75.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:05:00+00:00;68.0;0.0;0.0;101947.0;101981.0;NaN;18.8;85.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:10:00+00:00;68.0;0.0;0.0;101943.0;101977.0;NaN;19.0;75.0;14.5;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:15:00+00:00;68.0;0.0;0.0;101943.0;101977.0;NaN;19.0;75.0;14.5;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:20:00+00:00;67.0;0.0;0.0;101945.0;101979.0;NaN;19.4;95.0;12.9;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:25:00+00:00;67.0;0.0;0.0;101945.0;101979.0;NaN;19.4;95.0;12.9;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:30:00+00:00;66.0;0.0;0.0;101948.0;101982.0;NaN;19.6;65.0;14.5;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:35:00+00:00;66.0;0.0;0.0;101892.0;101926.0;NaN;19.8;75.0;12.9;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:40:00+00:00;66.0;0.0;0.0;101950.0;101984.0;NaN;20.2;65.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:45:00+00:00;66.0;0.0;0.0;101950.0;101984.0;NaN;20.2;65.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:50:00+00:00;65.0;0.0;0.0;101947.0;101981.0;NaN;20.4;95.0;12.9;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 08:55:00+00:00;65.0;0.0;0.0;101953.0;101987.0;NaN;20.7;85.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:00:00+00:00;64.0;0.0;0.0;101954.0;101988.0;NaN;21.0;55.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:05:00+00:00;64.0;0.0;0.0;101954.0;101988.0;NaN;21.0;55.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:10:00+00:00;64.0;0.0;0.0;101954.0;101988.0;NaN;21.2;65.0;12.9;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:15:00+00:00;64.0;0.0;0.0;101954.0;101988.0;NaN;21.3;55.0;14.5;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:20:00+00:00;63.0;0.0;0.0;101945.0;101979.0;NaN;21.6;95.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:25:00+00:00;63.0;0.0;0.0;101945.0;101979.0;NaN;21.6;95.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:30:00+00:00;64.0;0.0;0.0;101942.0;101976.0;NaN;21.7;65.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:35:00+00:00;63.0;0.0;0.0;101943.0;101977.0;NaN;21.9;95.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:40:00+00:00;62.0;0.0;0.0;101934.0;101968.0;NaN;22.0;85.0;11.3;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:45:00+00:00;62.0;0.0;0.0;101937.0;101971.0;NaN;22.0;65.0;9.7;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:50:00+00:00;63.0;0.0;0.0;101928.0;101962.0;NaN;22.2;65.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 09:55:00+00:00;62.0;0.0;0.0;101936.0;101969.0;NaN;22.4;95.0;11.3;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:00:00+00:00;61.0;0.0;0.0;101926.0;101959.0;NaN;22.7;85.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:05:00+00:00;61.0;0.0;0.0;101926.0;101959.0;NaN;22.7;65.0;9.7;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:10:00+00:00;60.0;0.0;0.0;101923.0;101956.0;NaN;23.1;85.0;11.3;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:15:00+00:00;60.0;0.0;0.0;101923.0;101956.0;NaN;23.1;85.0;11.3;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:20:00+00:00;61.0;0.0;0.0;101909.0;101942.0;NaN;23.2;55.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:25:00+00:00;61.0;0.0;0.0;101909.0;101942.0;NaN;23.2;55.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:30:00+00:00;59.0;0.0;0.0;101904.0;101937.0;NaN;23.7;45.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:35:00+00:00;59.0;0.0;0.0;101904.0;101937.0;NaN;23.7;45.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:40:00+00:00;58.0;0.0;0.0;101896.0;101929.0;NaN;23.7;35.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:45:00+00:00;59.0;0.0;0.0;101886.0;101919.0;NaN;23.7;65.0;14.5;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:50:00+00:00;58.0;0.0;0.0;101880.0;101913.0;NaN;23.8;85.0;16.1;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 10:55:00+00:00;58.0;0.0;0.0;101880.0;101913.0;NaN;23.8;85.0;16.1;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:00:00+00:00;57.0;0.0;0.0;101880.0;101913.0;NaN;24.1;55.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:05:00+00:00;57.0;0.0;0.0;101880.0;101913.0;NaN;24.1;55.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:10:00+00:00;55.0;0.0;0.0;101878.0;101911.0;NaN;24.3;95.0;14.5;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:15:00+00:00;55.0;0.0;0.0;101878.0;101911.0;NaN;24.3;95.0;14.5;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:20:00+00:00;56.0;0.0;0.0;101870.0;101903.0;NaN;24.4;105.0;16.1;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:25:00+00:00;54.0;0.0;0.0;101867.0;101900.0;NaN;24.6;95.0;16.1;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:30:00+00:00;54.0;0.0;0.0;101864.0;101897.0;NaN;24.6;105.0;17.7;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:35:00+00:00;53.0;0.0;0.0;101866.0;101899.0;NaN;24.6;95.0;14.5;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:40:00+00:00;53.0;0.0;0.0;101867.0;101900.0;NaN;24.7;95.0;20.9;10.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:45:00+00:00;53.0;0.0;0.0;101867.0;101900.0;NaN;24.7;95.0;20.9;10.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:50:00+00:00;53.0;0.0;0.0;101857.0;101890.0;NaN;24.7;95.0;16.1;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 11:55:00+00:00;52.0;0.0;0.0;101856.0;101889.0;NaN;24.8;105.0;14.5;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 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13:00:00+00:00;51.0;0.0;0.0;101840.0;101873.0;NaN;25.0;125.0;14.5;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:05:00+00:00;51.0;0.0;0.0;101840.0;101873.0;NaN;25.0;125.0;14.5;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:10:00+00:00;51.0;0.0;0.0;101837.0;101870.0;NaN;25.1;115.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:15:00+00:00;51.0;0.0;0.0;101837.0;101870.0;NaN;25.1;115.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:20:00+00:00;51.0;0.0;0.0;101831.0;101864.0;NaN;25.1;85.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:25:00+00:00;50.0;0.0;0.0;101819.0;101852.0;NaN;25.2;85.0;12.9;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:30:00+00:00;50.0;0.0;0.0;101820.0;101853.0;NaN;25.3;105.0;17.7;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:35:00+00:00;50.0;0.0;0.0;101824.0;101857.0;NaN;25.3;115.0;16.1;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:40:00+00:00;50.0;0.0;0.0;101802.0;101835.0;NaN;25.5;105.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:45:00+00:00;50.0;0.0;0.0;101802.0;101835.0;NaN;25.5;105.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:50:00+00:00;50.0;0.0;0.0;101793.0;101826.0;NaN;25.5;85.0;22.5;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 13:55:00+00:00;50.0;0.0;0.0;101793.0;101826.0;NaN;25.5;85.0;12.9;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:00:00+00:00;51.0;0.0;0.0;101788.0;101821.0;NaN;25.7;105.0;14.5;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:05:00+00:00;50.0;0.0;0.0;101785.0;101818.0;NaN;25.7;105.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:10:00+00:00;51.0;0.0;0.0;101786.0;101819.0;NaN;25.6;75.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:15:00+00:00;51.0;0.0;0.0;101781.0;101814.0;NaN;25.6;65.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:20:00+00:00;49.0;0.0;0.0;101781.0;101814.0;NaN;25.6;75.0;16.1;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:25:00+00:00;49.0;0.0;0.0;101781.0;101814.0;NaN;25.6;75.0;16.1;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:30:00+00:00;50.0;0.0;0.0;101784.0;101817.0;NaN;25.3;95.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:35:00+00:00;50.0;0.0;0.0;101784.0;101817.0;NaN;25.3;95.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:40:00+00:00;50.0;0.0;0.0;101789.0;101822.0;NaN;25.4;75.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:45:00+00:00;49.0;0.0;0.0;101777.0;101810.0;NaN;25.5;105.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:50:00+00:00;48.0;0.0;0.0;101770.0;101803.0;NaN;25.5;105.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 14:55:00+00:00;48.0;0.0;0.0;101763.0;101796.0;NaN;25.5;55.0;17.7;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:00:00+00:00;48.0;0.0;0.0;101751.0;101784.0;NaN;25.8;45.0;14.5;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:05:00+00:00;48.0;0.0;0.0;101751.0;101784.0;NaN;25.8;45.0;14.5;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:10:00+00:00;47.0;0.0;0.0;101752.0;101785.0;NaN;25.9;55.0;17.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:15:00+00:00;46.0;0.0;0.0;101750.0;101783.0;NaN;25.9;45.0;17.7;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:20:00+00:00;47.0;0.0;0.0;101742.0;101775.0;NaN;25.8;45.0;12.9;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:25:00+00:00;47.0;0.0;0.0;101742.0;101775.0;NaN;25.8;45.0;12.9;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:30:00+00:00;47.0;0.0;0.0;101732.0;101765.0;NaN;25.8;55.0;12.9;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:35:00+00:00;47.0;0.0;0.0;101732.0;101765.0;NaN;25.8;105.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:40:00+00:00;47.0;0.0;0.0;101721.0;101754.0;NaN;25.5;85.0;20.9;9.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:45:00+00:00;47.0;0.0;0.0;101721.0;101754.0;NaN;25.5;85.0;20.9;9.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:50:00+00:00;47.0;0.0;0.0;101718.0;101751.0;NaN;25.6;75.0;12.9;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 15:55:00+00:00;47.0;0.0;0.0;101718.0;101751.0;NaN;25.6;75.0;12.9;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 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16:20:00+00:00;47.0;0.0;0.0;101704.0;101737.0;NaN;25.2;75.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 16:25:00+00:00;47.0;0.0;0.0;101704.0;101737.0;NaN;25.2;75.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 16:30:00+00:00;46.0;0.0;0.0;101698.0;101731.0;NaN;25.1;75.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 16:35:00+00:00;46.0;0.0;0.0;101698.0;101731.0;NaN;25.1;75.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 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23:40:00+00:00;70.0;0.0;0.0;101563.0;101597.0;NaN;15.0;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 23:45:00+00:00;70.0;0.0;0.0;101563.0;101597.0;NaN;15.0;65.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 23:50:00+00:00;69.0;0.0;0.0;101553.0;101587.0;NaN;15.1;15.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-01 23:55:00+00:00;69.0;0.0;0.0;101553.0;101587.0;NaN;15.1;15.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 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00:40:00+00:00;69.0;0.0;0.0;101523.0;101557.0;NaN;15.5;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 00:45:00+00:00;69.0;0.0;0.0;101523.0;101557.0;NaN;15.5;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 00:50:00+00:00;69.0;0.0;0.0;101509.0;101543.0;NaN;15.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 00:55:00+00:00;70.0;0.0;0.0;101512.0;101546.0;NaN;15.1;75.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 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01:20:00+00:00;72.0;0.0;0.0;101497.0;101531.0;NaN;14.8;75.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:25:00+00:00;72.0;0.0;0.0;101497.0;101531.0;NaN;14.8;75.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:30:00+00:00;72.0;0.0;0.0;101496.0;101530.0;NaN;14.9;75.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:35:00+00:00;72.0;0.0;0.0;101496.0;101530.0;NaN;14.9;75.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:40:00+00:00;73.0;0.0;0.0;101481.0;101515.0;NaN;14.8;75.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:45:00+00:00;73.0;0.0;0.0;101469.0;101503.0;NaN;14.9;75.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:50:00+00:00;73.0;0.0;0.0;101469.0;101503.0;NaN;14.9;85.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 01:55:00+00:00;73.0;0.0;0.0;101466.0;101500.0;NaN;14.9;95.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 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02:40:00+00:00;73.0;0.0;0.0;101454.0;101488.0;NaN;14.4;85.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 02:45:00+00:00;73.0;0.0;0.0;101454.0;101488.0;NaN;14.4;85.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 02:50:00+00:00;74.0;0.0;0.0;101448.0;101482.0;NaN;14.4;95.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 02:55:00+00:00;74.0;0.0;0.0;101452.0;101486.0;NaN;14.3;95.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 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03:20:00+00:00;75.0;0.0;0.0;101445.0;101479.0;NaN;13.9;95.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:25:00+00:00;75.0;0.0;0.0;101445.0;101479.0;NaN;13.9;95.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:30:00+00:00;75.0;0.0;0.0;101445.0;101479.0;NaN;13.9;95.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:35:00+00:00;75.0;0.0;0.0;101439.0;101473.0;NaN;13.9;95.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:40:00+00:00;75.0;0.0;0.0;101433.0;101467.0;NaN;13.9;95.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:45:00+00:00;75.0;0.0;0.0;101433.0;101467.0;NaN;13.9;95.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:50:00+00:00;75.0;0.0;0.0;101431.0;101465.0;NaN;13.9;85.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 03:55:00+00:00;75.0;0.0;0.0;101432.0;101466.0;NaN;13.9;85.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 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10:20:00+00:00;58.0;0.0;0.0;101298.0;101331.0;NaN;24.7;135.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:25:00+00:00;58.0;0.0;0.0;101298.0;101331.0;NaN;24.7;135.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:30:00+00:00;57.0;0.0;0.0;101291.0;101324.0;NaN;24.8;105.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:35:00+00:00;57.0;0.0;0.0;101288.0;101321.0;NaN;24.9;95.0;14.5;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:40:00+00:00;57.0;0.0;0.0;101273.0;101306.0;NaN;24.8;115.0;14.5;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:45:00+00:00;56.0;0.0;0.0;101263.0;101296.0;NaN;24.7;125.0;16.1;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:50:00+00:00;56.0;0.0;0.0;101265.0;101298.0;NaN;24.8;125.0;12.9;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 10:55:00+00:00;56.0;0.0;0.0;101265.0;101298.0;NaN;24.8;125.0;12.9;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:00:00+00:00;55.0;0.0;0.0;101250.0;101283.0;NaN;24.9;105.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:05:00+00:00;55.0;0.0;0.0;101250.0;101283.0;NaN;24.9;105.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:10:00+00:00;55.0;0.0;0.0;101245.0;101278.0;NaN;25.2;105.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:15:00+00:00;55.0;0.0;0.0;101245.0;101278.0;NaN;25.2;105.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:20:00+00:00;54.0;0.0;0.0;101239.0;101272.0;NaN;25.2;105.0;14.5;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:25:00+00:00;54.0;0.0;0.0;101233.0;101266.0;NaN;25.3;105.0;14.5;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:30:00+00:00;54.0;0.0;0.0;101232.0;101265.0;NaN;25.5;85.0;17.7;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:35:00+00:00;54.0;0.0;0.0;101218.0;101251.0;NaN;25.7;75.0;14.5;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:40:00+00:00;53.0;0.0;0.0;101218.0;101251.0;NaN;25.8;125.0;17.7;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:45:00+00:00;53.0;0.0;0.0;101218.0;101251.0;NaN;25.8;125.0;17.7;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:50:00+00:00;53.0;0.0;0.0;101207.0;101240.0;NaN;25.6;75.0;16.1;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 11:55:00+00:00;53.0;0.0;0.0;101207.0;101240.0;NaN;25.6;75.0;14.5;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:00:00+00:00;53.0;0.0;0.0;101206.0;101239.0;NaN;26.0;125.0;14.5;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:05:00+00:00;53.0;0.0;0.0;101206.0;101239.0;NaN;26.0;125.0;14.5;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:10:00+00:00;53.0;0.0;0.0;101214.0;101247.0;NaN;26.0;135.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:15:00+00:00;53.0;0.0;0.0;101214.0;101247.0;NaN;26.0;135.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:20:00+00:00;51.0;0.0;0.0;101201.0;101234.0;NaN;25.9;125.0;14.5;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:25:00+00:00;51.0;0.0;0.0;101201.0;101234.0;NaN;25.9;125.0;14.5;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:30:00+00:00;53.0;0.0;0.0;101200.0;101233.0;NaN;25.9;105.0;17.7;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:35:00+00:00;52.0;0.0;0.0;101196.0;101229.0;NaN;26.1;125.0;12.9;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:40:00+00:00;52.0;0.0;0.0;101189.0;101222.0;NaN;26.2;65.0;14.5;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:45:00+00:00;52.0;0.0;0.0;101189.0;101222.0;NaN;26.2;65.0;14.5;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:50:00+00:00;53.0;0.0;0.0;101189.0;101222.0;NaN;25.5;145.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 12:55:00+00:00;53.0;0.0;0.0;101189.0;101222.0;NaN;25.5;145.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:00:00+00:00;53.0;0.0;0.0;101166.0;101199.0;NaN;25.3;115.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:05:00+00:00;53.0;0.0;0.0;101166.0;101199.0;NaN;25.3;115.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:10:00+00:00;52.0;0.0;0.0;101163.0;101196.0;NaN;25.3;125.0;14.5;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:15:00+00:00;53.0;0.0;0.0;101165.0;101198.0;NaN;25.3;135.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:20:00+00:00;53.0;0.0;0.0;101154.0;101187.0;NaN;25.5;125.0;14.5;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:25:00+00:00;53.0;0.0;0.0;101147.0;101180.0;NaN;26.1;165.0;14.5;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:30:00+00:00;51.0;0.0;0.0;101156.0;101189.0;NaN;26.4;145.0;14.5;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:35:00+00:00;51.0;0.0;0.0;101156.0;101189.0;NaN;26.4;145.0;14.5;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:40:00+00:00;51.0;0.0;0.0;101133.0;101166.0;NaN;26.2;145.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:45:00+00:00;51.0;0.0;0.0;101133.0;101166.0;NaN;26.2;145.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:50:00+00:00;52.0;0.0;0.0;101126.0;101159.0;NaN;26.3;185.0;16.1;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 13:55:00+00:00;52.0;0.0;0.0;101126.0;101159.0;NaN;26.3;185.0;16.1;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:00:00+00:00;51.0;0.0;0.0;101119.0;101152.0;NaN;26.6;155.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:05:00+00:00;51.0;0.0;0.0;101119.0;101152.0;NaN;26.6;155.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:10:00+00:00;50.0;0.0;0.0;101103.0;101136.0;NaN;26.6;195.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:15:00+00:00;50.0;0.0;0.0;101098.0;101131.0;NaN;26.7;195.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:20:00+00:00;50.0;0.0;0.0;101088.0;101121.0;NaN;26.7;165.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:25:00+00:00;50.0;0.0;0.0;101088.0;101121.0;NaN;26.7;165.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:30:00+00:00;51.0;0.0;0.0;101089.0;101122.0;NaN;26.6;185.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:35:00+00:00;52.0;0.0;0.0;101081.0;101114.0;NaN;26.4;185.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:40:00+00:00;53.0;0.0;0.0;101076.0;101109.0;NaN;25.9;185.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:45:00+00:00;53.0;0.0;0.0;101076.0;101109.0;NaN;25.9;185.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:50:00+00:00;53.0;0.0;0.0;101088.0;101121.0;NaN;25.3;185.0;17.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 14:55:00+00:00;53.0;0.0;0.0;101088.0;101121.0;NaN;25.3;185.0;17.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-02 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07:40:00+00:00;90.0;0.0;0.0;100972.0;101006.0;NaN;18.0;145.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 07:45:00+00:00;90.0;0.0;0.0;100972.0;101006.0;NaN;18.0;145.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 07:50:00+00:00;90.0;0.0;0.0;100976.0;101010.0;NaN;18.2;185.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 07:55:00+00:00;89.0;0.0;0.0;100978.0;101012.0;NaN;18.4;155.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:00:00+00:00;88.0;0.0;0.0;100991.0;101025.0;NaN;18.6;175.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:05:00+00:00;88.0;0.0;0.0;100991.0;101025.0;NaN;18.6;175.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:10:00+00:00;87.0;0.0;0.0;100985.0;101019.0;NaN;19.0;155.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:15:00+00:00;87.0;0.0;0.0;100985.0;101019.0;NaN;19.0;155.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:20:00+00:00;86.0;0.0;0.0;100995.0;101029.0;NaN;19.2;155.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:25:00+00:00;86.0;0.0;0.0;100995.0;101029.0;NaN;19.2;155.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:30:00+00:00;86.0;0.0;0.0;101009.0;101043.0;NaN;19.4;145.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:35:00+00:00;86.0;0.0;0.0;101009.0;101043.0;NaN;19.4;145.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:40:00+00:00;85.0;0.0;0.0;101012.0;101045.0;NaN;19.7;135.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:45:00+00:00;85.0;0.0;0.0;101021.0;101054.0;NaN;19.7;145.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:50:00+00:00;85.0;0.0;0.0;101019.0;101052.0;NaN;19.8;135.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 08:55:00+00:00;84.0;0.0;0.0;101023.0;101056.0;NaN;19.9;175.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:00:00+00:00;84.0;0.0;0.0;101032.0;101065.0;NaN;20.1;145.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:05:00+00:00;84.0;0.0;0.0;101032.0;101065.0;NaN;20.1;145.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:10:00+00:00;83.0;0.0;0.0;101040.0;101073.0;NaN;20.2;185.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:15:00+00:00;82.0;0.0;0.0;101038.0;101071.0;NaN;20.2;185.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:20:00+00:00;82.0;0.0;0.0;101042.0;101075.0;NaN;20.4;165.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:25:00+00:00;82.0;0.0;0.0;101042.0;101075.0;NaN;20.4;165.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:30:00+00:00;82.0;0.0;0.0;101050.0;101083.0;NaN;20.4;155.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:35:00+00:00;82.0;0.0;0.0;101045.0;101078.0;NaN;20.5;155.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:40:00+00:00;82.0;0.0;0.0;101043.0;101076.0;NaN;20.6;155.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:45:00+00:00;82.0;0.0;0.0;101043.0;101076.0;NaN;20.6;155.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:50:00+00:00;82.0;0.0;0.0;101050.0;101083.0;NaN;20.6;145.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 09:55:00+00:00;82.0;0.0;0.0;101041.0;101074.0;NaN;20.7;145.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:00:00+00:00;82.0;0.0;0.0;101050.0;101083.0;NaN;20.8;135.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:05:00+00:00;82.0;0.0;0.0;101050.0;101083.0;NaN;20.8;135.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:10:00+00:00;81.0;0.0;0.0;101038.0;101071.0;NaN;21.1;145.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:15:00+00:00;81.0;0.0;0.0;101038.0;101071.0;NaN;21.1;145.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:20:00+00:00;80.0;0.0;0.0;101044.0;101077.0;NaN;21.3;145.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:25:00+00:00;80.0;0.0;0.0;101044.0;101077.0;NaN;21.3;145.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:30:00+00:00;80.0;0.0;0.0;101036.0;101069.0;NaN;21.6;145.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:35:00+00:00;80.0;0.0;0.0;101036.0;101069.0;NaN;21.6;135.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:40:00+00:00;79.0;0.0;0.0;101047.0;101080.0;NaN;21.8;145.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:45:00+00:00;79.0;0.0;0.0;101047.0;101080.0;NaN;21.9;145.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:50:00+00:00;78.0;0.0;0.0;101057.0;101090.0;NaN;21.8;145.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 10:55:00+00:00;78.0;0.0;0.0;101057.0;101090.0;NaN;21.8;145.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:00:00+00:00;78.0;0.0;0.0;101049.0;101082.0;NaN;22.0;155.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:05:00+00:00;78.0;0.0;0.0;101049.0;101082.0;NaN;22.0;155.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:10:00+00:00;78.0;0.0;0.0;101052.0;101085.0;NaN;22.3;185.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:15:00+00:00;77.0;0.0;0.0;101062.0;101095.0;NaN;22.5;155.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:20:00+00:00;75.0;0.0;0.0;101069.0;101102.0;NaN;23.0;145.0;12.9;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:25:00+00:00;75.0;0.0;0.0;101069.0;101102.0;NaN;23.0;145.0;12.9;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:30:00+00:00;73.0;0.0;0.0;101065.0;101098.0;NaN;23.1;145.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:35:00+00:00;73.0;0.0;0.0;101065.0;101098.0;NaN;23.1;145.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:40:00+00:00;72.0;0.0;0.0;101055.0;101088.0;NaN;23.5;205.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:45:00+00:00;72.0;0.0;0.0;101055.0;101088.0;NaN;23.5;205.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:50:00+00:00;72.0;0.0;0.0;101052.0;101085.0;NaN;23.8;165.0;12.9;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 11:55:00+00:00;71.0;0.0;0.0;101056.0;101089.0;NaN;23.8;155.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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13:20:00+00:00;65.0;0.0;0.0;101047.0;101080.0;NaN;24.6;185.0;11.3;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:25:00+00:00;66.0;0.0;0.0;101038.0;101071.0;NaN;24.2;175.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:30:00+00:00;67.0;0.0;0.0;101031.0;101064.0;NaN;24.1;185.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:35:00+00:00;67.0;0.0;0.0;101031.0;101064.0;NaN;24.1;185.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:40:00+00:00;68.0;0.0;0.0;101037.0;101070.0;NaN;24.0;205.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:45:00+00:00;68.0;0.0;0.0;101037.0;101070.0;NaN;24.0;205.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:50:00+00:00;68.0;0.0;0.0;101036.0;101069.0;NaN;24.0;185.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 13:55:00+00:00;68.0;0.0;0.0;101036.0;101069.0;NaN;24.0;185.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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14:40:00+00:00;65.0;0.0;0.0;101036.0;101069.0;NaN;25.0;175.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 14:45:00+00:00;65.0;0.0;0.0;101036.0;101069.0;NaN;25.0;175.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 14:50:00+00:00;64.0;0.0;0.0;101041.0;101074.0;NaN;25.2;195.0;12.9;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 14:55:00+00:00;64.0;0.0;0.0;101043.0;101076.0;NaN;25.4;175.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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15:20:00+00:00;67.0;0.0;0.0;101038.0;101071.0;NaN;24.1;145.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 15:25:00+00:00;67.0;0.0;0.0;101038.0;101071.0;NaN;24.1;145.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 15:30:00+00:00;67.0;0.0;0.0;101049.0;101082.0;NaN;24.0;145.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 15:35:00+00:00;68.0;0.0;0.0;101039.0;101072.0;NaN;23.9;145.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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16:20:00+00:00;80.0;0.0;0.0;101070.0;101103.0;NaN;21.5;265.0;27.4;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 16:25:00+00:00;80.0;0.0;0.0;101070.0;101103.0;NaN;21.5;265.0;27.4;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 16:30:00+00:00;85.0;0.0;0.0;101091.0;101125.0;NaN;19.4;285.0;38.6;18.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 16:35:00+00:00;85.0;0.0;0.0;101091.0;101125.0;NaN;19.4;285.0;38.6;18.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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18:20:00+00:00;92.0;0.0;0.0;101177.0;101211.0;NaN;19.3;325.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:25:00+00:00;92.0;0.0;0.0;101183.0;101217.0;NaN;19.3;325.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:30:00+00:00;92.0;0.0;0.0;101201.0;101235.0;NaN;19.2;325.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:35:00+00:00;92.0;0.0;0.0;101205.0;101239.0;NaN;19.2;325.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:40:00+00:00;92.0;0.0;0.0;101209.0;101243.0;NaN;19.1;325.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:45:00+00:00;92.0;0.0;0.0;101216.0;101250.0;NaN;19.0;325.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:50:00+00:00;92.0;0.0;0.0;101216.0;101250.0;NaN;19.0;325.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 18:55:00+00:00;92.0;0.0;0.0;101230.0;101264.0;NaN;18.9;335.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:00:00+00:00;92.0;0.0;0.0;101232.0;101266.0;NaN;18.9;325.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:05:00+00:00;92.0;0.0;0.0;101236.0;101270.0;NaN;18.9;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:10:00+00:00;93.0;0.0;0.0;101248.0;101282.0;NaN;18.9;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:15:00+00:00;93.0;0.0;0.0;101248.0;101282.0;NaN;18.9;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:20:00+00:00;93.0;0.0;0.0;101258.0;101292.0;NaN;18.8;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:25:00+00:00;93.0;0.0;0.0;101262.0;101296.0;NaN;18.8;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:30:00+00:00;93.0;0.0;0.0;101253.0;101287.0;NaN;18.8;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:35:00+00:00;93.0;0.0;0.0;101264.0;101298.0;NaN;18.7;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:40:00+00:00;93.0;0.0;0.0;101264.0;101298.0;NaN;18.7;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:45:00+00:00;93.0;0.0;0.0;101267.0;101301.0;NaN;18.7;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:50:00+00:00;93.0;0.0;0.0;101280.0;101314.0;NaN;18.7;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 19:55:00+00:00;93.0;0.0;0.0;101280.0;101314.0;NaN;18.7;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:00:00+00:00;93.0;0.0;0.0;101283.0;101317.0;NaN;18.6;305.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:05:00+00:00;93.0;0.0;0.0;101283.0;101317.0;NaN;18.6;305.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:10:00+00:00;93.0;0.0;0.0;101281.0;101315.0;NaN;18.7;305.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:15:00+00:00;93.0;0.0;0.0;101281.0;101315.0;NaN;18.7;305.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:20:00+00:00;93.0;0.0;0.0;101289.0;101323.0;NaN;18.6;315.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:25:00+00:00;93.0;0.0;0.0;101300.0;101334.0;NaN;18.6;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:30:00+00:00;93.0;0.0;0.0;101303.0;101337.0;NaN;18.5;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:35:00+00:00;93.0;0.0;0.0;101298.0;101332.0;NaN;18.5;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:40:00+00:00;93.0;0.0;0.0;101305.0;101339.0;NaN;18.5;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:45:00+00:00;93.0;0.0;0.0;101305.0;101339.0;NaN;18.5;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:50:00+00:00;93.0;0.0;0.0;101302.0;101336.0;NaN;18.4;315.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 20:55:00+00:00;93.0;0.0;0.0;101302.0;101336.0;NaN;18.4;315.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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21:20:00+00:00;93.0;0.0;0.0;101304.0;101338.0;NaN;18.2;315.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:25:00+00:00;93.0;0.0;0.0;101315.0;101349.0;NaN;18.0;315.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:30:00+00:00;93.0;0.0;0.0;101311.0;101345.0;NaN;17.9;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:35:00+00:00;93.0;0.0;0.0;101311.0;101345.0;NaN;17.9;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:40:00+00:00;93.0;0.0;0.0;101310.0;101344.0;NaN;17.8;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:45:00+00:00;93.0;0.0;0.0;101319.0;101353.0;NaN;17.8;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:50:00+00:00;93.0;0.0;0.0;101315.0;101349.0;NaN;17.7;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 21:55:00+00:00;94.0;0.0;0.0;101316.0;101350.0;NaN;17.7;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:00:00+00:00;93.0;0.0;0.0;101309.0;101343.0;NaN;17.6;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:05:00+00:00;93.0;0.0;0.0;101309.0;101343.0;NaN;17.6;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:10:00+00:00;93.0;0.0;0.0;101308.0;101342.0;NaN;17.5;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:15:00+00:00;94.0;0.0;0.0;101316.0;101350.0;NaN;17.5;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:20:00+00:00;94.0;0.0;0.0;101327.0;101361.0;NaN;17.6;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:25:00+00:00;94.0;0.0;0.0;101327.0;101361.0;NaN;17.6;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:30:00+00:00;94.0;0.0;0.0;101332.0;101366.0;NaN;17.7;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 22:35:00+00:00;94.0;0.0;0.0;101336.0;101370.0;NaN;17.8;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-03 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00:40:00+00:00;94.0;0.0;0.0;101381.0;101415.0;NaN;17.2;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 00:45:00+00:00;94.0;0.0;0.0;101389.0;101423.0;NaN;17.1;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 00:50:00+00:00;94.0;0.0;0.0;101392.0;101426.0;NaN;17.2;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 00:55:00+00:00;94.0;0.0;0.0;101392.0;101426.0;NaN;17.2;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 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10:20:00+00:00;76.0;0.0;0.0;101734.0;101767.0;NaN;22.2;185.0;12.9;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:25:00+00:00;76.0;0.0;0.0;101734.0;101767.0;NaN;22.2;185.0;12.9;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:30:00+00:00;76.0;0.0;0.0;101736.0;101769.0;NaN;22.3;185.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:35:00+00:00;76.0;0.0;0.0;101736.0;101769.0;NaN;22.3;185.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:40:00+00:00;76.0;0.0;0.0;101756.0;101789.0;NaN;22.5;235.0;8.1;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:45:00+00:00;75.0;0.0;0.0;101747.0;101780.0;NaN;22.5;175.0;11.3;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:50:00+00:00;75.0;0.0;0.0;101747.0;101780.0;NaN;22.5;175.0;11.3;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 10:55:00+00:00;75.0;0.0;0.0;101743.0;101776.0;NaN;22.7;145.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:00:00+00:00;74.0;0.0;0.0;101752.0;101785.0;NaN;22.7;165.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:05:00+00:00;74.0;0.0;0.0;101757.0;101790.0;NaN;22.7;165.0;16.1;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:10:00+00:00;74.0;0.0;0.0;101742.0;101775.0;NaN;23.0;185.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:15:00+00:00;74.0;0.0;0.0;101742.0;101775.0;NaN;23.0;185.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:20:00+00:00;72.0;0.0;0.0;101747.0;101780.0;NaN;23.0;215.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:25:00+00:00;72.0;0.0;0.0;101747.0;101780.0;NaN;23.0;215.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:30:00+00:00;72.0;0.0;0.0;101746.0;101779.0;NaN;23.1;185.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:35:00+00:00;72.0;0.0;0.0;101746.0;101779.0;NaN;23.2;215.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:40:00+00:00;72.0;0.0;0.0;101743.0;101776.0;NaN;23.1;205.0;14.5;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:45:00+00:00;72.0;0.0;0.0;101743.0;101776.0;NaN;23.1;205.0;14.5;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:50:00+00:00;70.0;0.0;0.0;101745.0;101778.0;NaN;23.2;185.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 11:55:00+00:00;70.0;0.0;0.0;101745.0;101778.0;NaN;23.2;185.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:00:00+00:00;71.0;0.0;0.0;101755.0;101788.0;NaN;23.2;205.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:05:00+00:00;71.0;0.0;0.0;101755.0;101788.0;NaN;23.2;205.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:10:00+00:00;70.0;0.0;0.0;101761.0;101794.0;NaN;23.7;185.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:15:00+00:00;70.0;0.0;0.0;101761.0;101794.0;NaN;23.7;185.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:20:00+00:00;68.0;0.0;0.0;101770.0;101803.0;NaN;23.9;205.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:25:00+00:00;68.0;0.0;0.0;101770.0;101803.0;NaN;23.9;205.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:30:00+00:00;68.0;0.0;0.0;101767.0;101800.0;NaN;23.6;205.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:35:00+00:00;69.0;0.0;0.0;101766.0;101799.0;NaN;23.8;235.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:40:00+00:00;69.0;0.0;0.0;101766.0;101799.0;NaN;23.8;235.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:45:00+00:00;67.0;0.0;0.0;101756.0;101789.0;NaN;24.1;195.0;12.9;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:50:00+00:00;67.0;0.0;0.0;101764.0;101797.0;NaN;24.1;205.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 12:55:00+00:00;65.0;0.0;0.0;101757.0;101790.0;NaN;24.1;175.0;11.3;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:00:00+00:00;65.0;0.0;0.0;101772.0;101805.0;NaN;24.3;245.0;12.9;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:05:00+00:00;65.0;0.0;0.0;101772.0;101805.0;NaN;24.3;245.0;12.9;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:10:00+00:00;65.0;0.0;0.0;101786.0;101819.0;NaN;24.2;245.0;17.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:15:00+00:00;65.0;0.0;0.0;101786.0;101819.0;NaN;24.2;245.0;17.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:20:00+00:00;64.0;0.0;0.0;101774.0;101807.0;NaN;24.3;225.0;12.9;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:25:00+00:00;65.0;0.0;0.0;101775.0;101808.0;NaN;24.2;255.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:30:00+00:00;65.0;0.0;0.0;101776.0;101809.0;NaN;24.2;245.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:35:00+00:00;65.0;0.0;0.0;101776.0;101809.0;NaN;24.2;245.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:40:00+00:00;63.0;0.0;0.0;101784.0;101817.0;NaN;24.3;185.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:45:00+00:00;63.0;0.0;0.0;101784.0;101817.0;NaN;24.3;185.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:50:00+00:00;62.0;0.0;0.0;101779.0;101812.0;NaN;24.4;215.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 13:55:00+00:00;62.0;0.0;0.0;101779.0;101812.0;NaN;24.4;215.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:00:00+00:00;61.0;0.0;0.0;101779.0;101812.0;NaN;24.9;185.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:05:00+00:00;61.0;0.0;0.0;101779.0;101812.0;NaN;24.9;185.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:10:00+00:00;60.0;0.0;0.0;101776.0;101809.0;NaN;24.7;205.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:15:00+00:00;60.0;0.0;0.0;101776.0;101809.0;NaN;24.7;205.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:20:00+00:00;59.0;0.0;0.0;101775.0;101808.0;NaN;25.0;145.0;4.8;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:25:00+00:00;59.0;0.0;0.0;101775.0;101808.0;NaN;25.0;165.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:30:00+00:00;54.0;0.0;0.0;101771.0;101804.0;NaN;24.9;155.0;20.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 14:35:00+00:00;54.0;0.0;0.0;101774.0;101807.0;NaN;24.9;185.0;14.5;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 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21:00:00+00:00;87.0;0.0;0.0;101742.0;101776.0;NaN;18.5;95.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:05:00+00:00;87.0;0.0;0.0;101742.0;101776.0;NaN;18.5;95.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:10:00+00:00;87.0;0.0;0.0;101742.0;101776.0;NaN;18.4;85.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:15:00+00:00;87.0;0.0;0.0;101742.0;101776.0;NaN;18.4;85.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:20:00+00:00;87.0;0.0;0.0;101746.0;101780.0;NaN;18.3;85.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:25:00+00:00;87.0;0.0;0.0;101743.0;101777.0;NaN;18.3;95.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:30:00+00:00;87.0;0.0;0.0;101743.0;101777.0;NaN;18.3;95.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:35:00+00:00;87.0;0.0;0.0;101743.0;101777.0;NaN;18.3;95.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:40:00+00:00;86.0;0.0;0.0;101746.0;101780.0;NaN;18.3;95.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:45:00+00:00;86.0;0.0;0.0;101746.0;101780.0;NaN;18.3;95.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:50:00+00:00;86.0;0.0;0.0;101737.0;101771.0;NaN;18.2;95.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 21:55:00+00:00;86.0;0.0;0.0;101737.0;101771.0;NaN;18.2;95.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:00:00+00:00;86.0;0.0;0.0;101733.0;101767.0;NaN;18.2;95.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:05:00+00:00;85.0;0.0;0.0;101744.0;101778.0;NaN;18.1;95.0;6.4;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:10:00+00:00;85.0;0.0;0.0;101749.0;101783.0;NaN;17.9;95.0;8.1;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:15:00+00:00;85.0;0.0;0.0;101750.0;101784.0;NaN;17.9;95.0;9.7;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:20:00+00:00;85.0;0.0;0.0;101750.0;101784.0;NaN;17.9;105.0;8.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:25:00+00:00;85.0;0.0;0.0;101750.0;101784.0;NaN;17.9;105.0;8.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:30:00+00:00;84.0;0.0;0.0;101743.0;101777.0;NaN;17.8;105.0;8.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:35:00+00:00;84.0;0.0;0.0;101743.0;101777.0;NaN;17.8;105.0;8.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:40:00+00:00;83.0;0.0;0.0;101749.0;101783.0;NaN;17.8;105.0;8.1;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:45:00+00:00;83.0;0.0;0.0;101749.0;101783.0;NaN;17.8;105.0;8.1;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:50:00+00:00;83.0;0.0;0.0;101753.0;101787.0;NaN;17.7;105.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 22:55:00+00:00;83.0;0.0;0.0;101757.0;101791.0;NaN;17.7;115.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:00:00+00:00;82.0;0.0;0.0;101747.0;101781.0;NaN;17.7;115.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:05:00+00:00;82.0;0.0;0.0;101747.0;101781.0;NaN;17.7;115.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:10:00+00:00;82.0;0.0;0.0;101746.0;101780.0;NaN;17.6;105.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:15:00+00:00;82.0;0.0;0.0;101745.0;101779.0;NaN;17.3;95.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:20:00+00:00;82.0;0.0;0.0;101741.0;101775.0;NaN;17.3;115.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:25:00+00:00;82.0;0.0;0.0;101741.0;101775.0;NaN;17.3;115.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:30:00+00:00;82.0;0.0;0.0;101734.0;101768.0;NaN;17.2;115.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:35:00+00:00;82.0;0.0;0.0;101733.0;101767.0;NaN;17.1;115.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:40:00+00:00;82.0;0.0;0.0;101711.0;101745.0;NaN;17.0;105.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:45:00+00:00;82.0;0.0;0.0;101711.0;101745.0;NaN;17.0;105.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:50:00+00:00;81.0;0.0;0.0;101715.0;101749.0;NaN;17.0;105.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-04 23:55:00+00:00;81.0;0.0;0.0;101715.0;101749.0;NaN;17.1;105.0;8.1;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:00:00+00:00;79.0;0.0;0.0;101705.0;101739.0;NaN;17.4;105.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:05:00+00:00;78.0;0.0;0.0;101705.0;101739.0;NaN;17.5;105.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:10:00+00:00;77.0;0.0;0.0;101704.0;101738.0;NaN;17.7;105.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:15:00+00:00;77.0;0.0;0.0;101704.0;101738.0;NaN;17.7;105.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:20:00+00:00;76.0;0.0;0.0;101697.0;101731.0;NaN;18.1;125.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:25:00+00:00;76.0;0.0;0.0;101697.0;101731.0;NaN;18.1;125.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:30:00+00:00;74.0;0.0;0.0;101691.0;101725.0;NaN;18.5;115.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:35:00+00:00;74.0;0.0;0.0;101691.0;101725.0;NaN;18.5;115.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:40:00+00:00;73.0;0.0;0.0;101685.0;101719.0;NaN;18.6;115.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:45:00+00:00;73.0;0.0;0.0;101685.0;101719.0;NaN;18.6;115.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:50:00+00:00;73.0;0.0;0.0;101678.0;101712.0;NaN;18.6;115.0;8.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 00:55:00+00:00;73.0;0.0;0.0;101678.0;101712.0;NaN;18.6;115.0;8.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 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02:00:00+00:00;75.0;0.0;0.0;101645.0;101679.0;NaN;17.8;135.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:05:00+00:00;75.0;0.0;0.0;101645.0;101679.0;NaN;17.8;135.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:10:00+00:00;76.0;0.0;0.0;101641.0;101675.0;NaN;18.0;125.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:15:00+00:00;76.0;0.0;0.0;101641.0;101675.0;NaN;18.0;125.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:20:00+00:00;75.0;0.0;0.0;101626.0;101660.0;NaN;18.2;135.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:25:00+00:00;75.0;0.0;0.0;101626.0;101660.0;NaN;18.2;135.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:30:00+00:00;74.0;0.0;0.0;101633.0;101667.0;NaN;18.3;115.0;9.7;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:35:00+00:00;74.0;0.0;0.0;101620.0;101654.0;NaN;18.4;125.0;9.7;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:40:00+00:00;73.0;0.0;0.0;101615.0;101649.0;NaN;18.8;125.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:45:00+00:00;72.0;0.0;0.0;101609.0;101643.0;NaN;18.9;115.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:50:00+00:00;72.0;0.0;0.0;101619.0;101653.0;NaN;19.0;115.0;9.7;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 02:55:00+00:00;72.0;0.0;0.0;101619.0;101653.0;NaN;19.0;115.0;9.7;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:00:00+00:00;72.0;0.0;0.0;101621.0;101655.0;NaN;19.0;125.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:05:00+00:00;72.0;0.0;0.0;101621.0;101655.0;NaN;19.0;125.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:10:00+00:00;72.0;0.0;0.0;101627.0;101661.0;NaN;19.1;135.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:15:00+00:00;72.0;0.0;0.0;101627.0;101661.0;NaN;19.1;135.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:20:00+00:00;73.0;0.0;0.0;101624.0;101658.0;NaN;18.9;135.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:25:00+00:00;73.0;0.0;0.0;101624.0;101658.0;NaN;18.9;135.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:30:00+00:00;73.0;0.0;0.0;101655.0;101689.0;NaN;18.8;135.0;11.3;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:35:00+00:00;74.0;0.0;0.0;101653.0;101687.0;NaN;18.7;145.0;9.7;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:40:00+00:00;74.0;0.0;0.0;101653.0;101687.0;NaN;18.7;145.0;9.7;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:45:00+00:00;75.0;0.0;0.0;101661.0;101695.0;NaN;18.5;145.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:50:00+00:00;75.0;0.0;0.0;101649.0;101683.0;NaN;18.5;135.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 03:55:00+00:00;75.0;0.0;0.0;101649.0;101683.0;NaN;18.5;135.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:00:00+00:00;75.0;0.0;0.0;101648.0;101682.0;NaN;18.6;135.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:05:00+00:00;75.0;0.0;0.0;101648.0;101682.0;NaN;18.6;135.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:10:00+00:00;75.0;0.0;0.0;101653.0;101687.0;NaN;18.6;145.0;9.7;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:15:00+00:00;75.0;0.0;0.0;101648.0;101682.0;NaN;18.7;145.0;11.3;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:20:00+00:00;74.0;0.0;0.0;101661.0;101695.0;NaN;18.7;135.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:25:00+00:00;74.0;0.0;0.0;101658.0;101692.0;NaN;18.8;135.0;9.7;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:30:00+00:00;75.0;0.0;0.0;101670.0;101704.0;NaN;18.8;145.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:35:00+00:00;75.0;0.0;0.0;101670.0;101704.0;NaN;18.8;145.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:40:00+00:00;75.0;0.0;0.0;101672.0;101706.0;NaN;18.9;145.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:45:00+00:00;75.0;0.0;0.0;101672.0;101706.0;NaN;18.9;145.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:50:00+00:00;75.0;0.0;0.0;101678.0;101712.0;NaN;18.7;145.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 04:55:00+00:00;75.0;0.0;0.0;101678.0;101712.0;NaN;18.7;145.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:00:00+00:00;76.0;0.0;0.0;101690.0;101724.0;NaN;18.5;165.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:05:00+00:00;76.0;0.0;0.0;101690.0;101724.0;NaN;18.5;165.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:10:00+00:00;77.0;0.0;0.0;101697.0;101731.0;NaN;18.2;135.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:15:00+00:00;77.0;0.0;0.0;101697.0;101731.0;NaN;18.2;135.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:20:00+00:00;78.0;0.0;0.0;101726.0;101760.0;NaN;18.0;155.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:25:00+00:00;78.0;0.0;0.0;101734.0;101768.0;NaN;17.9;175.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:30:00+00:00;78.0;0.0;0.0;101738.0;101772.0;NaN;17.8;155.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:35:00+00:00;78.0;0.0;0.0;101738.0;101772.0;NaN;17.8;155.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:40:00+00:00;79.0;0.0;0.0;101754.0;101788.0;NaN;17.7;145.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:45:00+00:00;79.0;0.0;0.0;101754.0;101788.0;NaN;17.7;145.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:50:00+00:00;79.0;0.0;0.0;101750.0;101784.0;NaN;17.6;135.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 05:55:00+00:00;80.0;0.0;0.0;101756.0;101790.0;NaN;17.6;135.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:00:00+00:00;80.0;0.0;0.0;101766.0;101800.0;NaN;17.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:05:00+00:00;80.0;0.0;0.0;101766.0;101800.0;NaN;17.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:10:00+00:00;80.0;0.0;0.0;101761.0;101795.0;NaN;17.5;135.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:15:00+00:00;80.0;0.0;0.0;101776.0;101810.0;NaN;17.4;135.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:20:00+00:00;81.0;0.0;0.0;101796.0;101830.0;NaN;17.6;165.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:25:00+00:00;81.0;0.0;0.0;101791.0;101825.0;NaN;17.9;145.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:30:00+00:00;81.0;0.0;0.0;101791.0;101825.0;NaN;17.9;145.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:35:00+00:00;80.0;0.0;0.0;101801.0;101835.0;NaN;18.1;145.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:40:00+00:00;80.0;0.0;0.0;101814.0;101848.0;NaN;18.7;145.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:45:00+00:00;80.0;0.0;0.0;101814.0;101848.0;NaN;18.7;145.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:50:00+00:00;77.0;0.0;0.0;101806.0;101840.0;NaN;19.3;145.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 06:55:00+00:00;77.0;0.0;0.0;101806.0;101840.0;NaN;19.3;145.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 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07:20:00+00:00;75.0;0.0;0.0;101816.0;101850.0;NaN;20.1;145.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:25:00+00:00;75.0;0.0;0.0;101816.0;101850.0;NaN;20.1;145.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:30:00+00:00;75.0;0.0;0.0;101821.0;101855.0;NaN;20.0;145.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:35:00+00:00;76.0;0.0;0.0;101818.0;101852.0;NaN;20.0;145.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:40:00+00:00;76.0;0.0;0.0;101819.0;101853.0;NaN;20.0;145.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:45:00+00:00;76.0;0.0;0.0;101819.0;101853.0;NaN;20.0;145.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:50:00+00:00;76.0;0.0;0.0;101833.0;101867.0;NaN;20.2;195.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 07:55:00+00:00;76.0;0.0;0.0;101833.0;101867.0;NaN;20.2;195.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:00:00+00:00;76.0;0.0;0.0;101832.0;101866.0;NaN;20.5;185.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:05:00+00:00;76.0;0.0;0.0;101832.0;101866.0;NaN;20.5;185.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:10:00+00:00;75.0;0.0;0.0;101857.0;101891.0;NaN;20.8;175.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:15:00+00:00;75.0;0.0;0.0;101857.0;101891.0;NaN;20.8;175.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:20:00+00:00;74.0;0.0;0.0;101867.0;101901.0;NaN;21.1;195.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:25:00+00:00;74.0;0.0;0.0;101867.0;101901.0;NaN;21.1;195.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:30:00+00:00;72.0;0.0;0.0;101874.0;101908.0;NaN;21.3;185.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:35:00+00:00;72.0;0.0;0.0;101874.0;101908.0;NaN;21.3;185.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:40:00+00:00;73.0;0.0;0.0;101871.0;101905.0;NaN;21.6;175.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:45:00+00:00;73.0;0.0;0.0;101871.0;101905.0;NaN;21.6;175.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:50:00+00:00;71.0;0.0;0.0;101868.0;101902.0;NaN;21.9;185.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 08:55:00+00:00;72.0;0.0;0.0;101873.0;101907.0;NaN;22.0;185.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:00:00+00:00;72.0;0.0;0.0;101873.0;101907.0;NaN;22.0;185.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:05:00+00:00;71.0;0.0;0.0;101864.0;101898.0;NaN;22.0;195.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:10:00+00:00;72.0;0.0;0.0;101875.0;101909.0;NaN;22.1;155.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:15:00+00:00;72.0;0.0;0.0;101869.0;101903.0;NaN;22.1;185.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:20:00+00:00;72.0;0.0;0.0;101880.0;101914.0;NaN;22.1;155.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:25:00+00:00;72.0;0.0;0.0;101880.0;101914.0;NaN;22.1;155.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:30:00+00:00;72.0;0.0;0.0;101864.0;101897.0;NaN;22.1;145.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:35:00+00:00;72.0;0.0;0.0;101866.0;101900.0;NaN;22.1;145.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:40:00+00:00;72.0;0.0;0.0;101861.0;101895.0;NaN;22.0;175.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:45:00+00:00;72.0;0.0;0.0;101861.0;101895.0;NaN;22.0;175.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:50:00+00:00;72.0;0.0;0.0;101857.0;101890.0;NaN;22.1;165.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 09:55:00+00:00;72.0;0.0;0.0;101847.0;101880.0;NaN;22.2;185.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:00:00+00:00;72.0;0.0;0.0;101868.0;101901.0;NaN;22.5;175.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:05:00+00:00;72.0;0.0;0.0;101868.0;101901.0;NaN;22.5;175.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:10:00+00:00;70.0;0.0;0.0;101875.0;101908.0;NaN;23.0;215.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:15:00+00:00;70.0;0.0;0.0;101875.0;101908.0;NaN;23.0;215.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:20:00+00:00;69.0;0.0;0.0;101877.0;101910.0;NaN;23.5;235.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:25:00+00:00;69.0;0.0;0.0;101877.0;101910.0;NaN;23.5;235.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:30:00+00:00;69.0;0.0;0.0;101879.0;101912.0;NaN;24.4;265.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:35:00+00:00;69.0;0.0;0.0;101879.0;101912.0;NaN;24.4;265.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:40:00+00:00;66.0;0.0;0.0;101875.0;101908.0;NaN;24.9;195.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:45:00+00:00;66.0;0.0;0.0;101867.0;101900.0;NaN;25.4;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:50:00+00:00;66.0;0.0;0.0;101867.0;101900.0;NaN;25.4;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 10:55:00+00:00;64.0;0.0;0.0;101861.0;101894.0;NaN;25.6;155.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:00:00+00:00;64.0;0.0;0.0;101851.0;101884.0;NaN;25.6;145.0;8.1;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:05:00+00:00;64.0;0.0;0.0;101851.0;101884.0;NaN;25.6;145.0;8.1;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:10:00+00:00;64.0;0.0;0.0;101840.0;101873.0;NaN;25.6;125.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:15:00+00:00;64.0;0.0;0.0;101840.0;101873.0;NaN;25.6;125.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:20:00+00:00;64.0;0.0;0.0;101834.0;101867.0;NaN;25.6;145.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:25:00+00:00;64.0;0.0;0.0;101834.0;101867.0;NaN;25.6;145.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:30:00+00:00;63.0;0.0;0.0;101833.0;101866.0;NaN;25.6;145.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:35:00+00:00;63.0;0.0;0.0;101824.0;101857.0;NaN;25.7;135.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:40:00+00:00;62.0;0.0;0.0;101809.0;101842.0;NaN;25.7;115.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:45:00+00:00;62.0;0.0;0.0;101809.0;101842.0;NaN;25.7;115.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:50:00+00:00;62.0;0.0;0.0;101819.0;101852.0;NaN;25.4;165.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 11:55:00+00:00;62.0;0.0;0.0;101819.0;101852.0;NaN;25.4;165.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:00:00+00:00;63.0;0.0;0.0;101819.0;101852.0;NaN;25.3;165.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:05:00+00:00;63.0;0.0;0.0;101819.0;101852.0;NaN;25.3;165.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:10:00+00:00;63.0;0.0;0.0;101823.0;101856.0;NaN;25.2;185.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:15:00+00:00;63.0;0.0;0.0;101823.0;101856.0;NaN;25.2;185.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 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12:40:00+00:00;62.0;0.0;0.0;101815.0;101848.0;NaN;25.4;185.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:45:00+00:00;63.0;0.0;0.0;101807.0;101840.0;NaN;25.5;135.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:50:00+00:00;62.0;0.0;0.0;101806.0;101839.0;NaN;25.5;155.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 12:55:00+00:00;62.0;0.0;0.0;101817.0;101850.0;NaN;25.5;185.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:00:00+00:00;61.0;0.0;0.0;101801.0;101834.0;NaN;25.5;155.0;12.9;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:05:00+00:00;61.0;0.0;0.0;101801.0;101834.0;NaN;25.5;155.0;12.9;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:10:00+00:00;62.0;0.0;0.0;101797.0;101830.0;NaN;25.5;205.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:15:00+00:00;61.0;0.0;0.0;101777.0;101810.0;NaN;25.6;225.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 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13:40:00+00:00;62.0;0.0;0.0;101770.0;101803.0;NaN;25.8;185.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:45:00+00:00;62.0;0.0;0.0;101770.0;101803.0;NaN;25.8;185.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:50:00+00:00;61.0;0.0;0.0;101763.0;101796.0;NaN;26.0;185.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 13:55:00+00:00;60.0;0.0;0.0;101752.0;101785.0;NaN;26.2;165.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:00:00+00:00;58.0;0.0;0.0;101749.0;101782.0;NaN;26.3;165.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:05:00+00:00;58.0;0.0;0.0;101749.0;101782.0;NaN;26.3;205.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:10:00+00:00;60.0;0.0;0.0;101731.0;101764.0;NaN;26.5;195.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:15:00+00:00;61.0;0.0;0.0;101728.0;101761.0;NaN;26.5;135.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 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14:40:00+00:00;62.0;0.0;0.0;101691.0;101724.0;NaN;25.9;115.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:45:00+00:00;62.0;0.0;0.0;101691.0;101724.0;NaN;25.9;115.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:50:00+00:00;63.0;0.0;0.0;101678.0;101711.0;NaN;25.8;115.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 14:55:00+00:00;62.0;0.0;0.0;101666.0;101699.0;NaN;25.7;115.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:00:00+00:00;64.0;0.0;0.0;101661.0;101694.0;NaN;25.7;105.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:05:00+00:00;63.0;0.0;0.0;101666.0;101699.0;NaN;25.6;115.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:10:00+00:00;63.0;0.0;0.0;101654.0;101687.0;NaN;25.3;115.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:15:00+00:00;64.0;0.0;0.0;101643.0;101676.0;NaN;25.2;105.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:20:00+00:00;64.0;0.0;0.0;101664.0;101697.0;NaN;25.1;105.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:25:00+00:00;64.0;0.0;0.0;101664.0;101697.0;NaN;25.1;105.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:30:00+00:00;64.0;0.0;0.0;101646.0;101679.0;NaN;24.9;105.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 15:35:00+00:00;64.0;0.0;0.0;101613.0;101646.0;NaN;24.8;105.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-05 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10:20:00+00:00;71.0;0.0;0.0;101512.0;101545.0;NaN;23.2;225.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:25:00+00:00;71.0;0.0;0.0;101512.0;101545.0;NaN;23.2;235.0;12.9;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:30:00+00:00;70.0;0.0;0.0;101499.0;101532.0;NaN;23.5;235.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:35:00+00:00;68.0;0.0;0.0;101493.0;101526.0;NaN;23.6;245.0;11.3;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:40:00+00:00;67.0;0.0;0.0;101481.0;101514.0;NaN;23.7;245.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:45:00+00:00;67.0;0.0;0.0;101488.0;101521.0;NaN;23.9;205.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:50:00+00:00;67.0;0.0;0.0;101488.0;101521.0;NaN;23.9;205.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 10:55:00+00:00;67.0;0.0;0.0;101484.0;101517.0;NaN;24.0;265.0;14.5;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:00:00+00:00;66.0;0.0;0.0;101503.0;101536.0;NaN;24.1;235.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:05:00+00:00;66.0;0.0;0.0;101503.0;101536.0;NaN;24.1;235.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:10:00+00:00;65.0;0.0;0.0;101496.0;101529.0;NaN;24.4;225.0;14.5;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:15:00+00:00;64.0;0.0;0.0;101495.0;101528.0;NaN;24.3;235.0;11.3;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:20:00+00:00;65.0;0.0;0.0;101497.0;101530.0;NaN;24.4;215.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:25:00+00:00;65.0;0.0;0.0;101497.0;101530.0;NaN;24.4;215.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:30:00+00:00;63.0;0.0;0.0;101496.0;101529.0;NaN;24.9;245.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:35:00+00:00;63.0;0.0;0.0;101496.0;101529.0;NaN;24.9;245.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:40:00+00:00;63.0;0.0;0.0;101502.0;101535.0;NaN;24.9;185.0;14.5;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:45:00+00:00;63.0;0.0;0.0;101496.0;101529.0;NaN;24.7;235.0;14.5;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:50:00+00:00;63.0;0.0;0.0;101490.0;101523.0;NaN;24.5;205.0;14.5;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 11:55:00+00:00;63.0;0.0;0.0;101490.0;101523.0;NaN;24.5;205.0;14.5;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:00:00+00:00;64.0;0.0;0.0;101501.0;101534.0;NaN;24.3;175.