diff --git a/notebooks/api-client.ipynb b/notebooks/api-client.ipynb
deleted file mode 100644
index 1f05be1..0000000
--- a/notebooks/api-client.ipynb
+++ /dev/null
@@ -1,2848 +0,0 @@
-{
- "cells": [
- {
- "cell_type": "markdown",
- "id": "steady-softball",
- "metadata": {},
- "source": [
- "# PDS federated API demo\n",
- "\n",
- "Very simple request without a clear goal"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "id": "artificial-planet",
- "metadata": {},
- "outputs": [],
- "source": [
- "from __future__ import print_function\n",
- "import pds.api_client as pds_api\n",
- "from pprint import pprint"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "id": "spread-artist",
- "metadata": {},
- "outputs": [],
- "source": [
- "configuration = pds_api.Configuration()\n",
- "\n",
- "# demo server\n",
- "configuration.host = 'https://pds-gamma.jpl.nasa.gov/api/'\n",
- "\n",
- "# dev server\n",
- "# configuration.host = \"http://localhost:8080/\"\n",
- "\n",
- "api_client = pds_api.ApiClient(configuration)\n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "indirect-toolbox",
- "metadata": {},
- "source": [
- "## Create an instance of the API class"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "id": "demanding-administrator",
- "metadata": {},
- "outputs": [],
- "source": [
- "bundles = pds_api.BundlesApi(api_client)\n",
- "\n",
- "bundles_response = bundles.get_bundles(q='lidvid eq \"urn:nasa:pds:insight_documents::2.0\"', fields=[\"lidvid\"])\n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "moderate-illinois",
- "metadata": {},
- "source": [
- "test doc"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 10,
- "id": "embedded-termination",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "{'summary': {'q': 'lidvid eq \"urn:nasa:pds:insight_documents::2.0\"',\n",
- " 'start': 0,\n",
- " 'limit': 100,\n",
- " 'sort': [],\n",
- " 'properties': ['lidvid']},\n",
- " 'data': [{'id': 'urn:nasa:pds:insight_documents::2.0',\n",
- " 'type': 'Product_Bundle',\n",
- " 'title': 'Mars InSight Lander Document Archive',\n",
- " 'description': None,\n",
- " 'start_date_time': None,\n",
- " 'stop_date_time': None,\n",
- " 'investigations': [{'title': None,\n",
- " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
- " 'type': None,\n",
- " 'description': None}],\n",
- " 'observing_system_components': [{'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:apss-ifg.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:apss-ifg.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:apss-ps.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:apss-ps.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:apss-twins.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:apss-twins.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:hp3.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:hp3.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:icc.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:icc.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:ida.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:ida.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:idc.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:idc.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:radiometer.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:rise.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:rise.insight',\n",
- " 'type': None,\n",
- " 'description': None},\n",
- " {'title': None,\n",
- " 'id': 'urn:nasa:pds:context:instrument:seis.insight',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:seis.insight',\n",
- " 'type': None,\n",
- " 'description': None}],\n",
- " 'targets': [{'title': None,\n",
- " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
- " 'type': None,\n",
- " 'description': None}],\n",
- " 'metadata': {'creation_date_time': None,\n",
- " 'update_date_time': None,\n",
- " 'version': '2.0',\n",
- " 'label_url': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/urn-nasa-pds-insight_documents/bundle_insight_documents.xml'},\n",
- " 'properties': {'lidvid': 'urn:nasa:pds:insight_documents::2.0'}}]}"
- ]
- },
- "execution_count": 10,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "bundles_response.to_dict()"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "id": "moving-incident",
- "metadata": {
- "jupyter": {
- "source_hidden": true
- },
- "tags": []
- },
- "outputs": [],
- "source": [
- "configuration = Configuration()\n",
- "# dev\n",
- "#configuration.host = 'http://localhost:8080/'\n",
- "# gamma\n",
- "configuration.host = 'https://pds-gamma.jpl.nasa.gov/api/'\n",
- "api_instance = pds_api_client.CollectionsApi(pds_api_client.ApiClient(configuration))\n",
- "\n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "liquid-patio",
- "metadata": {},
- "source": [
- "## Request the API"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "id": "split-error",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "{'data': [{'description': None,\n",
- " 'id': 'urn:nasa:pds:insight_documents:document_hp3rad::8.0',\n",
- " 'investigations': None,\n",
- " 'metadata': {'creation_date_time': '2018-01-19T00:00:00Z',\n",
- " 'label_url': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/urn-nasa-pds-insight_documents/document_hp3rad/collection_document_hp3rad.xml',\n",
- " 'update_date_time': None,\n",
- " 'version': '8.0'},\n",
- " 'observing_system_components': None,\n",
- " 'properties': {'_package_id': '4dd5d54f-0a7f-4eab-a624-c86afcdb45e6',\n",
- " 'lid': 'urn:nasa:pds:insight_documents:document_hp3rad',\n",
- " 'lidvid': 'urn:nasa:pds:insight_documents:document_hp3rad::8.0',\n",
- " 'ops:Data_File_Info.ops:creation_date_time': '2020-12-11T01:28:48Z',\n",
- " 'ops:Data_File_Info.ops:file_name': 'collection_document_hp3rad.csv',\n",
- " 'ops:Data_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/urn-nasa-pds-insight_documents/document_hp3rad/collection_document_hp3rad.csv',\n",
- " 'ops:Data_File_Info.ops:file_size': '136',\n",
- " 'ops:Data_File_Info.ops:md5_checksum': '12296d57b0ad1eccc7058a651b9c9a9d',\n",
- " 'ops:Data_File_Info.ops:mime_type': 'text/plain',\n",
- " 'ops:Label_File_Info.ops:blob': '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',\n",
- " 'ops:Label_File_Info.ops:creation_date_time': '2020-12-11T01:28:22Z',\n",
- " 'ops:Label_File_Info.ops:file_name': 'collection_document_hp3rad.xml',\n",
- " 'ops:Label_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/urn-nasa-pds-insight_documents/document_hp3rad/collection_document_hp3rad.xml',\n",
- " 'ops:Label_File_Info.ops:file_size': '7220',\n",
- " 'ops:Label_File_Info.ops:md5_checksum': 'b05da8b43e34e1ffbbd50f6d70a73649',\n",
- " 'pds:Citation_Information.pds:description': 'InSight '\n",
- " 'HP3 and '\n",
- " 'RAD '\n",
- " 'Document '\n",
- " 'Collection.',\n",
- " 'pds:Citation_Information.pds:publication_year': '2018',\n",
- " 'pds:Collection.pds:collection_type': 'Document',\n",
- " 'pds:Field_Delimited.pds:data_type': ['ASCII_String',\n",
- " 'ASCII_LIDVID_LID'],\n",
- " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
- " 'pds:Field_Delimited.pds:maximum_field_length': ['1',\n",
- " '255'],\n",
- " 'pds:Field_Delimited.pds:name': ['Member Status',\n",
- " 'LIDVID_LID'],\n",
- " 'pds:File.pds:creation_date_time': '2018-01-19T00:00:00Z',\n",
- " 'pds:File.pds:file_name': 'collection_document_hp3rad.csv',\n",
- " 'pds:Identification_Area.pds:information_model_version': '1.10.1.0',\n",
- " 'pds:Identification_Area.pds:logical_identifier': 'urn:nasa:pds:insight_documents:document_hp3rad',\n",
- " 'pds:Identification_Area.pds:product_class': 'Product_Collection',\n",
- " 'pds:Identification_Area.pds:title': 'InSight HP3 '\n",
- " 'and RAD '\n",
- " 'Document '\n",
- " 'Collection',\n",
- " 'pds:Identification_Area.pds:version_id': '8.0',\n",
- " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
- " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
- " 'urn:nasa:pds:context:instrument:hp3.insight',\n",
- " 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
- " 'urn:nasa:pds:context:target:planet.mars'],\n",
- " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
- " 'is_instrument_host',\n",
- " 'is_instrument',\n",
- " 'is_instrument',\n",
- " 'collection_to_target'],\n",
- " 'pds:Inventory.pds:field_delimiter': 'Comma',\n",
- " 'pds:Inventory.pds:offset': '0',\n",
- " 'pds:Inventory.pds:parsing_standard_id': 'PDS DSV 1',\n",
- " 'pds:Inventory.pds:record_delimiter': 'Carriage-Return '\n",
- " 'Line-Feed',\n",
- " 'pds:Inventory.pds:records': '2',\n",
- " 'pds:Inventory.pds:reference_type': 'inventory_has_member_product',\n",
- " 'pds:Investigation_Area.pds:name': 'Insight',\n",
- " 'pds:Investigation_Area.pds:type': 'Mission',\n",
- " 'pds:Modification_Detail.pds:description': ['InSight '\n",
- " 'HP3 and '\n",
- " 'RAD '\n",
- " 'document '\n",
- " 'collection, '\n",
- " 'including '\n",
- " 'the '\n",
- " 'Software '\n",
- " 'Interface '\n",
- " 'Specification '\n",
- " 'and '\n",
- " 'Release '\n",
- " 'Notes.',\n",
- " 'InSight '\n",
- " 'RAD '\n",
- " 'document '\n",
- " 'collection, '\n",
- " 'including '\n",
- " 'the '\n",
- " 'Software '\n",
- " 'Interface '\n",
- " 'Specification '\n",
- " 'and '\n",
- " 'Release '\n",
- " 'Notes.',\n",
- " 'The '\n",
- " 'product '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'was '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '1b.',\n",
- " 'The '\n",
- " 'product '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'was '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '2.',\n",
- " 'The '\n",
- " 'product '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'was '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '3.',\n",
- " 'The '\n",
- " 'product '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'was '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '4.',\n",
- " 'The '\n",
- " 'products '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'and '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:hp3_rad_sis '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'were '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '5.',\n",
- " 'The '\n",
- " 'product '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'was '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '6.',\n",
- " 'The '\n",
- " 'product '\n",
- " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes '\n",
- " 'in this '\n",
- " 'collection '\n",
- " 'was '\n",
- " 'updated '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '7.'],\n",
- " 'pds:Modification_Detail.pds:modification_date': ['2019-01-23T00:00:00Z',\n",
- " '2019-04-22T00:00:00Z',\n",
- " '2019-06-11T00:00:00Z',\n",
- " '2019-09-23T00:00:00Z',\n",
- " '2019-12-11T00:00:00Z',\n",
- " '2020-03-09T00:00:00Z',\n",
- " '2020-06-02T00:00:00Z',\n",
- " '2020-09-09T00:00:00Z',\n",
- " '2020-12-10T00:00:00Z'],\n",
- " 'pds:Modification_Detail.pds:version_id': ['0.9',\n",
- " '1.0',\n",
- " '2.0',\n",
- " '3.0',\n",
- " '4.0',\n",
- " '5.0',\n",
- " '6.0',\n",
- " '7.0',\n",
- " '8.0'],\n",
- " 'pds:Observing_System_Component.pds:name': ['InSight',\n",
- " 'HP3',\n",
- " 'RAD'],\n",
- " 'pds:Observing_System_Component.pds:type': ['Spacecraft',\n",
- " 'Instrument',\n",
- " 'Instrument'],\n",
- " 'pds:Record_Delimited.pds:fields': '2',\n",
- " 'pds:Record_Delimited.pds:groups': '0',\n",
- " 'pds:Target_Identification.pds:name': 'Mars',\n",
- " 'pds:Target_Identification.pds:type': 'Planet',\n",
- " 'product_class': 'Product_Collection',\n",
- " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:hp3.insight',\n",
- " 'urn:nasa:pds:context:instrument:radiometer.insight'],\n",
- " 'ref_lid_instrument_host': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
- " 'ref_lid_investigation': 'urn:nasa:pds:context:investigation:mission.insight',\n",
- " 'ref_lid_target': 'urn:nasa:pds:context:target:planet.mars',\n",
- " 'title': 'InSight HP3 and RAD Document Collection',\n",
- " 'vid': '8.0'},\n",
- " 'start_date_time': None,\n",
- " 'stop_date_time': None,\n",
- " 'targets': None,\n",
- " 'title': 'InSight HP3 and RAD Document Collection',\n",
- " 'type': 'Product_Collection'},\n",
- " {'description': None,\n",
- " 'id': 'urn:nasa:pds:insight_documents:document_ida::6.0',\n",
- " 'investigations': None,\n",
- " 'metadata': {'creation_date_time': '2019-09-23T00:00:00Z',\n",
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- " 'pds:Inventory.pds:parsing_standard_id': 'PDS DSV 1',\n",
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- " 'RADIOMETER',\n",
- " 'INSTRUMENT '\n",
- " 'DEPLOYMENT '\n",
- " 'ARM',\n",
- " 'INSIGHT '\n",
- " 'FLUXGATE '\n",
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- " 'targets': None,\n",
- " 'title': 'InSight Mission Document Collection',\n",
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- " 'pds:Citation_Information.pds:description': 'InSight '\n",
- " 'RISE '\n",
- " 'Document '\n",
- " 'Collection',\n",
- " 'pds:Citation_Information.pds:publication_year': '2018',\n",
- " 'pds:Collection.pds:collection_type': 'Document',\n",
- " 'pds:Field_Delimited.pds:data_type': ['ASCII_String',\n",
- " 'ASCII_LIDVID_LID'],\n",
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- " '255'],\n",
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- " 'pds:File.pds:file_name': 'collection_document_inventory.csv',\n",
- " 'pds:Identification_Area.pds:information_model_version': '1.9.0.0',\n",
- " 'pds:Identification_Area.pds:logical_identifier': 'urn:nasa:pds:insight_documents:document_rise',\n",
- " 'pds:Identification_Area.pds:product_class': 'Product_Collection',\n",
- " 'pds:Identification_Area.pds:title': 'InSight RISE '\n",
- " 'Document '\n",
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- " 'pds:Investigation_Area.pds:name': 'InSight',\n",
- " 'pds:Investigation_Area.pds:type': 'Mission',\n",
- " 'pds:Modification_Detail.pds:description': ['First '\n",
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- " '5.0',\n",
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- " 'stop_date_time': None,\n",
- " 'targets': None,\n",
- " 'title': 'InSight RISE Document Collection',\n",
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- " 'investigations': None,\n",
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- " 'observing_system_components': None,\n",
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- " 'update_date_time': None,\n",
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- " 'observing_system_components': None,\n",
- " 'properties': {'_package_id': '2bc18a9b-b7d6-43b5-a05a-7867068ebe66',\n",
- " 'lid': 'urn:nasa:pds:insight_ida:data_raw_calibrated',\n",
- " 'lidvid': 'urn:nasa:pds:insight_ida:data_raw_calibrated::6.0',\n",
- " 'ops:Data_File_Info.ops:creation_date_time': '2020-12-21T04:37:50Z',\n",
- " 'ops:Data_File_Info.ops:file_name': 'collection_data_raw_calibrated_inventory.csv',\n",
- " 'ops:Data_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/urn-nasa-pds-insight_ida/data_raw_calibrated/collection_data_raw_calibrated_inventory.csv',\n",
- " 'ops:Data_File_Info.ops:file_size': '45100',\n",
- " 'ops:Data_File_Info.ops:md5_checksum': '7af61eac5ff63b1da31de4147db4c03a',\n",
- " 'ops:Data_File_Info.ops:mime_type': 'text/plain',\n",
- " 'ops:Label_File_Info.ops:blob': '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',\n",
- " 'ops:Label_File_Info.ops:creation_date_time': '2020-12-21T15:14:25Z',\n",
- " 'ops:Label_File_Info.ops:file_name': 'collection_data_raw_calibrated.xml',\n",
- " 'ops:Label_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/urn-nasa-pds-insight_ida/data_raw_calibrated/collection_data_raw_calibrated.xml',\n",
- " 'ops:Label_File_Info.ops:file_size': '8621',\n",
- " 'ops:Label_File_Info.ops:md5_checksum': 'c35f6d60a39faeb91b9b26f1da601c8d',\n",
- " 'pds:Citation_Information.pds:author_list': 'Trebi-Ollennu, '\n",
- " 'A.',\n",
- " 'pds:Citation_Information.pds:description': 'The IDA '\n",
- " 'Raw and '\n",
- " 'Calibrated '\n",
- " 'Data '\n",
- " 'Collection '\n",
- " 'contains '\n",
- " 'IDA '\n",
- " 'science '\n",
- " 'and '\n",
- " 'engineering '\n",
- " 'high '\n",
- " 'priority '\n",
- " '(SciHi) '\n",
- " 'and low '\n",
- " 'priority '\n",
- " '(SciLo) '\n",
- " 'raw and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'products.',\n",
- " 'pds:Citation_Information.pds:publication_year': '2019',\n",
- " 'pds:Collection.pds:collection_type': 'Data',\n",
- " 'pds:External_Reference.pds:doi': '10.1007/s11214-018-0520-7',\n",
- " 'pds:External_Reference.pds:reference_text': 'Trebi-Ollennu, '\n",
- " 'A. et '\n",
- " 'al., '\n",
- " '2018, '\n",
- " 'InSight '\n",
- " 'Mars '\n",
- " 'Lander '\n",
- " 'Robotics '\n",
- " 'Instrument '\n",
- " 'Deployment '\n",
- " 'System, '\n",
- " 'Space '\n",
- " 'Science '\n",
- " 'Reviews, '\n",
- " '214:93, '\n",
- " 'doi:10.1007/s11214-018-0520-7.',\n",
- " 'pds:Field_Delimited.pds:data_type': ['ASCII_String',\n",
- " 'ASCII_LIDVID_LID'],\n",
- " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
- " 'pds:Field_Delimited.pds:maximum_field_length': ['1',\n",
- " '255'],\n",
- " 'pds:Field_Delimited.pds:name': ['Member Status',\n",
- " 'LIDVID_LID'],\n",
- " 'pds:File.pds:creation_date_time': '2019-08-06T00:00:00Z',\n",
- " 'pds:File.pds:file_name': 'collection_data_raw_calibrated_inventory.csv',\n",
- " 'pds:Identification_Area.pds:information_model_version': '1.11.1.0',\n",
- " 'pds:Identification_Area.pds:logical_identifier': 'urn:nasa:pds:insight_ida:data_raw_calibrated',\n",
- " 'pds:Identification_Area.pds:product_class': 'Product_Collection',\n",
- " 'pds:Identification_Area.pds:title': 'InSight IDA '\n",
- " 'Raw and '\n",
- " 'Calibrated '\n",
- " 'Data '\n",
- " 'Collection',\n",
- " 'pds:Identification_Area.pds:version_id': '6.0',\n",
- " 'pds:Internal_Reference.pds:comment': 'The '\n",
- " 'ida_release_notes '\n",
- " 'document in '\n",
- " 'the IDA '\n",
- " 'document '\n",
- " 'collection '\n",
- " 'has notes and '\n",
- " 'errata '\n",
- " 'concerning '\n",
- " 'each public '\n",
- " 'release of '\n",
- " 'IDA data by '\n",
- " 'PDS.',\n",
- " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
- " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
- " 'urn:nasa:pds:context:instrument:ida.insight',\n",
- " 'urn:nasa:pds:context:target:planet.mars',\n",
- " 'urn:nasa:pds:insight_ida:document:ida_release_notes'],\n",
- " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
- " 'is_instrument_host',\n",
- " 'is_instrument',\n",
- " 'collection_to_target',\n",
- " 'collection_to_document'],\n",
- " 'pds:Inventory.pds:field_delimiter': 'Comma',\n",
- " 'pds:Inventory.pds:offset': '0',\n",
- " 'pds:Inventory.pds:parsing_standard_id': 'PDS DSV 1',\n",
- " 'pds:Inventory.pds:record_delimiter': 'Carriage-Return '\n",
- " 'Line-Feed',\n",
- " 'pds:Inventory.pds:records': '451',\n",
- " 'pds:Inventory.pds:reference_type': 'inventory_has_member_product',\n",
- " 'pds:Investigation_Area.pds:name': 'Insight',\n",
- " 'pds:Investigation_Area.pds:type': 'Mission',\n",
- " 'pds:Modification_Detail.pds:description': ['This '\n",
- " 'collection '\n",
- " 'contains '\n",
- " 'IDA raw '\n",
- " 'and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '2. It '\n",
- " 'is the '\n",
- " 'first '\n",
- " 'release '\n",
- " 'of IDA '\n",
- " 'data. '\n",
- " 'See '\n",
- " 'Release '\n",
- " 'Notes '\n",
- " 'document '\n",
- " 'in the '\n",
- " 'Reference '\n",
- " 'List '\n",
- " 'for '\n",
- " 'details.',\n",
- " 'This '\n",
- " 'collection '\n",
- " 'contains '\n",
- " 'IDA raw '\n",
- " 'and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '3. It '\n",
- " 'is the '\n",
- " 'second '\n",
- " 'release '\n",
- " 'of IDA '\n",
- " 'data. '\n",
- " 'See '\n",
- " 'Release '\n",
- " 'Notes '\n",
- " 'document '\n",
- " 'in the '\n",
- " 'Reference '\n",
- " 'List '\n",
- " 'for '\n",
- " 'details.',\n",
- " 'This '\n",
- " 'collection '\n",
- " 'contains '\n",
- " 'IDA raw '\n",
- " 'and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '4. It '\n",
- " 'is the '\n",
- " 'third '\n",
- " 'release '\n",
- " 'of IDA '\n",
- " 'data. '\n",
- " 'See '\n",
- " 'Release '\n",
- " 'Notes '\n",
- " 'document '\n",
- " 'in the '\n",
- " 'Reference '\n",
- " 'List '\n",
- " 'for '\n",
- " 'details.',\n",
- " 'This '\n",
- " 'collection '\n",
- " 'contains '\n",
- " 'IDA raw '\n",
- " 'and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '5. It '\n",
- " 'is the '\n",
- " 'fourth '\n",
- " 'release '\n",
- " 'of IDA '\n",
- " 'data. '\n",
- " 'See '\n",
- " 'Release '\n",
- " 'Notes '\n",
- " 'document '\n",
- " 'in the '\n",
- " 'Reference '\n",
- " 'List '\n",
- " 'for '\n",
- " 'details.',\n",
- " 'This '\n",
- " 'collection '\n",
- " 'contains '\n",
- " 'IDA raw '\n",
- " 'and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '6. It '\n",
- " 'is the '\n",
- " 'fifth '\n",
- " 'release '\n",
- " 'of IDA '\n",
- " 'data. '\n",
- " 'See '\n",
- " 'Release '\n",
- " 'Notes '\n",
- " 'document '\n",
- " 'in the '\n",
- " 'Reference '\n",
- " 'List '\n",
- " 'for '\n",
- " 'details.',\n",
- " 'This '\n",
- " 'collection '\n",
- " 'contains '\n",
- " 'IDA raw '\n",
- " 'and '\n",
- " 'calibrated '\n",
- " 'data '\n",
- " 'for '\n",
- " 'InSight '\n",
- " 'Release '\n",
- " '7. It '\n",
- " 'is the '\n",
- " 'sixth '\n",
- " 'release '\n",
- " 'of IDA '\n",
- " 'data. '\n",
- " 'See '\n",
- " 'Release '\n",
- " 'Notes '\n",
- " 'document '\n",
- " 'in the '\n",
- " 'Reference '\n",
- " 'List '\n",
- " 'for '\n",
- " 'details.'],\n",
- " 'pds:Modification_Detail.pds:modification_date': ['2019-09-23T00:00:00Z',\n",
- " '2019-12-16T00:00:00Z',\n",
- " '2020-03-10T00:00:00Z',\n",
- " '2020-04-10T00:00:00Z',\n",
- " '2020-09-10T00:00:00Z',\n",
- " '2020-12-10T00:00:00Z'],\n",
- " 'pds:Modification_Detail.pds:version_id': ['1.0',\n",
- " '2.0',\n",
- " '3.0',\n",
- " '4.0',\n",
- " '5.0',\n",
- " '6.0'],\n",
- " 'pds:Observing_System.pds:name': 'Insight',\n",
- " 'pds:Observing_System_Component.pds:name': ['Insight',\n",
- " 'IDA'],\n",
- " 'pds:Observing_System_Component.pds:type': ['Spacecraft',\n",
- " 'Instrument'],\n",
- " 'pds:Primary_Result_Summary.pds:processing_level': ['Raw',\n",
- " 'Calibrated'],\n",
- " 'pds:Primary_Result_Summary.pds:purpose': 'Science',\n",
- " 'pds:Record_Delimited.pds:fields': '2',\n",
- " 'pds:Record_Delimited.pds:groups': '0',\n",
- " 'pds:Target_Identification.pds:name': 'Mars',\n",
- " 'pds:Target_Identification.pds:type': 'Planet',\n",
- " 'pds:Time_Coordinates.pds:start_date_time': '2018-12-09T08:00:47.762Z',\n",
- " 'pds:Time_Coordinates.pds:stop_date_time': '2018-12-09T08:00:48.185Z',\n",
- " 'product_class': 'Product_Collection',\n",
- " 'ref_lid_document': 'urn:nasa:pds:insight_ida:document:ida_release_notes',\n",
- " 'ref_lid_instrument': 'urn:nasa:pds:context:instrument:ida.insight',\n",
- " 'ref_lid_instrument_host': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
- " 'ref_lid_investigation': 'urn:nasa:pds:context:investigation:mission.insight',\n",
- " 'ref_lid_target': 'urn:nasa:pds:context:target:planet.mars',\n",
- " 'title': 'InSight IDA Raw and Calibrated Data '\n",
- " 'Collection',\n",
- " 'vid': '6.0'},\n",
- " 'start_date_time': '2018-12-09T08:00:47.762Z',\n",
- " 'stop_date_time': '2018-12-09T08:00:48.185Z',\n",
- " 'targets': None,\n",
- " 'title': 'InSight IDA Raw and Calibrated Data Collection',\n",
- " 'type': 'Product_Collection'}],\n",
- " 'summary': {'limit': 20,\n",
- " 'properties': ['pds:Inventory.pds:offset',\n",
- " 'pds:Modification_Detail.pds:description',\n",
- " 'lid',\n",
- " 'pds:Modification_Detail.pds:modification_date',\n",
- " 'pds:Inventory.pds:field_delimiter',\n",
- " 'ref_lid_instrument',\n",
- " 'ops:Label_File_Info.ops:md5_checksum',\n",
- " 'pds:File.pds:file_name',\n",
- " 'vid',\n",
- " 'product_class',\n",
- " 'pds:External_Reference.pds:reference_text',\n",
- " 'pds:Time_Coordinates.pds:stop_date_time',\n",
- " 'pds:Primary_Result_Summary.pds:processing_level',\n",
- " 'pds:Observing_System_Component.pds:type',\n",
- " 'ops:Label_File_Info.ops:file_ref',\n",
- " 'ops:Data_File_Info.ops:mime_type',\n",
- " 'pds:Field_Delimited.pds:data_type',\n",
- " 'pds:Record_Delimited.pds:groups',\n",
- " 'pds:Target_Identification.pds:name',\n",
- " 'ops:Data_File_Info.ops:md5_checksum',\n",
- " 'pds:Identification_Area.pds:title',\n",
- " 'pds:Inventory.pds:parsing_standard_id',\n",
- " 'pds:Observing_System_Component.pds:name',\n",
- " 'pds:Investigation_Area.pds:name',\n",
- " 'ref_lid_facility',\n",
- " 'ops:Label_File_Info.ops:creation_date_time',\n",
- " 'pds:Inventory.pds:records',\n",
- " 'pds:Identification_Area.pds:product_class',\n",
- " 'pds:Citation_Information.pds:author_list',\n",
- " 'ref_lid_instrument_host',\n",
- " 'pds:Citation_Information.pds:publication_year',\n",
- " 'pds:Internal_Reference.pds:comment',\n",
- " 'pds:Record_Delimited.pds:fields',\n",
- " 'ref_lid_document',\n",
- " 'title',\n",
- " 'pds:Collection.pds:collection_type',\n",
- " 'ops:Data_File_Info.ops:file_ref',\n",
- " '_package_id',\n",
- " 'pds:Field_Delimited.pds:name',\n",
- " 'pds:File.pds:creation_date_time',\n",
- " 'pds:Field_Delimited.pds:maximum_field_length',\n",
- " 'ops:Data_File_Info.ops:creation_date_time',\n",
- " 'pds:Identification_Area.pds:version_id',\n",
- " 'pds:Citation_Information.pds:description',\n",
- " 'pds:Internal_Reference.pds:reference_type',\n",
- " 'pds:Primary_Result_Summary.pds:purpose',\n",
- " 'pds:Identification_Area.pds:information_model_version',\n",
- " 'pds:Internal_Reference.pds:lid_reference',\n",
- " 'pds:Science_Facets.pds:domain',\n",
- " 'pds:Field_Delimited.pds:field_number',\n",
- " 'pds:Identification_Area.pds:logical_identifier',\n",
- " 'pds:Time_Coordinates.pds:start_date_time',\n",
- " 'ops:Data_File_Info.ops:file_size',\n",
- " 'pds:Observing_System.pds:name',\n",
- " 'pds:External_Reference.pds:doi',\n",
- " 'ref_lid_investigation',\n",
- " 'lidvid',\n",
- " 'pds:Modification_Detail.pds:version_id',\n",
- " 'ops:Label_File_Info.ops:blob',\n",
- " 'ops:Label_File_Info.ops:file_size',\n",
- " 'pds:Inventory.pds:record_delimiter',\n",
- " 'ops:Data_File_Info.ops:file_name',\n",
- " 'pds:Inventory.pds:reference_type',\n",
- " 'ops:Label_File_Info.ops:file_name',\n",
- " 'pds:Target_Identification.pds:type',\n",
- " 'ref_lid_target',\n",
- " 'pds:Science_Facets.pds:discipline_name',\n",
- " 'pds:Investigation_Area.pds:type'],\n",
- " 'q': '',\n",
- " 'sort': [],\n",
- " 'start': 0}}\n"
- ]
- }
- ],
- "source": [
- "try:\n",
- " # capabilities api entry point, list the resources provided by the current API end-point.\n",
- " api_response = api_instance.get_collection(q=\"\", start=0, limit=20)\n",
- " pprint(api_response)\n",
- "except ApiException as e:\n",
- " print(\"Exception when calling CollectionsApi->get_collection: %s\\n\" % e)\n"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "interim-evidence",
- "metadata": {},
- "outputs": [],
- "source": []
- }
- ],
- "metadata": {
- "kernelspec": {
- "display_name": "Python 3",
- "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": "3.7.7"
- }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/notebooks/draft/api-client.ipynb b/notebooks/draft/api-client.ipynb
new file mode 100644
index 0000000..b3a5c69
--- /dev/null
+++ b/notebooks/draft/api-client.ipynb
@@ -0,0 +1,2875 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "steady-softball",
+ "metadata": {},
+ "source": [
+ "# PDS federated API demo\n",
+ "\n",
+ "Demonstrates the API to use the PDS federated search capability."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e1acb49e-7c49-4b22-ac73-a913d1c65609",
+ "metadata": {},
+ "source": [
+ "## Import the PDS API client module"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "artificial-planet",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from __future__ import print_function\n",
+ "import pds.api_client as pds_api\n",
+ "from pprint import pprint"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "a227d858-36d1-43d8-b304-2939ee710ddf",
+ "metadata": {},
+ "source": [
+ "## Set the search API server and instantiate the API client"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "spread-artist",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "https://pds.nasa.gov/api/search/1/\n"
+ ]
+ }
+ ],
+ "source": [
+ "configuration = pds_api.Configuration()\n",
+ "\n",
+ "# demo server\n",
+ "configuration.host = 'https://pds.nasa.gov/api/search/1/'\n",
+ "\n",
+ "# dev server\n",
+ "# configuration.host = \"http://localhost:8080/\"\n",
+ "\n",
+ "api_client = pds_api.ApiClient(configuration)\n",
+ "print(configuration.host)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "indirect-toolbox",
+ "metadata": {},
+ "source": [
+ "## Demonstrate the bundle search API"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "demanding-administrator",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "{'summary': {'q': 'lidvid eq \"urn:nasa:pds:insight_documents::2.0\"',\n",
+ " 'start': 0,\n",
+ " 'limit': 100,\n",
+ " 'sort': [],\n",
+ " 'properties': ['lidvid',\n",
+ " 'ops:Label_File_Info/ops:file_ref',\n",
+ " 'ops:Tracking_Meta/ops:archive_status',\n",
+ " 'pds:File/pds:creation_date_time',\n",
+ " 'pds:Modification_Detail/pds:modification_date',\n",
+ " 'pds:Time_Coordinates/pds:start_date_time',\n",
+ " 'pds:Time_Coordinates/pds:stop_date_time',\n",
+ " 'product_class',\n",
+ " 'ref_lid_instrument',\n",
+ " 'ref_lid_instrument_host',\n",
+ " 'ref_lid_investigation',\n",
+ " 'ref_lid_target',\n",
+ " 'title',\n",
+ " 'vid']},\n",
+ " 'data': [{'id': 'urn:nasa:pds:insight_documents::2.0',\n",
+ " 'type': 'Product_Bundle',\n",
+ " 'title': 'Mars InSight Lander Document Archive',\n",
+ " 'description': None,\n",
+ " 'start_date_time': None,\n",
+ " 'stop_date_time': None,\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:apss-ifg.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:apss-ifg.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:apss-ps.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:apss-ps.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:apss-twins.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:apss-twins.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:hp3.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:hp3.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:icc.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:icc.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:ida.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:ida.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:idc.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:idc.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:rise.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:rise.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': None,\n",
+ " 'update_date_time': '2019-05-22T00:00:00Z',\n",
+ " 'version': '2.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/bundle_insight_documents.xml'},\n",
+ " 'properties': {'vid': ['2.0'],\n",
+ " 'product_class': ['Product_Bundle'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2019-05-22T00:00:00Z',\n",
+ " '2019-05-31T00:00:00Z',\n",
+ " '2019-09-12T00:00:00Z'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_documents::2.0'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'title': ['Mars InSight Lander Document Archive'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/bundle_insight_documents.xml'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:apss-ifg.insight',\n",
+ " 'urn:nasa:pds:context:instrument:apss-ps.insight',\n",
+ " 'urn:nasa:pds:context:instrument:apss-twins.insight',\n",
+ " 'urn:nasa:pds:context:instrument:hp3.insight',\n",
+ " 'urn:nasa:pds:context:instrument:icc.insight',\n",
+ " 'urn:nasa:pds:context:instrument:ida.insight',\n",
+ " 'urn:nasa:pds:context:instrument:idc.insight',\n",
+ " 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'urn:nasa:pds:context:instrument:rise.insight',\n",
+ " 'urn:nasa:pds:context:instrument:seis.insight']}}]}"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "bundles = pds_api.BundlesApi(api_client)\n",
+ "bundles_response = bundles.get_bundles(q='lidvid eq \"urn:nasa:pds:insight_documents::2.0\"', fields=[\"lidvid\"])\n",
+ "bundles_response.to_dict()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "liquid-patio",
+ "metadata": {},
+ "source": [
+ "## Demonstrate the collection search API"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "split-error",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "{'summary': {'q': '',\n",
+ " 'start': 0,\n",
+ " 'limit': 20,\n",
+ " 'sort': [],\n",
+ " 'properties': ['_package_id',\n",
+ " 'alternate_ids',\n",
+ " 'description',\n",
+ " 'lid',\n",
+ " 'lidvid',\n",
+ " 'ops:Data_File_Info.ops:creation_date_time',\n",
+ " 'ops:Data_File_Info.ops:file_name',\n",
+ " 'ops:Data_File_Info.ops:file_ref',\n",
+ " 'ops:Data_File_Info.ops:file_size',\n",
+ " 'ops:Data_File_Info.ops:md5_checksum',\n",
+ " 'ops:Data_File_Info.ops:mime_type',\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time',\n",
+ " 'ops:Harvest_Info.ops:node_name',\n",
+ " 'ops:Label_File_Info.ops:creation_date_time',\n",
+ " 'ops:Label_File_Info.ops:file_name',\n",
+ " 'ops:Label_File_Info.ops:file_ref',\n",
+ " 'ops:Label_File_Info.ops:file_size',\n",
+ " 'ops:Label_File_Info.ops:md5_checksum',\n",
+ " 'ops:Tracking_Meta.ops:archive_status',\n",
+ " 'pds:Citation_Information.pds:author_list',\n",
+ " 'pds:Citation_Information.pds:description',\n",
+ " 'pds:Citation_Information.pds:doi',\n",
+ " 'pds:Citation_Information.pds:editor_list',\n",
+ " 'pds:Citation_Information.pds:keyword',\n",
+ " 'pds:Citation_Information.pds:publication_year',\n",
+ " 'pds:Collection.pds:collection_type',\n",
+ " 'pds:Context_Area.pds:comment',\n",
+ " 'pds:External_Reference.pds:description',\n",
+ " 'pds:External_Reference.pds:doi',\n",
+ " 'pds:External_Reference.pds:reference_text',\n",
+ " 'pds:Field_Delimited.pds:data_type',\n",
+ " 'pds:Field_Delimited.pds:description',\n",
+ " 'pds:Field_Delimited.pds:field_format',\n",
+ " 'pds:Field_Delimited.pds:field_number',\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length',\n",
+ " 'pds:Field_Delimited.pds:name',\n",
+ " 'pds:File.pds:creation_date_time',\n",
+ " 'pds:File.pds:file_name',\n",
+ " 'pds:File.pds:local_identifier',\n",
+ " 'pds:Identification_Area.pds:information_model_version',\n",
+ " 'pds:Identification_Area.pds:logical_identifier',\n",
+ " 'pds:Identification_Area.pds:product_class',\n",
+ " 'pds:Identification_Area.pds:title',\n",
+ " 'pds:Identification_Area.pds:version_id',\n",
+ " 'pds:Internal_Reference.pds:comment',\n",
+ " 'pds:Internal_Reference.pds:lid_reference',\n",