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:05:00+00:00;64.0;0.0;0.0;101501.0;101534.0;NaN;24.3;175.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:10:00+00:00;64.0;0.0;0.0;101497.0;101530.0;NaN;24.6;185.0;14.5;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:15:00+00:00;62.0;0.0;0.0;101487.0;101520.0;NaN;25.0;185.0;14.5;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:20:00+00:00;62.0;0.0;0.0;101493.0;101526.0;NaN;25.3;205.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:25:00+00:00;62.0;0.0;0.0;101493.0;101526.0;NaN;25.3;205.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:30:00+00:00;61.0;0.0;0.0;101485.0;101518.0;NaN;25.5;245.0;16.1;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:35:00+00:00;61.0;0.0;0.0;101471.0;101504.0;NaN;24.9;185.0;14.5;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:40:00+00:00;61.0;0.0;0.0;101471.0;101504.0;NaN;24.6;175.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:45:00+00:00;61.0;0.0;0.0;101471.0;101504.0;NaN;24.6;175.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:50:00+00:00;61.0;0.0;0.0;101463.0;101496.0;NaN;24.6;195.0;12.9;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 12:55:00+00:00;62.0;0.0;0.0;101460.0;101493.0;NaN;24.6;255.0;12.9;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:00:00+00:00;63.0;0.0;0.0;101457.0;101490.0;NaN;24.4;215.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:05:00+00:00;63.0;0.0;0.0;101457.0;101490.0;NaN;24.4;215.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:10:00+00:00;64.0;0.0;0.0;101443.0;101476.0;NaN;24.6;215.0;11.3;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:15:00+00:00;64.0;0.0;0.0;101443.0;101476.0;NaN;24.6;215.0;11.3;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:20:00+00:00;63.0;0.0;0.0;101442.0;101475.0;NaN;24.6;225.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:25:00+00:00;63.0;0.0;0.0;101442.0;101475.0;NaN;24.6;225.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:30:00+00:00;62.0;0.0;0.0;101433.0;101466.0;NaN;24.8;215.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:35:00+00:00;61.0;0.0;0.0;101436.0;101469.0;NaN;25.1;185.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:40:00+00:00;61.0;0.0;0.0;101421.0;101454.0;NaN;25.2;195.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:45:00+00:00;61.0;0.0;0.0;101421.0;101454.0;NaN;25.2;195.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:50:00+00:00;61.0;0.0;0.0;101415.0;101448.0;NaN;25.3;205.0;11.3;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 13:55:00+00:00;61.0;0.0;0.0;101415.0;101448.0;NaN;25.3;205.0;11.3;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 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14:20:00+00:00;61.0;0.0;0.0;101392.0;101425.0;NaN;24.7;185.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 14:25:00+00:00;61.0;0.0;0.0;101392.0;101425.0;NaN;24.7;185.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 14:30:00+00:00;61.0;0.0;0.0;101403.0;101436.0;NaN;24.3;195.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 14:35:00+00:00;61.0;0.0;0.0;101403.0;101436.0;NaN;24.3;195.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-06 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05:40:00+00:00;93.0;0.0;0.0;101132.0;101166.0;NaN;14.4;255.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 05:45:00+00:00;93.0;0.0;0.0;101140.0;101174.0;NaN;14.5;245.0;9.7;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 05:50:00+00:00;94.0;0.0;0.0;101143.0;101177.0;NaN;14.5;255.0;9.7;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 05:55:00+00:00;94.0;0.0;0.0;101155.0;101189.0;NaN;14.5;245.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:00:00+00:00;94.0;0.0;0.0;101155.0;101189.0;NaN;14.5;245.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:05:00+00:00;93.0;0.0;0.0;101163.0;101197.0;NaN;14.5;255.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:10:00+00:00;93.0;0.0;0.0;101163.0;101197.0;NaN;14.5;255.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:15:00+00:00;94.0;0.0;0.0;101173.0;101207.0;NaN;14.5;235.0;14.5;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:20:00+00:00;94.0;0.0;0.0;101173.0;101207.0;NaN;14.5;235.0;14.5;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:25:00+00:00;94.0;0.0;0.0;101174.0;101208.0;NaN;14.6;235.0;14.5;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:30:00+00:00;94.0;0.0;0.0;101182.0;101216.0;NaN;14.6;255.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:35:00+00:00;94.0;0.0;0.0;101194.0;101228.0;NaN;14.7;265.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:40:00+00:00;94.0;0.0;0.0;101191.0;101225.0;NaN;14.9;245.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:45:00+00:00;94.0;0.0;0.0;101212.0;101246.0;NaN;15.1;255.0;14.5;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:50:00+00:00;94.0;0.0;0.0;101206.0;101240.0;NaN;15.3;255.0;16.1;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 06:55:00+00:00;94.0;0.0;0.0;101223.0;101257.0;NaN;15.4;265.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:00:00+00:00;94.0;0.0;0.0;101223.0;101257.0;NaN;15.4;265.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:05:00+00:00;94.0;0.0;0.0;101236.0;101270.0;NaN;15.5;265.0;16.1;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:10:00+00:00;94.0;0.0;0.0;101235.0;101269.0;NaN;15.7;265.0;16.1;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:15:00+00:00;94.0;0.0;0.0;101240.0;101274.0;NaN;15.8;255.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:20:00+00:00;94.0;0.0;0.0;101252.0;101286.0;NaN;15.9;275.0;11.3;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:25:00+00:00;94.0;0.0;0.0;101255.0;101289.0;NaN;16.1;275.0;12.9;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:30:00+00:00;94.0;0.0;0.0;101264.0;101298.0;NaN;16.2;275.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 07:35:00+00:00;94.0;0.0;0.0;101280.0;101314.0;NaN;16.2;295.0;17.7;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 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08:20:00+00:00;89.0;0.0;0.0;101305.0;101339.0;NaN;17.7;295.0;19.3;12.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 08:25:00+00:00;88.0;0.0;0.0;101314.0;101348.0;NaN;17.9;285.0;19.3;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 08:30:00+00:00;86.0;0.0;0.0;101327.0;101361.0;NaN;18.2;295.0;24.1;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 08:35:00+00:00;86.0;0.0;0.0;101327.0;101361.0;NaN;18.2;295.0;24.1;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 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11:00:00+00:00;84.0;0.0;0.0;101425.0;101459.0;NaN;18.6;295.0;24.1;12.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:05:00+00:00;82.0;0.0;0.0;101437.0;101471.0;NaN;19.4;305.0;24.1;15.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:10:00+00:00;82.0;0.0;0.0;101437.0;101471.0;NaN;19.4;305.0;24.1;15.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:15:00+00:00;79.0;0.0;0.0;101433.0;101467.0;NaN;19.3;295.0;24.1;14.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:20:00+00:00;79.0;0.0;0.0;101433.0;101467.0;NaN;19.3;295.0;24.1;14.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:25:00+00:00;80.0;0.0;0.0;101438.0;101472.0;NaN;19.2;305.0;20.9;13.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:30:00+00:00;78.0;0.0;0.0;101439.0;101473.0;NaN;19.3;305.0;25.7;15.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 11:35:00+00:00;79.0;0.0;0.0;101442.0;101476.0;NaN;19.1;305.0;25.7;14.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-10 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02:20:00+00:00;93.0;0.0;0.0;101881.0;101916.0;NaN;13.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:25:00+00:00;93.0;0.0;0.0;101881.0;101916.0;NaN;13.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:30:00+00:00;93.0;0.0;0.0;101875.0;101910.0;NaN;13.2;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:35:00+00:00;93.0;0.0;0.0;101891.0;101926.0;NaN;13.2;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:40:00+00:00;93.0;0.0;0.0;101877.0;101912.0;NaN;13.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:45:00+00:00;93.0;0.0;0.0;101887.0;101922.0;NaN;13.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:50:00+00:00;94.0;0.0;0.0;101898.0;101933.0;NaN;13.2;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 02:55:00+00:00;94.0;0.0;0.0;101898.0;101933.0;NaN;13.2;255.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:00:00+00:00;94.0;0.0;0.0;101893.0;101928.0;NaN;13.4;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:05:00+00:00;94.0;0.0;0.0;101893.0;101928.0;NaN;13.4;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:10:00+00:00;94.0;0.0;0.0;101884.0;101919.0;NaN;13.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:15:00+00:00;94.0;0.0;0.0;101884.0;101919.0;NaN;13.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:20:00+00:00;94.0;0.0;0.0;101905.0;101940.0;NaN;13.3;185.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:25:00+00:00;94.0;0.0;0.0;101905.0;101940.0;NaN;13.3;185.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:30:00+00:00;94.0;0.0;0.0;101908.0;101943.0;NaN;13.4;185.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:35:00+00:00;94.0;0.0;0.0;101906.0;101941.0;NaN;13.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:40:00+00:00;94.0;0.0;0.0;101903.0;101938.0;NaN;13.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:45:00+00:00;94.0;0.0;0.0;101903.0;101938.0;NaN;13.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:50:00+00:00;94.0;0.0;0.0;101912.0;101947.0;NaN;13.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 03:55:00+00:00;94.0;0.0;0.0;101912.0;101947.0;NaN;13.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:00:00+00:00;93.0;0.0;0.0;101903.0;101938.0;NaN;13.3;185.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:05:00+00:00;93.0;0.0;0.0;101903.0;101938.0;NaN;13.3;185.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:10:00+00:00;93.0;0.0;0.0;101914.0;101949.0;NaN;13.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:15:00+00:00;93.0;0.0;0.0;101900.0;101935.0;NaN;13.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:20:00+00:00;93.0;0.0;0.0;101905.0;101940.0;NaN;13.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:25:00+00:00;93.0;0.0;0.0;101909.0;101944.0;NaN;12.7;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:30:00+00:00;93.0;0.0;0.0;101917.0;101952.0;NaN;12.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:35:00+00:00;94.0;0.0;0.0;101919.0;101954.0;NaN;12.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:40:00+00:00;94.0;0.0;0.0;101906.0;101941.0;NaN;12.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:45:00+00:00;94.0;0.0;0.0;101906.0;101941.0;NaN;12.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:50:00+00:00;94.0;0.0;0.0;101913.0;101948.0;NaN;12.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 04:55:00+00:00;94.0;0.0;0.0;101913.0;101948.0;NaN;12.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:00:00+00:00;94.0;0.0;0.0;101925.0;101960.0;NaN;13.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:05:00+00:00;94.0;0.0;0.0;101925.0;101960.0;NaN;13.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:10:00+00:00;93.0;0.0;0.0;101922.0;101957.0;NaN;12.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:15:00+00:00;93.0;0.0;0.0;101922.0;101957.0;NaN;12.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:20:00+00:00;93.0;0.0;0.0;101934.0;101969.0;NaN;12.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:25:00+00:00;93.0;0.0;0.0;101934.0;101969.0;NaN;12.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:30:00+00:00;93.0;0.0;0.0;101939.0;101974.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:35:00+00:00;94.0;0.0;0.0;101948.0;101983.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:40:00+00:00;94.0;0.0;0.0;101954.0;101989.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:45:00+00:00;94.0;0.0;0.0;101954.0;101989.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:50:00+00:00;93.0;0.0;0.0;101955.0;101990.0;NaN;11.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 05:55:00+00:00;93.0;0.0;0.0;101967.0;102002.0;NaN;11.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:00:00+00:00;94.0;0.0;0.0;101963.0;101998.0;NaN;11.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:05:00+00:00;94.0;0.0;0.0;101963.0;101998.0;NaN;11.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:10:00+00:00;94.0;0.0;0.0;101963.0;101998.0;NaN;11.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:15:00+00:00;95.0;0.0;0.0;101954.0;101989.0;NaN;12.4;185.0;0.0;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:20:00+00:00;95.0;0.0;0.0;101956.0;101991.0;NaN;13.0;185.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:25:00+00:00;95.0;0.0;0.0;101956.0;101991.0;NaN;13.0;185.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:30:00+00:00;95.0;0.0;0.0;101965.0;102000.0;NaN;13.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:35:00+00:00;95.0;0.0;0.0;101970.0;102005.0;NaN;13.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:40:00+00:00;95.0;0.0;0.0;101970.0;102004.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:45:00+00:00;95.0;0.0;0.0;101970.0;102004.0;NaN;13.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:50:00+00:00;95.0;0.0;0.0;101971.0;102005.0;NaN;14.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 06:55:00+00:00;95.0;0.0;0.0;101971.0;102005.0;NaN;14.3;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:00:00+00:00;95.0;0.0;0.0;101973.0;102007.0;NaN;14.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:05:00+00:00;95.0;0.0;0.0;101973.0;102007.0;NaN;14.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:10:00+00:00;95.0;0.0;0.0;101985.0;102019.0;NaN;15.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:15:00+00:00;95.0;0.0;0.0;101985.0;102019.0;NaN;15.2;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:20:00+00:00;95.0;0.0;0.0;101988.0;102022.0;NaN;15.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:25:00+00:00;95.0;0.0;0.0;101988.0;102022.0;NaN;15.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:30:00+00:00;95.0;0.0;0.0;101990.0;102024.0;NaN;16.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:35:00+00:00;95.0;0.0;0.0;101990.0;102024.0;NaN;16.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:40:00+00:00;95.0;0.0;0.0;101998.0;102032.0;NaN;16.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:45:00+00:00;95.0;0.0;0.0;101998.0;102032.0;NaN;16.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:50:00+00:00;95.0;0.0;0.0;101991.0;102025.0;NaN;16.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 07:55:00+00:00;95.0;0.0;0.0;101991.0;102025.0;NaN;16.6;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:00:00+00:00;96.0;0.0;0.0;101999.0;102033.0;NaN;17.4;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:05:00+00:00;95.0;0.0;0.0;101996.0;102030.0;NaN;17.8;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:10:00+00:00;95.0;0.0;0.0;101991.0;102025.0;NaN;18.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:15:00+00:00;95.0;0.0;0.0;101991.0;102025.0;NaN;18.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:20:00+00:00;94.0;0.0;0.0;101993.0;102027.0;NaN;18.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:25:00+00:00;94.0;0.0;0.0;101993.0;102027.0;NaN;18.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:30:00+00:00;93.0;0.0;0.0;102003.0;102037.0;NaN;18.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:35:00+00:00;93.0;0.0;0.0;102003.0;102037.0;NaN;18.5;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:40:00+00:00;93.0;0.0;0.0;101996.0;102030.0;NaN;18.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:45:00+00:00;93.0;0.0;0.0;101996.0;102030.0;NaN;18.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:50:00+00:00;92.0;0.0;0.0;102008.0;102042.0;NaN;18.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 08:55:00+00:00;92.0;0.0;0.0;102008.0;102042.0;NaN;18.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:00:00+00:00;90.0;0.0;0.0;102006.0;102040.0;NaN;19.4;25.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:05:00+00:00;90.0;0.0;0.0;102006.0;102040.0;NaN;19.4;25.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:10:00+00:00;87.0;0.0;0.0;102005.0;102039.0;NaN;19.6;25.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:15:00+00:00;84.0;0.0;0.0;102001.0;102035.0;NaN;19.9;25.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:20:00+00:00;78.0;0.0;0.0;102015.0;102049.0;NaN;20.7;125.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:25:00+00:00;78.0;0.0;0.0;102015.0;102049.0;NaN;20.7;125.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:30:00+00:00;76.0;0.0;0.0;102011.0;102045.0;NaN;21.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:35:00+00:00;76.0;0.0;0.0;102011.0;102045.0;NaN;21.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:40:00+00:00;71.0;0.0;0.0;102026.0;102060.0;NaN;21.8;35.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:45:00+00:00;72.0;0.0;0.0;102033.0;102067.0;NaN;21.9;325.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:50:00+00:00;72.0;0.0;0.0;102033.0;102067.0;NaN;21.9;325.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 09:55:00+00:00;71.0;0.0;0.0;102035.0;102069.0;NaN;21.9;325.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:00:00+00:00;69.0;0.0;0.0;102028.0;102062.0;NaN;21.9;325.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:05:00+00:00;68.0;0.0;0.0;102030.0;102064.0;NaN;22.0;325.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:10:00+00:00;67.0;0.0;0.0;102029.0;102063.0;NaN;22.4;45.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:15:00+00:00;67.0;0.0;0.0;102029.0;102063.0;NaN;22.4;45.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:20:00+00:00;66.0;0.0;0.0;102025.0;102059.0;NaN;22.5;145.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:25:00+00:00;66.0;0.0;0.0;102025.0;102059.0;NaN;22.5;145.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:30:00+00:00;68.0;0.0;0.0;102017.0;102051.0;NaN;22.1;95.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:35:00+00:00;68.0;0.0;0.0;102017.0;102051.0;NaN;22.1;95.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:40:00+00:00;67.0;0.0;0.0;102011.0;102045.0;NaN;22.1;145.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:45:00+00:00;67.0;0.0;0.0;102011.0;102045.0;NaN;22.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:50:00+00:00;68.0;0.0;0.0;102002.0;102036.0;NaN;22.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 10:55:00+00:00;68.0;0.0;0.0;102002.0;102036.0;NaN;22.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:00:00+00:00;66.0;0.0;0.0;101990.0;102023.0;NaN;22.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:05:00+00:00;66.0;0.0;0.0;101990.0;102023.0;NaN;22.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:10:00+00:00;66.0;0.0;0.0;101993.0;102026.0;NaN;22.8;155.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:15:00+00:00;66.0;0.0;0.0;101993.0;102026.0;NaN;22.8;155.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:20:00+00:00;65.0;0.0;0.0;101990.0;102023.0;NaN;22.7;145.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:25:00+00:00;65.0;0.0;0.0;101990.0;102023.0;NaN;22.7;145.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:30:00+00:00;65.0;0.0;0.0;101983.0;102016.0;NaN;22.6;155.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:35:00+00:00;65.0;0.0;0.0;101977.0;102010.0;NaN;22.8;175.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:40:00+00:00;65.0;0.0;0.0;101977.0;102010.0;NaN;22.8;175.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:45:00+00:00;63.0;0.0;0.0;101974.0;102007.0;NaN;22.9;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:50:00+00:00;65.0;0.0;0.0;101976.0;102009.0;NaN;23.2;175.0;9.7;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 11:55:00+00:00;65.0;0.0;0.0;101976.0;102009.0;NaN;23.2;175.0;9.7;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:00:00+00:00;63.0;0.0;0.0;101986.0;102019.0;NaN;23.7;115.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:05:00+00:00;63.0;0.0;0.0;101986.0;102019.0;NaN;23.7;115.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:10:00+00:00;63.0;0.0;0.0;101967.0;102000.0;NaN;23.6;195.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:15:00+00:00;63.0;0.0;0.0;101967.0;102000.0;NaN;23.6;195.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:20:00+00:00;64.0;0.0;0.0;101967.0;102000.0;NaN;23.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:25:00+00:00;64.0;0.0;0.0;101967.0;102000.0;NaN;23.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:30:00+00:00;64.0;0.0;0.0;101956.0;101989.0;NaN;23.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:35:00+00:00;64.0;0.0;0.0;101956.0;101989.0;NaN;23.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:40:00+00:00;66.0;0.0;0.0;101962.0;101995.0;NaN;23.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:45:00+00:00;66.0;0.0;0.0;101962.0;101995.0;NaN;23.6;325.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:50:00+00:00;62.0;0.0;0.0;101952.0;101985.0;NaN;24.1;325.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 12:55:00+00:00;62.0;0.0;0.0;101952.0;101985.0;NaN;24.1;325.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:00:00+00:00;63.0;0.0;0.0;101940.0;101973.0;NaN;24.3;355.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:05:00+00:00;63.0;0.0;0.0;101940.0;101973.0;NaN;24.3;355.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:10:00+00:00;62.0;0.0;0.0;101938.0;101971.0;NaN;24.5;345.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:15:00+00:00;62.0;0.0;0.0;101946.0;101979.0;NaN;24.4;195.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:20:00+00:00;61.0;0.0;0.0;101927.0;101960.0;NaN;24.2;145.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:25:00+00:00;61.0;0.0;0.0;101924.0;101957.0;NaN;23.7;175.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:30:00+00:00;61.0;0.0;0.0;101924.0;101957.0;NaN;23.7;175.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:35:00+00:00;62.0;0.0;0.0;101913.0;101946.0;NaN;23.6;125.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:40:00+00:00;62.0;0.0;0.0;101905.0;101938.0;NaN;23.7;75.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:45:00+00:00;62.0;0.0;0.0;101905.0;101938.0;NaN;23.7;75.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:50:00+00:00;62.0;0.0;0.0;101897.0;101930.0;NaN;23.8;65.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 13:55:00+00:00;61.0;0.0;0.0;101892.0;101925.0;NaN;23.9;85.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:00:00+00:00;61.0;0.0;0.0;101886.0;101919.0;NaN;24.3;5.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:05:00+00:00;61.0;0.0;0.0;101886.0;101919.0;NaN;24.3;5.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:10:00+00:00;63.0;0.0;0.0;101884.0;101917.0;NaN;24.9;345.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:15:00+00:00;61.0;0.0;0.0;101876.0;101909.0;NaN;24.8;65.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:20:00+00:00;60.0;0.0;0.0;101875.0;101908.0;NaN;24.9;65.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:25:00+00:00;60.0;0.0;0.0;101875.0;101908.0;NaN;24.9;65.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:30:00+00:00;61.0;0.0;0.0;101863.0;101896.0;NaN;24.9;45.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:35:00+00:00;60.0;0.0;0.0;101851.0;101884.0;NaN;24.9;105.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:40:00+00:00;62.0;0.0;0.0;101842.0;101875.0;NaN;25.1;65.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:45:00+00:00;62.0;0.0;0.0;101842.0;101875.0;NaN;25.1;65.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:50:00+00:00;62.0;0.0;0.0;101844.0;101877.0;NaN;24.7;75.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 14:55:00+00:00;64.0;0.0;0.0;101841.0;101874.0;NaN;24.5;5.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:00:00+00:00;64.0;0.0;0.0;101830.0;101863.0;NaN;24.4;35.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:05:00+00:00;64.0;0.0;0.0;101830.0;101863.0;NaN;24.3;35.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:10:00+00:00;64.0;0.0;0.0;101827.0;101860.0;NaN;24.1;55.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:15:00+00:00;66.0;0.0;0.0;101823.0;101856.0;NaN;24.0;25.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:20:00+00:00;66.0;0.0;0.0;101823.0;101856.0;NaN;24.0;25.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:25:00+00:00;67.0;0.0;0.0;101810.0;101843.0;NaN;24.0;35.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:30:00+00:00;66.0;0.0;0.0;101800.0;101833.0;NaN;23.9;45.0;9.7;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:35:00+00:00;66.0;0.0;0.0;101800.0;101833.0;NaN;23.9;45.0;9.7;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:40:00+00:00;66.0;0.0;0.0;101778.0;101811.0;NaN;23.8;35.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:45:00+00:00;66.0;0.0;0.0;101778.0;101811.0;NaN;23.8;35.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:50:00+00:00;64.0;0.0;0.0;101770.0;101803.0;NaN;23.2;105.0;12.9;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 15:55:00+00:00;64.0;0.0;0.0;101770.0;101803.0;NaN;23.2;105.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:00:00+00:00;66.0;0.0;0.0;101766.0;101799.0;NaN;22.4;125.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:05:00+00:00;66.0;0.0;0.0;101766.0;101799.0;NaN;22.4;125.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:10:00+00:00;68.0;0.0;0.0;101760.0;101793.0;NaN;22.2;145.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:15:00+00:00;68.0;0.0;0.0;101757.0;101790.0;NaN;22.1;115.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:20:00+00:00;68.0;0.0;0.0;101747.0;101780.0;NaN;21.9;135.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:25:00+00:00;68.0;0.0;0.0;101747.0;101780.0;NaN;21.9;135.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:30:00+00:00;68.0;0.0;0.0;101748.0;101781.0;NaN;21.8;125.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:35:00+00:00;68.0;0.0;0.0;101755.0;101788.0;NaN;21.9;135.0;12.9;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:40:00+00:00;68.0;0.0;0.0;101745.0;101778.0;NaN;22.1;115.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:45:00+00:00;68.0;0.0;0.0;101745.0;101778.0;NaN;22.1;115.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:50:00+00:00;68.0;0.0;0.0;101736.0;101769.0;NaN;22.2;115.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 16:55:00+00:00;68.0;0.0;0.0;101727.0;101760.0;NaN;22.1;125.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:00:00+00:00;69.0;0.0;0.0;101709.0;101742.0;NaN;21.6;125.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:05:00+00:00;69.0;0.0;0.0;101709.0;101742.0;NaN;21.6;125.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:10:00+00:00;69.0;0.0;0.0;101706.0;101740.0;NaN;21.6;125.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:15:00+00:00;70.0;0.0;0.0;101712.0;101746.0;NaN;21.5;125.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:20:00+00:00;71.0;0.0;0.0;101708.0;101742.0;NaN;21.4;135.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:25:00+00:00;71.0;0.0;0.0;101708.0;101742.0;NaN;21.4;135.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:30:00+00:00;72.0;0.0;0.0;101702.0;101736.0;NaN;21.2;135.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 17:35:00+00:00;72.0;0.0;0.0;101698.0;101732.0;NaN;21.2;115.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 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18:00:00+00:00;73.0;0.0;0.0;101689.0;101723.0;NaN;20.4;125.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:05:00+00:00;73.0;0.0;0.0;101693.0;101727.0;NaN;20.2;125.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:10:00+00:00;74.0;0.0;0.0;101695.0;101729.0;NaN;19.9;125.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:15:00+00:00;74.0;0.0;0.0;101695.0;101729.0;NaN;19.9;125.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:20:00+00:00;75.0;0.0;0.0;101694.0;101728.0;NaN;19.7;135.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:25:00+00:00;75.0;0.0;0.0;101694.0;101728.0;NaN;19.7;135.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:30:00+00:00;76.0;0.0;0.0;101698.0;101732.0;NaN;19.5;135.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:35:00+00:00;76.0;0.0;0.0;101698.0;101732.0;NaN;19.3;135.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:40:00+00:00;77.0;0.0;0.0;101705.0;101739.0;NaN;19.2;135.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:45:00+00:00;78.0;0.0;0.0;101710.0;101744.0;NaN;19.1;135.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:50:00+00:00;78.0;0.0;0.0;101715.0;101749.0;NaN;19.1;135.0;3.2;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 18:55:00+00:00;78.0;0.0;0.0;101715.0;101749.0;NaN;19.1;135.0;3.2;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:00:00+00:00;79.0;0.0;0.0;101713.0;101747.0;NaN;18.9;135.0;3.2;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:05:00+00:00;79.0;0.0;0.0;101713.0;101747.0;NaN;18.9;135.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:10:00+00:00;80.0;0.0;0.0;101712.0;101746.0;NaN;18.7;135.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:15:00+00:00;80.0;0.0;0.0;101728.0;101762.0;NaN;18.6;135.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:20:00+00:00;81.0;0.0;0.0;101726.0;101760.0;NaN;18.5;135.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:25:00+00:00;81.0;0.0;0.0;101726.0;101760.0;NaN;18.5;135.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:30:00+00:00;81.0;0.0;0.0;101732.0;101766.0;NaN;18.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:35:00+00:00;81.0;0.0;0.0;101728.0;101762.0;NaN;18.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:40:00+00:00;81.0;0.0;0.0;101729.0;101763.0;NaN;18.2;145.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:45:00+00:00;81.0;0.0;0.0;101729.0;101763.0;NaN;18.2;145.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:50:00+00:00;82.0;0.0;0.0;101736.0;101770.0;NaN;18.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 19:55:00+00:00;82.0;0.0;0.0;101736.0;101770.0;NaN;18.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:00:00+00:00;83.0;0.0;0.0;101740.0;101774.0;NaN;17.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:05:00+00:00;83.0;0.0;0.0;101740.0;101774.0;NaN;17.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:10:00+00:00;83.0;0.0;0.0;101750.0;101784.0;NaN;17.7;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:15:00+00:00;83.0;0.0;0.0;101750.0;101784.0;NaN;17.7;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:20:00+00:00;83.0;0.0;0.0;101752.0;101786.0;NaN;17.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:25:00+00:00;83.0;0.0;0.0;101736.0;101770.0;NaN;17.3;155.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:30:00+00:00;83.0;0.0;0.0;101741.0;101775.0;NaN;17.1;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:35:00+00:00;84.0;0.0;0.0;101738.0;101772.0;NaN;16.9;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:40:00+00:00;84.0;0.0;0.0;101731.0;101765.0;NaN;16.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:45:00+00:00;84.0;0.0;0.0;101731.0;101765.0;NaN;16.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:50:00+00:00;85.0;0.0;0.0;101742.0;101776.0;NaN;16.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 20:55:00+00:00;85.0;0.0;0.0;101742.0;101776.0;NaN;16.7;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:00:00+00:00;86.0;0.0;0.0;101743.0;101777.0;NaN;16.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:05:00+00:00;86.0;0.0;0.0;101743.0;101777.0;NaN;16.8;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:10:00+00:00;85.0;0.0;0.0;101733.0;101767.0;NaN;16.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:15:00+00:00;85.0;0.0;0.0;101733.0;101767.0;NaN;16.6;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:20:00+00:00;86.0;0.0;0.0;101720.0;101754.0;NaN;16.4;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:25:00+00:00;86.0;0.0;0.0;101726.0;101760.0;NaN;16.3;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:30:00+00:00;86.0;0.0;0.0;101720.0;101754.0;NaN;16.3;95.0;0.0;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:35:00+00:00;86.0;0.0;0.0;101720.0;101754.0;NaN;16.3;95.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:40:00+00:00;87.0;0.0;0.0;101715.0;101749.0;NaN;16.2;95.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:45:00+00:00;87.0;0.0;0.0;101715.0;101749.0;NaN;16.2;95.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:50:00+00:00;87.0;0.0;0.0;101719.0;101753.0;NaN;16.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 21:55:00+00:00;87.0;0.0;0.0;101719.0;101753.0;NaN;16.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:00:00+00:00;87.0;0.0;0.0;101721.0;101755.0;NaN;16.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:05:00+00:00;87.0;0.0;0.0;101721.0;101755.0;NaN;16.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:10:00+00:00;87.0;0.0;0.0;101716.0;101750.0;NaN;16.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:15:00+00:00;87.0;0.0;0.0;101697.0;101731.0;NaN;16.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:20:00+00:00;87.0;0.0;0.0;101700.0;101734.0;NaN;16.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:25:00+00:00;87.0;0.0;0.0;101700.0;101734.0;NaN;16.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:30:00+00:00;87.0;0.0;0.0;101697.0;101731.0;NaN;15.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 22:35:00+00:00;87.0;0.0;0.0;101697.0;101731.0;NaN;15.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 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23:20:00+00:00;88.0;0.0;0.0;101672.0;101706.0;NaN;15.8;145.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:25:00+00:00;88.0;0.0;0.0;101672.0;101706.0;NaN;15.8;145.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:30:00+00:00;88.0;0.0;0.0;101665.0;101699.0;NaN;15.6;145.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:35:00+00:00;88.0;0.0;0.0;101665.0;101699.0;NaN;15.6;145.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:40:00+00:00;88.0;0.0;0.0;101656.0;101690.0;NaN;15.6;145.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:45:00+00:00;88.0;0.0;0.0;101656.0;101690.0;NaN;15.6;145.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:50:00+00:00;88.0;0.0;0.0;101647.0;101681.0;NaN;15.5;145.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-11 23:55:00+00:00;88.0;0.0;0.0;101657.0;101691.0;NaN;15.5;145.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:00:00+00:00;88.0;0.0;0.0;101651.0;101685.0;NaN;15.5;135.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:05:00+00:00;88.0;0.0;0.0;101648.0;101682.0;NaN;15.5;135.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:10:00+00:00;88.0;0.0;0.0;101648.0;101682.0;NaN;15.5;135.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:15:00+00:00;88.0;0.0;0.0;101650.0;101684.0;NaN;15.5;135.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:20:00+00:00;88.0;0.0;0.0;101638.0;101672.0;NaN;15.4;135.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:25:00+00:00;88.0;0.0;0.0;101638.0;101672.0;NaN;15.4;135.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:30:00+00:00;88.0;0.0;0.0;101635.0;101669.0;NaN;15.4;135.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:35:00+00:00;88.0;0.0;0.0;101623.0;101657.0;NaN;15.4;135.0;4.8;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:40:00+00:00;88.0;0.0;0.0;101606.0;101640.0;NaN;15.3;135.0;4.8;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:45:00+00:00;88.0;0.0;0.0;101606.0;101640.0;NaN;15.3;135.0;4.8;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:50:00+00:00;88.0;0.0;0.0;101608.0;101642.0;NaN;15.2;145.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 00:55:00+00:00;88.0;0.0;0.0;101594.0;101628.0;NaN;15.2;135.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:00:00+00:00;88.0;0.0;0.0;101584.0;101618.0;NaN;15.1;135.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:05:00+00:00;88.0;0.0;0.0;101584.0;101618.0;NaN;15.1;135.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:10:00+00:00;88.0;0.0;0.0;101571.0;101605.0;NaN;15.1;145.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:15:00+00:00;88.0;0.0;0.0;101571.0;101605.0;NaN;15.1;145.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:20:00+00:00;89.0;0.0;0.0;101562.0;101596.0;NaN;15.0;135.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:25:00+00:00;89.0;0.0;0.0;101562.0;101596.0;NaN;15.0;135.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:30:00+00:00;89.0;0.0;0.0;101561.0;101595.0;NaN;15.0;135.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:35:00+00:00;89.0;0.0;0.0;101561.0;101595.0;NaN;15.0;135.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:40:00+00:00;89.0;0.0;0.0;101546.0;101580.0;NaN;15.0;135.0;8.1;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:45:00+00:00;89.0;0.0;0.0;101546.0;101580.0;NaN;14.9;135.0;8.1;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:50:00+00:00;89.0;0.0;0.0;101536.0;101570.0;NaN;14.9;135.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 01:55:00+00:00;89.0;0.0;0.0;101547.0;101581.0;NaN;14.9;135.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:00:00+00:00;89.0;0.0;0.0;101543.0;101577.0;NaN;14.9;145.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:05:00+00:00;89.0;0.0;0.0;101543.0;101577.0;NaN;14.9;145.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:10:00+00:00;89.0;0.0;0.0;101539.0;101573.0;NaN;14.8;145.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:15:00+00:00;89.0;0.0;0.0;101536.0;101570.0;NaN;14.8;135.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:20:00+00:00;89.0;0.0;0.0;101539.0;101573.0;NaN;14.6;135.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:25:00+00:00;89.0;0.0;0.0;101539.0;101573.0;NaN;14.6;135.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:30:00+00:00;89.0;0.0;0.0;101530.0;101564.0;NaN;14.6;135.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:35:00+00:00;89.0;0.0;0.0;101523.0;101557.0;NaN;14.6;135.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:40:00+00:00;89.0;0.0;0.0;101515.0;101549.0;NaN;14.5;135.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:45:00+00:00;89.0;0.0;0.0;101522.0;101556.0;NaN;14.4;135.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:50:00+00:00;89.0;0.0;0.0;101522.0;101556.0;NaN;14.4;135.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 02:55:00+00:00;89.0;0.0;0.0;101515.0;101549.0;NaN;14.3;135.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:00:00+00:00;90.0;0.0;0.0;101519.0;101553.0;NaN;14.3;145.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:05:00+00:00;90.0;0.0;0.0;101519.0;101553.0;NaN;14.3;145.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:10:00+00:00;90.0;0.0;0.0;101516.0;101550.0;NaN;14.2;135.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:15:00+00:00;90.0;0.0;0.0;101516.0;101550.0;NaN;14.2;135.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:20:00+00:00;90.0;0.0;0.0;101517.0;101551.0;NaN;14.2;135.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:25:00+00:00;90.0;0.0;0.0;101517.0;101551.0;NaN;14.2;135.0;8.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:30:00+00:00;90.0;0.0;0.0;101513.0;101547.0;NaN;14.1;145.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:35:00+00:00;90.0;0.0;0.0;101513.0;101547.0;NaN;14.1;145.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:40:00+00:00;90.0;0.0;0.0;101516.0;101550.0;NaN;14.0;135.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:45:00+00:00;90.0;0.0;0.0;101516.0;101550.0;NaN;14.0;135.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:50:00+00:00;90.0;0.0;0.0;101509.0;101543.0;NaN;14.0;145.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 03:55:00+00:00;90.0;0.0;0.0;101508.0;101542.0;NaN;13.9;135.0;6.4;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:00:00+00:00;91.0;0.0;0.0;101516.0;101550.0;NaN;13.9;135.0;6.4;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:05:00+00:00;91.0;0.0;0.0;101516.0;101550.0;NaN;13.9;135.0;6.4;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:10:00+00:00;91.0;0.0;0.0;101501.0;101535.0;NaN;13.9;135.0;6.4;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:15:00+00:00;91.0;0.0;0.0;101501.0;101535.0;NaN;13.9;135.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 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04:40:00+00:00;91.0;0.0;0.0;101482.0;101516.0;NaN;13.7;135.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:45:00+00:00;91.0;0.0;0.0;101482.0;101516.0;NaN;13.7;135.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:50:00+00:00;91.0;0.0;0.0;101480.0;101514.0;NaN;13.7;135.0;8.1;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 04:55:00+00:00;91.0;0.0;0.0;101487.0;101521.0;NaN;13.7;135.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 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05:40:00+00:00;91.0;0.0;0.0;101478.0;101512.0;NaN;13.6;135.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 05:45:00+00:00;91.0;0.0;0.0;101478.0;101512.0;NaN;13.6;135.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 05:50:00+00:00;92.0;0.0;0.0;101483.0;101517.0;NaN;13.5;135.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 05:55:00+00:00;92.0;0.0;0.0;101478.0;101512.0;NaN;13.5;135.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:00:00+00:00;92.0;0.0;0.0;101488.0;101522.0;NaN;13.5;135.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:05:00+00:00;92.0;0.0;0.0;101484.0;101518.0;NaN;13.6;135.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:10:00+00:00;92.0;0.0;0.0;101488.0;101522.0;NaN;13.8;145.0;6.4;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:15:00+00:00;92.0;0.0;0.0;101491.0;101525.0;NaN;13.9;145.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:20:00+00:00;92.0;0.0;0.0;101492.0;101526.0;NaN;14.1;145.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:25:00+00:00;92.0;0.0;0.0;101492.0;101526.0;NaN;14.1;145.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:30:00+00:00;92.0;0.0;0.0;101470.0;101504.0;NaN;14.4;145.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:35:00+00:00;92.0;0.0;0.0;101470.0;101504.0;NaN;14.4;145.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:40:00+00:00;92.0;0.0;0.0;101480.0;101514.0;NaN;14.6;145.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:45:00+00:00;92.0;0.0;0.0;101480.0;101514.0;NaN;14.6;145.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:50:00+00:00;92.0;0.0;0.0;101486.0;101520.0;NaN;14.8;145.0;12.9;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 06:55:00+00:00;91.0;0.0;0.0;101490.0;101524.0;NaN;14.9;145.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:00:00+00:00;91.0;0.0;0.0;101499.0;101533.0;NaN;15.2;145.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:05:00+00:00;91.0;0.0;0.0;101486.0;101520.0;NaN;15.4;145.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:10:00+00:00;91.0;0.0;0.0;101486.0;101520.0;NaN;15.4;145.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:15:00+00:00;90.0;0.0;0.0;101488.0;101522.0;NaN;15.6;145.0;12.9;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:20:00+00:00;89.0;0.0;0.0;101491.0;101525.0;NaN;15.8;145.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:25:00+00:00;89.0;0.0;0.0;101491.0;101525.0;NaN;15.8;145.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:30:00+00:00;88.0;0.0;0.0;101491.0;101525.0;NaN;16.2;155.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:35:00+00:00;88.0;0.0;0.0;101491.0;101525.0;NaN;16.2;155.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:40:00+00:00;87.0;0.0;0.0;101490.0;101524.0;NaN;16.7;145.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:45:00+00:00;87.0;0.0;0.0;101490.0;101524.0;NaN;16.7;145.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:50:00+00:00;86.0;0.0;0.0;101495.0;101529.0;NaN;16.9;145.0;9.7;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 07:55:00+00:00;85.0;0.0;0.0;101498.0;101532.0;NaN;17.0;145.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:00:00+00:00;84.0;0.0;0.0;101502.0;101536.0;NaN;17.3;165.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:05:00+00:00;84.0;0.0;0.0;101497.0;101531.0;NaN;17.6;155.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:10:00+00:00;84.0;0.0;0.0;101494.0;101528.0;NaN;17.9;145.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:15:00+00:00;84.0;0.0;0.0;101494.0;101528.0;NaN;17.9;145.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:20:00+00:00;82.0;0.0;0.0;101489.0;101523.0;NaN;18.5;145.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:25:00+00:00;82.0;0.0;0.0;101489.0;101523.0;NaN;18.5;145.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:30:00+00:00;80.0;0.0;0.0;101489.0;101523.0;NaN;18.7;145.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:35:00+00:00;79.0;0.0;0.0;101492.0;101526.0;NaN;18.8;145.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:40:00+00:00;77.0;0.0;0.0;101485.0;101519.0;NaN;19.1;145.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:45:00+00:00;77.0;0.0;0.0;101485.0;101519.0;NaN;19.1;145.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:50:00+00:00;77.0;0.0;0.0;101483.0;101517.0;NaN;19.4;145.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 08:55:00+00:00;76.0;0.0;0.0;101475.0;101509.0;NaN;19.5;145.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 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09:40:00+00:00;74.0;0.0;0.0;101456.0;101490.0;NaN;20.7;145.0;11.3;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 09:45:00+00:00;74.0;0.0;0.0;101457.0;101491.0;NaN;20.9;145.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 09:50:00+00:00;74.0;0.0;0.0;101457.0;101491.0;NaN;20.9;145.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 09:55:00+00:00;72.0;0.0;0.0;101438.0;101471.0;NaN;21.1;145.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:00:00+00:00;72.0;0.0;0.0;101438.0;101471.0;NaN;21.3;145.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:05:00+00:00;72.0;0.0;0.0;101438.0;101471.0;NaN;21.3;145.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:10:00+00:00;71.0;0.0;0.0;101434.0;101467.0;NaN;21.4;145.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:15:00+00:00;71.0;0.0;0.0;101432.0;101465.0;NaN;21.5;145.0;14.5;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:20:00+00:00;70.0;0.0;0.0;101429.0;101462.0;NaN;21.6;195.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:25:00+00:00;70.0;0.0;0.0;101429.0;101462.0;NaN;21.6;195.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:30:00+00:00;70.0;0.0;0.0;101429.0;101462.0;NaN;22.0;185.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:35:00+00:00;70.0;0.0;0.0;101429.0;101462.0;NaN;22.0;185.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:40:00+00:00;68.0;0.0;0.0;101408.0;101441.0;NaN;22.1;145.0;14.5;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:45:00+00:00;67.0;0.0;0.0;101410.0;101443.0;NaN;22.2;185.0;14.5;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:50:00+00:00;67.0;0.0;0.0;101410.0;101443.0;NaN;22.2;185.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 10:55:00+00:00;67.0;0.0;0.0;101407.0;101440.0;NaN;22.3;185.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:00:00+00:00;67.0;0.0;0.0;101412.0;101445.0;NaN;22.4;185.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:05:00+00:00;67.0;0.0;0.0;101412.0;101445.0;NaN;22.4;185.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:10:00+00:00;67.0;0.0;0.0;101413.0;101446.0;NaN;22.6;185.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:15:00+00:00;66.0;0.0;0.0;101406.0;101439.0;NaN;22.7;145.0;11.3;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:20:00+00:00;65.0;0.0;0.0;101394.0;101427.0;NaN;22.9;185.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:25:00+00:00;65.0;0.0;0.0;101394.0;101427.0;NaN;22.9;185.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:30:00+00:00;65.0;0.0;0.0;101389.0;101422.0;NaN;23.0;175.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:35:00+00:00;65.0;0.0;0.0;101382.0;101415.0;NaN;23.4;215.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:40:00+00:00;64.0;0.0;0.0;101382.0;101415.0;NaN;23.5;205.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:45:00+00:00;64.0;0.0;0.0;101382.0;101415.0;NaN;23.5;205.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:50:00+00:00;64.0;0.0;0.0;101381.0;101414.0;NaN;23.7;175.0;11.3;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 11:55:00+00:00;64.0;0.0;0.0;101381.0;101414.0;NaN;23.7;175.0;11.3;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:00:00+00:00;64.0;0.0;0.0;101360.0;101393.0;NaN;23.8;225.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:05:00+00:00;64.0;0.0;0.0;101360.0;101393.0;NaN;23.8;225.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:10:00+00:00;63.0;0.0;0.0;101355.0;101388.0;NaN;23.4;195.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:15:00+00:00;63.0;0.0;0.0;101355.0;101388.0;NaN;23.4;195.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:20:00+00:00;65.0;0.0;0.0;101345.0;101378.0;NaN;23.3;145.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:25:00+00:00;65.0;0.0;0.0;101345.0;101378.0;NaN;23.3;145.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:30:00+00:00;66.0;0.0;0.0;101332.0;101365.0;NaN;23.3;145.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:35:00+00:00;66.0;0.0;0.0;101332.0;101365.0;NaN;23.3;145.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:40:00+00:00;63.0;0.0;0.0;101328.0;101361.0;NaN;23.6;165.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:45:00+00:00;63.0;0.0;0.0;101328.0;101361.0;NaN;23.6;165.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:50:00+00:00;63.0;0.0;0.0;101334.0;101367.0;NaN;23.9;145.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 12:55:00+00:00;63.0;0.0;0.0;101334.0;101367.0;NaN;23.9;145.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:00:00+00:00;63.0;0.0;0.0;101328.0;101361.0;NaN;23.9;175.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:05:00+00:00;63.0;0.0;0.0;101328.0;101361.0;NaN;23.9;175.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:10:00+00:00;61.0;0.0;0.0;101306.0;101339.0;NaN;24.3;185.0;6.4;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:15:00+00:00;61.0;0.0;0.0;101306.0;101339.0;NaN;24.3;185.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:20:00+00:00;61.0;0.0;0.0;101303.0;101336.0;NaN;24.3;155.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:25:00+00:00;61.0;0.0;0.0;101309.0;101342.0;NaN;24.4;215.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:30:00+00:00;61.0;0.0;0.0;101309.0;101342.0;NaN;24.4;215.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:35:00+00:00;61.0;0.0;0.0;101304.0;101337.0;NaN;24.7;185.0;9.7;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:40:00+00:00;60.0;0.0;0.0;101281.0;101314.0;NaN;24.7;155.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:45:00+00:00;60.0;0.0;0.0;101281.0;101314.0;NaN;24.7;155.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:50:00+00:00;62.0;0.0;0.0;101270.0;101303.0;NaN;24.3;175.0;14.5;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 13:55:00+00:00;62.0;0.0;0.0;101270.0;101303.0;NaN;24.3;175.0;14.5;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:00:00+00:00;60.0;0.0;0.0;101277.0;101310.0;NaN;24.8;205.0;16.1;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:05:00+00:00;60.0;0.0;0.0;101277.0;101310.0;NaN;24.8;205.0;16.1;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:10:00+00:00;60.0;0.0;0.0;101269.0;101302.0;NaN;24.9;185.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:15:00+00:00;60.0;0.0;0.0;101273.0;101306.0;NaN;25.2;175.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:20:00+00:00;59.0;0.0;0.0;101264.0;101297.0;NaN;25.2;145.0;22.5;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:25:00+00:00;59.0;0.0;0.0;101264.0;101297.0;NaN;25.2;145.0;22.5;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:30:00+00:00;59.0;0.0;0.0;101248.0;101281.0;NaN;24.9;185.0;14.5;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:35:00+00:00;59.0;0.0;0.0;101248.0;101281.0;NaN;24.9;185.0;14.5;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:40:00+00:00;60.0;0.0;0.0;101228.0;101261.0;NaN;24.6;145.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:45:00+00:00;60.0;0.0;0.0;101228.0;101261.0;NaN;24.6;145.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:50:00+00:00;62.0;0.0;0.0;101210.0;101243.0;NaN;24.4;145.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 14:55:00+00:00;62.0;0.0;0.0;101210.0;101243.0;NaN;24.4;145.0;12.9;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:00:00+00:00;61.0;0.0;0.0;101197.0;101230.0;NaN;24.5;145.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:05:00+00:00;62.0;0.0;0.0;101207.0;101240.0;NaN;24.6;175.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:10:00+00:00;62.0;0.0;0.0;101207.0;101240.0;NaN;24.6;175.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:15:00+00:00;60.0;0.0;0.0;101193.0;101226.0;NaN;24.9;145.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:20:00+00:00;60.0;0.0;0.0;101182.0;101215.0;NaN;24.8;155.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:25:00+00:00;60.0;0.0;0.0;101182.0;101215.0;NaN;24.8;155.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:30:00+00:00;60.0;0.0;0.0;101164.0;101197.0;NaN;24.9;145.0;16.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:35:00+00:00;60.0;0.0;0.0;101164.0;101197.0;NaN;24.9;145.0;16.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:40:00+00:00;60.0;0.0;0.0;101166.0;101199.0;NaN;24.8;155.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:45:00+00:00;60.0;0.0;0.0;101166.0;101199.0;NaN;24.8;155.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:50:00+00:00;60.0;0.0;0.0;101135.0;101168.0;NaN;24.7;145.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 15:55:00+00:00;60.0;0.0;0.0;101135.0;101168.0;NaN;24.7;145.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:00:00+00:00;61.0;0.0;0.0;101123.0;101156.0;NaN;24.7;135.0;14.5;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:05:00+00:00;61.0;0.0;0.0;101123.0;101156.0;NaN;24.7;135.0;14.5;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:10:00+00:00;61.0;0.0;0.0;101124.0;101157.0;NaN;24.5;145.0;9.7;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:15:00+00:00;60.0;0.0;0.0;101127.0;101160.0;NaN;24.5;145.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:20:00+00:00;61.0;0.0;0.0;101129.0;101162.0;NaN;24.5;155.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:25:00+00:00;61.0;0.0;0.0;101129.0;101162.0;NaN;24.5;155.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:30:00+00:00;60.0;0.0;0.0;101115.0;101148.0;NaN;24.6;165.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:35:00+00:00;61.0;0.0;0.0;101115.0;101148.0;NaN;24.6;145.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:40:00+00:00;61.0;0.0;0.0;101098.0;101131.0;NaN;24.3;155.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:45:00+00:00;61.0;0.0;0.0;101098.0;101131.0;NaN;24.3;155.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:50:00+00:00;62.0;0.0;0.0;101086.0;101119.0;NaN;24.2;145.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 16:55:00+00:00;63.0;0.0;0.0;101094.0;101127.0;NaN;24.0;145.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:00:00+00:00;63.0;0.0;0.0;101096.0;101129.0;NaN;23.8;155.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:05:00+00:00;63.0;0.0;0.0;101093.0;101126.0;NaN;23.6;145.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:10:00+00:00;64.0;0.0;0.0;101069.0;101102.0;NaN;23.5;155.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:15:00+00:00;64.0;0.0;0.0;101069.0;101102.0;NaN;23.5;155.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:20:00+00:00;64.0;0.0;0.0;101079.0;101112.0;NaN;23.2;135.0;3.2;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:25:00+00:00;64.0;0.0;0.0;101079.0;101112.0;NaN;23.2;135.0;3.2;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:30:00+00:00;64.0;0.0;0.0;101117.0;101150.0;NaN;23.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:35:00+00:00;64.0;0.0;0.0;101117.0;101150.0;NaN;23.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:40:00+00:00;66.0;0.0;0.0;101109.0;101142.0;NaN;22.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:45:00+00:00;66.0;0.0;0.0;101104.0;101137.0;NaN;22.7;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:50:00+00:00;69.0;0.0;0.0;101083.0;101116.0;NaN;22.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 17:55:00+00:00;69.0;0.0;0.0;101083.0;101116.0;NaN;22.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:00:00+00:00;70.0;0.0;0.0;101094.0;101127.0;NaN;22.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:05:00+00:00;70.0;0.0;0.0;101094.0;101127.0;NaN;22.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:10:00+00:00;71.0;0.0;0.0;101087.0;101120.0;NaN;21.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:15:00+00:00;73.0;0.0;0.0;101089.0;101122.0;NaN;21.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:20:00+00:00;76.0;0.0;0.0;101100.0;101133.0;NaN;21.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:25:00+00:00;76.0;0.0;0.0;101100.0;101133.0;NaN;21.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:30:00+00:00;77.0;0.0;0.0;101089.0;101122.0;NaN;21.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:35:00+00:00;77.0;0.0;0.0;101089.0;101122.0;NaN;20.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:40:00+00:00;77.0;0.0;0.0;101090.0;101123.0;NaN;20.2;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:45:00+00:00;76.0;0.0;0.0;101077.0;101110.0;NaN;19.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:50:00+00:00;76.0;0.0;0.0;101077.0;101110.0;NaN;19.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 18:55:00+00:00;76.0;0.0;0.0;101078.0;101112.0;NaN;19.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:00:00+00:00;78.0;0.0;0.0;101069.0;101103.0;NaN;19.3;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:05:00+00:00;78.0;0.0;0.0;101069.0;101103.0;NaN;19.3;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:10:00+00:00;79.0;0.0;0.0;101067.0;101101.0;NaN;19.1;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:15:00+00:00;79.0;0.0;0.0;101071.0;101105.0;NaN;18.9;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:20:00+00:00;80.0;0.0;0.0;101077.0;101111.0;NaN;18.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:25:00+00:00;80.0;0.0;0.0;101077.0;101111.0;NaN;18.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:30:00+00:00;80.0;0.0;0.0;101086.0;101120.0;NaN;18.4;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:35:00+00:00;80.0;0.0;0.0;101086.0;101120.0;NaN;18.4;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:40:00+00:00;82.0;0.0;0.0;101104.0;101138.0;NaN;18.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:45:00+00:00;82.0;0.0;0.0;101104.0;101138.0;NaN;18.6;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:50:00+00:00;83.0;0.0;0.0;101104.0;101138.0;NaN;18.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 19:55:00+00:00;83.0;0.0;0.0;101104.0;101138.0;NaN;18.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:00:00+00:00;83.0;0.0;0.0;101108.0;101142.0;NaN;18.3;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:05:00+00:00;83.0;0.0;0.0;101108.0;101142.0;NaN;18.3;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:10:00+00:00;84.0;0.0;0.0;101112.0;101146.0;NaN;18.2;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:15:00+00:00;84.0;0.0;0.0;101112.0;101146.0;NaN;18.2;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 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20:40:00+00:00;86.0;0.0;0.0;101160.0;101194.0;NaN;18.4;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:45:00+00:00;86.0;0.0;0.0;101159.0;101193.0;NaN;18.6;145.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:50:00+00:00;85.0;0.0;0.0;101146.0;101180.0;NaN;18.4;315.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 20:55:00+00:00;85.0;0.0;0.0;101146.0;101180.0;NaN;18.4;315.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:00:00+00:00;85.0;0.0;0.0;101133.0;101167.0;NaN;18.1;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:05:00+00:00;85.0;0.0;0.0;101133.0;101167.0;NaN;18.1;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:10:00+00:00;86.0;0.0;0.0;101135.0;101169.0;NaN;18.0;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:15:00+00:00;86.0;0.0;0.0;101129.0;101163.0;NaN;17.8;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:20:00+00:00;86.0;0.0;0.0;101112.0;101146.0;NaN;17.7;75.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:25:00+00:00;86.0;0.0;0.0;101108.0;101142.0;NaN;17.6;75.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:30:00+00:00;86.0;0.0;0.0;101108.0;101142.0;NaN;17.6;75.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:35:00+00:00;87.0;0.0;0.0;101098.0;101132.0;NaN;17.5;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:40:00+00:00;87.0;0.0;0.0;101077.0;101111.0;NaN;17.5;75.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:45:00+00:00;87.0;0.0;0.0;101077.0;101111.0;NaN;17.5;75.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:50:00+00:00;88.0;0.0;0.0;101064.0;101098.0;NaN;17.5;75.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 21:55:00+00:00;87.0;0.0;0.0;101064.0;101098.0;NaN;17.5;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:00:00+00:00;88.0;0.0;0.0;101061.0;101095.0;NaN;17.3;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:05:00+00:00;88.0;0.0;0.0;101061.0;101095.0;NaN;17.3;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:10:00+00:00;88.0;0.0;0.0;101086.0;101120.0;NaN;17.4;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:15:00+00:00;88.0;0.0;0.0;101089.0;101123.0;NaN;17.6;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 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22:40:00+00:00;88.0;0.0;0.0;101111.0;101145.0;NaN;17.9;185.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:45:00+00:00;87.0;0.0;0.0;101111.0;101145.0;NaN;18.0;175.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:50:00+00:00;87.0;0.0;0.0;101111.0;101145.0;NaN;18.0;175.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 22:55:00+00:00;87.0;0.0;0.0;101101.0;101135.0;NaN;18.0;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:00:00+00:00;87.0;0.0;0.0;101095.0;101129.0;NaN;18.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:05:00+00:00;87.0;0.0;0.0;101095.0;101129.0;NaN;18.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:10:00+00:00;87.0;0.0;0.0;101088.0;101122.0;NaN;18.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:15:00+00:00;87.0;0.0;0.0;101063.0;101097.0;NaN;18.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:20:00+00:00;87.0;0.0;0.0;101063.0;101097.0;NaN;18.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:25:00+00:00;86.0;0.0;0.0;101013.0;101047.0;NaN;18.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:30:00+00:00;86.0;0.0;0.0;101015.0;101049.0;NaN;18.1;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:35:00+00:00;86.0;0.0;0.0;101015.0;101049.0;NaN;18.0;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:40:00+00:00;86.0;0.0;0.0;101015.0;101049.0;NaN;18.0;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:45:00+00:00;86.0;0.0;0.0;101017.0;101051.0;NaN;18.0;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:50:00+00:00;87.0;0.0;0.0;101009.0;101043.0;NaN;18.0;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-12 23:55:00+00:00;86.0;0.0;0.0;100996.0;101030.0;NaN;17.9;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:00:00+00:00;86.0;0.0;0.0;100996.0;101030.0;NaN;17.9;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:05:00+00:00;86.0;0.0;0.0;100979.0;101013.0;NaN;17.8;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:10:00+00:00;86.0;0.0;0.0;100987.0;101021.0;NaN;17.8;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:15:00+00:00;86.0;0.0;0.0;100984.0;101018.0;NaN;17.9;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:20:00+00:00;86.0;0.0;0.0;100984.0;101018.0;NaN;17.9;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:25:00+00:00;86.0;0.0;0.0;100973.0;101007.0;NaN;17.8;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:30:00+00:00;86.0;0.0;0.0;100973.0;101007.0;NaN;17.8;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:35:00+00:00;86.0;0.0;0.0;100984.0;101018.0;NaN;17.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:40:00+00:00;86.0;0.0;0.0;100984.0;101018.0;NaN;17.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:45:00+00:00;87.0;0.0;0.0;100993.0;101027.0;NaN;17.7;115.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:50:00+00:00;87.0;0.0;0.0;100982.0;101016.0;NaN;17.7;115.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 00:55:00+00:00;87.0;0.0;0.0;100987.0;101021.0;NaN;17.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:00:00+00:00;87.0;0.0;0.0;100987.0;101021.0;NaN;17.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:05:00+00:00;88.0;0.0;0.0;101011.0;101045.0;NaN;17.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:10:00+00:00;88.0;0.0;0.0;101018.0;101052.0;NaN;17.4;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:15:00+00:00;88.0;0.0;0.0;101007.0;101041.0;NaN;17.2;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:20:00+00:00;88.0;0.0;0.0;101019.0;101053.0;NaN;17.1;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:25:00+00:00;89.0;0.0;0.0;101016.0;101050.0;NaN;17.0;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:30:00+00:00;89.0;0.0;0.0;101016.0;101050.0;NaN;17.0;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 01:35:00+00:00;89.0;0.0;0.0;101033.0;101067.0;NaN;17.0;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 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07:40:00+00:00;93.0;0.0;0.0;101058.0;101092.0;NaN;18.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 07:45:00+00:00;93.0;0.0;0.0;101058.0;101092.0;NaN;18.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 07:50:00+00:00;93.0;0.0;0.0;101050.0;101084.0;NaN;18.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 07:55:00+00:00;93.0;0.0;0.0;101046.0;101080.0;NaN;18.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:00:00+00:00;93.0;0.0;0.0;101046.0;101080.0;NaN;18.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:05:00+00:00;93.0;0.0;0.0;101051.0;101085.0;NaN;18.8;15.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:10:00+00:00;93.0;0.0;0.0;101051.0;101085.0;NaN;18.8;15.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:15:00+00:00;92.0;0.0;0.0;101057.0;101091.0;NaN;19.2;15.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:20:00+00:00;92.0;0.0;0.0;101057.0;101091.0;NaN;19.2;35.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:25:00+00:00;91.0;0.0;0.0;101050.0;101084.0;NaN;19.4;35.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:30:00+00:00;91.0;0.0;0.0;101061.0;101095.0;NaN;19.7;45.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:35:00+00:00;90.0;0.0;0.0;101069.0;101102.0;NaN;19.9;5.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:40:00+00:00;90.0;0.0;0.0;101082.0;101115.0;NaN;20.0;35.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:45:00+00:00;88.0;0.0;0.0;101059.0;101092.0;NaN;20.2;65.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:50:00+00:00;88.0;0.0;0.0;101070.0;101103.0;NaN;20.4;45.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 08:55:00+00:00;88.0;0.0;0.0;101070.0;101103.0;NaN;20.4;45.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:00:00+00:00;88.0;0.0;0.0;101063.0;101096.0;NaN;20.5;55.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:05:00+00:00;87.0;0.0;0.0;101060.0;101093.0;NaN;21.0;55.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:10:00+00:00;87.0;0.0;0.0;101060.0;101093.0;NaN;21.0;55.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:15:00+00:00;84.0;0.0;0.0;101042.0;101075.0;NaN;21.3;45.0;14.5;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:20:00+00:00;84.0;0.0;0.0;101042.0;101075.0;NaN;21.3;45.0;14.5;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:25:00+00:00;83.0;0.0;0.0;101029.0;101062.0;NaN;21.4;55.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:30:00+00:00;83.0;0.0;0.0;101029.0;101062.0;NaN;21.4;55.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:35:00+00:00;83.0;0.0;0.0;101010.0;101043.0;NaN;21.6;45.0;12.9;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:40:00+00:00;82.0;0.0;0.0;101022.0;101055.0;NaN;22.0;35.0;12.9;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:45:00+00:00;81.0;0.0;0.0;101028.0;101061.0;NaN;22.3;5.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:50:00+00:00;81.0;0.0;0.0;101028.0;101061.0;NaN;22.3;5.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 09:55:00+00:00;80.0;0.0;0.0;101023.0;101056.0;NaN;22.4;45.0;12.9;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:00:00+00:00;80.0;0.0;0.0;101028.0;101061.0;NaN;22.4;35.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:05:00+00:00;80.0;0.0;0.0;101015.0;101048.0;NaN;22.3;35.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:10:00+00:00;80.0;0.0;0.0;101015.0;101048.0;NaN;22.3;35.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:15:00+00:00;81.0;0.0;0.0;101009.0;101042.0;NaN;22.6;25.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:20:00+00:00;81.0;0.0;0.0;101009.0;101042.0;NaN;22.6;25.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:25:00+00:00;81.0;0.0;0.0;101009.0;101042.0;NaN;22.6;55.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:30:00+00:00;81.0;0.0;0.0;101002.0;101035.0;NaN;22.6;35.0;14.5;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:35:00+00:00;81.0;0.0;0.0;100997.0;101030.0;NaN;22.6;45.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:40:00+00:00;81.0;0.0;0.0;101024.0;101057.0;NaN;22.6;45.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:45:00+00:00;81.0;0.0;0.0;101033.0;101066.0;NaN;22.7;35.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:50:00+00:00;81.0;0.0;0.0;101033.0;101066.0;NaN;22.7;35.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 10:55:00+00:00;81.0;0.0;0.0;101056.0;101089.0;NaN;22.9;25.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:00:00+00:00;81.0;0.0;0.0;101056.0;101089.0;NaN;22.9;25.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:05:00+00:00;80.0;0.0;0.0;101055.0;101088.0;NaN;22.8;15.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:10:00+00:00;80.0;0.0;0.0;101055.0;101088.0;NaN;22.8;15.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:15:00+00:00;81.0;0.0;0.0;101057.0;101090.0;NaN;22.6;35.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:20:00+00:00;81.0;0.0;0.0;101057.0;101090.0;NaN;22.6;35.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:25:00+00:00;81.0;0.0;0.0;101044.0;101077.0;NaN;22.5;25.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:30:00+00:00;82.0;0.0;0.0;101019.0;101052.0;NaN;22.2;55.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:35:00+00:00;83.0;0.0;0.0;101021.0;101054.0;NaN;21.9;35.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:40:00+00:00;83.0;0.0;0.0;101021.0;101054.0;NaN;21.9;35.0;9.7;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:45:00+00:00;84.0;0.0;0.0;101023.0;101056.0;NaN;21.6;55.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:50:00+00:00;84.0;0.0;0.0;101023.0;101056.0;NaN;21.6;55.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 11:55:00+00:00;86.0;0.0;0.0;101027.0;101060.0;NaN;21.4;35.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 12:00:00+00:00;86.0;0.0;0.0;101027.0;101060.0;NaN;21.4;35.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 12:05:00+00:00;86.0;0.0;0.0;101040.0;101073.0;NaN;21.4;15.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 12:10:00+00:00;86.0;0.0;0.0;101040.0;101073.0;NaN;21.4;15.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 12:15:00+00:00;87.0;0.0;0.0;101035.0;101068.0;NaN;21.5;35.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-13 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07:40:00+00:00;93.0;0.0;0.0;101044.0;101078.0;NaN;14.1;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 07:45:00+00:00;93.0;0.0;0.0;101056.0;101090.0;NaN;14.3;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 07:50:00+00:00;93.0;0.0;0.0;101056.0;101090.0;NaN;14.3;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 07:55:00+00:00;91.0;0.0;0.0;101060.0;101094.0;NaN;14.6;305.0;8.1;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:00:00+00:00;91.0;0.0;0.0;101060.0;101094.0;NaN;14.6;305.0;8.1;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:05:00+00:00;90.0;0.0;0.0;101067.0;101101.0;NaN;15.0;305.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:10:00+00:00;90.0;0.0;0.0;101067.0;101101.0;NaN;15.0;305.0;6.4;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:15:00+00:00;88.0;0.0;0.0;101070.0;101104.0;NaN;15.2;315.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:20:00+00:00;88.0;0.0;0.0;101070.0;101104.0;NaN;15.2;315.0;8.1;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:25:00+00:00;87.0;0.0;0.0;101077.0;101111.0;NaN;15.4;305.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:30:00+00:00;86.0;0.0;0.0;101082.0;101116.0;NaN;15.5;305.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:35:00+00:00;85.0;0.0;0.0;101096.0;101130.0;NaN;15.8;305.0;9.7;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:40:00+00:00;85.0;0.0;0.0;101096.0;101130.0;NaN;15.8;305.0;9.7;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:45:00+00:00;84.0;0.0;0.0;101103.0;101137.0;NaN;16.2;305.0;12.9;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:50:00+00:00;84.0;0.0;0.0;101103.0;101137.0;NaN;16.2;305.0;12.9;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 08:55:00+00:00;82.0;0.0;0.0;101109.0;101143.0;NaN;16.5;305.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:00:00+00:00;82.0;0.0;0.0;101109.0;101143.0;NaN;16.5;305.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:05:00+00:00;81.0;0.0;0.0;101106.0;101140.0;NaN;16.7;325.0;17.7;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:10:00+00:00;81.0;0.0;0.0;101106.0;101140.0;NaN;16.7;325.0;17.7;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:15:00+00:00;80.0;0.0;0.0;101114.0;101148.0;NaN;17.0;305.0;19.3;11.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:20:00+00:00;80.0;0.0;0.0;101114.0;101148.0;NaN;17.0;305.0;19.3;11.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:25:00+00:00;80.0;0.0;0.0;101107.0;101141.0;NaN;17.0;315.0;14.5;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:30:00+00:00;80.0;0.0;0.0;101107.0;101141.0;NaN;17.0;315.0;14.5;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:35:00+00:00;79.0;0.0;0.0;101110.0;101144.0;NaN;17.1;305.0;19.3;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:40:00+00:00;79.0;0.0;0.0;101110.0;101144.0;NaN;17.2;305.0;19.3;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:45:00+00:00;79.0;0.0;0.0;101109.0;101143.0;NaN;17.3;315.0;17.7;12.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:50:00+00:00;79.0;0.0;0.0;101109.0;101143.0;NaN;17.3;315.0;17.7;12.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 09:55:00+00:00;78.0;0.0;0.0;101124.0;101158.0;NaN;17.4;335.0;17.7;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:00:00+00:00;78.0;0.0;0.0;101124.0;101158.0;NaN;17.4;335.0;17.7;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:05:00+00:00;79.0;0.0;0.0;101124.0;101158.0;NaN;17.5;335.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:10:00+00:00;79.0;0.0;0.0;101126.0;101160.0;NaN;17.4;355.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:15:00+00:00;76.0;0.0;0.0;101131.0;101165.0;NaN;17.2;335.0;14.5;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:20:00+00:00;76.0;0.0;0.0;101131.0;101165.0;NaN;17.2;335.0;14.5;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:25:00+00:00;76.0;0.0;0.0;101132.0;101166.0;NaN;17.4;335.0;17.7;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:30:00+00:00;76.0;0.0;0.0;101132.0;101166.0;NaN;17.4;335.0;17.7;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:35:00+00:00;74.0;0.0;0.0;101132.0;101166.0;NaN;17.6;345.0;17.7;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:40:00+00:00;74.0;0.0;0.0;101132.0;101166.0;NaN;17.6;345.0;17.7;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:45:00+00:00;74.0;0.0;0.0;101131.0;101165.0;NaN;17.8;345.0;20.9;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:50:00+00:00;74.0;0.0;0.0;101135.0;101169.0;NaN;17.9;335.0;19.3;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 10:55:00+00:00;75.0;0.0;0.0;101140.0;101174.0;NaN;17.6;345.0;16.1;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:00:00+00:00;75.0;0.0;0.0;101140.0;101174.0;NaN;17.6;345.0;16.1;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:05:00+00:00;75.0;0.0;0.0;101144.0;101178.0;NaN;17.5;345.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:10:00+00:00;75.0;0.0;0.0;101143.0;101177.0;NaN;17.5;345.0;11.3;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:15:00+00:00;74.0;0.0;0.0;101138.0;101172.0;NaN;17.7;335.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:20:00+00:00;74.0;0.0;0.0;101138.0;101172.0;NaN;17.7;335.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:25:00+00:00;74.0;0.0;0.0;101149.0;101183.0;NaN;17.9;335.0;12.9;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:30:00+00:00;72.0;0.0;0.0;101157.0;101191.0;NaN;18.3;335.0;17.7;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:35:00+00:00;72.0;0.0;0.0;101165.0;101199.0;NaN;18.3;325.0;19.3;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:40:00+00:00;72.0;0.0;0.0;101165.0;101199.0;NaN;18.3;325.0;19.3;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:45:00+00:00;72.0;0.0;0.0;101176.0;101210.0;NaN;18.6;335.0;22.5;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:50:00+00:00;72.0;0.0;0.0;101176.0;101210.0;NaN;18.6;335.0;22.5;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 11:55:00+00:00;73.0;0.0;0.0;101171.0;101205.0;NaN;18.2;335.0;19.3;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 12:00:00+00:00;74.0;0.0;0.0;101173.0;101207.0;NaN;17.9;335.0;19.3;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 12:05:00+00:00;75.0;0.0;0.0;101180.0;101214.0;NaN;18.0;345.0;14.5;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 12:10:00+00:00;74.0;0.0;0.0;101185.0;101219.0;NaN;18.3;335.0;20.9;11.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 12:15:00+00:00;73.0;0.0;0.0;101189.0;101223.0;NaN;18.2;345.0;19.3;11.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder22;2022-09-15 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11:40:00+00:00;58.0;0.0;0.0;101962.0;101818.0;NaN;25.6;195.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 11:45:00+00:00;57.0;0.0;0.0;101967.0;101823.0;NaN;25.7;165.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 11:50:00+00:00;57.0;0.0;0.0;101959.0;101815.0;NaN;25.9;165.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 11:55:00+00:00;57.0;0.0;0.0;101961.0;101817.0;NaN;26.0;155.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 12:00:00+00:00;56.0;0.0;0.0;101956.0;101812.0;NaN;26.1;155.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 12:05:00+00:00;55.0;0.0;0.0;101947.0;101803.0;NaN;26.2;205.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 12:10:00+00:00;55.0;0.0;0.0;101947.0;101803.0;NaN;26.2;215.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 12:15:00+00:00;55.0;0.0;0.0;101953.0;101809.0;NaN;26.2;195.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-05 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07:40:00+00:00;90.0;0.0;0.0;101678.0;101535.0;NaN;15.8;185.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 07:45:00+00:00;89.0;0.0;0.0;101682.0;101539.0;NaN;15.9;195.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 07:50:00+00:00;89.0;0.0;0.0;101685.0;101542.0;NaN;16.3;185.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 07:55:00+00:00;88.0;0.0;0.0;101667.0;101524.0;NaN;16.5;135.0;8.1;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 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09:20:00+00:00;76.0;0.0;0.0;101634.0;101491.0;NaN;19.6;5.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:25:00+00:00;75.0;0.0;0.0;101633.0;101490.0;NaN;19.9;5.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:30:00+00:00;75.0;0.0;0.0;101632.0;101489.0;NaN;20.1;5.0;9.7;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:35:00+00:00;75.0;0.0;0.0;101622.0;101479.0;NaN;20.3;5.0;9.7;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:40:00+00:00;74.0;0.0;0.0;101619.0;101476.0;NaN;20.4;175.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:45:00+00:00;74.0;0.0;0.0;101605.0;101462.0;NaN;20.7;5.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:50:00+00:00;72.0;0.0;0.0;101591.0;101448.0;NaN;20.9;5.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 09:55:00+00:00;72.0;0.0;0.0;101582.0;101439.0;NaN;20.9;5.0;19.3;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:00:00+00:00;71.0;0.0;0.0;101587.0;101444.0;NaN;20.9;195.0;16.1;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:05:00+00:00;71.0;0.0;0.0;101584.0;101441.0;NaN;21.0;5.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:10:00+00:00;71.0;0.0;0.0;101591.0;101448.0;NaN;21.2;5.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:15:00+00:00;70.0;0.0;0.0;101595.0;101452.0;NaN;21.4;175.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:20:00+00:00;70.0;0.0;0.0;101585.0;101442.0;NaN;21.4;165.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:25:00+00:00;69.0;0.0;0.0;101576.0;101433.0;NaN;21.5;165.0;16.1;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:30:00+00:00;69.0;0.0;0.0;101569.0;101426.0;NaN;21.6;155.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:35:00+00:00;69.0;0.0;0.0;101571.0;101428.0;NaN;21.7;165.0;12.9;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:40:00+00:00;68.0;0.0;0.0;101561.0;101417.0;NaN;21.8;185.0;14.5;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:45:00+00:00;68.0;0.0;0.0;101568.0;101424.0;NaN;21.9;5.0;14.5;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:50:00+00:00;68.0;0.0;0.0;101556.0;101412.0;NaN;22.1;175.0;14.5;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 10:55:00+00:00;67.0;0.0;0.0;101561.0;101417.0;NaN;22.2;5.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:00:00+00:00;67.0;0.0;0.0;101562.0;101418.0;NaN;22.3;165.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:05:00+00:00;67.0;0.0;0.0;101559.0;101415.0;NaN;22.4;205.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:10:00+00:00;67.0;0.0;0.0;101555.0;101411.0;NaN;22.5;225.0;12.9;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:15:00+00:00;65.0;0.0;0.0;101543.0;101399.0;NaN;22.7;5.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:20:00+00:00;66.0;0.0;0.0;101542.0;101398.0;NaN;22.8;205.0;11.3;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:25:00+00:00;65.0;0.0;0.0;101528.0;101384.0;NaN;22.8;225.0;14.5;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:30:00+00:00;64.0;0.0;0.0;101523.0;101379.0;NaN;22.9;175.0;16.1;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:35:00+00:00;64.0;0.0;0.0;101525.0;101381.0;NaN;23.0;165.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:40:00+00:00;64.0;0.0;0.0;101523.0;101379.0;NaN;23.0;195.0;11.3;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:45:00+00:00;62.0;0.0;0.0;101522.0;101378.0;NaN;23.2;5.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:50:00+00:00;62.0;0.0;0.0;101526.0;101382.0;NaN;23.2;145.0;14.5;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 11:55:00+00:00;62.0;0.0;0.0;101526.0;101382.0;NaN;23.3;5.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-12 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00:40:00+00:00;87.0;0.0;0.2;101139.0;100996.0;NaN;18.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-13 00:45:00+00:00;87.0;0.0;0.2;101134.0;100991.0;NaN;17.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-13 00:50:00+00:00;87.0;0.0;0.2;101141.0;100998.0;NaN;17.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-13 00:55:00+00:00;87.0;0.0;0.2;101134.0;100991.0;NaN;17.8;195.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder23;2022-09-13 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09:20:00+00:00;68.0;0.0;0.0;101964.0;101824.0;NaN;22.5;135.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 09:25:00+00:00;71.0;0.0;0.0;101968.0;101828.0;NaN;22.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 09:30:00+00:00;66.0;0.0;0.0;101960.0;101820.0;NaN;22.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 09:35:00+00:00;66.0;0.0;0.0;101960.0;101820.0;NaN;22.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 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10:00:00+00:00;64.0;0.0;0.0;101921.0;101781.0;NaN;23.5;135.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:05:00+00:00;62.0;0.0;0.0;101931.0;101791.0;NaN;23.6;135.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:10:00+00:00;63.0;0.0;0.0;101918.0;101778.0;NaN;23.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:15:00+00:00;63.0;0.0;0.0;101915.0;101775.0;NaN;23.8;135.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:20:00+00:00;62.0;0.0;0.0;101920.0;101780.0;NaN;23.9;135.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:25:00+00:00;62.0;0.0;0.0;101931.0;101791.0;NaN;24.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:30:00+00:00;62.0;0.0;0.0;101928.0;101788.0;NaN;24.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:35:00+00:00;62.0;0.0;0.0;101936.0;101796.0;NaN;24.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:40:00+00:00;61.0;0.0;0.0;101935.0;101795.0;NaN;24.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:45:00+00:00;61.0;0.0;0.0;101936.0;101796.0;NaN;24.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:50:00+00:00;61.0;0.0;0.0;101940.0;101800.0;NaN;24.2;135.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 10:55:00+00:00;61.0;0.0;0.0;101948.0;101808.0;NaN;24.3;135.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:00:00+00:00;61.0;0.0;0.0;101942.0;101802.0;NaN;24.3;135.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:05:00+00:00;60.0;0.0;0.0;101930.0;101790.0;NaN;24.4;135.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:10:00+00:00;61.0;0.0;0.0;101929.0;101789.0;NaN;24.4;135.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:15:00+00:00;62.0;0.0;0.0;101928.0;101788.0;NaN;24.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:20:00+00:00;62.0;0.0;0.0;101918.0;101778.0;NaN;24.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:25:00+00:00;62.0;0.0;0.0;101919.0;101778.0;NaN;24.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:30:00+00:00;61.0;0.0;0.0;101918.0;101777.0;NaN;24.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:35:00+00:00;60.0;0.0;0.0;101918.0;101777.0;NaN;24.7;135.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:40:00+00:00;59.0;0.0;0.0;101919.0;101778.0;NaN;24.8;135.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:45:00+00:00;58.0;0.0;0.0;101910.0;101769.0;NaN;25.0;135.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:50:00+00:00;58.0;0.0;0.0;101897.0;101756.0;NaN;25.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 11:55:00+00:00;58.0;0.0;0.0;101901.0;101760.0;NaN;25.2;135.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-05 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11:00:00+00:00;67.0;0.0;0.0;101565.0;101424.0;NaN;23.6;285.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-06 11:05:00+00:00;67.0;0.0;0.0;101575.0;101434.0;NaN;23.7;285.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-06 11:10:00+00:00;65.0;0.0;0.0;101578.0;101437.0;NaN;23.9;265.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-06 11:15:00+00:00;64.0;0.0;0.0;101583.0;101442.0;NaN;24.0;255.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-06 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07:40:00+00:00;97.0;0.0;0.0;102104.0;101967.0;NaN;13.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 07:45:00+00:00;97.0;0.0;0.0;102105.0;101968.0;NaN;14.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 07:50:00+00:00;97.0;0.0;0.0;102106.0;101969.0;NaN;14.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 07:55:00+00:00;97.0;0.0;0.0;102109.0;101971.0;NaN;14.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 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09:00:00+00:00;98.0;0.0;0.0;102139.0;102001.0;NaN;17.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:05:00+00:00;98.0;0.0;0.0;102147.0;102009.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:10:00+00:00;97.0;0.0;0.0;102145.0;102007.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:15:00+00:00;97.0;0.0;0.0;102152.0;102014.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:20:00+00:00;97.0;0.0;0.0;102153.0;102015.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:25:00+00:00;97.0;0.0;0.0;102159.0;102021.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:30:00+00:00;97.0;0.0;0.0;102156.0;102018.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:35:00+00:00;97.0;0.0;0.0;102152.0;102014.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:40:00+00:00;97.0;0.0;0.0;102147.0;102009.0;NaN;17.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:45:00+00:00;97.0;0.0;0.0;102149.0;102011.0;NaN;17.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:50:00+00:00;97.0;0.0;0.0;102152.0;102014.0;NaN;17.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 09:55:00+00:00;97.0;0.0;0.0;102145.0;102007.0;NaN;17.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:00:00+00:00;97.0;0.0;0.0;102148.0;102010.0;NaN;17.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:05:00+00:00;97.0;0.0;0.0;102140.0;102002.0;NaN;17.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:10:00+00:00;97.0;0.0;0.0;102140.0;102002.0;NaN;17.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:15:00+00:00;97.0;0.0;0.0;102129.0;101991.0;NaN;17.6;225.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:20:00+00:00;96.0;0.0;0.0;102130.0;101992.0;NaN;17.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:25:00+00:00;96.0;0.0;0.0;102128.0;101990.0;NaN;17.7;225.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:30:00+00:00;95.0;0.0;0.0;102121.0;101983.0;NaN;17.8;225.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:35:00+00:00;93.0;0.0;0.0;102124.0;101985.0;NaN;17.9;295.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:40:00+00:00;93.0;0.0;0.0;102122.0;101983.0;NaN;18.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:45:00+00:00;92.0;0.0;0.0;102128.0;101989.0;NaN;18.3;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:50:00+00:00;91.0;0.0;0.0;102131.0;101992.0;NaN;18.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 10:55:00+00:00;90.0;0.0;0.0;102125.0;101986.0;NaN;18.5;295.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:00:00+00:00;88.0;0.0;0.0;102121.0;101982.0;NaN;18.8;295.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:05:00+00:00;87.0;0.0;0.0;102110.0;101971.0;NaN;19.1;295.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:10:00+00:00;85.0;0.0;0.0;102109.0;101970.0;NaN;19.3;295.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:15:00+00:00;84.0;0.0;0.0;102110.0;101971.0;NaN;19.5;295.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:20:00+00:00;83.0;0.0;0.0;102096.0;101957.0;NaN;19.7;295.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:25:00+00:00;82.0;0.0;0.0;102104.0;101965.0;NaN;19.8;295.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:30:00+00:00;81.0;0.0;0.0;102101.0;101962.0;NaN;19.9;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:35:00+00:00;80.0;0.0;0.0;102099.0;101960.0;NaN;19.9;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:40:00+00:00;81.0;0.0;0.0;102105.0;101966.0;NaN;19.8;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:45:00+00:00;81.0;0.0;0.0;102098.0;101959.0;NaN;19.8;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:50:00+00:00;82.0;0.0;0.0;102096.0;101957.0;NaN;19.7;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 11:55:00+00:00;82.0;0.0;0.0;102097.0;101958.0;NaN;19.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 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13:00:00+00:00;74.0;0.0;0.0;102053.0;101914.0;NaN;21.0;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 13:05:00+00:00;74.0;0.0;0.0;102057.0;101918.0;NaN;21.0;65.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 13:10:00+00:00;73.0;0.0;0.0;102048.0;101909.0;NaN;21.1;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 13:15:00+00:00;74.0;0.0;0.0;102054.0;101915.0;NaN;21.0;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 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13:40:00+00:00;80.0;0.0;0.0;102041.0;101902.0;NaN;20.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 13:45:00+00:00;82.0;0.0;0.0;102034.0;101895.0;NaN;20.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 13:50:00+00:00;79.0;0.0;0.0;102018.0;101879.0;NaN;20.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 13:55:00+00:00;80.0;0.0;0.0;102026.0;101887.0;NaN;20.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:00:00+00:00;81.0;0.0;0.0;102024.0;101885.0;NaN;20.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:05:00+00:00;82.0;0.0;0.0;102029.0;101890.0;NaN;20.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:10:00+00:00;85.0;0.0;0.0;102022.0;101883.0;NaN;20.1;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:15:00+00:00;80.0;0.0;0.0;102019.0;101880.0;NaN;20.1;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 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14:40:00+00:00;77.0;0.0;0.0;101993.0;101854.0;NaN;20.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:45:00+00:00;81.0;0.0;0.0;101981.0;101842.0;NaN;20.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:50:00+00:00;84.0;0.0;0.0;101983.0;101844.0;NaN;20.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 14:55:00+00:00;82.0;0.0;0.0;101986.0;101847.0;NaN;20.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:00:00+00:00;82.0;0.0;0.0;101980.0;101841.0;NaN;20.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:05:00+00:00;81.0;0.0;0.0;101974.0;101835.0;NaN;20.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:10:00+00:00;82.0;0.0;0.0;101971.0;101832.0;NaN;20.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:15:00+00:00;84.0;0.0;0.0;101977.0;101838.0;NaN;20.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:20:00+00:00;80.0;0.0;0.0;101961.0;101822.0;NaN;20.5;65.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:25:00+00:00;74.0;0.0;0.0;101960.0;101821.0;NaN;20.7;65.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:30:00+00:00;74.0;0.0;0.0;101958.0;101819.0;NaN;20.9;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:35:00+00:00;74.0;0.0;0.0;101957.0;101817.0;NaN;21.1;65.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:40:00+00:00;73.0;0.0;0.0;101953.0;101813.0;NaN;21.2;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:45:00+00:00;74.0;0.0;0.0;101955.0;101815.0;NaN;21.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:50:00+00:00;73.0;0.0;0.0;101946.0;101806.0;NaN;21.3;65.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 15:55:00+00:00;74.0;0.0;0.0;101937.0;101797.0;NaN;21.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 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23:40:00+00:00;94.0;0.0;0.0;101847.0;101709.0;NaN;14.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 23:45:00+00:00;94.0;0.0;0.0;101845.0;101707.0;NaN;14.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 23:50:00+00:00;94.0;0.0;0.0;101843.0;101705.0;NaN;14.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-11 23:55:00+00:00;94.0;0.0;0.0;101836.0;101698.0;NaN;14.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:00:00+00:00;94.0;0.0;0.0;101839.0;101701.0;NaN;14.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:05:00+00:00;94.0;0.0;0.0;101824.0;101686.0;NaN;14.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:10:00+00:00;94.0;0.0;0.0;101824.0;101686.0;NaN;14.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:15:00+00:00;94.0;0.0;0.0;101816.0;101678.0;NaN;14.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:20:00+00:00;94.0;0.0;0.0;101814.0;101676.0;NaN;14.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:25:00+00:00;94.0;0.0;0.0;101819.0;101681.0;NaN;13.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:30:00+00:00;94.0;0.0;0.0;101806.0;101668.0;NaN;13.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:35:00+00:00;94.0;0.0;0.0;101805.0;101667.0;NaN;13.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:40:00+00:00;94.0;0.0;0.0;101798.0;101660.0;NaN;13.8;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:45:00+00:00;94.0;0.0;0.0;101796.0;101658.0;NaN;13.8;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:50:00+00:00;94.0;0.0;0.0;101791.0;101653.0;NaN;13.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 00:55:00+00:00;94.0;0.0;0.0;101784.0;101646.0;NaN;13.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:00:00+00:00;94.0;0.0;0.0;101785.0;101647.0;NaN;13.7;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:05:00+00:00;94.0;0.0;0.0;101793.0;101655.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:10:00+00:00;94.0;0.0;0.0;101776.0;101638.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:15:00+00:00;94.0;0.0;0.0;101772.0;101634.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:20:00+00:00;94.0;0.0;0.0;101765.0;101627.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:25:00+00:00;94.0;0.0;0.0;101762.0;101624.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:30:00+00:00;94.0;0.0;0.0;101755.0;101617.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:35:00+00:00;95.0;0.0;0.0;101753.0;101615.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:40:00+00:00;95.0;0.0;0.0;101750.0;101612.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:45:00+00:00;95.0;0.0;0.0;101740.0;101602.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:50:00+00:00;95.0;0.0;0.0;101733.0;101595.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 01:55:00+00:00;95.0;0.0;0.0;101730.0;101592.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:00:00+00:00;95.0;0.0;0.0;101728.0;101590.0;NaN;13.6;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:05:00+00:00;95.0;0.0;0.0;101721.0;101583.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:10:00+00:00;95.0;0.0;0.0;101719.0;101581.0;NaN;13.6;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:15:00+00:00;95.0;0.0;0.0;101714.0;101576.0;NaN;13.6;65.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:20:00+00:00;95.0;0.0;0.0;101720.0;101582.0;NaN;13.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:25:00+00:00;95.0;0.0;0.0;101708.0;101570.0;NaN;13.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:30:00+00:00;95.0;0.0;0.0;101703.0;101565.0;NaN;13.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:35:00+00:00;95.0;0.0;0.0;101703.0;101565.0;NaN;13.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:40:00+00:00;95.0;0.0;0.0;101706.0;101568.0;NaN;13.5;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:45:00+00:00;95.0;0.0;0.0;101706.0;101568.0;NaN;13.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:50:00+00:00;95.0;0.0;0.0;101706.0;101568.0;NaN;13.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 02:55:00+00:00;95.0;0.0;0.0;101700.0;101562.0;NaN;13.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:00:00+00:00;95.0;0.0;0.0;101706.0;101568.0;NaN;13.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:05:00+00:00;95.0;0.0;0.0;101698.0;101560.0;NaN;13.4;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:10:00+00:00;95.0;0.0;0.0;101697.0;101559.0;NaN;13.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:15:00+00:00;95.0;0.0;0.0;101699.0;101561.0;NaN;13.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:20:00+00:00;95.0;0.0;0.0;101695.0;101557.0;NaN;13.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:25:00+00:00;95.0;0.0;0.0;101703.0;101565.0;NaN;13.3;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:30:00+00:00;95.0;0.0;0.0;101696.0;101558.0;NaN;13.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:35:00+00:00;95.0;0.0;0.0;101697.0;101559.0;NaN;13.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:40:00+00:00;95.0;0.0;0.0;101700.0;101562.0;NaN;13.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:45:00+00:00;95.0;0.0;0.0;101696.0;101558.0;NaN;13.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:50:00+00:00;95.0;0.0;0.0;101693.0;101555.0;NaN;13.2;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 03:55:00+00:00;95.0;0.0;0.0;101699.0;101561.0;NaN;13.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 04:00:00+00:00;95.0;0.0;0.0;101692.0;101554.0;NaN;13.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 04:05:00+00:00;95.0;0.0;0.0;101697.0;101560.0;NaN;13.1;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 04:10:00+00:00;95.0;0.0;0.0;101693.0;101556.0;NaN;13.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 04:15:00+00:00;95.0;0.0;0.0;101691.0;101554.0;NaN;13.0;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 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10:20:00+00:00;72.0;0.0;0.0;101585.0;101445.0;NaN;20.8;145.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:25:00+00:00;72.0;0.0;0.0;101572.0;101432.0;NaN;21.0;145.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:30:00+00:00;70.0;0.0;0.0;101572.0;101432.0;NaN;21.1;135.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:35:00+00:00;71.0;0.0;0.0;101563.0;101423.0;NaN;21.2;145.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:40:00+00:00;70.0;0.0;0.0;101561.0;101421.0;NaN;21.4;145.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:45:00+00:00;69.0;0.0;0.0;101552.0;101412.0;NaN;21.5;145.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:50:00+00:00;69.0;0.0;0.0;101549.0;101409.0;NaN;21.5;135.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 10:55:00+00:00;69.0;0.0;0.0;101552.0;101412.0;NaN;21.6;205.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:00:00+00:00;69.0;0.0;0.0;101561.0;101421.0;NaN;21.7;205.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:05:00+00:00;68.0;0.0;0.0;101561.0;101421.0;NaN;21.8;205.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:10:00+00:00;68.0;0.0;0.0;101556.0;101416.0;NaN;21.9;205.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:15:00+00:00;67.0;0.0;0.0;101537.0;101397.0;NaN;22.0;205.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:20:00+00:00;67.0;0.0;0.0;101535.0;101395.0;NaN;22.1;125.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:25:00+00:00;66.0;0.0;0.0;101533.0;101393.0;NaN;22.2;125.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:30:00+00:00;65.0;0.0;0.0;101524.0;101384.0;NaN;22.3;125.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:35:00+00:00;67.0;0.0;0.0;101522.0;101382.0;NaN;22.3;125.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:40:00+00:00;66.0;0.0;0.0;101519.0;101379.0;NaN;22.3;125.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:45:00+00:00;67.0;0.0;0.0;101513.0;101373.0;NaN;22.3;125.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:50:00+00:00;67.0;0.0;0.0;101524.0;101384.0;NaN;22.4;125.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 11:55:00+00:00;66.0;0.0;0.0;101515.0;101375.0;NaN;22.5;125.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:00:00+00:00;66.0;0.0;0.0;101516.0;101376.0;NaN;22.5;125.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:05:00+00:00;65.0;0.0;0.0;101505.0;101365.0;NaN;22.5;125.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:10:00+00:00;65.0;0.0;0.0;101505.0;101365.0;NaN;22.6;125.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:15:00+00:00;64.0;0.0;0.0;101492.0;101352.0;NaN;22.6;125.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:20:00+00:00;64.0;0.0;0.0;101488.0;101348.0;NaN;22.7;95.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:25:00+00:00;65.0;0.0;0.0;101497.0;101357.0;NaN;22.7;95.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:30:00+00:00;65.0;0.0;0.0;101493.0;101353.0;NaN;22.7;95.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:35:00+00:00;66.0;0.0;0.0;101486.0;101346.0;NaN;22.7;115.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:40:00+00:00;65.0;0.0;0.0;101489.0;101349.0;NaN;22.7;115.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:45:00+00:00;65.0;0.0;0.0;101469.0;101329.0;NaN;22.7;115.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:50:00+00:00;65.0;0.0;0.0;101468.0;101328.0;NaN;22.7;115.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 12:55:00+00:00;63.0;0.0;0.0;101466.0;101326.0;NaN;22.8;115.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:00:00+00:00;64.0;0.0;0.0;101465.0;101325.0;NaN;22.9;115.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:05:00+00:00;63.0;0.0;0.0;101462.0;101322.0;NaN;23.0;115.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:10:00+00:00;62.0;0.0;0.0;101451.0;101311.0;NaN;23.1;115.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:15:00+00:00;62.0;0.0;0.0;101434.0;101293.0;NaN;23.1;115.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:20:00+00:00;62.0;0.0;0.0;101437.0;101296.0;NaN;23.1;115.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:25:00+00:00;62.0;0.0;0.0;101436.0;101295.0;NaN;23.2;115.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:30:00+00:00;62.0;0.0;0.0;101434.0;101293.0;NaN;23.2;115.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:35:00+00:00;62.0;0.0;0.0;101426.0;101285.0;NaN;23.2;115.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:40:00+00:00;62.0;0.0;0.0;101416.0;101275.0;NaN;23.3;115.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:45:00+00:00;60.0;0.0;0.0;101415.0;101274.0;NaN;23.4;125.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:50:00+00:00;61.0;0.0;0.0;101418.0;101277.0;NaN;23.5;125.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 13:55:00+00:00;60.0;0.0;0.0;101412.0;101271.0;NaN;23.5;125.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:00:00+00:00;60.0;0.0;0.0;101423.0;101282.0;NaN;23.5;125.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:05:00+00:00;60.0;0.0;0.0;101415.0;101274.0;NaN;23.5;125.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:10:00+00:00;62.0;0.0;0.0;101414.0;101273.0;NaN;23.5;125.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:15:00+00:00;61.0;0.0;0.0;101405.0;101264.0;NaN;23.4;125.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:20:00+00:00;60.0;0.0;0.0;101393.0;101252.0;NaN;23.5;125.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:25:00+00:00;61.0;0.0;0.0;101397.0;101256.0;NaN;23.5;125.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:30:00+00:00;59.0;0.0;0.0;101394.0;101253.0;NaN;23.6;125.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 14:35:00+00:00;60.0;0.0;0.0;101393.0;101252.0;NaN;23.6;125.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-12 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08:40:00+00:00;94.0;0.0;0.0;101210.0;101070.0;NaN;19.1;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 08:45:00+00:00;93.0;0.0;0.0;101206.0;101066.0;NaN;19.3;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 08:50:00+00:00;93.0;0.0;0.0;101207.0;101067.0;NaN;19.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 08:55:00+00:00;92.0;0.0;0.0;101211.0;101071.0;NaN;19.6;125.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:00:00+00:00;91.0;0.0;0.0;101196.0;101056.0;NaN;19.8;125.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:05:00+00:00;90.0;0.0;0.0;101191.0;101051.0;NaN;20.0;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:10:00+00:00;90.0;0.0;0.0;101199.0;101059.0;NaN;20.3;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:15:00+00:00;89.0;0.0;0.0;101205.0;101065.0;NaN;20.5;125.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:20:00+00:00;88.0;0.0;0.0;101201.0;101061.0;NaN;20.7;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:25:00+00:00;88.0;0.0;0.0;101189.0;101049.0;NaN;20.8;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:30:00+00:00;87.0;0.0;0.0;101187.0;101047.0;NaN;21.0;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:35:00+00:00;87.0;0.0;0.0;101175.0;101035.0;NaN;21.2;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:40:00+00:00;87.0;0.0;0.0;101172.0;101032.0;NaN;21.3;125.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:45:00+00:00;86.0;0.0;0.0;101175.0;101035.0;NaN;21.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:50:00+00:00;86.0;0.0;0.0;101171.0;101031.0;NaN;21.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 09:55:00+00:00;86.0;0.0;0.0;101174.0;101034.0;NaN;21.5;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:00:00+00:00;86.0;0.0;0.0;101166.0;101026.0;NaN;21.5;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:05:00+00:00;86.0;0.0;0.0;101155.0;101015.0;NaN;21.5;125.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:10:00+00:00;86.0;0.0;0.0;101161.0;101021.0;NaN;21.5;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:15:00+00:00;86.0;0.0;0.0;101163.0;101023.0;NaN;21.6;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:20:00+00:00;85.0;0.0;0.0;101156.0;101016.0;NaN;21.7;125.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:25:00+00:00;85.0;0.0;0.0;101161.0;101021.0;NaN;21.7;125.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:30:00+00:00;85.0;0.0;0.0;101164.0;101024.0;NaN;21.8;125.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:35:00+00:00;85.0;0.0;0.0;101154.0;101014.0;NaN;21.9;125.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:40:00+00:00;84.0;0.0;0.0;101156.0;101016.0;NaN;21.9;125.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:45:00+00:00;84.0;0.0;0.0;101159.0;101019.0;NaN;21.9;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:50:00+00:00;84.0;0.0;0.0;101155.0;101015.0;NaN;21.9;125.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 10:55:00+00:00;85.0;0.0;0.0;101165.0;101025.0;NaN;22.0;125.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:00:00+00:00;84.0;0.0;0.0;101158.0;101018.0;NaN;22.0;125.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:05:00+00:00;84.0;0.0;0.0;101167.0;101027.0;NaN;22.0;125.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:10:00+00:00;85.0;0.0;0.0;101169.0;101029.0;NaN;22.0;125.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:15:00+00:00;85.0;0.0;0.0;101169.0;101029.0;NaN;21.9;125.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:20:00+00:00;85.0;0.0;0.0;101176.0;101036.0;NaN;21.9;125.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:25:00+00:00;85.0;0.0;0.0;101178.0;101038.0;NaN;22.0;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:30:00+00:00;84.0;0.0;0.0;101177.0;101037.0;NaN;22.0;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:35:00+00:00;84.0;0.0;0.0;101179.0;101039.0;NaN;22.1;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:40:00+00:00;83.0;0.0;0.0;101184.0;101044.0;NaN;22.2;125.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:45:00+00:00;82.0;0.0;0.0;101182.0;101042.0;NaN;22.2;125.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:50:00+00:00;82.0;0.0;0.0;101178.0;101038.0;NaN;22.2;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 11:55:00+00:00;82.0;0.0;0.0;101170.0;101030.0;NaN;22.1;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder24;2022-09-13 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01:00:00+00:00;67.0;0.0;0.0;101941.0;102022.0;NaN;17.7;45.0;22.5;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:05:00+00:00;67.0;0.0;0.0;101938.0;102019.0;NaN;17.7;45.0;17.7;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:10:00+00:00;67.0;0.0;0.0;101938.0;102019.0;NaN;17.7;45.0;17.7;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:15:00+00:00;68.0;0.0;0.0;101935.0;102016.0;NaN;17.5;35.0;16.1;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:20:00+00:00;68.0;0.0;0.0;101935.0;102016.0;NaN;17.5;35.0;16.1;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:25:00+00:00;68.0;0.0;0.0;101924.0;102005.0;NaN;17.2;35.0;16.1;11.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:30:00+00:00;68.0;0.0;0.0;101924.0;102005.0;NaN;17.2;35.0;16.1;11.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:35:00+00:00;68.0;0.0;0.0;101929.0;102010.0;NaN;17.1;55.0;16.1;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:40:00+00:00;68.0;0.0;0.0;101929.0;102010.0;NaN;17.1;55.0;16.1;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:45:00+00:00;68.0;0.0;0.0;101937.0;102018.0;NaN;17.1;45.0;16.1;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:50:00+00:00;68.0;0.0;0.0;101937.0;102018.0;NaN;17.1;45.0;16.1;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 01:55:00+00:00;68.0;0.0;0.0;101932.0;102013.0;NaN;17.1;55.0;16.1;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:00:00+00:00;67.0;0.0;0.0;101928.0;102009.0;NaN;17.1;55.0;20.9;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:05:00+00:00;67.0;0.0;0.0;101928.0;102009.0;NaN;17.1;55.0;20.9;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:10:00+00:00;67.0;0.0;0.0;101924.0;102005.0;NaN;17.1;45.0;22.5;16.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:15:00+00:00;67.0;0.0;0.0;101919.0;102000.0;NaN;17.1;45.0;19.3;13.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:20:00+00:00;67.0;0.0;0.0;101919.0;102000.0;NaN;17.1;45.0;19.3;13.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:25:00+00:00;67.0;0.0;0.0;101930.0;102011.0;NaN;17.1;45.0;20.9;13.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:30:00+00:00;67.0;0.0;0.0;101915.0;101996.0;NaN;17.1;55.0;20.9;15.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:35:00+00:00;67.0;0.0;0.0;101915.0;101996.0;NaN;17.1;55.0;20.9;15.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:40:00+00:00;67.0;0.0;0.0;101903.0;101984.0;NaN;17.0;55.0;19.3;13.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:45:00+00:00;67.0;0.0;0.0;101906.0;101987.0;NaN;17.0;45.0;19.3;13.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:50:00+00:00;67.0;0.0;0.0;101902.0;101983.0;NaN;17.0;45.0;19.3;13.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 02:55:00+00:00;68.0;0.0;0.0;101897.0;101978.0;NaN;17.0;45.0;19.3;14.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 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03:20:00+00:00;69.0;0.0;0.0;101893.0;101974.0;NaN;16.9;55.0;19.3;12.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:25:00+00:00;69.0;0.0;0.0;101893.0;101974.0;NaN;16.9;55.0;19.3;12.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:30:00+00:00;69.0;0.0;0.0;101893.0;101974.0;NaN;16.9;45.0;16.1;12.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:35:00+00:00;70.0;0.0;0.0;101890.0;101971.0;NaN;16.9;55.0;14.5;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:40:00+00:00;70.0;0.0;0.0;101894.0;101975.0;NaN;16.8;45.0;16.1;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:45:00+00:00;70.0;0.0;0.0;101893.0;101974.0;NaN;16.7;45.0;14.5;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:50:00+00:00;70.0;0.0;0.0;101888.0;101969.0;NaN;16.6;45.0;19.3;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 03:55:00+00:00;71.0;0.0;0.0;101896.0;101977.0;NaN;16.5;45.0;16.1;11.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 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10:20:00+00:00;59.0;0.0;0.0;101879.0;101956.0;NaN;22.5;105.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:25:00+00:00;55.0;0.0;0.0;101850.0;101927.0;NaN;23.4;105.0;20.9;11.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:30:00+00:00;55.0;0.0;0.0;101850.0;101927.0;NaN;23.4;105.0;20.9;11.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:35:00+00:00;55.0;0.0;0.0;101850.0;101927.0;NaN;23.4;105.0;20.9;11.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:40:00+00:00;52.0;0.0;0.0;101848.0;101925.0;NaN;23.6;85.0;22.5;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:45:00+00:00;52.0;0.0;0.0;101848.0;101925.0;NaN;23.6;85.0;22.5;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:50:00+00:00;52.0;0.0;0.0;101848.0;101925.0;NaN;23.6;85.0;22.5;14.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 10:55:00+00:00;54.0;0.0;0.0;101841.0;101918.0;NaN;23.6;115.0;25.7;18.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:00:00+00:00;54.0;0.0;0.0;101843.0;101920.0;NaN;23.5;105.0;25.7;16.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:05:00+00:00;54.0;0.0;0.0;101843.0;101920.0;NaN;23.5;105.0;25.7;16.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:10:00+00:00;53.0;0.0;0.0;101816.0;101893.0;NaN;23.5;135.0;29.0;18.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:15:00+00:00;51.0;0.0;0.0;101824.0;101901.0;NaN;23.5;125.0;25.7;18.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:20:00+00:00;51.0;0.0;0.0;101824.0;101901.0;NaN;23.5;125.0;25.7;18.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:25:00+00:00;51.0;0.0;0.0;101824.0;101901.0;NaN;23.5;125.0;25.7;18.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:30:00+00:00;50.0;0.0;0.0;101821.0;101898.0;NaN;23.8;115.0;25.7;16.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:35:00+00:00;50.0;0.0;0.0;101822.0;101898.0;NaN;24.1;95.0;24.1;15.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:40:00+00:00;48.0;0.0;0.0;101817.0;101893.0;NaN;24.2;105.0;25.7;19.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:45:00+00:00;50.0;0.0;0.0;101822.0;101898.0;NaN;24.0;115.0;25.7;17.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:50:00+00:00;50.0;0.0;0.0;101822.0;101898.0;NaN;24.0;115.0;25.7;17.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 11:55:00+00:00;50.0;0.0;0.0;101822.0;101898.0;NaN;24.0;115.0;25.7;17.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:00:00+00:00;49.0;0.0;0.0;101803.0;101879.0;NaN;24.3;95.0;20.9;14.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:05:00+00:00;49.0;0.0;0.0;101801.0;101877.0;NaN;24.5;135.0;29.0;19.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:10:00+00:00;51.0;0.0;0.0;101804.0;101880.0;NaN;24.1;135.0;29.0;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:15:00+00:00;51.0;0.0;0.0;101804.0;101880.0;NaN;24.1;135.0;29.0;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:20:00+00:00;51.0;0.0;0.0;101804.0;101880.0;NaN;24.1;135.0;29.0;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:25:00+00:00;51.0;0.0;0.0;101804.0;101880.0;NaN;24.1;135.0;29.0;19.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:30:00+00:00;49.0;0.0;0.0;101786.0;101862.0;NaN;24.5;85.0;20.9;13.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:35:00+00:00;48.0;0.0;0.0;101779.0;101855.0;NaN;24.7;135.0;17.7;12.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:40:00+00:00;49.0;0.0;0.0;101786.0;101862.0;NaN;24.6;145.0;20.9;15.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:45:00+00:00;48.0;0.0;0.0;101782.0;101858.0;NaN;24.9;115.0;19.3;12.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:50:00+00:00;48.0;0.0;0.0;101782.0;101858.0;NaN;24.9;115.0;19.3;12.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 12:55:00+00:00;48.0;0.0;0.0;101782.0;101858.0;NaN;24.9;115.0;19.3;12.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:00:00+00:00;48.0;0.0;0.0;101782.0;101858.0;NaN;24.9;115.0;19.3;12.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:05:00+00:00;46.0;0.0;0.0;101785.0;101861.0;NaN;24.9;105.0;12.9;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:10:00+00:00;46.0;0.0;0.0;101770.0;101846.0;NaN;24.9;125.0;16.1;11.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:15:00+00:00;46.0;0.0;0.0;101759.0;101835.0;NaN;24.7;105.0;16.1;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:20:00+00:00;47.0;0.0;0.0;101759.0;101835.0;NaN;24.7;125.0;19.3;13.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:25:00+00:00;47.0;0.0;0.0;101759.0;101835.0;NaN;24.7;125.0;19.3;13.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:30:00+00:00;47.0;0.0;0.0;101770.0;101846.0;NaN;24.6;105.0;16.1;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:35:00+00:00;45.0;0.0;0.0;101764.0;101840.0;NaN;25.0;125.0;19.3;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:40:00+00:00;45.0;0.0;0.0;101764.0;101840.0;NaN;25.0;125.0;19.3;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:45:00+00:00;45.0;0.0;0.0;101764.0;101840.0;NaN;25.0;125.0;19.3;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:50:00+00:00;45.0;0.0;0.0;101764.0;101840.0;NaN;25.0;125.0;19.3;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 13:55:00+00:00;45.0;0.0;0.0;101752.0;101828.0;NaN;24.8;135.0;19.3;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 14:00:00+00:00;45.0;0.0;0.0;101752.0;101828.0;NaN;24.8;135.0;19.3;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 14:05:00+00:00;43.0;0.0;0.0;101737.0;101813.0;NaN;25.0;65.0;14.5;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 14:10:00+00:00;43.0;0.0;0.0;101732.0;101808.0;NaN;25.1;115.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 14:15:00+00:00;44.0;0.0;0.0;101723.0;101798.0;NaN;25.4;55.0;17.7;9.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 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22:40:00+00:00;63.0;0.0;0.0;101584.0;101663.0;NaN;18.9;35.0;11.3;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 22:45:00+00:00;63.0;0.0;0.0;101573.0;101652.0;NaN;18.9;35.0;11.3;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 22:50:00+00:00;63.0;0.0;0.0;101573.0;101652.0;NaN;18.9;35.0;11.3;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 22:55:00+00:00;63.0;0.0;0.0;101574.0;101653.0;NaN;18.7;35.0;9.7;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-01 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10:40:00+00:00;56.0;0.0;0.0;101229.0;101304.0;NaN;24.2;115.0;17.7;11.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 10:45:00+00:00;55.0;0.0;0.0;101213.0;101288.0;NaN;24.3;145.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 10:50:00+00:00;55.0;0.0;0.0;101210.0;101285.0;NaN;24.4;135.0;22.5;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 10:55:00+00:00;55.0;0.0;0.0;101188.0;101263.0;NaN;24.6;135.0;20.9;13.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:00:00+00:00;55.0;0.0;0.0;101188.0;101263.0;NaN;24.6;135.0;20.9;13.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:05:00+00:00;54.0;0.0;0.0;101188.0;101263.0;NaN;24.5;125.0;24.1;14.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:10:00+00:00;55.0;0.0;0.0;101183.0;101258.0;NaN;24.7;125.0;19.3;14.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:15:00+00:00;54.0;0.0;0.0;101186.0;101261.0;NaN;24.7;105.0;19.3;11.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:20:00+00:00;53.0;0.0;0.0;101174.0;101249.0;NaN;24.8;115.0;22.5;14.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:25:00+00:00;53.0;0.0;0.0;101165.0;101240.0;NaN;25.0;105.0;17.7;12.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:30:00+00:00;52.0;0.0;0.0;101160.0;101235.0;NaN;25.1;105.0;29.0;16.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 11:35:00+00:00;52.0;0.0;0.0;101160.0;101235.0;NaN;25.1;105.0;29.0;16.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-02 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15:40:00+00:00;58.0;0.0;0.0;100937.0;101011.0;NaN;25.6;235.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 15:45:00+00:00;58.0;0.0;0.0;100939.0;101013.0;NaN;25.8;215.0;14.5;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 15:50:00+00:00;60.0;0.0;0.0;100953.0;101027.0;NaN;25.7;205.0;11.3;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 15:55:00+00:00;60.0;0.0;0.0;100953.0;101027.0;NaN;25.6;205.0;11.3;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 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16:20:00+00:00;61.0;0.0;0.0;100955.0;101029.0;NaN;25.0;215.0;14.5;10.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:25:00+00:00;61.0;0.0;0.0;100948.0;101022.0;NaN;25.2;235.0;14.5;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:30:00+00:00;61.0;0.0;0.0;100948.0;101022.0;NaN;25.2;235.0;14.5;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:35:00+00:00;61.0;0.0;0.0;100966.0;101040.0;NaN;25.1;215.0;17.7;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:40:00+00:00;62.0;0.0;0.0;100970.0;101044.0;NaN;24.8;235.0;11.3;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:45:00+00:00;62.0;0.0;0.0;100976.0;101050.0;NaN;24.6;265.0;12.9;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:50:00+00:00;62.0;0.0;0.0;100976.0;101050.0;NaN;24.6;265.0;12.9;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 16:55:00+00:00;62.0;0.0;0.0;100976.0;101050.0;NaN;24.6;265.0;12.9;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:00:00+00:00;64.0;0.0;0.0;100983.0;101058.0;NaN;24.5;265.0;9.7;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:05:00+00:00;64.0;0.0;0.0;100986.0;101061.0;NaN;24.5;265.0;8.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:10:00+00:00;64.0;0.0;0.0;100992.0;101067.0;NaN;24.5;265.0;9.7;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:15:00+00:00;65.0;0.0;0.0;100989.0;101064.0;NaN;24.3;265.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:20:00+00:00;66.0;0.0;0.0;100993.0;101068.0;NaN;24.0;265.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:25:00+00:00;66.0;0.0;0.0;100993.0;101068.0;NaN;24.0;265.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:30:00+00:00;66.0;0.0;0.0;101007.0;101082.0;NaN;23.8;265.0;6.4;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:35:00+00:00;66.0;0.0;0.0;101014.0;101089.0;NaN;23.8;265.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:40:00+00:00;66.0;0.0;0.0;101022.0;101097.0;NaN;23.9;265.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:45:00+00:00;66.0;0.0;0.0;101022.0;101097.0;NaN;23.9;265.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:50:00+00:00;67.0;0.0;0.0;101035.0;101110.0;NaN;23.9;265.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 17:55:00+00:00;67.0;0.0;0.0;101035.0;101110.0;NaN;23.9;265.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:00:00+00:00;68.0;0.0;0.0;101045.0;101120.0;NaN;23.8;265.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:05:00+00:00;68.0;0.0;0.0;101045.0;101120.0;NaN;23.8;265.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:10:00+00:00;67.0;0.0;0.0;101060.0;101135.0;NaN;23.5;265.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:15:00+00:00;67.0;0.0;0.0;101060.0;101135.0;NaN;23.5;265.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:20:00+00:00;68.0;0.0;0.0;101064.0;101139.0;NaN;23.5;265.0;1.6;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:25:00+00:00;68.0;0.0;0.0;101064.0;101139.0;NaN;23.5;265.0;1.6;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:30:00+00:00;68.0;0.0;0.0;101064.0;101139.0;NaN;23.5;265.0;1.6;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:35:00+00:00;68.0;0.0;0.0;101100.0;101176.0;NaN;23.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:40:00+00:00;68.0;0.0;0.0;101100.0;101176.0;NaN;23.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:45:00+00:00;69.0;0.0;0.0;101110.0;101186.0;NaN;23.1;265.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:50:00+00:00;72.0;0.0;0.0;101108.0;101184.0;NaN;22.8;285.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 18:55:00+00:00;73.0;0.0;0.0;101108.0;101184.0;NaN;22.4;285.0;4.8;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:00:00+00:00;73.0;0.0;0.0;101108.0;101184.0;NaN;22.4;285.0;4.8;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:05:00+00:00;74.0;0.0;0.0;101105.0;101181.0;NaN;22.1;285.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:10:00+00:00;74.0;0.0;0.0;101105.0;101181.0;NaN;22.1;285.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:15:00+00:00;74.0;0.0;0.0;101115.0;101191.0;NaN;22.0;285.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:20:00+00:00;76.0;0.0;0.0;101132.0;101208.0;NaN;21.9;285.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:25:00+00:00;76.0;0.0;0.0;101137.0;101213.0;NaN;21.9;285.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:30:00+00:00;76.0;0.0;0.0;101137.0;101213.0;NaN;21.9;285.