+ " 'pds:Internal_Reference.pds:reference_type',\n",
+ " 'pds:Inventory.pds:field_delimiter',\n",
+ " 'pds:Inventory.pds:local_identifier',\n",
+ " 'pds:Inventory.pds:offset',\n",
+ " 'pds:Inventory.pds:parsing_standard_id',\n",
+ " 'pds:Inventory.pds:record_delimiter',\n",
+ " 'pds:Inventory.pds:records',\n",
+ " 'pds:Inventory.pds:reference_type',\n",
+ " 'pds:Investigation_Area.pds:name',\n",
+ " 'pds:Investigation_Area.pds:type',\n",
+ " 'pds:Modification_Detail.pds:description',\n",
+ " 'pds:Modification_Detail.pds:modification_date',\n",
+ " 'pds:Modification_Detail.pds:version_id',\n",
+ " 'pds:Observing_System.pds:name',\n",
+ " 'pds:Observing_System_Component.pds:description',\n",
+ " 'pds:Observing_System_Component.pds:name',\n",
+ " 'pds:Observing_System_Component.pds:type',\n",
+ " 'pds:Primary_Result_Summary.pds:description',\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level',\n",
+ " 'pds:Primary_Result_Summary.pds:purpose',\n",
+ " 'pds:Record_Delimited.pds:fields',\n",
+ " 'pds:Record_Delimited.pds:groups',\n",
+ " 'pds:Record_Delimited.pds:maximum_record_length',\n",
+ " 'pds:Science_Facets.pds:discipline_name',\n",
+ " 'pds:Science_Facets.pds:domain',\n",
+ " 'pds:Science_Facets.pds:wavelength_range',\n",
+ " 'pds:Target_Identification.pds:name',\n",
+ " 'pds:Target_Identification.pds:type',\n",
+ " 'pds:Time_Coordinates.pds:start_date_time',\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time',\n",
+ " 'product_class',\n",
+ " 'ref_lid_associate',\n",
+ " 'ref_lid_document',\n",
+ " 'ref_lid_facility',\n",
+ " 'ref_lid_instrument',\n",
+ " 'ref_lid_instrument_host',\n",
+ " 'ref_lid_investigation',\n",
+ " 'ref_lid_node',\n",
+ " 'ref_lid_target',\n",
+ " 'ref_lid_telescope',\n",
+ " 'title',\n",
+ " 'vid']},\n",
+ " 'data': [{'id': 'urn:nasa:pds:mars2020_pixl:data_imaging::4.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Collection of data products: PDS4 Mars 2020 Perseverance Rover PIXL MCC Data',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2020-07-31T00:00:00Z',\n",
+ " 'stop_date_time': '3000-01-01T00:00:00.000Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.mars2020',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.mars2020',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.mars2020',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.mars2020',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:mars2020.pixl',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:mars2020.pixl',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': None,\n",
+ " 'update_date_time': '2022-07-22T00:00:00Z',\n",
+ " 'version': '4.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/m2020/urn-nasa-pds-mars2020_pixl/data_imaging/collection_data_imaging.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Updated for release 4',\n",
+ " 'Updated for release 3',\n",
+ " 'Updated with entries for missing products from release 1',\n",
+ " 'Updated for release 2',\n",
+ " 'Initial version'],\n",
+ " 'lid': ['urn:nasa:pds:mars2020_pixl:data_imaging'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2022-07-22T00:00:00Z',\n",
+ " '2022-03-22T00:00:00Z',\n",
+ " '2021-12-10T00:00:00Z',\n",
+ " '2021-11-22T00:00:00Z',\n",
+ " '2021-08-20T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:mars2020.pixl'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['0e4272aab46956ebc75e696645a9a4d7'],\n",
+ " 'pds:File.pds:file_name': ['collection_data_imaging_inventory.csv'],\n",
+ " 'vid': ['4.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['3000-01-01T00:00:00.000Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Raw'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Host', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/m2020/urn-nasa-pds-mars2020_pixl/data_imaging/collection_data_imaging.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-01T22:30:14.054640500Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:mars2020_pixl:data_imaging::4.0',\n",
+ " 'urn:nasa:pds:mars2020_pixl:data_imaging'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['3297b296f9f5c0bea149743c07c7c35e'],\n",
+ " 'pds:Identification_Area.pds:title': ['Collection of data products: PDS4 Mars 2020 Perseverance Rover PIXL MCC Data'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Mars 2020 Perseverance Rover',\n",
+ " 'Mars 2020 Pixl Micro-context Camera'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Mars 2020 Perseverance Rover Mission'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2021-08-20T15:09:41Z'],\n",
+ " 'pds:Inventory.pds:records': ['3580'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['R. Deen, S. Algermissen, H. Abarca, G. Hollins, M.K. Crombie, N. Toole, S. Levoe'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.mars2020'],\n",
+ " 'description': ['The data_imaging collection in the mars2020_pixl bundle is a collection of PIXL MCC (Micro Context Camera) image data products. The data products in this collection are all secondary members of the collection. They are primary members of the data_mcc_imgops collection in the mars2020_imgops bundle.',\n",
+ " 'Updated for release 4',\n",
+ " 'Updated for release 3',\n",
+ " 'Updated with entries for missing products from release 1',\n",
+ " 'Updated for release 2',\n",
+ " 'Initial version',\n",
+ " 'This columns specifies the Member Status of the files that comprise the collection.',\n",
+ " 'This columns specifies the LID or LIDVID of the files that comprise the collection.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2020-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Collection of data products: PDS4 Mars 2020 Perseverance Rover PIXL MCC Data'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/m2020/urn-nasa-pds-mars2020_pixl/data_imaging/collection_data_imaging_inventory.csv'],\n",
+ " '_package_id': ['fbc55497-0220-460b-b0ca-53170fe0ed1a'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:Citation_Information.pds:keyword': ['Mars 2020',\n",
+ " 'Perseverance Rover',\n",
+ " 'cameras',\n",
+ " 'Mars',\n",
+ " 'geosciences',\n",
+ " 'imaging',\n",
+ " 'PIXL',\n",
+ " 'MCC'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2021-12-10T21:24:04Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['4.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['The data_imaging collection in the mars2020_pixl bundle is a collection of PIXL MCC (Micro Context Camera) image data products. The data products in this collection are all secondary members of the collection. They are primary members of the data_mcc_imgops collection in the mars2020_imgops bundle.'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.16.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.mars2020',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.mars2020',\n",
+ " 'urn:nasa:pds:context:instrument:mars2020.pixl',\n",
+ " 'urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Science_Facets.pds:domain': ['Surface'],\n",
+ " 'pds:Field_Delimited.pds:description': ['This columns specifies the Member Status of the files that comprise the collection.',\n",
+ " 'This columns specifies the LID or LIDVID of the files that comprise the collection.'],\n",
+ " 'pds:Context_Area.pds:comment': ['Observational Intent'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Inventory.pds:local_identifier': ['collection_data_imaging_inventory'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:mars2020_pixl:data_imaging'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2020-07-31T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['379989'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.mars2020'],\n",
+ " 'lidvid': ['urn:nasa:pds:mars2020_pixl:data_imaging::4.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['4.0',\n",
+ " '3.0',\n",
+ " '2.1',\n",
+ " '2.0',\n",
+ " '1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['6346'],\n",
+ " 'pds:Science_Facets.pds:wavelength_range': ['Visible'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_data_imaging_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_data_imaging.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Science_Facets.pds:discipline_name': ['Imaging'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:mars2020_rover_places:document::4.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Collection of document products for Rover PLACES',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2021-02-18T00:00:00Z',\n",
+ " 'stop_date_time': '3000-01-01T00:00:00.000Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.mars2020',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.mars2020',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.mars2020',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.mars2020',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:mars2020.rover',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:mars2020.rover',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': None,\n",
+ " 'update_date_time': None,\n",
+ " 'version': '4.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/m2020/urn-nasa-pds-mars2020_rover_places/document/collection_document.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'lid': ['urn:nasa:pds:mars2020_rover_places:document'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:mars2020.rover'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['4cbdbea6237d1d8a28dfd0e67683f39d'],\n",
+ " 'pds:File.pds:file_name': ['collection_document_inventory.csv'],\n",
+ " 'vid': ['4.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['3000-01-01T00:00:00.000Z'],\n",
+ " 'ref_lid_node': ['urn:nasa:pds:context:node:node.geoscience'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Host', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/m2020/urn-nasa-pds-mars2020_rover_places/document/collection_document.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-01T23:05:14.902793900Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:mars2020_rover_places:document::4.0',\n",
+ " 'urn:nasa:pds:mars2020_rover_places:document'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'pds:Record_Delimited.pds:maximum_record_length': ['259'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['b7e443fabb49103959191a254604f783'],\n",
+ " 'pds:Identification_Area.pds:title': ['Collection of document products for Rover PLACES'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Mars 2020 Perseverence Rover',\n",
+ " 'Mars 2020 Perseverence Rover'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Mars 2020 Perseverence Rover Mission'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-03-16T21:52:53Z'],\n",
+ " 'pds:Inventory.pds:records': ['8'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Robert G. Deen'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.mars2020'],\n",
+ " 'description': ['Collection of document products for Rover PLACES.',\n",
+ " 'This columns specifies the Member Status of the files that comprise the collection.',\n",
+ " 'This columns specifies the LIDVID of the files that comprise the collection.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2022-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Collection of document products for Rover PLACES'],\n",
+ " 'pds:Collection.pds:collection_type': ['Browse'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/m2020/urn-nasa-pds-mars2020_rover_places/document/collection_document_inventory.csv'],\n",
+ " '_package_id': ['fbc55497-0220-460b-b0ca-53170fe0ed1a'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-03-16T21:52:53Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['4.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['Collection of document products for Rover PLACES.'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target',\n",
+ " 'collection_curated_by_node'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.16.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.mars2020',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.mars2020',\n",
+ " 'urn:nasa:pds:context:instrument:mars2020.rover',\n",
+ " 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'urn:nasa:pds:context:node:node.geoscience'],\n",
+ " 'pds:Science_Facets.pds:domain': ['Surface'],\n",
+ " 'pds:Field_Delimited.pds:description': ['This columns specifies the Member Status of the files that comprise the collection.',\n",
+ " 'This columns specifies the LIDVID of the files that comprise the collection.'],\n",
+ " 'pds:Citation_Information.pds:editor_list': ['Deen, Robert G.; Grimes, Kevin; Toole, Nicholas T.'],\n",
+ " 'pds:Context_Area.pds:comment': ['Observational Intent'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Inventory.pds:local_identifier': ['collection_inventory.data'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:mars2020_rover_places:document'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2021-02-18T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['702'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.mars2020'],\n",
+ " 'lidvid': ['urn:nasa:pds:mars2020_rover_places:document::4.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['4985'],\n",
+ " 'pds:Science_Facets.pds:wavelength_range': ['Visible'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_document_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'pds:File.pds:local_identifier': ['inventory_collection.data'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Science_Facets.pds:discipline_name': ['Geosciences'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:msl_apxs_supplement_sols_0_2301:document::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Overview of MSL APXS Targets from Sol 0 to 2301',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2012-09-22T14:23:16Z',\n",
+ " 'stop_date_time': '2019-01-26T23:21:12Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.mars_science_laboratory',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.mars_science_laboratory',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.msl',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.msl',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:apxs.msl',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:apxs.msl',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2020-10-02T00:00:00Z',\n",
+ " 'update_date_time': '2020-10-02T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/msl/urn-nasa-pds-msl_apxs_supplement_sols_0_2301/document/collection_document_inventory.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Version 1'],\n",
+ " 'lid': ['urn:nasa:pds:msl_apxs_supplement_sols_0_2301:document'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2020-10-02T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:apxs.msl'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['53926f8c6a5757c4dd9fe76cc0284469'],\n",
+ " 'pds:File.pds:file_name': ['collection_document_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2019-01-26T23:21:12Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/msl/urn-nasa-pds-msl_apxs_supplement_sols_0_2301/document/collection_document_inventory.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-02T16:16:17.233417200Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:msl_apxs_supplement_sols_0_2301:document::1.0',\n",
+ " 'urn:nasa:pds:msl_apxs_supplement_sols_0_2301:document'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['28f00711f1c121a84b7d019e4e4d16ba'],\n",
+ " 'pds:Identification_Area.pds:title': ['Overview of MSL APXS Targets from Sol 0 to 2301'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Mars Science Laboratory',\n",
+ " 'Alpha Particle X-ray Spectrometer'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Mars Science Laboratory'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2020-10-02T14:26:33Z'],\n",
+ " 'pds:Inventory.pds:records': ['1'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Berger, J. A.'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.msl'],\n",
+ " 'description': ['Supporting Information for: Elemental composition and chemical evolution of geologic materials in Gale crater, Mars: APXS results from Bradbury Landing to the Vera Rubin Ridge',\n",
+ " 'Version 1',\n",
+ " 'P indicates primary member of the collection S indicates secondary member of the collection',\n",
+ " 'The LID or LIDVID of a product that is a member of the collection.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2020-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Overview of MSL APXS Targets from Sol 0 to 2301'],\n",
+ " 'pds:Collection.pds:collection_type': ['Document'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/msl/urn-nasa-pds-msl_apxs_supplement_sols_0_2301/document/collection_document_inventory.csv'],\n",
+ " '_package_id': ['25c7df9a-a540-42d2-a7c8-c69b885d9c17'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2020-10-02T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2020-10-02T14:26:33Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['Supporting Information for: Elemental composition and chemical evolution of geologic materials in Gale crater, Mars: APXS results from Bradbury Landing to the Vera Rubin Ridge'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.12.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.mars_science_laboratory',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.msl',\n",
+ " 'urn:nasa:pds:context:instrument:apxs.msl',\n",
+ " 'urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Field_Delimited.pds:description': ['P indicates primary member of the collection S indicates secondary member of the collection',\n",
+ " 'The LID or LIDVID of a product that is a member of the collection.'],\n",
+ " 'pds:Citation_Information.pds:editor_list': ['VanBommel, S. J.'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:msl_apxs_supplement_sols_0_2301:document'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2012-09-22T14:23:16Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['100'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.mars_science_laboratory'],\n",
+ " 'lidvid': ['urn:nasa:pds:msl_apxs_supplement_sols_0_2301:document::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['7790'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_document_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document_inventory.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:insight_seis:data_derived::7.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'InSight SEIS Derived Data Mars Quake Service Catalog',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2018-04-01T00:00:00Z',\n",
+ " 'stop_date_time': '2022-07-01T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2021-04-01T00:00:00Z',\n",
+ " 'update_date_time': '2021-04-01T00:00:00Z',\n",
+ " 'version': '7.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_seis/data_derived/collection_data_derived.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['First release of V5 and V6',\n",
+ " 'First release of V7',\n",
+ " 'Fixed internal references in XML label',\n",
+ " 'First release of V8',\n",
+ " 'First release of V9',\n",
+ " 'First release of V10',\n",
+ " 'First release of V11',\n",
+ " 'First release of V12'],\n",
+ " 'lid': ['urn:nasa:pds:insight_seis:data_derived'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2021-04-01T00:00:00Z',\n",
+ " '2021-08-26T00:00:00Z',\n",
+ " '2021-09-24T00:00:00Z',\n",
+ " '2021-10-06T00:00:00Z',\n",
+ " '2022-01-24T00:00:00Z',\n",
+ " '2022-05-16T00:00:00Z',\n",
+ " '2022-07-01T00:00:00Z',\n",
+ " '2022-10-01T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:seis.insight'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['d2414844451e53df9665bf4c0499f63d'],\n",
+ " 'pds:File.pds:file_name': ['collection_data_derived_inventory.csv'],\n",
+ " 'vid': ['7.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2022-07-01T00:00:00Z'],\n",
+ " 'pds:External_Reference.pds:reference_text': [\"Lognonne, P., Banerdt, W. B., Giardini, D., et al. (2019), SEIS: InSight's Seismic Experiment for Internal Structure of Mars, Space Sci. Rev. 215:12.\"],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Host', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_seis/data_derived/collection_data_derived.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-01T22:44:30.277815400Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:insight_seis:data_derived::7.0',\n",
+ " 'urn:nasa:pds:insight_seis:data_derived'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['e0e4af70bcf67415c48233b317525e96'],\n",
+ " 'pds:Identification_Area.pds:title': ['InSight SEIS Derived Data Mars Quake Service Catalog'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Insight', 'Seismometer'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Insight'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-10-03T15:19:22Z'],\n",
+ " 'pds:Inventory.pds:records': ['48'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Clinton, J.; Euchner, F.; Ceylan, S.; MQS Frontline Team'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'description': ['InSight Marsquake Service (2022). Mars Seismic Catalogue, InSight Mission; V12 2022-10-01. ETHZ, IPGP, JPL, ICL, Univ. Bristol.',\n",
+ " 'First release of V5 and V6',\n",
+ " 'First release of V7',\n",
+ " 'Fixed internal references in XML label',\n",
+ " 'First release of V8',\n",
+ " 'First release of V9',\n",
+ " 'First release of V10',\n",
+ " 'First release of V11',\n",
+ " 'First release of V12'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2022-01-01T00:00:00Z'],\n",
+ " 'pds:Citation_Information.pds:doi': ['10.12686/a18'],\n",
+ " 'pds:Internal_Reference.pds:comment': ['The seis_release_notes document in the SEIS document collection has notes and errata concerning each public release of SEIS data by PDS.'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'ref_lid_document': ['urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v10_end_2022-01-01_release_2022-04-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v11_end_2022-04-01_release_2022-07-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v12_end_2022-07-01_release_2022-10-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v5_end_2020-10-12_release_2021-01-04',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v6_end_2021-01-01_release_2021-04-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v7_end_2021-04-01_release_2021-08-24',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v8_end_2021-07-01_release_2021-10-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v9_end_2021-10-01_release_2022-01-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:seis_release_notes'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['InSight SEIS Derived Data Mars Quake Service Catalog'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_seis/data_derived/collection_data_derived_inventory.csv'],\n",
+ " '_package_id': ['bf566795-bb69-46f9-9f90-54a03b56bb80'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2021-04-01T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-10-03T15:19:22Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['7.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['InSight Marsquake Service (2022). Mars Seismic Catalogue, InSight Mission; V12 2022-10-01. ETHZ, IPGP, JPL, ICL, Univ. Bristol.'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.15.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v5_end_2020-10-12_release_2021-01-04',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v6_end_2021-01-01_release_2021-04-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v7_end_2021-04-01_release_2021-08-24',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v8_end_2021-07-01_release_2021-10-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v9_end_2021-10-01_release_2022-01-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v10_end_2022-01-01_release_2022-04-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v11_end_2022-04-01_release_2022-07-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:mars_seismic_catalogue_insight_v12_end_2022-07-01_release_2022-10-01',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:seis_release_notes'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:insight_seis:data_derived'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2018-04-01T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['4522'],\n",
+ " 'pds:Observing_System.pds:name': ['Insight'],\n",
+ " 'pds:External_Reference.pds:doi': ['10.1007/s11214-018-0574-6'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_seis:data_derived::7.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0',\n",
+ " '2.0',\n",
+ " '2.1',\n",
+ " '3.0',\n",
+ " '4.0',\n",
+ " '5.0',\n",
+ " '6.0',\n",
+ " '7.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['9954'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_data_derived_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_data_derived.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:insight_seis:schema_mqs::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Mars Quake Service (MQS) XML Schema For Use With InSight MQS Data Products',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2018-04-01T00:00:00Z',\n",
+ " 'stop_date_time': '3000-01-01T00:00:00.000Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2021-03-23T00:00:00Z',\n",
+ " 'update_date_time': '2021-03-23T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_seis/schema_mqs/collection_schema_mqs.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['The first delivery of MQS data products and XML schema occurred with SEIS Release 8, 04/01/21.'],\n",
+ " 'lid': ['urn:nasa:pds:insight_seis:schema_mqs'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2021-03-23T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:seis.insight'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['d09c29d3c564fb9369b81d6f392de51e'],\n",
+ " 'pds:File.pds:file_name': ['collection_schema_mqs_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['3000-01-01T00:00:00.000Z'],\n",
+ " 'pds:External_Reference.pds:reference_text': ['https://quake.ethz.ch/quakeml/'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Host', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_seis/schema_mqs/collection_schema_mqs.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-01T22:44:31.597196700Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:insight_seis:schema_mqs::1.0',\n",
+ " 'urn:nasa:pds:insight_seis:schema_mqs'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['1cdc6202fcb827fe4e330eca4e296fe2'],\n",
+ " 'pds:Identification_Area.pds:title': ['Mars Quake Service (MQS) XML Schema For Use With InSight MQS Data Products'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Insight', 'Seismometer'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Insight'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2021-03-23T16:45:50Z'],\n",
+ " 'pds:Inventory.pds:records': ['1'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Clinton, J., Euchner, F.'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'description': ['The SEIS schema_mqs collection contains XML schema for use with InSight Mars Quake Service (MQS) data products in the SEIS data_derived collection. The schema are provided by QuakeML, https://quake.ethz.ch/quakeml/.',\n",
+ " 'The first delivery of MQS data products and XML schema occurred with SEIS Release 8, 04/01/21.',\n",
+ " 'QuakeML is a flexible, extensible and modular XML representation of seismological data which is intended to cover a broad range of fields of application in modern seismology. QuakeML is an open standard.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2021-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Mars Quake Service (MQS) XML Schema For Use With InSight MQS Data Products'],\n",
+ " 'pds:Collection.pds:collection_type': ['XML Schema'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_seis/schema_mqs/collection_schema_mqs_inventory.csv'],\n",
+ " '_package_id': ['bf566795-bb69-46f9-9f90-54a03b56bb80'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2021-03-23T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2021-03-23T16:58:05Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['The SEIS schema_mqs collection contains XML schema for use with InSight Mars Quake Service (MQS) data products in the SEIS data_derived collection. The schema are provided by QuakeML, https://quake.ethz.ch/quakeml/.'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.15.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:insight_seis:schema_mqs'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2018-04-01T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['54'],\n",
+ " 'pds:Observing_System.pds:name': ['Insight'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_seis:schema_mqs::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['5578'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_schema_mqs_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_schema_mqs.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'pds:External_Reference.pds:description': ['QuakeML is a flexible, extensible and modular XML representation of seismological data which is intended to cover a broad range of fields of application in modern seismology. QuakeML is an open standard.'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:phx_tega_derived:document::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Phoenix Robotic Arm Document Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2004-09-13T00:00:00Z',\n",
+ " 'stop_date_time': '2015-04-30T18:54:38Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.phoenix',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.phoenix',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.phx',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.phx',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:tega.phx',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:tega.phx',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': None,\n",
+ " 'update_date_time': '2018-11-29T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/phx/urn-nasa-pds-phx_tega_derived/document/document_collection_inventory.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version'],\n",
+ " 'lid': ['urn:nasa:pds:phx_tega_derived:document'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2018-11-29T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:tega.phx'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['6b8046148708f6eafa8fcd1ac16e0bd6'],\n",
+ " 'pds:File.pds:file_name': ['document_collection_inventory.csv'],\n",
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+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.mess',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.mess',\n",
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+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:grs.mess',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:grs.mess',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.earth',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.earth',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mercury',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mercury',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.venus',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.venus',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2018-07-26T00:00:00Z',\n",
+ " 'update_date_time': '2018-07-26T00:00:00Z',\n",
+ " 'version': '1.0',\n",
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+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version of MESSENGER GRS DAP data collection migrated from PDS3'],\n",
+ " 'lid': ['urn:nasa:pds:mess_grs_derived:data_maps'],\n",
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+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2015-04-30T18:54:38Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
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+ " 'alternate_ids': ['urn:nasa:pds:mess_grs_derived:data_maps::1.0',\n",
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+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
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+ " 'urn:nasa:pds:context:target:planet.mercury',\n",
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+ " 'investigations': [{'title': None,\n",
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+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.earth',\n",
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+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.venus',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.venus',\n",
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+ " 'urn:nasa:pds:context:instrument:grs.mess',\n",
+ " 'urn:nasa:pds:context:target:planet.mercury',\n",
+ " 'urn:nasa:pds:context:target:planet.earth',\n",
+ " 'urn:nasa:pds:context:target:planet.venus'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:mess_grs_derived:document'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['739'],\n",
+ " 'pds:Observing_System.pds:name': ['MESSENGER'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.messenger'],\n",
+ " 'lidvid': ['urn:nasa:pds:mess_grs_derived:document::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['5539'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_document_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet', 'Planet', 'Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.earth',\n",
+ " 'urn:nasa:pds:context:target:planet.mercury',\n",
+ " 'urn:nasa:pds:context:target:planet.venus'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:xas_synthesized_glasses:document::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'XAS Spectra of Synthesized Glasses Document Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2018-02-10T00:00:00Z',\n",
+ " 'stop_date_time': '2019-02-16T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:individual.xas_synthesized_glasses',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:individual.xas_synthesized_glasses',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:aps.beamline13ide',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:aps.beamline13ide',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [],\n",
+ " 'metadata': {'creation_date_time': '2021-02-24T00:00:00Z',\n",
+ " 'update_date_time': '2021-02-24T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/speclib/urn-nasa-pds-xas_synthesized_glasses/document/collection_document_inventory.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version.'],\n",
+ " 'lid': ['urn:nasa:pds:xas_synthesized_glasses:document'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2021-02-24T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:aps.beamline13ide'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['0b1c2b41b9b069e78df9e1ad3bb46d4d'],\n",