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:35:00+00:00;75.0;0.0;0.0;101137.0;101214.0;NaN;21.8;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:40:00+00:00;77.0;0.0;0.0;101130.0;101207.0;NaN;21.8;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:45:00+00:00;78.0;0.0;0.0;101151.0;101228.0;NaN;21.8;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:50:00+00:00;78.0;0.0;0.0;101151.0;101228.0;NaN;21.8;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 19:55:00+00:00;79.0;0.0;0.0;101150.0;101227.0;NaN;21.8;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 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20:40:00+00:00;80.0;0.0;0.0;101185.0;101262.0;NaN;20.5;275.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 20:45:00+00:00;80.0;0.0;0.0;101194.0;101271.0;NaN;20.6;275.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 20:50:00+00:00;80.0;0.0;0.0;101194.0;101271.0;NaN;20.6;275.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 20:55:00+00:00;80.0;0.0;0.0;101194.0;101271.0;NaN;20.6;275.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:00:00+00:00;80.0;0.0;0.0;101194.0;101271.0;NaN;20.6;275.0;1.6;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:05:00+00:00;80.0;0.0;0.0;101205.0;101282.0;NaN;20.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:10:00+00:00;81.0;0.0;0.0;101205.0;101283.0;NaN;20.4;275.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:15:00+00:00;81.0;0.0;0.0;101205.0;101283.0;NaN;20.4;275.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:20:00+00:00;80.0;0.0;0.0;101205.0;101283.0;NaN;20.0;255.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:25:00+00:00;80.0;0.0;0.0;101205.0;101283.0;NaN;20.0;255.0;9.7;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:30:00+00:00;81.0;0.0;0.0;101207.0;101285.0;NaN;19.9;255.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:35:00+00:00;81.0;0.0;0.0;101207.0;101285.0;NaN;19.7;255.0;9.7;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:40:00+00:00;82.0;0.0;0.0;101215.0;101293.0;NaN;19.5;255.0;9.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:45:00+00:00;82.0;0.0;0.0;101215.0;101293.0;NaN;19.5;255.0;9.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:50:00+00:00;82.0;0.0;0.0;101215.0;101293.0;NaN;19.5;255.0;9.7;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 21:55:00+00:00;83.0;0.0;0.0;101206.0;101284.0;NaN;19.3;255.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:00:00+00:00;83.0;0.0;0.0;101214.0;101292.0;NaN;19.2;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:05:00+00:00;83.0;0.0;0.0;101214.0;101292.0;NaN;19.2;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:10:00+00:00;83.0;0.0;0.0;101221.0;101299.0;NaN;19.2;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:15:00+00:00;83.0;0.0;0.0;101221.0;101299.0;NaN;19.2;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:20:00+00:00;83.0;0.0;0.0;101221.0;101299.0;NaN;19.2;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:25:00+00:00;83.0;0.0;0.0;101221.0;101299.0;NaN;19.2;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:30:00+00:00;83.0;0.0;0.0;101221.0;101299.0;NaN;19.2;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:35:00+00:00;84.0;0.0;0.0;101211.0;101289.0;NaN;19.3;255.0;4.8;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:40:00+00:00;84.0;0.0;0.0;101218.0;101296.0;NaN;19.2;255.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:45:00+00:00;84.0;0.0;0.0;101218.0;101296.0;NaN;19.2;255.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:50:00+00:00;84.0;0.0;0.0;101233.0;101312.0;NaN;19.0;255.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 22:55:00+00:00;84.0;0.0;0.0;101233.0;101312.0;NaN;19.0;255.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:00:00+00:00;85.0;0.0;0.0;101256.0;101335.0;NaN;18.8;255.0;4.8;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:05:00+00:00;85.0;0.0;0.0;101256.0;101335.0;NaN;18.8;255.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:10:00+00:00;85.0;0.0;0.0;101256.0;101335.0;NaN;18.8;255.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:15:00+00:00;86.0;0.0;0.0;101271.0;101350.0;NaN;18.7;255.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:20:00+00:00;86.0;0.0;0.0;101261.0;101340.0;NaN;18.6;255.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:25:00+00:00;87.0;0.0;0.0;101264.0;101343.0;NaN;18.5;255.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:30:00+00:00;87.0;0.0;0.0;101264.0;101343.0;NaN;18.5;255.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:35:00+00:00;88.0;0.0;0.0;101264.0;101343.0;NaN;18.4;255.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:40:00+00:00;88.0;0.0;0.0;101270.0;101349.0;NaN;18.4;255.0;4.8;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:45:00+00:00;88.0;0.0;0.0;101272.0;101351.0;NaN;18.3;255.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:50:00+00:00;89.0;0.0;0.0;101272.0;101351.0;NaN;18.2;255.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-03 23:55:00+00:00;89.0;0.0;0.0;101272.0;101351.0;NaN;18.2;255.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:00:00+00:00;89.0;0.0;0.0;101287.0;101366.0;NaN;18.2;255.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:05:00+00:00;89.0;0.0;0.0;101287.0;101366.0;NaN;18.2;255.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:10:00+00:00;90.0;0.0;0.0;101293.0;101372.0;NaN;18.2;255.0;4.8;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:15:00+00:00;90.0;0.0;0.0;101294.0;101373.0;NaN;18.1;255.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:20:00+00:00;90.0;0.0;0.0;101294.0;101373.0;NaN;18.1;255.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:25:00+00:00;90.0;0.0;0.0;101294.0;101373.0;NaN;18.1;255.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:30:00+00:00;90.0;0.0;0.0;101310.0;101389.0;NaN;17.9;255.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:35:00+00:00;91.0;0.0;0.0;101309.0;101388.0;NaN;18.0;255.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:40:00+00:00;91.0;0.0;0.0;101299.0;101378.0;NaN;18.0;255.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:45:00+00:00;91.0;0.0;0.0;101306.0;101385.0;NaN;18.1;255.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:50:00+00:00;91.0;0.0;0.0;101295.0;101374.0;NaN;18.1;255.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 00:55:00+00:00;91.0;0.0;0.0;101308.0;101387.0;NaN;18.1;255.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:00:00+00:00;91.0;0.0;0.0;101317.0;101396.0;NaN;18.1;255.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:05:00+00:00;91.0;0.0;0.0;101323.0;101402.0;NaN;18.2;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:10:00+00:00;92.0;0.0;0.0;101334.0;101413.0;NaN;18.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:15:00+00:00;92.0;0.0;0.0;101334.0;101413.0;NaN;18.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:20:00+00:00;92.0;0.0;0.0;101341.0;101420.0;NaN;18.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:25:00+00:00;92.0;0.0;0.0;101341.0;101420.0;NaN;18.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:30:00+00:00;92.0;0.0;0.0;101339.0;101418.0;NaN;18.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 01:35:00+00:00;92.0;0.0;0.0;101339.0;101418.0;NaN;18.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 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20:20:00+00:00;59.0;0.0;0.0;101701.0;101778.0;NaN;22.5;155.0;4.8;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:25:00+00:00;66.0;0.0;0.0;101710.0;101788.0;NaN;21.7;155.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:30:00+00:00;66.0;0.0;0.0;101701.0;101779.0;NaN;21.1;155.0;1.6;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:35:00+00:00;67.0;0.0;0.0;101717.0;101795.0;NaN;20.6;155.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:40:00+00:00;67.0;0.0;0.0;101717.0;101795.0;NaN;20.6;155.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:45:00+00:00;68.0;0.0;0.0;101724.0;101802.0;NaN;20.8;155.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:50:00+00:00;68.0;0.0;0.0;101724.0;101802.0;NaN;20.8;155.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 20:55:00+00:00;66.0;0.0;0.0;101719.0;101797.0;NaN;20.9;155.0;4.8;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-04 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11:00:00+00:00;57.0;0.0;0.0;101777.0;101853.0;NaN;25.1;185.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 11:05:00+00:00;56.0;0.0;0.0;101778.0;101853.0;NaN;25.3;195.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 11:10:00+00:00;56.0;0.0;0.0;101764.0;101839.0;NaN;25.3;195.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 11:15:00+00:00;56.0;0.0;0.0;101751.0;101826.0;NaN;25.4;195.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 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12:00:00+00:00;55.0;0.0;0.0;101734.0;101809.0;NaN;25.8;195.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:05:00+00:00;57.0;0.0;0.0;101730.0;101805.0;NaN;25.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:10:00+00:00;55.0;0.0;0.0;101728.0;101803.0;NaN;25.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:15:00+00:00;56.0;0.0;0.0;101720.0;101795.0;NaN;25.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:20:00+00:00;57.0;0.0;0.0;101720.0;101795.0;NaN;25.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:25:00+00:00;58.0;0.0;0.0;101724.0;101799.0;NaN;26.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:30:00+00:00;55.0;0.0;0.0;101719.0;101794.0;NaN;26.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:35:00+00:00;55.0;0.0;0.0;101715.0;101790.0;NaN;26.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:40:00+00:00;53.0;0.0;0.0;101712.0;101787.0;NaN;26.3;195.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:45:00+00:00;54.0;0.0;0.0;101715.0;101790.0;NaN;26.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:50:00+00:00;51.0;0.0;0.0;101718.0;101793.0;NaN;26.6;195.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 12:55:00+00:00;51.0;0.0;0.0;101717.0;101791.0;NaN;27.0;195.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:00:00+00:00;48.0;0.0;0.0;101721.0;101795.0;NaN;27.2;195.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:05:00+00:00;48.0;0.0;0.0;101710.0;101784.0;NaN;27.5;195.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:10:00+00:00;48.0;0.0;0.0;101692.0;101766.0;NaN;27.8;205.0;14.5;10.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:15:00+00:00;48.0;0.0;0.0;101685.0;101759.0;NaN;27.9;205.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 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13:40:00+00:00;49.0;0.0;0.0;101684.0;101758.0;NaN;27.7;205.0;12.9;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:45:00+00:00;49.0;0.0;0.0;101670.0;101744.0;NaN;27.7;225.0;12.9;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:50:00+00:00;49.0;0.0;0.0;101670.0;101744.0;NaN;27.7;225.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 13:55:00+00:00;49.0;0.0;0.0;101660.0;101734.0;NaN;27.8;225.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-05 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07:40:00+00:00;85.0;0.0;0.0;101366.0;101445.0;NaN;19.0;195.0;22.5;15.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 07:45:00+00:00;84.0;0.0;0.0;101364.0;101443.0;NaN;19.2;195.0;20.9;14.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 07:50:00+00:00;84.0;0.0;0.0;101368.0;101447.0;NaN;19.3;195.0;16.1;10.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 07:55:00+00:00;84.0;0.0;0.0;101376.0;101454.0;NaN;19.5;195.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 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08:20:00+00:00;83.0;0.0;0.0;101402.0;101480.0;NaN;20.2;205.0;17.7;12.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:25:00+00:00;82.0;0.0;0.0;101402.0;101480.0;NaN;20.3;205.0;17.7;13.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:30:00+00:00;83.0;0.0;0.0;101404.0;101482.0;NaN;20.5;205.0;22.5;13.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:35:00+00:00;81.0;0.0;0.0;101424.0;101502.0;NaN;20.7;215.0;24.1;15.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:40:00+00:00;81.0;0.0;0.0;101424.0;101502.0;NaN;20.7;215.0;24.1;15.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:45:00+00:00;81.0;0.0;0.0;101422.0;101500.0;NaN;20.8;215.0;17.7;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:50:00+00:00;81.0;0.0;0.0;101422.0;101500.0;NaN;20.8;215.0;17.7;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 08:55:00+00:00;79.0;0.0;0.0;101427.0;101505.0;NaN;21.0;235.0;20.9;12.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:00:00+00:00;79.0;0.0;0.0;101427.0;101505.0;NaN;21.0;235.0;20.9;12.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:05:00+00:00;80.0;0.0;0.0;101425.0;101503.0;NaN;21.1;255.0;14.5;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:10:00+00:00;80.0;0.0;0.0;101434.0;101511.0;NaN;21.3;245.0;17.7;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:15:00+00:00;80.0;0.0;0.0;101434.0;101511.0;NaN;21.3;245.0;17.7;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:20:00+00:00;79.0;0.0;0.0;101418.0;101495.0;NaN;21.4;245.0;16.1;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:25:00+00:00;78.0;0.0;0.0;101418.0;101495.0;NaN;21.5;255.0;16.1;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:30:00+00:00;78.0;0.0;0.0;101418.0;101495.0;NaN;21.5;255.0;16.1;10.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:35:00+00:00;77.0;0.0;0.0;101423.0;101500.0;NaN;21.9;225.0;19.3;11.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:40:00+00:00;77.0;0.0;0.0;101423.0;101500.0;NaN;21.9;225.0;19.3;11.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:45:00+00:00;76.0;0.0;0.0;101432.0;101509.0;NaN;22.2;235.0;17.7;12.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:50:00+00:00;75.0;0.0;0.0;101445.0;101522.0;NaN;22.6;225.0;16.1;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 09:55:00+00:00;72.0;0.0;0.0;101438.0;101514.0;NaN;22.9;225.0;24.1;12.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:00:00+00:00;72.0;0.0;0.0;101438.0;101514.0;NaN;22.9;225.0;24.1;12.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:05:00+00:00;70.0;0.0;0.0;101424.0;101500.0;NaN;23.1;235.0;29.0;15.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:10:00+00:00;70.0;0.0;0.0;101424.0;101500.0;NaN;23.1;235.0;29.0;15.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:15:00+00:00;69.0;0.0;0.0;101430.0;101506.0;NaN;23.2;245.0;22.5;13.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:20:00+00:00;68.0;0.0;0.0;101420.0;101496.0;NaN;23.3;225.0;20.9;13.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:25:00+00:00;66.0;0.0;0.0;101409.0;101485.0;NaN;23.5;225.0;29.0;19.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:30:00+00:00;66.0;0.0;0.0;101409.0;101485.0;NaN;23.5;225.0;29.0;19.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:35:00+00:00;64.0;0.0;0.0;101419.0;101495.0;NaN;23.4;225.0;30.6;20.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:40:00+00:00;64.0;0.0;0.0;101417.0;101493.0;NaN;23.6;235.0;22.5;15.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:45:00+00:00;63.0;0.0;0.0;101414.0;101490.0;NaN;23.7;255.0;24.1;16.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:50:00+00:00;63.0;0.0;0.0;101414.0;101490.0;NaN;23.7;255.0;24.1;16.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 10:55:00+00:00;62.0;0.0;0.0;101403.0;101479.0;NaN;23.5;255.0;24.1;17.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:00:00+00:00;62.0;0.0;0.0;101403.0;101479.0;NaN;23.5;255.0;24.1;17.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:05:00+00:00;63.0;0.0;0.0;101392.0;101468.0;NaN;23.4;275.0;20.9;14.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:10:00+00:00;63.0;0.0;0.0;101392.0;101468.0;NaN;23.4;275.0;20.9;14.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:15:00+00:00;63.0;0.0;0.0;101408.0;101484.0;NaN;24.1;255.0;22.5;13.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:20:00+00:00;63.0;0.0;0.0;101398.0;101473.0;NaN;24.3;215.0;17.7;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:25:00+00:00;62.0;0.0;0.0;101401.0;101476.0;NaN;24.5;225.0;19.3;13.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:30:00+00:00;62.0;0.0;0.0;101401.0;101476.0;NaN;24.5;225.0;19.3;13.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:35:00+00:00;61.0;0.0;0.0;101396.0;101471.0;NaN;24.6;235.0;14.5;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:40:00+00:00;61.0;0.0;0.0;101396.0;101471.0;NaN;24.6;235.0;14.5;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:45:00+00:00;60.0;0.0;0.0;101393.0;101468.0;NaN;25.1;245.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:50:00+00:00;60.0;0.0;0.0;101390.0;101465.0;NaN;25.2;215.0;17.7;11.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 11:55:00+00:00;60.0;0.0;0.0;101406.0;101481.0;NaN;25.1;235.0;17.7;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 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13:00:00+00:00;57.0;0.0;0.0;101374.0;101448.0;NaN;26.0;275.0;16.1;10.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:05:00+00:00;57.0;0.0;0.0;101372.0;101446.0;NaN;25.8;225.0;17.7;12.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:10:00+00:00;55.0;0.0;0.0;101361.0;101435.0;NaN;26.1;245.0;14.5;9.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:15:00+00:00;55.0;0.0;0.0;101351.0;101425.0;NaN;26.1;255.0;14.5;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:20:00+00:00;55.0;0.0;0.0;101351.0;101425.0;NaN;26.1;255.0;14.5;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:25:00+00:00;55.0;0.0;0.0;101341.0;101415.0;NaN;26.1;195.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:30:00+00:00;55.0;0.0;0.0;101341.0;101415.0;NaN;26.1;195.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:35:00+00:00;57.0;0.0;0.0;101325.0;101399.0;NaN;25.9;205.0;12.9;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:40:00+00:00;57.0;0.0;0.0;101325.0;101399.0;NaN;25.9;205.0;12.9;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:45:00+00:00;56.0;0.0;0.0;101320.0;101394.0;NaN;25.9;205.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:50:00+00:00;56.0;0.0;0.0;101311.0;101385.0;NaN;25.8;255.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 13:55:00+00:00;55.0;0.0;0.0;101298.0;101372.0;NaN;25.6;265.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:00:00+00:00;58.0;0.0;0.0;101297.0;101371.0;NaN;25.7;265.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:05:00+00:00;57.0;0.0;0.0;101305.0;101379.0;NaN;26.0;255.0;8.1;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:10:00+00:00;56.0;0.0;0.0;101306.0;101380.0;NaN;26.0;285.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:15:00+00:00;56.0;0.0;0.0;101306.0;101380.0;NaN;26.0;285.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 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14:40:00+00:00;58.0;0.0;0.0;101303.0;101377.0;NaN;25.7;205.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:45:00+00:00;59.0;0.0;0.0;101309.0;101383.0;NaN;25.7;205.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:50:00+00:00;59.0;0.0;0.0;101301.0;101375.0;NaN;25.7;205.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 14:55:00+00:00;60.0;0.0;0.0;101285.0;101359.0;NaN;25.6;205.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:00:00+00:00;59.0;0.0;0.0;101282.0;101356.0;NaN;25.5;205.0;8.1;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:05:00+00:00;59.0;0.0;0.0;101282.0;101356.0;NaN;25.5;205.0;8.1;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:10:00+00:00;61.0;0.0;0.0;101282.0;101357.0;NaN;25.3;205.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:15:00+00:00;61.0;0.0;0.0;101282.0;101357.0;NaN;25.3;205.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:20:00+00:00;59.0;0.0;0.0;101282.0;101357.0;NaN;25.2;225.0;11.3;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:25:00+00:00;59.0;0.0;0.0;101280.0;101355.0;NaN;25.1;215.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:30:00+00:00;59.0;0.0;0.0;101280.0;101355.0;NaN;25.1;215.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:35:00+00:00;59.0;0.0;0.0;101267.0;101342.0;NaN;25.1;215.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:40:00+00:00;59.0;0.0;0.0;101267.0;101342.0;NaN;25.1;215.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:45:00+00:00;60.0;0.0;0.0;101263.0;101338.0;NaN;25.1;215.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:50:00+00:00;61.0;0.0;0.0;101264.0;101339.0;NaN;24.9;215.0;4.8;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 15:55:00+00:00;62.0;0.0;0.0;101249.0;101324.0;NaN;24.8;215.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 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16:20:00+00:00;62.0;0.0;0.0;101234.0;101309.0;NaN;24.7;215.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:25:00+00:00;63.0;0.0;0.0;101215.0;101290.0;NaN;24.6;215.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:30:00+00:00;63.0;0.0;0.0;101215.0;101290.0;NaN;24.6;215.0;4.8;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:35:00+00:00;64.0;0.0;0.0;101210.0;101285.0;NaN;24.4;315.0;6.4;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:40:00+00:00;64.0;0.0;0.0;101210.0;101285.0;NaN;24.4;315.0;6.4;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:45:00+00:00;65.0;0.0;0.0;101217.0;101292.0;NaN;24.1;315.0;8.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:50:00+00:00;65.0;0.0;0.0;101217.0;101292.0;NaN;24.1;315.0;8.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 16:55:00+00:00;66.0;0.0;0.0;101193.0;101268.0;NaN;23.8;315.0;8.1;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-06 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07:40:00+00:00;95.0;0.0;4.2;101075.0;101155.0;NaN;16.2;255.0;19.3;14.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 07:45:00+00:00;95.0;0.0;4.2;101075.0;101155.0;NaN;16.3;255.0;19.3;14.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 07:50:00+00:00;95.0;0.0;4.2;101095.0;101175.0;NaN;16.4;255.0;24.1;16.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 07:55:00+00:00;95.0;0.0;4.2;101095.0;101175.0;NaN;16.4;255.0;24.1;16.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 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08:40:00+00:00;91.0;0.0;4.2;101122.0;101201.0;NaN;17.4;265.0;25.7;18.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 08:45:00+00:00;91.0;0.0;4.2;101122.0;101201.0;NaN;17.4;265.0;25.7;18.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 08:50:00+00:00;90.0;0.0;4.2;101127.0;101206.0;NaN;17.4;275.0;25.7;17.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 08:55:00+00:00;89.0;0.0;4.2;101147.0;101226.0;NaN;17.5;285.0;29.0;19.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:00:00+00:00;89.0;0.0;4.2;101153.0;101232.0;NaN;17.6;275.0;25.7;17.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:05:00+00:00;88.0;0.0;4.2;101162.0;101241.0;NaN;17.7;275.0;30.6;20.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:10:00+00:00;87.0;0.0;4.2;101186.0;101265.0;NaN;17.9;285.0;27.4;17.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:15:00+00:00;87.0;0.0;4.2;101186.0;101265.0;NaN;17.9;285.0;27.4;17.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:20:00+00:00;87.0;0.0;4.2;101189.0;101268.0;NaN;17.9;285.0;27.4;17.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:25:00+00:00;86.0;0.0;4.2;101187.0;101266.0;NaN;18.0;285.0;24.1;16.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:30:00+00:00;86.0;0.0;4.2;101181.0;101260.0;NaN;18.1;275.0;24.1;16.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:35:00+00:00;85.0;0.0;4.2;101172.0;101251.0;NaN;18.1;275.0;30.6;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:40:00+00:00;85.0;0.0;4.2;101192.0;101271.0;NaN;18.1;285.0;25.7;17.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:45:00+00:00;85.0;0.0;4.2;101192.0;101271.0;NaN;18.1;285.0;25.7;17.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:50:00+00:00;85.0;0.0;4.2;101205.0;101284.0;NaN;18.1;275.0;24.1;17.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 09:55:00+00:00;85.0;0.0;4.2;101204.0;101283.0;NaN;18.2;275.0;24.1;17.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:00:00+00:00;85.0;0.0;4.2;101191.0;101270.0;NaN;18.3;275.0;30.6;19.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:05:00+00:00;85.0;0.0;4.2;101201.0;101280.0;NaN;18.3;285.0;30.6;23.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:10:00+00:00;84.0;0.0;4.2;101205.0;101284.0;NaN;18.4;285.0;25.7;17.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:15:00+00:00;84.0;0.0;4.2;101231.0;101310.0;NaN;18.4;285.0;27.4;21.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:20:00+00:00;85.0;0.0;4.2;101233.0;101312.0;NaN;18.3;285.0;24.1;16.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:25:00+00:00;85.0;0.0;4.2;101233.0;101312.0;NaN;18.3;285.0;24.1;16.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:30:00+00:00;85.0;0.0;4.2;101232.0;101311.0;NaN;18.2;295.0;25.7;17.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:35:00+00:00;85.0;0.0;4.2;101232.0;101311.0;NaN;18.2;295.0;25.7;17.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:40:00+00:00;85.0;0.0;4.2;101238.0;101317.0;NaN;18.3;295.0;30.6;22.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:45:00+00:00;83.0;0.0;4.2;101225.0;101304.0;NaN;18.5;295.0;38.6;28.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:50:00+00:00;83.0;0.0;4.2;101235.0;101314.0;NaN;18.6;295.0;35.4;25.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 10:55:00+00:00;82.0;0.0;4.2;101216.0;101295.0;NaN;18.6;295.0;37.0;26.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:00:00+00:00;81.0;0.0;4.2;101203.0;101282.0;NaN;18.9;295.0;40.2;27.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:05:00+00:00;81.0;0.0;4.2;101203.0;101282.0;NaN;18.9;295.0;40.2;27.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:10:00+00:00;82.0;0.0;4.2;101219.0;101298.0;NaN;18.9;295.0;35.4;23.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:15:00+00:00;82.0;0.0;4.2;101219.0;101298.0;NaN;18.9;295.0;35.4;23.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:20:00+00:00;82.0;0.0;4.2;101245.0;101324.0;NaN;18.9;295.0;27.4;18.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:25:00+00:00;82.0;0.0;4.2;101248.0;101327.0;NaN;18.9;295.0;32.2;20.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:30:00+00:00;82.0;0.0;4.2;101248.0;101327.0;NaN;18.9;295.0;32.2;20.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:35:00+00:00;82.0;0.0;4.2;101223.0;101301.0;NaN;19.0;295.0;32.2;21.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:40:00+00:00;82.0;0.0;4.2;101223.0;101301.0;NaN;19.0;295.0;32.2;21.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:45:00+00:00;82.0;0.0;4.2;101233.0;101311.0;NaN;19.1;285.0;33.8;22.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:50:00+00:00;82.0;0.0;4.2;101234.0;101312.0;NaN;19.0;285.0;37.0;25.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 11:55:00+00:00;82.0;0.0;4.2;101256.0;101335.0;NaN;19.0;295.0;33.8;27.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 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23:40:00+00:00;94.0;0.0;12.2;101772.0;101854.0;NaN;15.9;275.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 23:45:00+00:00;93.0;0.0;12.2;101784.0;101866.0;NaN;15.5;255.0;8.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 23:50:00+00:00;93.0;0.0;12.2;101784.0;101866.0;NaN;15.5;255.0;8.1;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-10 23:55:00+00:00;93.0;0.0;12.2;101780.0;101862.0;NaN;15.2;255.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:00:00+00:00;94.0;0.0;0.0;101788.0;101870.0;NaN;15.3;255.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:05:00+00:00;94.0;0.0;0.0;101782.0;101864.0;NaN;15.5;265.0;8.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:10:00+00:00;94.0;0.0;0.0;101782.0;101864.0;NaN;15.7;265.0;9.7;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:15:00+00:00;94.0;0.0;0.0;101774.0;101856.0;NaN;15.7;275.0;9.7;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:20:00+00:00;94.0;0.0;0.0;101774.0;101856.0;NaN;15.7;275.0;9.7;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:25:00+00:00;94.0;0.0;0.0;101781.0;101863.0;NaN;15.7;275.0;9.7;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:30:00+00:00;94.0;0.0;0.0;101781.0;101863.0;NaN;15.7;275.0;6.4;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:35:00+00:00;94.0;0.0;0.0;101780.0;101862.0;NaN;15.8;275.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:40:00+00:00;94.0;0.0;0.0;101780.0;101862.0;NaN;15.8;275.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:45:00+00:00;94.0;0.0;0.0;101778.0;101860.0;NaN;15.7;275.0;4.8;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:50:00+00:00;94.0;0.0;0.0;101770.0;101852.0;NaN;15.4;275.0;6.4;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 00:55:00+00:00;94.0;0.0;0.0;101770.0;101852.0;NaN;15.4;275.0;6.4;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:00:00+00:00;94.0;0.0;0.0;101763.0;101845.0;NaN;15.5;275.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:05:00+00:00;94.0;0.0;0.0;101765.0;101847.0;NaN;15.3;275.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:10:00+00:00;94.0;0.0;0.0;101768.0;101850.0;NaN;15.1;275.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:15:00+00:00;94.0;0.0;0.0;101767.0;101849.0;NaN;15.0;275.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:20:00+00:00;94.0;0.0;0.0;101767.0;101849.0;NaN;14.9;275.0;4.8;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:25:00+00:00;94.0;0.0;0.0;101764.0;101846.0;NaN;14.9;275.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:30:00+00:00;94.0;0.0;0.0;101767.0;101849.0;NaN;14.9;275.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:35:00+00:00;94.0;0.0;0.0;101770.0;101852.0;NaN;14.9;275.0;4.8;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:40:00+00:00;94.0;0.0;0.0;101766.0;101848.0;NaN;14.8;275.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:45:00+00:00;94.0;0.0;0.0;101766.0;101848.0;NaN;14.8;275.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:50:00+00:00;94.0;0.0;0.0;101764.0;101846.0;NaN;14.8;275.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 01:55:00+00:00;94.0;0.0;0.0;101763.0;101845.0;NaN;14.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:00:00+00:00;95.0;0.0;0.0;101756.0;101838.0;NaN;14.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:05:00+00:00;95.0;0.0;0.0;101768.0;101850.0;NaN;14.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:10:00+00:00;95.0;0.0;0.0;101768.0;101850.0;NaN;14.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:15:00+00:00;95.0;0.0;0.0;101781.0;101863.0;NaN;14.9;275.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:20:00+00:00;95.0;0.0;0.0;101780.0;101862.0;NaN;14.9;275.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:25:00+00:00;95.0;0.0;0.0;101766.0;101848.0;NaN;15.1;275.0;3.2;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:30:00+00:00;95.0;0.0;0.0;101771.0;101853.0;NaN;15.2;275.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:35:00+00:00;95.0;0.0;0.0;101777.0;101859.0;NaN;15.2;275.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:40:00+00:00;95.0;0.0;0.0;101777.0;101859.0;NaN;15.2;275.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:45:00+00:00;95.0;0.0;0.0;101782.0;101864.0;NaN;15.2;275.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:50:00+00:00;95.0;0.0;0.0;101777.0;101859.0;NaN;15.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 02:55:00+00:00;95.0;0.0;0.0;101770.0;101852.0;NaN;15.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:00:00+00:00;95.0;0.0;0.0;101788.0;101870.0;NaN;15.2;275.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:05:00+00:00;95.0;0.0;0.0;101787.0;101869.0;NaN;15.0;275.0;4.8;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:10:00+00:00;95.0;0.0;0.0;101788.0;101870.0;NaN;14.8;275.0;8.1;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:15:00+00:00;95.0;0.0;0.0;101787.0;101869.0;NaN;14.8;275.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:20:00+00:00;95.0;0.0;0.0;101787.0;101869.0;NaN;14.8;275.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:25:00+00:00;95.0;0.0;0.0;101796.0;101878.0;NaN;14.7;275.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:30:00+00:00;95.0;0.0;0.0;101796.0;101878.0;NaN;14.7;275.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:35:00+00:00;95.0;0.0;0.0;101804.0;101886.0;NaN;14.8;275.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:40:00+00:00;95.0;0.0;0.0;101798.0;101880.0;NaN;14.9;275.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:45:00+00:00;95.0;0.0;0.0;101796.0;101878.0;NaN;15.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:50:00+00:00;95.0;0.0;0.0;101796.0;101878.0;NaN;15.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 03:55:00+00:00;95.0;0.0;0.0;101789.0;101871.0;NaN;14.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:00:00+00:00;95.0;0.0;0.0;101794.0;101877.0;NaN;14.0;265.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:05:00+00:00;95.0;0.0;0.0;101794.0;101877.0;NaN;14.0;265.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:10:00+00:00;95.0;0.0;0.0;101806.0;101889.0;NaN;13.8;265.0;4.8;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:15:00+00:00;95.0;0.0;0.0;101802.0;101885.0;NaN;13.7;265.0;4.8;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 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04:40:00+00:00;96.0;0.0;0.0;101818.0;101901.0;NaN;14.0;265.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:45:00+00:00;95.0;0.0;0.0;101824.0;101907.0;NaN;13.9;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:50:00+00:00;95.0;0.0;0.0;101824.0;101907.0;NaN;13.9;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 04:55:00+00:00;95.0;0.0;0.0;101832.0;101915.0;NaN;13.7;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 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05:40:00+00:00;96.0;0.0;0.0;101865.0;101948.0;NaN;13.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 05:45:00+00:00;96.0;0.0;0.0;101867.0;101950.0;NaN;13.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 05:50:00+00:00;96.0;0.0;0.0;101875.0;101958.0;NaN;13.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 05:55:00+00:00;96.0;0.0;0.0;101890.0;101974.0;NaN;13.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:00:00+00:00;96.0;0.0;0.0;101895.0;101979.0;NaN;13.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:05:00+00:00;96.0;0.0;0.0;101884.0;101967.0;NaN;13.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:10:00+00:00;96.0;0.0;0.0;101884.0;101967.0;NaN;13.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:15:00+00:00;96.0;0.0;0.0;101886.0;101969.0;NaN;13.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:20:00+00:00;96.0;0.0;0.0;101886.0;101969.0;NaN;13.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:25:00+00:00;96.0;0.0;0.0;101886.0;101969.0;NaN;13.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:30:00+00:00;96.0;0.0;0.0;101896.0;101979.0;NaN;13.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:35:00+00:00;96.0;0.0;0.0;101891.0;101974.0;NaN;13.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:40:00+00:00;96.0;0.0;0.0;101891.0;101974.0;NaN;13.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:45:00+00:00;96.0;0.0;0.0;101891.0;101974.0;NaN;14.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:50:00+00:00;96.0;0.0;0.0;101891.0;101974.0;NaN;14.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 06:55:00+00:00;96.0;0.0;0.0;101888.0;101971.0;NaN;14.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:00:00+00:00;96.0;0.0;0.0;101889.0;101972.0;NaN;14.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:05:00+00:00;96.0;0.0;0.0;101895.0;101978.0;NaN;14.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:10:00+00:00;96.0;0.0;0.0;101895.0;101978.0;NaN;14.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:15:00+00:00;96.0;0.0;0.0;101894.0;101977.0;NaN;14.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:20:00+00:00;96.0;0.0;0.0;101883.0;101965.0;NaN;15.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:25:00+00:00;96.0;0.0;0.0;101883.0;101965.0;NaN;15.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:30:00+00:00;96.0;0.0;0.0;101885.0;101967.0;NaN;15.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:35:00+00:00;96.0;0.0;0.0;101898.0;101980.0;NaN;16.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:40:00+00:00;96.0;0.0;0.0;101898.0;101980.0;NaN;16.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:45:00+00:00;96.0;0.0;0.0;101904.0;101985.0;NaN;16.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:50:00+00:00;96.0;0.0;0.0;101892.0;101973.0;NaN;16.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 07:55:00+00:00;96.0;0.0;0.0;101905.0;101986.0;NaN;16.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:00:00+00:00;96.0;0.0;0.0;101905.0;101986.0;NaN;16.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:05:00+00:00;96.0;0.0;0.0;101903.0;101984.0;NaN;16.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:10:00+00:00;96.0;0.0;0.0;101906.0;101987.0;NaN;17.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:15:00+00:00;96.0;0.0;0.0;101900.0;101981.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:20:00+00:00;96.0;0.0;0.0;101900.0;101981.0;NaN;17.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:25:00+00:00;96.0;0.0;0.0;101898.0;101979.0;NaN;17.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:30:00+00:00;96.0;0.0;0.0;101922.0;102003.0;NaN;17.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:35:00+00:00;96.0;0.0;0.0;101922.0;102003.0;NaN;17.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:40:00+00:00;96.0;0.0;0.0;101919.0;102000.0;NaN;17.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:45:00+00:00;96.0;0.0;0.0;101929.0;102010.0;NaN;17.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:50:00+00:00;96.0;0.0;0.0;101929.0;102010.0;NaN;17.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 08:55:00+00:00;96.0;0.0;0.0;101932.0;102013.0;NaN;17.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:00:00+00:00;96.0;0.0;0.0;101934.0;102015.0;NaN;17.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:05:00+00:00;95.0;0.0;0.0;101935.0;102015.0;NaN;18.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:10:00+00:00;95.0;0.0;0.0;101940.0;102020.0;NaN;18.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:15:00+00:00;95.0;0.0;0.0;101940.0;102020.0;NaN;18.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:20:00+00:00;94.0;0.0;0.0;101938.0;102018.0;NaN;18.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:25:00+00:00;91.0;0.0;0.0;101950.0;102030.0;NaN;19.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:30:00+00:00;91.0;0.0;0.0;101950.0;102030.0;NaN;19.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 09:35:00+00:00;87.0;0.0;0.0;101942.0;102021.0;NaN;19.6;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 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10:00:00+00:00;80.0;0.0;0.0;101929.0;102008.0;NaN;20.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:05:00+00:00;79.0;0.0;0.0;101922.0;102001.0;NaN;20.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:10:00+00:00;79.0;0.0;0.0;101922.0;102001.0;NaN;20.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:15:00+00:00;76.0;0.0;0.0;101915.0;101994.0;NaN;20.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:20:00+00:00;76.0;0.0;0.0;101915.0;101994.0;NaN;20.5;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:25:00+00:00;75.0;0.0;0.0;101911.0;101990.0;NaN;20.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:30:00+00:00;75.0;0.0;0.0;101904.0;101982.0;NaN;21.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:35:00+00:00;75.0;0.0;0.0;101910.0;101988.0;NaN;21.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:40:00+00:00;75.0;0.0;0.0;101910.0;101988.0;NaN;21.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:45:00+00:00;73.0;0.0;0.0;101914.0;101992.0;NaN;21.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:50:00+00:00;73.0;0.0;0.0;101914.0;101992.0;NaN;21.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 10:55:00+00:00;73.0;0.0;0.0;101905.0;101983.0;NaN;21.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:00:00+00:00;73.0;0.0;0.0;101900.0;101978.0;NaN;21.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:05:00+00:00;73.0;0.0;0.0;101900.0;101978.0;NaN;21.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:10:00+00:00;74.0;0.0;0.0;101902.0;101981.0;NaN;20.8;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:15:00+00:00;75.0;0.0;0.0;101903.0;101982.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:20:00+00:00;74.0;0.0;0.0;101890.0;101969.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:25:00+00:00;74.0;0.0;0.0;101891.0;101969.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:30:00+00:00;74.0;0.0;0.0;101891.0;101969.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:35:00+00:00;72.0;0.0;0.0;101895.0;101973.0;NaN;21.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:40:00+00:00;72.0;0.0;0.0;101895.0;101973.0;NaN;21.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:45:00+00:00;72.0;0.0;0.0;101887.0;101965.0;NaN;21.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:50:00+00:00;72.0;0.0;0.0;101894.0;101972.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 11:55:00+00:00;74.0;0.0;0.0;101878.0;101956.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:00:00+00:00;74.0;0.0;0.0;101878.0;101956.0;NaN;20.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:05:00+00:00;74.0;0.0;0.0;101884.0;101963.0;NaN;20.9;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:10:00+00:00;74.0;0.0;0.0;101884.0;101963.0;NaN;20.9;95.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:15:00+00:00;74.0;0.0;0.0;101879.0;101957.0;NaN;20.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:20:00+00:00;74.0;0.0;0.0;101879.0;101957.0;NaN;20.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:25:00+00:00;70.0;0.0;0.0;101875.0;101953.0;NaN;21.4;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:30:00+00:00;70.0;0.0;0.0;101875.0;101953.0;NaN;21.4;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:35:00+00:00;70.0;0.0;0.0;101874.0;101952.0;NaN;22.1;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:40:00+00:00;68.0;0.0;0.0;101863.0;101941.0;NaN;22.2;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:45:00+00:00;68.0;0.0;0.0;101862.0;101940.0;NaN;22.2;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:50:00+00:00;68.0;0.0;0.0;101862.0;101940.0;NaN;22.2;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 12:55:00+00:00;68.0;0.0;0.0;101852.0;101930.0;NaN;22.3;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:00:00+00:00;67.0;0.0;0.0;101842.0;101920.0;NaN;22.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:05:00+00:00;67.0;0.0;0.0;101835.0;101912.0;NaN;22.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:10:00+00:00;67.0;0.0;0.0;101833.0;101910.0;NaN;22.6;85.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:15:00+00:00;66.0;0.0;0.0;101836.0;101913.0;NaN;22.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:20:00+00:00;66.0;0.0;0.0;101836.0;101913.0;NaN;22.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:25:00+00:00;66.0;0.0;0.0;101823.0;101900.0;NaN;22.8;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:30:00+00:00;66.0;0.0;0.0;101823.0;101900.0;NaN;22.8;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:35:00+00:00;66.0;0.0;0.0;101820.0;101897.0;NaN;22.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:40:00+00:00;67.0;0.0;0.0;101820.0;101898.0;NaN;22.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:45:00+00:00;67.0;0.0;0.0;101815.0;101892.0;NaN;22.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:50:00+00:00;67.0;0.0;0.0;101815.0;101892.0;NaN;22.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 13:55:00+00:00;66.0;0.0;0.0;101808.0;101885.0;NaN;22.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:00:00+00:00;66.0;0.0;0.0;101808.0;101885.0;NaN;22.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:05:00+00:00;65.0;0.0;0.0;101800.0;101877.0;NaN;22.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:10:00+00:00;65.0;0.0;0.0;101800.0;101877.0;NaN;22.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:15:00+00:00;65.0;0.0;0.0;101802.0;101879.0;NaN;22.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:20:00+00:00;65.0;0.0;0.0;101802.0;101879.0;NaN;22.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:25:00+00:00;64.0;0.0;0.0;101799.0;101876.0;NaN;22.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:30:00+00:00;65.0;0.0;0.0;101781.0;101858.0;NaN;22.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:35:00+00:00;67.0;0.0;0.0;101773.0;101850.0;NaN;22.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:40:00+00:00;67.0;0.0;0.0;101773.0;101850.0;NaN;22.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:45:00+00:00;69.0;0.0;0.0;101767.0;101844.0;NaN;22.3;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:50:00+00:00;69.0;0.0;0.0;101772.0;101849.0;NaN;22.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 14:55:00+00:00;68.0;0.0;0.0;101762.0;101839.0;NaN;22.2;155.0;14.5;9.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 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15:20:00+00:00;67.0;0.0;0.0;101752.0;101829.0;NaN;22.3;175.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:25:00+00:00;67.0;0.0;0.0;101752.0;101829.0;NaN;22.3;175.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:30:00+00:00;65.0;0.0;0.0;101736.0;101813.0;NaN;22.2;165.0;12.9;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:35:00+00:00;65.0;0.0;0.0;101736.0;101813.0;NaN;22.2;165.0;12.9;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:40:00+00:00;66.0;0.0;0.0;101738.0;101815.0;NaN;22.2;155.0;12.9;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:45:00+00:00;66.0;0.0;0.0;101729.0;101806.0;NaN;22.2;145.0;11.3;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:50:00+00:00;65.0;0.0;0.0;101729.0;101806.0;NaN;22.2;135.0;12.9;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 15:55:00+00:00;64.0;0.0;0.0;101730.0;101807.0;NaN;22.1;145.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:00:00+00:00;64.0;0.0;0.0;101730.0;101807.0;NaN;22.1;145.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:05:00+00:00;66.0;0.0;0.0;101713.0;101790.0;NaN;22.2;155.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:10:00+00:00;66.0;0.0;0.0;101713.0;101790.0;NaN;22.2;155.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:15:00+00:00;67.0;0.0;0.0;101704.0;101781.0;NaN;22.1;145.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:20:00+00:00;67.0;0.0;0.0;101704.0;101781.0;NaN;22.1;145.0;6.4;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:25:00+00:00;67.0;0.0;0.0;101700.0;101777.0;NaN;21.9;145.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:30:00+00:00;67.0;0.0;0.0;101700.0;101777.0;NaN;21.9;145.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:35:00+00:00;69.0;0.0;0.0;101705.0;101783.0;NaN;21.8;145.0;11.3;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:40:00+00:00;71.0;0.0;0.0;101703.0;101781.0;NaN;21.6;145.0;8.1;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:45:00+00:00;71.0;0.0;0.0;101697.0;101775.0;NaN;21.5;145.0;6.4;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:50:00+00:00;71.0;0.0;0.0;101697.0;101775.0;NaN;21.5;145.0;6.4;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 16:55:00+00:00;72.0;0.0;0.0;101700.0;101778.0;NaN;21.4;135.0;11.3;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:00:00+00:00;72.0;0.0;0.0;101700.0;101778.0;NaN;21.4;135.0;11.3;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:05:00+00:00;72.0;0.0;0.0;101673.0;101751.0;NaN;21.2;135.0;11.3;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:10:00+00:00;72.0;0.0;0.0;101671.0;101749.0;NaN;21.2;125.0;11.3;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:15:00+00:00;72.0;0.0;0.0;101662.0;101740.0;NaN;21.2;125.0;11.3;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:20:00+00:00;72.0;0.0;0.0;101662.0;101740.0;NaN;21.2;125.0;11.3;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:25:00+00:00;73.0;0.0;0.0;101661.0;101739.0;NaN;21.2;125.0;9.7;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:30:00+00:00;73.0;0.0;0.0;101670.0;101748.0;NaN;21.1;125.0;9.7;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:35:00+00:00;73.0;0.0;0.0;101660.0;101738.0;NaN;21.1;125.0;9.7;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:40:00+00:00;74.0;0.0;0.0;101658.0;101736.0;NaN;20.9;125.0;8.1;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:45:00+00:00;74.0;0.0;0.0;101664.0;101742.0;NaN;20.9;125.0;8.1;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:50:00+00:00;74.0;0.0;0.0;101664.0;101742.0;NaN;20.9;125.0;8.1;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 17:55:00+00:00;75.0;0.0;0.0;101647.0;101725.0;NaN;20.7;125.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:00:00+00:00;76.0;0.0;0.0;101658.0;101736.0;NaN;20.6;125.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:05:00+00:00;76.0;0.0;0.0;101664.0;101742.0;NaN;20.5;125.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:10:00+00:00;76.0;0.0;0.0;101664.0;101742.0;NaN;20.5;125.0;3.2;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:15:00+00:00;76.0;0.0;0.0;101666.0;101744.0;NaN;20.4;125.0;3.2;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:20:00+00:00;76.0;0.0;0.0;101666.0;101744.0;NaN;20.4;125.0;3.2;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:25:00+00:00;76.0;0.0;0.0;101656.0;101734.0;NaN;20.3;125.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:30:00+00:00;76.0;0.0;0.0;101669.0;101748.0;NaN;20.2;125.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:35:00+00:00;76.0;0.0;0.0;101673.0;101752.0;NaN;20.2;125.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:40:00+00:00;76.0;0.0;0.0;101673.0;101752.0;NaN;20.2;125.0;4.8;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:45:00+00:00;76.0;0.0;0.0;101679.0;101758.0;NaN;20.0;125.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:50:00+00:00;76.0;0.0;0.0;101679.0;101758.0;NaN;20.0;125.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 18:55:00+00:00;78.0;0.0;0.0;101686.0;101765.0;NaN;19.9;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:00:00+00:00;79.0;0.0;0.0;101688.0;101767.0;NaN;19.8;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:05:00+00:00;79.0;0.0;0.0;101678.0;101757.0;NaN;19.7;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:10:00+00:00;79.0;0.0;0.0;101678.0;101757.0;NaN;19.7;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:15:00+00:00;79.0;0.0;0.0;101673.0;101752.0;NaN;19.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:20:00+00:00;79.0;0.0;0.0;101673.0;101752.0;NaN;19.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:25:00+00:00;79.0;0.0;0.0;101674.0;101753.0;NaN;19.3;125.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:30:00+00:00;79.0;0.0;0.0;101675.0;101754.0;NaN;19.3;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:35:00+00:00;79.0;0.0;0.0;101681.0;101760.0;NaN;19.1;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:40:00+00:00;79.0;0.0;0.0;101681.0;101760.0;NaN;19.1;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:45:00+00:00;80.0;0.0;0.0;101685.0;101764.0;NaN;19.1;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:50:00+00:00;80.0;0.0;0.0;101680.0;101759.0;NaN;18.9;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 19:55:00+00:00;79.0;0.0;0.0;101684.0;101763.0;NaN;18.9;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-11 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07:40:00+00:00;84.0;0.0;0.0;101460.0;101540.0;NaN;16.9;185.0;11.3;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 07:45:00+00:00;83.0;0.0;0.0;101460.0;101540.0;NaN;17.1;185.0;11.3;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 07:50:00+00:00;82.0;0.0;0.0;101452.0;101532.0;NaN;17.2;175.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 07:55:00+00:00;82.0;0.0;0.0;101462.0;101542.0;NaN;17.4;185.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:00:00+00:00;82.0;0.0;0.0;101462.0;101542.0;NaN;17.4;185.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:05:00+00:00;80.0;0.0;0.0;101448.0;101528.0;NaN;17.7;185.0;16.1;11.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:10:00+00:00;80.0;0.0;0.0;101448.0;101528.0;NaN;17.7;185.0;16.1;11.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:15:00+00:00;79.0;0.0;0.0;101448.0;101528.0;NaN;18.0;205.0;17.7;12.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:20:00+00:00;79.0;0.0;0.0;101448.0;101528.0;NaN;18.0;205.0;17.7;12.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:25:00+00:00;77.0;0.0;0.0;101462.0;101541.0;NaN;18.3;185.0;16.1;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:30:00+00:00;77.0;0.0;0.0;101462.0;101541.0;NaN;18.3;185.0;16.1;10.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:35:00+00:00;77.0;0.0;0.0;101464.0;101543.0;NaN;18.4;195.0;11.3;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:40:00+00:00;76.0;0.0;0.0;101462.0;101541.0;NaN;18.7;205.0;14.5;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:45:00+00:00;76.0;0.0;0.0;101462.0;101541.0;NaN;18.7;205.0;14.5;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:50:00+00:00;76.0;0.0;0.0;101439.0;101518.0;NaN;19.1;205.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 08:55:00+00:00;76.0;0.0;0.0;101439.0;101518.0;NaN;19.1;205.0;8.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:00:00+00:00;75.0;0.0;0.0;101433.0;101512.0;NaN;19.5;175.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:05:00+00:00;75.0;0.0;0.0;101433.0;101512.0;NaN;19.5;175.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:10:00+00:00;74.0;0.0;0.0;101420.0;101498.0;NaN;19.7;195.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:15:00+00:00;74.0;0.0;0.0;101420.0;101498.0;NaN;19.7;195.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:20:00+00:00;74.0;0.0;0.0;101418.0;101496.0;NaN;19.9;175.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:25:00+00:00;73.0;0.0;0.0;101406.0;101484.0;NaN;20.1;175.0;16.1;9.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:30:00+00:00;71.0;0.0;0.0;101395.0;101473.0;NaN;20.2;185.0;17.7;12.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:35:00+00:00;71.0;0.0;0.0;101394.0;101472.0;NaN;20.3;195.0;19.3;13.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:40:00+00:00;70.0;0.0;0.0;101394.0;101472.0;NaN;20.4;195.0;19.3;14.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:45:00+00:00;70.0;0.0;0.0;101394.0;101472.0;NaN;20.4;195.0;19.3;14.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:50:00+00:00;70.0;0.0;0.0;101376.0;101454.0;NaN;20.6;205.0;19.3;12.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 09:55:00+00:00;70.0;0.0;0.0;101376.0;101454.0;NaN;20.6;205.0;19.3;12.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:00:00+00:00;70.0;0.0;0.0;101360.0;101438.0;NaN;20.7;165.0;19.3;12.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:05:00+00:00;69.0;0.0;0.0;101370.0;101448.0;NaN;20.7;165.0;22.5;13.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:10:00+00:00;69.0;0.0;0.0;101359.0;101437.0;NaN;20.8;195.0;22.5;15.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:15:00+00:00;69.0;0.0;0.0;101359.0;101437.0;NaN;20.8;195.0;22.5;15.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:20:00+00:00;69.0;0.0;0.0;101360.0;101438.0;NaN;20.9;175.0;22.5;15.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:25:00+00:00;69.0;0.0;0.0;101362.0;101439.0;NaN;21.0;195.0;19.3;13.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:30:00+00:00;69.0;0.0;0.0;101353.0;101430.0;NaN;21.2;205.0;19.3;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:35:00+00:00;69.0;0.0;0.0;101353.0;101430.0;NaN;21.2;205.0;19.3;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:40:00+00:00;68.0;0.0;0.0;101339.0;101416.0;NaN;21.6;215.0;17.7;12.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:45:00+00:00;67.0;0.0;0.0;101343.0;101420.0;NaN;21.8;205.0;22.5;13.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:50:00+00:00;67.0;0.0;0.0;101343.0;101420.0;NaN;21.8;205.0;22.5;13.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 10:55:00+00:00;67.0;0.0;0.0;101343.0;101420.0;NaN;21.8;215.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:00:00+00:00;67.0;0.0;0.0;101343.0;101420.0;NaN;21.8;215.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:05:00+00:00;67.0;0.0;0.0;101341.0;101418.0;NaN;22.1;195.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:10:00+00:00;67.0;0.0;0.0;101341.0;101418.0;NaN;22.1;195.0;12.9;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:15:00+00:00;66.0;0.0;0.0;101333.0;101409.0;NaN;22.5;235.0;19.3;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:20:00+00:00;64.0;0.0;0.0;101317.0;101393.0;NaN;22.7;215.0;20.9;14.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:25:00+00:00;64.0;0.0;0.0;101304.0;101380.0;NaN;22.5;195.0;25.7;16.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:30:00+00:00;64.0;0.0;0.0;101304.0;101380.0;NaN;22.5;195.0;25.7;16.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:35:00+00:00;64.0;0.0;0.0;101308.0;101384.0;NaN;22.4;195.0;20.9;12.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:40:00+00:00;65.0;0.0;0.0;101305.0;101381.0;NaN;22.5;205.0;17.7;13.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:45:00+00:00;64.0;0.0;0.0;101305.0;101381.0;NaN;22.5;185.0;16.1;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:50:00+00:00;64.0;0.0;0.0;101305.0;101381.0;NaN;22.5;185.0;16.1;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 11:55:00+00:00;64.0;0.0;0.0;101292.0;101368.0;NaN;22.7;215.0;16.1;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:00:00+00:00;63.0;0.0;0.0;101292.0;101368.0;NaN;22.8;175.0;20.9;13.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:05:00+00:00;64.0;0.0;0.0;101301.0;101377.0;NaN;22.9;185.0;19.3;12.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:10:00+00:00;64.0;0.0;0.0;101301.0;101377.0;NaN;22.9;185.0;19.3;12.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:15:00+00:00;62.0;0.0;0.0;101288.0;101364.0;NaN;23.0;205.0;14.5;9.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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12:40:00+00:00;63.0;0.0;0.0;101267.0;101343.0;NaN;23.0;155.0;17.7;10.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:45:00+00:00;63.0;0.0;0.0;101267.0;101343.0;NaN;23.0;155.0;17.7;10.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:50:00+00:00;63.0;0.0;0.0;101270.0;101346.0;NaN;23.1;215.0;19.3;11.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 12:55:00+00:00;63.0;0.0;0.0;101241.0;101317.0;NaN;23.2;155.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:00:00+00:00;63.0;0.0;0.0;101241.0;101317.0;NaN;23.2;155.0;12.9;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:05:00+00:00;62.0;0.0;0.0;101238.0;101314.0;NaN;23.3;195.0;20.9;13.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:10:00+00:00;61.0;0.0;0.0;101239.0;101315.0;NaN;23.5;225.0;16.1;11.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:15:00+00:00;60.0;0.0;0.0;101235.0;101310.0;NaN;23.8;225.0;16.1;10.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:20:00+00:00;60.0;0.0;0.0;101235.0;101310.0;NaN;23.8;225.0;16.1;10.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:25:00+00:00;59.0;0.0;0.0;101199.0;101274.0;NaN;24.0;175.0;22.5;15.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:30:00+00:00;59.0;0.0;0.0;101199.0;101274.0;NaN;24.0;175.0;22.5;15.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:35:00+00:00;59.0;0.0;0.0;101212.0;101287.0;NaN;23.9;165.0;16.1;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:40:00+00:00;59.0;0.0;0.0;101212.0;101287.0;NaN;23.9;165.0;16.1;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:45:00+00:00;59.0;0.0;0.0;101205.0;101280.0;NaN;23.9;195.0;19.3;13.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:50:00+00:00;59.0;0.0;0.0;101192.0;101267.0;NaN;24.0;205.0;25.7;14.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 13:55:00+00:00;58.0;0.0;0.0;101194.0;101269.0;NaN;23.9;205.0;25.7;17.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:00:00+00:00;58.0;0.0;0.0;101196.0;101271.0;NaN;24.0;195.0;24.1;16.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:05:00+00:00;58.0;0.0;0.0;101190.0;101265.0;NaN;24.1;205.0;22.5;12.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:10:00+00:00;58.0;0.0;0.0;101190.0;101265.0;NaN;24.1;205.0;22.5;12.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:15:00+00:00;59.0;0.0;0.0;101194.0;101269.0;NaN;24.0;195.0;20.9;12.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:20:00+00:00;59.0;0.0;0.0;101194.0;101269.0;NaN;24.0;195.0;20.9;12.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:25:00+00:00;59.0;0.0;0.0;101168.0;101243.0;NaN;24.1;205.0;20.9;12.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:30:00+00:00;59.0;0.0;0.0;101168.0;101243.0;NaN;24.1;205.0;20.9;12.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:35:00+00:00;58.0;0.0;0.0;101162.0;101237.0;NaN;24.3;195.0;20.9;13.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:40:00+00:00;58.0;0.0;0.0;101162.0;101237.0;NaN;24.3;195.0;20.9;13.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:45:00+00:00;58.0;0.0;0.0;101169.0;101244.0;NaN;24.4;205.0;16.1;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:50:00+00:00;58.0;0.0;0.0;101169.0;101244.0;NaN;24.4;205.0;16.1;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 14:55:00+00:00;56.0;0.0;0.0;101159.0;101234.0;NaN;24.6;205.0;12.9;8.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:00:00+00:00;57.0;0.0;0.0;101144.0;101219.0;NaN;24.5;175.0;25.7;14.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:05:00+00:00;58.0;0.0;0.0;101149.0;101224.0;NaN;24.3;225.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:10:00+00:00;58.0;0.0;0.0;101149.0;101224.0;NaN;24.3;225.0;16.1;9.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:15:00+00:00;57.0;0.0;0.0;101143.0;101218.0;NaN;24.6;195.0;19.3;13.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:20:00+00:00;57.0;0.0;0.0;101142.0;101217.0;NaN;24.6;195.0;24.1;14.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:25:00+00:00;59.0;0.0;0.0;101125.0;101200.0;NaN;24.5;195.0;12.9;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:30:00+00:00;59.0;0.0;0.0;101125.0;101200.0;NaN;24.5;195.0;12.9;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:35:00+00:00;58.0;0.0;0.0;101120.0;101195.0;NaN;24.6;195.0;12.9;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:40:00+00:00;57.0;0.0;0.0;101099.0;101174.0;NaN;24.7;195.0;17.7;11.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:45:00+00:00;56.0;0.0;0.0;101094.0;101169.0;NaN;24.7;185.0;16.1;12.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:50:00+00:00;56.0;0.0;0.0;101083.0;101158.0;NaN;24.6;215.0;17.7;12.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 15:55:00+00:00;57.0;0.0;0.0;101079.0;101154.0;NaN;24.6;225.0;11.3;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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16:20:00+00:00;58.0;0.0;0.0;101043.0;101118.0;NaN;24.6;185.0;9.7;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:25:00+00:00;59.0;0.0;0.0;101036.0;101111.0;NaN;24.5;185.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:30:00+00:00;59.0;0.0;0.0;101036.0;101111.0;NaN;24.5;185.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:35:00+00:00;60.0;0.0;0.0;101035.0;101110.0;NaN;24.5;205.0;9.7;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:40:00+00:00;60.0;0.0;0.0;101026.0;101101.0;NaN;24.4;205.0;11.3;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:45:00+00:00;60.0;0.0;0.0;101026.0;101101.0;NaN;24.4;205.0;11.3;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:50:00+00:00;59.0;0.0;0.0;101021.0;101096.0;NaN;24.4;205.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 16:55:00+00:00;59.0;0.0;0.0;101033.0;101108.0;NaN;24.4;205.0;8.1;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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18:20:00+00:00;66.0;0.0;0.0;101037.0;101113.0;NaN;23.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 18:25:00+00:00;67.0;0.0;0.0;101036.0;101112.0;NaN;22.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 18:30:00+00:00;69.0;0.0;0.0;101040.0;101116.0;NaN;22.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 18:35:00+00:00;70.0;0.0;0.0;101023.0;101099.0;NaN;22.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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19:00:00+00:00;74.0;0.0;0.0;101027.0;101103.0;NaN;21.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:05:00+00:00;74.0;0.0;0.0;101027.0;101103.0;NaN;21.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:10:00+00:00;73.0;0.0;0.0;101028.0;101105.0;NaN;21.4;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:15:00+00:00;72.0;0.0;0.0;101025.0;101102.0;NaN;21.2;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:20:00+00:00;73.0;0.0;0.0;101027.0;101104.0;NaN;21.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:25:00+00:00;73.0;0.0;0.0;101026.0;101103.0;NaN;21.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:30:00+00:00;73.0;0.0;0.0;101026.0;101103.0;NaN;21.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 19:35:00+00:00;75.0;0.0;0.0;101013.0;101090.0;NaN;21.0;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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20:00:00+00:00;74.0;0.0;0.0;101027.0;101104.0;NaN;20.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:05:00+00:00;79.0;0.0;0.0;101028.0;101105.0;NaN;20.9;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:10:00+00:00;79.0;0.0;0.0;101028.0;101105.0;NaN;20.9;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:15:00+00:00;78.0;0.0;0.0;101041.0;101118.0;NaN;20.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:20:00+00:00;79.0;0.0;0.0;101037.0;101114.0;NaN;20.3;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:25:00+00:00;82.0;0.0;0.0;101052.0;101129.0;NaN;20.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:30:00+00:00;82.0;0.0;0.0;101052.0;101129.0;NaN;20.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:35:00+00:00;82.0;0.0;0.0;101053.0;101131.0;NaN;19.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:40:00+00:00;82.0;0.0;0.0;101053.0;101131.0;NaN;19.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:45:00+00:00;83.0;0.0;0.0;101069.0;101147.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:50:00+00:00;83.0;0.0;0.0;101069.0;101147.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 20:55:00+00:00;81.0;0.0;0.0;101067.0;101145.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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21:20:00+00:00;80.0;0.0;0.0;101059.0;101137.0;NaN;19.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:25:00+00:00;80.0;0.0;0.0;101059.0;101137.0;NaN;19.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:30:00+00:00;80.0;0.0;0.0;101057.0;101135.0;NaN;19.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:35:00+00:00;80.0;0.0;0.0;101059.0;101137.0;NaN;19.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:40:00+00:00;80.0;0.0;0.0;101059.0;101137.0;NaN;19.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:45:00+00:00;81.0;0.0;0.0;101060.0;101138.0;NaN;19.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:50:00+00:00;81.0;0.0;0.0;101054.0;101132.0;NaN;19.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 21:55:00+00:00;81.0;0.0;0.0;101046.0;101124.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:00:00+00:00;82.0;0.0;0.0;101051.0;101129.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:05:00+00:00;82.0;0.0;0.0;101045.0;101123.0;NaN;19.6;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:10:00+00:00;82.0;0.0;0.0;101030.0;101108.0;NaN;19.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:15:00+00:00;82.0;0.0;0.0;101030.0;101108.0;NaN;19.5;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:20:00+00:00;83.0;0.0;0.0;101000.0;101078.0;NaN;19.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:25:00+00:00;83.0;0.0;0.0;101000.0;101078.0;NaN;19.8;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:30:00+00:00;83.0;0.0;0.0;100996.0;101074.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 22:35:00+00:00;83.0;0.0;0.0;100996.0;101074.0;NaN;19.7;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-12 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06:00:00+00:00;94.0;0.0;0.0;100833.0;100914.0;NaN;13.8;275.0;9.7;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:05:00+00:00;94.0;0.0;0.0;100833.0;100914.0;NaN;13.8;275.0;9.7;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:10:00+00:00;94.0;0.0;0.0;100826.0;100907.0;NaN;14.0;275.0;8.1;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:15:00+00:00;94.0;0.0;0.0;100826.0;100907.0;NaN;14.0;275.0;8.1;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:20:00+00:00;94.0;0.0;0.0;100839.0;100920.0;NaN;14.0;275.0;9.7;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:25:00+00:00;94.0;0.0;0.0;100838.0;100919.0;NaN;14.1;275.0;8.1;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:30:00+00:00;94.0;0.0;0.0;100847.0;100928.0;NaN;14.2;275.0;8.1;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:35:00+00:00;94.0;0.0;0.0;100858.0;100939.0;NaN;14.2;275.0;8.1;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:40:00+00:00;94.0;0.0;0.0;100858.0;100939.0;NaN;14.2;275.0;8.1;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:45:00+00:00;94.0;0.0;0.0;100865.0;100946.0;NaN;14.0;275.0;8.1;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:50:00+00:00;94.0;0.0;0.0;100875.0;100956.0;NaN;14.1;275.0;8.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 06:55:00+00:00;94.0;0.0;0.0;100880.0;100961.0;NaN;14.1;275.0;8.1;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 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15:40:00+00:00;74.0;0.0;0.0;101103.0;101183.0;NaN;17.0;355.0;29.0;18.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 15:45:00+00:00;74.0;0.0;0.0;101103.0;101183.0;NaN;17.0;355.0;29.0;18.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 15:50:00+00:00;71.0;0.0;0.0;101126.0;101206.0;NaN;17.0;345.0;22.5;15.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 15:55:00+00:00;71.0;0.0;0.0;101115.0;101195.0;NaN;17.0;345.0;20.9;14.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder25;2022-09-15 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11:20:00+00:00;46.0;0.0;0.0;101743.0;101975.0;NaN;24.0;5.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 11:25:00+00:00;47.0;0.0;0.0;101739.0;101971.0;NaN;23.8;5.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 11:30:00+00:00;47.0;0.0;0.0;101737.0;101969.0;NaN;23.9;5.0;12.9;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 11:35:00+00:00;46.0;0.0;0.0;101742.0;101974.0;NaN;24.2;215.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 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16:20:00+00:00;36.0;0.0;0.0;101542.0;101772.0;NaN;25.0;45.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 16:25:00+00:00;36.0;0.0;0.0;101542.0;101772.0;NaN;25.0;45.0;11.3;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 16:30:00+00:00;36.0;0.0;0.0;101535.0;101766.0;NaN;24.9;25.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 16:35:00+00:00;36.0;0.0;0.0;101520.0;101750.0;NaN;25.0;45.0;11.3;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-01 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02:40:00+00:00;66.0;0.0;0.0;101325.0;101564.0;NaN;15.6;5.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 02:45:00+00:00;66.0;0.0;0.0;101320.0;101559.0;NaN;15.5;5.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 02:50:00+00:00;66.0;0.0;0.0;101316.0;101555.0;NaN;15.6;5.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 02:55:00+00:00;65.0;0.0;0.0;101322.0;101561.0;NaN;15.6;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 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10:20:00+00:00;49.0;0.0;0.0;101210.0;101440.0;NaN;24.0;295.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:25:00+00:00;49.0;0.0;0.0;101213.0;101444.0;NaN;24.0;35.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:30:00+00:00;48.0;0.0;0.0;101209.0;101439.0;NaN;24.3;25.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:35:00+00:00;48.0;0.0;0.0;101210.0;101440.0;NaN;24.6;35.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:40:00+00:00;46.0;0.0;0.0;101196.0;101426.0;NaN;24.9;35.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:45:00+00:00;46.0;0.0;0.0;101190.0;101420.0;NaN;25.0;35.0;12.9;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:50:00+00:00;46.0;0.0;0.0;101180.0;101409.0;NaN;25.0;205.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 10:55:00+00:00;45.0;0.0;0.0;101169.0;101398.0;NaN;25.5;45.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:00:00+00:00;42.0;0.0;0.0;101169.0;101398.0;NaN;25.7;35.0;17.7;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:05:00+00:00;41.0;0.0;0.0;101164.0;101393.0;NaN;25.7;5.0;12.9;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:10:00+00:00;41.0;0.0;0.0;101155.0;101384.0;NaN;25.9;235.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:15:00+00:00;41.0;0.0;0.0;101153.0;101381.0;NaN;26.0;35.0;12.9;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:20:00+00:00;40.0;0.0;0.0;101137.0;101365.0;NaN;26.0;15.0;12.9;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:25:00+00:00;41.0;0.0;0.0;101149.0;101378.0;NaN;26.0;25.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:30:00+00:00;40.0;0.0;0.0;101133.0;101361.0;NaN;26.0;55.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:35:00+00:00;39.0;0.0;0.0;101111.0;101339.0;NaN;26.1;55.0;12.9;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:40:00+00:00;39.0;0.0;0.0;101118.0;101346.0;NaN;26.4;55.0;16.1;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:45:00+00:00;38.0;0.0;0.0;101118.0;101346.0;NaN;26.5;95.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:50:00+00:00;38.0;0.0;0.0;101115.0;101343.0;NaN;26.5;55.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 11:55:00+00:00;38.0;0.0;0.0;101106.0;101334.0;NaN;26.5;215.0;9.7;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:00:00+00:00;38.0;0.0;0.0;101110.0;101338.0;NaN;26.5;45.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:05:00+00:00;38.0;0.0;0.0;101098.0;101326.0;NaN;26.6;115.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:10:00+00:00;38.0;0.0;0.0;101098.0;101326.0;NaN;26.8;345.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:15:00+00:00;37.0;0.0;0.0;101100.0;101328.0;NaN;26.7;75.0;12.9;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:20:00+00:00;37.0;0.0;0.0;101098.0;101326.0;NaN;26.8;25.0;16.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:25:00+00:00;37.0;0.0;0.0;101089.0;101317.0;NaN;26.6;15.0;16.1;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:30:00+00:00;37.0;0.0;0.0;101086.0;101314.0;NaN;26.5;325.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:35:00+00:00;37.0;0.0;0.0;101081.0;101309.0;NaN;26.6;245.0;11.3;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:40:00+00:00;36.0;0.0;0.0;101074.0;101302.0;NaN;26.8;155.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:45:00+00:00;36.0;0.0;0.0;101066.0;101294.0;NaN;26.7;35.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:50:00+00:00;36.0;0.0;0.0;101070.0;101298.0;NaN;26.8;5.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 12:55:00+00:00;36.0;0.0;0.0;101068.0;101295.0;NaN;27.0;45.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:00:00+00:00;36.0;0.0;0.0;101064.0;101291.0;NaN;26.9;25.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:05:00+00:00;35.0;0.0;0.0;101053.0;101281.0;NaN;26.8;65.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:10:00+00:00;35.0;0.0;0.0;101054.0;101281.0;NaN;26.9;45.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:15:00+00:00;36.0;0.0;0.0;101047.0;101274.0;NaN;27.0;45.0;12.9;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:20:00+00:00;36.0;0.0;0.0;101049.0;101276.0;NaN;27.2;5.0;12.9;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:25:00+00:00;35.0;0.0;0.0;101043.0;101270.0;NaN;27.3;55.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:30:00+00:00;35.0;0.0;0.0;101043.0;101270.0;NaN;27.4;45.0;12.9;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:35:00+00:00;35.0;0.0;0.0;101030.0;101257.0;NaN;27.4;205.0;9.7;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:40:00+00:00;35.0;0.0;0.0;101031.0;101258.0;NaN;27.5;325.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:45:00+00:00;35.0;0.0;0.0;101027.0;101254.0;NaN;27.5;315.0;14.5;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:50:00+00:00;35.0;0.0;0.0;101020.0;101247.0;NaN;27.5;65.0;12.9;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 13:55:00+00:00;35.0;0.0;0.0;101010.0;101237.0;NaN;27.6;15.0;16.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:00:00+00:00;35.0;0.0;0.0;101007.0;101234.0;NaN;27.7;355.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:05:00+00:00;35.0;0.0;0.0;100999.0;101226.0;NaN;27.5;65.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:10:00+00:00;35.0;0.0;0.0;100993.0;101220.0;NaN;27.5;135.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:15:00+00:00;34.0;0.0;0.0;100981.0;101208.0;NaN;27.5;25.0;11.3;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:20:00+00:00;34.0;0.0;0.0;100981.0;101208.0;NaN;27.5;55.0;12.9;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:25:00+00:00;35.0;0.0;0.0;100968.0;101195.0;NaN;27.4;25.0;17.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:30:00+00:00;35.0;0.0;0.0;100968.0;101195.0;NaN;27.3;55.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 14:35:00+00:00;35.0;0.0;0.0;100958.0;101185.0;NaN;27.3;95.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-02 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18:20:00+00:00;64.0;0.0;0.0;100937.0;101167.0;NaN;23.4;5.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:25:00+00:00;64.0;0.0;0.0;100949.0;101180.0;NaN;23.2;5.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:30:00+00:00;65.0;0.0;0.0;100948.0;101179.0;NaN;23.1;5.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:35:00+00:00;65.0;0.0;0.0;100950.0;101181.0;NaN;22.9;5.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:40:00+00:00;66.0;0.0;0.0;100957.0;101188.0;NaN;22.8;5.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:45:00+00:00;66.0;0.0;0.0;100963.0;101194.0;NaN;22.7;5.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:50:00+00:00;67.0;0.0;0.0;100971.0;101202.0;NaN;22.6;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 18:55:00+00:00;67.0;0.0;0.0;100979.0;101210.0;NaN;22.5;5.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 19:00:00+00:00;67.0;0.0;0.0;100986.0;101217.0;NaN;22.4;5.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 19:05:00+00:00;68.0;0.0;0.0;100985.0;101216.0;NaN;22.3;5.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 19:10:00+00:00;68.0;0.0;0.0;100987.0;101218.0;NaN;22.3;5.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 19:15:00+00:00;68.0;0.0;0.0;100997.0;101228.0;NaN;22.3;5.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 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20:00:00+00:00;68.0;0.0;0.0;101039.0;101271.0;NaN;22.1;5.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:05:00+00:00;69.0;0.0;0.0;101041.0;101273.0;NaN;22.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:10:00+00:00;70.0;0.0;0.0;101048.0;101280.0;NaN;22.0;5.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:15:00+00:00;70.0;0.0;0.0;101049.0;101281.0;NaN;21.8;5.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:20:00+00:00;70.0;0.0;0.0;101050.0;101282.0;NaN;21.7;5.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:25:00+00:00;71.0;0.0;0.0;101046.0;101278.0;NaN;21.5;5.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:30:00+00:00;71.0;0.0;0.0;101048.0;101280.0;NaN;21.4;5.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:35:00+00:00;71.0;0.0;0.0;101047.0;101279.0;NaN;21.3;5.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:40:00+00:00;71.0;0.0;0.0;101057.0;101290.0;NaN;21.2;5.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:45:00+00:00;71.0;0.0;0.0;101058.0;101291.0;NaN;21.2;5.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:50:00+00:00;71.0;0.0;0.0;101051.0;101284.0;NaN;21.1;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 20:55:00+00:00;72.0;0.0;0.0;101062.0;101295.0;NaN;21.0;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 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21:40:00+00:00;74.0;0.0;0.0;101081.0;101314.0;NaN;20.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 21:45:00+00:00;74.0;0.0;0.0;101083.0;101317.0;NaN;20.3;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 21:50:00+00:00;75.0;0.0;0.0;101092.0;101326.0;NaN;20.2;5.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 21:55:00+00:00;75.0;0.0;0.0;101090.0;101324.0;NaN;20.1;5.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 22:00:00+00:00;75.0;0.0;0.0;101097.0;101331.0;NaN;20.0;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 22:05:00+00:00;76.0;0.0;0.0;101101.0;101335.0;NaN;19.9;5.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 22:10:00+00:00;76.0;0.0;0.0;101108.0;101342.0;NaN;19.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 22:15:00+00:00;77.0;0.0;0.0;101109.0;101343.0;NaN;19.8;5.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 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23:40:00+00:00;81.0;0.0;0.0;101132.0;101367.0;NaN;18.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 23:45:00+00:00;81.0;0.0;0.0;101125.0;101360.0;NaN;18.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 23:50:00+00:00;81.0;0.0;0.0;101137.0;101372.0;NaN;18.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-03 23:55:00+00:00;81.0;0.0;0.0;101126.0;101362.0;NaN;18.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:00:00+00:00;81.0;0.0;0.0;101143.0;101379.0;NaN;18.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:05:00+00:00;81.0;0.0;0.0;101146.0;101382.0;NaN;18.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:10:00+00:00;81.0;0.0;0.0;101156.0;101392.0;NaN;18.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:15:00+00:00;82.0;0.0;0.0;101152.0;101388.0;NaN;18.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:20:00+00:00;82.0;0.0;0.0;101165.0;101401.0;NaN;17.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:25:00+00:00;82.0;0.0;0.0;101170.0;101406.0;NaN;17.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:30:00+00:00;82.0;0.0;0.0;101167.0;101403.0;NaN;17.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:35:00+00:00;83.0;0.0;0.0;101167.0;101403.0;NaN;17.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:40:00+00:00;83.0;0.0;0.0;101171.0;101407.0;NaN;17.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:45:00+00:00;83.0;0.0;0.0;101176.0;101412.0;NaN;17.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:50:00+00:00;83.0;0.0;0.0;101172.0;101409.0;NaN;17.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 00:55:00+00:00;83.0;0.0;0.0;101183.0;101420.0;NaN;17.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:00:00+00:00;84.0;0.0;0.0;101185.0;101422.0;NaN;17.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:05:00+00:00;84.0;0.0;0.0;101185.0;101422.0;NaN;17.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:10:00+00:00;84.0;0.0;0.0;101189.0;101426.0;NaN;17.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:15:00+00:00;84.0;0.0;0.0;101194.0;101431.0;NaN;17.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:20:00+00:00;84.0;0.0;0.0;101204.0;101441.0;NaN;17.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:25:00+00:00;84.0;0.0;0.0;101199.0;101436.0;NaN;17.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:30:00+00:00;85.0;0.0;0.0;101206.0;101443.0;NaN;17.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:35:00+00:00;85.0;0.0;0.0;101217.0;101454.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:40:00+00:00;85.0;0.0;0.0;101210.0;101447.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:45:00+00:00;85.0;0.0;0.0;101227.0;101464.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:50:00+00:00;86.0;0.0;0.0;101231.0;101468.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 01:55:00+00:00;86.0;0.0;0.0;101231.0;101468.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:00:00+00:00;86.0;0.0;0.0;101235.0;101472.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:05:00+00:00;86.0;0.0;0.0;101218.0;101455.0;NaN;16.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:10:00+00:00;86.0;0.0;0.0;101234.0;101471.0;NaN;17.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:15:00+00:00;86.0;0.0;0.0;101233.0;101470.0;NaN;17.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:20:00+00:00;86.0;0.0;0.0;101244.0;101481.0;NaN;17.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:25:00+00:00;86.0;0.0;0.0;101243.0;101480.0;NaN;17.1;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:30:00+00:00;86.0;0.0;0.0;101254.0;101491.0;NaN;17.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:35:00+00:00;86.0;0.0;0.0;101256.0;101493.0;NaN;17.0;5.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:40:00+00:00;86.0;0.0;0.0;101253.0;101490.0;NaN;16.9;5.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:45:00+00:00;86.0;0.0;0.0;101257.0;101494.0;NaN;16.8;5.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:50:00+00:00;86.0;0.0;0.0;101258.0;101495.0;NaN;16.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 02:55:00+00:00;86.0;0.0;0.0;101265.0;101503.0;NaN;16.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:00:00+00:00;87.0;0.0;0.0;101268.0;101506.0;NaN;16.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:05:00+00:00;87.0;0.0;0.0;101270.0;101508.0;NaN;16.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:10:00+00:00;87.0;0.0;0.0;101274.0;101512.0;NaN;16.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:15:00+00:00;87.0;0.0;0.0;101275.0;101513.0;NaN;16.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:20:00+00:00;88.0;0.0;0.0;101266.0;101504.0;NaN;16.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:25:00+00:00;88.0;0.0;0.0;101272.0;101510.0;NaN;16.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:30:00+00:00;88.0;0.0;0.0;101273.0;101511.0;NaN;16.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 03:35:00+00:00;89.0;0.0;0.0;101274.0;101512.0;NaN;16.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-04 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07:40:00+00:00;60.0;0.0;0.0;101723.0;101957.0;NaN;22.1;185.0;8.1;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 07:45:00+00:00;59.0;0.0;0.0;101720.0;101953.0;NaN;22.5;95.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 07:50:00+00:00;58.0;0.0;0.0;101722.0;101955.0;NaN;22.9;235.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 07:55:00+00:00;57.0;0.0;0.0;101727.0;101960.0;NaN;23.0;55.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:00:00+00:00;57.0;0.0;0.0;101722.0;101955.0;NaN;23.1;195.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:05:00+00:00;57.0;0.0;0.0;101723.0;101956.0;NaN;23.2;195.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:10:00+00:00;56.0;0.0;0.0;101726.0;101958.0;NaN;23.5;5.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:15:00+00:00;57.0;0.0;0.0;101730.0;101962.0;NaN;23.7;5.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:20:00+00:00;56.0;0.0;0.0;101731.0;101963.0;NaN;23.9;245.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:25:00+00:00;55.0;0.0;0.0;101738.0;101970.0;NaN;24.2;35.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:30:00+00:00;54.0;0.0;0.0;101730.0;101961.0;NaN;24.5;105.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:35:00+00:00;52.0;0.0;0.0;101735.0;101966.0;NaN;24.9;205.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:40:00+00:00;51.0;0.0;0.0;101734.0;101965.0;NaN;25.1;185.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:45:00+00:00;50.0;0.0;0.0;101730.0;101961.0;NaN;25.3;205.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:50:00+00:00;50.0;0.0;0.0;101741.0;101971.0;NaN;25.5;125.0;9.7;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 08:55:00+00:00;49.0;0.0;0.0;101746.0;101976.0;NaN;25.8;145.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:00:00+00:00;49.0;0.0;0.0;101740.0;101970.0;NaN;25.8;295.0;9.7;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:05:00+00:00;49.0;0.0;0.0;101735.0;101965.0;NaN;26.0;305.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:10:00+00:00;49.0;0.0;0.0;101737.0;101967.0;NaN;25.9;85.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:15:00+00:00;49.0;0.0;0.0;101733.0;101963.0;NaN;26.3;165.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:20:00+00:00;48.0;0.0;0.0;101729.0;101958.0;NaN;26.7;155.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:25:00+00:00;46.0;0.0;0.0;101722.0;101951.0;NaN;27.0;215.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:30:00+00:00;46.0;0.0;0.0;101716.0;101945.0;NaN;27.3;55.0;9.7;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:35:00+00:00;45.0;0.0;0.0;101705.0;101934.0;NaN;27.4;35.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:40:00+00:00;45.0;0.0;0.0;101708.0;101937.0;NaN;27.6;95.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:45:00+00:00;44.0;0.0;0.0;101709.0;101937.0;NaN;27.9;25.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:50:00+00:00;44.0;0.0;0.0;101703.0;101931.0;NaN;28.1;25.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 09:55:00+00:00;44.0;0.0;0.0;101694.0;101922.0;NaN;28.3;215.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:00:00+00:00;43.0;0.0;0.0;101694.0;101922.0;NaN;28.4;125.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:05:00+00:00;43.0;0.0;0.0;101696.0;101924.0;NaN;28.7;125.0;9.7;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:10:00+00:00;41.0;0.0;0.0;101694.0;101921.0;NaN;28.9;195.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:15:00+00:00;41.0;0.0;0.0;101687.0;101914.0;NaN;29.0;125.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:20:00+00:00;41.0;0.0;0.0;101686.0;101913.0;NaN;29.0;105.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:25:00+00:00;40.0;0.0;0.0;101684.0;101911.0;NaN;29.3;225.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:30:00+00:00;39.0;0.0;0.0;101681.0;101908.0;NaN;29.3;75.0;11.3;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:35:00+00:00;39.0;0.0;0.0;101673.0;101900.0;NaN;29.2;255.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:40:00+00:00;39.0;0.0;0.0;101667.0;101894.0;NaN;29.3;205.0;12.9;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:45:00+00:00;39.0;0.0;0.0;101656.0;101883.0;NaN;29.2;255.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:50:00+00:00;38.0;0.0;0.0;101663.0;101890.0;NaN;29.4;225.0;11.3;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 10:55:00+00:00;38.0;0.0;0.0;101650.0;101877.0;NaN;29.5;195.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:00:00+00:00;38.0;0.0;0.0;101651.0;101878.0;NaN;29.6;235.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:05:00+00:00;38.0;0.0;0.0;101646.0;101873.0;NaN;29.6;265.0;12.9;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:10:00+00:00;38.0;0.0;0.0;101643.0;101870.0;NaN;29.5;215.0;12.9;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:15:00+00:00;38.0;0.0;0.0;101629.0;101856.0;NaN;29.6;65.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:20:00+00:00;38.0;0.0;0.0;101641.0;101868.0;NaN;29.7;245.0;12.9;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:25:00+00:00;37.0;0.0;0.0;101633.0;101859.0;NaN;29.8;205.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:30:00+00:00;37.0;0.0;0.0;101625.0;101851.0;NaN;29.7;235.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:35:00+00:00;38.0;0.0;0.0;101621.0;101847.0;NaN;29.9;205.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:40:00+00:00;37.0;0.0;0.0;101617.0;101843.0;NaN;30.1;205.0;11.3;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:45:00+00:00;37.0;0.0;0.0;101619.0;101845.0;NaN;30.0;225.0;11.3;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:50:00+00:00;37.0;0.0;0.0;101619.0;101845.0;NaN;30.0;205.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 11:55:00+00:00;37.0;0.0;0.0;101611.0;101837.0;NaN;30.2;205.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 12:00:00+00:00;36.0;0.0;0.0;101618.0;101844.0;NaN;30.2;105.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 12:05:00+00:00;37.0;0.0;0.0;101616.0;101842.0;NaN;30.3;205.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 12:10:00+00:00;37.0;0.0;0.0;101613.0;101839.0;NaN;30.3;295.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 12:15:00+00:00;36.0;0.0;0.0;101606.0;101832.0;NaN;30.5;235.0;9.7;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-05 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10:20:00+00:00;64.0;0.0;1.4;101322.0;101552.0;NaN;24.5;5.0;12.9;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 10:25:00+00:00;64.0;0.0;1.4;101331.0;101561.0;NaN;24.7;205.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 10:30:00+00:00;62.0;0.0;1.4;101314.0;101544.0;NaN;24.7;175.0;16.1;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 10:35:00+00:00;62.0;0.0;1.4;101326.0;101556.0;NaN;24.8;165.0;12.9;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 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15:40:00+00:00;45.0;0.0;1.4;101140.0;101367.0;NaN;27.7;215.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 15:45:00+00:00;45.0;0.0;1.4;101141.0;101368.0;NaN;27.6;195.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 15:50:00+00:00;45.0;0.0;1.4;101132.0;101359.0;NaN;27.4;195.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 15:55:00+00:00;46.0;0.0;1.4;101130.0;101357.0;NaN;27.4;195.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 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16:20:00+00:00;46.0;0.0;1.4;101097.0;101324.0;NaN;27.3;195.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:25:00+00:00;46.0;0.0;1.4;101087.0;101314.0;NaN;27.3;195.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:30:00+00:00;46.0;0.0;1.4;101097.0;101324.0;NaN;27.3;45.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:35:00+00:00;47.0;0.0;1.4;101085.0;101312.0;NaN;27.2;45.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:40:00+00:00;47.0;0.0;1.4;101076.0;101303.0;NaN;27.2;45.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:45:00+00:00;47.0;0.0;1.4;101075.0;101302.0;NaN;27.1;45.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:50:00+00:00;49.0;0.0;1.4;101074.0;101301.0;NaN;27.0;45.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 16:55:00+00:00;50.0;0.0;1.4;101082.0;101309.0;NaN;26.9;45.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 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18:00:00+00:00;56.0;0.0;1.4;101027.0;101255.0;NaN;25.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 18:05:00+00:00;56.0;0.0;1.4;101013.0;101241.0;NaN;25.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 18:10:00+00:00;56.0;0.0;1.4;101011.0;101240.0;NaN;25.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 18:15:00+00:00;57.0;0.0;1.4;101011.0;101240.0;NaN;25.4;5.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 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19:00:00+00:00;62.0;0.0;1.4;100978.0;101208.0;NaN;24.4;5.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 19:05:00+00:00;62.0;0.0;1.4;100974.0;101204.0;NaN;24.2;5.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 19:10:00+00:00;63.0;0.0;1.4;100957.0;101187.0;NaN;24.1;5.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 19:15:00+00:00;64.0;0.0;1.4;100971.0;101201.0;NaN;23.9;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-06 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21:00:00+00:00;87.0;0.0;4.0;101471.0;101710.0;NaN;15.8;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 21:05:00+00:00;87.0;0.0;4.0;101468.0;101707.0;NaN;15.7;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 21:10:00+00:00;88.0;0.0;4.0;101473.0;101712.0;NaN;15.7;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 21:15:00+00:00;88.0;0.0;4.0;101470.0;101709.0;NaN;15.7;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 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21:40:00+00:00;89.0;0.0;4.0;101477.0;101716.0;NaN;15.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 21:45:00+00:00;89.0;0.0;4.0;101469.0;101708.0;NaN;15.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 21:50:00+00:00;89.0;0.0;4.0;101481.0;101720.0;NaN;15.6;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 21:55:00+00:00;89.0;0.0;4.0;101486.0;101725.0;NaN;15.5;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:00:00+00:00;89.0;0.0;4.0;101494.0;101733.0;NaN;15.5;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:05:00+00:00;89.0;0.0;4.0;101495.0;101734.0;NaN;15.4;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:10:00+00:00;89.0;0.0;4.0;101505.0;101744.0;NaN;15.3;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:15:00+00:00;89.0;0.0;4.0;101504.0;101743.0;NaN;15.3;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:20:00+00:00;89.0;0.0;4.0;101514.0;101754.0;NaN;15.2;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:25:00+00:00;90.0;0.0;4.0;101512.0;101752.0;NaN;15.2;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:30:00+00:00;90.0;0.0;4.0;101512.0;101752.0;NaN;15.2;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 22:35:00+00:00;90.0;0.0;4.0;101510.0;101750.0;NaN;15.2;115.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-10 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02:40:00+00:00;93.0;0.0;0.0;101603.0;101844.0;NaN;13.6;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 02:45:00+00:00;93.0;0.0;0.0;101609.0;101851.0;NaN;13.5;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 02:50:00+00:00;93.0;0.0;0.0;101613.0;101855.0;NaN;13.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 02:55:00+00:00;93.0;0.0;0.0;101620.0;101862.0;NaN;13.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:00:00+00:00;93.0;0.0;0.0;101617.0;101859.0;NaN;13.3;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:05:00+00:00;93.0;0.0;0.0;101610.0;101852.0;NaN;13.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:10:00+00:00;93.0;0.0;0.0;101623.0;101865.0;NaN;13.1;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:15:00+00:00;93.0;0.0;0.0;101630.0;101872.0;NaN;13.0;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:20:00+00:00;93.0;0.0;0.0;101633.0;101875.0;NaN;13.0;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:25:00+00:00;93.0;0.0;0.0;101627.0;101869.0;NaN;13.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:30:00+00:00;93.0;0.0;0.0;101630.0;101872.0;NaN;13.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:35:00+00:00;93.0;0.0;0.0;101616.0;101858.0;NaN;13.1;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:40:00+00:00;93.0;0.0;0.0;101631.0;101873.0;NaN;13.0;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:45:00+00:00;93.0;0.0;0.0;101636.0;101878.0;NaN;13.0;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:50:00+00:00;93.0;0.0;0.0;101638.0;101880.0;NaN;12.9;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 03:55:00+00:00;93.0;0.0;0.0;101640.0;101882.0;NaN;12.8;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:00:00+00:00;93.0;0.0;0.0;101635.0;101877.0;NaN;12.7;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:05:00+00:00;93.0;0.0;0.0;101637.0;101880.0;NaN;12.5;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:10:00+00:00;93.0;0.0;0.0;101637.0;101880.0;NaN;12.4;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:15:00+00:00;93.0;0.0;0.0;101645.0;101888.0;NaN;12.3;155.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:20:00+00:00;93.0;0.0;0.0;101650.0;101893.0;NaN;12.2;155.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:25:00+00:00;93.0;0.0;0.0;101651.0;101894.0;NaN;12.1;185.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:30:00+00:00;93.0;0.0;0.0;101660.0;101903.0;NaN;11.9;185.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:35:00+00:00;93.0;0.0;0.0;101656.0;101899.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:40:00+00:00;94.0;0.0;0.0;101662.0;101905.0;NaN;11.8;185.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:45:00+00:00;94.0;0.0;0.0;101667.0;101910.0;NaN;11.8;185.0;4.8;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:50:00+00:00;94.0;0.0;0.0;101658.0;101901.0;NaN;11.8;185.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 04:55:00+00:00;94.0;0.0;0.0;101665.0;101908.0;NaN;11.8;185.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:00:00+00:00;94.0;0.0;0.0;101674.0;101917.0;NaN;11.8;185.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:05:00+00:00;94.0;0.0;0.0;101673.0;101916.0;NaN;11.9;185.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:10:00+00:00;94.0;0.0;0.0;101675.0;101918.0;NaN;11.9;185.0;4.8;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:15:00+00:00;94.0;0.0;0.0;101689.0;101932.0;NaN;11.9;185.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:20:00+00:00;94.0;0.0;0.0;101705.0;101948.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:25:00+00:00;94.0;0.0;0.0;101701.0;101944.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:30:00+00:00;94.0;0.0;0.0;101707.0;101950.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:35:00+00:00;94.0;0.0;0.0;101715.0;101958.0;NaN;11.9;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:40:00+00:00;95.0;0.0;0.0;101714.0;101957.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:45:00+00:00;94.0;0.0;0.0;101718.0;101961.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:50:00+00:00;94.0;0.0;0.0;101726.0;101969.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 05:55:00+00:00;94.0;0.0;0.0;101728.0;101971.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 06:00:00+00:00;94.0;0.0;0.0;101727.0;101970.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 06:05:00+00:00;95.0;0.0;0.0;101741.0;101984.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 06:10:00+00:00;95.0;0.0;0.0;101742.0;101985.0;NaN;12.0;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 06:15:00+00:00;95.0;0.0;0.0;101758.0;102001.0;NaN;12.1;185.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 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09:20:00+00:00;95.0;0.0;0.0;101844.0;102084.0;NaN;16.2;5.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:25:00+00:00;94.0;0.0;0.0;101845.0;102084.0;NaN;16.4;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:30:00+00:00;94.0;0.0;0.0;101841.0;102080.0;NaN;16.7;195.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:35:00+00:00;94.0;0.0;0.0;101849.0;102088.0;NaN;17.0;5.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:40:00+00:00;94.0;0.0;0.0;101862.0;102101.0;NaN;17.2;195.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:45:00+00:00;91.0;0.0;0.0;101866.0;102104.0;NaN;17.4;185.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:50:00+00:00;89.0;0.0;0.0;101867.0;102105.0;NaN;17.6;185.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 09:55:00+00:00;88.0;0.0;0.0;101865.0;102103.0;NaN;17.6;5.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:00:00+00:00;88.0;0.0;0.0;101870.0;102108.0;NaN;17.8;185.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:05:00+00:00;86.0;0.0;0.0;101862.0;102099.0;NaN;18.4;185.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:10:00+00:00;83.0;0.0;0.0;101866.0;102103.0;NaN;18.6;175.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:15:00+00:00;81.0;0.0;0.0;101856.0;102093.0;NaN;18.7;5.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:20:00+00:00;81.0;0.0;0.0;101858.0;102095.0;NaN;18.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:25:00+00:00;80.0;0.0;0.0;101850.0;102087.0;NaN;18.8;5.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:30:00+00:00;78.0;0.0;0.0;101856.0;102093.0;NaN;18.8;5.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:35:00+00:00;78.0;0.0;0.0;101859.0;102096.0;NaN;18.8;5.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:40:00+00:00;77.0;0.0;0.0;101863.0;102100.0;NaN;18.9;5.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:45:00+00:00;77.0;0.0;0.0;101863.0;102100.0;NaN;18.9;5.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:50:00+00:00;78.0;0.0;0.0;101850.0;102087.0;NaN;19.1;5.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 10:55:00+00:00;76.0;0.0;0.0;101855.0;102092.0;NaN;19.4;5.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:00:00+00:00;75.0;0.0;0.0;101852.0;102088.0;NaN;19.5;5.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:05:00+00:00;74.0;0.0;0.0;101853.0;102089.0;NaN;19.5;5.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:10:00+00:00;74.0;0.0;0.0;101846.0;102082.0;NaN;19.4;5.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:15:00+00:00;73.0;0.0;0.0;101848.0;102084.0;NaN;19.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:20:00+00:00;72.0;0.0;0.0;101838.0;102074.0;NaN;19.6;5.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:25:00+00:00;71.0;0.0;0.0;101843.0;102079.0;NaN;19.8;5.0;9.7;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:30:00+00:00;71.0;0.0;0.0;101849.0;102085.0;NaN;19.9;5.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:35:00+00:00;69.0;0.0;0.0;101847.0;102083.0;NaN;20.2;5.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:40:00+00:00;68.0;0.0;0.0;101847.0;102083.0;NaN;20.3;5.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:45:00+00:00;68.0;0.0;0.0;101842.0;102077.0;NaN;20.5;5.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:50:00+00:00;67.0;0.0;0.0;101832.0;102067.0;NaN;21.0;5.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 11:55:00+00:00;66.0;0.0;0.0;101824.0;102059.0;NaN;21.1;5.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:00:00+00:00;66.0;0.0;0.0;101820.0;102055.0;NaN;21.1;5.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:05:00+00:00;67.0;0.0;0.0;101818.0;102053.0;NaN;20.9;5.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:10:00+00:00;68.0;0.0;0.0;101820.0;102055.0;NaN;20.9;5.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:15:00+00:00;67.0;0.0;0.0;101814.0;102049.0;NaN;20.9;5.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 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12:40:00+00:00;65.0;0.0;0.0;101805.0;102039.0;NaN;21.8;45.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:45:00+00:00;64.0;0.0;0.0;101804.0;102038.0;NaN;21.8;315.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:50:00+00:00;65.0;0.0;0.0;101791.0;102025.0;NaN;21.8;335.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 12:55:00+00:00;64.0;0.0;0.0;101791.0;102025.0;NaN;21.7;65.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:00:00+00:00;64.0;0.0;0.0;101784.0;102018.0;NaN;21.7;45.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:05:00+00:00;66.0;0.0;0.0;101786.0;102020.0;NaN;21.9;75.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:10:00+00:00;65.0;0.0;0.0;101790.0;102024.0;NaN;22.0;75.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:15:00+00:00;66.0;0.0;0.0;101792.0;102026.0;NaN;22.2;275.0;9.7;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:20:00+00:00;65.0;0.0;0.0;101785.0;102019.0;NaN;22.1;135.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:25:00+00:00;65.0;0.0;0.0;101768.0;102002.0;NaN;21.9;45.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:30:00+00:00;65.0;0.0;0.0;101762.0;101996.0;NaN;22.1;35.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:35:00+00:00;65.0;0.0;0.0;101758.0;101992.0;NaN;22.1;25.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:40:00+00:00;64.0;0.0;0.0;101751.0;101985.0;NaN;22.0;135.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:45:00+00:00;62.0;0.0;0.0;101733.0;101967.0;NaN;22.1;85.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:50:00+00:00;62.0;0.0;0.0;101736.0;101969.0;NaN;22.2;205.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 13:55:00+00:00;62.0;0.0;0.0;101738.0;101971.0;NaN;22.4;205.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:00:00+00:00;62.0;0.0;0.0;101737.0;101970.0;NaN;22.3;65.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:05:00+00:00;62.0;0.0;0.0;101739.0;101972.0;NaN;22.4;185.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:10:00+00:00;62.0;0.0;0.0;101738.0;101971.0;NaN;22.6;195.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:15:00+00:00;62.0;0.0;0.0;101724.0;101957.0;NaN;22.8;95.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:20:00+00:00;61.0;0.0;0.0;101730.0;101963.0;NaN;22.9;105.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:25:00+00:00;60.0;0.0;0.0;101718.0;101951.0;NaN;22.8;45.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:30:00+00:00;59.0;0.0;0.0;101718.0;101951.0;NaN;22.8;25.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:35:00+00:00;60.0;0.0;0.0;101713.0;101946.0;NaN;22.9;65.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:40:00+00:00;59.0;0.0;0.0;101714.0;101947.0;NaN;22.9;175.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:45:00+00:00;59.0;0.0;0.0;101708.0;101941.0;NaN;23.0;165.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:50:00+00:00;59.0;0.0;0.0;101708.0;101941.0;NaN;23.0;245.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 14:55:00+00:00;58.0;0.0;0.0;101700.0;101933.0;NaN;23.0;95.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:00:00+00:00;59.0;0.0;0.0;101701.0;101934.0;NaN;23.1;145.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:05:00+00:00;58.0;0.0;0.0;101697.0;101930.0;NaN;23.2;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:10:00+00:00;56.0;0.0;0.0;101694.0;101926.0;NaN;23.2;65.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:15:00+00:00;57.0;0.0;0.0;101683.0;101916.0;NaN;23.1;65.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:20:00+00:00;58.0;0.0;0.0;101674.0;101907.0;NaN;22.8;15.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:25:00+00:00;58.0;0.0;0.0;101667.0;101900.0;NaN;22.7;65.0;11.3;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:30:00+00:00;59.0;0.0;0.0;101676.0;101909.0;NaN;22.5;75.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:35:00+00:00;60.0;0.0;0.0;101669.0;101902.0;NaN;22.4;125.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:40:00+00:00;60.0;0.0;0.0;101658.0;101891.0;NaN;22.4;125.0;8.1;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:45:00+00:00;59.0;0.0;0.0;101659.0;101892.0;NaN;22.3;55.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:50:00+00:00;60.0;0.0;0.0;101657.0;101890.0;NaN;22.4;285.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 15:55:00+00:00;60.0;0.0;0.0;101647.0;101880.0;NaN;22.2;55.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 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16:20:00+00:00;61.0;0.0;0.0;101649.0;101883.0;NaN;21.6;195.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:25:00+00:00;61.0;0.0;0.0;101638.0;101872.0;NaN;21.6;195.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:30:00+00:00;61.0;0.0;0.0;101644.0;101878.0;NaN;21.5;45.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:35:00+00:00;63.0;0.0;0.0;101653.0;101887.0;NaN;21.5;125.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:40:00+00:00;64.0;0.0;0.0;101643.0;101877.0;NaN;21.5;45.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:45:00+00:00;64.0;0.0;0.0;101639.0;101873.0;NaN;21.5;35.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:50:00+00:00;65.0;0.0;0.0;101629.0;101863.0;NaN;21.4;45.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 16:55:00+00:00;65.0;0.0;0.0;101625.0;101859.0;NaN;21.4;105.0;8.1;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 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23:40:00+00:00;87.0;0.0;0.0;101530.0;101771.0;NaN;13.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 23:45:00+00:00;87.0;0.0;0.0;101526.0;101767.0;NaN;13.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 23:50:00+00:00;87.0;0.0;0.0;101532.0;101773.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-11 23:55:00+00:00;87.0;0.0;0.0;101526.0;101767.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:00:00+00:00;87.0;0.0;0.0;101528.0;101769.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:05:00+00:00;87.0;0.0;0.0;101520.0;101761.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:10:00+00:00;88.0;0.0;0.0;101512.0;101753.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:15:00+00:00;88.0;0.0;0.0;101511.0;101752.0;NaN;13.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:20:00+00:00;88.0;0.0;0.0;101505.0;101746.0;NaN;13.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:25:00+00:00;88.0;0.0;0.0;101503.0;101744.0;NaN;13.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:30:00+00:00;88.0;0.0;0.0;101504.0;101745.0;NaN;13.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:35:00+00:00;88.0;0.0;0.0;101494.0;101735.0;NaN;13.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:40:00+00:00;88.0;0.0;0.0;101506.0;101747.0;NaN;13.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:45:00+00:00;88.0;0.0;0.0;101500.0;101741.0;NaN;13.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:50:00+00:00;88.0;0.0;0.0;101492.0;101733.0;NaN;13.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 00:55:00+00:00;88.0;0.0;0.0;101495.0;101737.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:00:00+00:00;88.0;0.0;0.0;101491.0;101733.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:05:00+00:00;89.0;0.0;0.0;101480.0;101722.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:10:00+00:00;89.0;0.0;0.0;101477.0;101719.0;NaN;13.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:15:00+00:00;89.0;0.0;0.0;101468.0;101710.0;NaN;13.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:20:00+00:00;89.0;0.0;0.0;101470.0;101712.0;NaN;13.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:25:00+00:00;89.0;0.0;0.0;101466.0;101708.0;NaN;12.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:30:00+00:00;89.0;0.0;0.0;101460.0;101702.0;NaN;12.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:35:00+00:00;89.0;0.0;0.0;101454.0;101696.0;NaN;12.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:40:00+00:00;89.0;0.0;0.0;101462.0;101704.0;NaN;12.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:45:00+00:00;89.0;0.0;0.0;101456.0;101698.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:50:00+00:00;89.0;0.0;0.0;101441.0;101683.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 01:55:00+00:00;89.0;0.0;0.0;101458.0;101700.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:00:00+00:00;89.0;0.0;0.0;101441.0;101683.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:05:00+00:00;89.0;0.0;0.0;101432.0;101674.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:10:00+00:00;89.0;0.0;0.0;101419.0;101661.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:15:00+00:00;89.0;0.0;0.0;101425.0;101667.0;NaN;12.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:20:00+00:00;89.0;0.0;0.0;101424.0;101666.0;NaN;12.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:25:00+00:00;89.0;0.0;0.0;101425.0;101667.0;NaN;12.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:30:00+00:00;89.0;0.0;0.0;101421.0;101663.0;NaN;12.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:35:00+00:00;89.0;0.0;0.0;101420.0;101662.0;NaN;12.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:40:00+00:00;90.0;0.0;0.0;101417.0;101659.0;NaN;12.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:45:00+00:00;90.0;0.0;0.0;101420.0;101662.0;NaN;12.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:50:00+00:00;90.0;0.0;0.0;101420.0;101662.0;NaN;12.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 02:55:00+00:00;90.0;0.0;0.0;101415.0;101657.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:00:00+00:00;90.0;0.0;0.0;101410.0;101652.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:05:00+00:00;90.0;0.0;0.0;101401.0;101643.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:10:00+00:00;90.0;0.0;0.0;101402.0;101644.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:15:00+00:00;90.0;0.0;0.0;101401.0;101643.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:20:00+00:00;90.0;0.0;0.0;101398.0;101640.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:25:00+00:00;90.0;0.0;0.0;101389.0;101631.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:30:00+00:00;90.0;0.0;0.0;101388.0;101630.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:35:00+00:00;90.0;0.0;0.0;101388.0;101630.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:40:00+00:00;90.0;0.0;0.0;101383.0;101625.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:45:00+00:00;90.0;0.0;0.0;101376.0;101618.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:50:00+00:00;90.0;0.0;0.0;101387.0;101629.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 03:55:00+00:00;90.0;0.0;0.0;101380.0;101622.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 04:00:00+00:00;90.0;0.0;0.0;101371.0;101613.0;NaN;12.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 04:05:00+00:00;90.0;0.0;0.0;101374.0;101616.0;NaN;12.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 04:10:00+00:00;91.0;0.0;0.0;101377.0;101619.0;NaN;12.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 04:15:00+00:00;91.0;0.0;0.0;101360.0;101602.0;NaN;12.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 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10:20:00+00:00;63.0;0.0;0.0;101310.0;101543.0;NaN;21.9;185.0;9.7;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:25:00+00:00;63.0;0.0;0.0;101303.0;101536.0;NaN;22.0;65.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:30:00+00:00;63.0;0.0;0.0;101303.0;101535.0;NaN;22.2;265.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:35:00+00:00;63.0;0.0;0.0;101298.0;101530.0;NaN;22.1;215.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:40:00+00:00;63.0;0.0;0.0;101293.0;101525.0;NaN;22.3;215.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:45:00+00:00;62.0;0.0;0.0;101292.0;101524.0;NaN;22.3;5.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:50:00+00:00;62.0;0.0;0.0;101284.0;101516.0;NaN;22.2;205.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 10:55:00+00:00;62.0;0.0;0.0;101289.0;101521.0;NaN;22.4;5.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:00:00+00:00;62.0;0.0;0.0;101288.0;101520.0;NaN;22.4;235.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:05:00+00:00;62.0;0.0;0.0;101282.0;101514.0;NaN;22.4;205.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:10:00+00:00;61.0;0.0;0.0;101277.0;101509.0;NaN;22.5;195.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:15:00+00:00;61.0;0.0;0.0;101276.0;101508.0;NaN;22.7;65.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:20:00+00:00;61.0;0.0;0.0;101269.0;101501.0;NaN;22.9;175.0;9.7;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:25:00+00:00;60.0;0.0;0.0;101266.0;101497.0;NaN;23.1;65.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:30:00+00:00;60.0;0.0;0.0;101261.0;101492.0;NaN;23.3;225.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:35:00+00:00;59.0;0.0;0.0;101255.0;101486.0;NaN;23.3;215.0;11.3;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:40:00+00:00;59.0;0.0;0.0;101245.0;101476.0;NaN;23.3;5.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:45:00+00:00;58.0;0.0;0.0;101237.0;101468.0;NaN;23.1;25.0;16.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:50:00+00:00;58.0;0.0;0.0;101238.0;101469.0;NaN;23.4;5.0;9.7;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 11:55:00+00:00;59.0;0.0;0.0;101245.0;101476.0;NaN;23.4;5.0;9.7;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:00:00+00:00;60.0;0.0;0.0;101243.0;101474.0;NaN;23.4;5.0;11.3;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:05:00+00:00;58.0;0.0;0.0;101244.0;101475.0;NaN;23.5;5.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:10:00+00:00;57.0;0.0;0.0;101249.0;101480.0;NaN;23.5;195.0;14.5;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:15:00+00:00;58.0;0.0;0.0;101247.0;101478.0;NaN;23.3;195.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:20:00+00:00;59.0;0.0;0.0;101245.0;101476.0;NaN;23.3;205.0;12.9;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:25:00+00:00;59.0;0.0;0.0;101249.0;101480.0;NaN;23.2;5.0;9.7;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:30:00+00:00;60.0;0.0;0.0;101244.0;101475.0;NaN;23.4;5.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:35:00+00:00;57.0;0.0;0.0;101230.0;101461.0;NaN;23.8;5.0;11.3;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:40:00+00:00;56.0;0.0;0.0;101228.0;101459.0;NaN;23.9;5.0;12.9;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:45:00+00:00;56.0;0.0;0.0;101221.0;101452.0;NaN;23.6;5.0;9.7;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:50:00+00:00;57.0;0.0;0.0;101216.0;101447.0;NaN;23.8;5.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 12:55:00+00:00;55.0;0.0;0.0;101220.0;101450.0;NaN;24.0;5.0;11.3;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:00:00+00:00;55.0;0.0;0.0;101206.0;101436.0;NaN;24.0;5.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:05:00+00:00;55.0;0.0;0.0;101197.0;101427.0;NaN;24.0;5.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:10:00+00:00;55.0;0.0;0.0;101191.0;101421.0;NaN;24.2;5.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:15:00+00:00;54.0;0.0;0.0;101179.0;101409.0;NaN;24.4;5.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:20:00+00:00;54.0;0.0;0.0;101189.0;101419.0;NaN;24.3;95.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:25:00+00:00;53.0;0.0;0.0;101194.0;101424.0;NaN;24.4;155.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:30:00+00:00;52.0;0.0;0.0;101187.0;101417.0;NaN;24.6;215.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:35:00+00:00;51.0;0.0;0.0;101184.0;101414.0;NaN;24.6;15.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:40:00+00:00;52.0;0.0;0.0;101178.0;101408.0;NaN;24.6;205.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:45:00+00:00;52.0;0.0;0.0;101181.0;101411.0;NaN;24.6;165.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:50:00+00:00;52.0;0.0;0.0;101178.0;101408.0;NaN;24.6;215.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 13:55:00+00:00;51.0;0.0;0.0;101142.0;101372.0;NaN;24.5;195.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:00:00+00:00;51.0;0.0;0.0;101142.0;101372.0;NaN;24.6;255.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:05:00+00:00;50.0;0.0;0.0;101145.0;101375.0;NaN;24.6;225.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:10:00+00:00;52.0;0.0;0.0;101140.0;101370.0;NaN;24.6;205.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:15:00+00:00;51.0;0.0;0.0;101121.0;101351.0;NaN;24.6;215.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:20:00+00:00;52.0;0.0;0.0;101119.0;101349.0;NaN;24.5;195.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:25:00+00:00;53.0;0.0;0.0;101111.0;101341.0;NaN;24.4;215.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:30:00+00:00;52.0;0.0;0.0;101106.0;101336.0;NaN;24.6;195.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:35:00+00:00;52.0;0.0;0.0;101100.0;101330.0;NaN;24.6;195.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:40:00+00:00;52.0;0.0;0.0;101103.0;101333.0;NaN;24.7;225.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:45:00+00:00;52.0;0.0;0.0;101103.0;101332.0;NaN;24.8;225.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:50:00+00:00;52.0;0.0;0.0;101091.0;101320.0;NaN;24.7;205.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 14:55:00+00:00;51.0;0.0;0.0;101083.0;101312.0;NaN;24.7;255.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 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16:20:00+00:00;51.0;0.0;0.0;101014.0;101244.0;NaN;24.4;5.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 16:25:00+00:00;51.0;0.0;0.0;101003.0;101233.0;NaN;24.4;5.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 16:30:00+00:00;51.0;0.0;0.0;100992.0;101221.0;NaN;24.5;5.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 16:35:00+00:00;51.0;0.0;0.0;100986.0;101215.0;NaN;24.5;5.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 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18:00:00+00:00;56.0;0.0;0.0;100918.0;101148.0;NaN;23.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:05:00+00:00;57.0;0.0;0.0;100931.0;101162.0;NaN;22.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:10:00+00:00;57.0;0.0;0.0;100926.0;101157.0;NaN;22.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:15:00+00:00;59.0;0.0;0.0;100935.0;101166.0;NaN;22.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:20:00+00:00;59.0;0.0;0.0;100938.0;101169.0;NaN;22.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:25:00+00:00;60.0;0.0;0.0;100931.0;101162.0;NaN;22.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:30:00+00:00;62.0;0.0;0.0;100922.0;101154.0;NaN;21.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:35:00+00:00;63.0;0.0;0.0;100922.0;101154.0;NaN;21.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:40:00+00:00;62.0;0.0;0.0;100927.0;101159.0;NaN;21.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:45:00+00:00;62.0;0.0;0.0;100926.0;101158.0;NaN;21.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:50:00+00:00;63.0;0.0;0.0;100924.0;101156.0;NaN;21.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 18:55:00+00:00;64.0;0.0;0.0;100914.0;101146.0;NaN;21.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 19:00:00+00:00;65.0;0.0;0.0;100912.0;101144.0;NaN;21.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 19:05:00+00:00;66.0;0.0;0.0;100922.0;101154.0;NaN;20.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 19:10:00+00:00;66.0;0.0;0.0;100910.0;101143.0;NaN;20.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 19:15:00+00:00;67.0;0.0;0.0;100924.0;101157.0;NaN;20.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-12 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08:40:00+00:00;74.0;0.0;0.0;100875.0;101108.0;NaN;20.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 08:45:00+00:00;74.0;0.0;0.0;100872.0;101105.0;NaN;20.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 08:50:00+00:00;74.0;0.0;0.0;100885.0;101118.0;NaN;20.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 08:55:00+00:00;73.0;0.0;0.0;100887.0;101119.0;NaN;20.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:00:00+00:00;73.0;0.0;0.0;100880.0;101112.0;NaN;21.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:05:00+00:00;71.0;0.0;0.0;100874.0;101106.0;NaN;21.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:10:00+00:00;71.0;0.0;0.0;100879.0;101111.0;NaN;21.6;5.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:15:00+00:00;70.0;0.0;0.0;100869.0;101101.0;NaN;21.8;5.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:20:00+00:00;70.0;0.0;0.0;100862.0;101093.0;NaN;22.0;55.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:25:00+00:00;69.0;0.0;0.0;100871.0;101102.0;NaN;22.0;55.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:30:00+00:00;68.0;0.0;0.0;100879.0;101110.0;NaN;22.3;35.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:35:00+00:00;67.0;0.0;0.0;100881.0;101112.0;NaN;22.6;25.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:40:00+00:00;67.0;0.0;0.0;100874.0;101105.0;NaN;22.6;25.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:45:00+00:00;67.0;0.0;0.0;100866.0;101097.0;NaN;22.6;25.0;3.2;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:50:00+00:00;66.0;0.0;0.0;100853.0;101084.0;NaN;22.7;25.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 09:55:00+00:00;66.0;0.0;0.0;100846.0;101077.0;NaN;22.8;45.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:00:00+00:00;66.0;0.0;0.0;100852.0;101083.0;NaN;22.8;45.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:05:00+00:00;66.0;0.0;0.0;100852.0;101083.0;NaN;22.9;45.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:10:00+00:00;65.0;0.0;0.0;100857.0;101087.0;NaN;23.1;35.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:15:00+00:00;65.0;0.0;0.0;100864.0;101094.0;NaN;23.2;15.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:20:00+00:00;65.0;0.0;0.0;100846.0;101076.0;NaN;23.2;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:25:00+00:00;65.0;0.0;0.0;100842.0;101072.0;NaN;23.3;225.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:30:00+00:00;64.0;0.0;0.0;100829.0;101059.0;NaN;23.7;135.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:35:00+00:00;63.0;0.0;0.0;100829.0;101058.0;NaN;24.0;285.