+ " 'pds:File.pds:file_name': ['collection_document_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2019-02-16T00:00:00Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Partially Processed'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Host', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/speclib/urn-nasa-pds-xas_synthesized_glasses/document/collection_document_inventory.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-02T17:07:32.101396200Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:xas_synthesized_glasses:document::1.0',\n",
+ " 'urn:nasa:pds:xas_synthesized_glasses:document'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['2aa4f0914a11818bfffaf431b5cb85b1'],\n",
+ " 'pds:Identification_Area.pds:title': ['XAS Spectra of Synthesized Glasses Document Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Advanced Photon Source',\n",
+ " 'Beamline 13-ID-E (with Si311 Detector)'],\n",
+ " 'ref_lid_facility': ['urn:nasa:pds:context:facility:laboratory.aps'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Investigation of XAS Spectra of Synthesized Glasses'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-02-03T18:48:13Z'],\n",
+ " 'pds:Inventory.pds:records': ['1'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['McCanta, Molly'],\n",
+ " 'description': ['XAS spectra of synthesized glasses document collection.',\n",
+ " 'Initial version.',\n",
+ " 'P indicates primary member of the collection S indicates secondary member of the collection',\n",
+ " 'The LID or LIDVID of a product that is a member of the collection.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2021-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['XAS Spectra of Synthesized Glasses Document Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Document'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/speclib/urn-nasa-pds-xas_synthesized_glasses/document/collection_document_inventory.csv'],\n",
+ " '_package_id': ['eb3b86b8-8af7-45c8-871b-e6cc3d805f77'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2021-02-24T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-02-03T18:48:13Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['XAS spectra of synthesized glasses document collection.'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_facility',\n",
+ " 'is_instrument'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.17.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:individual.xas_synthesized_glasses',\n",
+ " 'urn:nasa:pds:context:facility:laboratory.aps',\n",
+ " 'urn:nasa:pds:context:instrument:aps.beamline13ide'],\n",
+ " 'pds:Field_Delimited.pds:description': ['P indicates primary member of the collection S indicates secondary member of the collection',\n",
+ " 'The LID or LIDVID of a product that is a member of the collection.'],\n",
+ " 'pds:Citation_Information.pds:editor_list': ['Ward, Jennifer'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:xas_synthesized_glasses:document'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2018-02-10T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['90'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:individual.xas_synthesized_glasses'],\n",
+ " 'lidvid': ['urn:nasa:pds:xas_synthesized_glasses:document::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['5166'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_document_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document_inventory.xml'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Individual Investigation']}},\n",
+ " {'id': 'urn:nasa:pds:duxbury_pdart14_mariner69:data_mars_far::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Duxbury PDART 2014 Mariner 1969 Far Encounter Image Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '1969-07-29T00:00:00Z',\n",
+ " 'stop_date_time': '1969-08-04T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.mariner69',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.mariner69',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.mr6',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.mr6',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.mr7',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.mr7',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:nac.mr6',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:nac.mr6',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:nac.mr7',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:nac.mr7',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:wac.mr6',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:wac.mr6',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:wac.mr7',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:wac.mr7',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2017-09-21T00:00:00Z',\n",
+ " 'update_date_time': '2017-09-21T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/mariner/mariner69/urn-nasa-pds-duxbury_pdart14_mariner69/data_mars_far/collection_mars_far_inventory.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial PDS4 version'],\n",
+ " 'lid': ['urn:nasa:pds:duxbury_pdart14_mariner69:data_mars_far'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2017-09-21T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:nac.mr6',\n",
+ " 'urn:nasa:pds:context:instrument:nac.mr7',\n",
+ " 'urn:nasa:pds:context:instrument:wac.mr6',\n",
+ " 'urn:nasa:pds:context:instrument:wac.mr7'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['0157c95b355966a74417d248d46db9e9'],\n",
+ " 'pds:File.pds:file_name': ['collection_mars_far_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['1969-08-04T00:00:00Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft',\n",
+ " 'Spacecraft',\n",
+ " 'Instrument',\n",
+ " 'Instrument',\n",
+ " 'Instrument',\n",
+ " 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/mariner/mariner69/urn-nasa-pds-duxbury_pdart14_mariner69/data_mars_far/collection_mars_far_inventory.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-11-02T17:13:21.787563100Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:duxbury_pdart14_mariner69:data_mars_far::1.0',\n",
+ " 'urn:nasa:pds:duxbury_pdart14_mariner69:data_mars_far'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['111242bf316726c514b9e52d0bcc01ed'],\n",
+ " 'pds:Identification_Area.pds:title': ['Duxbury PDART 2014 Mariner 1969 Far Encounter Image Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['MARINER 6',\n",
+ " 'MARINER 7',\n",
+ " 'MARINER 6 Narrow Angle Camera',\n",
+ " 'MARINER 6 Wide Angle Camera',\n",
+ " 'MARINER 7 Narrow Angle Camera',\n",
+ " 'MARINER 7 Wide Angle Camera'],\n",
+ " 'pds:Investigation_Area.pds:name': ['MARINER69'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2018-07-02T17:31:27Z'],\n",
+ " 'pds:Inventory.pds:records': ['140'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Duxbury, Thomas C.'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.mr6',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.mr7'],\n",
+ " 'description': ['Duxbury PDART 2014 Mariner 1969 Far Encounter Image Collection',\n",
+ " 'Initial PDS4 version',\n",
+ " 'P indicates primary member of the collection S indicates secondary member of the collection',\n",
+ " 'The LID or LIDVID of a product that is a member of the collection.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2017-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Duxbury PDART 2014 Mariner 1969 Far Encounter Image Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/mariner/mariner69/urn-nasa-pds-duxbury_pdart14_mariner69/data_mars_far/collection_mars_far_inventory.csv'],\n",
+ " '_package_id': ['005c2b07-e13e-4c63-9ea9-dd56582c004c'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:Citation_Information.pds:keyword': ['MARINER 1969',\n",
+ " 'MARINER 6',\n",
+ " 'MARINER 7'],\n",
+ " 'pds:File.pds:creation_date_time': ['2017-09-21T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2018-07-02T17:35:04Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['Duxbury PDART 2014 Mariner 1969 Far Encounter Image Collection'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'is_instrument',\n",
+ " 'is_instrument',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.8.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.mariner69',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.mr6',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.mr7',\n",
+ " 'urn:nasa:pds:context:instrument:nac.mr6',\n",
+ " 'urn:nasa:pds:context:instrument:wac.mr6',\n",
+ " 'urn:nasa:pds:context:instrument:nac.mr7',\n",
+ " 'urn:nasa:pds:context:instrument:wac.mr7',\n",
+ " 'urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Field_Delimited.pds:description': ['P indicates primary member of the collection S indicates secondary member of the collection',\n",
+ " 'The LID or LIDVID of a product that is a member of the collection.'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:duxbury_pdart14_mariner69:data_mars_far'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['1969-07-29T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['9240'],\n",
+ " 'pds:Observing_System.pds:name': ['MARINER69'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.mariner69'],\n",
+ " 'lidvid': ['urn:nasa:pds:duxbury_pdart14_mariner69:data_mars_far::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['7195'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_mars_far_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_mars_far_inventory.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:lcross_mmt_clio_calib:calib::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'LCROSS CLIO Calibrated Data Calibration Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2009-10-09T07:39:03Z',\n",
+ " 'stop_date_time': '2009-10-09T12:57:39Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.lunar_crater_observation_and_sensing_satellite',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.lunar_crater_observation_and_sensing_satellite',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:mmt.single_mirror6m5.clio',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:mmt.single_mirror6m5.clio',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2020-12-01T00:00:00Z',\n",
+ " 'update_date_time': '2020-12-01T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/lunar/ear-l-mmto_clio-3-cdr-lcross-v1/lcrcli_1xxx/calib/collection_calib.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version'],\n",
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+ " 'type': 'Product_Collection',\n",
+ " 'title': 'LCROSS Photgjon Document Collection',\n",
+ " 'description': None,\n",
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+ " 'stop_date_time': '2009-10-09T11:40:02.123Z',\n",
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+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.lunar_crater_observation_and_sensing_satellite',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:magdalena_ridge.mro2m4.photgjon_camera',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:magdalena_ridge.mro2m4.photgjon_camera',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'type': None,\n",
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+ " 'update_date_time': '2020-11-23T00:00:00Z',\n",
+ " 'version': '1.0',\n",
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+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version'],\n",
+ " 'lid': ['urn:nasa:pds:lcross_mro_photgjon:document'],\n",
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+ " 'pds:Observing_System_Component.pds:name': ['Magdelena Ridge Observatory',\n",
+ " 'MRO 2.4m',\n",
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+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Marc W. Buie'],\n",
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+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['5287'],\n",
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+ " 'pds:Target_Identification.pds:type': ['Satellite'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'ref_lid_telescope': ['urn:nasa:pds:context:telescope:magdalena_ridge.mro2m4'],\n",
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+ " {'id': 'urn:nasa:pds:lcross_mmt_ccd47:document::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'LCROSS CCD47 Document Collection',\n",
+ " 'description': None,\n",
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+ " 'stop_date_time': '2009-10-09T12:53:15Z',\n",
+ " 'investigations': [{'title': None,\n",
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+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.lunar_crater_observation_and_sensing_satellite',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
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+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:satellite.earth.moon',\n",
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+ " 'update_date_time': '2020-11-30T00:00:00Z',\n",
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+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
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+ " 'urn:nasa:pds:context:instrument:mmt.single_mirror6m5.ccd47',\n",
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+ " 'ops:Label_File_Info.ops:file_size': ['5238'],\n",
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+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Satellite'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'ref_lid_telescope': ['urn:nasa:pds:context:telescope:mmt.single_mirror6m5'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:chand1-orb_mini_rf:data_mosaic::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Chandrayaan-1 mini-RF Mosaic Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2009-01-07T16:35:29.466Z',\n",
+ " 'stop_date_time': '2009-08-28T09:38:46.286Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.chandrayaan-1',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.chandrayaan-1',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.ch1-orb',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.ch1-orb',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:mrffr.ch1-orb',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:mrffr.ch1-orb',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2020-04-19T00:00:00Z',\n",
+ " 'update_date_time': '2020-04-19T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/lunar/ch1-orb-l-mrffr-1-pdr-v1/ch1mrf_0xxx/data/collection_data_mosaic.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version'],\n",
+ " 'lid': ['urn:nasa:pds:chand1-orb_mini_rf:data_mosaic'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2020-04-19T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:mrffr.ch1-orb'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['b0e8ef182439b03aed603577625b794a'],\n",
+ " 'pds:File.pds:file_name': ['collection_data_mosaic_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2009-08-28T09:38:46.286Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/lunar/ch1-orb-l-mrffr-1-pdr-v1/ch1mrf_0xxx/data/collection_data_mosaic.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-07-27T16:31:13.528085600Z'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Moon'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['da8d86268024dac99bc4ada6799eefba'],\n",
+ " 'pds:Identification_Area.pds:title': ['Chandrayaan-1 mini-RF Mosaic Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Chandrayaan-1 Orbiter',\n",
+ " 'Mini-RF Forerunner'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Chandrayaan-1'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2020-07-02T14:25:59Z'],\n",
+ " 'pds:Inventory.pds:records': ['4'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Bussey, B.; Reid, M.'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.ch1-orb'],\n",
+ " 'description': ['This bundle contains Chandrayaan-1 Mini-SAR (also called Mini-RF Forerunner) lunar science products. This collection contains data processed into mosaic derived products.',\n",
+ " 'Initial version'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2011-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Chandrayaan-1 mini-RF Mosaic Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/lunar/ch1-orb-l-mrffr-1-pdr-v1/ch1mrf_0xxx/data/collection_data_mosaic_inventory.csv'],\n",
+ " '_package_id': ['4f80cd24-6bcb-4651-a424-c26c9aa95302'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2020-04-19T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2020-07-02T14:25:59Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['This bundle contains Chandrayaan-1 Mini-SAR (also called Mini-RF Forerunner) lunar science products. This collection contains data processed into mosaic derived products.'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'data_to_target'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.13.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.chandrayaan-1',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.ch1-orb',\n",
+ " 'urn:nasa:pds:context:instrument:mrffr.ch1-orb',\n",
+ " 'urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'pds:Science_Facets.pds:domain': ['Surface'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:chand1-orb_mini_rf:data_mosaic'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2009-01-07T16:35:29.466Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['320'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.chandrayaan-1'],\n",
+ " 'lidvid': ['urn:nasa:pds:chand1-orb_mini_rf:data_mosaic::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['5145'],\n",
+ " 'pds:Science_Facets.pds:wavelength_range': ['Microwave'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_data_mosaic_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_data_mosaic.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Satellite'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'pds:Science_Facets.pds:discipline_name': ['Geosciences'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:insight_rad:data_calibrated::14.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'InSight RAD Calibrated Data Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2018-01-01T00:00:00Z',\n",
+ " 'stop_date_time': '2028-01-01T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2018-02-14T00:00:00Z',\n",
+ " 'update_date_time': '2018-02-14T00:00:00Z',\n",
+ " 'version': '14.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_rad/data_calibrated/collection_data_rad_calibrated.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Peer-review version',\n",
+ " 'This collection contains InSight Release 1, part 2, calibrated data. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 2. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 3. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 4. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 5. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 6. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 7. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 8. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 9. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 10. See Release Notes document in the Reference List for details. Products urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00390_20200101_120222 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00478_20200401_121608 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00567_20200701_125545 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00670_20201014_095833 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00746_20210101_072936 have been updated with an improved calibration of the Sensor 2C brightness temperature values.',\n",
+ " 'This collection is updated for InSight Release 11. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 12. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 13. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 14. See Release Notes document in the Reference List for details.'],\n",
+ " 'lid': ['urn:nasa:pds:insight_rad:data_calibrated'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2018-02-14T00:00:00Z',\n",
+ " '2019-06-26T00:00:00Z',\n",
+ " '2019-09-23T00:00:00Z',\n",
+ " '2019-12-11T00:00:00Z',\n",
+ " '2020-03-09T00:00:00Z',\n",
+ " '2020-06-02T00:00:00Z',\n",
+ " '2020-09-09T00:00:00Z',\n",
+ " '2020-12-10T00:00:00Z',\n",
+ " '2021-03-10T00:00:00Z',\n",
+ " '2021-06-10T00:00:00Z',\n",
+ " '2021-09-06T00:00:00Z',\n",
+ " '2021-12-10T00:00:00Z',\n",
+ " '2022-03-15T00:00:00Z',\n",
+ " '2022-06-09T00:00:00Z',\n",
+ " '2022-09-05T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:radiometer.insight'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['80eb10ae9e6031d86a7f6283d5f78678'],\n",
+ " 'pds:File.pds:file_name': ['collection_data_rad_calibrated.csv'],\n",
+ " 'vid': ['14.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2028-01-01T00:00:00Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Calibrated'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_rad/data_calibrated/collection_data_rad_calibrated.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-10-31T22:13:03.043508900Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:insight_rad:data_calibrated::14.0',\n",
+ " 'urn:nasa:pds:insight_rad:data_calibrated'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['f4aeacf57ee6f09060924d2e2b0c6205'],\n",
+ " 'pds:Identification_Area.pds:title': ['InSight RAD Calibrated Data Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['InSight', 'RAD'],\n",
+ " 'pds:Investigation_Area.pds:name': ['InSight'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-09-06T12:03:57Z'],\n",
+ " 'pds:Inventory.pds:records': ['14'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'description': ['InSight RAD Calibrated Data Collection',\n",
+ " 'Peer-review version',\n",
+ " 'This collection contains InSight Release 1, part 2, calibrated data. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 2. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 3. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 4. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 5. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 6. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 7. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 8. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 9. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 10. See Release Notes document in the Reference List for details. Products urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00390_20200101_120222 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00478_20200401_121608 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00567_20200701_125545 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00670_20201014_095833 urn:nasa:pds:insight_rad:data_calibrated:hp3_rad_cal_00746_20210101_072936 have been updated with an improved calibration of the Sensor 2C brightness temperature values.',\n",
+ " 'This collection is updated for InSight Release 11. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 12. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 13. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 14. See Release Notes document in the Reference List for details.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2018-01-01T00:00:00Z'],\n",
+ " 'pds:Internal_Reference.pds:comment': ['See the Mission Document collection in the InSight Document bundle for information about the mission, spacecraft, and instruments.',\n",
+ " 'See the HP3/RAD Software Interface Specification document in the HP3/RAD document collection for information about the products in the RAD Calibrated Data collection.',\n",
+ " 'The Release Notes document in the HP3/RAD document collection has notes and errata concerning each public release of HP3/RAD data.'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'ref_lid_document': ['urn:nasa:pds:insight_documents:document_hp3rad:hp3_rad_sis',\n",
+ " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes',\n",
+ " 'urn:nasa:pds:insight_documents:document_mission'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['InSight RAD Calibrated Data Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_rad/data_calibrated/collection_data_rad_calibrated.csv'],\n",
+ " '_package_id': ['ea7af802-f0d9-45f2-8bad-a1b6dcac4c58'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2018-02-14T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-09-06T12:03:57Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['14.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['InSight RAD Calibrated Data Collection'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.10.1.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'urn:nasa:pds:insight_documents:document_mission',\n",
+ " 'urn:nasa:pds:insight_documents:document_hp3rad:hp3_rad_sis',\n",
+ " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes'],\n",
+ " 'pds:Science_Facets.pds:domain': ['Surface'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:insight_rad:data_calibrated'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2018-01-01T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['1162'],\n",
+ " 'pds:Observing_System.pds:name': ['InSight'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_rad:data_calibrated::14.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['0.1',\n",
+ " '1.0',\n",
+ " '2.0',\n",
+ " '3.0',\n",
+ " '4.0',\n",
+ " '5.0',\n",
+ " '6.0',\n",
+ " '7.0',\n",
+ " '8.0',\n",
+ " '9.0',\n",
+ " '10.0',\n",
+ " '11.0',\n",
+ " '12.0',\n",
+ " '13.0',\n",
+ " '14.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['12669'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_data_rad_calibrated.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_data_rad_calibrated.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Science_Facets.pds:discipline_name': ['Geosciences'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:insight_rad:data_derived::14.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'InSight RAD Derived Data Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2018-01-01T00:00:00Z',\n",
+ " 'stop_date_time': '2028-01-01T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2018-02-14T00:00:00Z',\n",
+ " 'update_date_time': '2018-02-14T00:00:00Z',\n",
+ " 'version': '14.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_rad/data_derived/collection_data_rad_derived.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Delivery test version',\n",
+ " 'This collection contains InSight Release 1, part 2, derived data. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 2. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 3. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 4. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 5. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 6. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 7. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 8. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 9. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 10. See Release Notes document in the Reference List for details. Products urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00390_20200101_120222 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00478_20200401_121608 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00567_20200701_125545 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00670_20201014_095833 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00746_20210101_072936 have been updated with an improved calibration of the field of view 2 temperature values.',\n",
+ " 'This collection is updated for InSight Release 11. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 12. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 13. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 14. See Release Notes document in the Reference List for details.'],\n",
+ " 'lid': ['urn:nasa:pds:insight_rad:data_derived'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2018-02-14T00:00:00Z',\n",
+ " '2019-06-26T00:00:00Z',\n",
+ " '2019-09-23T00:00:00Z',\n",
+ " '2019-12-11T00:00:00Z',\n",
+ " '2020-03-09T00:00:00Z',\n",
+ " '2020-06-02T00:00:00Z',\n",
+ " '2020-09-09T00:00:00Z',\n",
+ " '2020-12-10T00:00:00Z',\n",
+ " '2021-03-10T00:00:00Z',\n",
+ " '2021-06-10T00:00:00Z',\n",
+ " '2021-09-06T00:00:00Z',\n",
+ " '2021-12-10T00:00:00Z',\n",
+ " '2022-03-15T00:00:00Z',\n",
+ " '2022-06-09T00:00:00Z',\n",
+ " '2022-09-05T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:radiometer.insight'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['10350999b6ac7ac4d830e22519c821f5'],\n",
+ " 'pds:File.pds:file_name': ['collection_data_rad_derived.csv'],\n",
+ " 'vid': ['14.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2028-01-01T00:00:00Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_rad/data_derived/collection_data_rad_derived.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-10-31T22:13:03.908355500Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:insight_rad:data_derived::14.0',\n",
+ " 'urn:nasa:pds:insight_rad:data_derived'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['2a0c35f38e2221084fa4ea9e45d5c6bd'],\n",
+ " 'pds:Identification_Area.pds:title': ['InSight RAD Derived Data Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['InSight', 'RAD'],\n",
+ " 'pds:Investigation_Area.pds:name': ['InSight'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-09-06T12:03:57Z'],\n",
+ " 'pds:Inventory.pds:records': ['14'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'description': ['InSight RAD Derived Data Collection',\n",
+ " 'Delivery test version',\n",
+ " 'This collection contains InSight Release 1, part 2, derived data. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 2. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 3. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 4. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 5. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 6. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 7. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 8. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 9. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 10. See Release Notes document in the Reference List for details. Products urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00390_20200101_120222 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00478_20200401_121608 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00567_20200701_125545 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00670_20201014_095833 urn:nasa:pds:insight_rad:data_derived:hp3_rad_der_00746_20210101_072936 have been updated with an improved calibration of the field of view 2 temperature values.',\n",
+ " 'This collection is updated for InSight Release 11. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 12. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 13. See Release Notes document in the Reference List for details.',\n",
+ " 'This collection is updated for InSight Release 14. See Release Notes document in the Reference List for details.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2018-01-01T00:00:00Z'],\n",
+ " 'pds:Internal_Reference.pds:comment': ['See the Mission Document collection in the InSight Document bundle for information about the mission, spacecraft, and instruments.',\n",
+ " 'See the HP3/RAD Software Interface Specification document in the HP3/RAD document collection for information about the products in the RAD Derived Data collection.',\n",
+ " 'The Release Notes document in the HP3/RAD document collection has notes and errata concerning each public release of HP3/RAD data.'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'ref_lid_document': ['urn:nasa:pds:insight_documents:document_hp3rad:hp3_rad_sis',\n",
+ " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes',\n",
+ " 'urn:nasa:pds:insight_documents:document_mission'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['InSight RAD Derived Data Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_rad/data_derived/collection_data_rad_derived.csv'],\n",
+ " '_package_id': ['ea7af802-f0d9-45f2-8bad-a1b6dcac4c58'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2018-02-14T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-09-06T12:03:57Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['14.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['InSight RAD Derived Data Collection'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_document'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.10.1.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'urn:nasa:pds:context:instrument:radiometer.insight',\n",
+ " 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'urn:nasa:pds:insight_documents:document_mission',\n",
+ " 'urn:nasa:pds:insight_documents:document_hp3rad:hp3_rad_sis',\n",
+ " 'urn:nasa:pds:insight_documents:document_hp3rad:release_notes'],\n",
+ " 'pds:Science_Facets.pds:domain': ['Surface'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:insight_rad:data_derived'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2018-01-01T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['1120'],\n",
+ " 'pds:Observing_System.pds:name': ['InSight'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_rad:data_derived::14.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['0.9',\n",
+ " '1.0',\n",
+ " '2.0',\n",
+ " '3.0',\n",
+ " '4.0',\n",
+ " '5.0',\n",
+ " '6.0',\n",
+ " '7.0',\n",
+ " '8.0',\n",
+ " '9.0',\n",
+ " '10.0',\n",
+ " '11.0',\n",
+ " '12.0',\n",
+ " '13.0',\n",
+ " '14.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['12630'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_data_rad_derived.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_data_rad_derived.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Science_Facets.pds:discipline_name': ['Geosciences'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:insight_documents:document_ida::13.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'InSight IDA Document Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': None,\n",
+ " 'stop_date_time': None,\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:ida.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:ida.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2019-09-23T00:00:00Z',\n",
+ " 'update_date_time': '2019-09-23T00:00:00Z',\n",
+ " 'version': '13.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/document_ida/collection_document_ida.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['The first release of the IDA document collection occurred with InSight Release 2.',\n",