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:40:00+00:00;63.0;0.0;0.0;100823.0;101052.0;NaN;24.3;25.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:45:00+00:00;63.0;0.0;0.0;100811.0;101040.0;NaN;24.3;75.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:50:00+00:00;64.0;0.0;0.0;100819.0;101048.0;NaN;24.2;175.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 10:55:00+00:00;65.0;0.0;0.0;100817.0;101046.0;NaN;24.3;95.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:00:00+00:00;64.0;0.0;0.0;100811.0;101040.0;NaN;24.5;55.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:05:00+00:00;63.0;0.0;0.0;100813.0;101042.0;NaN;24.6;65.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:10:00+00:00;63.0;0.0;0.0;100802.0;101031.0;NaN;24.7;55.0;8.1;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:15:00+00:00;62.0;0.0;0.0;100821.0;101050.0;NaN;24.8;45.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:20:00+00:00;60.0;0.0;0.0;100805.0;101034.0;NaN;24.8;45.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:25:00+00:00;60.0;0.0;0.0;100803.0;101032.0;NaN;24.5;45.0;9.7;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:30:00+00:00;60.0;0.0;0.0;100810.0;101039.0;NaN;24.5;45.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:35:00+00:00;60.0;0.0;0.0;100817.0;101046.0;NaN;24.6;35.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:40:00+00:00;59.0;0.0;0.0;100820.0;101049.0;NaN;24.6;55.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:45:00+00:00;60.0;0.0;0.0;100823.0;101052.0;NaN;24.8;5.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:50:00+00:00;61.0;0.0;0.0;100815.0;101044.0;NaN;24.8;5.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 11:55:00+00:00;60.0;0.0;0.0;100812.0;101041.0;NaN;24.7;5.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 12:00:00+00:00;61.0;0.0;0.0;100811.0;101040.0;NaN;24.5;5.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 12:05:00+00:00;61.0;0.0;0.0;100813.0;101042.0;NaN;24.6;5.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 12:10:00+00:00;60.0;0.0;0.0;100808.0;101037.0;NaN;24.6;5.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 12:15:00+00:00;60.0;0.0;0.0;100791.0;101020.0;NaN;24.6;5.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder26;2022-09-13 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11:40:00+00:00;43.0;0.0;0.0;101970.0;101883.0;NaN;26.6;335.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 11:45:00+00:00;42.0;0.0;0.0;101969.0;101882.0;NaN;26.6;335.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 11:50:00+00:00;42.0;0.0;0.0;101969.0;101882.0;NaN;26.6;295.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 11:55:00+00:00;42.0;0.0;0.0;101968.0;101881.0;NaN;26.5;165.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:00:00+00:00;42.0;0.0;0.0;101956.0;101869.0;NaN;26.6;215.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:05:00+00:00;42.0;0.0;0.0;101959.0;101872.0;NaN;26.8;15.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:10:00+00:00;41.0;0.0;0.0;101951.0;101863.0;NaN;27.0;335.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:15:00+00:00;41.0;0.0;0.0;101946.0;101858.0;NaN;27.2;305.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:20:00+00:00;40.0;0.0;0.0;101938.0;101850.0;NaN;27.4;305.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:25:00+00:00;39.0;0.0;0.0;101935.0;101847.0;NaN;27.4;75.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:30:00+00:00;39.0;0.0;0.0;101951.0;101863.0;NaN;27.5;15.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:35:00+00:00;39.0;0.0;0.0;101942.0;101854.0;NaN;27.5;255.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:40:00+00:00;39.0;0.0;0.0;101940.0;101852.0;NaN;27.4;235.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:45:00+00:00;38.0;0.0;0.0;101936.0;101848.0;NaN;27.5;355.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:50:00+00:00;38.0;0.0;0.0;101933.0;101845.0;NaN;27.4;345.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 12:55:00+00:00;38.0;0.0;0.0;101925.0;101837.0;NaN;27.3;15.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 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13:20:00+00:00;37.0;0.0;0.0;101929.0;101841.0;NaN;27.3;305.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 13:25:00+00:00;37.0;0.0;0.0;101917.0;101829.0;NaN;27.5;325.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 13:30:00+00:00;37.0;0.0;0.0;101920.0;101832.0;NaN;27.7;295.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 13:35:00+00:00;36.0;0.0;0.0;101922.0;101834.0;NaN;27.9;355.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-01 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11:00:00+00:00;46.0;0.0;0.0;101350.0;101262.0;NaN;27.2;245.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-02 11:05:00+00:00;46.0;0.0;0.0;101347.0;101259.0;NaN;27.1;245.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-02 11:10:00+00:00;46.0;0.0;0.0;101343.0;101255.0;NaN;27.0;245.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-02 11:15:00+00:00;46.0;0.0;0.0;101327.0;101239.0;NaN;27.1;245.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-02 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11:00:00+00:00;51.0;0.0;0.0;101939.0;101852.0;NaN;26.6;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 11:05:00+00:00;50.0;0.0;0.0;101928.0;101841.0;NaN;26.6;25.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 11:10:00+00:00;51.0;0.0;0.0;101924.0;101837.0;NaN;26.5;25.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 11:15:00+00:00;52.0;0.0;0.0;101919.0;101832.0;NaN;26.3;115.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 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11:40:00+00:00;48.0;0.0;0.0;101908.0;101820.0;NaN;27.5;235.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 11:45:00+00:00;48.0;0.0;0.0;101903.0;101815.0;NaN;27.7;235.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 11:50:00+00:00;47.0;0.0;0.0;101901.0;101813.0;NaN;27.9;235.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 11:55:00+00:00;46.0;0.0;0.0;101906.0;101818.0;NaN;28.1;235.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:00:00+00:00;46.0;0.0;0.0;101888.0;101800.0;NaN;28.5;235.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:05:00+00:00;45.0;0.0;0.0;101889.0;101801.0;NaN;28.6;235.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:10:00+00:00;44.0;0.0;0.0;101888.0;101800.0;NaN;28.7;235.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:15:00+00:00;44.0;0.0;0.0;101896.0;101808.0;NaN;28.8;235.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:20:00+00:00;44.0;0.0;0.0;101890.0;101802.0;NaN;28.7;235.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:25:00+00:00;44.0;0.0;0.0;101880.0;101792.0;NaN;28.7;55.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:30:00+00:00;44.0;0.0;0.0;101881.0;101793.0;NaN;29.0;55.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:35:00+00:00;43.0;0.0;0.0;101881.0;101793.0;NaN;29.1;235.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:40:00+00:00;44.0;0.0;0.0;101882.0;101794.0;NaN;29.0;245.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:45:00+00:00;43.0;0.0;0.0;101879.0;101791.0;NaN;29.0;265.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:50:00+00:00;43.0;0.0;0.0;101883.0;101795.0;NaN;29.0;265.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 12:55:00+00:00;43.0;0.0;0.0;101880.0;101792.0;NaN;28.9;325.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:00:00+00:00;43.0;0.0;0.0;101876.0;101788.0;NaN;28.8;85.0;3.2;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:05:00+00:00;44.0;0.0;0.0;101860.0;101772.0;NaN;28.5;95.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:10:00+00:00;45.0;0.0;0.0;101866.0;101778.0;NaN;28.3;95.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:15:00+00:00;44.0;0.0;0.0;101863.0;101775.0;NaN;28.5;255.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:20:00+00:00;43.0;0.0;0.0;101856.0;101768.0;NaN;28.7;255.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:25:00+00:00;44.0;0.0;0.0;101857.0;101769.0;NaN;28.7;255.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:30:00+00:00;43.0;0.0;0.0;101856.0;101768.0;NaN;29.0;245.0;8.1;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:35:00+00:00;42.0;0.0;0.0;101846.0;101758.0;NaN;29.2;235.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:40:00+00:00;42.0;0.0;0.0;101841.0;101753.0;NaN;29.4;185.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:45:00+00:00;42.0;0.0;0.0;101832.0;101744.0;NaN;29.4;95.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:50:00+00:00;43.0;0.0;0.0;101825.0;101737.0;NaN;29.2;95.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 13:55:00+00:00;43.0;0.0;0.0;101825.0;101737.0;NaN;29.0;75.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 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14:20:00+00:00;44.0;0.0;0.0;101809.0;101721.0;NaN;28.5;95.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 14:25:00+00:00;45.0;0.0;0.0;101794.0;101706.0;NaN;28.3;185.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 14:30:00+00:00;45.0;0.0;0.0;101779.0;101691.0;NaN;28.3;85.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 14:35:00+00:00;45.0;0.0;0.0;101783.0;101695.0;NaN;28.3;275.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-05 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09:40:00+00:00;78.0;0.0;0.2;101393.0;101307.0;NaN;19.6;75.0;11.3;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 09:45:00+00:00;77.0;0.0;0.2;101413.0;101327.0;NaN;19.4;75.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 09:50:00+00:00;78.0;0.0;0.2;101416.0;101330.0;NaN;19.3;65.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 09:55:00+00:00;77.0;0.0;0.2;101426.0;101340.0;NaN;19.2;75.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:00:00+00:00;78.0;0.0;0.2;101415.0;101329.0;NaN;19.2;85.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:05:00+00:00;78.0;0.0;0.2;101417.0;101331.0;NaN;19.4;85.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:10:00+00:00;77.0;0.0;0.2;101409.0;101323.0;NaN;19.5;75.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:15:00+00:00;75.0;0.0;0.2;101418.0;101332.0;NaN;19.6;75.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:20:00+00:00;76.0;0.0;0.2;101425.0;101339.0;NaN;19.6;75.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:25:00+00:00;75.0;0.0;0.2;101447.0;101361.0;NaN;19.8;105.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:30:00+00:00;74.0;0.0;0.2;101440.0;101354.0;NaN;19.9;75.0;12.9;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:35:00+00:00;74.0;0.0;0.2;101441.0;101355.0;NaN;19.9;215.0;14.5;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:40:00+00:00;74.0;0.0;0.2;101435.0;101349.0;NaN;20.0;85.0;12.9;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:45:00+00:00;74.0;0.0;0.2;101445.0;101359.0;NaN;20.0;225.0;11.3;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:50:00+00:00;75.0;0.0;0.2;101438.0;101352.0;NaN;20.0;165.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 10:55:00+00:00;76.0;0.0;0.2;101438.0;101352.0;NaN;19.9;65.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:00:00+00:00;75.0;0.0;0.2;101420.0;101334.0;NaN;20.0;85.0;11.3;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:05:00+00:00;75.0;0.0;0.2;101412.0;101326.0;NaN;20.1;85.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:10:00+00:00;74.0;0.0;0.2;101426.0;101340.0;NaN;20.2;75.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:15:00+00:00;73.0;0.0;0.2;101422.0;101336.0;NaN;20.3;65.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:20:00+00:00;73.0;0.0;0.2;101440.0;101354.0;NaN;20.2;125.0;9.7;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:25:00+00:00;73.0;0.0;0.2;101446.0;101360.0;NaN;20.1;75.0;16.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:30:00+00:00;74.0;0.0;0.2;101441.0;101355.0;NaN;20.1;105.0;8.1;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:35:00+00:00;73.0;0.0;0.2;101444.0;101358.0;NaN;20.2;65.0;14.5;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:40:00+00:00;73.0;0.0;0.2;101459.0;101373.0;NaN;20.4;75.0;11.3;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:45:00+00:00;73.0;0.0;0.2;101440.0;101354.0;NaN;20.4;65.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:50:00+00:00;73.0;0.0;0.2;101443.0;101357.0;NaN;20.3;95.0;12.9;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 11:55:00+00:00;74.0;0.0;0.2;101459.0;101373.0;NaN;20.1;75.0;8.1;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-10 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00:40:00+00:00;91.0;0.0;0.0;101972.0;101888.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 00:45:00+00:00;92.0;0.0;0.0;101972.0;101888.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 00:50:00+00:00;92.0;0.0;0.0;101962.0;101878.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 00:55:00+00:00;92.0;0.0;0.0;101963.0;101879.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 01:00:00+00:00;92.0;0.0;0.0;101963.0;101879.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 01:05:00+00:00;92.0;0.0;0.0;101960.0;101876.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 01:10:00+00:00;92.0;0.0;0.0;101952.0;101868.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 01:15:00+00:00;92.0;0.0;0.0;101948.0;101864.0;NaN;15.7;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 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02:20:00+00:00;92.0;0.0;0.2;101955.0;101871.0;NaN;15.4;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:25:00+00:00;92.0;0.0;0.2;101961.0;101877.0;NaN;15.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:30:00+00:00;92.0;0.0;0.2;101958.0;101874.0;NaN;15.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:35:00+00:00;92.0;0.0;0.2;101962.0;101878.0;NaN;15.3;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:40:00+00:00;92.0;0.0;0.2;101978.0;101894.0;NaN;15.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:45:00+00:00;92.0;0.0;0.2;101970.0;101886.0;NaN;15.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:50:00+00:00;92.0;0.0;0.2;101983.0;101899.0;NaN;15.2;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 02:55:00+00:00;92.0;0.0;0.2;101973.0;101889.0;NaN;15.1;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 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03:20:00+00:00;93.0;0.0;0.2;101988.0;101904.0;NaN;15.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:25:00+00:00;93.0;0.0;0.2;101992.0;101908.0;NaN;15.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:30:00+00:00;93.0;0.0;0.2;101994.0;101910.0;NaN;15.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:35:00+00:00;93.0;0.0;0.2;101995.0;101911.0;NaN;15.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:40:00+00:00;93.0;0.0;0.2;101994.0;101910.0;NaN;15.0;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:45:00+00:00;92.0;0.0;0.2;102001.0;101917.0;NaN;14.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:50:00+00:00;92.0;0.0;0.2;101995.0;101911.0;NaN;14.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 03:55:00+00:00;92.0;0.0;0.2;101991.0;101907.0;NaN;14.9;225.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 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11:00:00+00:00;65.0;0.0;0.2;102092.0;102006.0;NaN;23.3;295.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 11:05:00+00:00;65.0;0.0;0.2;102091.0;102005.0;NaN;23.2;295.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 11:10:00+00:00;64.0;0.0;0.2;102090.0;102004.0;NaN;23.1;265.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 11:15:00+00:00;64.0;0.0;0.2;102088.0;102002.0;NaN;23.1;265.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 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11:40:00+00:00;62.0;0.0;0.2;102072.0;101986.0;NaN;23.4;35.0;4.8;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 11:45:00+00:00;62.0;0.0;0.2;102073.0;101986.0;NaN;23.8;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 11:50:00+00:00;60.0;0.0;0.2;102069.0;101982.0;NaN;24.0;235.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 11:55:00+00:00;59.0;0.0;0.2;102068.0;101981.0;NaN;23.9;235.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:00:00+00:00;61.0;0.0;0.2;102061.0;101974.0;NaN;23.9;205.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:05:00+00:00;60.0;0.0;0.2;102057.0;101970.0;NaN;24.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:10:00+00:00;59.0;0.0;0.2;102061.0;101974.0;NaN;24.0;235.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:15:00+00:00;58.0;0.0;0.2;102052.0;101965.0;NaN;24.1;65.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:20:00+00:00;59.0;0.0;0.2;102059.0;101972.0;NaN;24.3;335.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:25:00+00:00;57.0;0.0;0.2;102054.0;101967.0;NaN;24.4;305.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:30:00+00:00;56.0;0.0;0.2;102048.0;101961.0;NaN;24.5;235.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:35:00+00:00;58.0;0.0;0.2;102049.0;101962.0;NaN;24.4;245.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:40:00+00:00;59.0;0.0;0.2;102044.0;101957.0;NaN;24.3;265.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:45:00+00:00;59.0;0.0;0.2;102038.0;101951.0;NaN;24.4;285.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:50:00+00:00;59.0;0.0;0.2;102037.0;101950.0;NaN;24.8;355.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 12:55:00+00:00;58.0;0.0;0.2;102030.0;101943.0;NaN;25.0;25.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:00:00+00:00;57.0;0.0;0.2;102035.0;101948.0;NaN;25.2;255.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:05:00+00:00;57.0;0.0;0.2;102025.0;101938.0;NaN;25.4;5.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:10:00+00:00;56.0;0.0;0.2;102020.0;101933.0;NaN;25.7;5.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:15:00+00:00;55.0;0.0;0.2;102018.0;101931.0;NaN;25.4;245.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:20:00+00:00;56.0;0.0;0.2;102015.0;101928.0;NaN;24.9;255.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:25:00+00:00;58.0;0.0;0.2;102015.0;101928.0;NaN;24.5;285.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:30:00+00:00;58.0;0.0;0.2;102015.0;101928.0;NaN;24.3;5.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:35:00+00:00;59.0;0.0;0.2;102010.0;101923.0;NaN;24.0;35.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:40:00+00:00;60.0;0.0;0.2;102008.0;101921.0;NaN;23.7;55.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:45:00+00:00;61.0;0.0;0.2;102016.0;101929.0;NaN;23.5;55.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:50:00+00:00;62.0;0.0;0.2;102011.0;101925.0;NaN;23.4;35.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 13:55:00+00:00;62.0;0.0;0.2;102009.0;101923.0;NaN;23.1;25.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:00:00+00:00;62.0;0.0;0.2;101995.0;101909.0;NaN;23.0;145.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:05:00+00:00;62.0;0.0;0.2;101993.0;101907.0;NaN;23.0;155.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:10:00+00:00;61.0;0.0;0.2;101996.0;101910.0;NaN;23.3;65.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:15:00+00:00;60.0;0.0;0.2;101995.0;101908.0;NaN;23.4;315.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 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14:40:00+00:00;64.0;0.0;0.2;101974.0;101888.0;NaN;22.7;15.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:45:00+00:00;63.0;0.0;0.2;101958.0;101872.0;NaN;22.7;235.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:50:00+00:00;64.0;0.0;0.2;101953.0;101867.0;NaN;22.7;165.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 14:55:00+00:00;65.0;0.0;0.2;101954.0;101868.0;NaN;22.6;165.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 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21:00:00+00:00;79.0;0.0;0.2;101879.0;101794.0;NaN;17.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:05:00+00:00;79.0;0.0;0.2;101877.0;101792.0;NaN;17.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:10:00+00:00;79.0;0.0;0.2;101871.0;101786.0;NaN;17.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:15:00+00:00;80.0;0.0;0.2;101867.0;101782.0;NaN;17.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:20:00+00:00;80.0;0.0;0.2;101871.0;101786.0;NaN;17.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:25:00+00:00;80.0;0.0;0.2;101868.0;101783.0;NaN;17.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:30:00+00:00;81.0;0.0;0.2;101860.0;101775.0;NaN;17.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:35:00+00:00;81.0;0.0;0.2;101861.0;101776.0;NaN;17.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:40:00+00:00;81.0;0.0;0.2;101858.0;101773.0;NaN;17.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:45:00+00:00;81.0;0.0;0.2;101858.0;101773.0;NaN;17.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:50:00+00:00;81.0;0.0;0.2;101861.0;101776.0;NaN;17.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 21:55:00+00:00;81.0;0.0;0.2;101866.0;101781.0;NaN;17.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:00:00+00:00;81.0;0.0;0.2;101859.0;101774.0;NaN;17.1;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:05:00+00:00;82.0;0.0;0.2;101843.0;101758.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:10:00+00:00;82.0;0.0;0.2;101846.0;101761.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:15:00+00:00;82.0;0.0;0.2;101851.0;101766.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:20:00+00:00;82.0;0.0;0.2;101847.0;101762.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:25:00+00:00;82.0;0.0;0.2;101841.0;101756.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:30:00+00:00;82.0;0.0;0.2;101834.0;101749.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:35:00+00:00;82.0;0.0;0.2;101832.0;101747.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:40:00+00:00;82.0;0.0;0.2;101833.0;101748.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:45:00+00:00;82.0;0.0;0.2;101841.0;101756.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:50:00+00:00;82.0;0.0;0.2;101841.0;101756.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 22:55:00+00:00;82.0;0.0;0.2;101839.0;101754.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:00:00+00:00;82.0;0.0;0.2;101842.0;101757.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:05:00+00:00;82.0;0.0;0.2;101830.0;101745.0;NaN;17.0;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:10:00+00:00;83.0;0.0;0.2;101830.0;101745.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:15:00+00:00;83.0;0.0;0.2;101825.0;101740.0;NaN;16.9;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:20:00+00:00;83.0;0.0;0.2;101822.0;101737.0;NaN;16.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:25:00+00:00;83.0;0.0;0.2;101827.0;101742.0;NaN;16.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:30:00+00:00;84.0;0.0;0.2;101809.0;101724.0;NaN;16.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:35:00+00:00;84.0;0.0;0.2;101811.0;101726.0;NaN;16.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:40:00+00:00;84.0;0.0;0.2;101811.0;101726.0;NaN;16.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:45:00+00:00;84.0;0.0;0.2;101801.0;101716.0;NaN;16.5;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:50:00+00:00;85.0;0.0;0.2;101805.0;101720.0;NaN;16.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-11 23:55:00+00:00;85.0;0.0;0.2;101792.0;101707.0;NaN;16.4;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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00:40:00+00:00;86.0;0.0;0.0;101762.0;101678.0;NaN;15.8;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 00:45:00+00:00;86.0;0.0;0.0;101749.0;101665.0;NaN;15.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 00:50:00+00:00;86.0;0.0;0.0;101755.0;101671.0;NaN;15.7;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 00:55:00+00:00;86.0;0.0;0.0;101750.0;101666.0;NaN;15.6;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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08:40:00+00:00;76.0;0.0;0.0;101633.0;101548.0;NaN;18.4;255.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 08:45:00+00:00;75.0;0.0;0.0;101647.0;101562.0;NaN;18.7;245.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 08:50:00+00:00;73.0;0.0;0.0;101640.0;101554.0;NaN;18.9;255.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 08:55:00+00:00;72.0;0.0;0.0;101631.0;101545.0;NaN;19.2;245.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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09:20:00+00:00;68.0;0.0;0.0;101611.0;101525.0;NaN;21.0;255.0;3.2;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:25:00+00:00;66.0;0.0;0.0;101610.0;101524.0;NaN;21.3;295.0;6.4;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:30:00+00:00;66.0;0.0;0.0;101592.0;101506.0;NaN;21.5;285.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:35:00+00:00;65.0;0.0;0.0;101586.0;101500.0;NaN;21.7;235.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:40:00+00:00;64.0;0.0;0.0;101581.0;101495.0;NaN;21.9;235.0;9.7;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:45:00+00:00;64.0;0.0;0.0;101581.0;101495.0;NaN;22.0;245.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:50:00+00:00;64.0;0.0;0.0;101583.0;101497.0;NaN;22.0;225.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 09:55:00+00:00;63.0;0.0;0.0;101566.0;101480.0;NaN;22.1;255.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:00:00+00:00;63.0;0.0;0.0;101561.0;101474.0;NaN;22.3;235.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:05:00+00:00;62.0;0.0;0.0;101549.0;101462.0;NaN;22.5;305.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:10:00+00:00;61.0;0.0;0.0;101550.0;101463.0;NaN;22.6;305.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:15:00+00:00;61.0;0.0;0.0;101550.0;101463.0;NaN;22.8;235.0;11.3;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:20:00+00:00;61.0;0.0;0.0;101551.0;101464.0;NaN;22.9;295.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:25:00+00:00;61.0;0.0;0.0;101541.0;101454.0;NaN;23.0;245.0;9.7;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:30:00+00:00;60.0;0.0;0.0;101540.0;101453.0;NaN;23.0;205.0;9.7;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:35:00+00:00;61.0;0.0;0.0;101546.0;101459.0;NaN;23.0;245.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:40:00+00:00;60.0;0.0;0.0;101550.0;101463.0;NaN;23.3;265.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:45:00+00:00;60.0;0.0;0.0;101540.0;101453.0;NaN;23.5;265.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:50:00+00:00;59.0;0.0;0.0;101532.0;101445.0;NaN;23.8;245.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 10:55:00+00:00;58.0;0.0;0.0;101517.0;101430.0;NaN;23.8;245.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:00:00+00:00;58.0;0.0;0.0;101520.0;101433.0;NaN;23.8;255.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:05:00+00:00;57.0;0.0;0.0;101518.0;101431.0;NaN;24.0;245.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:10:00+00:00;57.0;0.0;0.0;101522.0;101435.0;NaN;23.9;235.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:15:00+00:00;57.0;0.0;0.0;101524.0;101437.0;NaN;23.8;255.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:20:00+00:00;58.0;0.0;0.0;101520.0;101433.0;NaN;23.9;245.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:25:00+00:00;57.0;0.0;0.0;101510.0;101423.0;NaN;23.9;235.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:30:00+00:00;56.0;0.0;0.0;101501.0;101414.0;NaN;24.0;65.0;8.1;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:35:00+00:00;56.0;0.0;0.0;101498.0;101411.0;NaN;24.2;65.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:40:00+00:00;56.0;0.0;0.0;101491.0;101404.0;NaN;24.3;215.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:45:00+00:00;56.0;0.0;0.0;101483.0;101396.0;NaN;24.5;245.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:50:00+00:00;56.0;0.0;0.0;101486.0;101399.0;NaN;24.6;85.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 11:55:00+00:00;55.0;0.0;0.0;101483.0;101396.0;NaN;24.7;245.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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12:40:00+00:00;52.0;0.0;0.0;101464.0;101376.0;NaN;25.5;245.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 12:45:00+00:00;52.0;0.0;0.0;101451.0;101363.0;NaN;25.6;245.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 12:50:00+00:00;52.0;0.0;0.0;101446.0;101358.0;NaN;25.6;245.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 12:55:00+00:00;52.0;0.0;0.0;101434.0;101346.0;NaN;25.6;255.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:00:00+00:00;52.0;0.0;0.0;101429.0;101341.0;NaN;25.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:05:00+00:00;52.0;0.0;0.0;101420.0;101332.0;NaN;25.6;295.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:10:00+00:00;51.0;0.0;0.0;101423.0;101335.0;NaN;25.7;255.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:15:00+00:00;51.0;0.0;0.0;101421.0;101333.0;NaN;25.8;255.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:20:00+00:00;52.0;0.0;0.0;101417.0;101329.0;NaN;25.9;295.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:25:00+00:00;50.0;0.0;0.0;101408.0;101320.0;NaN;26.0;185.0;3.2;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:30:00+00:00;51.0;0.0;0.0;101397.0;101309.0;NaN;26.2;265.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:35:00+00:00;51.0;0.0;0.0;101394.0;101306.0;NaN;26.2;255.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:40:00+00:00;51.0;0.0;0.0;101392.0;101304.0;NaN;26.3;255.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:45:00+00:00;50.0;0.0;0.0;101389.0;101301.0;NaN;26.5;265.0;8.1;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:50:00+00:00;49.0;0.0;0.0;101388.0;101300.0;NaN;26.6;265.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 13:55:00+00:00;49.0;0.0;0.0;101372.0;101284.0;NaN;26.7;235.0;8.1;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:00:00+00:00;48.0;0.0;0.0;101381.0;101293.0;NaN;26.8;285.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:05:00+00:00;48.0;0.0;0.0;101374.0;101286.0;NaN;26.8;245.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:10:00+00:00;48.0;0.0;0.0;101370.0;101282.0;NaN;26.9;225.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:15:00+00:00;47.0;0.0;0.0;101378.0;101290.0;NaN;27.0;245.0;8.1;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:20:00+00:00;48.0;0.0;0.0;101376.0;101288.0;NaN;27.0;265.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:25:00+00:00;48.0;0.0;0.0;101371.0;101283.0;NaN;27.0;245.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:30:00+00:00;48.0;0.0;0.0;101358.0;101270.0;NaN;27.0;295.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:35:00+00:00;48.0;0.0;0.0;101344.0;101256.0;NaN;27.1;295.0;8.1;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:40:00+00:00;47.0;0.0;0.0;101345.0;101257.0;NaN;27.1;275.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:45:00+00:00;47.0;0.0;0.0;101348.0;101260.0;NaN;27.0;265.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:50:00+00:00;47.0;0.0;0.0;101342.0;101254.0;NaN;26.9;325.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 14:55:00+00:00;48.0;0.0;0.0;101331.0;101243.0;NaN;27.0;285.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:00:00+00:00;46.0;0.0;0.0;101327.0;101239.0;NaN;27.3;285.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:05:00+00:00;46.0;0.0;0.0;101327.0;101239.0;NaN;27.4;355.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:10:00+00:00;45.0;0.0;0.0;101314.0;101226.0;NaN;27.5;65.0;8.1;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:15:00+00:00;45.0;0.0;0.0;101310.0;101222.0;NaN;27.5;255.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:20:00+00:00;46.0;0.0;0.0;101321.0;101233.0;NaN;27.2;235.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:25:00+00:00;47.0;0.0;0.0;101309.0;101221.0;NaN;26.8;255.0;6.4;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:30:00+00:00;48.0;0.0;0.0;101306.0;101218.0;NaN;26.6;215.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:35:00+00:00;48.0;0.0;0.0;101294.0;101206.0;NaN;26.7;225.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:40:00+00:00;47.0;0.0;0.0;101282.0;101194.0;NaN;26.9;225.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:45:00+00:00;47.0;0.0;0.0;101277.0;101189.0;NaN;26.8;295.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:50:00+00:00;47.0;0.0;0.0;101262.0;101174.0;NaN;26.8;265.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 15:55:00+00:00;47.0;0.0;0.0;101260.0;101172.0;NaN;26.8;265.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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16:20:00+00:00;48.0;0.0;0.0;101230.0;101142.0;NaN;26.0;265.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 16:25:00+00:00;49.0;0.0;0.0;101222.0;101134.0;NaN;26.0;245.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 16:30:00+00:00;49.0;0.0;0.0;101219.0;101131.0;NaN;25.9;245.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 16:35:00+00:00;49.0;0.0;0.0;101215.0;101127.0;NaN;25.9;285.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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18:00:00+00:00;56.0;0.0;0.0;101192.0;101105.0;NaN;23.9;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:05:00+00:00;57.0;0.0;0.0;101189.0;101102.0;NaN;23.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:10:00+00:00;57.0;0.0;0.0;101189.0;101102.0;NaN;23.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:15:00+00:00;58.0;0.0;0.0;101185.0;101098.0;NaN;23.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:20:00+00:00;59.0;0.0;0.0;101205.0;101118.0;NaN;23.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:25:00+00:00;59.0;0.0;0.0;101218.0;101131.0;NaN;23.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:30:00+00:00;59.0;0.0;0.0;101222.0;101135.0;NaN;22.8;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:35:00+00:00;60.0;0.0;0.0;101221.0;101134.0;NaN;22.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:40:00+00:00;61.0;0.0;0.0;101215.0;101128.0;NaN;22.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:45:00+00:00;61.0;0.0;0.0;101197.0;101110.0;NaN;22.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:50:00+00:00;62.0;0.0;0.0;101190.0;101103.0;NaN;22.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 18:55:00+00:00;63.0;0.0;0.0;101196.0;101109.0;NaN;22.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:00:00+00:00;63.0;0.0;0.0;101204.0;101117.0;NaN;22.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:05:00+00:00;63.0;0.0;0.0;101207.0;101120.0;NaN;21.8;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:10:00+00:00;64.0;0.0;0.0;101196.0;101109.0;NaN;21.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:15:00+00:00;64.0;0.0;0.0;101190.0;101103.0;NaN;21.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:20:00+00:00;65.0;0.0;0.0;101194.0;101107.0;NaN;21.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:25:00+00:00;65.0;0.0;0.0;101206.0;101119.0;NaN;21.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:30:00+00:00;65.0;0.0;0.0;101197.0;101110.0;NaN;21.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:35:00+00:00;67.0;0.0;0.0;101181.0;101094.0;NaN;21.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:40:00+00:00;67.0;0.0;0.0;101179.0;101092.0;NaN;21.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:45:00+00:00;68.0;0.0;0.0;101191.0;101105.0;NaN;21.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:50:00+00:00;68.0;0.0;0.0;101174.0;101088.0;NaN;20.9;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 19:55:00+00:00;69.0;0.0;0.0;101179.0;101093.0;NaN;20.8;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:00:00+00:00;69.0;0.0;0.0;101189.0;101103.0;NaN;20.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:05:00+00:00;68.0;0.0;0.0;101195.0;101109.0;NaN;20.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:10:00+00:00;69.0;0.0;0.0;101197.0;101111.0;NaN;20.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:15:00+00:00;69.0;0.0;0.0;101191.0;101105.0;NaN;20.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:20:00+00:00;69.0;0.0;0.0;101195.0;101109.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:25:00+00:00;69.0;0.0;0.0;101196.0;101110.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:30:00+00:00;69.0;0.0;0.0;101220.0;101134.0;NaN;20.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:35:00+00:00;68.0;0.0;0.0;101221.0;101135.0;NaN;20.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:40:00+00:00;68.0;0.0;0.0;101229.0;101143.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:45:00+00:00;68.0;0.0;0.0;101254.0;101168.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:50:00+00:00;68.0;0.0;0.0;101245.0;101159.0;NaN;20.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 20:55:00+00:00;68.0;0.0;0.0;101241.0;101155.0;NaN;20.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:00:00+00:00;67.0;0.0;0.0;101217.0;101131.0;NaN;20.7;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:05:00+00:00;67.0;0.0;0.0;101239.0;101153.0;NaN;20.9;265.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:10:00+00:00;67.0;0.0;0.0;101246.0;101160.0;NaN;21.0;265.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:15:00+00:00;67.0;0.0;0.0;101254.0;101168.0;NaN;21.1;265.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:20:00+00:00;66.0;0.0;0.0;101245.0;101159.0;NaN;21.2;265.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:25:00+00:00;66.0;0.0;0.0;101228.0;101141.0;NaN;21.2;265.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:30:00+00:00;66.0;0.0;0.0;101226.0;101139.0;NaN;21.3;265.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:35:00+00:00;66.0;0.0;0.0;101224.0;101137.0;NaN;21.3;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:40:00+00:00;65.0;0.0;0.0;101216.0;101129.0;NaN;21.3;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:45:00+00:00;65.0;0.0;0.0;101216.0;101129.0;NaN;21.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:50:00+00:00;65.0;0.0;0.0;101221.0;101134.0;NaN;21.4;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 21:55:00+00:00;65.0;0.0;0.0;101214.0;101127.0;NaN;21.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:00:00+00:00;65.0;0.0;0.0;101206.0;101119.0;NaN;21.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:05:00+00:00;65.0;0.0;0.0;101211.0;101124.0;NaN;21.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:10:00+00:00;66.0;0.0;0.0;101209.0;101122.0;NaN;21.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:15:00+00:00;66.0;0.0;0.0;101187.0;101100.0;NaN;21.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:20:00+00:00;67.0;0.0;0.0;101192.0;101106.0;NaN;21.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:25:00+00:00;68.0;0.0;0.0;101181.0;101095.0;NaN;20.9;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:30:00+00:00;67.0;0.0;0.0;101176.0;101090.0;NaN;20.8;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:35:00+00:00;68.0;0.0;0.0;101175.0;101089.0;NaN;20.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:40:00+00:00;68.0;0.0;0.0;101174.0;101088.0;NaN;20.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:45:00+00:00;69.0;0.0;0.0;101164.0;101078.0;NaN;20.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:50:00+00:00;69.0;0.0;0.0;101170.0;101084.0;NaN;20.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 22:55:00+00:00;69.0;0.0;0.0;101186.0;101100.0;NaN;20.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 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23:20:00+00:00;70.0;0.0;0.0;101195.0;101109.0;NaN;20.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:25:00+00:00;69.0;0.0;0.0;101193.0;101107.0;NaN;20.2;265.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:30:00+00:00;69.0;0.0;0.0;101204.0;101118.0;NaN;20.2;265.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:35:00+00:00;69.0;0.0;0.0;101197.0;101111.0;NaN;20.3;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:40:00+00:00;68.0;0.0;0.0;101187.0;101101.0;NaN;20.4;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:45:00+00:00;68.0;0.0;0.0;101184.0;101098.0;NaN;20.4;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:50:00+00:00;68.0;0.0;0.0;101160.0;101074.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-12 23:55:00+00:00;69.0;0.0;0.0;101138.0;101052.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:00:00+00:00;69.0;0.0;0.0;101140.0;101054.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:05:00+00:00;69.0;0.0;0.0;101143.0;101057.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:10:00+00:00;70.0;0.0;0.0;101138.0;101052.0;NaN;20.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:15:00+00:00;71.0;0.0;0.0;101128.0;101042.0;NaN;20.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:20:00+00:00;71.0;0.0;0.0;101108.0;101022.0;NaN;20.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:25:00+00:00;72.0;0.0;0.0;101094.0;101008.0;NaN;20.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:30:00+00:00;72.0;0.0;0.0;101101.0;101015.0;NaN;20.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:35:00+00:00;72.0;0.0;0.0;101099.0;101013.0;NaN;20.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:40:00+00:00;72.0;0.0;0.0;101088.0;101002.0;NaN;20.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:45:00+00:00;72.0;0.0;0.0;101076.0;100990.0;NaN;20.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:50:00+00:00;72.0;0.0;0.0;101082.0;100996.0;NaN;19.9;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 00:55:00+00:00;73.0;0.0;0.0;101080.0;100994.0;NaN;19.9;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:00:00+00:00;73.0;0.0;0.0;101086.0;101000.0;NaN;19.9;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:05:00+00:00;74.0;0.0;0.0;101072.0;100986.0;NaN;19.8;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:10:00+00:00;74.0;0.0;0.0;101070.0;100984.0;NaN;19.8;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:15:00+00:00;74.0;0.0;0.0;101078.0;100992.0;NaN;19.7;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:20:00+00:00;74.0;0.0;0.0;101073.0;100987.0;NaN;19.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:25:00+00:00;74.0;0.0;0.0;101076.0;100990.0;NaN;19.6;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:30:00+00:00;75.0;0.0;0.0;101081.0;100995.0;NaN;19.5;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:35:00+00:00;75.0;0.0;0.0;101079.0;100993.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:40:00+00:00;75.0;0.0;0.0;101088.0;101002.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:45:00+00:00;75.0;0.0;0.0;101100.0;101014.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:50:00+00:00;75.0;0.0;0.0;101106.0;101020.0;NaN;19.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 01:55:00+00:00;75.0;0.0;0.0;101112.0;101026.0;NaN;19.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:00:00+00:00;75.0;0.0;0.0;101110.0;101024.0;NaN;19.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:05:00+00:00;76.0;0.0;0.0;101109.0;101023.0;NaN;19.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:10:00+00:00;76.0;0.0;0.0;101107.0;101021.0;NaN;19.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:15:00+00:00;76.0;0.0;0.0;101102.0;101016.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:20:00+00:00;77.0;0.0;0.0;101123.0;101037.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:25:00+00:00;77.0;0.0;0.0;101138.0;101052.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:30:00+00:00;77.0;0.0;0.0;101143.0;101057.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:35:00+00:00;77.0;0.0;0.0;101145.0;101059.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:40:00+00:00;77.0;0.0;0.0;101138.0;101052.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:45:00+00:00;76.0;0.0;0.0;101142.0;101056.0;NaN;19.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:50:00+00:00;76.0;0.0;0.0;101138.0;101052.0;NaN;19.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 02:55:00+00:00;76.0;0.0;0.0;101141.0;101055.0;NaN;19.3;265.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:00:00+00:00;76.0;0.0;0.0;101133.0;101047.0;NaN;19.4;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:05:00+00:00;76.0;0.0;0.0;101126.0;101040.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:10:00+00:00;76.0;0.0;0.0;101128.0;101042.0;NaN;19.4;265.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:15:00+00:00;75.0;0.0;0.0;101113.0;101027.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:20:00+00:00;75.0;0.0;0.0;101107.0;101021.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:25:00+00:00;75.0;0.0;0.0;101110.0;101024.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:30:00+00:00;75.0;0.0;0.0;101105.0;101019.0;NaN;19.4;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:35:00+00:00;76.0;0.0;0.0;101097.0;101011.0;NaN;19.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:40:00+00:00;76.0;0.0;0.0;101096.0;101010.0;NaN;19.3;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:45:00+00:00;76.0;0.0;0.0;101100.0;101014.0;NaN;19.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:50:00+00:00;76.0;0.0;0.0;101097.0;101011.0;NaN;19.2;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 03:55:00+00:00;77.0;0.0;0.0;101097.0;101011.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 04:00:00+00:00;77.0;0.0;0.0;101089.0;101003.0;NaN;19.1;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 04:05:00+00:00;77.0;0.0;0.0;101091.0;101005.0;NaN;19.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 04:10:00+00:00;77.0;0.0;0.0;101082.0;100996.0;NaN;19.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 04:15:00+00:00;77.0;0.0;0.0;101091.0;101005.0;NaN;19.0;265.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 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10:20:00+00:00;69.0;0.0;0.0;101097.0;101010.0;NaN;23.7;175.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:25:00+00:00;68.0;0.0;0.0;101108.0;101021.0;NaN;23.8;175.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:30:00+00:00;67.0;0.0;0.0;101102.0;101015.0;NaN;24.0;175.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:35:00+00:00;67.0;0.0;0.0;101102.0;101015.0;NaN;24.2;175.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:40:00+00:00;67.0;0.0;0.0;101105.0;101018.0;NaN;24.3;165.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:45:00+00:00;66.0;0.0;0.0;101091.0;101004.0;NaN;24.3;85.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:50:00+00:00;67.0;0.0;0.0;101098.0;101011.0;NaN;24.4;85.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 10:55:00+00:00;66.0;0.0;0.0;101099.0;101011.0;NaN;24.5;85.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:00:00+00:00;66.0;0.0;0.0;101116.0;101028.0;NaN;24.6;85.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:05:00+00:00;66.0;0.0;0.0;101106.0;101018.0;NaN;24.7;85.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:10:00+00:00;66.0;0.0;0.0;101104.0;101016.0;NaN;24.8;95.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:15:00+00:00;66.0;0.0;0.0;101105.0;101017.0;NaN;24.8;95.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:20:00+00:00;65.0;0.0;0.0;101100.0;101012.0;NaN;24.8;95.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:25:00+00:00;65.0;0.0;0.0;101116.0;101028.0;NaN;24.8;105.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:30:00+00:00;67.0;0.0;0.0;101118.0;101030.0;NaN;24.8;105.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:35:00+00:00;68.0;0.0;0.0;101116.0;101028.0;NaN;24.9;105.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:40:00+00:00;68.0;0.0;0.0;101117.0;101029.0;NaN;24.8;105.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:45:00+00:00;69.0;0.0;0.0;101120.0;101032.0;NaN;24.7;65.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:50:00+00:00;69.0;0.0;0.0;101110.0;101022.0;NaN;24.7;95.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 11:55:00+00:00;69.0;0.0;0.0;101107.0;101019.0;NaN;24.8;95.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:00:00+00:00;68.0;0.0;0.0;101116.0;101028.0;NaN;24.8;95.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:05:00+00:00;70.0;0.0;0.0;101097.0;101009.0;NaN;24.6;105.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:10:00+00:00;70.0;0.0;0.0;101087.0;100999.0;NaN;24.6;105.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:15:00+00:00;70.0;0.0;0.0;101101.0;101013.0;NaN;24.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:20:00+00:00;70.0;0.0;0.0;101105.0;101017.0;NaN;24.4;105.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:25:00+00:00;73.0;0.0;0.0;101092.0;101005.0;NaN;24.3;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:30:00+00:00;73.0;0.0;0.0;101102.0;101015.0;NaN;24.1;75.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:35:00+00:00;75.0;0.0;0.0;101106.0;101019.0;NaN;23.9;75.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:40:00+00:00;76.0;0.0;0.0;101111.0;101024.0;NaN;23.7;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:45:00+00:00;78.0;0.2;0.2;101099.0;101012.0;NaN;23.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:50:00+00:00;78.0;0.0;0.2;101096.0;101009.0;NaN;23.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 12:55:00+00:00;80.0;0.2;0.4;101099.0;101012.0;NaN;23.0;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:00:00+00:00;80.0;0.0;0.4;101091.0;101004.0;NaN;22.8;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:05:00+00:00;81.0;0.0;0.4;101092.0;101005.0;NaN;22.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:10:00+00:00;82.0;0.0;0.4;101106.0;101019.0;NaN;22.3;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:15:00+00:00;83.0;0.0;0.4;101099.0;101012.0;NaN;22.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:20:00+00:00;83.0;0.0;0.4;101094.0;101007.0;NaN;22.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:25:00+00:00;83.0;0.0;0.4;101093.0;101006.0;NaN;22.1;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:30:00+00:00;83.0;0.0;0.4;101111.0;101024.0;NaN;22.0;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:35:00+00:00;83.0;0.0;0.4;101106.0;101019.0;NaN;21.9;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:40:00+00:00;84.0;0.0;0.4;101105.0;101018.0;NaN;21.9;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:45:00+00:00;83.0;0.2;0.6;101102.0;101015.0;NaN;21.8;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:50:00+00:00;83.0;0.0;0.6;101104.0;101017.0;NaN;21.8;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 13:55:00+00:00;83.0;0.2;0.8;101112.0;101025.0;NaN;21.7;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:00:00+00:00;84.0;0.0;0.8;101113.0;101026.0;NaN;21.6;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:05:00+00:00;84.0;0.0;0.8;101113.0;101026.0;NaN;21.6;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:10:00+00:00;84.0;0.0;0.8;101118.0;101031.0;NaN;21.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:15:00+00:00;85.0;0.0;0.8;101117.0;101030.0;NaN;21.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:20:00+00:00;86.0;0.0;0.8;101122.0;101035.0;NaN;21.5;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:25:00+00:00;86.0;0.0;0.8;101117.0;101030.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:30:00+00:00;86.0;0.0;0.8;101110.0;101023.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:35:00+00:00;87.0;0.2;1.0;101111.0;101024.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:40:00+00:00;87.0;0.0;1.0;101089.0;101002.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:45:00+00:00;86.0;0.0;1.0;101086.0;100999.0;NaN;21.4;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:50:00+00:00;86.0;0.0;1.0;101070.0;100983.0;NaN;21.3;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 14:55:00+00:00;86.0;0.0;1.0;101072.0;100985.0;NaN;21.3;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-13 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10:20:00+00:00;67.0;0.0;0.2;101167.0;101081.0;NaN;18.3;125.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:25:00+00:00;67.0;0.0;0.2;101183.0;101097.0;NaN;18.3;145.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:30:00+00:00;67.0;0.0;0.2;101184.0;101098.0;NaN;18.3;125.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:35:00+00:00;71.0;0.0;0.2;101190.0;101104.0;NaN;18.3;155.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:40:00+00:00;74.0;0.0;0.2;101197.0;101111.0;NaN;18.2;155.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:45:00+00:00;74.0;0.0;0.2;101201.0;101115.0;NaN;18.2;145.0;3.2;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:50:00+00:00;74.0;0.0;0.2;101209.0;101123.0;NaN;18.1;155.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 10:55:00+00:00;73.0;0.0;0.2;101202.0;101116.0;NaN;18.1;135.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:00:00+00:00;72.0;0.0;0.2;101198.0;101112.0;NaN;18.1;135.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:05:00+00:00;73.0;0.0;0.2;101199.0;101113.0;NaN;17.9;135.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:10:00+00:00;73.0;0.0;0.2;101200.0;101114.0;NaN;17.7;145.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:15:00+00:00;74.0;0.0;0.2;101203.0;101118.0;NaN;17.6;145.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:20:00+00:00;74.0;0.0;0.2;101206.0;101121.0;NaN;17.6;145.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:25:00+00:00;74.0;0.0;0.2;101196.0;101111.0;NaN;17.6;145.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:30:00+00:00;74.0;0.0;0.2;101206.0;101120.0;NaN;17.7;145.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:35:00+00:00;74.0;0.0;0.2;101211.0;101125.0;NaN;17.8;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:40:00+00:00;73.0;0.0;0.2;101210.0;101124.0;NaN;17.9;145.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:45:00+00:00;72.0;0.0;0.2;101222.0;101136.0;NaN;18.1;145.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:50:00+00:00;72.0;0.0;0.2;101225.0;101139.0;NaN;18.1;145.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 11:55:00+00:00;73.0;0.0;0.2;101226.0;101140.0;NaN;18.1;145.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:00:00+00:00;72.0;0.0;0.2;101226.0;101140.0;NaN;18.2;145.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:05:00+00:00;72.0;0.0;0.2;101232.0;101146.0;NaN;18.3;175.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:10:00+00:00;72.0;0.0;0.2;101228.0;101142.0;NaN;18.5;175.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:15:00+00:00;70.0;0.0;0.2;101217.0;101131.0;NaN;18.7;135.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:20:00+00:00;68.0;0.0;0.2;101218.0;101132.0;NaN;18.8;125.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:25:00+00:00;68.0;0.0;0.2;101221.0;101135.0;NaN;18.9;125.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:30:00+00:00;65.0;0.0;0.2;101206.0;101120.0;NaN;19.0;115.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:35:00+00:00;63.0;0.0;0.2;101219.0;101133.0;NaN;19.2;55.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:40:00+00:00;62.0;0.0;0.2;101217.0;101131.0;NaN;19.5;65.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:45:00+00:00;60.0;0.0;0.2;101220.0;101134.0;NaN;19.9;225.0;6.4;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:50:00+00:00;60.0;0.0;0.2;101225.0;101139.0;NaN;20.1;115.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 12:55:00+00:00;59.0;0.0;0.2;101226.0;101140.0;NaN;20.3;55.0;9.7;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder27;2022-09-15 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08:20:00+00:00;65.0;0.0;0.0;102047.0;101998.0;NaN;20.4;355.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:25:00+00:00;64.0;0.0;0.0;102043.0;101994.0;NaN;20.7;45.0;6.4;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:30:00+00:00;63.0;0.0;0.0;102047.0;101998.0;NaN;20.9;185.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:35:00+00:00;63.0;0.0;0.0;102044.0;101995.0;NaN;20.9;75.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:40:00+00:00;63.0;0.0;0.0;102044.0;101995.0;NaN;21.0;25.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:45:00+00:00;63.0;0.0;0.0;102046.0;101997.0;NaN;21.3;175.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:50:00+00:00;62.0;0.0;0.0;102041.0;101992.0;NaN;21.5;115.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 08:55:00+00:00;62.0;0.0;0.0;102045.0;101996.0;NaN;21.7;75.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:00:00+00:00;62.0;0.0;0.0;102044.0;101995.0;NaN;21.9;25.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:05:00+00:00;62.0;0.0;0.0;102030.0;101981.0;NaN;22.0;45.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:10:00+00:00;61.0;0.0;0.0;102034.0;101985.0;NaN;22.2;115.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:15:00+00:00;61.0;0.0;0.0;102032.0;101983.0;NaN;22.4;115.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:20:00+00:00;61.0;0.0;0.0;102032.0;101983.0;NaN;22.4;115.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:25:00+00:00;59.0;0.0;0.0;102032.0;101982.0;NaN;23.0;15.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:30:00+00:00;59.0;0.0;0.0;102032.0;101982.0;NaN;23.0;15.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:35:00+00:00;58.0;0.0;0.0;102030.0;101980.0;NaN;23.2;45.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:40:00+00:00;59.0;0.0;0.0;102022.0;101972.0;NaN;23.3;65.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:45:00+00:00;58.0;0.0;0.0;102016.0;101966.0;NaN;23.6;95.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:50:00+00:00;57.0;0.0;0.0;102009.0;101959.0;NaN;23.8;95.0;3.2;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 09:55:00+00:00;57.0;0.0;0.0;102005.0;101955.0;NaN;24.1;5.0;8.1;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:00:00+00:00;56.0;0.0;0.0;101995.0;101945.0;NaN;24.2;355.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:05:00+00:00;56.0;0.0;0.0;101997.0;101947.0;NaN;24.3;155.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:10:00+00:00;57.0;0.0;0.0;101988.0;101938.0;NaN;24.2;155.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:15:00+00:00;56.0;0.0;0.0;101980.0;101930.0;NaN;24.4;125.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:20:00+00:00;56.0;0.0;0.0;101980.0;101930.0;NaN;24.4;125.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:25:00+00:00;54.0;0.0;0.0;101980.0;101930.0;NaN;24.7;105.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:30:00+00:00;54.0;0.0;0.0;101983.0;101933.0;NaN;24.8;135.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:35:00+00:00;54.0;0.0;0.0;101983.0;101933.0;NaN;24.8;135.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:40:00+00:00;53.0;0.0;0.0;101977.0;101927.0;NaN;24.7;85.0;9.7;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:45:00+00:00;53.0;0.0;0.0;101977.0;101927.0;NaN;24.7;105.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:50:00+00:00;52.0;0.0;0.0;101981.0;101931.0;NaN;24.7;65.0;14.5;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 10:55:00+00:00;51.0;0.0;0.0;101974.0;101924.0;NaN;24.8;135.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:00:00+00:00;51.0;0.0;0.0;101974.0;101924.0;NaN;24.8;135.0;11.3;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:05:00+00:00;51.0;0.0;0.0;101960.0;101910.0;NaN;24.7;165.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:10:00+00:00;53.0;0.0;0.0;101960.0;101910.0;NaN;24.7;125.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:15:00+00:00;52.0;0.0;0.0;101960.0;101910.0;NaN;24.8;145.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:20:00+00:00;52.0;0.0;0.0;101960.0;101910.0;NaN;24.8;145.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:25:00+00:00;52.0;0.0;0.0;101961.0;101911.0;NaN;25.2;155.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:30:00+00:00;52.0;0.0;0.0;101961.0;101911.0;NaN;25.2;155.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:35:00+00:00;50.0;0.0;0.0;101956.0;101906.0;NaN;25.2;155.0;16.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:40:00+00:00;49.0;0.0;0.0;101947.0;101897.0;NaN;25.1;145.0;11.3;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:45:00+00:00;49.0;0.0;0.0;101947.0;101897.0;NaN;25.1;145.0;11.3;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:50:00+00:00;50.0;0.0;0.0;101944.0;101894.0;NaN;25.3;85.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 11:55:00+00:00;50.0;0.0;0.0;101941.0;101891.0;NaN;25.5;55.0;6.4;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 12:00:00+00:00;48.0;0.0;0.0;101931.0;101881.0;NaN;25.8;285.0;8.1;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 12:05:00+00:00;47.0;0.0;0.0;101929.0;101879.0;NaN;25.9;155.0;12.9;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 12:10:00+00:00;46.0;0.0;0.0;101928.0;101878.0;NaN;25.8;105.0;9.7;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 12:15:00+00:00;47.0;0.0;0.0;101918.0;101868.0;NaN;25.6;135.0;8.1;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 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19:20:00+00:00;66.0;0.0;0.0;101754.0;101706.0;NaN;17.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 19:25:00+00:00;67.0;0.0;0.0;101763.0;101715.0;NaN;17.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 19:30:00+00:00;69.0;0.0;0.0;101757.0;101709.0;NaN;17.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 19:35:00+00:00;71.0;0.0;0.0;101761.0;101713.0;NaN;16.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 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20:40:00+00:00;75.0;0.0;0.0;101747.0;101699.0;NaN;15.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 20:45:00+00:00;75.0;0.0;0.0;101758.0;101710.0;NaN;15.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 20:50:00+00:00;74.0;0.0;0.0;101744.0;101696.0;NaN;15.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 20:55:00+00:00;74.0;0.0;0.0;101735.0;101687.0;NaN;15.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 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21:20:00+00:00;75.0;0.0;0.0;101723.0;101675.0;NaN;15.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:25:00+00:00;75.0;0.0;0.0;101735.0;101688.0;NaN;14.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:30:00+00:00;76.0;0.0;0.0;101719.0;101672.0;NaN;14.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:35:00+00:00;76.0;0.0;0.0;101706.0;101659.0;NaN;14.4;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:40:00+00:00;77.0;0.0;0.0;101704.0;101657.0;NaN;14.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:45:00+00:00;78.0;0.0;0.0;101706.0;101659.0;NaN;14.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:50:00+00:00;78.0;0.0;0.0;101700.0;101653.0;NaN;13.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 21:55:00+00:00;79.0;0.0;0.0;101701.0;101654.0;NaN;13.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:00:00+00:00;79.0;0.0;0.0;101706.0;101659.0;NaN;13.6;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:05:00+00:00;80.0;0.0;0.0;101709.0;101662.0;NaN;13.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:10:00+00:00;80.0;0.0;0.0;101694.0;101647.0;NaN;13.3;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:15:00+00:00;81.0;0.0;0.0;101693.0;101646.0;NaN;13.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:20:00+00:00;81.0;0.0;0.0;101698.0;101651.0;NaN;13.1;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:25:00+00:00;81.0;0.0;0.0;101683.0;101636.0;NaN;13.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:30:00+00:00;81.0;0.0;0.0;101685.0;101638.0;NaN;12.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:35:00+00:00;81.0;0.0;0.0;101686.0;101639.0;NaN;12.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:40:00+00:00;82.0;0.0;0.0;101688.0;101641.0;NaN;12.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:45:00+00:00;82.0;0.0;0.0;101681.0;101634.0;NaN;12.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:50:00+00:00;83.0;0.0;0.0;101685.0;101638.0;NaN;12.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 22:55:00+00:00;83.0;0.0;0.0;101680.0;101633.0;NaN;13.0;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 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23:20:00+00:00;82.0;0.0;0.0;101672.0;101625.0;NaN;13.5;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:25:00+00:00;81.0;0.0;0.0;101657.0;101610.0;NaN;13.8;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:30:00+00:00;79.0;0.0;0.0;101660.0;101613.0;NaN;14.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:35:00+00:00;76.0;0.0;0.0;101658.0;101611.0;NaN;14.2;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:40:00+00:00;76.0;0.0;0.0;101659.0;101612.0;NaN;13.9;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:45:00+00:00;77.0;0.0;0.0;101640.0;101593.0;NaN;13.7;5.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:50:00+00:00;77.0;0.0;0.0;101638.0;101591.0;NaN;13.4;5.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-01 23:55:00+00:00;78.0;0.0;0.0;101630.0;101583.0;NaN;13.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:00:00+00:00;78.0;0.0;0.0;101625.0;101578.0;NaN;13.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:05:00+00:00;79.0;0.0;0.0;101629.0;101582.0;NaN;12.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:10:00+00:00;80.0;0.0;0.0;101627.0;101580.0;NaN;12.6;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:15:00+00:00;80.0;0.0;0.0;101620.0;101573.0;NaN;12.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:20:00+00:00;81.0;0.0;0.0;101616.0;101569.0;NaN;12.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:25:00+00:00;81.0;0.0;0.0;101607.0;101560.0;NaN;12.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:30:00+00:00;82.0;0.0;0.0;101605.0;101558.0;NaN;11.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:35:00+00:00;82.0;0.0;0.0;101603.0;101556.0;NaN;11.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:40:00+00:00;83.0;0.0;0.0;101607.0;101560.0;NaN;11.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:45:00+00:00;84.0;0.0;0.0;101609.0;101562.0;NaN;11.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:50:00+00:00;84.0;0.0;0.0;101608.0;101561.0;NaN;11.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 00:55:00+00:00;85.0;0.0;0.0;101600.0;101553.0;NaN;11.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:00:00+00:00;85.0;0.0;0.0;101605.0;101558.0;NaN;11.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:05:00+00:00;86.0;0.0;0.0;101598.0;101551.0;NaN;11.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:10:00+00:00;86.0;0.0;0.0;101602.0;101555.0;NaN;11.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:15:00+00:00;86.0;0.0;0.0;101604.0;101558.0;NaN;11.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:20:00+00:00;87.0;0.0;0.0;101597.0;101551.0;NaN;10.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:25:00+00:00;87.0;0.0;0.0;101599.0;101553.0;NaN;10.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:30:00+00:00;87.0;0.0;0.0;101603.0;101557.0;NaN;10.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:35:00+00:00;87.0;0.0;0.0;101602.0;101556.0;NaN;10.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:40:00+00:00;87.0;0.0;0.0;101600.0;101554.0;NaN;10.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:45:00+00:00;87.0;0.0;0.0;101594.0;101548.0;NaN;10.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:50:00+00:00;88.0;0.0;0.0;101594.0;101548.0;NaN;10.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 01:55:00+00:00;88.0;0.0;0.0;101588.0;101542.0;NaN;10.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:00:00+00:00;88.0;0.0;0.0;101585.0;101539.0;NaN;10.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:05:00+00:00;88.0;0.0;0.0;101582.0;101536.0;NaN;10.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:10:00+00:00;88.0;0.0;0.0;101582.0;101536.0;NaN;10.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:15:00+00:00;89.0;0.0;0.0;101568.0;101522.0;NaN;9.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:20:00+00:00;89.0;0.0;0.0;101571.0;101525.0;NaN;9.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:25:00+00:00;89.0;0.0;0.0;101579.0;101533.0;NaN;9.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:30:00+00:00;89.0;0.0;0.0;101565.0;101519.0;NaN;9.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:35:00+00:00;89.0;0.0;0.0;101573.0;101527.0;NaN;9.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:40:00+00:00;89.0;0.0;0.0;101560.0;101514.0;NaN;9.6;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:45:00+00:00;89.0;0.0;0.0;101565.0;101519.0;NaN;9.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:50:00+00:00;89.0;0.0;0.0;101566.0;101520.0;NaN;9.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 02:55:00+00:00;90.0;0.0;0.0;101564.0;101518.0;NaN;9.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:00:00+00:00;90.0;0.0;0.0;101565.0;101519.0;NaN;9.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:05:00+00:00;90.0;0.0;0.0;101559.0;101513.0;NaN;9.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:10:00+00:00;90.0;0.0;0.0;101552.0;101506.0;NaN;9.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:15:00+00:00;91.0;0.0;0.0;101554.0;101508.0;NaN;9.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:20:00+00:00;91.0;0.0;0.0;101555.0;101509.0;NaN;9.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:25:00+00:00;91.0;0.0;0.0;101555.0;101509.0;NaN;9.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:30:00+00:00;91.0;0.0;0.0;101562.0;101516.0;NaN;9.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:35:00+00:00;91.0;0.0;0.0;101556.0;101510.0;NaN;9.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:40:00+00:00;91.0;0.0;0.0;101552.0;101506.0;NaN;9.6;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:45:00+00:00;91.0;0.0;0.0;101548.0;101502.0;NaN;9.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:50:00+00:00;92.0;0.0;0.0;101550.0;101504.0;NaN;9.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 03:55:00+00:00;92.0;0.0;0.0;101542.0;101496.0;NaN;9.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 04:00:00+00:00;91.0;0.0;0.0;101529.0;101483.0;NaN;9.7;245.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 04:05:00+00:00;91.0;0.0;0.0;101532.0;101486.0;NaN;9.6;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 04:10:00+00:00;91.0;0.0;0.0;101527.0;101481.0;NaN;9.6;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 04:15:00+00:00;91.0;0.0;0.0;101527.0;101481.0;NaN;9.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 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11:00:00+00:00;53.0;0.0;0.0;101334.0;101283.0;NaN;26.0;125.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:05:00+00:00;53.0;0.0;0.0;101334.0;101283.0;NaN;26.0;125.0;11.3;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:10:00+00:00;53.0;0.0;0.0;101316.0;101265.0;NaN;25.7;165.0;16.1;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:15:00+00:00;53.0;0.0;0.0;101316.0;101265.0;NaN;25.7;85.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:20:00+00:00;53.0;0.0;0.0;101299.0;101248.0;NaN;25.8;165.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:25:00+00:00;54.0;0.0;0.0;101296.0;101245.0;NaN;26.0;175.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:30:00+00:00;52.0;0.0;0.0;101292.0;101241.0;NaN;26.4;165.0;11.3;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 11:35:00+00:00;49.0;0.0;0.0;101294.0;101243.0;NaN;26.5;45.0;19.3;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 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12:00:00+00:00;52.0;0.0;0.0;101266.0;101215.0;NaN;26.2;5.0;11.3;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:05:00+00:00;50.0;0.0;0.0;101271.0;101220.0;NaN;26.3;145.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:10:00+00:00;51.0;0.0;0.0;101263.0;101212.0;NaN;26.2;165.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:15:00+00:00;51.0;0.0;0.0;101259.0;101208.0;NaN;26.3;165.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:20:00+00:00;50.0;0.0;0.0;101254.0;101203.0;NaN;26.5;55.0;9.7;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:25:00+00:00;51.0;0.0;0.0;101256.0;101205.0;NaN;26.8;125.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:30:00+00:00;49.0;0.0;0.0;101253.0;101202.0;NaN;27.3;265.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:35:00+00:00;49.0;0.0;0.0;101253.0;101202.0;NaN;27.3;265.0;6.4;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:40:00+00:00;48.0;0.0;0.0;101247.0;101196.0;NaN;27.0;165.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:45:00+00:00;49.0;0.0;0.0;101248.0;101197.0;NaN;26.7;155.0;8.1;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:50:00+00:00;49.0;0.0;0.0;101237.0;101186.0;NaN;26.5;105.0;8.1;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 12:55:00+00:00;49.0;0.0;0.0;101234.0;101183.0;NaN;26.7;65.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:00:00+00:00;47.0;0.0;0.0;101235.0;101184.0;NaN;26.9;175.0;16.1;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:05:00+00:00;46.0;0.0;0.0;101222.0;101171.0;NaN;26.8;215.0;25.7;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:10:00+00:00;45.0;0.0;0.0;101214.0;101163.0;NaN;26.6;215.0;16.1;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:15:00+00:00;46.0;0.0;0.0;101217.0;101166.0;NaN;26.6;185.0;9.7;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:20:00+00:00;46.0;0.0;0.0;101209.0;101158.0;NaN;27.1;185.0;14.5;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:25:00+00:00;46.0;0.0;0.0;101221.0;101170.0;NaN;27.0;155.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:30:00+00:00;45.0;0.0;0.0;101204.0;101153.0;NaN;27.0;195.0;14.5;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:35:00+00:00;45.0;0.0;0.0;101202.0;101151.0;NaN;26.7;185.0;14.5;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:40:00+00:00;45.0;0.0;0.0;101202.0;101151.0;NaN;26.7;185.0;14.5;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:45:00+00:00;46.0;0.0;0.0;101179.0;101128.0;NaN;26.5;155.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:50:00+00:00;46.0;0.0;0.0;101179.0;101128.0;NaN;26.5;155.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 13:55:00+00:00;45.0;0.0;0.0;101166.0;101115.0;NaN;26.5;175.0;11.3;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:00:00+00:00;46.0;0.0;0.0;101155.0;101104.0;NaN;26.2;175.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:05:00+00:00;45.0;0.0;0.0;101147.0;101096.0;NaN;26.0;175.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:10:00+00:00;47.0;0.0;0.0;101141.0;101090.0;NaN;26.1;5.0;8.1;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:15:00+00:00;49.0;0.0;0.0;101141.0;101090.0;NaN;26.0;155.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:20:00+00:00;50.0;0.0;0.0;101137.0;101086.0;NaN;26.0;145.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:25:00+00:00;49.0;0.0;0.0;101130.0;101079.0;NaN;26.0;35.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:30:00+00:00;49.0;0.0;0.0;101126.0;101075.0;NaN;26.2;85.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 14:35:00+00:00;46.0;0.0;0.0;101124.0;101073.0;NaN;26.7;145.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-02 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11:20:00+00:00;70.0;0.0;0.0;101123.0;101073.0;NaN;23.5;175.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 11:25:00+00:00;70.0;0.0;0.0;101123.0;101073.0;NaN;23.5;175.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 11:30:00+00:00;70.0;0.0;0.0;101123.0;101073.0;NaN;23.5;175.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 11:35:00+00:00;69.0;0.0;0.0;101118.0;101068.0;NaN;23.8;185.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 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18:20:00+00:00;78.0;0.0;0.0;101207.0;101157.0;NaN;21.5;175.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:25:00+00:00;79.0;0.0;0.0;101213.0;101163.0;NaN;21.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:30:00+00:00;79.0;0.0;0.0;101221.0;101171.0;NaN;21.0;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:35:00+00:00;79.0;0.0;0.0;101226.0;101176.0;NaN;20.6;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:40:00+00:00;79.0;0.0;0.0;101234.0;101185.0;NaN;20.3;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:45:00+00:00;80.0;0.0;0.0;101238.0;101189.0;NaN;20.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:50:00+00:00;82.0;0.0;0.0;101238.0;101189.0;NaN;19.9;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 18:55:00+00:00;83.0;0.0;0.0;101254.0;101205.0;NaN;19.8;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:00:00+00:00;83.0;0.0;0.0;101247.0;101198.0;NaN;19.6;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:05:00+00:00;84.0;0.0;0.0;101250.0;101201.0;NaN;19.4;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:10:00+00:00;84.0;0.0;0.0;101260.0;101211.0;NaN;19.1;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:15:00+00:00;84.0;0.0;0.0;101266.0;101217.0;NaN;18.8;175.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:20:00+00:00;87.0;0.0;0.0;101267.0;101218.0;NaN;18.8;145.0;11.3;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:25:00+00:00;87.0;0.0;0.0;101267.0;101218.0;NaN;18.8;145.0;11.3;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:30:00+00:00;88.0;0.0;0.0;101272.0;101223.0;NaN;19.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:35:00+00:00;88.0;0.2;0.2;101276.0;101227.0;NaN;19.4;125.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:40:00+00:00;87.0;0.0;0.2;101284.0;101235.0;NaN;19.4;125.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:45:00+00:00;87.0;0.0;0.2;101287.0;101238.0;NaN;19.4;125.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:50:00+00:00;87.0;0.0;0.2;101291.0;101242.0;NaN;19.3;125.0;4.8;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 19:55:00+00:00;86.0;0.0;0.2;101299.0;101250.0;NaN;19.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:00:00+00:00;87.0;0.0;0.2;101305.0;101256.0;NaN;18.8;135.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:05:00+00:00;87.0;0.0;0.2;101303.0;101254.0;NaN;18.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:10:00+00:00;88.0;0.0;0.2;101305.0;101256.0;NaN;18.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:15:00+00:00;87.0;0.0;0.2;101300.0;101251.0;NaN;18.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:20:00+00:00;88.0;0.0;0.2;101302.0;101253.0;NaN;18.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:25:00+00:00;89.0;0.0;0.2;101313.0;101264.0;NaN;18.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:30:00+00:00;89.0;0.0;0.2;101322.0;101273.0;NaN;18.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:35:00+00:00;89.0;0.0;0.2;101318.0;101269.0;NaN;17.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:40:00+00:00;89.0;0.0;0.2;101327.0;101278.0;NaN;17.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:45:00+00:00;89.0;0.0;0.2;101326.0;101277.0;NaN;17.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:50:00+00:00;88.0;0.0;0.2;101321.0;101272.0;NaN;17.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 20:55:00+00:00;89.0;0.0;0.2;101325.0;101277.0;NaN;17.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:00:00+00:00;89.0;0.0;0.2;101334.0;101286.0;NaN;16.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:05:00+00:00;90.0;0.0;0.2;101336.0;101288.0;NaN;16.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:10:00+00:00;90.0;0.0;0.2;101338.0;101290.0;NaN;16.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:15:00+00:00;90.0;0.0;0.2;101338.0;101290.0;NaN;16.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:20:00+00:00;90.0;0.0;0.2;101345.0;101297.0;NaN;16.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:25:00+00:00;88.0;0.0;0.2;101354.0;101306.0;NaN;16.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:30:00+00:00;89.0;0.0;0.2;101348.0;101300.0;NaN;15.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:35:00+00:00;91.0;0.0;0.2;101349.0;101301.0;NaN;15.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:40:00+00:00;91.0;0.0;0.2;101340.0;101292.0;NaN;15.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:45:00+00:00;92.0;0.0;0.2;101346.0;101298.0;NaN;15.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:50:00+00:00;92.0;0.0;0.2;101342.0;101294.0;NaN;15.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 21:55:00+00:00;92.0;0.0;0.2;101343.0;101295.0;NaN;16.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:00:00+00:00;92.0;0.0;0.2;101343.0;101295.0;NaN;16.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:05:00+00:00;92.0;0.0;0.2;101357.0;101309.0;NaN;16.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:10:00+00:00;91.0;0.0;0.2;101359.0;101311.0;NaN;15.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:15:00+00:00;91.0;0.0;0.2;101359.0;101311.0;NaN;15.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:20:00+00:00;91.0;0.0;0.2;101364.0;101316.0;NaN;15.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:25:00+00:00;91.0;0.0;0.2;101370.0;101322.0;NaN;15.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:30:00+00:00;92.0;0.0;0.2;101356.0;101308.0;NaN;15.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 22:35:00+00:00;94.0;0.0;0.2;101359.0;101311.0;NaN;15.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 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23:40:00+00:00;92.0;0.0;0.2;101417.0;101369.0;NaN;14.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 23:45:00+00:00;92.0;0.0;0.2;101417.0;101369.0;NaN;14.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 23:50:00+00:00;94.0;0.0;0.2;101430.0;101382.0;NaN;15.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-03 23:55:00+00:00;94.0;0.0;0.2;101431.0;101383.0;NaN;15.2;135.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:00:00+00:00;94.0;0.0;0.0;101433.0;101385.0;NaN;15.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:05:00+00:00;93.0;0.0;0.0;101428.0;101380.0;NaN;15.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:10:00+00:00;93.0;0.0;0.0;101438.0;101390.0;NaN;15.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:15:00+00:00;93.0;0.0;0.0;101428.0;101380.0;NaN;15.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:20:00+00:00;94.0;0.0;0.0;101435.0;101387.0;NaN;15.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:25:00+00:00;95.0;0.0;0.0;101437.0;101389.0;NaN;15.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:30:00+00:00;94.0;0.0;0.0;101439.0;101391.0;NaN;15.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:35:00+00:00;94.0;0.0;0.0;101439.0;101391.0;NaN;15.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:40:00+00:00;93.0;0.0;0.0;101443.0;101395.0;NaN;15.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:45:00+00:00;91.0;0.0;0.0;101441.0;101393.0;NaN;14.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:50:00+00:00;93.0;0.0;0.0;101443.0;101395.0;NaN;14.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 00:55:00+00:00;93.0;0.0;0.0;101443.0;101395.0;NaN;14.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:00:00+00:00;93.0;0.0;0.0;101454.0;101407.0;NaN;13.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:05:00+00:00;93.0;0.0;0.0;101452.0;101405.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:10:00+00:00;93.0;0.0;0.0;101452.0;101405.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:15:00+00:00;92.0;0.0;0.0;101460.0;101413.0;NaN;13.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:20:00+00:00;93.0;0.0;0.0;101462.0;101415.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:25:00+00:00;94.0;0.0;0.0;101465.0;101418.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:30:00+00:00;94.0;0.0;0.0;101470.0;101423.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:35:00+00:00;94.0;0.0;0.0;101477.0;101430.0;NaN;13.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:40:00+00:00;93.0;0.0;0.0;101476.0;101429.0;NaN;13.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:45:00+00:00;93.0;0.0;0.0;101485.0;101438.0;NaN;12.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:50:00+00:00;94.0;0.0;0.0;101485.0;101438.0;NaN;12.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 01:55:00+00:00;94.0;0.0;0.0;101489.0;101442.0;NaN;12.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:00:00+00:00;94.0;0.0;0.0;101490.0;101443.0;NaN;12.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:05:00+00:00;95.0;0.0;0.0;101505.0;101458.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:10:00+00:00;95.0;0.0;0.0;101501.0;101454.0;NaN;13.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:15:00+00:00;95.0;0.0;0.0;101522.0;101475.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:20:00+00:00;95.0;0.0;0.0;101515.0;101468.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:25:00+00:00;94.0;0.0;0.0;101518.0;101471.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:30:00+00:00;94.0;0.0;0.0;101509.0;101462.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:35:00+00:00;94.0;0.0;0.0;101509.0;101462.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:40:00+00:00;96.0;0.0;0.0;101519.0;101471.0;NaN;14.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:45:00+00:00;93.0;0.0;0.0;101526.0;101479.0;NaN;14.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:50:00+00:00;92.0;0.0;0.0;101538.0;101491.0;NaN;13.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 02:55:00+00:00;93.0;0.0;0.0;101535.0;101488.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:00:00+00:00;95.0;0.0;0.0;101525.0;101478.0;NaN;13.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:05:00+00:00;95.0;0.0;0.0;101543.0;101496.0;NaN;13.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:10:00+00:00;93.0;0.0;0.0;101554.0;101507.0;NaN;13.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:15:00+00:00;93.0;0.0;0.0;101554.0;101507.0;NaN;12.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:20:00+00:00;94.0;0.0;0.0;101558.0;101511.0;NaN;12.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:25:00+00:00;96.0;0.0;0.0;101562.0;101515.0;NaN;13.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:30:00+00:00;96.0;0.0;0.0;101570.0;101523.0;NaN;13.8;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:35:00+00:00;96.0;0.0;0.0;101574.0;101527.0;NaN;14.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:40:00+00:00;96.0;0.0;0.0;101568.0;101521.0;NaN;14.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:45:00+00:00;96.0;0.0;0.0;101568.0;101521.0;NaN;14.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:50:00+00:00;96.0;0.0;0.0;101570.0;101522.0;NaN;14.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 03:55:00+00:00;96.0;0.0;0.0;101570.0;101522.0;NaN;14.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:00:00+00:00;95.0;0.0;0.0;101582.0;101534.0;NaN;14.9;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:05:00+00:00;94.0;0.0;0.0;101581.0;101533.0;NaN;14.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:10:00+00:00;94.0;0.0;0.0;101586.0;101539.0;NaN;14.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:15:00+00:00;95.0;0.0;0.0;101589.0;101542.0;NaN;14.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 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04:40:00+00:00;94.0;0.0;0.0;101602.0;101554.0;NaN;14.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:45:00+00:00;94.0;0.0;0.0;101602.0;101554.0;NaN;14.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:50:00+00:00;93.0;0.0;0.0;101616.0;101569.0;NaN;13.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 04:55:00+00:00;94.0;0.0;0.0;101618.0;101571.0;NaN;13.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 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05:40:00+00:00;94.0;0.0;0.0;101664.0;101617.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 05:45:00+00:00;94.0;0.0;0.0;101662.0;101615.0;NaN;12.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 05:50:00+00:00;95.0;0.0;0.0;101669.0;101622.0;NaN;12.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 05:55:00+00:00;95.0;0.0;0.0;101672.0;101625.0;NaN;12.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:00:00+00:00;95.0;0.0;0.0;101682.0;101635.0;NaN;12.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:05:00+00:00;95.0;0.0;0.0;101679.0;101632.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:10:00+00:00;95.0;0.0;0.0;101688.0;101641.0;NaN;12.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:15:00+00:00;95.0;0.0;0.0;101686.0;101639.0;NaN;12.4;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:20:00+00:00;95.0;0.0;0.0;101694.0;101647.0;NaN;12.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:25:00+00:00;96.0;0.0;0.0;101701.0;101654.0;NaN;13.0;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:30:00+00:00;97.0;0.0;0.0;101697.0;101650.0;NaN;13.6;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:35:00+00:00;97.0;0.0;0.0;101708.0;101661.0;NaN;14.1;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:40:00+00:00;97.0;0.0;0.0;101705.0;101658.0;NaN;14.6;135.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:45:00+00:00;97.0;0.0;0.0;101711.0;101663.0;NaN;15.5;135.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:50:00+00:00;97.0;0.0;0.0;101717.0;101669.0;NaN;16.1;135.0;3.2;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 06:55:00+00:00;97.0;0.0;0.0;101720.0;101672.0;NaN;16.5;135.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:00:00+00:00;97.0;0.0;0.0;101720.0;101672.0;NaN;16.5;135.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:05:00+00:00;97.0;0.0;0.0;101737.0;101689.0;NaN;16.9;135.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:10:00+00:00;96.0;0.0;0.0;101734.0;101686.0;NaN;17.1;135.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:15:00+00:00;96.0;0.0;0.0;101741.0;101693.0;NaN;17.1;135.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:20:00+00:00;96.0;0.0;0.0;101746.0;101698.0;NaN;17.2;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:25:00+00:00;96.0;0.0;0.0;101736.0;101688.0;NaN;17.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:30:00+00:00;96.0;0.0;0.0;101742.0;101694.0;NaN;17.5;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:35:00+00:00;96.0;0.0;0.0;101746.0;101698.0;NaN;17.7;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:40:00+00:00;95.0;0.0;0.0;101751.0;101703.0;NaN;17.7;145.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:45:00+00:00;95.0;0.0;0.0;101756.0;101708.0;NaN;17.8;165.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:50:00+00:00;96.0;0.0;0.0;101759.0;101711.0;NaN;18.0;155.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 07:55:00+00:00;95.0;0.0;0.0;101762.0;101714.0;NaN;18.1;155.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:00:00+00:00;95.0;0.0;0.0;101770.0;101722.0;NaN;18.2;165.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:05:00+00:00;95.0;0.0;0.0;101774.0;101726.0;NaN;18.3;155.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:10:00+00:00;95.0;0.0;0.0;101774.0;101726.0;NaN;18.3;155.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:15:00+00:00;95.0;0.0;0.0;101779.0;101730.0;NaN;18.5;155.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:20:00+00:00;95.0;0.0;0.0;101781.0;101732.0;NaN;18.8;185.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:25:00+00:00;94.0;0.0;0.0;101780.0;101731.0;NaN;19.0;195.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:30:00+00:00;94.0;0.0;0.0;101780.0;101731.0;NaN;19.0;195.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:35:00+00:00;94.0;0.0;0.0;101791.0;101742.0;NaN;19.5;185.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:40:00+00:00;93.0;0.0;0.0;101802.0;101753.0;NaN;19.9;155.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:45:00+00:00;92.0;0.0;0.0;101809.0;101760.0;NaN;20.2;175.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:50:00+00:00;91.0;0.0;0.0;101799.0;101750.0;NaN;20.5;175.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 08:55:00+00:00;90.0;0.0;0.0;101793.0;101744.0;NaN;20.8;175.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:00:00+00:00;88.0;0.0;0.0;101797.0;101748.0;NaN;21.2;145.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:05:00+00:00;86.0;0.0;0.0;101804.0;101755.0;NaN;21.5;145.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:10:00+00:00;84.0;0.0;0.0;101813.0;101764.0;NaN;21.8;175.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:15:00+00:00;82.0;0.0;0.0;101815.0;101766.0;NaN;22.0;195.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:20:00+00:00;82.0;0.0;0.0;101815.0;101766.0;NaN;22.0;195.0;8.1;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:25:00+00:00;80.0;0.0;0.0;101816.0;101767.0;NaN;22.2;185.0;11.3;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:30:00+00:00;78.0;0.0;0.0;101808.0;101758.0;NaN;22.4;165.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 09:35:00+00:00;70.0;0.0;0.0;101815.0;101765.0;NaN;22.5;175.0;16.1;10.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 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21:40:00+00:00;84.0;0.0;0.0;101866.0;101818.0;NaN;15.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 21:45:00+00:00;84.0;0.0;0.0;101870.0;101822.0;NaN;15.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 21:50:00+00:00;84.0;0.0;0.0;101882.0;101835.0;NaN;15.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 21:55:00+00:00;85.0;0.0;0.0;101886.0;101839.0;NaN;14.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 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22:20:00+00:00;87.0;0.0;0.0;101901.0;101854.0;NaN;14.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:25:00+00:00;87.0;0.0;0.0;101899.0;101852.0;NaN;14.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:30:00+00:00;87.0;0.0;0.0;101897.0;101850.0;NaN;14.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:35:00+00:00;87.0;0.0;0.0;101891.0;101844.0;NaN;13.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:40:00+00:00;88.0;0.0;0.0;101890.0;101843.0;NaN;13.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:45:00+00:00;88.0;0.0;0.0;101901.0;101854.0;NaN;13.6;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:50:00+00:00;88.0;0.0;0.0;101897.0;101850.0;NaN;13.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 22:55:00+00:00;88.0;0.0;0.0;101899.0;101852.0;NaN;13.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 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23:20:00+00:00;90.0;0.0;0.0;101895.0;101848.0;NaN;13.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 23:25:00+00:00;89.0;0.0;0.0;101888.0;101841.0;NaN;12.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 23:30:00+00:00;90.0;0.0;0.0;101884.0;101837.0;NaN;12.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 23:35:00+00:00;91.0;0.0;0.0;101881.0;101834.0;NaN;13.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-04 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02:00:00+00:00;88.0;0.0;0.0;101815.0;101767.0;NaN;15.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:05:00+00:00;88.0;0.0;0.0;101815.0;101767.0;NaN;15.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:10:00+00:00;87.0;0.0;0.0;101819.0;101771.0;NaN;15.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:15:00+00:00;87.0;0.0;0.0;101824.0;101776.0;NaN;15.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:20:00+00:00;86.0;0.0;0.0;101816.0;101768.0;NaN;15.3;245.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:25:00+00:00;86.0;0.0;0.0;101808.0;101760.0;NaN;15.2;245.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:30:00+00:00;86.0;0.0;0.0;101810.0;101762.0;NaN;15.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:35:00+00:00;86.0;0.0;0.0;101801.0;101753.0;NaN;15.4;245.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:40:00+00:00;86.0;0.0;0.0;101804.0;101756.0;NaN;15.4;245.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:45:00+00:00;85.0;0.0;0.0;101801.0;101753.0;NaN;15.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:50:00+00:00;85.0;0.0;0.0;101800.0;101752.0;NaN;15.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 02:55:00+00:00;85.0;0.0;0.0;101799.0;101751.0;NaN;15.1;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:00:00+00:00;85.0;0.0;0.0;101791.0;101744.0;NaN;15.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:05:00+00:00;84.0;0.0;0.0;101795.0;101748.0;NaN;14.7;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:10:00+00:00;83.0;0.0;0.0;101799.0;101752.0;NaN;14.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:15:00+00:00;83.0;0.0;0.0;101799.0;101752.0;NaN;13.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:20:00+00:00;84.0;0.0;0.0;101793.0;101746.0;NaN;13.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:25:00+00:00;86.0;0.0;0.0;101790.0;101743.0;NaN;13.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:30:00+00:00;87.0;0.0;0.0;101792.0;101745.0;NaN;13.4;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:35:00+00:00;87.0;0.0;0.0;101797.0;101750.0;NaN;13.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:40:00+00:00;87.0;0.0;0.0;101798.0;101751.0;NaN;13.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:45:00+00:00;88.0;0.0;0.0;101804.0;101757.0;NaN;13.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:50:00+00:00;88.0;0.0;0.0;101796.0;101749.0;NaN;13.3;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 03:55:00+00:00;89.0;0.0;0.0;101804.0;101757.0;NaN;13.5;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:00:00+00:00;89.0;0.0;0.0;101816.0;101769.0;NaN;13.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:05:00+00:00;88.0;0.0;0.0;101820.0;101773.0;NaN;13.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:10:00+00:00;88.0;0.0;0.0;101815.0;101768.0;NaN;13.9;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:15:00+00:00;88.0;0.0;0.0;101808.0;101761.0;NaN;13.8;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:20:00+00:00;89.0;0.0;0.0;101810.0;101763.0;NaN;14.0;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:25:00+00:00;89.0;0.0;0.0;101801.0;101754.0;NaN;14.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:30:00+00:00;89.0;0.0;0.0;101801.0;101754.0;NaN;14.2;245.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:35:00+00:00;88.0;0.0;0.0;101805.0;101758.0;NaN;14.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:40:00+00:00;87.0;0.0;0.0;101810.0;101763.0;NaN;14.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:45:00+00:00;87.0;0.0;0.0;101812.0;101765.0;NaN;14.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:50:00+00:00;86.0;0.0;0.0;101809.0;101762.0;NaN;14.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 04:55:00+00:00;87.0;0.0;0.0;101806.0;101759.0;NaN;15.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:00:00+00:00;87.0;0.0;0.0;101808.0;101760.0;NaN;15.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:05:00+00:00;86.0;0.0;0.0;101812.0;101764.0;NaN;15.4;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:10:00+00:00;86.0;0.0;0.0;101828.0;101780.0;NaN;15.6;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:15:00+00:00;85.0;0.0;0.0;101844.0;101796.0;NaN;15.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:20:00+00:00;85.0;0.0;0.0;101846.0;101798.0;NaN;15.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:25:00+00:00;85.0;0.0;0.0;101845.0;101797.0;NaN;15.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:30:00+00:00;84.0;0.0;0.0;101840.0;101792.0;NaN;16.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:35:00+00:00;84.0;0.0;0.0;101858.0;101810.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:40:00+00:00;84.0;0.0;0.0;101860.0;101812.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:45:00+00:00;84.0;0.0;0.0;101855.0;101807.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:50:00+00:00;84.0;0.0;0.0;101859.0;101811.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 05:55:00+00:00;84.0;0.0;0.0;101859.0;101811.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:00:00+00:00;85.0;0.0;0.0;101860.0;101812.0;NaN;16.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:05:00+00:00;85.0;0.0;0.0;101861.0;101813.0;NaN;16.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:10:00+00:00;85.0;0.0;0.0;101875.0;101827.0;NaN;16.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:15:00+00:00;85.0;0.0;0.0;101887.0;101839.0;NaN;16.0;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:20:00+00:00;86.0;0.0;0.0;101886.0;101838.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:25:00+00:00;85.0;0.0;0.0;101894.0;101846.0;NaN;16.1;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:30:00+00:00;85.0;0.0;0.0;101908.0;101860.0;NaN;16.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:35:00+00:00;85.0;0.0;0.0;101908.0;101860.0;NaN;16.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:40:00+00:00;84.0;0.0;0.0;101907.0;101859.0;NaN;16.5;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:45:00+00:00;84.0;0.0;0.0;101911.0;101863.0;NaN;16.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:50:00+00:00;84.0;0.0;0.0;101911.0;101863.0;NaN;16.9;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 06:55:00+00:00;82.0;0.0;0.0;101917.0;101869.0;NaN;17.7;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:00:00+00:00;81.0;0.0;0.0;101919.0;101871.0;NaN;18.2;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:05:00+00:00;80.0;0.0;0.0;101919.0;101871.0;NaN;18.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:10:00+00:00;78.0;0.0;0.0;101933.0;101884.0;NaN;19.3;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:15:00+00:00;76.0;0.0;0.0;101934.0;101885.0;NaN;19.8;215.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:20:00+00:00;75.0;0.0;0.0;101943.0;101894.0;NaN;20.2;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:25:00+00:00;75.0;0.0;0.0;101943.0;101894.0;NaN;20.2;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:30:00+00:00;73.0;0.0;0.0;101961.0;101912.0;NaN;21.1;205.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:35:00+00:00;71.0;0.0;0.0;101958.0;101909.0;NaN;21.4;205.0;9.7;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:40:00+00:00;69.0;0.0;0.0;101962.0;101913.0;NaN;21.5;175.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:45:00+00:00;68.0;0.0;0.0;101958.0;101909.0;NaN;21.7;175.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:50:00+00:00;67.0;0.0;0.0;101957.0;101908.0;NaN;21.7;195.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 07:55:00+00:00;67.0;0.0;0.0;101957.0;101908.0;NaN;21.7;195.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:00:00+00:00;66.0;0.0;0.0;101961.0;101912.0;NaN;22.0;175.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:05:00+00:00;65.0;0.0;0.0;101962.0;101913.0;NaN;22.2;185.0;11.3;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:10:00+00:00;64.0;0.0;0.0;101951.0;101902.0;NaN;22.4;175.0;11.3;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:15:00+00:00;64.0;0.0;0.0;101951.0;101902.0;NaN;22.4;175.0;11.3;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:20:00+00:00;62.0;0.0;0.0;101941.0;101891.0;NaN;22.8;165.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:25:00+00:00;62.0;0.0;0.0;101949.0;101899.0;NaN;23.0;205.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:30:00+00:00;62.0;0.0;0.0;101953.0;101903.0;NaN;23.3;175.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:35:00+00:00;62.0;0.0;0.0;101961.0;101911.0;NaN;23.5;185.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:40:00+00:00;62.0;0.0;0.0;101961.0;101911.0;NaN;23.5;185.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:45:00+00:00;59.0;0.0;0.0;101946.0;101896.0;NaN;23.8;185.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:50:00+00:00;60.0;0.0;0.0;101942.0;101892.0;NaN;23.8;155.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 08:55:00+00:00;60.0;0.0;0.0;101942.0;101892.0;NaN;23.8;155.0;9.7;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:00:00+00:00;61.0;0.0;0.0;101934.0;101884.0;NaN;23.9;185.0;9.7;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:05:00+00:00;60.0;0.0;0.0;101929.0;101879.0;NaN;24.3;185.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:10:00+00:00;60.0;0.0;0.0;101929.0;101879.0;NaN;24.3;185.0;11.3;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:15:00+00:00;58.0;0.0;0.0;101937.0;101887.0;NaN;25.0;185.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:20:00+00:00;58.0;0.0;0.0;101936.0;101886.0;NaN;25.3;205.0;11.3;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:25:00+00:00;57.0;0.0;0.0;101939.0;101889.0;NaN;25.6;185.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:30:00+00:00;57.0;0.0;0.0;101939.0;101889.0;NaN;25.6;185.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:35:00+00:00;56.0;0.0;0.0;101932.0;101882.0;NaN;25.5;175.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:40:00+00:00;56.0;0.0;0.0;101938.0;101888.0;NaN;25.4;195.0;8.1;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:45:00+00:00;58.0;0.0;0.0;101928.0;101878.0;NaN;25.4;205.0;6.4;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:50:00+00:00;58.0;0.0;0.0;101917.0;101867.0;NaN;25.4;175.0;6.4;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 09:55:00+00:00;58.0;0.0;0.0;101921.0;101871.0;NaN;25.3;185.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:00:00+00:00;57.0;0.0;0.0;101921.0;101871.0;NaN;25.3;195.0;6.4;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:05:00+00:00;59.0;0.0;0.0;101923.0;101873.0;NaN;25.2;195.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:10:00+00:00;59.0;0.0;0.0;101926.0;101876.0;NaN;25.2;185.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:15:00+00:00;59.0;0.0;0.0;101926.0;101876.0;NaN;25.2;185.0;8.1;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:20:00+00:00;59.0;0.0;0.0;101914.0;101864.0;NaN;25.1;165.0;8.1;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:25:00+00:00;59.0;0.0;0.0;101912.0;101862.0;NaN;25.1;185.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:30:00+00:00;59.0;0.0;0.0;101912.0;101862.0;NaN;25.1;185.0;8.1;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:35:00+00:00;57.0;0.0;0.0;101913.0;101863.0;NaN;25.1;165.0;6.4;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:40:00+00:00;58.0;0.0;0.0;101916.0;101866.0;NaN;25.2;155.0;6.4;4.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:45:00+00:00;58.0;0.0;0.0;101921.0;101871.0;NaN;25.2;195.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:50:00+00:00;59.0;0.0;0.0;101933.0;101883.0;NaN;25.3;185.0;9.7;5.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 10:55:00+00:00;60.0;0.0;0.0;101931.0;101881.0;NaN;25.3;165.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:00:00+00:00;60.0;0.0;0.0;101913.0;101863.0;NaN;25.4;175.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:05:00+00:00;58.0;0.0;0.0;101905.0;101855.0;NaN;25.5;195.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:10:00+00:00;57.0;0.0;0.0;101899.0;101849.0;NaN;25.6;195.0;4.8;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:15:00+00:00;57.0;0.0;0.0;101904.0;101854.0;NaN;25.7;185.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:20:00+00:00;56.0;0.0;0.0;101906.0;101856.0;NaN;25.9;185.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:25:00+00:00;55.0;0.0;0.0;101905.0;101855.0;NaN;26.0;175.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:30:00+00:00;55.0;0.0;0.0;101914.0;101864.0;NaN;26.1;145.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:35:00+00:00;53.0;0.0;0.0;101901.0;101850.0;NaN;26.4;145.0;6.4;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:40:00+00:00;55.0;0.0;0.0;101885.0;101834.0;NaN;26.8;145.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:45:00+00:00;55.0;0.0;0.0;101885.0;101834.0;NaN;26.8;145.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:50:00+00:00;51.0;0.0;0.0;101887.0;101836.0;NaN;27.8;165.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 11:55:00+00:00;50.0;0.0;0.0;101888.0;101837.0;NaN;27.9;115.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:00:00+00:00;49.0;0.0;0.0;101873.0;101822.0;NaN;28.2;225.0;8.1;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:05:00+00:00;47.0;0.0;0.0;101872.0;101821.0;NaN;28.4;145.0;4.8;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:10:00+00:00;48.0;0.0;0.0;101870.0;101819.0;NaN;28.4;135.0;9.7;4.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:15:00+00:00;49.0;0.0;0.0;101864.0;101813.0;NaN;28.2;5.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:20:00+00:00;49.0;0.0;0.0;101866.0;101815.0;NaN;28.2;315.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:25:00+00:00;50.0;0.0;0.0;101864.0;101813.0;NaN;28.4;15.0;8.1;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:30:00+00:00;47.0;0.0;0.0;101859.0;101808.0;NaN;28.4;325.0;8.1;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:35:00+00:00;49.0;0.0;0.0;101862.0;101811.0;NaN;28.4;35.0;4.8;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:40:00+00:00;48.0;0.0;0.0;101865.0;101814.0;NaN;28.6;45.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:45:00+00:00;48.0;0.0;0.0;101861.0;101810.0;NaN;28.6;185.0;11.3;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:50:00+00:00;49.0;0.0;0.0;101860.0;101809.0;NaN;28.2;245.0;8.1;5.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 12:55:00+00:00;50.0;0.0;0.0;101862.0;101811.0;NaN;27.7;245.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:00:00+00:00;51.0;0.0;0.0;101849.0;101798.0;NaN;27.5;245.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:05:00+00:00;50.0;0.0;0.0;101836.0;101785.0;NaN;27.5;295.0;6.4;3.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:10:00+00:00;50.0;0.0;0.0;101838.0;101787.0;NaN;27.7;335.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:15:00+00:00;50.0;0.0;0.0;101832.0;101781.0;NaN;28.0;335.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:20:00+00:00;50.0;0.0;0.0;101830.0;101779.0;NaN;28.2;175.0;9.7;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:25:00+00:00;48.0;0.0;0.0;101827.0;101776.0;NaN;28.2;175.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:30:00+00:00;48.0;0.0;0.0;101827.0;101776.0;NaN;28.4;155.0;4.8;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:35:00+00:00;47.0;0.0;0.0;101830.0;101779.0;NaN;28.6;265.0;4.8;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:40:00+00:00;48.0;0.0;0.0;101818.0;101767.0;NaN;28.8;255.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:45:00+00:00;47.0;0.0;0.0;101816.0;101765.0;NaN;29.0;305.0;9.7;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:50:00+00:00;45.0;0.0;0.0;101797.0;101746.0;NaN;29.2;125.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 13:55:00+00:00;47.0;0.0;0.0;101796.0;101745.0;NaN;29.2;345.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:00:00+00:00;47.0;0.0;0.0;101796.0;101745.0;NaN;29.2;345.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:05:00+00:00;46.0;0.0;0.0;101796.0;101745.0;NaN;28.8;295.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:10:00+00:00;50.0;0.0;0.0;101788.0;101737.0;NaN;28.6;235.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:15:00+00:00;51.0;0.0;0.0;101778.0;101727.0;NaN;28.3;245.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:20:00+00:00;49.0;0.0;0.0;101782.0;101731.0;NaN;28.1;265.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:25:00+00:00;51.0;0.0;0.0;101768.0;101717.0;NaN;28.0;255.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:30:00+00:00;51.0;0.0;0.0;101766.0;101715.0;NaN;28.0;255.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:35:00+00:00;51.0;0.0;0.0;101760.0;101709.0;NaN;28.1;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:40:00+00:00;49.0;0.0;0.0;101751.0;101700.0;NaN;28.1;255.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:45:00+00:00;50.0;0.0;0.0;101751.0;101700.0;NaN;28.1;265.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:50:00+00:00;50.0;0.0;0.0;101751.0;101700.0;NaN;28.1;265.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 14:55:00+00:00;50.0;0.0;0.0;101746.0;101695.0;NaN;28.1;265.0;4.8;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 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15:20:00+00:00;51.0;0.0;0.0;101725.0;101674.0;NaN;27.7;285.0;6.4;2.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:25:00+00:00;53.0;0.0;0.0;101730.0;101679.0;NaN;27.7;345.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:30:00+00:00;52.0;0.0;0.0;101724.0;101673.0;NaN;27.6;335.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:35:00+00:00;52.0;0.0;0.0;101724.0;101673.0;NaN;27.6;335.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:40:00+00:00;52.0;0.0;0.0;101724.0;101673.0;NaN;27.6;335.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:45:00+00:00;50.0;0.0;0.0;101741.0;101690.0;NaN;27.5;305.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:50:00+00:00;51.0;0.0;0.0;101737.0;101686.0;NaN;27.5;305.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 15:55:00+00:00;52.0;0.0;0.0;101737.0;101686.0;NaN;27.4;305.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 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16:20:00+00:00;56.0;0.0;0.0;101694.0;101643.0;NaN;26.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:25:00+00:00;56.0;0.0;0.0;101684.0;101633.0;NaN;25.7;315.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:30:00+00:00;57.0;0.0;0.0;101688.0;101637.0;NaN;25.6;315.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:35:00+00:00;58.0;0.0;0.0;101703.0;101653.0;NaN;25.5;315.0;3.2;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:40:00+00:00;59.0;0.0;0.0;101692.0;101642.0;NaN;25.5;315.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:45:00+00:00;59.0;0.0;0.0;101692.0;101642.0;NaN;25.5;315.0;1.6;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:50:00+00:00;60.0;0.0;0.0;101685.0;101635.0;NaN;25.3;315.0;3.2;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 16:55:00+00:00;60.0;0.0;0.0;101680.0;101630.0;NaN;25.1;315.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-05 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10:20:00+00:00;72.0;0.0;0.2;101602.0;101552.0;NaN;23.4;255.0;14.5;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:25:00+00:00;70.0;0.0;0.2;101592.0;101542.0;NaN;23.7;245.0;16.1;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:30:00+00:00;70.0;0.0;0.2;101591.0;101541.0;NaN;23.9;225.0;17.7;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:35:00+00:00;69.0;0.0;0.2;101584.0;101534.0;NaN;23.9;205.0;16.1;8.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:40:00+00:00;71.0;0.0;0.2;101571.0;101521.0;NaN;24.2;225.0;12.9;6.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:45:00+00:00;69.0;0.0;0.2;101560.0;101510.0;NaN;24.2;215.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:50:00+00:00;68.0;0.0;0.2;101561.0;101511.0;NaN;24.3;255.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 10:55:00+00:00;68.0;0.0;0.2;101561.0;101511.0;NaN;24.3;255.0;9.7;4.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:00:00+00:00;67.0;0.0;0.2;101575.0;101525.0;NaN;24.7;275.0;11.3;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:05:00+00:00;67.0;0.0;0.2;101574.0;101524.0;NaN;24.7;255.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:10:00+00:00;66.0;0.0;0.2;101568.0;101518.0;NaN;24.7;255.0;8.1;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:15:00+00:00;68.0;0.0;0.2;101588.0;101538.0;NaN;25.1;235.0;14.5;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:20:00+00:00;65.0;0.0;0.2;101584.0;101534.0;NaN;25.3;265.0;11.3;5.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:25:00+00:00;65.0;0.0;0.2;101568.0;101517.0;NaN;25.3;235.0;9.7;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:30:00+00:00;66.0;0.0;0.2;101553.0;101502.0;NaN;25.4;245.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:35:00+00:00;66.0;0.0;0.2;101553.0;101502.0;NaN;25.4;245.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:40:00+00:00;63.0;0.0;0.2;101568.0;101517.0;NaN;25.5;275.0;12.9;6.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:45:00+00:00;63.0;0.0;0.2;101569.0;101518.0;NaN;25.6;205.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:50:00+00:00;62.0;0.0;0.2;101582.0;101531.0;NaN;25.8;205.0;16.1;9.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 11:55:00+00:00;61.0;0.0;0.2;101579.0;101528.0;NaN;25.7;215.0;12.9;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:00:00+00:00;60.0;0.0;0.2;101559.0;101508.0;NaN;25.7;215.0;11.3;7.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:05:00+00:00;60.0;0.0;0.2;101567.0;101516.0;NaN;25.8;225.0;14.5;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:10:00+00:00;60.0;0.0;0.2;101569.0;101518.0;NaN;25.9;235.0;11.3;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:15:00+00:00;60.0;0.0;0.2;101553.0;101502.0;NaN;26.0;255.0;9.7;6.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:20:00+00:00;59.0;0.0;0.2;101536.0;101485.0;NaN;25.8;245.0;11.3;8.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:25:00+00:00;59.0;0.0;0.2;101544.0;101493.0;NaN;26.0;215.0;12.9;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:30:00+00:00;60.0;0.0;0.2;101547.0;101496.0;NaN;26.1;245.0;11.3;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:35:00+00:00;59.0;0.0;0.2;101552.0;101501.0;NaN;26.1;235.0;14.5;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:40:00+00:00;57.0;0.0;0.2;101550.0;101499.0;NaN;26.2;265.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:45:00+00:00;58.0;0.0;0.2;101550.0;101499.0;NaN;26.2;225.0;12.9;7.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:50:00+00:00;57.0;0.0;0.2;101543.0;101492.0;NaN;26.4;255.0;16.1;8.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 12:55:00+00:00;57.0;0.0;0.2;101537.0;101486.0;NaN;26.5;225.0;17.7;9.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:00:00+00:00;56.0;0.0;0.2;101534.0;101483.0;NaN;26.6;245.0;14.5;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:05:00+00:00;55.0;0.0;0.2;101533.0;101482.0;NaN;26.6;225.0;14.5;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:10:00+00:00;55.0;0.0;0.2;101524.0;101473.0;NaN;26.4;185.0;14.5;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:15:00+00:00;55.0;0.0;0.2;101529.0;101478.0;NaN;26.3;245.0;9.7;6.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:20:00+00:00;56.0;0.0;0.2;101511.0;101460.0;NaN;26.6;235.0;16.1;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:25:00+00:00;56.0;0.0;0.2;101507.0;101456.0;NaN;26.7;215.0;14.5;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:30:00+00:00;56.0;0.0;0.2;101503.0;101452.0;NaN;26.1;195.0;12.9;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:35:00+00:00;57.0;0.0;0.2;101494.0;101443.0;NaN;25.6;215.0;11.3;7.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:40:00+00:00;57.0;0.0;0.2;101481.0;101430.0;NaN;25.4;225.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:45:00+00:00;58.0;0.0;0.2;101478.0;101427.0;NaN;25.4;205.0;9.7;5.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:50:00+00:00;57.0;0.0;0.2;101472.0;101421.0;NaN;25.3;215.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 13:55:00+00:00;57.0;0.0;0.2;101470.0;101419.0;NaN;25.4;225.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:00:00+00:00;57.0;0.0;0.2;101470.0;101419.0;NaN;25.4;225.0;6.4;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:05:00+00:00;54.0;0.0;0.2;101462.0;101411.0;NaN;25.7;205.0;8.1;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:10:00+00:00;57.0;0.0;0.2;101467.0;101416.0;NaN;25.7;235.0;9.7;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:15:00+00:00;59.0;0.0;0.2;101476.0;101425.0;NaN;25.3;255.0;9.7;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:20:00+00:00;61.0;0.0;0.2;101478.0;101427.0;NaN;25.1;255.0;4.8;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:25:00+00:00;62.0;0.0;0.2;101470.0;101420.0;NaN;24.7;275.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:30:00+00:00;65.0;0.0;0.2;101478.0;101428.0;NaN;24.5;275.0;8.1;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:35:00+00:00;65.0;0.0;0.2;101475.0;101425.0;NaN;24.4;245.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:40:00+00:00;63.0;0.0;0.2;101469.0;101419.0;NaN;24.3;255.0;6.4;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:45:00+00:00;63.0;0.0;0.2;101453.0;101403.0;NaN;24.2;255.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:50:00+00:00;66.0;0.0;0.2;101457.0;101407.0;NaN;24.3;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 14:55:00+00:00;67.0;0.0;0.2;101455.0;101405.0;NaN;24.3;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 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15:20:00+00:00;68.0;0.0;0.2;101447.0;101397.0;NaN;24.6;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:25:00+00:00;62.0;0.0;0.2;101435.0;101385.0;NaN;24.4;255.0;4.8;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:30:00+00:00;60.0;0.0;0.2;101435.0;101385.0;NaN;24.3;255.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:35:00+00:00;61.0;0.0;0.2;101433.0;101383.0;NaN;24.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:40:00+00:00;63.0;0.0;0.2;101424.0;101374.0;NaN;24.0;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:45:00+00:00;66.0;0.0;0.2;101418.0;101368.0;NaN;24.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:50:00+00:00;66.0;0.0;0.2;101418.0;101368.0;NaN;24.1;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 15:55:00+00:00;65.0;0.0;0.2;101413.0;101363.0;NaN;24.0;255.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:00:00+00:00;61.0;0.0;0.2;101408.0;101358.0;NaN;24.3;255.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:05:00+00:00;60.0;0.0;0.2;101408.0;101358.0;NaN;24.6;255.0;3.2;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:10:00+00:00;58.0;0.0;0.2;101403.0;101352.0;NaN;24.8;255.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:15:00+00:00;58.0;0.0;0.2;101403.0;101352.0;NaN;24.8;255.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:20:00+00:00;57.0;0.0;0.2;101397.0;101346.0;NaN;25.1;295.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:25:00+00:00;61.0;0.0;0.2;101377.0;101326.0;NaN;25.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:30:00+00:00;56.0;0.0;0.2;101366.0;101315.0;NaN;25.2;295.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:35:00+00:00;59.0;0.0;0.2;101367.0;101316.0;NaN;25.2;295.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:40:00+00:00;59.0;0.0;0.2;101367.0;101316.0;NaN;25.2;295.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:45:00+00:00;59.0;0.0;0.2;101359.0;101308.0;NaN;25.0;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:50:00+00:00;59.0;0.0;0.2;101359.0;101308.0;NaN;25.0;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 16:55:00+00:00;57.0;0.0;0.2;101358.0;101307.0;NaN;24.9;295.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:00:00+00:00;58.0;0.0;0.2;101351.0;101300.0;NaN;24.6;295.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:05:00+00:00;57.0;0.0;0.2;101347.0;101297.0;NaN;24.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:10:00+00:00;59.0;0.0;0.2;101337.0;101287.0;NaN;24.3;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:15:00+00:00;60.0;0.0;0.2;101332.0;101282.0;NaN;24.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:20:00+00:00;60.0;0.0;0.2;101332.0;101282.0;NaN;24.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:25:00+00:00;63.0;0.0;0.2;101315.0;101265.0;NaN;23.7;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:30:00+00:00;67.0;0.0;0.2;101329.0;101279.0;NaN;23.5;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:35:00+00:00;70.0;0.0;0.2;101322.0;101272.0;NaN;23.3;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:40:00+00:00;72.0;0.0;0.2;101322.0;101272.0;NaN;23.2;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:45:00+00:00;73.0;0.0;0.2;101309.0;101259.0;NaN;23.0;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:50:00+00:00;73.0;0.0;0.2;101300.0;101250.0;NaN;22.7;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 17:55:00+00:00;73.0;0.0;0.2;101298.0;101248.0;NaN;22.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:00:00+00:00;74.0;0.0;0.2;101296.0;101246.0;NaN;22.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:05:00+00:00;76.0;0.0;0.2;101291.0;101241.0;NaN;21.9;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:10:00+00:00;78.0;0.0;0.2;101288.0;101238.0;NaN;21.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:15:00+00:00;78.0;0.0;0.2;101281.0;101231.0;NaN;21.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:20:00+00:00;78.0;0.0;0.2;101281.0;101231.0;NaN;21.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:25:00+00:00;79.0;0.0;0.2;101271.0;101221.0;NaN;21.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:30:00+00:00;80.0;0.0;0.2;101265.0;101215.0;NaN;21.0;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:35:00+00:00;80.0;0.0;0.2;101250.0;101200.0;NaN;20.9;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:40:00+00:00;80.0;0.0;0.2;101237.0;101187.0;NaN;20.7;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:45:00+00:00;80.0;0.0;0.2;101239.0;101189.0;NaN;20.7;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:50:00+00:00;79.0;0.0;0.2;101251.0;101201.0;NaN;20.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 18:55:00+00:00;80.0;0.0;0.2;101242.0;101193.0;NaN;20.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 19:00:00+00:00;81.0;0.0;0.2;101239.0;101190.0;NaN;20.2;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 19:05:00+00:00;82.0;0.0;0.2;101243.0;101194.0;NaN;19.9;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 19:10:00+00:00;83.0;0.0;0.2;101251.0;101202.0;NaN;19.7;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 19:15:00+00:00;83.0;0.0;0.2;101235.0;101186.0;NaN;19.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-06 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19:00:00+00:00;89.0;0.0;0.0;100963.0;100915.0;NaN;15.8;235.0;12.9;6.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-09 19:05:00+00:00;89.0;0.0;0.0;100972.0;100924.0;NaN;15.8;235.0;11.3;5.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-09 19:10:00+00:00;89.0;0.0;0.0;101000.0;100952.0;NaN;15.6;225.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-09 19:15:00+00:00;89.0;0.0;0.0;101000.0;100952.0;NaN;15.6;225.0;11.3;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-09 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21:40:00+00:00;91.0;0.0;0.2;101838.0;101791.0;NaN;15.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 21:45:00+00:00;91.0;0.0;0.2;101837.0;101790.0;NaN;14.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 21:50:00+00:00;91.0;0.0;0.2;101840.0;101793.0;NaN;14.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 21:55:00+00:00;91.0;0.0;0.2;101845.0;101798.0;NaN;14.4;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:00:00+00:00;91.0;0.0;0.2;101850.0;101803.0;NaN;14.2;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:05:00+00:00;91.0;0.0;0.2;101859.0;101812.0;NaN;14.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:10:00+00:00;92.0;0.0;0.2;101859.0;101812.0;NaN;13.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:15:00+00:00;92.0;0.0;0.2;101859.0;101812.0;NaN;13.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:20:00+00:00;92.0;0.0;0.2;101848.0;101801.0;NaN;13.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:25:00+00:00;92.0;0.0;0.2;101857.0;101810.0;NaN;13.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:30:00+00:00;92.0;0.0;0.2;101860.0;101813.0;NaN;13.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:35:00+00:00;92.0;0.0;0.2;101874.0;101827.0;NaN;13.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:40:00+00:00;91.0;0.0;0.2;101881.0;101834.0;NaN;13.3;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:45:00+00:00;91.0;0.0;0.2;101890.0;101843.0;NaN;12.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:50:00+00:00;93.0;0.0;0.2;101904.0;101857.0;NaN;12.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 22:55:00+00:00;93.0;0.0;0.2;101904.0;101857.0;NaN;12.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:00:00+00:00;93.0;0.0;0.2;101898.0;101851.0;NaN;13.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:05:00+00:00;93.0;0.0;0.2;101890.0;101843.0;NaN;13.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:10:00+00:00;94.0;0.0;0.2;101903.0;101856.0;NaN;13.2;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:15:00+00:00;94.0;0.0;0.2;101910.0;101863.0;NaN;13.3;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:20:00+00:00;94.0;0.0;0.2;101912.0;101865.0;NaN;13.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:25:00+00:00;93.0;0.0;0.2;101911.0;101864.0;NaN;13.3;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:30:00+00:00;92.0;0.0;0.2;101925.0;101878.0;NaN;12.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 23:35:00+00:00;93.0;0.0;0.2;101925.0;101878.0;NaN;12.