+ " 'Updated for InSight Release 3.',\n",
+ " 'Updated for InSight Release 4.',\n",
+ " 'Updated for InSight Release 5.',\n",
+ " 'Updated for InSight Release 6.',\n",
+ " 'Updated for InSight Release 7.',\n",
+ " 'Updated for InSight Release 8.',\n",
+ " 'Updated for InSight Release 9.',\n",
+ " 'Updated for InSight Release 10.',\n",
+ " 'Updated for InSight Release 11.',\n",
+ " 'Updated for InSight Release 12.',\n",
+ " 'Updated for InSight Release 13.',\n",
+ " 'Updated for InSight Release 14.'],\n",
+ " 'lid': ['urn:nasa:pds:insight_documents:document_ida'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2019-09-23T00:00:00Z',\n",
+ " '2020-01-02T00:00:00Z',\n",
+ " '2020-01-02T00:00:00Z',\n",
+ " '2020-06-08T00:00:00Z',\n",
+ " '2020-09-23T00:00:00Z',\n",
+ " '2020-12-10T00:00:00Z',\n",
+ " '2021-03-10T00:00:00Z',\n",
+ " '2021-06-08T00:00:00Z',\n",
+ " '2021-09-05T00:00:00Z',\n",
+ " '2021-12-05T00:00:00Z',\n",
+ " '2022-03-13T00:00:00Z',\n",
+ " '2022-06-13T00:00:00Z',\n",
+ " '2022-09-09T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:ida.insight'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['5777199c99fa972af53013c6ab831be2'],\n",
+ " 'pds:File.pds:file_name': ['collection_document_ida_inventory.csv'],\n",
+ " 'vid': ['13.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:External_Reference.pds:reference_text': ['Trebi-Ollennu, A. et al., 2018, InSight Mars Lander Robotics Instrument Deployment System, Space Science Reviews, 214:93, doi:10.1007/s11214-018-0520-7.'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/document_ida/collection_document_ida.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-10-31T22:04:20.769399300Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:insight_documents:document_ida::13.0',\n",
+ " 'urn:nasa:pds:insight_documents:document_ida'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['6c83affa729e11ebe3dc02fb2db776b0'],\n",
+ " 'pds:Identification_Area.pds:title': ['InSight IDA Document Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Insight',\n",
+ " 'INSTRUMENT DEPLOYMENT ARM'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Insight'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-09-12T12:56:19Z'],\n",
+ " 'pds:Inventory.pds:records': ['2'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Trebi-Ollennu, A.'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'description': ['The InSight IDA document collection includes the following documents. 1. ida_release_notes.txt: Information about each release of IDA data to the PDS. 2. insight_ida_bundle_sis.pdf: The InSight IDA Software Interface Specification, the primary documentation for the IDA archive.',\n",
+ " 'The first release of the IDA document collection occurred with InSight Release 2.',\n",
+ " 'Updated for InSight Release 3.',\n",
+ " 'Updated for InSight Release 4.',\n",
+ " 'Updated for InSight Release 5.',\n",
+ " 'Updated for InSight Release 6.',\n",
+ " 'Updated for InSight Release 7.',\n",
+ " 'Updated for InSight Release 8.',\n",
+ " 'Updated for InSight Release 9.',\n",
+ " 'Updated for InSight Release 10.',\n",
+ " 'Updated for InSight Release 11.',\n",
+ " 'Updated for InSight Release 12.',\n",
+ " 'Updated for InSight Release 13.',\n",
+ " 'Updated for InSight Release 14.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2019-01-01T00:00:00Z'],\n",
+ " 'pds:Internal_Reference.pds:comment': ['The ida_release_notes document in the IDA document collection has notes and errata concerning each public release of IDA data by PDS.'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'ref_lid_document': ['urn:nasa:pds:insight_documents:document_ida:ida_release_notes'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['InSight IDA Document Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Document'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/document_ida/collection_document_ida_inventory.csv'],\n",
+ " '_package_id': ['87542caf-6934-4b20-8981-ec86072531ef'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2019-09-23T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-09-12T12:56:19Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['13.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['The InSight IDA document collection includes the following documents. 1. ida_release_notes.txt: Information about each release of IDA data to the PDS. 2. insight_ida_bundle_sis.pdf: The InSight IDA Software Interface Specification, the primary documentation for the IDA archive.'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target',\n",
+ " 'collection_to_document'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.11.1.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'urn:nasa:pds:context:instrument:ida.insight',\n",
+ " 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'urn:nasa:pds:insight_documents:document_ida:ida_release_notes'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:insight_documents:document_ida'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['146'],\n",
+ " 'pds:Observing_System.pds:name': ['Insight'],\n",
+ " 'pds:External_Reference.pds:doi': ['10.1007/s11214-018-0520-7'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_documents:document_ida::13.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0',\n",
+ " '2.0',\n",
+ " '3.0',\n",
+ " '4.0',\n",
+ " '5.0',\n",
+ " '6.0',\n",
+ " '7.0',\n",
+ " '8.0',\n",
+ " '9.0',\n",
+ " '10.0',\n",
+ " '11.0',\n",
+ " '12.0',\n",
+ " '13.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['9498'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_document_ida_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document_ida.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:insight_documents:document_seis::20.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'InSight SEIS Document Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': None,\n",
+ " 'stop_date_time': None,\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:planet.mars',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2018-07-02T00:00:00Z',\n",
+ " 'update_date_time': '2019-05-07T00:00:00Z',\n",
+ " 'version': '20.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/document_seis/collection_document_seis.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['First release',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 1B.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 2.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 3.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 4.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 5.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 6. Also, the SIS and the Channel Naming document were revised.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 7.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 8, and the document Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 9.',\n",
+ " 'V7 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 10.',\n",
+ " 'V8 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 11.',\n",
+ " 'V9 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 12.',\n",
+ " 'V10 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 13, and V11 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 14.',\n",
+ " 'V12 of the Mars Seismic Catalogue was added to the collection.'],\n",
+ " 'lid': ['urn:nasa:pds:insight_documents:document_seis'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2019-05-07T00:00:00Z',\n",
+ " '2019-06-18T00:00:00Z',\n",
+ " '2019-09-18T00:00:00Z',\n",
+ " '2019-12-17T00:00:00Z',\n",
+ " '2020-03-24T00:00:00Z',\n",
+ " '2020-06-30T00:00:00Z',\n",
+ " '2020-10-01T00:00:00Z',\n",
+ " '2020-12-23T00:00:00Z',\n",
+ " '2021-03-11T00:00:00Z',\n",
+ " '2021-06-09T00:00:00Z',\n",
+ " '2021-08-26T00:00:00Z',\n",
+ " '2021-09-13T00:00:00Z',\n",
+ " '2021-10-06T00:00:00Z',\n",
+ " '2021-12-10T00:00:00Z',\n",
+ " '2022-01-24T00:00:00Z',\n",
+ " '2022-03-10T00:00:00Z',\n",
+ " '2022-05-16T00:00:00Z',\n",
+ " '2022-06-30T00:00:00Z',\n",
+ " '2022-09-30T00:00:00Z',\n",
+ " '2022-10-01T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:seis.insight'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['919d610653e2c508c64c22f6c70dae44'],\n",
+ " 'pds:File.pds:file_name': ['collection_document_seis_inventory.csv'],\n",
+ " 'vid': ['20.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:External_Reference.pds:reference_text': [\"Lognonne, P., Banerdt, W. B., Giardini, D., et al. (2019), SEIS: InSight's Seismic Experiment for Internal Structure of Mars, Space Sci. Rev. 215:12.\"],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/document_seis/collection_document_seis.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-10-31T22:04:23.793921Z'],\n",
+ " 'alternate_ids': ['urn:nasa:pds:insight_documents:document_seis::20.0',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Mars'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['d3ea5e42e826594d68abd3fe902c47bf'],\n",
+ " 'pds:Identification_Area.pds:title': ['InSight SEIS Document Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Insight',\n",
+ " 'SEISMIC EXPERIMENT FOR INTERIOR STRUCTURE'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Insight'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2022-10-03T15:19:10Z'],\n",
+ " 'pds:Inventory.pds:records': ['16'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Weber, R.'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.insight'],\n",
+ " 'description': ['The InSight SEIS document collection includes the following documents. 1. fdsn-station-1.0.xsd: The base FDSN StationXML schema. 2. fdsn-station-availability-1.0.xsd: Extension of the base FDSN StationXML schema that includes time series data availability structures. 3. ins-st-grds-1500-ipgp_seed_channelnaming.pdf: Descriptions of InSight SEIS network, station, channel and location codes as a PDF document. 4. ins-st-grds-1500-ipgp_seed_channelnaming.xlsx: Descriptions of InSight SEIS network, station, channel and location codes as an Excel spreadsheet. 5. location_codes_only.pdf: A list of channel-location code pairs extracted from the channel naming document, as a PDF file. 6. location_codes_only.xlsx: A list of channel-location code pairs extracted from the channel naming document, as an Excel file. 7. seedmanual_v2.4.pdf: The Standard for the Exchange of Earthquake Data (SEED) Reference Manual, SEED Format Version 2.4. 8. seis_release_notes.txt: Information about each release of SEIS data to the PDS. 9. seis_sis.pdf: The InSight SEIS Software Interface Specification, the primary documentation for the SEIS archive. 10. variations-fdnsxml-seed.txt: An outline of the variations between FDSN-StationXML and SEED 2.4. 11. mars_seismic_catalogue_insight_*.pdf The InSight SEIS Mars Seismic Catalogue description document.',\n",
+ " 'First release',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 1B.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 2.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 3.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 4.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 5.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 6. Also, the SIS and the Channel Naming document were revised.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 7.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 8, and the document Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 9.',\n",
+ " 'V7 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 10.',\n",
+ " 'V8 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 11.',\n",
+ " 'V9 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 12.',\n",
+ " 'V10 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 13, and V11 of the Mars Seismic Catalogue was added to the collection.',\n",
+ " 'The Release Notes in this collection were revised for InSight Release 14.',\n",
+ " 'V12 of the Mars Seismic Catalogue was added to the collection.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2019-01-01T00:00:00Z'],\n",
+ " 'pds:Internal_Reference.pds:comment': ['The seis_release_notes document in the SEIS document collection has notes and errata concerning each public release of SEIS data by PDS.'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'ref_lid_document': ['urn:nasa:pds:insight_documents:document_seis:seis_release_notes'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['InSight SEIS Document Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Document'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/insight/urn-nasa-pds-insight_documents/document_seis/collection_document_seis_inventory.csv'],\n",
+ " '_package_id': ['87542caf-6934-4b20-8981-ec86072531ef'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2018-07-02T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2022-10-03T15:19:10Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['20.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['The InSight SEIS document collection includes the following documents. 1. fdsn-station-1.0.xsd: The base FDSN StationXML schema. 2. fdsn-station-availability-1.0.xsd: Extension of the base FDSN StationXML schema that includes time series data availability structures. 3. ins-st-grds-1500-ipgp_seed_channelnaming.pdf: Descriptions of InSight SEIS network, station, channel and location codes as a PDF document. 4. ins-st-grds-1500-ipgp_seed_channelnaming.xlsx: Descriptions of InSight SEIS network, station, channel and location codes as an Excel spreadsheet. 5. location_codes_only.pdf: A list of channel-location code pairs extracted from the channel naming document, as a PDF file. 6. location_codes_only.xlsx: A list of channel-location code pairs extracted from the channel naming document, as an Excel file. 7. seedmanual_v2.4.pdf: The Standard for the Exchange of Earthquake Data (SEED) Reference Manual, SEED Format Version 2.4. 8. seis_release_notes.txt: Information about each release of SEIS data to the PDS. 9. seis_sis.pdf: The InSight SEIS Software Interface Specification, the primary documentation for the SEIS archive. 10. variations-fdnsxml-seed.txt: An outline of the variations between FDSN-StationXML and SEED 2.4. 11. mars_seismic_catalogue_insight_*.pdf The InSight SEIS Mars Seismic Catalogue description document.'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'collection_to_target',\n",
+ " 'collection_to_document'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.10.1.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.insight',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.insight',\n",
+ " 'urn:nasa:pds:context:instrument:seis.insight',\n",
+ " 'urn:nasa:pds:context:target:planet.mars',\n",
+ " 'urn:nasa:pds:insight_documents:document_seis:seis_release_notes'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:insight_documents:document_seis'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['1548'],\n",
+ " 'pds:Observing_System.pds:name': ['Insight'],\n",
+ " 'pds:External_Reference.pds:doi': ['10.1007/s11214-018-0574-6'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.insight'],\n",
+ " 'lidvid': ['urn:nasa:pds:insight_documents:document_seis::20.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0',\n",
+ " '2.0',\n",
+ " '3.0',\n",
+ " '4.0',\n",
+ " '5.0',\n",
+ " '6.0',\n",
+ " '7.0',\n",
+ " '8.0',\n",
+ " '9.0',\n",
+ " '10.0',\n",
+ " '11.0',\n",
+ " '12.0',\n",
+ " '13.0',\n",
+ " '14.0',\n",
+ " '15.0',\n",
+ " '16.0',\n",
+ " '17.0',\n",
+ " '18.0',\n",
+ " '19.0',\n",
+ " '20.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['13279'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_document_seis_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_document_seis.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Planet'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:planet.mars'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:apollodoc:a15doc::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Apollo 15 Document Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '1971-07-26T00:00:00Z',\n",
+ " 'stop_date_time': '1977-09-30T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.apollo_15',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.apollo_15',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.a15a',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.a15a',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.a15c',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.a15c',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.a15l',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.a15l',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': None,\n",
+ " 'update_date_time': '2016-10-19T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/lunar/urn-nasa-pds-apollodoc/document_a15/collection.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Creation.'],\n",
+ " 'lid': ['urn:nasa:pds:apollodoc:a15doc'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2016-10-19T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['9c2332ffa6abdc08d044eaa6e3ef183a'],\n",
+ " 'ref_lid_associate': ['urn:nasa:pds:apollodoc:commondoc'],\n",
+ " 'pds:File.pds:file_name': ['collection_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['1977-09-30T00:00:00Z'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Spacecraft',\n",
+ " 'Spacecraft',\n",
+ " 'Spacecraft'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/lunar/urn-nasa-pds-apollodoc/document_a15/collection.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-07-27T22:50:04.103295400Z'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Moon'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['08bceac56c1e5f2071144b7ed66ead5c'],\n",
+ " 'pds:Identification_Area.pds:title': ['Apollo 15 Document Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['Apollo 15 Command and Service Module',\n",
+ " 'Apollo 15 Lunar Module',\n",
+ " 'Apollo 15 ALSEP'],\n",
+ " 'pds:Investigation_Area.pds:name': ['Apollo 15'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2019-01-22T21:59:04Z'],\n",
+ " 'pds:Inventory.pds:records': ['25'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.a15a',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.a15c',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.a15l'],\n",
+ " 'description': ['This collection contains documents common to Apollo 15 archives in PDS. Contents include the Apollo 15 Mission and Preliminary Science Reports and Technical Crew Debrief by NASA, Apollo 15 Photographic Support documentation, and overviews of the mission, its instrument hosts (spacecraft) and the associated instruments (experiments).',\n",
+ " 'Creation.',\n",
+ " 'The Apollo 15 Lunar Surface Experiments Package (ALSEP) contained scientific experiments that the astronauts deployed and left on the lunar surface.'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2017-01-01T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:field_format': ['%1s', '%-255s'],\n",
+ " 'pds:Internal_Reference.pds:comment': ['An index of the documents, by filename and title, in this collection.',\n",
+ " 'This collection contains Apollo Project publications and supporting information common to multiple Apollo archives in the NASA Planetary Data System. Contents include NASA publications such as the Apollo Program Summary Report, the Apollo Scientific Experiments Data Handbook, the ALSEP Termination Report, the ALSEP Performance Reports, and the ALSEP Archive Tape (ARCSAV) Description Document.'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'ref_lid_document': ['urn:nasa:pds:apollodoc:a12doc:aa_document_index'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Apollo 15 Document Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Document'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/lunar/urn-nasa-pds-apollodoc/document_a15/collection_inventory.csv'],\n",
+ " '_package_id': ['4f80cd24-6bcb-4651-a424-c26c9aa95302'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2019-01-22T21:59:04Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['This collection contains documents common to Apollo 15 archives in PDS. Contents include the Apollo 15 Mission and Preliminary Science Reports and Technical Crew Debrief by NASA, Apollo 15 Photographic Support documentation, and overviews of the mission, its instrument hosts (spacecraft) and the associated instruments (experiments).'],\n",
+ " 'pds:Observing_System_Component.pds:description': ['The Apollo 15 Lunar Surface Experiments Package (ALSEP) contained scientific experiments that the astronauts deployed and left on the lunar surface.'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument_host',\n",
+ " 'data_to_target',\n",
+ " 'collection_to_document',\n",
+ " 'collection_to_associate'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.7.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.apollo_15',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.a15c',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.a15l',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.a15a',\n",
+ " 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'urn:nasa:pds:apollodoc:a12doc:aa_document_index',\n",
+ " 'urn:nasa:pds:apollodoc:commondoc'],\n",
+ " 'pds:Citation_Information.pds:editor_list': ['McLaughlin, S.A.'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:apollodoc:a15doc'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['1971-07-26T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['1468'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.apollo_15'],\n",
+ " 'lidvid': ['urn:nasa:pds:apollodoc:a15doc::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['5939'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Satellite'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}},\n",
+ " {'id': 'urn:nasa:pds:trang2020_moon_space_weathering:data::1.0',\n",
+ " 'type': 'Product_Collection',\n",
+ " 'title': 'Trang 2020 Lunar Space Weathering Maps Data Collection',\n",
+ " 'description': None,\n",
+ " 'start_date_time': '2008-03-14T00:00:00Z',\n",
+ " 'stop_date_time': '2009-05-09T00:00:00Z',\n",
+ " 'investigations': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.kaguya',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:investigation:mission.kaguya',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'observing_system_components': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.kaguya',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.kaguya',\n",
+ " 'type': None,\n",
+ " 'description': None},\n",
+ " {'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:instrument:kaguya.lism',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:instrument:kaguya.lism',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'targets': [{'title': None,\n",
+ " 'id': 'urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'href': 'https://pds.nasa.gov/products/urn:nasa:pds:context:target:satellite.earth.moon',\n",
+ " 'type': None,\n",
+ " 'description': None}],\n",
+ " 'metadata': {'creation_date_time': '2020-07-24T00:00:00Z',\n",
+ " 'update_date_time': '2020-07-24T00:00:00Z',\n",
+ " 'version': '1.0',\n",
+ " 'label_url': 'https://pds-geosciences.wustl.edu/lunar/urn-nasa-pds-trang2020_moon_space_weathering/data/collection_data_inventory.xml'},\n",
+ " 'properties': {'pds:Inventory.pds:offset': ['0'],\n",
+ " 'pds:Modification_Detail.pds:description': ['Initial version.'],\n",
+ " 'lid': ['urn:nasa:pds:trang2020_moon_space_weathering:data'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2020-07-24T00:00:00Z'],\n",
+ " 'pds:Inventory.pds:field_delimiter': ['Comma'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:kaguya.lism'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'ops:Label_File_Info.ops:md5_checksum': ['298636c58dfb904d09c11c02eb7a5aef'],\n",
+ " 'pds:File.pds:file_name': ['collection_data_inventory.csv'],\n",
+ " 'vid': ['1.0'],\n",
+ " 'product_class': ['Product_Collection'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2009-05-09T00:00:00Z'],\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level': ['Derived'],\n",
+ " 'pds:Observing_System_Component.pds:type': ['Host', 'Instrument'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/lunar/urn-nasa-pds-trang2020_moon_space_weathering/data/collection_data_inventory.xml'],\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time': ['2022-07-27T22:57:32.193985600Z'],\n",
+ " 'ops:Data_File_Info.ops:mime_type': ['text/plain'],\n",
+ " 'pds:Field_Delimited.pds:data_type': ['ASCII_String', 'ASCII_LIDVID_LID'],\n",
+ " 'pds:Record_Delimited.pds:groups': ['0'],\n",
+ " 'pds:Target_Identification.pds:name': ['Moon'],\n",
+ " 'ops:Data_File_Info.ops:md5_checksum': ['594b09cf67c35ec5d330088e5933de2b'],\n",
+ " 'pds:Identification_Area.pds:title': ['Trang 2020 Lunar Space Weathering Maps Data Collection'],\n",
+ " 'pds:Inventory.pds:parsing_standard_id': ['PDS DSV 1'],\n",
+ " 'pds:Observing_System_Component.pds:name': ['KAGUYA', 'LISM'],\n",
+ " 'pds:Investigation_Area.pds:name': ['KAGUYA'],\n",
+ " 'ops:Label_File_Info.ops:creation_date_time': ['2020-07-29T18:42:35Z'],\n",
+ " 'pds:Inventory.pds:records': ['3'],\n",
+ " 'pds:Identification_Area.pds:product_class': ['Product_Collection'],\n",
+ " 'pds:Citation_Information.pds:author_list': ['Trang, David'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.kaguya'],\n",
+ " 'description': ['Lunar Space Weathering Maps Data Collection by David Trang',\n",
+ " 'Initial version.',\n",
+ " 'Lunar space weathering maps'],\n",
+ " 'pds:Citation_Information.pds:publication_year': ['2020-01-01T00:00:00Z'],\n",
+ " 'ops:Harvest_Info.ops:node_name': ['PDS_GEO'],\n",
+ " 'pds:Record_Delimited.pds:fields': ['2'],\n",
+ " 'title': ['Trang 2020 Lunar Space Weathering Maps Data Collection'],\n",
+ " 'pds:Collection.pds:collection_type': ['Data'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://pds-geosciences.wustl.edu/lunar/urn-nasa-pds-trang2020_moon_space_weathering/data/collection_data_inventory.csv'],\n",
+ " '_package_id': ['4f80cd24-6bcb-4651-a424-c26c9aa95302'],\n",
+ " 'pds:Field_Delimited.pds:name': ['Member Status', 'LIDVID_LID'],\n",
+ " 'pds:File.pds:creation_date_time': ['2020-07-24T00:00:00Z'],\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length': ['1', '255'],\n",
+ " 'ops:Data_File_Info.ops:creation_date_time': ['2020-07-29T18:42:35Z'],\n",
+ " 'pds:Identification_Area.pds:version_id': ['1.0'],\n",
+ " 'pds:Citation_Information.pds:description': ['Lunar Space Weathering Maps Data Collection by David Trang'],\n",
+ " 'pds:Primary_Result_Summary.pds:purpose': ['Science'],\n",
+ " 'pds:Internal_Reference.pds:reference_type': ['collection_to_investigation',\n",
+ " 'is_instrument_host',\n",
+ " 'is_instrument',\n",
+ " 'data_to_target'],\n",
+ " 'pds:Identification_Area.pds:information_model_version': ['1.14.0.0'],\n",
+ " 'pds:Internal_Reference.pds:lid_reference': ['urn:nasa:pds:context:investigation:mission.kaguya',\n",
+ " 'urn:nasa:pds:context:instrument_host:spacecraft.kaguya',\n",
+ " 'urn:nasa:pds:context:instrument:kaguya.lism',\n",
+ " 'urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'pds:Primary_Result_Summary.pds:description': ['Lunar space weathering maps'],\n",
+ " 'pds:Field_Delimited.pds:field_number': ['1', '2'],\n",
+ " 'pds:Identification_Area.pds:logical_identifier': ['urn:nasa:pds:trang2020_moon_space_weathering:data'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2008-03-14T00:00:00Z'],\n",
+ " 'ops:Data_File_Info.ops:file_size': ['207'],\n",
+ " 'pds:Observing_System.pds:name': ['KAGUYA MI'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.kaguya'],\n",
+ " 'lidvid': ['urn:nasa:pds:trang2020_moon_space_weathering:data::1.0'],\n",
+ " 'pds:Modification_Detail.pds:version_id': ['1.0'],\n",
+ " 'ops:Label_File_Info.ops:file_size': ['4951'],\n",
+ " 'pds:Inventory.pds:record_delimiter': ['Carriage-Return Line-Feed'],\n",
+ " 'ops:Data_File_Info.ops:file_name': ['collection_data_inventory.csv'],\n",
+ " 'pds:Inventory.pds:reference_type': ['inventory_has_member_product'],\n",
+ " 'ops:Label_File_Info.ops:file_name': ['collection_data_inventory.xml'],\n",
+ " 'pds:Target_Identification.pds:type': ['Satellite'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:satellite.earth.moon'],\n",
+ " 'pds:Investigation_Area.pds:type': ['Mission']}}]}"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "from pds.api_client.api.collections_api import CollectionsApi\n",
+ "collections = CollectionsApi(api_client)\n",
+ "try:\n",
+ " # Collections api entry point; list the resources provided by the current API end-point.\n",
+ " api_response = collections.get_collection(q=\"\", start=0, limit=20)\n",
+ "except ApiException as e:\n",
+ " print(\"Exception when calling CollectionsApi->get_collection: %s\\n\" % e)\n",
+ "api_response.to_dict()"
+ ]
+ }
+ ],
+ "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": "3.7.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/notebooks/draft/wwt.ipynb b/notebooks/draft/wwt.ipynb
new file mode 100644
index 0000000..4cab51e
--- /dev/null
+++ b/notebooks/draft/wwt.ipynb
@@ -0,0 +1,166 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "infrared-worcester",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from pywwt.jupyter import WWTJupyterWidget"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "becoming-scout",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "wwt = WWTJupyterWidget()\n",
+ "wwt.set_view('sky')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "frequent-compromise",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "wwt"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "beginning-madonna",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from astropy.table import Table\n",
+ "\n",
+ "OEC = 'https://worldwidetelescope.github.io/pywwt/data/open_exoplanet_catalogue.csv'\n",
+ "\n",
+ "table = Table.read(OEC, delimiter=',', format='ascii.basic')\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "rational-maria",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "layer = wwt.layers.add_table_layer(table=table, frame='Sky',lon_att='ra', lat_att='dec')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "accessory-signature",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "layer.color = 'red'\n",
+ "layer.marker_scale = 'screen'\n",
+ "#layer.marker_scale = 'world'\n",
+ "layer.size_scale = 100."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "harmful-tribune",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "wwt.center_on_coordinates(SkyCoord(285.0130833333333, 40.22075\n",
+ " , unit=u.deg))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "quick-transfer",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "wwt.set_view('solar system')\n",
+ "wwt.solar_system.track_object('Earth')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "verified-prime",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from astropy.table import Table\n",
+ "EARTHQUAKES = 'https://worldwidetelescope.github.io/pywwt/data/earthquakes_2010.csv'\n",
+ "table = Table.read(EARTHQUAKES, delimiter=',', format='ascii.basic')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "atomic-projection",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "layer = wwt.layers.add_table_layer(table=table, frame='Earth',\n",
+ " lon_att='longitude', lat_att='latitude')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "brave-elite",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "wwt.solar_system.track_object('Earth')\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "dramatic-faculty",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "help(layer)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "expanded-dating",
+ "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": "3.7.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/notebooks/ovirs/part1/explore-a-collection.ipynb b/notebooks/ovirs/part1/explore-a-collection.ipynb
index 3addb2b..b755e19 100644
--- a/notebooks/ovirs/part1/explore-a-collection.ipynb
+++ b/notebooks/ovirs/part1/explore-a-collection.ipynb
@@ -6,7 +6,7 @@
"metadata": {},
"source": [
"# PDS Search API demo, OSIRIS-REx OVIRS Data Visualization\n",
- "## PART 2: Explore a Collection\n",
+ "## PART 1: Explore a Collection\n",
"\n",
"The purpose of this notebook is to demostrate how the PDS web API can be used to access the PDS data for a scientific use case.\n",
"\n",
@@ -25,7 +25,7 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": 12,
"id": "heavy-oxide",
"metadata": {},
"outputs": [],
@@ -47,7 +47,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 13,
"id": "forced-ghana",
"metadata": {},
"outputs": [],
@@ -75,7 +75,7 @@
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": 14,
"id": "textile-combine",
"metadata": {
"tags": []
@@ -85,7 +85,7 @@
"configuration = pds_api.Configuration()\n",
"\n",
"# demo server\n",
- "configuration.host = 'https://pds-gamma.jpl.nasa.gov/api/'\n",
+ "configuration.host = 'https://pds.nasa.gov/api/search/1/'\n",
"\n",
"api_client = pds_api.ApiClient(configuration)\n"
]
@@ -103,12 +103,12 @@
"id": "pointed-scout",
"metadata": {},
"source": [
- "### Get the lidvid of your collection of interest\n",
+ "### Get the identifier of your collection of interest\n",
"\n",
"Search for a collection of interest on https://pds.nasa.gov/datasearch/keyword-search/ (or https://pds.nasa.gov > Data Search > Keyword Search):\n",
"- Search for \"osiris rex calibrated ovirs collection\" (https://pds.nasa.gov/datasearch/keyword-search/search.jsp?q=osiris+rex+ovirs+calibrated+collection)\n",
"- Click on the first collection on the results\n",
- "- Copy the lidvid\n"
+ "- Copy the IDENTIFIER displayed at the top of the Collection Information\n"
]
},
{
@@ -118,18 +118,18 @@
"source": [
"### Get the properties available for the observational products belonging to the selected collection\n",
"\n",
- "Get the properties available for the product belonging to the collection of interest using `CollectionsProductsApi.products_of_a_collection` \n",
+ "Get the properties available for the product belonging to the collection of interest using `ProductReferencesApi.products_members` \n",
"(see https://nasa-pds.github.io/pds-api-client/api/api_client.api.html#api_client.api.collections_products_api.CollectionsProductsApi)\n",
"\n",
"API responses have the structure `{\"summary\": {}, data= []}`\n",
"(see https://nasa-pds.github.io/pds-api-client/api/api_client.models.html#api_client.models.products.Products)\n",
"\n",
- "We do not get the product descriptions yet but only the available properties with `only_summary=True` option."
+ "We are not interested in the product descriptions yet but only the available properties."
]
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 15,
"id": "billion-dimension",
"metadata": {},
"outputs": [
@@ -137,17 +137,134 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "The available properties for the selected products are ['pds:Modification_Detail.pds:description', 'pds:Axis_Array.pds:axis_name', 'pds:Local_Internal_Reference.pds:local_reference_type', 'pds:File.pds:file_size', 'pds:Modification_Detail.pds:modification_date', 'orex:Spatial.orex:bennu_radec_target', 'orex:Spatial.orex:emission_angle', 'pds:Internal_Reference.pds:lidvid_reference', 'ops:Label_File_Info.ops:md5_checksum', 'vid', 'orex:Spatial.orex:bore_angle', 'orex:Mission_Information.orex:mission_phase_identifier', 'orex:Spatial.orex:phase_angle', 'pds:Array_2D_Spectrum.pds:axes', 'orex:Time.orex:mid_obs', 'pds:Observing_System_Component.pds:type', 'orex:Spatial.orex:declination', 'sp:Observation_Parameters.sp:resolution_limit_wavelength', 'sp:Observation_Parameters.sp:net_integration_time', 'orex:Time.orex:mid_obs_et', 'sp:Spectral_Characteristics.sp:spectral_bin_type', 'pds:Axis_Array.pds:sequence_number', 'ops:Data_File_Info.ops:md5_checksum', 'pds:Identification_Area.pds:title', 'sp:Observation_Parameters.sp:number_of_exposures', 'pds:Array_2D_Spectrum.pds:local_identifier', 'pds:Investigation_Area.pds:name', 'ops:Label_File_Info.ops:creation_date_time', 'orex:Time.orex:exposure', 'sp:Field_of_View.sp:description', 'orex:Spatial.orex:bennu_dec', 'geom:SPICE_Kernel_Identification.geom:kernel_type', 'ref_lid_product', 'orex:Mission_Information.orex:mission_phase_name', 'pds:Internal_Reference.pds:comment', 'orex:Spatial.orex:bennu_radec_quality', 'pds:File.pds:creation_date_time', 'ops:Data_File_Info.ops:creation_date_time', 'pds:Observing_System_Component.pds:description', 'pds:Internal_Reference.pds:reference_type', 'pds:Array_2D.pds:local_identifier', 'pds:Primary_Result_Summary.pds:purpose', 'pds:Identification_Area.pds:information_model_version', 'disp:Display_Direction.disp:horizontal_display_axis', 'orex:Spatial.orex:semiminor_axis', 'pds:Local_Internal_Reference.pds:local_identifier_reference', 'orex:Spatial.orex:right_ascension', 'orex:Spatial.orex:boresight_x', 'pds:Time_Coordinates.pds:start_date_time', 'orex:Spatial.orex:boresight_y', 'orex:Spatial.orex:boresight_z', 'sp:Spectral_Characteristics.sp:spectrum_format', 'pds:Observing_System.pds:name', 'pds:Header.pds:object_length', 'orex:Spatial.orex:fov_fill_factor', 'lidvid', 'pds:Modification_Detail.pds:version_id', 'ops:Label_File_Info.ops:file_size', 'pds:Array_2D.pds:description', 'ops:Data_File_Info.ops:file_name', 'orex:Spatial.orex:boresight_range', 'pds:Element_Array.pds:data_type', 'orex:Spatial.orex:fov_fill_flag', 'geom:Geometry_Orbiter.geom:geometry_reference_time_tdb', 'orex:Time.orex:utc', 'geom:Geometry_Orbiter.geom:geometry_reference_time_utc', 'lid', 'pds:Header.pds:parsing_standard_id', 'pds:Header.pds:offset', 'ref_lid_instrument', 'pds:File.pds:file_name', 'product_class', 'pds:Array_2D_Spectrum.pds:axis_index_order', 'orex:OVIRS_Instrument_Attributes.orex:fpa_moly_a_temp_x', 'pds:Time_Coordinates.pds:stop_date_time', 'ref_lidvid_product', 'pds:Primary_Result_Summary.pds:processing_level', 'orex:Spatial.orex:bennu_ra', 'ops:Label_File_Info.ops:file_ref', 'orex:Spatial.orex:semimajor_axis', 'pds:Element_Array.pds:unit', 'pds:Array_2D.pds:axis_index_order', 'ops:Data_File_Info.ops:mime_type', 'pds:Target_Identification.pds:name', 'sp:Bin_Description.sp:bin_profile_description', 'pds:Observing_System_Component.pds:name', 'orex:Spatial.orex:bore_flag', 'pds:Array_2D.pds:offset', 'geom:SPICE_Kernel_Identification.geom:spice_kernel_file_name', 'pds:Identification_Area.pds:product_class', 'pds:Array_2D_Spectrum.pds:description', 'ref_lid_instrument_host', 'title', 'ops:Data_File_Info.ops:file_ref', '_package_id', 'disp:Display_Direction.disp:vertical_display_direction', 'pds:Identification_Area.pds:version_id', 'orex:Spatial.orex:sun_range', 'disp:Display_Direction.disp:vertical_display_axis', 'pds:Internal_Reference.pds:lid_reference', 'sp:Circular_FOV.sp:diameter_angle', 'pds:Identification_Area.pds:logical_identifier', 'ops:Data_File_Info.ops:file_size', 'orex:Time.orex:expo_ms', 'pds:Axis_Array.pds:elements', 'geom:SPICE_Kernel_Identification.geom:kernel_provenance', 'pds:Array_2D_Spectrum.pds:offset', 'ref_lid_investigation', 'pds:Array_2D.pds:axes', 'ops:Label_File_Info.ops:blob', 'orex:Spatial.orex:longitude', 'orex:Spatial.orex:latitude', 'ops:Label_File_Info.ops:file_name', 'pds:Target_Identification.pds:type', 'orex:Spatial.orex:incidence_angle', 'orex:Time.orex:mid_obs_sclk', 'disp:Display_Direction.disp:horizontal_display_direction', 'orex:Spatial.orex:target_range', 'pds:Investigation_Area.pds:type']\n"
+ "['_package_id',\n",
+ " 'alternate_ids',\n",
+ " 'description',\n",
+ " 'disp:Display_Direction.disp:horizontal_display_axis',\n",
+ " 'disp:Display_Direction.disp:horizontal_display_direction',\n",
+ " 'disp:Display_Direction.disp:vertical_display_axis',\n",
+ " 'disp:Display_Direction.disp:vertical_display_direction',\n",
+ " 'geom:Geometry_Orbiter.geom:geometry_reference_time_tdb',\n",
+ " 'geom:Geometry_Orbiter.geom:geometry_reference_time_utc',\n",
+ " 'geom:SPICE_Kernel_Identification.geom:kernel_provenance',\n",
+ " 'geom:SPICE_Kernel_Identification.geom:kernel_type',\n",
+ " 'geom:SPICE_Kernel_Identification.geom:spice_kernel_file_name',\n",
+ " 'lid',\n",
+ " 'lidvid',\n",
+ " 'ops:Data_File_Info.ops:creation_date_time',\n",
+ " 'ops:Data_File_Info.ops:file_name',\n",
+ " 'ops:Data_File_Info.ops:file_ref',\n",
+ " 'ops:Data_File_Info.ops:file_size',\n",
+ " 'ops:Data_File_Info.ops:md5_checksum',\n",
+ " 'ops:Data_File_Info.ops:mime_type',\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time',\n",
+ " 'ops:Harvest_Info.ops:node_name',\n",
+ " 'ops:Label_File_Info.ops:creation_date_time',\n",
+ " 'ops:Label_File_Info.ops:file_name',\n",
+ " 'ops:Label_File_Info.ops:file_ref',\n",
+ " 'ops:Label_File_Info.ops:file_size',\n",
+ " 'ops:Label_File_Info.ops:md5_checksum',\n",
+ " 'ops:Tracking_Meta.ops:archive_status',\n",
+ " 'orex:spatial.orex:bennu_dec',\n",
+ " 'orex:spatial.orex:bennu_ra',\n",
+ " 'orex:spatial.orex:bennu_radec_quality',\n",
+ " 'orex:spatial.orex:bennu_radec_target',\n",
+ " 'orex:spatial.orex:bore_angle',\n",
+ " 'orex:spatial.orex:bore_flag',\n",
+ " 'orex:spatial.orex:boresight_range',\n",
+ " 'orex:spatial.orex:boresight_x',\n",
+ " 'orex:spatial.orex:boresight_y',\n",
+ " 'orex:spatial.orex:boresight_z',\n",
+ " 'orex:spatial.orex:declination',\n",
+ " 'orex:spatial.orex:emission_angle',\n",
+ " 'orex:spatial.orex:fov_fill_factor',\n",
+ " 'orex:spatial.orex:fov_fill_flag',\n",
+ " 'orex:spatial.orex:incidence_angle',\n",
+ " 'orex:spatial.orex:latitude',\n",
+ " 'orex:spatial.orex:longitude',\n",
+ " 'orex:spatial.orex:phase_angle',\n",
+ " 'orex:spatial.orex:right_ascension',\n",
+ " 'orex:spatial.orex:semimajor_axis',\n",
+ " 'orex:spatial.orex:semiminor_axis',\n",
+ " 'orex:spatial.orex:sun_range',\n",
+ " 'orex:spatial.orex:target_range',\n",
+ " 'orex:time.orex:expo_ms',\n",
+ " 'orex:time.orex:exposure',\n",
+ " 'orex:time.orex:mid_obs',\n",
+ " 'orex:time.orex:mid_obs_et',\n",
+ " 'orex:time.orex:mid_obs_sclk',\n",
+ " 'orex:time.orex:utc',\n",
+ " 'pds:Array_2D.pds:axes',\n",
+ " 'pds:Array_2D.pds:axis_index_order',\n",
+ " 'pds:Array_2D.pds:description',\n",
+ " 'pds:Array_2D.pds:local_identifier',\n",
+ " 'pds:Array_2D.pds:offset',\n",
+ " 'pds:Array_2D_Spectrum.pds:axes',\n",
+ " 'pds:Array_2D_Spectrum.pds:axis_index_order',\n",
+ " 'pds:Array_2D_Spectrum.pds:description',\n",
+ " 'pds:Array_2D_Spectrum.pds:local_identifier',\n",
+ " 'pds:Array_2D_Spectrum.pds:offset',\n",
+ " 'pds:Axis_Array.pds:axis_name',\n",
+ " 'pds:Axis_Array.pds:elements',\n",
+ " 'pds:Axis_Array.pds:sequence_number',\n",
+ " 'pds:Element_Array.pds:data_type',\n",
+ " 'pds:Element_Array.pds:unit',\n",
+ " 'pds:File.pds:creation_date_time',\n",
+ " 'pds:File.pds:file_name',\n",
+ " 'pds:File.pds:file_size',\n",
+ " 'pds:Header.pds:object_length',\n",
+ " 'pds:Header.pds:offset',\n",
+ " 'pds:Header.pds:parsing_standard_id',\n",
+ " 'pds:Identification_Area.pds:information_model_version',\n",
+ " 'pds:Identification_Area.pds:logical_identifier',\n",
+ " 'pds:Identification_Area.pds:product_class',\n",
+ " 'pds:Identification_Area.pds:title',\n",
+ " 'pds:Identification_Area.pds:version_id',\n",
+ " 'pds:Internal_Reference.pds:comment',\n",
+ " 'pds:Internal_Reference.pds:lid_reference',\n",
+ " 'pds:Internal_Reference.pds:lidvid_reference',\n",
+ " 'pds:Internal_Reference.pds:reference_type',\n",
+ " 'pds:Investigation_Area.pds:name',\n",
+ " 'pds:Investigation_Area.pds:type',\n",
+ " 'pds:Local_Internal_Reference.pds:local_identifier_reference',\n",
+ " 'pds:Local_Internal_Reference.pds:local_reference_type',\n",
+ " 'pds:Observing_System.pds:name',\n",
+ " 'pds:Observing_System_Component.pds:description',\n",
+ " 'pds:Observing_System_Component.pds:name',\n",
+ " 'pds:Observing_System_Component.pds:type',\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level',\n",
+ " 'pds:Primary_Result_Summary.pds:purpose',\n",
+ " 'pds:Target_Identification.pds:name',\n",
+ " 'pds:Target_Identification.pds:type',\n",
+ " 'pds:Time_Coordinates.pds:start_date_time',\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time',\n",
+ " 'product_class',\n",
+ " 'ref_lid_instrument',\n",
+ " 'ref_lid_instrument_host',\n",
+ " 'ref_lid_investigation',\n",
+ " 'ref_lid_product',\n",
+ " 'ref_lidvid_product',\n",
+ " 'sp:Bin_Description.sp:bin_profile_description',\n",
+ " 'sp:Circular_FOV.sp:diameter_angle',\n",
+ " 'sp:Field_of_View.sp:description',\n",
+ " 'sp:Observation_Parameters.sp:net_integration_time',\n",
+ " 'sp:Observation_Parameters.sp:number_of_exposures',\n",
+ " 'sp:Observation_Parameters.sp:resolution_limit_wavelength',\n",
+ " 'sp:Spectral_Characteristics.sp:spectral_bin_type',\n",
+ " 'sp:Spectral_Characteristics.sp:spectrum_format',\n",
+ " 'title',\n",
+ " 'vid']\n"
]
}
],
"source": [
- "lidvid = 'urn:nasa:pds:orex.ovirs:data_calibrated'\n",
- "\n",
- "collection_products_api = pds_api.CollectionsProductsApi(api_client)\n",
- "api_response = collection_products_api.products_of_a_collection(lidvid , start=0, limit=20, only_summary=True)\n",
+ "lidvid = 'urn:nasa:pds:orex.ovirs:data_calibrated::11.0'\n",
+ "from pds.api_client.api.product_references_api import ProductReferencesApi\n",
+ "products = ProductReferencesApi(api_client)\n",
"\n",
- "print(f\"The available properties for the selected products are {api_response.summary.properties}\")"
+ "###### The following gets an error due to a bug in the registry api!\n",
+ "api_response = products.product_members(lidvid)\n",
+ "pprint(api_response.summary.properties)"
]
},
{
@@ -155,31 +272,27 @@
"id": "respective-classic",
"metadata": {},
"source": [
- "### Request specific properties of all the observational products of the collection"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "cooperative-webmaster",
- "metadata": {},
- "source": [
- "Properties have a syntax alike the PDS4 model: class/attributes. \n",
+ "### Request specific properties of all the observational products of the collection\n",
+ "\n",
+ "Properties have a syntax alike the PDS4 model: class.attributes. \n",
"\n",
"Get the latitude, longitude and target_range of the observational products belonging to the collection, with `fields=` option.\n",
"\n",
- "The API results are paginated, to get all the results we need to loop through the pages."
+ "The API results are paginated, to get all the results we need to loop through the pages.\n",
+ "\n",
+ "WARNING the performance for big collections need to be improved since the API is currently too slow. See https://github.com/NASA-PDS/registry-api/issues/352"
]
},
{
"cell_type": "code",
- "execution_count": 5,
- "id": "rural-brake",
+ "execution_count": 20,
+ "id": "898eac3c-f903-4086-af40-28a521813f85",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
- "model_id": "f9f591e8e230408c980400a8380f1a78",
+ "model_id": "84a46312f6fb4418a02bf1891c70b2a5",
"version_major": 2,
"version_minor": 0
},
@@ -194,39 +307,47 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "retrieved 279500 products in 13.5 minutes\n"
+ "retrieved 2500 products in 0.1 minutes\n"
]
}
],
"source": [
- "properties_of_interest = ['orex:spatial.orex:latitude', 'orex:spatial.orex:longitude', 'orex:spatial.orex:target_range']\n",
- "\n",
+ "from pds.api_client.api.all_products_api import AllProductsApi\n",
+ "products = AllProductsApi(api_client)\n",
+ "properties_of_interest = ['orex:Spatial.orex:latitude', 'orex:Spatial.orex:longitude', 'ref_lid_instrument', 'orex:Spatial.orex:target_range', 'ops:Data_File_Info.ops:file_ref']\n",
"start = 0\n",
"limit = 500\n",
- "products = []\n",
+ "criteria = ' ( ( ref_lid_target eq \"urn:nasa:pds:context:target:asteroid.101955_bennu\" )'\n",
+ "criteria += ' and ( ref_lid_instrument eq \"urn:nasa:pds:context:instrument:ovirs.orex\" ) )'\n",
+ "\n",
+ "prods = []\n",
"pbar = tqdm()\n",
"\n",
"start_time = time.time()\n",
+ "\n",
+ "\n",
"while True:\n",
" pbar.update(int(start/500))\n",
- " \n",
- " api_response = collection_products_api.products_of_a_collection(\n",
- " lidvid, \n",
- " start=start, \n",
- " limit=limit, \n",
+ " api_response = products.product_list(\n",
+ " q=criteria,\n",
+ " start=start,\n",
+ " limit=limit,\n",
" fields=properties_of_interest)\n",
- "\n",
+ " \n",
" if api_response.data:\n",
- " products.extend(api_response.data)\n",
+ " prods.extend(api_response.data)\n",
" start += limit\n",
" else:\n",
" break\n",
- "\n",
+ " \n",
+ " # because of the performance issue we break before the collection is complete\n",
+ " if start > 2000:\n",
+ " break\n",
+ " \n",
"elapsed = time.time() - start_time\n",
"print(f'retrieved {start} products in {elapsed/60.0:.1f} minutes')\n",
"\n",
- "pbar.close()\n",
- "\n"
+ "pbar.close()"
]
},
{
@@ -241,56 +362,12 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": null,
"id": "military-midnight",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "{'description': None,\n",
- " 'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20181103t073051s132_ovr_scil2.fits::1.0',\n",
- " 'investigations': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'id': 'urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'metadata': {'creation_date_time': '2019-04-13T01:02:37.516Z',\n",
- " 'label_url': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/approach/20181103T073051S132_ovr_scil2.xml',\n",
- " 'update_date_time': None,\n",
- " 'version': '1.0'},\n",
- " 'observing_system_components': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'title': None,\n",
- " 'type': None},\n",
- " {'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'properties': {'orex:spatial.orex:latitude': '-6.13630777328482',\n",
- " 'orex:spatial.orex:longitude': '224.370731783137',\n",
- " 'orex:spatial.orex:target_range': '190.288480954595'},\n",
- " 'start_date_time': '2018-11-03T07:30:51.132Z',\n",
- " 'stop_date_time': '2018-11-03T07:30:51.132Z',\n",
- " 'targets': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'id': 'urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'title': 'OSIRIS-REx OVIRS Calibrated Science Data Product (L2) '\n",
- " '2018-11-03T07:30:51.132Z',\n",
- " 'type': 'Product_Observational'}"
- ]
- },
- "execution_count": 6,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
- "products[140000]"
+ "prods[140000]"
]
},
{
@@ -305,30 +382,10 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": null,
"id": "strategic-season",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "The values of the selected properties are\n",
- "[{'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20181102t041236s859_ovr_scil2.fits::1.0',\n",
- " 'orex:spatial.orex:latitude': '-22.546203099740598',\n",
- " 'orex:spatial.orex:longitude': '29.6493567602281',\n",
- " 'orex:spatial.orex:target_range': '197.757787474397'},\n",
- " {'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20181102t041237s759_ovr_scil2.fits::1.0',\n",
- " 'orex:spatial.orex:latitude': '-18.1849081622853',\n",
- " 'orex:spatial.orex:longitude': '16.445177388920598',\n",
- " 'orex:spatial.orex:target_range': '197.757720053807'},\n",
- " {'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20181102t041238s659_ovr_scil2.fits::1.0',\n",
- " 'orex:spatial.orex:latitude': '-14.845147832590499',\n",
- " 'orex:spatial.orex:longitude': '7.29380975545429',\n",
- " 'orex:spatial.orex:target_range': '197.757652690671'}]\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"def at_least_one_valid_value(p):\n",
" return ((p['orex:spatial.orex:latitude'] != '-9999') \\\n",
@@ -359,18 +416,10 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": null,
"id": "essential-enough",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "The target_range values for the selected products are [197.757787474397, 197.757720053807, 197.757652690671]\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"def transpose(properties):\n",
" lat = [float(p['orex:spatial.orex:latitude']) for p in properties]\n",
@@ -392,23 +441,10 @@
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": null,
"id": "unavailable-mapping",
"metadata": {},
- "outputs": [
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"def observation_map(lat, lon, target_range, vmax=25):\n",
" fig, ax = plt.subplots()\n",
@@ -435,36 +471,10 @@
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": null,
"id": "governmental-mortgage",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "(array([ 0., 0., 32390., 18425., 0., 0., 0., 0.,\n",
- " 0., 0.]),\n",
- " array([ 0. , 1.5, 3. , 4.5, 6. , 7.5, 9. , 10.5, 12. , 13.5, 15. ]),\n",
- " )"
- ]
- },
- "execution_count": 10,
- "metadata": {},
- "output_type": "execute_result"
- },
- {
- "data": {
- "image/png": "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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"plt.hist(target_range, range=(0, 15))"
]
@@ -479,18 +489,10 @@
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": null,
"id": "timely-hours",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "The lidvids of the selected products are ['urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204129s468_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204130s368_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204131s368_ovr_scil2.fits::1.0']\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"lidvids = [p['id'] for p in properties if float(p['orex:spatial.orex:target_range']) < 4.0 \n",
" and abs(float(p['orex:spatial.orex:latitude']) - 12.0) < 3.0\n",
@@ -508,435 +510,10 @@
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": null,
"id": "handmade-accident",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "{'description': None,\n",
- " 'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0',\n",
- " 'investigations': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'id': 'urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'metadata': {'creation_date_time': '2019-10-23T19:05:39.752Z',\n",
- " 'label_url': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.xml',\n",
- " 'update_date_time': None,\n",
- " 'version': '1.0'},\n",
- " 'observing_system_components': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'title': None,\n",
- " 'type': None},\n",
- " {'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'properties': {'_package_id': 'd8f102ae-f1b7-4009-8a94-240a687eebf0',\n",
- " 'disp:Display_Direction.disp:horizontal_display_axis': ['Sample',\n",
- " 'Sample',\n",
- " 'Sample',\n",
- " 'Sample',\n",
- " 'Sample',\n",
- " 'Sample'],\n",
- " 'disp:Display_Direction.disp:horizontal_display_direction': ['Left '\n",
- " 'to '\n",
- " 'Right',\n",
- " 'Left '\n",
- " 'to '\n",
- " 'Right',\n",
- " 'Left '\n",
- " 'to '\n",
- " 'Right',\n",
- " 'Left '\n",
- " 'to '\n",
- " 'Right',\n",
- " 'Left '\n",
- " 'to '\n",
- " 'Right',\n",
- " 'Left '\n",
- " 'to '\n",
- " 'Right'],\n",
- " 'disp:Display_Direction.disp:vertical_display_axis': ['Line',\n",
- " 'Line',\n",
- " 'Line',\n",
- " 'Line',\n",
- " 'Line',\n",
- " 'Line'],\n",
- " 'disp:Display_Direction.disp:vertical_display_direction': ['Bottom '\n",
- " 'to '\n",
- " 'Top',\n",
- " 'Bottom '\n",
- " 'to '\n",
- " 'Top',\n",
- " 'Bottom '\n",
- " 'to '\n",
- " 'Top',\n",
- " 'Bottom '\n",
- " 'to '\n",
- " 'Top',\n",
- " 'Bottom '\n",
- " 'to '\n",
- " 'Top',\n",
- " 'Bottom '\n",
- " 'to '\n",
- " 'Top'],\n",
- " 'geom:Geometry_Orbiter.geom:geometry_reference_time_tdb': '606472957.753112',\n",
- " 'geom:Geometry_Orbiter.geom:geometry_reference_time_utc': '2019-03-21T20:41:28.567Z',\n",
- " 'geom:SPICE_Kernel_Identification.geom:kernel_provenance': 'Reconstructed',\n",
- " 'geom:SPICE_Kernel_Identification.geom:kernel_type': 'MK',\n",
- " 'geom:SPICE_Kernel_Identification.geom:spice_kernel_file_name': 'spoc-digest-2019-04-10T05_59_50.989Z.mk',\n",
- " 'lid': 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits',\n",
- " 'lidvid': 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0',\n",
- " 'ops:Data_File_Info.ops:creation_date_time': '2019-10-24T19:59:00Z',\n",
- " 'ops:Data_File_Info.ops:file_name': '20190321T204128S567_ovr_scil2.fits',\n",
- " 'ops:Data_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.fits',\n",
- " 'ops:Data_File_Info.ops:file_size': '472320',\n",
- " 'ops:Data_File_Info.ops:md5_checksum': '6be3bc0237b72133682bde38161b40ba',\n",
- " 'ops:Data_File_Info.ops:mime_type': 'application/fits',\n",
- " 'ops:Label_File_Info.ops:blob': 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- " 'RQ36',\n",
- " 'pds:Target_Identification.pds:name': '(101955) BENNU',\n",
- " 'pds:Target_Identification.pds:type': 'Asteroid',\n",
- " 'pds:Time_Coordinates.pds:start_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'pds:Time_Coordinates.pds:stop_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'product_class': 'Product_Observational',\n",
- " 'ref_lid_instrument': 'urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'ref_lid_instrument_host': 'urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'ref_lid_investigation': 'urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'ref_lid_product': ['urn:nasa:pds:orex.ovirs:calibration:ovirs_s1a_bpm_20170808t000000_20500101t000000_v002.fits',\n",
- " 'urn:nasa:pds:orex.ovirs:calibration:ovirs_s1a_oob_20010101t000000_20500101t000000_v002.fits',\n",
- " 'urn:nasa:pds:orex.ovirs:calibration:ovirs_s1a_rad_20010101t000000_20500101t000000_v001.fits'],\n",
- " 'ref_lid_target': 'urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'ref_lidvid_product': ['urn:nasa:pds:orex.ovirs:calibration:ovirs_s1a_bpm_20170808t000000_20500101t000000_v002.fits::1.0',\n",
- " 'urn:nasa:pds:orex.ovirs:calibration:ovirs_s1a_oob_20010101t000000_20500101t000000_v002.fits::1.0',\n",
- " 'urn:nasa:pds:orex.ovirs:calibration:ovirs_s1a_rad_20010101t000000_20500101t000000_v001.fits::1.0'],\n",
- " 'sp:Bin_Description.sp:bin_profile_description': 'The OVIRS '\n",
- " 'calibrated '\n",
- " 'spectrum '\n",
- " 'wavelength '\n",
- " 'binning is '\n",
- " 'described by '\n",
- " 'the three '\n",
- " '2d_Array '\n",
- " 'structures '\n",
- " 'labeled as '\n",
- " 'Center_Wavelength, '\n",
- " 'Channel_width '\n",
- " 'and '\n",
- " 'Temperature '\n",
- " 'Dependance. '\n",
- " 'Center_Wavelength '\n",
- " 'is a 512 '\n",
- " 'element '\n",
- " 'array that '\n",
- " 'give the '\n",
- " 'channel '\n",
- " 'center '\n",
- " 'wavelength '\n",
- " 'in units of '\n",
- " 'micrometer, '\n",
- " 'Channel_Width '\n",
- " 'is also a '\n",
- " '512 element '\n",
- " 'array that '\n",
- " 'gives the '\n",
- " 'width (FWHM) '\n",
- " 'of each '\n",
- " 'channel in '\n",
- " 'micrometers. '\n",
- " 'Temperature '\n",
- " 'Dependence '\n",
- " 'is a '\n",
- " 'temperature '\n",
- " 'dependent '\n",
- " 'correction '\n",
- " 'to the '\n",
- " 'Center_Wavelength. '\n",
- " 'It is '\n",
- " 'applied as '\n",
- " 'an absolute '\n",
- " 'wavelength '\n",
- " 'shift per K '\n",
- " 'from 115 K. '\n",
- " 'The shift is '\n",
- " 'subtracted '\n",
- " 'from the '\n",
- " 'wavelength. '\n",
- " 'Center_Wavelength '\n",
- " 'element 1 '\n",
- " 'corresponds '\n",
- " 'to '\n",
- " 'Channel_Width '\n",
- " 'element 1 '\n",
- " 'and '\n",
- " 'Temperature '\n",
- " 'Dependence '\n",
- " 'element 1',\n",
- " 'sp:Circular_FOV.sp:diameter_angle': '4',\n",
- " 'sp:Field_of_View.sp:description': 'The OSIRIS-REx Visible and '\n",
- " 'IR Spectrometer (OVIRS) is '\n",
- " 'a point spectrometer with '\n",
- " 'a 4-mrad\\xa0diameter '\n",
- " 'circular field of view '\n",
- " '(FOV) that provides '\n",
- " 'spectra over the '\n",
- " 'wavelength range of '\n",
- " '0.4–4.3 μm\\xa0(25,000–2300 '\n",
- " 'cm–1).',\n",
- " 'sp:Observation_Parameters.sp:net_integration_time': '1.2',\n",
- " 'sp:Observation_Parameters.sp:number_of_exposures': '1',\n",
- " 'sp:Observation_Parameters.sp:resolution_limit_wavelength': '0.4',\n",
- " 'sp:Spectral_Characteristics.sp:spectral_bin_type': 'wavelength',\n",
- " 'sp:Spectral_Characteristics.sp:spectrum_format': '2D',\n",
- " 'title': 'OSIRIS-REx OVIRS Calibrated Science Data Product '\n",
- " '(L2) 2019-03-21T20:41:28.567Z',\n",
- " 'vid': '1.0'},\n",
- " 'start_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'stop_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'targets': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'id': 'urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'title': 'OSIRIS-REx OVIRS Calibrated Science Data Product (L2) '\n",
- " '2019-03-21T20:41:28.567Z',\n",
- " 'type': 'Product_Observational'}\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"products_api = pds_api.ProductsApi(api_client)\n",
"product = products_api.products_by_lidvid(lidvids[0])\n",
@@ -953,21 +530,10 @@
},
{
"cell_type": "code",
- "execution_count": 22,
+ "execution_count": null,
"id": "accompanied-consensus",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.fits'"
- ]
- },
- "execution_count": 22,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
"product.properties['ops:Data_File_Info.ops:file_ref']"
]
@@ -983,7 +549,7 @@
],
"metadata": {
"kernelspec": {
- "display_name": "Python 3",
+ "display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
@@ -997,7 +563,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.7.7"
+ "version": "3.9.16"
}
},
"nbformat": 4,
diff --git a/notebooks/ovirs/part2/find-data-standalone.ipynb b/notebooks/ovirs/part2/find-data-standalone.ipynb
index 2c5166e..1df93c6 100644
--- a/notebooks/ovirs/part2/find-data-standalone.ipynb
+++ b/notebooks/ovirs/part2/find-data-standalone.ipynb
@@ -20,13 +20,14 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": 116,
"id": "conceptual-pierce",
"metadata": {},
"outputs": [],
"source": [
"from __future__ import print_function\n",
"from pprint import pprint\n",
+ "from IPython.lib.pretty import pretty\n",
"import time\n",
"import matplotlib.pyplot as plt\n",
"from astropy.io import fits"
@@ -42,7 +43,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 87,
"id": "going-department",
"metadata": {},
"outputs": [],
@@ -63,14 +64,14 @@
"id": "critical-particular",
"metadata": {},
"source": [
- "Connect to the demo server. See User Interface of the web API: https://pds-gamma.jpl.nasa.gov/api/swagger-ui.html\n",
+ "Connect to the production server. See User Interface of the web API: https://pds.nassa.gov/api/search/1/\n",
"\n",
"Note: this piece of code will be wrapped into a helper function so that 1 line will be enough to connect to the API using a default host"
]
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": 88,
"id": "infectious-galaxy",
"metadata": {
"tags": []
@@ -79,9 +80,8 @@
"source": [
"configuration = pds_api.Configuration()\n",
"\n",
- "# demo server\n",
- "configuration.host = 'https://pds-gamma.jpl.nasa.gov/api/'\n",
- "\n",
+ "# production server\n",
+ "configuration.host = 'https://pds.nasa.gov/api/search/1/'\n",
"api_client = pds_api.ApiClient(configuration)\n"
]
},
@@ -92,28 +92,232 @@
"source": [
"## List requestable properties\n",
"\n",
- "Available properties can be identified with request"
+ "Available properties can be identified with a request, for example, searching for products which match free text search on `ovir`.\n",
+ "\n",
+ "Properties are defined in:\n",
+ "- core dictionnary (pds: prefix) : https://pds.nasa.gov/datastandards/dictionaries/index-1.20.0.0.shtml#pds-common\n",
+ "- displine dictionnaries (e.g. geom:) : https://pds.nasa.gov/datastandards/dictionaries/index-1.19.0.0.shtml#discipline-dictionaries\n",
+ "- mission dictionnaries (e.g. orex:) : https://pds.nasa.gov/datastandards/dictionaries/index-missions.shtml#mission-dictionaries"
]
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 121,
"id": "fossil-interview",
"metadata": {},
"outputs": [
{
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "Available properties are pds:Modification_Detail.pds:modification_date, ops:Label_File_Info.ops:md5_checksum, pds:Internal_Reference.pds:lidvid_reference, vid, insight:Observation_Information.insight:start_solar_longitude, pds:Observing_System_Component.pds:type, pds:Stream_Text.pds:description, msn:Mission_Information.msn:product_type_name, ops:Data_File_Info.ops:md5_checksum...\n"
- ]
+ "data": {
+ "text/plain": [
+ "['_package_id',\n",
+ " 'alternate_ids',\n",
+ " 'description',\n",
+ " 'disp:Display_Direction.disp:horizontal_display_axis',\n",
+ " 'disp:Display_Direction.disp:horizontal_display_direction',\n",
+ " 'disp:Display_Direction.disp:vertical_display_axis',\n",
+ " 'disp:Display_Direction.disp:vertical_display_direction',\n",
+ " 'geom:Geometry_Orbiter.geom:geometry_reference_time_tdb',\n",
+ " 'geom:Geometry_Orbiter.geom:geometry_reference_time_utc',\n",
+ " 'geom:SPICE_Kernel_Identification.geom:kernel_provenance',\n",
+ " 'geom:SPICE_Kernel_Identification.geom:kernel_type',\n",
+ " 'geom:SPICE_Kernel_Identification.geom:spice_kernel_file_name',\n",
+ " 'lid',\n",
+ " 'lidvid',\n",
+ " 'ops:Data_File_Info.ops:creation_date_time',\n",
+ " 'ops:Data_File_Info.ops:file_name',\n",
+ " 'ops:Data_File_Info.ops:file_ref',\n",
+ " 'ops:Data_File_Info.ops:file_size',\n",
+ " 'ops:Data_File_Info.ops:md5_checksum',\n",
+ " 'ops:Data_File_Info.ops:mime_type',\n",
+ " 'ops:Harvest_Info.ops:harvest_date_time',\n",
+ " 'ops:Harvest_Info.ops:node_name',\n",
+ " 'ops:Label_File_Info.ops:creation_date_time',\n",
+ " 'ops:Label_File_Info.ops:file_name',\n",
+ " 'ops:Label_File_Info.ops:file_ref',\n",
+ " 'ops:Label_File_Info.ops:file_size',\n",
+ " 'ops:Label_File_Info.ops:md5_checksum',\n",
+ " 'ops:Tracking_Meta.ops:archive_status',\n",
+ " 'orex:Data_Processing_Information.orex:creator',\n",
+ " 'orex:Data_Processing_Information.orex:data_source',\n",
+ " 'orex:Data_Processing_Information.orex:dispornt',\n",
+ " 'orex:Data_Processing_Information.orex:file_creation',\n",
+ " 'orex:Identification_Info.orex:spdarea',\n",
+ " 'orex:Identification_Info.orex:spddesc',\n",
+ " 'orex:Identification_Info.orex:spoc_id',\n",
+ " 'orex:Map_Product.orex:header_version',\n",
+ " 'orex:Map_Specific_Information.orex:gsd',\n",
+ " 'orex:Map_Specific_Information.orex:gsdi',\n",
+ " 'orex:Map_Specific_Information.orex:map_name',\n",
+ " 'orex:Map_Specific_Information.orex:map_type',\n",
+ " 'orex:Map_Specific_Information.orex:map_ver',\n",
+ " 'orex:Mission_Information.orex:mission_phase_identifier',\n",
+ " 'orex:Mission_Information.orex:mission_phase_name',\n",
+ " 'orex:Shape_Data_Source.orex:datasrc',\n",
+ " 'orex:Shape_Data_Source.orex:datasrcd',\n",
+ " 'orex:Shape_Data_Source.orex:datasrcf',\n",
+ " 'orex:Shape_Data_Source.orex:datasrcv',\n",
+ " 'orex:Shape_Data_Source.orex:obj_file',\n",
+ " 'orex:Summary_Spatial_Information.orex:clat',\n",
+ " 'orex:Summary_Spatial_Information.orex:clon',\n",
+ " 'orex:Thermal_Specific_Attributes.orex:loc_time_restriction',\n",
+ " 'orex:Thermal_Specific_Attributes.orex:mapping_algorithm',\n",
+ " 'orex:Thermal_Specific_Attributes.orex:model_start_time',\n",
+ " 'orex:spatial.orex:bennu_dec',\n",
+ " 'orex:spatial.orex:bennu_ra',\n",
+ " 'orex:spatial.orex:bennu_radec_quality',\n",
+ " 'orex:spatial.orex:bennu_radec_target',\n",
+ " 'orex:spatial.orex:bore_angle',\n",
+ " 'orex:spatial.orex:bore_flag',\n",
+ " 'orex:spatial.orex:boresight_range',\n",
+ " 'orex:spatial.orex:boresight_x',\n",
+ " 'orex:spatial.orex:boresight_y',\n",
+ " 'orex:spatial.orex:boresight_z',\n",
+ " 'orex:spatial.orex:declination',\n",
+ " 'orex:spatial.orex:emission_angle',\n",
+ " 'orex:spatial.orex:fov_fill_factor',\n",
+ " 'orex:spatial.orex:fov_fill_flag',\n",
+ " 'orex:spatial.orex:incidence_angle',\n",
+ " 'orex:spatial.orex:latitude',\n",
+ " 'orex:spatial.orex:longitude',\n",
+ " 'orex:spatial.orex:phase_angle',\n",
+ " 'orex:spatial.orex:right_ascension',\n",
+ " 'orex:spatial.orex:semimajor_axis',\n",
+ " 'orex:spatial.orex:semiminor_axis',\n",
+ " 'orex:spatial.orex:sun_range',\n",
+ " 'orex:spatial.orex:target_range',\n",
+ " 'orex:time.orex:expo_ms',\n",
+ " 'orex:time.orex:exposure',\n",
+ " 'orex:time.orex:mid_obs',\n",
+ " 'orex:time.orex:mid_obs_et',\n",
+ " 'orex:time.orex:mid_obs_sclk',\n",
+ " 'orex:time.orex:utc',\n",
+ " 'pds:Array_2D.pds:axes',\n",
+ " 'pds:Array_2D.pds:axis_index_order',\n",
+ " 'pds:Array_2D.pds:description',\n",
+ " 'pds:Array_2D.pds:local_identifier',\n",
+ " 'pds:Array_2D.pds:offset',\n",
+ " 'pds:Array_2D_Spectrum.pds:axes',\n",
+ " 'pds:Array_2D_Spectrum.pds:axis_index_order',\n",
+ " 'pds:Array_2D_Spectrum.pds:description',\n",
+ " 'pds:Array_2D_Spectrum.pds:local_identifier',\n",
+ " 'pds:Array_2D_Spectrum.pds:offset',\n",
+ " 'pds:Axis_Array.pds:axis_name',\n",
+ " 'pds:Axis_Array.pds:elements',\n",
+ " 'pds:Axis_Array.pds:sequence_number',\n",
+ " 'pds:Bundle.pds:bundle_type',\n",
+ " 'pds:Bundle_Member_Entry.pds:lidvid_reference',\n",
+ " 'pds:Bundle_Member_Entry.pds:member_status',\n",
+ " 'pds:Bundle_Member_Entry.pds:reference_type',\n",
+ " 'pds:Citation_Information.pds:author_list',\n",
+ " 'pds:Citation_Information.pds:description',\n",
+ " 'pds:Citation_Information.pds:editor_list',\n",
+ " 'pds:Citation_Information.pds:publication_year',\n",
+ " 'pds:Collection.pds:collection_type',\n",
+ " 'pds:Element_Array.pds:data_type',\n",
+ " 'pds:Element_Array.pds:unit',\n",
+ " 'pds:External_Reference.pds:doi',\n",
+ " 'pds:External_Reference.pds:reference_text',\n",
+ " 'pds:Field_Binary.pds:data_type',\n",
+ " 'pds:Field_Binary.pds:description',\n",
+ " 'pds:Field_Binary.pds:field_length',\n",
+ " 'pds:Field_Binary.pds:field_location',\n",
+ " 'pds:Field_Binary.pds:name',\n",
+ " 'pds:Field_Binary.pds:unit',\n",
+ " 'pds:Field_Delimited.pds:data_type',\n",
+ " 'pds:Field_Delimited.pds:field_format',\n",
+ " 'pds:Field_Delimited.pds:field_number',\n",
+ " 'pds:Field_Delimited.pds:maximum_field_length',\n",
+ " 'pds:Field_Delimited.pds:name',\n",
+ " 'pds:File.pds:comment',\n",
+ " 'pds:File.pds:creation_date_time',\n",
+ " 'pds:File.pds:file_name',\n",
+ " 'pds:File.pds:file_size',\n",
+ " 'pds:File.pds:local_identifier',\n",
+ " 'pds:Header.pds:description',\n",
+ " 'pds:Header.pds:object_length',\n",
+ " 'pds:Header.pds:offset',\n",
+ " 'pds:Header.pds:parsing_standard_id',\n",
+ " 'pds:Identification_Area.pds:information_model_version',\n",
+ " 'pds:Identification_Area.pds:logical_identifier',\n",
+ " 'pds:Identification_Area.pds:product_class',\n",
+ " 'pds:Identification_Area.pds:title',\n",
+ " 'pds:Identification_Area.pds:version_id',\n",
+ " 'pds:Internal_Reference.pds:comment',\n",
+ " 'pds:Internal_Reference.pds:lid_reference',\n",
+ " 'pds:Internal_Reference.pds:lidvid_reference',\n",
+ " 'pds:Internal_Reference.pds:reference_type',\n",
+ " 'pds:Inventory.pds:field_delimiter',\n",
+ " 'pds:Inventory.pds:offset',\n",
+ " 'pds:Inventory.pds:parsing_standard_id',\n",
+ " 'pds:Inventory.pds:record_delimiter',\n",
+ " 'pds:Inventory.pds:records',\n",
+ " 'pds:Inventory.pds:reference_type',\n",
+ " 'pds:Investigation_Area.pds:name',\n",
+ " 'pds:Investigation_Area.pds:type',\n",
+ " 'pds:Local_Internal_Reference.pds:local_identifier_reference',\n",
+ " 'pds:Local_Internal_Reference.pds:local_reference_type',\n",
+ " 'pds:Modification_Detail.pds:description',\n",
+ " 'pds:Modification_Detail.pds:modification_date',\n",
+ " 'pds:Modification_Detail.pds:version_id',\n",
+ " 'pds:Observing_System.pds:name',\n",
+ " 'pds:Observing_System_Component.pds:description',\n",
+ " 'pds:Observing_System_Component.pds:name',\n",
+ " 'pds:Observing_System_Component.pds:type',\n",
+ " 'pds:Primary_Result_Summary.pds:processing_level',\n",
+ " 'pds:Primary_Result_Summary.pds:purpose',\n",
+ " 'pds:Record_Binary.pds:fields',\n",
+ " 'pds:Record_Binary.pds:groups',\n",
+ " 'pds:Record_Binary.pds:record_length',\n",
+ " 'pds:Record_Delimited.pds:fields',\n",
+ " 'pds:Record_Delimited.pds:groups',\n",
+ " 'pds:Stream_Text.pds:description',\n",
+ " 'pds:Stream_Text.pds:local_identifier',\n",
+ " 'pds:Stream_Text.pds:object_length',\n",
+ " 'pds:Stream_Text.pds:offset',\n",
+ " 'pds:Stream_Text.pds:parsing_standard_id',\n",
+ " 'pds:Stream_Text.pds:record_delimiter',\n",
+ " 'pds:Table_Binary.pds:local_identifier',\n",
+ " 'pds:Table_Binary.pds:name',\n",
+ " 'pds:Table_Binary.pds:offset',\n",
+ " 'pds:Table_Binary.pds:records',\n",
+ " 'pds:Target_Identification.pds:alternate_designation',\n",
+ " 'pds:Target_Identification.pds:name',\n",
+ " 'pds:Target_Identification.pds:type',\n",
+ " 'pds:Time_Coordinates.pds:start_date_time',\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time',\n",
+ " 'product_class',\n",
+ " 'ref_lid_collection',\n",
+ " 'ref_lid_document',\n",
+ " 'ref_lid_instrument',\n",
+ " 'ref_lid_instrument_host',\n",
+ " 'ref_lid_investigation',\n",
+ " 'ref_lid_product',\n",
+ " 'ref_lid_target',\n",
+ " 'ref_lidvid_collection',\n",
+ " 'ref_lidvid_product',\n",
+ " 'sp:Bin_Description.sp:bin_profile_description',\n",
+ " 'sp:Circular_FOV.sp:diameter_angle',\n",
+ " 'sp:Field_of_View.sp:description',\n",
+ " 'sp:Observation_Parameters.sp:net_integration_time',\n",
+ " 'sp:Observation_Parameters.sp:number_of_exposures',\n",
+ " 'sp:Observation_Parameters.sp:resolution_limit_wavelength',\n",
+ " 'sp:Spectral_Characteristics.sp:spectral_bin_type',\n",
+ " 'sp:Spectral_Characteristics.sp:spectrum_format',\n",
+ " 'title',\n",
+ " 'vid']"
+ ]
+ },
+ "execution_count": 121,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
- "products_api = pds_api.ProductsApi(api_client)\n",
+ "from pds.api_client.api.all_products_api import AllProductsApi\n",
"\n",
- "api_response = products_api.products(only_summary=True)\n",
- "print(f\"Available properties are {', '.join(api_response.summary.properties[1:10])}...\")"
+ "products = AllProductsApi(api_client)\n",
+ "api_response = products.product_list(keywords=['ovir'])\n",
+ "api_response.summary.properties\n"
]
},
{
@@ -125,9 +329,11 @@
"\n",
"Get the result found in part1 by directly posting the search criteria to the API\n",
"\n",
- "We can use `ProductsApi.products` with argument `q=`.\n",
+ "We use `AllProductsApi.product_list(...)` with argument `q=`.\n",
+ "\n",
+ "See detailed method documentation on https://nasa-pds.github.io/pds-api-client/api/pds.api_client.api.all_products_api.html#pds.api_client.api.all_products_api.AllProductsApi.product_list\n",
"\n",
- "The query syntax is described in the PDS API specification. It uses the following operators:\n",
+ "The query syntax uses the following operators:\n",
"- comparison: lt, le, ...\n",
"- boolean: and, or, not\n",
"- groups: (, )\n",
@@ -139,33 +345,35 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": 107,
"id": "checked-measure",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "retrieved 4 products in 2.3302180767059326 seconds\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"start_time = time.time() \n",
"\n",
- "criteria = \" ( ( ref_lid_target eq urn:nasa:pds:context:target:asteroid.101955_bennu )\"\n",
- "criteria += \" and ( ref_lid_instrument eq urn:nasa:pds:context:instrument:ovirs.orex )\"\n",
- "criteria += \" and ( orex:spatial.orex:target_range lt 4.0 )\"\n",
- "criteria += \" and ( orex:spatial.orex:latitude ge 9.0 ) and ( orex:spatial.orex:latitude le 15.0 )\"\n",
- "criteria += \" and ( orex:spatial.orex:longitude ge 21.0 ) and ( orex:spatial.orex:longitude le 27.0 ) )\"\n",
+ "criteria = ' ( ( ref_lid_target eq \"urn:nasa:pds:context:target:asteroid.101955_bennu\" )'\n",
+ "criteria += ' and ( ref_lid_instrument eq \"urn:nasa:pds:context:instrument:ovirs.orex\" ) '\n",
+ "criteria += ' and ( orex:Spatial.orex:target_range lt 4.0 )'\n",
+ "criteria += \" and ( orex:Spatial.orex:latitude ge 9.0 ) and ( orex:Spatial.orex:latitude le 15.0 )\"\n",
+ "criteria += \" and ( orex:Spatial.orex:longitude ge 21.0 ) and ( orex:Spatial.orex:longitude le 27.0 )\"\n",
+ "criteria += ' ) '\n",
+ "\n",
+ "properties_of_interest = ['ref_lid_target', 'ref_lid_instrument', 'orex:Spatial.orex:latitude', 'orex:Spatial.orex:longitude', 'ref_lid_instrument', 'orex:Spatial.orex:target_range', 'ops:Data_File_Info.ops:file_ref']\n",
+ "start = 0\n",
+ "limit = 500\n",
+ "prods = []\n",
"\n",
- "properties_of_interest = ['orex:spatial.orex:latitude', 'orex:spatial.orex:longitude', 'ref_lid_instrument', 'orex:spatial.orex:target_range', 'ops:Data_File_Info.ops:file_ref']\n",
+ "api_response = products.product_list(\n",
+ " q=criteria,\n",
+ " start=start, \n",
+ " limit=limit,\n",
+ " fields=properties_of_interest\n",
+ ")\n",
"\n",
- "closer_products = products_api.products(q=criteria, fields=properties_of_interest)\n",
+ "closer_products = api_response.data\n",
"\n",
- "elapsed = time.time() - start_time\n",
- "print(f'retrieved {len(closer_products.data)} products in {elapsed} seconds')"
+ "elapsed = time.time() - start_time"
]
},
{
@@ -180,55 +388,57 @@
},
{
"cell_type": "code",
- "execution_count": 7,
- "id": "supported-brooklyn",
+ "execution_count": 120,
+ "id": "22ad9b5d-de76-4b42-b4e5-a1cc887b11b4",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "{'description': None,\n",
- " 'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0',\n",
- " 'investigations': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'id': 'urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'metadata': {'creation_date_time': '2019-10-23T19:05:39.752Z',\n",
- " 'label_url': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.xml',\n",
- " 'update_date_time': None,\n",
- " 'version': '1.0'},\n",
- " 'observing_system_components': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'title': None,\n",
- " 'type': None},\n",
- " {'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'properties': {'ops:Data_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.fits',\n",
- " 'orex:spatial.orex:latitude': '14.6288946565699',\n",
- " 'orex:spatial.orex:longitude': '24.427540289882902',\n",
- " 'orex:spatial.orex:target_range': '3.72245951665015',\n",
- " 'ref_lid_instrument': 'urn:nasa:pds:context:instrument:ovirs.orex'},\n",
- " 'start_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'stop_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'targets': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'id': 'urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
+ "{'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204130s368_ovr_scil2_calv2.fits::2.0',\n",
+ " 'investigations': [{'href': 'https://pds.nasa.gov/api/search/1/products/urn:nasa:pds:context:investigation:mission.orex',\n",
+ " 'id': 'urn:nasa:pds:context:investigation:mission.orex'}],\n",
+ " 'metadata': {'creation_date_time': '2022-03-03T05:37:55.757Z',\n",
+ " 'label_url': 'https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204130S368_ovr_scil2_calv2.xml',\n",
+ " 'update_date_time': '2019-02-01T00:00:00Z',\n",
+ " 'version': '2.0'},\n",
+ " 'observing_system_components': [{'href': 'https://pds.nasa.gov/api/search/1/products/urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
+ " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.orex'},\n",
+ " {'href': 'https://pds.nasa.gov/api/search/1/products/urn:nasa:pds:context:instrument:ovirs.orex',\n",
+ " 'id': 'urn:nasa:pds:context:instrument:ovirs.orex'}],\n",
+ " 'properties': {'lidvid': ['urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204130s368_ovr_scil2_calv2.fits::2.0'],\n",
+ " 'ops:Data_File_Info.ops:file_ref': ['https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204130S368_ovr_scil2_calv2.fits'],\n",
+ " 'ops:Label_File_Info.ops:file_ref': ['https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204130S368_ovr_scil2_calv2.xml'],\n",
+ " 'ops:Tracking_Meta.ops:archive_status': ['archived'],\n",
+ " 'orex:Spatial.orex:latitude': ['11.4238650530859'],\n",
+ " 'orex:Spatial.orex:longitude': ['24.132879617106198'],\n",
+ " 'orex:Spatial.orex:target_range': ['3.72205704992707'],\n",
+ " 'pds:File.pds:creation_date_time': ['2022-03-03T05:37:55.757Z'],\n",
+ " 'pds:Modification_Detail.pds:modification_date': ['2019-02-01T00:00:00Z',\n",
+ " '2022-03-02T00:00:00Z'],\n",
+ " 'pds:Time_Coordinates.pds:start_date_time': ['2019-03-21T20:41:30.370Z'],\n",
+ " 'pds:Time_Coordinates.pds:stop_date_time': ['2019-03-21T20:41:30.370Z'],\n",
+ " 'product_class': ['Product_Observational'],\n",
+ " 'ref_lid_instrument': ['urn:nasa:pds:context:instrument:ovirs.orex'],\n",
+ " 'ref_lid_instrument_host': ['urn:nasa:pds:context:instrument_host:spacecraft.orex'],\n",
+ " 'ref_lid_investigation': ['urn:nasa:pds:context:investigation:mission.orex'],\n",
+ " 'ref_lid_target': ['urn:nasa:pds:context:target:asteroid.101955_bennu'],\n",
+ " 'title': ['OSIRIS-REx OVIRS Calibrated Science Data Product '\n",
+ " '(L2) 2019-03-21T20:41:30.370Z'],\n",
+ " 'vid': ['2.0']},\n",
+ " 'start_date_time': '2019-03-21T20:41:30.370Z',\n",
+ " 'stop_date_time': '2019-03-21T20:41:30.370Z',\n",
+ " 'targets': [{'href': 'https://pds.nasa.gov/api/search/1/products/urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
+ " 'id': 'urn:nasa:pds:context:target:asteroid.101955_bennu'}],\n",
" 'title': 'OSIRIS-REx OVIRS Calibrated Science Data Product (L2) '\n",
- " '2019-03-21T20:41:28.567Z',\n",
+ " '2019-03-21T20:41:30.370Z',\n",
" 'type': 'Product_Observational'}\n"
]
}
],
"source": [
- "pprint(closer_products.data[0])"
+ "pprint(closer_products[0].to_dict())"
]
},
{
@@ -241,7 +451,7 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 110,
"id": "committed-spectacular",
"metadata": {},
"outputs": [
@@ -249,12 +459,12 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "The lidvids of the selected products are ['urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204129s468_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204130s368_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204131s368_ovr_scil2.fits::1.0']\n"
+ "The lidvids of the selected products are ['urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204130s368_ovr_scil2_calv2.fits::2.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2_calv2.fits::2.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204129s468_ovr_scil2_calv2.fits::2.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204131s368_ovr_scil2_calv2.fits::2.0']\n"
]
}
],
"source": [
- "lidvids = [product.id for product in closer_products.data]\n",
+ "lidvids = [product.id for product in closer_products]\n",
"print(f'The lidvids of the selected products are {lidvids}')"
]
},
@@ -268,7 +478,7 @@
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": 113,
"id": "hairy-capitol",
"metadata": {},
"outputs": [
@@ -276,12 +486,12 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "product data file url: ['https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.fits', 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204129S468_ovr_scil2.fits', 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204130S368_ovr_scil2.fits', 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204131S368_ovr_scil2.fits']\n"
+ "product data file url: ['https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204130S368_ovr_scil2_calv2.fits', 'https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204128S567_ovr_scil2_calv2.fits', 'https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204129S468_ovr_scil2_calv2.fits', 'https://sbnarchive.psi.edu/pds4/orex/orex.ovirs/data_calibrated/detailed_survey/20190321T204131S368_ovr_scil2_calv2.fits']\n"
]
}
],
"source": [
- "data_files = [product.properties['ops:Data_File_Info.ops:file_ref'] for product in closer_products.data]\n",
+ "data_files = [product.properties['ops:Data_File_Info.ops:file_ref'][0] for product in closer_products]\n",
"print(f\"product data file url: {data_files}\")"
]
},
@@ -297,13 +507,13 @@
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": 114,
"id": "exposed-limit",
"metadata": {},
"outputs": [
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -315,7 +525,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -327,7 +537,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -339,7 +549,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -351,7 +561,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -363,7 +573,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -375,7 +585,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -387,7 +597,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -399,7 +609,7 @@
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -411,7 +621,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -423,7 +633,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -435,7 +645,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -447,7 +657,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -459,7 +669,7 @@
},
{
"data": {
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\n",
+ "image/png": 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dU0q9oJQarJQanJubG79ORWNDWZRQbQZpVdmS7BLfyf8PVn1KYdWuuoLzPoeb10HfsbTpMpfWmVOQld/iaROYcbp4+nSKf/opqlvQaDSa+uKkstkAdLK87miW2dYREQ+QA2wPcW1YmUqpagz32ilh2khAfDXTi+cM5vZj9w6wbBTw+5bf4ZKf4dRXoOuBkJoNo5+GLgfCxrnw7lhajxkR0EJ13jbWXXIpFevWBZzTaDQap3BS2cwGeopINxFJxpjwn+JXZwpwrnl8KvC9MsKlpgBjzUiybkBPYFYwmWLQA7xzNicAi8O00SBEkkEgGEf2bsNFI7qTm5UacP2tv9zOpyVrYZ9TqFE1zN0yl2oROMQS9Pf7a759SUryHq848iiWHXqY3qpAo9E0CI5tMaCUqhKRK4GpgBt4RSn1t4jcC8xRSk0BXgbeFJHlwA4M5YFZ731gIVAFXGFaLASR6QJeF5FszFUowGVmV2zbaDAkCn0eZC6na6sM34JtB7Kr/TRu/fVW2qS34Y+tf/DUvKdondaac/qcw7m3bYGdG+DGA7yX9Hj8Ytx7DKG8JJs155yLKi+natMm1ow7k5aXjEeVV9Ds9NOoKSrClZqKJCfHcrcajUZji6P72SilvgC+8Cu703JcBpwW5NoJwIQIZdYAB/jXDddGgxBV3Jt9Zf+ItrTy/pTVzERcVVz49YXe8q2lW3lkziOM6zWOpJZ7QKuewDbj5Hf34fqthrT+ZyIpyajyciQpiYpVq9h08y0ApA8dwsqjjyHryCPo+OSTaDQaTbzYrQIEmgxRBl4rP2Vz2oAeFC+5n+LlN9rWv+r7q3j979eRjkMC25z3NlJWCEDzcWfQ6cUXaHv33QDs/OxzAIq++Ta6Dmo0Gk0YtLJxGLs5m+CVg1g2fjL6d2kBgKpsRYvtdwHgLt/De37axmk8MucRtrrCTU0JmSNG0Oy0U3Glp7Pjrbe8Z8pXroq83xqNRhMGrWycJqr1o8HcaL6vO7fIZNx+nQFYszWNokUPUlLYI+C67wqWeI+LXVYhphJa8B68eiwy+wVS++5LTWGht8bKY46heufOKPqu0Wg0wdHKxmFsI8+iTWDgF2TgcgkPnLQvS+4fxX7dDCunuqQrADVVGXTM6A7AnF1rvNfMSTUi2moGX1Qnr2QbrPkVvrqZtDaWNtzGGp+1F19MTaklS4FGo9HEiKMBAhr7dDUhKkdUzYWhDFI8bl45bwif/7mJZHd/hnQfy2EPzya5XTY3DCvj18V1O3xOaNUcSmrou6vc1oBqVj2ZnRktabHnLlq8u5HCTz9l403/Iv+dd2l+9lmIx4O46hRSTVkZrtTUQEEajUZjg7ZsGoHgMymRRaOJxSWWkeLh9MGdOHFABzrktOKSg7qzYmsxb/7opn9qV2+9KhGub5PLWWUzKau9PDkDrjVypSVnVtPj+K0033MX5C0l57jjyDjwQPKeeoolffux+a67vbJK581jSf8BFP34Y1T3rdFo/rloy8Zp4pHz01/ZuIP/Rrj+qL1olp7MvZ8tZPNOi1ozRWymjF0iNANKW3aHbN90dSLA00MgvSW5F7/G6l9/BaDggw9I6dmDws8/J8XcqG39pZfR/MwzaXXF5bgzM/XaHI1GExRt2ThMdMtsIotGC7dQ9JSBHdkjNwNXTZDfEqa4iWWrKawsMnKrdRzqW6dkO2muZbS+8QaSOhgKacsD/6Fs/gIKJ33orZb/9tssG34Ai/v2o3CKf4IIjUajMdDKxnHssj5HUZfAdTYuV+i3LSc9ia+vO5i922fXybDKsxw/M+8Z/rPlF67uvjeVV8yCc6bAXQWQ2wt+e5aWZ51G+4ceDNpWuwce8CrJYtMK0mg0Gn+0G81h/BVFLPjP2bgiSIHjdonPdYIChCHFrRCMvW0U8M7id7x1Fu57IanN2tK6vIDmh90O750FD3YmPSWbXrNmI6nZLOo7yKednBNHkzagPyuPPoaqvDyq8vOp2rqV1L32iv2GNRrNboe2bBzGdlFnMAUU1I3m8qsW4dvmo2wMeuRmesuUQDPXXqS7mwPw8OyHOfXTUznovYNY2HoPOOp+o2L5TuTJAfBAO3K6lpDTv1Wd3OdHkJK0neRu3SiZ8RvL9h/OqtEnsur0MdSUlKBqaiLrq0aj2a3Rlo3D2OmPqFNO+0/ZRJzcM1DZCOJd+9O6LJ11f58PwF59P2R+3mxv/TGfjWHeuNm4570DWxdCZQkA7YcVAAWkkEF1uQu2bISXDqdiXWeflssWLGD1WWdRsXoN3T+ZTHKnTmg0mn8u2rJxnDisswkIfY7sbbNeVntsLUtJcvHASfty7L7tWL3wFHqmHe5z/Z/5i+Gy6TDsigDZLXvtonW/Iu/rjL2Mjdo6vfQSPadPI33/YZQvXIQqKaH4p58j6q9Go9l90crGYWznbKJNIBAQIOCO9EKbpussG7cI4/brzFnDulBeBXPnHsmuVVdQZWYjuOOXB6hUVTByAlz9B9xdGCAPgIzWdOg1hz0uaEXm8P3x5GTR9tZbyT7+eEhKoviXn6ncuJHCTz9j59dfR3rbGo1mN0K70RwmOr0SqWUTqdTQ9WoV4aAuzb1l1444nDbZx3DnL/9hNb9y8MSD+Wj0RzTLbk8qwEE3gVIw+AL+3DKXPp0PwlW2E/fj++AuWQC//h/8/AgpB91Eh7v/TXLFUrZN/Znlh9VZTVkL5us1ORrNPwytbJwmDpunBUajRWbZWK9z1RUG1Ev2uPj6uoPYVV7FgM6G4lmy9RI+2PYrRZVFHDnpSAAmHjeRbiOup7y6nGM/PpaiiiKuKb+Gi/a9CG5ZD//pCN+bQQXf3wdLv6J56u9so61Pe+uvvY52E+6n+MefyDlxdHQpfTQaTZNEK5smgV80WoT2kp0LT7AmB607v2ebLJ9644b04I0XzyKpxS940o2EnmM/C9zk9H9z/8fx3Y+nTUYbyOkEheuMrAQ7N8D62XjSwJ2dTvXOEu81xd9/z7L9hwOQ0q0riJDat69WOhrNboyes3GYyF1eENyN5vvS5Y5Mpo9lUxsgYBFmm5HapEfrTO478gzKNpxBRf4waqrSg9Y974tL+XTFp6gzP4RjH4UDr/M53/6cYaT160f2MUfT5e23cGXXLTZdPfYMVo8ZS9HUqRHdk0ajaZo4qmxEZJSILBGR5SJys835FBF5zzw/U0S6Ws7dYpYvEZGR4WSKyNtm+V8i8oqIJJnlh4hIoYjMM//dSYMSOKIHXegZ1I3m/zZFH/qsvCV1AQLhVNaYwZ2YetUJlG8+kZqyjkHrrS9Zzq2/3sp+35yNGnwBDL7QyERg7hSambORru+8SYcTWpPeRtHstFMByDj4IK+MDddex6Y77qjrr4o6QFyj0SQwjikbEXEDTwNHA72BM0Skt1+1C4F8pVQP4DHgIfPa3sBYoA8wCnhGRNxhZL4N9AL2BdKAiyzt/KKU6m/+uzf+dxucUNZDxMS4zsZ+zia4XH9cLmHPNlnMvPVwUpVvws6yzceza8X1lOcdQRqtASitKmX25tnsrCqG7gfDRd/CkIthxffw1snw43/gpcPJ7bKMPT6bTOfnn2ev+fNoe9+9uFu0oOCDSWz8979Z3K8/yw86mOqCgojuU6PRJD5OWjZDgeVKqZVKqQpgIjDar85o4HXzeBJwuBgj5GhgolKqXCm1ClhuygsqUyn1hTIBZgHBf4o3IFFtCx1hNJor0rkNmwwCfnFtEYlpk51K77TTKNt0IrkFd3Nam+eZccVdnDtkKBXbjmDrouspWTMegAu/vpCRk0aSX5ZvXHzUfcbfVXVrbVwL3yP5raFQXowr7y+aH7wvHR79PwAKP5mCKi+nKi+PXbNmRXafGo0m4XFS2XQA1llerzfLbOsopaqAQqBliGvDyjTdZ2cDX1mK9xeR+SLypYj0seusiIwXkTkiMicvLy+yO4wA+3Q1wSpHlq4mUmXj466znbOJXBGet/+eVBYM44UzjuLOUcNplZnCXcf34dRBhk6vLmvnrVtcWcxB7x3Evq/vy9vLP4Ij7oa+Y+CyGdD90Dqhf7wJLx0GLx1BejsPmcP2BaDNbbchaWlsffgRKjdtiriPGo0mcdkdo9GeAX5WSv1ivp4LdFFKFYvIMcBkoKf/RUqpF4AXAAYPHhy3CQNlq86jXH3jF2QQadSWtelAGye6bhzZuw1L7z+aZI/vDU04aR/OGNqZ7xdv4dkZV6GqMvBk/UWnzgvJq1jJg7MepPPhzzCiNmjgnMlQWQb/7Q5TbzPKKoqQVw+nU1dQL21DPEm40tPYMuEBNlx3PV0nvht5RzUaTULipGWzAbAmxOpoltnWEREPkANsD3FtSJkicheQC1xfW6aU2qmUKjaPvwCSRKQVDURc3GgBzq9I3WiWt9ebrib2SSR/RQPG1tSDujTnxqP2Ymy//VFVzajMP5CV8y/w1rn8u8tZtH0RheWFrCtaB0mpcMa70KonDLkIWtcZm5K3CL6+nWZ9c8i97jpK580j75lnqCkr82m3pryc9VdfQ9nChTHfj0ajaTictGxmAz1FpBuGQhgLjPOrMwU4F5gBnAp8r5RSIjIFeEdEHgXaY1giszCGTFuZInIRMBI4XCnlTTUsIm2BLabcoRgKdrtD9xyA7dAepRst1jkb3y0GxOev/3F9ERHuOaEPbhHSkt28OWMNqqINkrwFgOfmP8eMTTOoqK7gpzE/kdP9YLhipnFxZSlMvRXmvALPjzDKpj9JziW/s2UCbHviSVxp6bQ8/zwqVq+mcstWSv+YS9HXX1O9cyddXns1bveh0WicwTFlo5SqEpErgamAG3hFKfW3iNwLzFFKTQFeBt4UkeXADgzlgVnvfWAhUAVcoZSqBrCTaTb5HLAGmGEOsh+ZkWenApeJSBVQCoxVDRlXG00GgSD4K5eIjRNLPZ9eqMDz8SDJ7eK+E/cB4LRBHRk9+RFqcx18v+57b73bfrmTcXuPYcrKKVzR/wo6ZXWC4x6DlGyY9ri3nvutUbT913Vs/u9TlC6YD8CKUUf7tCkuoaaiAnG7qVi5kuQePfTiUI0mAXF0zsZ0W33hV3an5bgMOC3ItROACZHINMtt70Up9RTwVFQdjyc2A5+K0F0WXGSEAQIWFWONRhPveecG5Z5tskhyu6gBqstzcacYQRdqx+H8xHf8tMFQPvll+dy9/91U1VTR6ch7oOeRsOB9GHA2vH0KzZN/oOS44yj++WeWDBoc0M6u6TNYut8w3M2bUbVxE+0e/A/NTjzRsfvSaDSxsTsGCCQUtnohSjeainBLAX+scQXehZxiWdTpsAHgEkPZqIqWlOXvh3iKqMg7lPT0v3GnGruFTt84naM+PAqA9kmD+eqMV5CuBxoCBp0P0x4ns91Z7Ny500d22sABtLrscrY++ihUlFK+YjUA259/gewjj8SVkeHszWk0mqjQ6WqcJh7bQsf6NlnnbLyOQ/EeO2nZWElNctM3+3j+74hbefPC4ZSsupbyrSMpXT+OivyhVJca0esbK+dw4MQRddkD9jkFgKwdb5PcJoeMESPq7mfzPDL3H0L3u06l0z6/ecsrVq1i7cXj2Xz/BAo+/Iiqbdsa5B41Gk1otGXjOPWPRotZX1nmi1wWyyZMc3EnMyWJD88b7n198oAOfPSHsd6mqqiv0RV3EZl7TmBnRSH3Tn+Q03qNpne7vnDOJ7jeGM0eV+4NrXuwYs0KKtZuhKoyuN/IXJCUBl2PymPL9lGU/v47pXPnUjp3rtGYy0XHJ/7Hxttup8WZZ9LqissRd4T7AWk0mrihLRuHicuizhjdaL5zO40xaW6fhO3BU/ry802H0iozmaP3actpgzrSu00HKtdcC8Ck5e8w5rMxrCxcCd0Pgd4nwpIv4IcJSOEaW5lpLSrp0uNTer7/BJ72dQtMqalh0113U1NYyLZnnqH0jz+cuFGNRhMGbdk4jd0YH2UsXOzurtBZn52etLELtwZjvU7nlunMvPUIBCMHm1KK69/P4Mu8vXGnrcPlKWb05NGM7n4aN3U/iJyFk31lp2bDwONgzXTYvsx7O56PTqXHy19SVpTJ6tPHAKBKS73Xla9aRdqgQTpiTaNpYLRl4zD220JHF40W88BomxtN4pMcNLqO2Ja6XYLL1IIiwu3H9uGVo5/h0xO+ISnvUlR1Cp+s/IB/bZsB6b7rcKtdLsa5t/H7iY/Daa/5tvbmCaT16EjPGdNBhJqSur10Nt9xJ0v3G0bJnDmomhqKvv0WVVODRqNxFq1sHCaqhZNBlErEiTcDxNltMVAXLBDPRZ1BemD5PzwtM1MYvkcruudm8ta4syleeg/lW0cyfctMVl74BRx0E1WmsG1U8+e2Pznv+8uYl9sNstqDKwlG3Ag1lfDfbnj+15XUjjkAZI0cScaIEUhSEqqykjVnnc3i3n1Yf+VVbH/hBQfuXaPRWNHKxmFstwOIeoyPg2VjEyAQTSLO+hF9O73bZ7P6wWM5ofuJKOXm1b8/ZGHfk1iRnATAMqn01j37y7OZcdpLXDT0eFYOOhPlTvGey8w287aqGjpefTx7zfuD1jfd6NNW0TffUvTjj1Ru8M+mpNFo4oVWNo1A8CmbIINyVLt9WqTFIXtBfQg2ZxMN/zpyMNVFvZm86l3GfD6WGlOU/zMc/8OlzNwyh9GfjOajPesi37I6GfM1ri1zcH14FpK3kOZjx+Ju2dJbp+zvv1l/6WWsPutsqouKYu6rRqMJjlY2TuOyurLCRAYES40W42BtH4vWgKHPcbCcWmen0jdjLNSY1oopMqNGSC0fCEBF/jCfayamphjuNCC1WRWdLhxI6+5mws5NCxCXi9Y33BDQVtWmTSwdMpRN99xD2ZIlrL3gQrb858F634NGo9HKxnHEbnCPchA2NiiNAZfVjVY3Ea9sXGqOUDs3VM92Tu83kKKlt7Fr5bVY1qbyywXPMyLlf5RvOZbyvCO89ZduLYLD74Db86DrCDKbbcKTk22c/ORyuDsHvq/bsLXZmDE+7RW8O5FVo09k1/Tp7Hj9dWrKy+vVf41Go5VNghFfN5rP21urbMCSQcBZvAqunibUUX3agEqmprwtSZZIh1RPKs+MPYxVD4zmvdPvpHjZrVTu7EN10noenvkEVS4XNO8KOzcSsE1DUd2mbDknHE/zM88EoN0DD5DSqxcAra6+CoDCjyez7bnnqamoYNMdd1Kxbh0ajSY69Dobp/GLCAs57Mbb0rCR59QWA0E64Pc3NrJSk5hxy2Gszy9lhzczja/VNqBzc+49dn/en9uaZYWv88biF/lxw9fcWJPNoUqx1iXc07MvpZmtuXCvsQx+/WWMJOFAwTpaH5BOetqBZO18mcxH76MivwZJTWXbE0+y+e67Adj166+UzJlD+bJlekM3jSZKtGXjMLYupCjH3lgzCFhDpmslNE40Wv1pl5PGkK4t6gpsun72/l2ZfNlhlG0aQ+n6s1i1rZRbdi1kpygeyEllVlUBfxYs5dqZ91LdZ3TdhbOew/XzPWQXv4+s/gXPZxeQ3iUHWfGdj/ySOXMAI/+aRqOJDq1sHCeaCfkgizrjEfoceXNxwxuNFkelVjvfFMwF6HYJi+4dRVXRPpRtPJ1dVPNuqosZKb5G/N1/Pe89XrNjcd2JgefCjpXw9FD47h7bNqoLCyn9+28qN22iIbdG0miaMlEpGxFJd6ojuy3R7DHgoBvNmkGg4YjPnI2dzFCkJbu56MBuNPd0I7vSw1OZSdRYnsXhnQ8nxZPqff16RhI7D7gKRtwAxz4K+18Jqtqnqdb9C73HrqwsVp9yKssPPYw1Y8/QczgaTQREpGxEZLiILAQWm6/7icgzjvZsNyEOqdHikoizLoqrMZJzOtBOGJG3H9ebSZceQMfSNG/Zeav2pHjpbcyeeQIdVd0O5YtTUjhs0+csHzgO3B445BYAvslI8xVqtpm6Tx/jwOOhbNky8h7/HzUVFex48y22/OdBbe1oNDZEOoo9BowEtgMopeYDBznVqd0Ki6Kwhu3aEyw3Wqz72QRe59NCgyXijB/h3GhWurXKICc52fs6syoZVZ3FhoJS5qytW7x5QnEx5aqKk6acxHEfH8cLS96h5pSXebZ5szphnhR6XtGJnh+/hKvSsHLaT7if5qedys7PP2fFEUeyZcIEdrz+OqtOOIEaS/JPjUYTRTSaUmqdn++9Ov7d2R0JnLMJrmvi616zU1I+0WiOGzbxiUarDx5L2PgJ/TpywPAD2VlWSfNZFTDbKD+jqJjfVx5L1cAelHj+4sk/niRvr7E+Cm11pwEM2vYdvHcMua080HcgWTlrSO+5g/zUFKq2bqXtvfew+Z57KV+2nJJZsyhfuYqUnj3JPPCAhr1pjSYBiVTZrBOR4YASkSTgGmBRuItEZBTwP8ANvKSUetDvfArwBjAIw2oao5RabZ67BbgQQ6ldrZSaGkqmiLwNDAYqgVnAJUqpSjE05P+AY4AS4Dyl1NwI77ve2E+OR7uoM1ZlY9eiNeuz05ZN7d/4BwhEKtLadtucNNp1MBJzFi5LY6OlXlpVBpNm7An0JKWNh4lLJtLB0sZ7RUvokyqkKmVkJWg2C36chQvoemQ2nPc5qX36kn3MsSwdMoTin34i/x0jPLr5uHF42rSh1SXjY75vjaapE6myuRRjwO4AbAC+Bq4IdYEYy96fBo4E1gOzRWSKUmqhpdqFQL5SqoeIjAUeAsaISG9gLNAHaA98KyJ7mtcEk/k2cJZZ5x3gIuBZ4Gigp/lvP7Nsvwjvu/7YKIrgKf7j7EazmesREZ8top0lnClXH9GRCg3MomAc+z6bUX3aUUY7PluwifItx+HJnoeSXd7zSuDVnCw6VFVzaJuhZK34AXqOhNZ7kzrtcZhzG/zuwt3nZCQlxatoAPLfeQcAT24uRd98Q1L79rS94/bo71mjacJEpGyUUtuAM6OUPRRYrpRaCSAiE4HRgFXZjAbuNo8nAU+ZlshoYKJSqhxYJSLLTXkEk6mU+qJWqIjMAjpa2nhDGbO2v4lIMxFpp5SqW0KeKATbqTOOo7VVkvP72jgRjWYQ7RS8S6lgph4iisN7t+GI/gP5v9OrufKdP/h22ZVUuKYCv3vbe8acw+maWcWka/+CrNakbP4Lpj0Oq342hK38kdzB3dn6a2AfNt16q/e4ausW0gYMpPm4M3ClpgZW1mh2MyJSNiLyOnCNUqrAfN0c+D+l1AUhLusAWGNC1xNoUXjrKKWqRKQQaGmW/+Z3bQfzOKRM0813NoarL1g/OgCb/K4bD4wH6Ny5c4jbipIgA1yQykGKY4xGIzA4QYL80ncCR91oEeLyCVLw0TA+9WotnRSPmxfPGcy6Hb3Z+Nc+8J4RtVZdVveRWb1zDYM/OQaAVw95gkFWyQPOIqv4XbbSJqAv6YP6U7F2PVV524xtDb75lprSEqhRJHftQs7xx0d3cxpNEyJSN1rfWkUDoJTKF5EBznSp3jwD/KyU+iWai5RSLwAvAAwePDhusatWd419+HEEMmLdYsBtt5dOA07WS526ib/s6CqKT3/8wsklUGCnFukUWhaCVpZ1wu/3CQDn/3g11+ZkMWZnMfn7nkx++z70suuFGzoPnM+WcsjPqyvf9uRT3uOKVatoeemluCwRdBrN7kKkP5ldpjUDgIi0ILyi2gB0srzuaJbZ1hERD5CDESgQ7NqQMkXkLiAXuD7KfjhGVNZD3N1ogdf5bgvdMHM28dRv0YQ+G21brZnAxKS257xFdWUtM1MCzgO0SenOS63acEGf/TmmaDZnLnyWYpsk3S5PNVK0ASrqQq5zr72G9CFDaHbaaQBse+ZZ8h59DFVZSdmSJWx77jmdcVqz2xCpsvk/YIaI3Cci9wPTgf+GuWY20FNEuolIMsaE/xS/OlOAc83jU4HvzbmVKcBYEUkRkW4Yk/uzQskUkYsw1gKdoZSq8WvjHDEYBhQ25HyNvdsn2OgbpDwOm6fV6RdLgEDM2aQjbN/71wnLJjqZLmX0xCIgrDyXRdkkeQI1SGXR3qxachTFNRUs2rXeW357biub/sKurDbeba0Bcvrn0uXNN2hx/nnesh2vvcbiffuyavSJ5D3+P4q+/ZaakhKqi4spmfsHm++7H1VREeZuNZrEI9IAgTdE5HfgULPoZL+oMrtrqkTkSmAqRpjyK0qpv0XkXmCOUmoK8DLwphkAsANDeWDWex8jmKAKuEIpVQ1gJ9Ns8jmMNL4zzF+zHyml7gW+wAh7Xo4R+nx+JPccL1w2+jzaeYfYE3HayPI5bqBotHi2U2vZRBn6LIQKEAhysc9+QIHvgQshXe1BdVk7xFNM6ZqLydjjUf5OScZ/GVplegsOyC1jfJbb+yXi44tgzwGkVCyi59SPqFwyn3V3/g9VUUHaoEHs+uUXtj/3PJvvvocayw6iaQMGkHPcsajKSiQpKbIHodE0MtFsMbAYyK+9RkQ6K6XWhrrAjBD7wq/sTstxGXBakGsnABMikWmW296LaSmFDNN2ErvsMNEu6oxVKaggbjTveYd1jSOJOGPtg+V/4zC8ZSOGigp6vlVWKj9ePpJbJ7flu0Vb2VVRyR4bDmBHdmAoWnlNBdWqmmKXeO9CBHjCmPr0mP/2/GENpDUDYOvjj7P9uecDZG1//nkQ2HjDjXT76ENSe/cOdvsaTcIQaTTaVcBdwBaMn2y135i+znVt90D5bAttEu06mxgtG7tUOb5rTRoqWCCelo350YvassFHYYi/lWNnubhdXvvE7lkJgsslPHhyf6qqa7jloz/J+6Mj23MC+1FSXQp4qLGIWdLvZPqsmuozj8MjPWHMW/Dr47QefBTNvvoSV0YGBZMmUTJvHq60dIq++oqNNxjbXhdM+pDcq9vjbtYMAKVUA76vGk3kRGrZXAPspZTa7mRndk8Cv/hRh7rFGPrssh2RG24gciI3mlV6va7xGZDtt7XzGbTtFsharvG4XTx8Wj9mN1tMpx82k0+uT127zAeT01sx6dCLOczTkgM/v40qIKm6At453aiwdjrJR6dDVRmtUqfCJWeg9h3L4m+/haoqwFgwWjBpEq0uv5wW55/H5nvvpXLjRjo8/DCeVjZzRxpNIxFxuhqg0MmO7K74uMDEpsynsn25vdKIoG2XXYBATKJiI07bQluJNvlBrcJwgV80msu/ot3Foc/bdMLtdtOqppp8v/KammTKtx2Eom5Dts82fk5xgTAJOHn/M/ixYBGvHvY03bevgcL1sPAT+PJfdULWTEPmT6TFwEx2zCrwFquKCvIef5ydn39O+bJlACw79DDa3HQTzc8YS/7E93DnZJNzwgk296DRNAyRKpuVwI8i8jngjcVUSj3qSK92I+xcGtGmq4k5aixMIk7n19zUalcHAgQirm51o1lPiN+hXTRaXZnL7lnaudaC3GtNTQYDs8aRwc+AEU1m/Rx8tHkaAA/Pf5onD3sSj8sDgy+EiWfAyp9g/A/w9umw5lcozAYyAeh+ZjopR1xA3qwqtj37HAC5115L3uOPs+WBByiYNInypUsByDjgADwtW9r2T6NxmkiVzVrzX7L5TxMpcUnEGeucTegAAee3GLBps55EHclXq2z8Q5/95YRZZxP2WdaWidi+vS6Xi4nj9+etaanUKhv3hpMpTc2gpqIFnuw/EVcZv/IrA94cwOX9L6d1Wmv2HXkv2ZXlNG/Vg5Sr5kDhBrjjOliy3GivYBVMvZVcoNm5PSnueAXNTjuNtH592XDtdV5FA7DsgANJ7deXjk88QVKbwAwHGo2TRBr6fI/THdltacRFnT6RZ94mbMLjHMLROZtIn2sQV1iABRLWSrFT+HauN5c1hs2Lnfvv/0YfxZtL09lcWMbva9qDqxxX6iY86at5Zl7g3oTn9zmfI7scydbqQtrXFo64HnZMg7XTSSpfRvMV18KrL5Nx/hd0f+YW8n9dTVKnzt68bGXzF7D57nsomTOH1jfcQPOxY2zuS6OJP5FGo+UC/8LIwuzNGqiUOsyhfu022FolUUej1V/Z2JY1kBstrut5YrRsXP5BAAFrbuzcaC7LcWQuMxGXbR9V7efAck2LzFSeHjeQ8qpqHv92GZsLy/j4j0tIaj6N5BbTKNt0KukdJ5LmSaNUbeXVv1/l1b9fZVxFNSeaMnZ2HESrE26B1b/AW6dATRVs+RMe7IQHyB35AGrYicaaHI+HTbffTvEPPwCw+e678bRpTdahh6IqK6kpK8OdlWXzFDWa+hOpG+1t4D3gOIztBs4F8kJeoQHsAwSiFxJjIk7bCKqGoy41WiMGCAQJfY5knY2vJRRm/iuUHL+ranG5jawEKR43/x5lZFQ7a1hnTnlWqMw/ABCKlt5CES5cyVtJav4byS2m+7gST592E2elbuKc3ufguX4xpLeAvz6Cjy4yKnx3H7LwE5rvcRiU7aT0gJ4U/FrnWqtYtZrN0yZQ+PHH1OzaRXKPPWh7551kDB2KRhNPIlU2LZVSL4vINUqpn4CfRGS2kx3bbbAMDGEntYMGqcW6LbRlsLQra5KWjSHLbsGqfQ+sysY+Gk0EW4UeNK+an+yAa2wtG/H5C+B2B67+H9SlBb/861AyUzwszyvmgznr+GvDTg7Zaw/6tB/FLZPnklF1G7VxOjUCj/3+GJ8s/4R9Wu1Ds5Rm5JflU9rnQNKS0jmz3E2fRV/CuplGA5tygAxve+VLl1I4ebL3dcXyFay78CJ6/PC9Dp3WxJVIlU2l+XeTiBwLbARaONOl3QuxGfBV0EE+iBstxrHa5bLJCNmgAQIOyo9UtFj/hLIybRSHx6KQIg4QsP9h4H3PrV1w270/RsZpgCEZLRjS1fdrNnyPI/niivvwBoUKlG4Yw1r1OSsLfVMPesTDt+4kXhn/Nfu8ORZKd9h0rO4nUKeXXiL/rbco/ukn1px9Dt0/mYzoDNSaOBGpsrlfRHKAG4AngWzgOsd6tVths8VA1CLsB6VYkFCupLhTO8THaJnZEGu6GuNFMKtO2T4Ln71/gux6GlgYbFVUrbKxuNFc0WSLMmiekUxWap1F1C/pSFbvHEBBSXfEsxNVlUlmejklVcVceuAA3lp/FWd8cxEPjH6I5Xl/MnbZ9xhpCA1U6U4AOt5zNZk9csh89hl2fvstG666mrwnn6T1DTegampAhKqteXhaNNf52DQxEWk02mfmYSF1yTg1kWDnyoqgrhW7yenImraJRiOK/tQTB6ZsYhBqKInA0OfwAQLiCqac/DuDb70QbjQfZWO331AEWPt13X5H8Pglx3D68zNYmbeLr244iBYZyYx5fgZPf53PqEF3MK3kHm6deR8AB7QdShbT64RtXWL8/fYuWGRYS9mDL2TXyaPZ/uJLVG3bTvGPP6JqaqjZtQuqqmh56SW0vvbamPqu+ecSUtmIyL+UUv8VkSex+VGplLrasZ7tJtgpiqgXdcaqFiTQIvL5Pd8U52yipHY4jyVAwBqNZh9sESxAwMb+spPvidFFZf0B4/EgIkwcvz8lFVVeq2fi+GE88MViXpm2iuTcg0lp+TOIYvqWWYy0iKquMjzk0nov2O8AmPkszHmZ1t0OoQAo/PjjgOa3P/c8nhYtaXb6aVSsWUP+W2/R8qKLSO7SJbb70fwjCGfZLDL/znG6I7sv9XchuWyURkTXWX+Z2xw5jYiYHqr4txn54k6xPw5IxGlnpViPI8wg4HLbWzY2Qt2xJlj1CW7wmLLEx73mcbv499F7sWVnGenJF7MsbywLC6ZRzes+ojZXlZIF/NhuL1a37ciQi79i33fPQ7GTrpMmsf7KK6navBlXdjadn30CT7uObLztdrY88ABbHnig7v6qqmn/nwfQaIIRUtkopT41/74eqp4mOoIOvsEWdcY6WMcQYeUMcQx9rguri6xlb/Qafvfrr37tFId1UI80Gs2+Z3brbNwxzNn4ifCGT9uR4nHz9JkDva83Fw7m08uWA3VbIJRVVpEFTMybwfwFM3keIDeZfWryeXf92+zx7wOpzuhJUtEC+PQoQOg8Yn+Kz3qKou+/p7qgkOLvvmPnl1/S7OSTSOrSBUlKwtO8eUz3ptl9CedG+5QQc7JKKZ3ZLxx2brSglYMom5jnbOxaENtjJ3Amg0BgVFfI2sEyCFifaRDLJuyizmCLZkNN71jnbDwxTrT7zCVFbvW2zUnluH33oGBunbLZqarIBZIqMynbNIrk3K9xeYr5y1VN5W9Pk4Sfbe5OQtZOJyvrLbJ6bIF9T6P8sgtYd8MtrL3wIlRlJXg8tDz3HCo3bqLNrbfoEGoNEN6N9oj592SgLfCW+foMjL1tNGFwxcGFFHM0l81+NuEzGccTU9nEc1FnlKIi3zwttBUYcTRakMhBu3VBHndslo2PVRalDJfffRQZG+DSaesgqtRQKgsHcmruBKa2LGVFchK9DvgXbJwHB1wDpTtQPUciH10Mf00yBKyZRkpWO7pMeJRNT08itW9fdn75JdtfehmA5O7dyR41ElVVRWqvXjHer2Z3IJwb7ScAEfk/pdRgy6lPRUTP48RKlG40Yoxass1UbB2oGmydjQPtRNz3YPM0/tcHiSzzHkeaGy2YZWMTjRZrSLvVson2s+F33y7zV8ghvdpxx3VHU1JRzdT/e5SpLUv5NS2NbzOS+D6jjN5rP6VrTlfe/OBQnjnkCVr3Poaa5EzaLP4K/vqQpM/OoPP+A+Dws2g2pC2la4vJ/+Rrtj31FNueegqAlN570/GJJ0ju2DG2+9Y0aSL9WZQhIt2VUisBRKQb1mXImqCIzYASrRutHo0HFlnDoR03bMwAgbhmEDD+RLzFgNmHgPoRBAhYQ5MjnbOxU/Bgifxz1V/ZWN9Dl0Rn2fi7ZF01xt8WmWkkuV3kpLnokZxO7/JN/K9FM/j7FQCW5Rv75Aguzv3mYiqqy8hKzuLFo16k9wHXwIxn4PfX4M2TvKnhUwcNYO3mNriyMqlYvoLyhYtYdcJoUvv2JfeqK3Glpektrf9BRPpJvQ5jP5uVGF/NLsAl4S4SkVHA/wA38JJS6kG/8ynAG8AgYDswRim12jx3C3AhxjbUVyulpoaSKSJXAtcCewC5SqltZvkhwCfAKrPZj5RS90Z43/UnlP8+QlwuNzUxNG0d+Ox/bDtt2dS244TwCAMEgrrOrHNXwXbqjD4RJyJhumYJEIhHGqJoXXF+bbpqMwhY7m+fjs25Yl0h97dqwYaqDlSXdaSyaF9cyXlUl3QjKWcOrpStFLOWcZ+fSXZyFnfsfweHHHQTSRv/YOP7Y1nn8bBfyR/0OHsYcvi/2bU1hV3TprH9hRco+e031vz2GwDJXbqQus8+JHfvRotzztGJQHdjIl3U+ZWI9ARqna6LlVLloa4RY+byaeBIYD0wW0SmKKUWWqpdCOQrpXqIyFjgIWCMiPQGxmJkmW4PfCsie5rXBJM5DfgM+NGmO78opY6L5F7jTxTaJugoFePivzCr4hsKJ3KjRdu2gO9AG4Fl4+OuinCdTTAFbhuNFuOcje9cUpTWkb8brfZXjEVOstvNQaVlfL1uIz3KHuSs4T1ITXIzoHMzurbM4JuFh/HI10sp8xSQ3OoHqpvP5PofrycrOYurB1zNk117sLO6lC/za+i4/jd4/Tgyuo4gdcBICrIyyTqwP0l7DyXv0UepWLOGijVrANg1YwadX3wRV1paTM9Fk9hE82nvCeyFscVAPxFBKfVGiPpDgeUW19tEYDRgVTajgbvN40nAU2J8k0YDE02FtkpElpvyCCZTKfWHWRbFLTlPMLeKPfZ9d4nEZNkQblK7geZsGn1baJuLAiL8bN4naxW799F2TizY4G9j5rlj3YHV6ooLEfoc7loAt/nB8um35b5m3nokLbPTfa7Zq20Wpw7qxMq8YtbsGMHdX0/B0+5NiihiwswJ3noXtOvAY0POp8vCz8ncuRH3T7fT82hAliKjLsKVegvlK1eStu++SFISG2++hdWnj6Hjk0+Q3LVrdPelSXgi3c/mLuAQoDfwBXA0RrB+KGXTAVhneb0e2C9YHaVUlYgUAi3N8t/8ru1gHoeTacf+IjIfI4HojUqpv/0riMh4YDxA586dIxAZITYDetQRVXHYz0ZZSuuOnF1n41U2Tii1KAMElP81kQQIhMkgEKq9WqoR3FY3XVyyblvnfaKds/F3o9mUW5RNyyx7K6NtTiptc1IZDih1Ao9/24uCyk1Uu7bjStlCTlJbNuS8y9jlr5OUmsTtI25m25c3cM7OIlKVgoln0KJ1bzjnRui8P8x6Add917Hh7ifYdM89Rh62li1pdtppZB93LCKCqqmJ4n3QJBqRflJPBfoBfyilzheRNtSFQSc6c4EuSqliETkGmIxhpfmglHoBeAFg8ODBMefM9CeqASVobrQYJ5LDWjYxiY2+H40ZIFCfDAIxpKvxD3WvERduVW2bGy1WfPsV7WfDPhotmLKJpL/j9uvMuP0689eGQu759G9mr85nGyA7rqJbp3UkNf+Nu2beBy2akdz5EM5zZVK64F1Y8ytpb/zilZMFNDv2AvInfwVAxYoVlMyaReEnn1C1ZQuVGzbQ8emnSBs4kOqCAjwtWyKeWMPHNQ1NpO9UmVKqRkSqRCQb2Ap0CnPNBr86Hc0yuzrrxci7kYMRKBDq2nAyfVBK7bQcfyEiz4hIq9oAAqcJNokcpLZ9ccxpTaxWjN1ph91oXvkOzNlEGiAQzJqJwLIJv1Onzfvi916p2mi4OCob32SeUS4M9eufu8am3NvX6D53+3TI4YNLh1NYWsmRj/5ERXUuK1c1Q9Z1IbX9RDwZK3mscC3ZB17DI6XzqKwu5/6dlfTfsYE2PUbBml9p2WoJHNmPjINH4urYm+Iff2THa69521h7/gXGQVISmQccQJvbb2fnF1/QfNwZuDMzo3sWmgYlrLIx51AWiEgz4EXgd6AYmBHm0tlATzNMegPGhP84vzpTMHb9nIFhPX2vlFIiMgV4R0QexQgQ6AnMwhgRwsn0739bYIspdyjGbPv2cPcdL5TNFzZasylY0vqw14VdiNgwpk1cF3VG23awRZ3+6Wrs5mR8AgTskpraWTa+cmr8Bu54WHn1ChCw3FON2AcIeJ9FjNFyOWlJ/HDjIaR4XEz9ewu/LMvjjKGv89HSz/ho/UPcNeMu0lw5uGracGPmesjsQK90Fw+370vXlb/QtiXw91Q4+Dcyht5Iy0vG487MZPG+fesaqayk+McfKf7lF6iupvinn+jy+mva0klgwr4ztYO0UqoAeE5EvgKylVILwlxXZYYjT8UIU35FKfW3iNwLzFFKTQFeBt40AwB2YCgPzHrvYwQTVAFXKGUsdbaTaZZfDfwLI9PBAhH5Qil1EYYSu0xEqoBSYKxSKm5usnBENbgEy40Wo2UTboB0PutzbZsOCIu078Fyo/nrnTDirIpHKUFE2WeHsHGjhTofEz4BAlHO2YifsvG60eKnbAAyUox+Hdu3Hcf2bQdA7/ZjWPDhTNZvbsXWzfsC1aR1eBdP5jIWF8znepK5MTWV/uXlpKsaeHootO6DZ9ilIG4yuqVStj2JNrfdQtbQ3mx7dSJlS1aQNmQo2556mrUXX0yHRx7B07JlzP3WOEekn9S5IjJEKTW7dh1MJCilvsAIKLCW3Wk5LgNOC3LtBGCCTXmATLP8CeAJm/KngKci7XO8sZ3cDzreBDkRh/UYtvvZNJiyabwIQZ8giKDpZ+zX2ViViW8OMsFIQGPnWvMLEDDfu7jO2Vg/D/VYZ1PjqrNs7Ods4vu+JbmT+Pj0J9leXM4V78wl2eMm1XMr8zeuZwe/s7LtZC5p1xqAg1rsQ7/KGlgznfFTrgKg0xCgbT+k+F14fiqtAboBSWtwXXcleU89z8rjjidt4EAyDhhOUvv2eFq0IK1v32Bd0jQgkX5S9wPOFJE1wC7Mb5tSSr+L4bD9vgZTKkEsmxiVje06mwbNjeZEO+LzJxyuYG7DKLcY8JmzUS6QmrBBBWB1o0lthyLreAisFmnU209Y+lcjltBnt41SdigreMvMFCaO399SMpi3fhtA9s/TqHYt5sf0NL7nL34GaNEM94CzOCe7F0mFG+Cnh2DrfGi7L2xfAZUlsGkeLXvkkvTwf9lw7XUUf/cdxd9955Xe8dlnKPvrb1RFOVlHHUXavvs6cl+a0ESqbEaGr6KxI7p1NkGIUYZ9203bsvGGjUcZ+iz+10SSiNNy7BsRaJyxd6P5Bwj4LeaMi2VTJ8MdbYCApfkaV50bDZ8QameVjR1nDesCq9rCkt85qXgXfdPGo9oaUWmPr/mMJ+QLclNbMTm9OcWZuRSe8Bh7tdgTyoup+fMDKr67m+zl35B0/v4oVzoV7Y+H1Bw2338/6y+73LwfYfuLLyHJybSbcD85xx/fYPeniTyDwBqnO7L7YvOFjdKNFvu20DbpaholQCCewgIOwlS3zNmEChAI60bzUT1B++AflFFr2ag4DuC+21VHJ0/8LBuvG81tVcT1n7OJCcszvmifsWwsH8fkjf/BlbwNUvLYUrqVkzsNZkvFCmq+uQAPaWR4muGWarI7dmDyuvWklRpxS+mt9oY+J5P+7J1sm/glzU4/g5R9B7Hp9jsomjqVLQ/9l7R+/fDk5uqMBQ2EDt1wGpsxMWh0QlA3Whyj0RrFsonnoBWdGy146LOfyHBuNOtKfVWrnmyu8Svzt2zi8cx9fkTUY52NsrrRrJZNoymbuvauPmJPVHImnX96gOVbipmy4jPSOrzHpoolAFTsGEalq5KK9FW4kneww+PixVE3k1FZxllr/kZmPAUzniIZaN8M+O4jWH04Hfdcxa6THmPtpdex4qiRZB9/PB0e/m/D3uc/FK1sHCb6wSAQO6URYes2JQ0/Z+NINFrE1e0XKwYO+qHnt1zi8v5KqJVp66Z0+Ssb8fkbn2g06/qf2OdsFGEWdTZ06ifx7YOIcPkhPSgsrWTKY3UxQUe0uYC/tg/k4uHd2aN1Jqc89zM5e03g6SXvAPB7m/24vcON7MpszYKi1RzXsj8y93VY+iUAGX/dSUqPrpQvX83OTz9FlZeT1L49rS69hIJJk8gaNQpPbi7bX3iR8hUrSB80iLT+/fRcTz3RysZhbOcrok0mGavCcvsOLEbT1l+2DRUg4ITMCN1oweoFBAiEVugut8sIwvdeYH9bgetsagdum3ZjxuoCjPaz5GvZuGxzo8VRMUZDkPxsKR6XT46nfh2b89iog72v7x/dn7u/O5nU9u+Tolrz3ZaZfMdM7/ln8/9kR9IuBu9/JleUVtBr3gd06SfsapPChhktKf3zT4q+/tq7eHTrI//n062ir4y5o5xTTibr8MPJOuyweN71PwatbBKJYG60GEdrcUmAy84qy3knSe2g7ERL0QUIGIc+4WV+1ULL81UitS6x0AEYYFU2tYs64z1nE62pF0TZuO0sm8Zzo1mPjbkzPyvTwlnDutC91UV8OPcIPpy7hYw23yM5v1JV0hVXUj6rSwRcSfxU/Qu/koK7+55cltyWi5J+JqvDBmTw4eSvOZi8t7+iuqDAK7fZ6aeT3KE1rk3T2PzBfAo//IjCDz8iuUsX2t5zNxnDhjn1JHZLtLJxmJh3Y7QQ86JOMwWkcVx7YDMR7DDx/IHsVZYRyowk9Nk4DKNsXDbKxs715peF2d99puIQ+hxrKLxxsV8izlBZnxNE2RjZsYMrG4DhPVoxvEcr+nZczYwVbYEzuPC47lw7cR47dlVw8UHdmfz3HPKSJuHJXMZTFes54Kz36PnBxXjmvkFzoPk5vVE0pzo/H9dBVyN/vY2UlwArSDtnPxg5ge3vfMDOKZ+y9rzzaXv33TQfO8axx7G7oZWN4wQOLsHdV8Gi0WIPffbfmsBn6G2Coc91EycxuNFCReKFs2xsUvlHsqjTP11RXJ55fRSWf7qa2sfpTqwAAV/LBh83WqhneO7wrpw7vKv39ZfXjkCArNQkrj9yT8oqx3DM01PIa34np0+7iT17DUWVbcNTtJl9yzfx7+35JAN8d3Od0OZdSc2fCfPvo8NDn5A5YgQbb/oXm+++m5Q99yRtQH/fzAwlJeDxICLs+m0mqrKSrMMOjf257CZoZeMw8cj6HOsvWXslZSmLw6/sSIivUqsNJY6uvv9xYHxAmDkbG8vGbp1NwJyNeZ2qvT7eGQSiv9h7GNSN1gjrbALa8w/msK4timIha3aq7zqk1CQ3T51+OOd//iklybNZunOpcSIlmUUpybyfncX1O/I5uKSUJ/uOJL+ikK5tDiZt+zyGLPmew54/iJyaauTcIWx4fTZrxo2jxbnn0HzcOAo++pjUffqw4aqrwe3Gk5tL1ebNAOy9eFEMD2T3Qisbh/FZvxAjMUejWb6wdgECTu9nU9eOA0otYsvGfgCLJOuzFVs3ml0fAjZl80YGBPYnRuqzp4tv1Jnlp0ccsj7XG+uz8nu21s9qfRdK926fza8XPs9fG7dz2cSvySvdRnLmKjwtfgTg0RbNebRFc9jxJwC/F78JwFttcplQrThhyzqyyv7Gk96aqhIPO15/gx1vvAnWlIvV1VRt2eJ9mff007Q8/3xc6b4b0f2T0MqmMQg6rgWLnIo1EWfo0OdoN3GLFSeUTaQyg4Z6B2QQCC3Pbd1DRomZTS308wWbaLR4WJP1sY6sP0Csj8POjdZAi34D2rXLwI2fpVNPklxJDOjYll+vO4sVebt4/ucVzF1/FDtKyijPnIq4yijfchwpmeton5PB2vwi0lr+xm1py8nvPZ49Fz1J2+Pz6dHjcHZmnUb+ex9RtngxqrTU20b2kO5UliZR+uditj35FBWrVtPhkYcBUEo1mBs7UdDKxmkiiFiqK46zG80ug0D4XiQ0Yv56VBE+kqBbKkRpHdhv1xC+rNZ9Vjt309iWjfURWF2RrkRa1BnmubriaJF73C72apvFo6f3B/pTXaOYv/4Ibv/4Lw46MJfxB51MdqqH6Su28+QP+7Gw8g4eKXgf2rUBYPbKr8nptJOcV95h/YVnUDR3TV2ft/6Ju8oFpAKw87PP6PDIwxROmcKW/zxI1hGH427REklJpuX556OqqnBlZOy2u5FqZeMwdoNU9NtCx9q2zaR2o0SjNZ5l4wrqOvO3bMKts7E+y9owZhvLxm7zNCzPoJHnbKz987VsbKy+Bl/UaT5jW8smdDRavHC7hIGdm/PFNSN8yg/aM5cDexzMiDc6sZMCb/lrg8/n0jmvsvXJASzfmUQby5C6MtnDtiQPe1nkLN63L6qyEjweCj6Y5C0veP8DqrZsIa1vXzq99CLurCynbrHR2D1VaAIR3UAbzLKJMXzaVtm4bI+dxAk3WsQKO2joc6h6gbhtLRubAIEAZeO/nicOz9wBN1rCWzZxnLOJFZdL6N+pufe1qk7lqbzvGN/1cK7PSWZpim8wwry0FLZ5/ELhKytBYM9zXXS6aABtxwyk/UVH4M7MpPnpp1C6YAFbHnoIVVHRIPfUkGhl4zB2O3UGHXuDDCJRp5GvFRdmzqZpRqPVCo3soxt0P5toAwQC9rOJMOuzNwotWLvRUz83WpA5O3cCrbOx3TW18ZUN+EbCPXP4c3TwHMB0tZT5qSnU+L21NS5oW12FPx3234G7WSsyiz+nuXxGTvEbdD+xlLae58jeJ5vCSR+y4tjjKPh4Mg24z6PjaDeaw9gNLdGmifENS42tde9H1icarYGUTVzbEcv/UbYdKhot3Dobl+9zCxogEGSdjXhT+TfynE2QHxiS4MpGcHk/w42pbKxtd2neiq/OfJq7vviN95a+SoqaDlR7z3eurKJvRTm78I1Am9OxD5/1GEBV29bkVlTQQTyM+fNrMrofQruK78kcfgHbvlnKpltuYcv995MxfH/a3H47VVvz2DV9OuJ2UbUjH1daGp42rckYNozkzp0b6hHEjFY2DhOdqyqYGy22wTphsj470E6kCjuizdP8z9ngdgdaNmE3p4M65RJPy8aBORtXkLxkDUptuzafW5e4vMN4oigbl5ks9N5j9+fkvnuzeNrBWJWNEvsB9s3qLcxZO9Wn7MM+w2mZ2oazuuzDUetfIXvcUWxefDK7fvuNoh9+ZNdvM6kpKrLtkyc3l7b33E3agAF4mje3rZMIOKpsRGQU8D/ADbyklHrQ73wK8AYwCNgOjKnddlpEbgEuxHj3rlZKTQ0lU0SuBK4F9gBylVLbzHIx6x8DlADnKaXmOnfXvtinq2mgaDRruG6Ypp3EGTdapBWDWDMBudFCP2O3bQYBG2UesJ+NbxhxzPNvvo3U49q6Z2B1+4gnUJk2OCHW97hEvMN4Y4YMW91o1uP+nZqxJMCqxfZR1giUbjid6rJOZGcWs6uinNVtP2Jt0lr+SIIBHbrz+Mpvaef5Gg6EwrLBbF+SQ7PjRuIpmEv53F/JHDEM914HUbojia1PvcT6y68whIuQ2ndfckaPJn3gQGpKS0kfMMCJRxE1jikbMb5VTwNHAuuB2SIyRSm10FLtQiBfKdVDRMYCDwFjRKQ3MBboA7QHvhWRPc1rgsmcBnwG/OjXlaOBnua//YBnzb9NBrcrtrfJbmAL6lZyEGdaiXCdTaSbxYUZwMRHcQefswmwJr11okuzE7IvccyNVlds50ZLnHU2VsUeTQaBeONv2VgJyHsngkjgnEtmWSvm3X4zGwrKaJuTytM/LKew5HB6d0zmtYUvMdfzA8d27cEFnhZcsPQ3clLnkDPuJFh0G9RUGiPZ5kmweRLJQPbxnSlqdhZFCwvY+dlnVG3cxJZ77/P2ocNjj5FxwHBqiotJatcuzk8kcpy0bIYCy5VSKwFEZCIwGrAqm9HA3ebxJOAp0xIZDUxUSpUDq0RkuSmPYDKVUn+YZf79GA28oYyZtt9EpJmItFNKbYrr3QbBdmAI+h0OYtnE2LbdYCgitvM3zhI/dVOXWDQGN5qPFy06N5rHZltouysC+uWvfOIyZ1OfaLS6Q6tl4/JYo9Eay7IJESDg0DqbaAlm2UCga1eJ2H5IRrTZi8zUJPZqa0Sv3XrM3t5zZw55hGOem8hm92SeSFvEnOHj6Lcrn6zV39Ez2UVux4N5u/M+LNq5kv5JzTjZ3YI9lv1I9tr/kt17f9q2ScHVZziFG3OpSW5F/sT32XDttQBIejqtxl9Mxbp1tL3ttgbPZuCksukArLO8Xk+gReGto5SqEpFCoKVZ/pvftR3M43AyI+lHB6BhlE0062yCRaPFGCAgdvvZILapa5zEkWYiHXBtosiMwygDBHzSDtW6xOyipvwGIJefGy0eWZ/rkUk86DqbYGl9GpLa+2qADAKx4pPuKeAz5PsymBvNFcJT4XG7eOKU4zjx6ebU5HzNtOqfme6ugBbNjArVq2DVKlJq2vO3axFvUUPHFr04q1kLhmxezp7NO8KcF2lWUwUZuTQ771B2bD+W4h+/p3ThUvIe/x8A5YuXULNrFxUbNpAxfH9ajBtHxv77I8nJMTyVyNABAiYiMh4YD9A5jpEdInZJI6OMRovRtgm730oTzPocuENPaFw+9xsqGi30AOuxzNmEcqP5K5O60HdlXtvYGQSsz8By6E5sy8b6WW5MN1ooy8ZujyQ7N5r/NhT+9GqbzU83HcqsVf1YtuVSXv9tFTvLC8hq/xUq83dyis4ns2owS7atw5P1F2tbfc+DnhJonkyWK42eA0bSuqaGodvWMmrRB7RS79Nqb6gedRT5W3tRvqmI0j//JKVXL5J77EHxt9+x66efyTz8cJqPHUtS+3ak7LFHzM8oGE4qmw1AJ8vrjmaZXZ31IuIBcjACBUJdG05mLP1AKfUC8ALA4MGD4xfcHodFnTFvMWD5BVUXIGD9ZdZ0MwjENGcTKjda2EScoRfIBpXj997FHsZubbc+brS6a62Wjds2N1oDE0LZ+OSma0TLJuScjV+3aoK40cQTfthtk53K8f3aA3BM33ZM/WsL5w4/kc1lq+nVohcAa7bvorj8OJ7+4VR+WbmC8rRpVGcs5/fqhYirmq888N+uXdlbeThm+yZOX/M1rfgamgEjgIw1qNy92SHt2bW9OcU//EDxd9/R4rzzaHPzv6N5LBHhpLKZDfQUkW4Yg/tYYJxfnSnAucAM4FTge6WUEpEpwDsi8ihGgEBPYBbGWxdOpj9TgCvN+Z39gMKGmq8B7JVNlG602Ju2+eXdxC0bLxG6o4IGCNRjnQ0hLJvgbrTaZhJnnY1PNFpSAoU+2wYI1HU2URZ1Bs7Z+Fs29h+rUG40O3q1zaZX22wAmqX38pZ3aZkBwDNnDqKkoh9KnczTPyznjRlr6NS6nK2lG9jp/oM56Wv4o1U5X3QexvmpLahe9CkHlJbhSc2het0M/uyWTYcOC+l+0GFUbtlO6lBnUuU4pmzMOZgrgakYYcqvKKX+FpF7gTlKqSnAy8CbZgDADgzlgVnvfYxggirgCqVUNYCdTLP8auBfQFtggYh8oZS6CPgCI+x5OUbo8/lO3bMdIu4Ax09DrQm2G5RC+pyd6ocDizojtWyC5UaLNkDAbjGsfW60MEosHs88TutsrCTUOhsbQlkUDUnIfvi7UF2uIJZNUmBhPUlPNobyf43qxY1H7YXLJZRXVXPn5L8pLq9kWt5k5tZ8yR8lS6FNLm48VKtKJLsDihogg9fzZ9OzbRs8WSlx7x84PGejlPoCY7C3lt1pOS4DTgty7QRgQiQyzfIngCdsyhVwRbR9jxf2mYGDmjZxbTtxFnXGT5aKTtf4NV4fy8b6LGsDBGwsm4AByPfXbzzW2YTz+Ye+2N6N5rJZtNrghHgPmoSy8Y9Gw37Oxh2BG60+1FrhKR43D53aF4CNBb255/OjmLl5GsXl1bjTV5EkHqqpoaoii5TWX3NRi+ZUqgIuTSpzZMDUAQIO4xLrmuIwxHvwD7N5mm3eNgdwJFQ1wmclQSybaJWN76ZjphstknQ1/m60eIQ+1+d5+izqFLyBC27Lr+3G3s/GhkQJfbb2IzBAwP+9DxZdGn/LJhztm6Xx/JkjKKscztodJVRU1dC+WRoFJRW8M+833tv4NZWqBIBV61tB//j3ofHetX8IdpaNaqAvsV0CT599QRpqojWuzZiDY6TKJtJotDCdFDs3mu06Jr+CgHU28bBs4u9Gs82N1tA0ATeaVcEELuq0yUrRQG60SElNcrNnmyz26ZBDi4xkuudmMnZwV+/51kl7M6r7IY60rZWN00QTIBBnJWQdlOwkN82dAqPzo/kq+3pYNjbuuEhcpMo7iAcPKoiW+mUQsA8Q8EnH45/1oKEI4WJ0JcAWAxA6+3RgElaxDxBoRGVjh9vyA6hryyyO6N3GkXa0snGYqNwmcR78bb+UibB4rwEJunlalOts7KwJOzdawHUB6Wri4EarT/i0zTobJcov00JjzdmYfbNJq2+NBkwEy0aQsC5TXC6wm7NpBDdaKEKuHYoju/9o08jYD/gN07bP2gm7ppuiYWMSyUAPdS4vYzI89mg0Xzeay0d2KALmbOKyzqYeA4Jl0PbN+mz3IyRx5mxCua8aktr33G5Qtttewk5vuxPYsnHHwc0bDK1sHMZuQGq4ORu7aDTr4rim/PZH5uKJX4CA3ZqaCN5H/3Q1cVlnU490NVY3mrfQP2ivsdfZ2M2FJYYbrXYwtutDoGUjtvo64dxoFsXpEedixpryaNMkiCoXVtyj0cJESzVFZRPlNELt/RrejFCuohgCBCL5+rhqrSAzsCEeAQL1WtRp50ZLkM9FqACBRgjZt+1H7WZ4YRSiUdkdJPTZufxjseCxLDLVlk2TxubNa6Dviv1ktPVL2/Te/mgfnSvYHFWUczYum6zPEU32+315Y009ZKVeCssaDh+s+42mbII/Tx9XT4LkRgvA770NtqjTnZRYyqahIv2a3mjTxIjuV2icAwTCZhCIa3M2OBfNFKnk2vsNyMAbtRvNcuwnOyTme+BNP9/Y6WosXQ6+QLaRAwRssA6CDbWdebh++BMY+uy2/Vh5PM6s0I8V7UbbXbD5IRR0S+MGcA/4KpuGefvje1fRKTBfV1d8AgS88y+RRKPVutHMCCtXfVb/e/sSn3U2QZ9kArrR3AkyZxOybdtotMBqHgfT+MeCdqPtJkT3xWiIX2wJ4JuPA5H+uq0b7AmtzMOuswl8Vu5Inp9/9FlcQp/jk66mdp1NgDutsfezsT/pPUpUN1qAxely24Y+u5ISy7IJmRUhnu04JlkDJM68SF26Gos7Ig4beSU6QRd1BtYMLccmZDkyN5rx5VXeeZ54hD7HZ51NUDdaAlo2jZHTz45Q75+/shG3vRstOSmxotGsrjNPjFvQR0JijIS7MbZfi8Z0oyXIl7ahqF15bszZhLJswizqtLk0Mjea76LOelkltTJt1k9FfK31B0bQAIHEm7MhUTIIROVGcwcJEEiNb6fqidV1pgMEmjTRLOp07ktuH5e2+ysb38E1xMc9XNZnu62KI5modyLrc72i0ayLOmuDFoLUaWilE3Kgq+tLoiob//dFuT223zBPArrRQi1WjVs7jknWAPbulwbOOOVDY2R9jifRLogNus4msGJoOTYux4iUtf+iTnf9B3C7BKuRX1z3nntzowVzo9mkjXGUCN1oiZCuxv6k3w8Ll8d2zsaTnFiWDdTdl3ajNWFs12IkiBstohXwCUbU62ysH/F6PF+7cONI1tl4r5Paaxp5UadtFvLwdRqESN1oCbLFgD/+lk2wORtPgq2zgTpXmrZsmjC2mYGD13ayK0YLjRD67AQq0nQ1tRP0AvV5vnYWSUS/sAN+7cbhmdcrGq3uMPHW2YT6ZiS+ZROgbFwe20eZlJK4lo0OfW7C2LlfGio3mi3WaLQmGCAQrWMnXtmMbbeAjkCcv3KJdv95O+pjHYmdGy2wkvk3keZs6kjcORu/aDSPvRstKSkt7v2qL9qy2Q1w2WyGGjxNSEN/uZuesqkl0p4HW9QZLXbBAJEMegEDUCLlRvMKDGggdvn1IcKBLmFDn/0sTpc7yfYrlpKSWAECsBtYNiIySkSWiMhyEbnZ5nyKiLxnnp8pIl0t524xy5eIyMhwMkWkmyljuSkz2Sw/T0TyRGSe+e8iJ+85gGiC0bQbLe64fBZ1xn6/dvNbkQx6/gEi8dhiwFWvASFwUWdglUScs6mjMRd1RqNsDMsmsF5ygqWrgTrLvUlaNmLEeD4NHA30Bs4Qkd5+1S4E8pVSPYDHgIfMa3sDY4E+wCjgGRFxh5H5EPCYKSvflF3Le0qp/ua/lxy43aDYDUhB09U0AL7rbHZ/ZSORrrMJJ8dmgI9m87TadDXxsGzqM2cjdvvZBAt9bmhCDeSWLiXqnA3+LlKXvWXjice8nUM01Wi0ocBypdRKpVQFMBEY7VdnNPC6eTwJOFyMb+doYKJSqlwptQpYbsqzlWlec5gpA1Pmic7dWuQ05k6dYZuLQxhuQyPR5kaLOINAODnWV2aes4jcaL5txiM3Wr0sG2tutERLVxMqyaXlbU9UN5r/e+v2JNnO2STiXGltwE2TtGyADsA6y+v1ZpltHaVUFVAItAxxbbDylkCBKcOurVNEZIGITBKRTnadFZHxIjJHRObk5eVFfpdhsFvEF3x9hnMfQvshOnF/YYUnsmfl4/6ql2VjF40WUYQAUGfNxiNs11WPDAK+izrD12lQmoAbLVTb/u+Ly5Pc5KZFdQaB+vEp0FUp1Rf4hjpLygel1AtKqcFKqcG5ublxa9w2Gi1BPoD/hAwCtQOYzQ/M6MTYWEgRrbPxc6O54rD/vNilEo/44kgyCCSeZeMTVNiIn9uQVom/sklKarQo8mipfaZN1Y22AbBaER3NMts6IuIBcoDtIa4NVr4daGbK8GlLKbVdKVVulr8EDKrXXUWJK5qBwcGfQbbpapqgGy3a+a7aX6L1nbNx2UzsR2Sl+LUZj4W04qlHbjSrsvEW+ldqLGUT/NlY3WiJOmfjb9m4PclNRtnU0lTdaLOBnmaUWDLGhP8UvzpTgHPN41OB75VSyiwfa0ardQN6ArOCyTSv+cGUgSnzEwARaWdp7wRgUZzvMzR2X4ygX6oGnrNpkgEC0c7ZWH8S1ycaLZr3MbBOrZIUTzz2s6nH58RmzsZG28Quvz40ATda6Dkbf2Xjsd0WOhHxztk4GPrsmM2klKoSkSuBqRhbiL2ilPpbRO4F5iilpgAvA2+KyHJgB4bywKz3PrAQqAKuUEpVA9jJNJv8NzBRRO4H/jBlA1wtIieYcnYA5zl1z3bYfS8S5ePXNJVNdAOhryVRn0WdNrKj2KmzLhotDos6PfVwxdkpm0SxbCIc6Bpzgj1kBgF/N1p95tYaCScVuaNPQyn1BfCFX9mdluMy4LQg104AJkQi0yxfiRGt5l9+C3BLtH2PF1GZ/A0djdYUlY0KOAiN9ctTnwABm0ujmbOpxR2HsNd6zdlYNEtTikaz0qgZBEK8f26/+bimGCDQVN1oGsD2N3HQp66VTbxx+wQI1EfZxLaoE5efGy0Oe7zXa87Gbp1NYKWY5deLJrDOJtQ8nSvJz43m9oArUfwYofEu6myqGQQ0wdZEJMbPnUSM94834g09plFCev2j0dxxmLOJ1xYDTWlRZ0PvdhCMkHM2Ln/LJilBvunhqZ2z8cThx1AwtLJxGDuzO2gizgb/ku/+b7/LJmS5IQkI042HG61eWZ9totEC6vjuwdNgNAFLO9Qvf5ffds9NMhpNWzZNGLstBhJkMd0/wLCJWzRazO27fBd1+vv1Y5IZ70Wd/h+EBHejNSbRRKO5guRGS2T0os4mjN2EcIJ4BJok0X53a11ORiLOeH3zo3gH/d7+eGyeVp9tCqzpk4KvsxH/Gg1DhOtsGpNQczZut++maG5PUpMJfa5Fu9GaMLa50Rrh147dR76J/egCoh/+6iwLaJw79n3/3fWY3K+lfjt12mQQCKwUu/z60IjrZyIlZDSanxvN40lpcl8y7UZrwthPwjexT2ATJl6bp/kSuZyARJxxmbOJ9zqbYG60xJmzSRQ3WqjQYLff+idXsn3W50RGhz5r6o3dZ75pGfgG0WZ99o0GbLxoNO/r+izIrJVRHzdaRIk4E2/OJlEINafhTvJ1ozVFy6ap5kbTBKEx97PZfYjsGfrs1NkYz92BLQbc8YpGS7QMAk1A2URj2Xg8yU1mzkZFsW1GrCT+u7s7kiC6JlEmXaMhaNh4EHwsm0aMRqvF7WpcyyYyN1rirbNJFEKtTXMn+e7A6UpugqHP2o2mcYKmbWBFpikbc7U5BA5Occn6XK/QZ7tEnAlCE1A2oQZjj992zx5PcpCaiUdT32JAE4wEGeUToxfO4jMh3xjP3a9Nj7v+A1C9Qp8t3Qm6n02CZ31uTEKus0n2fW+TklKbjButFm3ZaDSxIkFfNEzzfm40sdkXJ2qZ8cr67BWYID87msA6m1CDcZLfDwlPckqTGWEbYouBJvIoNE2ZRh0nHAl9jrF9AieRY8E+316ERBKN1lg4ONDFi1CWTVKyrxstKUlnfbailU1j0NQ+gU0Y33T8jZEbzReXxCFAIN6bpwXIa6yfB8HvK1G+MiFDn1P8lE1KqtPdiRverM9a2WicIEE8Ew7TuLnRvE17sz4nTsBCWMumoUf4JuBGC2nZ+EWjeZLSmsycjXaj7aYkzjqbpvFFqBfSyAECfrgaO0IpkqzP3gr/gM9HlIScs0mysWwa/yMXFTo3msYRAtLf7474KJjGu9/aHxiext4q2MeNlmC50UKQAL8TgHCWTbrva09SIj7KkGjLZjcjUb44/zgS4MHHIxFnvbBaNkG//dqiCUZIy8ZvzsblciXCRy4qmmwGAREZJSJLRGS5iNxscz5FRN4zz88Uka6Wc7eY5UtEZGQ4mSLSzZSx3JSZHK6NxiJx3Gj/ABLEskkUJBo3mv6cBhBqMPbYRRo2kTmbWppkgICIuIGngaOB3sAZItLbr9qFQL5SqgfwGPCQeW1vYCzQBxgFPCMi7jAyHwIeM2Xlm7KDtqH5p9DIoc8JTMKFPjcBQqarsbFam9pHzknXupOWzVBguVJqpVKqApgIjParMxp43TyeBBwuxrs5GpiolCpXSq0ClpvybGWa1xxmysCUeWKYNhqcKvOHT2OkUEkxQ4Bd4qay9gdYHNLdhyLJlWz+jZ/rSNVGc0U491G7qDK1RhEvy8ZjGM24I3gfpXYAisP6mngT9HNYW+5p4NDd2naT0gJOpSYlxhqc2meW5gnsoy3mR660kaMQwxHx/dQDJx3IHYB1ltfrgf2C1VFKVYlIIdDSLP/N79oO5rGdzJZAgVKqyqZ+sDa2WTsiIuOB8QCdO3eO5j7DMm9kF9oNH0XWhh0s/fVTTjr5juCVj34YOvs/JvjzlH3x/L2EjBNOYe8o2v7zpN5kdtmLR44+nY9mPMSePY6h5P5y5r/zP0474PjobyYKnjv2Tq7/OoN/HzQ2bjJHPPgWP99xLsfe9kpE9Xu23YNTq7tzSqvu4BcJ1v7B+3Av+xAOC/Dweil55Bl2LF7O3sAlez1AcUUJo3sdwP2/vMRp+xxoe828Ec+zJXspNcU5HHHWaL6cO48Dbr3Ge37+kZ1of/AJUb2P/qw/ZU86DD8qpmvb3HIz6cOGceSKmaxZ/xjtDj3Rt0JuLzjkFuh/Zj16GAPZHeDQ22HfUwNOPXRKXx744XaO3Ce7YfvkR4o7hesHXc/BnQ62PT//qM5IegaqrJS9gbkjXmDLpq9YdcjB5M9+hX177Fev990pXjrqJb5Z8w3NUps51oYoh8IbReRUYJRS6iLz9dnAfkqpKy11/jLrrDdfr8BQHncDvyml3jLLXwa+NC8LkGmp38Ms7wR8qZTaJ1gbSikfZWNl8ODBas6cOfF5EBqNRvMPQUR+V0oNtjvnpG23Aehked3RLLOtIyIeIAfYHuLaYOXbgWamDP+2grWh0Wg0mgbCSWUzG+hpRoklY0z4T/GrMwU41zw+FfheGabWFGCsGUnWDegJzAom07zmB1MGpsxPwrSh0Wg0mgbCsTkbc37kSmAq4AZeUUr9LSL3AnOUUlOAl4E3RWQ5sANDeWDWex9YCFQBVyilqgHsZJpN/huYKCL3A3+YsgnWhkaj0WgaDsfmbJoyes5Go9Fooqex5mw0Go1GowG0stFoNBpNA6CVjUaj0WgcRysbjUaj0TiODhCwQUTygDUN0FQr/DIZJCi6n/FF9zN+NIU+wj+nn12UUrl2J7SyaUREZE6wyI1EQvczvuh+xo+m0EfQ/QTtRtNoNBpNA6CVjUaj0WgcRyubxuWFxu5AhOh+xhfdz/jRFPoIup96zkaj0Wg0zqMtG41Go9E4jlY2Go1Go3EcrWwcRkReEZGt5iZudud7icgMESkXkRsbun+WfoTr55kiskBE/hSR6SLSr6H7aPYjXD9Hm/2cJyJzRMR+O02HCddPS70hIlJlbjbY4ETwPA8RkULzec4TkTsbuo9mP8I+T7Ov80TkbxH5qSH7Z7Yf7lneZHmOf4lItYi0SMB+5ojIpyIy33yW58elYaWU/ufgP+AgYCDwV5DzrYEhwATgxgTu