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-10 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00:40:00+00:00;94.0;0.0;0.0;101933.0;101887.0;NaN;11.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 00:45:00+00:00;94.0;0.0;0.0;101935.0;101889.0;NaN;11.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 00:50:00+00:00;94.0;0.0;0.0;101935.0;101889.0;NaN;11.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 00:55:00+00:00;95.0;0.0;0.0;101932.0;101886.0;NaN;11.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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02:40:00+00:00;95.0;0.0;0.0;101936.0;101890.0;NaN;11.1;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 02:45:00+00:00;94.0;0.0;0.0;101936.0;101890.0;NaN;11.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 02:50:00+00:00;94.0;0.0;0.0;101938.0;101892.0;NaN;11.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 02:55:00+00:00;94.0;0.0;0.0;101942.0;101896.0;NaN;10.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:00:00+00:00;93.0;0.0;0.0;101940.0;101894.0;NaN;10.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:05:00+00:00;95.0;0.0;0.0;101943.0;101897.0;NaN;10.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:10:00+00:00;95.0;0.0;0.0;101943.0;101897.0;NaN;10.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:15:00+00:00;96.0;0.0;0.0;101938.0;101892.0;NaN;10.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:20:00+00:00;95.0;0.0;0.0;101947.0;101901.0;NaN;10.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:25:00+00:00;94.0;0.0;0.0;101950.0;101904.0;NaN;10.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:30:00+00:00;94.0;0.0;0.0;101951.0;101905.0;NaN;10.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:35:00+00:00;95.0;0.0;0.0;101958.0;101912.0;NaN;10.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:40:00+00:00;95.0;0.0;0.0;101959.0;101913.0;NaN;10.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:45:00+00:00;95.0;0.0;0.0;101961.0;101915.0;NaN;10.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:50:00+00:00;96.0;0.0;0.0;101966.0;101920.0;NaN;11.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 03:55:00+00:00;95.0;0.0;0.0;101961.0;101915.0;NaN;11.0;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:00:00+00:00;94.0;0.0;0.0;101952.0;101906.0;NaN;10.6;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:05:00+00:00;95.0;0.0;0.0;101957.0;101911.0;NaN;10.7;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:10:00+00:00;96.0;0.0;0.0;101954.0;101908.0;NaN;11.5;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:15:00+00:00;96.0;0.0;0.0;101964.0;101918.0;NaN;11.8;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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04:40:00+00:00;94.0;0.0;0.0;101977.0;101931.0;NaN;11.9;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:45:00+00:00;95.0;0.0;0.0;101972.0;101925.0;NaN;12.1;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:50:00+00:00;96.0;0.0;0.0;101978.0;101931.0;NaN;12.2;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 04:55:00+00:00;95.0;0.0;0.0;101987.0;101940.0;NaN;12.3;305.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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06:00:00+00:00;96.0;0.0;0.0;102042.0;101995.0;NaN;13.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 06:05:00+00:00;95.0;0.0;0.0;102032.0;101985.0;NaN;13.4;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 06:10:00+00:00;95.0;0.0;0.0;102043.0;101996.0;NaN;13.5;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 06:15:00+00:00;95.0;0.0;0.0;102043.0;101996.0;NaN;13.5;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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07:20:00+00:00;96.0;0.0;0.0;102055.0;102008.0;NaN;14.5;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:25:00+00:00;96.0;0.0;0.0;102042.0;101995.0;NaN;14.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:30:00+00:00;96.0;0.0;0.0;102042.0;101995.0;NaN;14.6;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:35:00+00:00;96.0;0.0;0.0;102056.0;102009.0;NaN;15.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:40:00+00:00;96.0;0.0;0.0;102056.0;102009.0;NaN;15.1;295.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:45:00+00:00;96.0;0.0;0.0;102052.0;102005.0;NaN;15.6;295.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:50:00+00:00;96.0;0.0;0.0;102052.0;102005.0;NaN;15.6;295.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 07:55:00+00:00;96.0;0.0;0.0;102060.0;102012.0;NaN;15.8;295.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:00:00+00:00;97.0;0.0;0.0;102068.0;102020.0;NaN;16.5;295.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:05:00+00:00;97.0;0.0;0.0;102060.0;102012.0;NaN;16.8;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:10:00+00:00;97.0;0.0;0.0;102060.0;102012.0;NaN;16.8;295.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:15:00+00:00;96.0;0.0;0.0;102069.0;102021.0;NaN;17.0;295.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:20:00+00:00;96.0;0.0;0.0;102069.0;102021.0;NaN;17.0;295.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:25:00+00:00;96.0;0.0;0.0;102087.0;102039.0;NaN;17.2;275.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:30:00+00:00;96.0;0.0;0.0;102087.0;102039.0;NaN;17.3;235.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:35:00+00:00;96.0;0.0;0.0;102087.0;102039.0;NaN;17.3;235.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:40:00+00:00;96.0;0.0;0.0;102098.0;102050.0;NaN;17.6;205.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:45:00+00:00;96.0;0.0;0.0;102098.0;102050.0;NaN;17.6;205.0;4.8;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:50:00+00:00;96.0;0.0;0.0;102093.0;102045.0;NaN;17.7;225.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 08:55:00+00:00;95.0;0.0;0.0;102094.0;102046.0;NaN;17.9;225.0;4.8;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:00:00+00:00;95.0;0.0;0.0;102105.0;102057.0;NaN;18.1;215.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:05:00+00:00;94.0;0.0;0.0;102100.0;102052.0;NaN;18.8;215.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:10:00+00:00;94.0;0.0;0.0;102100.0;102052.0;NaN;18.8;215.0;4.8;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:15:00+00:00;92.0;0.0;0.0;102100.0;102052.0;NaN;19.1;205.0;6.4;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:20:00+00:00;87.0;0.0;0.0;102108.0;102060.0;NaN;19.4;195.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:25:00+00:00;87.0;0.0;0.0;102108.0;102060.0;NaN;19.4;195.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:30:00+00:00;84.0;0.0;0.0;102105.0;102056.0;NaN;19.6;195.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:35:00+00:00;82.0;0.0;0.0;102111.0;102062.0;NaN;19.7;195.0;3.2;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:40:00+00:00;81.0;0.0;0.0;102107.0;102058.0;NaN;19.9;195.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:45:00+00:00;81.0;0.0;0.0;102107.0;102058.0;NaN;19.9;195.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:50:00+00:00;80.0;0.0;0.0;102106.0;102057.0;NaN;20.4;195.0;6.4;4.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 09:55:00+00:00;80.0;0.0;0.0;102109.0;102060.0;NaN;20.4;195.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:00:00+00:00;80.0;0.0;0.0;102109.0;102060.0;NaN;20.4;195.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:05:00+00:00;80.0;0.0;0.0;102097.0;102048.0;NaN;20.5;195.0;4.8;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:10:00+00:00;79.0;0.0;0.0;102092.0;102043.0;NaN;20.6;195.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:15:00+00:00;79.0;0.0;0.0;102094.0;102045.0;NaN;20.9;195.0;6.4;3.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:20:00+00:00;77.0;0.0;0.0;102085.0;102036.0;NaN;21.0;185.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:25:00+00:00;76.0;0.0;0.0;102082.0;102033.0;NaN;21.2;185.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:30:00+00:00;76.0;0.0;0.0;102085.0;102036.0;NaN;21.4;185.0;4.8;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:35:00+00:00;76.0;0.0;0.0;102081.0;102032.0;NaN;21.7;185.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:40:00+00:00;74.0;0.0;0.0;102074.0;102025.0;NaN;21.9;155.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:45:00+00:00;76.0;0.0;0.0;102075.0;102026.0;NaN;22.0;155.0;1.6;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:50:00+00:00;73.0;0.0;0.0;102069.0;102020.0;NaN;21.8;325.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 10:55:00+00:00;73.0;0.0;0.0;102069.0;102020.0;NaN;21.8;325.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:00:00+00:00;74.0;0.0;0.0;102060.0;102011.0;NaN;21.6;325.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:05:00+00:00;74.0;0.0;0.0;102060.0;102011.0;NaN;21.6;345.0;6.4;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:10:00+00:00;74.0;0.0;0.0;102057.0;102008.0;NaN;21.4;295.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:15:00+00:00;73.0;0.0;0.0;102068.0;102019.0;NaN;21.7;285.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:20:00+00:00;73.0;0.0;0.0;102068.0;102019.0;NaN;21.7;285.0;6.4;3.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:25:00+00:00;73.0;0.0;0.0;102055.0;102006.0;NaN;21.5;315.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:30:00+00:00;73.0;0.0;0.0;102055.0;102006.0;NaN;21.5;315.0;4.8;1.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:35:00+00:00;72.0;0.0;0.0;102054.0;102005.0;NaN;21.4;315.0;3.2;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:40:00+00:00;73.0;0.0;0.0;102052.0;102003.0;NaN;21.8;175.0;8.1;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:45:00+00:00;71.0;0.0;0.0;102042.0;101993.0;NaN;22.0;155.0;6.4;3.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:50:00+00:00;71.0;0.0;0.0;102054.0;102005.0;NaN;22.2;155.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 11:55:00+00:00;72.0;0.0;0.0;102042.0;101993.0;NaN;22.5;285.0;3.2;1.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:00:00+00:00;70.0;0.0;0.0;102046.0;101997.0;NaN;22.6;355.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:05:00+00:00;70.0;0.0;0.0;102041.0;101992.0;NaN;22.6;45.0;8.1;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:10:00+00:00;69.0;0.0;0.0;102037.0;101988.0;NaN;22.7;95.0;8.1;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:15:00+00:00;69.0;0.0;0.0;102038.0;101989.0;NaN;22.7;65.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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12:40:00+00:00;69.0;0.0;0.0;102026.0;101977.0;NaN;22.7;105.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:45:00+00:00;71.0;0.0;0.0;102017.0;101967.0;NaN;23.0;35.0;6.4;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:50:00+00:00;69.0;0.0;0.0;102015.0;101965.0;NaN;23.3;145.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 12:55:00+00:00;68.0;0.0;0.0;102004.0;101954.0;NaN;23.4;145.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:00:00+00:00;67.0;0.0;0.0;102009.0;101959.0;NaN;23.4;145.0;1.6;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:05:00+00:00;67.0;0.0;0.0;102003.0;101953.0;NaN;23.3;145.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:10:00+00:00;67.0;0.0;0.0;101992.0;101942.0;NaN;23.0;145.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:15:00+00:00;67.0;0.0;0.0;101992.0;101942.0;NaN;23.0;145.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:20:00+00:00;68.0;0.0;0.0;101983.0;101933.0;NaN;22.8;145.0;9.7;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:25:00+00:00;67.0;0.0;0.0;101992.0;101943.0;NaN;22.0;205.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:30:00+00:00;67.0;0.0;0.0;101992.0;101943.0;NaN;22.0;205.0;9.7;5.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:35:00+00:00;69.0;0.0;0.0;101986.0;101937.0;NaN;21.7;195.0;8.1;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:40:00+00:00;70.0;0.0;0.0;101989.0;101940.0;NaN;22.0;165.0;12.9;6.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:45:00+00:00;68.0;0.0;0.0;101989.0;101940.0;NaN;22.4;165.0;12.9;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:50:00+00:00;67.0;0.0;0.0;101977.0;101928.0;NaN;22.4;155.0;11.3;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 13:55:00+00:00;67.0;0.0;0.0;101980.0;101931.0;NaN;22.4;165.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:00:00+00:00;67.0;0.0;0.0;101980.0;101931.0;NaN;22.4;165.0;8.1;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:05:00+00:00;67.0;0.0;0.0;101975.0;101926.0;NaN;22.4;135.0;8.1;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:10:00+00:00;68.0;0.0;0.0;101973.0;101924.0;NaN;22.0;185.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:15:00+00:00;69.0;0.0;0.0;101964.0;101915.0;NaN;21.9;145.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:20:00+00:00;69.0;0.0;0.0;101959.0;101910.0;NaN;21.8;145.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:25:00+00:00;70.0;0.0;0.0;101951.0;101902.0;NaN;21.8;175.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:30:00+00:00;70.0;0.0;0.0;101950.0;101901.0;NaN;21.8;135.0;6.4;3.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:35:00+00:00;70.0;0.0;0.0;101956.0;101907.0;NaN;21.7;165.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:40:00+00:00;70.0;0.0;0.0;101956.0;101907.0;NaN;21.7;165.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:45:00+00:00;71.0;0.0;0.0;101931.0;101882.0;NaN;21.7;145.0;4.8;1.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:50:00+00:00;71.0;0.0;0.0;101933.0;101884.0;NaN;21.7;105.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 14:55:00+00:00;71.0;0.0;0.0;101933.0;101884.0;NaN;21.7;105.0;6.4;2.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:00:00+00:00;72.0;0.0;0.0;101923.0;101874.0;NaN;21.8;145.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:05:00+00:00;73.0;0.0;0.0;101913.0;101864.0;NaN;21.9;145.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:10:00+00:00;72.0;0.0;0.0;101914.0;101865.0;NaN;22.1;145.0;1.6;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:15:00+00:00;72.0;0.0;0.0;101917.0;101868.0;NaN;22.4;145.0;3.2;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:20:00+00:00;70.0;0.0;0.0;101908.0;101858.0;NaN;22.6;145.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:25:00+00:00;70.0;0.0;0.0;101908.0;101858.0;NaN;22.6;145.0;1.6;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:30:00+00:00;69.0;0.0;0.0;101892.0;101842.0;NaN;23.1;145.0;4.8;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:35:00+00:00;69.0;0.0;0.0;101905.0;101855.0;NaN;23.1;155.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:40:00+00:00;68.0;0.0;0.0;101893.0;101843.0;NaN;23.2;155.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:45:00+00:00;68.0;0.0;0.0;101886.0;101836.0;NaN;23.2;135.0;8.1;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:50:00+00:00;68.0;0.0;0.0;101890.0;101840.0;NaN;23.3;135.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 15:55:00+00:00;68.0;0.0;0.0;101881.0;101831.0;NaN;23.4;125.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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16:20:00+00:00;69.0;0.0;0.0;101875.0;101825.0;NaN;23.1;165.0;6.4;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 16:25:00+00:00;70.0;0.0;0.0;101868.0;101818.0;NaN;22.9;165.0;1.6;0.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 16:30:00+00:00;71.0;0.0;0.0;101873.0;101823.0;NaN;22.9;165.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 16:35:00+00:00;71.0;0.0;0.0;101867.0;101817.0;NaN;23.0;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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18:00:00+00:00;76.0;0.0;0.0;101794.0;101745.0;NaN;20.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:05:00+00:00;77.0;0.0;0.0;101804.0;101755.0;NaN;19.7;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:10:00+00:00;77.0;0.0;0.0;101804.0;101755.0;NaN;19.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:15:00+00:00;77.0;0.0;0.0;101804.0;101755.0;NaN;19.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:20:00+00:00;80.0;0.0;0.0;101812.0;101764.0;NaN;18.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:25:00+00:00;80.0;0.0;0.0;101812.0;101764.0;NaN;18.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:30:00+00:00;83.0;0.0;0.0;101812.0;101764.0;NaN;17.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:35:00+00:00;83.0;0.0;0.0;101817.0;101769.0;NaN;17.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:40:00+00:00;83.0;0.0;0.0;101822.0;101774.0;NaN;17.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:45:00+00:00;84.0;0.0;0.0;101819.0;101771.0;NaN;16.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:50:00+00:00;84.0;0.0;0.0;101819.0;101771.0;NaN;16.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 18:55:00+00:00;85.0;0.0;0.0;101828.0;101780.0;NaN;16.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:00:00+00:00;85.0;0.0;0.0;101828.0;101780.0;NaN;16.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:05:00+00:00;85.0;0.0;0.0;101829.0;101781.0;NaN;16.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:10:00+00:00;86.0;0.0;0.0;101830.0;101782.0;NaN;15.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:15:00+00:00;88.0;0.0;0.0;101837.0;101789.0;NaN;15.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:20:00+00:00;87.0;0.0;0.0;101833.0;101785.0;NaN;15.5;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:25:00+00:00;87.0;0.0;0.0;101830.0;101782.0;NaN;15.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:30:00+00:00;88.0;0.0;0.0;101822.0;101775.0;NaN;15.0;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:35:00+00:00;88.0;0.0;0.0;101827.0;101780.0;NaN;14.9;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:40:00+00:00;88.0;0.0;0.0;101831.0;101784.0;NaN;14.7;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:45:00+00:00;88.0;0.0;0.0;101835.0;101788.0;NaN;14.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:50:00+00:00;88.0;0.0;0.0;101838.0;101791.0;NaN;14.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 19:55:00+00:00;88.0;0.0;0.0;101838.0;101791.0;NaN;14.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:00:00+00:00;89.0;0.0;0.0;101830.0;101783.0;NaN;14.0;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:05:00+00:00;89.0;0.0;0.0;101835.0;101788.0;NaN;13.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:10:00+00:00;89.0;0.0;0.0;101840.0;101793.0;NaN;13.7;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:15:00+00:00;89.0;0.0;0.0;101839.0;101792.0;NaN;13.5;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:20:00+00:00;90.0;0.0;0.0;101850.0;101803.0;NaN;13.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:25:00+00:00;90.0;0.0;0.0;101855.0;101808.0;NaN;13.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:30:00+00:00;90.0;0.0;0.0;101848.0;101801.0;NaN;13.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:35:00+00:00;90.0;0.0;0.0;101839.0;101792.0;NaN;13.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:40:00+00:00;91.0;0.0;0.0;101842.0;101795.0;NaN;13.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:45:00+00:00;91.0;0.0;0.0;101842.0;101795.0;NaN;13.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:50:00+00:00;91.0;0.0;0.0;101838.0;101791.0;NaN;13.0;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 20:55:00+00:00;90.0;0.0;0.0;101847.0;101800.0;NaN;12.9;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:00:00+00:00;90.0;0.0;0.0;101848.0;101801.0;NaN;12.7;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:05:00+00:00;90.0;0.0;0.0;101845.0;101798.0;NaN;12.5;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:10:00+00:00;91.0;0.0;0.0;101840.0;101793.0;NaN;12.4;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:15:00+00:00;91.0;0.0;0.0;101830.0;101783.0;NaN;12.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:20:00+00:00;91.0;0.0;0.0;101838.0;101791.0;NaN;12.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:25:00+00:00;91.0;0.0;0.0;101838.0;101791.0;NaN;12.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:30:00+00:00;91.0;0.0;0.0;101837.0;101790.0;NaN;12.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:35:00+00:00;91.0;0.0;0.0;101833.0;101786.0;NaN;12.1;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:40:00+00:00;92.0;0.0;0.0;101835.0;101788.0;NaN;12.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:45:00+00:00;93.0;0.0;0.0;101830.0;101783.0;NaN;12.5;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:50:00+00:00;92.0;0.0;0.0;101834.0;101787.0;NaN;12.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 21:55:00+00:00;91.0;0.0;0.0;101824.0;101777.0;NaN;12.2;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:00:00+00:00;91.0;0.0;0.0;101823.0;101776.0;NaN;11.9;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:05:00+00:00;91.0;0.0;0.0;101823.0;101776.0;NaN;11.9;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:10:00+00:00;94.0;0.0;0.0;101811.0;101764.0;NaN;12.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:15:00+00:00;95.0;0.0;0.0;101816.0;101769.0;NaN;13.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:20:00+00:00;94.0;0.0;0.0;101813.0;101766.0;NaN;13.8;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:25:00+00:00;92.0;0.0;0.0;101800.0;101753.0;NaN;13.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:30:00+00:00;92.0;0.0;0.0;101800.0;101753.0;NaN;13.6;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:35:00+00:00;92.0;0.0;0.0;101821.0;101774.0;NaN;13.3;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:40:00+00:00;92.0;0.0;0.0;101810.0;101763.0;NaN;12.9;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:45:00+00:00;92.0;0.0;0.0;101810.0;101763.0;NaN;12.9;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:50:00+00:00;92.0;0.0;0.0;101814.0;101767.0;NaN;12.5;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 22:55:00+00:00;92.0;0.0;0.0;101814.0;101767.0;NaN;12.5;165.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-11 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10:20:00+00:00;71.0;0.0;0.0;101515.0;101465.0;NaN;21.4;175.0;16.1;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:25:00+00:00;71.0;0.0;0.0;101515.0;101465.0;NaN;21.4;175.0;16.1;9.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:30:00+00:00;70.0;0.0;0.0;101512.0;101462.0;NaN;21.5;175.0;16.1;9.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:35:00+00:00;69.0;0.0;0.0;101515.0;101465.0;NaN;21.6;165.0;12.9;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:40:00+00:00;71.0;0.0;0.0;101521.0;101471.0;NaN;21.8;215.0;14.5;8.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:45:00+00:00;69.0;0.0;0.0;101515.0;101465.0;NaN;21.9;235.0;14.5;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:50:00+00:00;69.0;0.0;0.0;101516.0;101466.0;NaN;22.0;215.0;12.9;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 10:55:00+00:00;70.0;0.0;0.0;101509.0;101459.0;NaN;22.2;195.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:00:00+00:00;70.0;0.0;0.0;101509.0;101459.0;NaN;22.2;195.0;14.5;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:05:00+00:00;69.0;0.0;0.0;101500.0;101450.0;NaN;22.3;195.0;14.5;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:10:00+00:00;68.0;0.0;0.0;101504.0;101454.0;NaN;22.4;225.0;12.9;9.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:15:00+00:00;68.0;0.0;0.0;101517.0;101467.0;NaN;22.4;175.0;12.9;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:20:00+00:00;68.0;0.0;0.0;101517.0;101467.0;NaN;22.4;175.0;12.9;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:25:00+00:00;67.0;0.0;0.0;101503.0;101453.0;NaN;22.4;195.0;14.5;8.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:30:00+00:00;67.0;0.0;0.0;101507.0;101457.0;NaN;22.6;185.0;14.5;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:35:00+00:00;66.0;0.0;0.0;101478.0;101428.0;NaN;22.8;175.0;12.9;7.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:40:00+00:00;66.0;0.0;0.0;101486.0;101436.0;NaN;22.9;165.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:45:00+00:00;66.0;0.0;0.0;101486.0;101436.0;NaN;22.9;165.0;12.9;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:50:00+00:00;67.0;0.0;0.0;101476.0;101426.0;NaN;23.1;195.0;14.5;9.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 11:55:00+00:00;65.0;0.0;0.0;101468.0;101418.0;NaN;23.0;225.0;16.1;7.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:00:00+00:00;66.0;0.0;0.0;101462.0;101412.0;NaN;23.1;195.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:05:00+00:00;66.0;0.0;0.0;101462.0;101412.0;NaN;23.1;195.0;14.5;8.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:10:00+00:00;65.0;0.0;0.0;101461.0;101411.0;NaN;23.2;185.0;16.1;9.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:15:00+00:00;65.0;0.0;0.0;101459.0;101409.0;NaN;23.1;185.0;17.7;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:20:00+00:00;65.0;0.0;0.0;101459.0;101409.0;NaN;23.1;185.0;17.7;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:25:00+00:00;65.0;0.0;0.0;101449.0;101399.0;NaN;23.1;175.0;12.9;8.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:30:00+00:00;66.0;0.0;0.0;101446.0;101396.0;NaN;23.2;185.0;11.3;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:35:00+00:00;64.0;0.0;0.0;101438.0;101388.0;NaN;23.4;225.0;14.5;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:40:00+00:00;63.0;0.0;0.0;101436.0;101386.0;NaN;23.7;205.0;9.7;5.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:45:00+00:00;63.0;0.0;0.0;101427.0;101377.0;NaN;23.8;205.0;12.9;7.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:50:00+00:00;61.0;0.0;0.0;101431.0;101381.0;NaN;23.7;225.0;12.9;5.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 12:55:00+00:00;62.0;0.0;0.0;101419.0;101369.0;NaN;23.6;175.0;9.7;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:00:00+00:00;63.0;0.0;0.0;101412.0;101362.0;NaN;23.8;205.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:05:00+00:00;63.0;0.0;0.0;101412.0;101362.0;NaN;23.8;205.0;8.1;4.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:10:00+00:00;61.0;0.0;0.0;101398.0;101348.0;NaN;23.7;175.0;12.9;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:15:00+00:00;62.0;0.0;0.0;101404.0;101354.0;NaN;23.9;225.0;8.1;4.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:20:00+00:00;61.0;0.0;0.0;101400.0;101350.0;NaN;24.1;225.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:25:00+00:00;61.0;0.0;0.0;101400.0;101350.0;NaN;24.1;225.0;9.7;5.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:30:00+00:00;62.0;0.0;0.0;101395.0;101345.0;NaN;24.2;205.0;11.3;7.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:35:00+00:00;59.0;0.0;0.0;101374.0;101324.0;NaN;24.2;175.0;12.9;6.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:40:00+00:00;61.0;0.0;0.0;101371.0;101321.0;NaN;24.3;215.0;11.3;5.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:45:00+00:00;59.0;0.0;0.0;101355.0;101305.0;NaN;24.4;185.0;11.3;6.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:50:00+00:00;60.0;0.0;0.0;101367.0;101317.0;NaN;24.4;185.0;12.9;8.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 13:55:00+00:00;60.0;0.0;0.0;101358.0;101308.0;NaN;24.4;205.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 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14:20:00+00:00;59.0;0.0;0.0;101361.0;101311.0;NaN;24.5;205.0;12.9;7.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:25:00+00:00;58.0;0.0;0.0;101333.0;101282.0;NaN;24.6;175.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:30:00+00:00;58.0;0.0;0.0;101333.0;101282.0;NaN;24.6;175.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:35:00+00:00;56.0;0.0;0.0;101327.0;101276.0;NaN;24.6;205.0;17.7;10.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:40:00+00:00;58.0;0.0;0.0;101324.0;101273.0;NaN;24.6;195.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:45:00+00:00;58.0;0.0;0.0;101324.0;101273.0;NaN;24.6;195.0;12.9;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:50:00+00:00;57.0;0.0;0.0;101314.0;101263.0;NaN;24.7;195.0;9.7;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 14:55:00+00:00;57.0;0.0;0.0;101314.0;101263.0;NaN;24.7;195.0;9.7;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 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15:20:00+00:00;57.0;0.0;0.0;101297.0;101246.0;NaN;24.7;175.0;9.7;6.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:25:00+00:00;57.0;0.0;0.0;101278.0;101227.0;NaN;24.7;215.0;12.9;6.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:30:00+00:00;57.0;0.0;0.0;101278.0;101227.0;NaN;24.7;205.0;11.3;7.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:35:00+00:00;57.0;0.0;0.0;101266.0;101215.0;NaN;24.7;185.0;11.3;7.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:40:00+00:00;57.0;0.0;0.0;101255.0;101204.0;NaN;24.9;265.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:45:00+00:00;57.0;0.0;0.0;101255.0;101204.0;NaN;24.9;265.0;8.1;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:50:00+00:00;55.0;0.0;0.0;101255.0;101204.0;NaN;25.2;265.0;9.7;4.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 15:55:00+00:00;56.0;0.0;0.0;101244.0;101193.0;NaN;25.1;175.0;12.9;8.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:00:00+00:00;59.0;0.0;0.0;101222.0;101171.0;NaN;24.5;205.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:05:00+00:00;59.0;0.0;0.0;101222.0;101171.0;NaN;24.5;205.0;11.3;4.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:10:00+00:00;59.0;0.0;0.0;101214.0;101164.0;NaN;23.9;165.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:15:00+00:00;61.0;0.0;0.0;101212.0;101162.0;NaN;23.9;165.0;8.1;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:20:00+00:00;60.0;0.0;0.0;101202.0;101151.0;NaN;24.3;205.0;8.1;4.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:25:00+00:00;59.0;0.0;0.0;101194.0;101143.0;NaN;24.2;205.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:30:00+00:00;61.0;0.0;0.0;101195.0;101145.0;NaN;24.1;195.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:35:00+00:00;61.0;0.0;0.0;101195.0;101145.0;NaN;24.1;195.0;6.4;3.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:40:00+00:00;61.0;0.0;0.0;101182.0;101131.0;NaN;24.1;185.0;6.4;3.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:45:00+00:00;61.0;0.0;0.0;101172.0;101121.0;NaN;24.2;195.0;8.1;4.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:50:00+00:00;61.0;0.0;0.0;101176.0;101125.0;NaN;24.2;195.0;8.1;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 16:55:00+00:00;61.0;0.0;0.0;101181.0;101130.0;NaN;24.3;195.0;4.8;2.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:00:00+00:00;62.0;0.0;0.0;101178.0;101127.0;NaN;24.3;195.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:05:00+00:00;62.0;0.0;0.0;101178.0;101127.0;NaN;24.3;195.0;3.2;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:10:00+00:00;62.0;0.0;0.0;101189.0;101138.0;NaN;24.3;195.0;3.2;0.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:15:00+00:00;65.0;0.0;0.0;101178.0;101127.0;NaN;24.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:20:00+00:00;65.0;0.0;0.0;101174.0;101123.0;NaN;24.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:25:00+00:00;65.0;0.0;0.0;101174.0;101123.0;NaN;24.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:30:00+00:00;65.0;0.0;0.0;101170.0;101120.0;NaN;24.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:35:00+00:00;65.0;0.0;0.0;101161.0;101111.0;NaN;23.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:40:00+00:00;66.0;0.0;0.0;101156.0;101106.0;NaN;23.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:45:00+00:00;66.0;0.0;0.0;101156.0;101106.0;NaN;23.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:50:00+00:00;68.0;0.0;0.0;101118.0;101068.0;NaN;22.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 17:55:00+00:00;68.0;0.0;0.0;101165.0;101115.0;NaN;22.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:00:00+00:00;68.0;0.0;0.0;101165.0;101115.0;NaN;22.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:05:00+00:00;69.0;0.0;0.0;101166.0;101116.0;NaN;22.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:10:00+00:00;72.0;0.0;0.0;101156.0;101106.0;NaN;21.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:15:00+00:00;74.0;0.0;0.0;101151.0;101101.0;NaN;20.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:20:00+00:00;77.0;0.0;0.0;101155.0;101105.0;NaN;20.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:25:00+00:00;78.0;0.0;0.0;101187.0;101138.0;NaN;20.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:30:00+00:00;78.0;0.0;0.0;101187.0;101138.0;NaN;19.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:35:00+00:00;79.0;0.0;0.0;101180.0;101131.0;NaN;19.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:40:00+00:00;80.0;0.0;0.0;101184.0;101135.0;NaN;18.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:45:00+00:00;81.0;0.0;0.0;101166.0;101117.0;NaN;18.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:50:00+00:00;81.0;0.0;0.0;101166.0;101117.0;NaN;18.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 18:55:00+00:00;83.0;0.0;0.0;101159.0;101110.0;NaN;17.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:00:00+00:00;83.0;0.0;0.0;101170.0;101121.0;NaN;17.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:05:00+00:00;83.0;0.0;0.0;101170.0;101121.0;NaN;17.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:10:00+00:00;84.0;0.0;0.0;101169.0;101120.0;NaN;17.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:15:00+00:00;85.0;0.0;0.0;101164.0;101115.0;NaN;16.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:20:00+00:00;86.0;0.0;0.0;101169.0;101120.0;NaN;16.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:25:00+00:00;86.0;0.0;0.0;101169.0;101120.0;NaN;16.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:30:00+00:00;87.0;0.0;0.0;101165.0;101117.0;NaN;16.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:35:00+00:00;87.0;0.0;0.0;101151.0;101103.0;NaN;16.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:40:00+00:00;87.0;0.0;0.0;101143.0;101095.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:45:00+00:00;87.0;0.0;0.0;101153.0;101105.0;NaN;16.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:50:00+00:00;88.0;0.0;0.0;101145.0;101097.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 19:55:00+00:00;88.0;0.0;0.0;101145.0;101097.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 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20:40:00+00:00;90.0;0.0;0.0;101202.0;101154.0;NaN;15.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 20:45:00+00:00;90.0;0.0;0.0;101205.0;101157.0;NaN;15.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 20:50:00+00:00;90.0;0.0;0.0;101205.0;101157.0;NaN;15.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 20:55:00+00:00;92.0;0.0;0.0;101205.0;101157.0;NaN;15.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:00:00+00:00;92.0;0.0;0.0;101186.0;101138.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:05:00+00:00;92.0;0.0;0.0;101213.0;101165.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:10:00+00:00;92.0;0.0;0.0;101213.0;101165.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:15:00+00:00;92.0;0.0;0.0;101219.0;101171.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:20:00+00:00;92.0;0.0;0.0;101209.0;101161.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:25:00+00:00;92.0;0.0;0.0;101209.0;101161.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:30:00+00:00;92.0;0.0;0.0;101196.0;101148.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:35:00+00:00;92.0;0.0;0.0;101194.0;101146.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:40:00+00:00;93.0;0.0;0.0;101197.0;101149.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:45:00+00:00;93.0;0.0;0.0;101186.0;101138.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:50:00+00:00;93.0;0.0;0.0;101193.0;101145.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 21:55:00+00:00;93.0;0.0;0.0;101181.0;101133.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:00:00+00:00;93.0;0.0;0.0;101168.0;101120.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:05:00+00:00;93.0;0.0;0.0;101169.0;101121.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:10:00+00:00;93.0;0.0;0.0;101169.0;101121.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:15:00+00:00;93.0;0.0;0.0;101169.0;101121.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:20:00+00:00;93.0;0.0;0.0;101157.0;101109.0;NaN;15.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:25:00+00:00;93.0;0.0;0.0;101157.0;101109.0;NaN;15.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:30:00+00:00;93.0;0.0;0.0;101144.0;101096.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:35:00+00:00;93.0;0.0;0.0;101142.0;101094.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:40:00+00:00;93.0;0.0;0.0;101147.0;101099.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:45:00+00:00;93.0;0.0;0.0;101143.0;101095.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:50:00+00:00;93.0;0.0;0.0;101153.0;101105.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 22:55:00+00:00;93.0;0.0;0.0;101151.0;101103.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:00:00+00:00;93.0;0.0;0.0;101151.0;101103.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:05:00+00:00;93.0;0.0;0.0;101156.0;101108.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:10:00+00:00;93.0;0.0;0.0;101163.0;101115.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:15:00+00:00;93.0;0.0;0.0;101161.0;101113.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:20:00+00:00;93.0;0.0;0.0;101161.0;101113.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:25:00+00:00;94.0;0.0;0.0;101156.0;101108.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:30:00+00:00;94.0;0.0;0.0;101164.0;101116.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:35:00+00:00;94.0;0.0;0.0;101162.0;101114.0;NaN;16.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:40:00+00:00;94.0;0.0;0.0;101158.0;101110.0;NaN;16.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:45:00+00:00;94.0;0.0;0.0;101158.0;101110.0;NaN;16.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:50:00+00:00;93.0;0.0;0.0;101129.0;101081.0;NaN;16.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-12 23:55:00+00:00;93.0;0.0;0.0;101112.0;101064.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:00:00+00:00;93.0;0.0;0.0;101112.0;101064.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:05:00+00:00;94.0;0.0;0.0;101116.0;101068.0;NaN;16.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:10:00+00:00;94.0;0.0;0.0;101113.0;101065.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:15:00+00:00;94.0;0.0;0.0;101105.0;101057.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:20:00+00:00;94.0;0.0;0.0;101077.0;101029.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:25:00+00:00;94.0;0.0;0.0;101064.0;101015.0;NaN;16.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:30:00+00:00;94.0;0.0;0.0;101077.0;101028.0;NaN;16.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:35:00+00:00;93.0;0.0;0.0;101074.0;101025.0;NaN;16.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:40:00+00:00;93.0;0.0;0.0;101066.0;101017.0;NaN;16.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:45:00+00:00;93.0;0.0;0.0;101060.0;101011.0;NaN;16.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:50:00+00:00;93.0;0.0;0.0;101056.0;101008.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 00:55:00+00:00;93.0;0.0;0.0;101053.0;101005.0;NaN;16.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:00:00+00:00;93.0;0.0;0.0;101053.0;101005.0;NaN;16.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:05:00+00:00;94.0;0.0;0.0;101053.0;101004.0;NaN;16.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:10:00+00:00;94.0;0.0;0.0;101043.0;100994.0;NaN;16.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:15:00+00:00;93.0;0.0;0.0;101048.0;101000.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:20:00+00:00;92.0;0.0;0.0;101044.0;100996.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:25:00+00:00;92.0;0.0;0.0;101044.0;100996.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:30:00+00:00;93.0;0.0;0.0;101053.0;101005.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:35:00+00:00;93.0;0.0;0.0;101053.0;101005.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:40:00+00:00;93.0;0.0;0.0;101067.0;101019.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:45:00+00:00;93.0;0.0;0.0;101071.0;101023.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:50:00+00:00;93.0;0.0;0.0;101083.0;101035.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 01:55:00+00:00;93.0;0.0;0.0;101083.0;101035.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:00:00+00:00;94.0;0.0;0.0;101079.0;101031.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:05:00+00:00;94.0;0.0;0.0;101079.0;101031.0;NaN;16.1;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:10:00+00:00;93.0;0.0;0.0;101080.0;101032.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:15:00+00:00;93.0;0.0;0.0;101077.0;101029.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:20:00+00:00;93.0;0.0;0.0;101077.0;101029.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:25:00+00:00;93.0;0.0;0.0;101112.0;101064.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:30:00+00:00;93.0;0.0;0.0;101122.0;101074.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:35:00+00:00;93.0;0.0;0.0;101114.0;101066.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:40:00+00:00;93.0;0.0;0.0;101114.0;101066.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:45:00+00:00;93.0;0.0;0.0;101114.0;101066.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:50:00+00:00;94.0;0.0;0.0;101118.0;101070.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 02:55:00+00:00;94.0;0.0;0.0;101115.0;101067.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:00:00+00:00;94.0;0.0;0.0;101103.0;101055.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:05:00+00:00;94.0;0.0;0.0;101105.0;101057.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:10:00+00:00;94.0;0.0;0.0;101101.0;101053.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:15:00+00:00;94.0;0.0;0.0;101090.0;101042.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:20:00+00:00;94.0;0.0;0.0;101088.0;101040.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:25:00+00:00;94.0;0.0;0.0;101082.0;101034.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:30:00+00:00;94.0;0.0;0.0;101078.0;101030.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:35:00+00:00;94.0;0.0;0.0;101068.0;101020.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:40:00+00:00;94.0;0.0;0.0;101067.0;101019.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:45:00+00:00;94.0;0.0;0.0;101068.0;101020.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:50:00+00:00;94.0;0.0;0.0;101068.0;101020.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 03:55:00+00:00;95.0;0.0;0.0;101068.0;101020.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:00:00+00:00;94.0;0.0;0.0;101060.0;101012.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:05:00+00:00;94.0;0.0;0.0;101060.0;101012.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:10:00+00:00;94.0;0.0;0.0;101057.0;101009.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:15:00+00:00;94.0;0.0;0.0;101061.0;101013.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:20:00+00:00;94.0;0.0;0.0;101077.0;101029.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:25:00+00:00;94.0;0.0;0.0;101071.0;101023.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:30:00+00:00;94.0;0.0;0.0;101071.0;101023.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:35:00+00:00;94.0;0.0;0.0;101086.0;101038.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:40:00+00:00;94.0;0.0;0.0;101085.0;101037.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:45:00+00:00;95.0;0.0;0.0;101083.0;101035.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:50:00+00:00;95.0;0.0;0.0;101090.0;101042.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 04:55:00+00:00;94.0;0.0;0.0;101099.0;101051.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:00:00+00:00;94.0;0.0;0.0;101099.0;101051.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:05:00+00:00;94.0;0.0;0.0;101091.0;101043.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:10:00+00:00;94.0;0.0;0.0;101091.0;101043.0;NaN;15.3;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:15:00+00:00;95.0;0.0;0.0;101096.0;101048.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:20:00+00:00;95.0;0.0;0.0;101096.0;101048.0;NaN;15.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:25:00+00:00;95.0;0.0;0.0;101113.0;101065.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:30:00+00:00;95.0;0.0;0.0;101113.0;101065.0;NaN;15.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:35:00+00:00;94.0;0.0;0.0;101109.0;101061.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:40:00+00:00;94.0;0.0;0.0;101109.0;101061.0;NaN;15.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:45:00+00:00;95.0;0.0;0.0;101111.0;101063.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:50:00+00:00;95.0;0.0;0.0;101109.0;101061.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 05:55:00+00:00;95.0;0.0;0.0;101118.0;101070.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:00:00+00:00;95.0;0.0;0.0;101133.0;101085.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:05:00+00:00;94.0;0.0;0.0;101141.0;101093.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:10:00+00:00;95.0;0.0;0.0;101139.0;101091.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:15:00+00:00;95.0;0.0;0.0;101139.0;101091.0;NaN;15.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:20:00+00:00;95.0;0.0;0.0;101141.0;101093.0;NaN;15.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:25:00+00:00;95.0;0.0;0.0;101136.0;101088.0;NaN;15.9;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:30:00+00:00;95.0;0.0;0.0;101140.0;101092.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:35:00+00:00;95.0;0.0;0.0;101140.0;101092.0;NaN;16.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:40:00+00:00;95.0;0.0;0.0;101133.0;101085.0;NaN;16.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:45:00+00:00;95.0;0.0;0.0;101121.0;101073.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:50:00+00:00;95.0;0.0;0.0;101121.0;101073.0;NaN;16.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 06:55:00+00:00;96.0;0.0;0.0;101117.0;101069.0;NaN;16.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 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07:20:00+00:00;95.0;0.0;0.0;101114.0;101065.0;NaN;17.7;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:25:00+00:00;95.0;0.0;0.0;101127.0;101078.0;NaN;18.0;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:30:00+00:00;95.0;0.0;0.0;101128.0;101079.0;NaN;18.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:35:00+00:00;95.0;0.0;0.0;101131.0;101082.0;NaN;18.4;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:40:00+00:00;95.0;0.0;0.0;101130.0;101081.0;NaN;18.6;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:45:00+00:00;94.0;0.0;0.0;101138.0;101089.0;NaN;18.8;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:50:00+00:00;94.0;0.0;0.0;101146.0;101097.0;NaN;19.2;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 07:55:00+00:00;93.0;0.0;0.0;101148.0;101099.0;NaN;19.5;195.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:00:00+00:00;91.0;0.0;0.0;101141.0;101092.0;NaN;19.9;65.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:05:00+00:00;89.0;0.0;0.0;101133.0;101084.0;NaN;20.3;15.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:10:00+00:00;87.0;0.0;0.0;101140.0;101090.0;NaN;20.8;25.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:15:00+00:00;85.0;0.0;0.0;101137.0;101087.0;NaN;21.2;105.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:20:00+00:00;83.0;0.0;0.0;101131.0;101081.0;NaN;21.8;165.0;8.1;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:25:00+00:00;81.0;0.0;0.0;101147.0;101097.0;NaN;22.0;345.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:30:00+00:00;80.0;0.0;0.0;101141.0;101091.0;NaN;22.2;75.0;6.4;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:35:00+00:00;79.0;0.0;0.0;101144.0;101094.0;NaN;22.2;5.0;4.8;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:40:00+00:00;79.0;0.0;0.0;101149.0;101099.0;NaN;22.3;355.0;11.3;2.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:45:00+00:00;78.0;0.0;0.0;101141.0;101091.0;NaN;22.3;25.0;6.4;2.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:50:00+00:00;78.0;0.0;0.0;101134.0;101084.0;NaN;22.2;45.0;6.4;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 08:55:00+00:00;79.0;0.0;0.0;101137.0;101087.0;NaN;22.2;45.0;4.8;1.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:00:00+00:00;79.0;0.0;0.0;101138.0;101088.0;NaN;22.3;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:05:00+00:00;79.0;0.0;0.0;101138.0;101088.0;NaN;22.3;45.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:10:00+00:00;78.0;0.0;0.0;101140.0;101090.0;NaN;22.3;5.0;6.4;2.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:15:00+00:00;78.0;0.0;0.0;101130.0;101080.0;NaN;22.4;25.0;4.8;1.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:20:00+00:00;78.0;0.0;0.0;101124.0;101074.0;NaN;22.5;5.0;6.4;2.1;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:25:00+00:00;78.0;0.0;0.0;101113.0;101063.0;NaN;22.6;15.0;6.4;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:30:00+00:00;77.0;0.0;0.0;101109.0;101059.0;NaN;22.8;55.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:35:00+00:00;77.0;0.0;0.0;101107.0;101057.0;NaN;22.8;45.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:40:00+00:00;76.0;0.0;0.0;101104.0;101054.0;NaN;22.8;45.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:45:00+00:00;76.0;0.0;0.0;101104.0;101054.0;NaN;22.8;45.0;4.8;0.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:50:00+00:00;76.0;0.0;0.0;101093.0;101043.0;NaN;22.9;35.0;3.2;0.2;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 09:55:00+00:00;76.0;0.0;0.0;101098.0;101048.0;NaN;23.0;25.0;6.4;1.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:00:00+00:00;75.0;0.0;0.0;101082.0;101032.0;NaN;23.2;85.0;6.4;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:05:00+00:00;76.0;0.0;0.0;101067.0;101017.0;NaN;23.4;45.0;6.4;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:10:00+00:00;75.0;0.0;0.0;101073.0;101023.0;NaN;23.5;55.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:15:00+00:00;75.0;0.0;0.0;101073.0;101023.0;NaN;23.5;55.0;9.7;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:20:00+00:00;74.0;0.0;0.0;101082.0;101032.0;NaN;23.6;75.0;8.1;2.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:25:00+00:00;74.0;0.0;0.0;101079.0;101029.0;NaN;23.5;15.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:30:00+00:00;74.0;0.0;0.0;101079.0;101029.0;NaN;23.5;15.0;6.4;3.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:35:00+00:00;74.0;0.0;0.0;101079.0;101029.0;NaN;23.6;125.0;4.8;0.6;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:40:00+00:00;74.0;0.0;0.0;101084.0;101034.0;NaN;23.7;115.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:45:00+00:00;74.0;0.0;0.0;101084.0;101034.0;NaN;23.7;115.0;3.2;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:50:00+00:00;74.0;0.0;0.0;101083.0;101032.0;NaN;23.8;125.0;4.8;0.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 10:55:00+00:00;74.0;0.0;0.0;101086.0;101035.0;NaN;23.9;185.0;3.2;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:00:00+00:00;73.0;0.0;0.0;101086.0;101035.0;NaN;24.1;185.0;4.8;0.8;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:05:00+00:00;73.0;0.0;0.0;101081.0;101030.0;NaN;24.3;75.0;4.8;0.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:10:00+00:00;71.0;0.0;0.0;101084.0;101033.0;NaN;24.4;15.0;6.4;1.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:15:00+00:00;72.0;0.0;0.0;101079.0;101028.0;NaN;24.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:20:00+00:00;72.0;0.0;0.0;101079.0;101028.0;NaN;24.5;145.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:25:00+00:00;70.0;0.0;0.0;101080.0;101029.0;NaN;24.7;35.0;8.1;3.4;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:30:00+00:00;70.0;0.0;0.0;101090.0;101039.0;NaN;24.6;345.0;6.4;2.7;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:35:00+00:00;70.0;0.0;0.0;101096.0;101045.0;NaN;24.4;105.0;4.8;0.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:40:00+00:00;72.0;0.0;0.0;101093.0;101042.0;NaN;24.5;345.0;6.4;2.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:45:00+00:00;72.0;0.0;0.0;101097.0;101046.0;NaN;24.5;345.0;1.6;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:50:00+00:00;73.0;0.0;0.0;101091.0;101040.0;NaN;24.7;55.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 11:55:00+00:00;72.0;0.0;0.0;101084.0;101033.0;NaN;24.6;25.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 12:00:00+00:00;72.0;0.0;0.0;101084.0;101033.0;NaN;24.6;25.0;6.4;1.5;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 12:05:00+00:00;74.0;0.0;0.0;101074.0;101023.0;NaN;24.6;45.0;6.4;3.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 12:10:00+00:00;74.0;0.0;0.0;101073.0;101022.0;NaN;24.3;75.0;4.8;1.3;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 12:15:00+00:00;75.0;0.0;0.0;101069.0;101018.0;NaN;24.1;45.0;9.7;1.9;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-13 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23:40:00+00:00;77.0;0.0;17.8;101365.0;101318.0;NaN;13.3;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-15 23:45:00+00:00;77.0;0.0;17.8;101359.0;101312.0;NaN;13.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-15 23:50:00+00:00;77.0;0.0;17.8;101359.0;101312.0;NaN;13.2;275.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation -vlinder28;2022-09-15 23:55:00+00:00;77.0;0.0;17.8;101369.0;101322.0;NaN;13.0;285.0;0.0;0.0;ok;ok;ok;ok;ok;ok;ok;ok;ok;ok;observation;observation;observation;observation;observation;observation;observation;observation;observation;observation From f55865957a765ffcc4d91bea5819b74a47f9bac6 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:35:17 +0100 Subject: [PATCH 32/37] update version and fixed documentation reference --- pyproject.toml | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index 20b771ba..0bb6de57 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,12 +1,12 @@ [tool.poetry] name = "MetObs-toolkit" -version = "0.1.3a0" +version = "0.1.2beta" description = "A Meteorological observations toolkit for scientists" authors = ["Thomas Vergauwen "] maintainers = ["Thomas Vergauwen "] license = "LICENSE" readme = "README.md" -documentation = "https://python-poetry.org/docs/" +documentation = "https://vergauwenthomas.github.io/MetObs_toolkit/" packages = [{include = "metobs_toolkit"}] keywords = ["meteorology", "observations", "urban climate"] From 014795c8843b4eb551546ab0c66b73a9a87531a6 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:36:31 +0100 Subject: [PATCH 33/37] update version to beta 1.2 --- metobs_toolkit/__init__.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/metobs_toolkit/__init__.py b/metobs_toolkit/__init__.py index 689fbc99..484e20f7 100644 --- a/metobs_toolkit/__init__.py +++ b/metobs_toolkit/__init__.py @@ -84,5 +84,5 @@ # ============================================================================= # DO not change this manually! -__version__ = "0.1.2" +__version__ = "0.1.2beta" From 17a5d9195235b459dc9e41a8688b57add7cd3c5f Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:37:16 +0100 Subject: [PATCH 34/37] avoid using the requirements file, now directly using poetry in documentation group --- .github/workflows/build_and_deploy_doc.yml | 10 +++------- .github/workflows/build_and_deploy_doc_dev.yml | 10 +++------- 2 files changed, 6 insertions(+), 14 deletions(-) diff --git a/.github/workflows/build_and_deploy_doc.yml b/.github/workflows/build_and_deploy_doc.yml index 9dc230fc..d2595ebe 100644 --- a/.github/workflows/build_and_deploy_doc.yml +++ b/.github/workflows/build_and_deploy_doc.yml @@ -1,4 +1,4 @@ -name: Build and deploy documentation +name: Build and deploy documentation (master) on: push: branches: @@ -13,15 +13,11 @@ jobs: - uses: actions/setup-python@v3 - name: Install dependencies run: | - pip install sphinx==6.2.1 sphinx_rtd_theme sphinx-copybutton myst_parser pip install poetry - - name: poetry create requirements + - name: poetry create doc environment run: | poetry update - poetry export -f requirements.txt --output requirements.txt - - name: install package using pip - run: | - pip install -r requirements.txt + poetry install --with documentation,dev,titan - name: Sphinx build run: | sphinx-build -a -E docs _build diff --git a/.github/workflows/build_and_deploy_doc_dev.yml b/.github/workflows/build_and_deploy_doc_dev.yml index fb9163ae..efcc8f55 100644 --- a/.github/workflows/build_and_deploy_doc_dev.yml +++ b/.github/workflows/build_and_deploy_doc_dev.yml @@ -1,4 +1,4 @@ -name: Build and deploy documentation +name: Build and deploy documentation (dev) on: push: branches: @@ -13,15 +13,11 @@ jobs: - uses: actions/setup-python@v3 - name: Install dependencies run: | - pip install sphinx==6.2.1 sphinx_rtd_theme sphinx-copybutton myst_parser pip install poetry - - name: poetry create requirements + - name: poetry create doc environment run: | poetry update - poetry export -f requirements.txt --output requirements.txt - - name: install package using pip - run: | - pip install -r requirements.txt + poetry install --with documentation,dev,titan - name: Sphinx build run: | sphinx-build -a -E docs _build From 1125d94496c27057446d18d351abef29da6ecc1e Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:38:53 +0100 Subject: [PATCH 35/37] gee map is always returned see codereview --- metobs_toolkit/dataset.py | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/metobs_toolkit/dataset.py b/metobs_toolkit/dataset.py index 91ecbbf8..68d02570 100644 --- a/metobs_toolkit/dataset.py +++ b/metobs_toolkit/dataset.py @@ -3204,8 +3204,7 @@ def make_gee_plot(self, gee_map, show_stations=True, save=False, outputfile=None print(f'Gee Map will be save at {filepath}') logger.info(f'Gee Map will be save at {filepath}') Map.save(filepath) - else: - return Map + return Map def _can_qc_be_applied(dataset, obstype, checkname): From c317726f94ed28cb8fcdcc665c9d57a919db263d Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:39:31 +0100 Subject: [PATCH 36/37] the old examples are removed so no need to scan this folder --- deploiment/build_and_test.sh | 16 ---------------- 1 file changed, 16 deletions(-) diff --git a/deploiment/build_and_test.sh b/deploiment/build_and_test.sh index f94878c6..5e216e59 100755 --- a/deploiment/build_and_test.sh +++ b/deploiment/build_and_test.sh @@ -13,7 +13,6 @@ WORKDIR=$(pwd) DOCDIR=${WORKDIR}/docs DISTDIR=${WORKDIR}/dist TESTDIR=${WORKDIR}/tests -EXAMPLESDIR=${WORKDIR}/examples DOCEXAMPLEDIR=${WORKDIR}/docs/examples @@ -65,22 +64,7 @@ make_test_log () { -#Run examples -echo 'Running regular examples' -cd ${EXAMPLESDIR} -filenames=`ls ./*.py` -for t in $filenames; do - example_file=${EXAMPLESDIR}/${t} - logfile="$(make_test_log ${t})" - echo Running ${t} as a test - poetry run python ${example_file} >> ${logfile} 2>&1 - if [ $? -eq 0 ]; then - echo "succeeded !!" - else - echo "FAIL!!" - fi -done #Run examples included in the documentation echo 'Running the documentation examples as test' From 871c11a1dd0f4491a117ebbc466b82d02cb6acf8 Mon Sep 17 00:00:00 2001 From: Thomas Vergauwen Date: Thu, 9 Nov 2023 15:40:16 +0100 Subject: [PATCH 37/37] remove ipy checkpoints --- .../doc_example-checkpoint.ipynb | 174 ------------------ 1 file changed, 174 deletions(-) delete mode 100644 examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb diff --git a/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb b/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb deleted file mode 100644 index b1bbce1c..00000000 --- a/examples/.ipynb_checkpoints/doc_example-checkpoint.ipynb +++ /dev/null @@ -1,174 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "d87ff982-1540-4794-830f-146992df5aa4", - "metadata": {}, - "source": [ - "This is an introduction to get started with the MetObs toolkit. Once the MetObs toolkit package is installed,\n", - "you can import its functionality by:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "b54b0b5d-59f4-400c-a4a8-ff07fe809ff6", - "metadata": {}, - "outputs": [], - "source": [ - "import metobs_toolkit" - ] - }, - { - "cell_type": "markdown", - "id": "55faab4a-537b-4028-9adf-890746c4b8c0", - "metadata": {}, - "source": [ - "# Dataset\n", - "\n", - "A dataset is a collection of all observational data. Most of the methods are\n", - "applied directly on a dataset. Start by creating an empty dataset object:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "ffbfd64f-8724-48bb-b8c5-af1c45ad6a66", - "metadata": {}, - "outputs": [], - "source": [ - "your_dataset = metobs_toolkit.Dataset()" - ] - }, - { - "cell_type": "markdown", - "id": "d088aba9-2a00-4030-8395-01792094c737", - "metadata": {}, - "source": [ - "The most relevant attributes of a Dataset are:\n", - " * .df --> a pandas DataFrame where all the observation data is stored\n", - " * .metadf --> a pandas DataFrame where all the metadata for each station is stored\n", - " * .settings --> a Settings object to store all specific settings.\n", - " * .missing_obs and .gaps --> here the missing records and gaps are stored if present.\n", - "\n", - "Note that each Dataset will be equipped with the default settings.\n", - "\n", - "\n", - "We created a dataset and stored in under the variable 'your_dataset'.\n", - "The show function prints out an overview of data in the dataset:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "4296efe0-7a6a-413c-a4c0-7d79b30d0ab2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " -------- General --------- \n", - "\n", - "Empty instance of a Dataset.\n", - "\n", - " -------- Settings --------- \n", - "\n", - "(to show all settings use the .show_settings() method, or set show_all_settings = True)\n", - "\n", - " -------- Outliers --------- \n", - "\n", - "No outliers.\n", - "\n", - " -------- Meta data --------- \n", - "\n", - "No metadata is found.\n" - ] - } - ], - "source": [ - "your_dataset.show() # or .get_info()" - ] - }, - { - "cell_type": "markdown", - "id": "34273a79-477d-4c04-ba59-65a677adfe25", - "metadata": {}, - "source": [ - "TIP: to get an extensive overview of an object, call the .show() method on it." - ] - }, - { - "cell_type": "markdown", - "id": "60edb538-7a11-4745-9514-94f9d577cd9c", - "metadata": {}, - "source": [ - "\n", - "# Importing data\n", - "\n", - "\n", - "To import your data into a Dataframe, the following files are required:\n", - "\n", - " * data file: This is the csv file containing the observations\n", - " * (optional) metadata file: The csv file containing metadata for each station.\n", - " * template file: This is a csv file that is used to interpret your data file, and metadata file if present.\n", - "\n", - "In practice you need to start by creating a template file for your data. More\n", - "information on the creation of the template can be found in documentation\n", - "(under \"Mapping to the toolkit\").\n", - "\n", - "TIP: Use the template assistant of the toolkit for creating a template file by uncommenting and running the following cell.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "a34d31e9-6d3f-46a9-973e-f5a41b38e2e4", - "metadata": {}, - "outputs": [], - "source": [ - "# metobs_toolkit.build_template_prompt()" - ] - }, - { - "cell_type": "markdown", - "id": "65c6e54f-3073-4d77-8f7d-eda0465748a5", - "metadata": {}, - "source": [ - "To import data, you must specify the paths to your data, metadata and template are.\n", - "For this example we use the demo data, metadata and template that comes with\n", - "the toolkit." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "bbcbe25e-855e-46b5-ba80-e90a655ef719", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.18" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -}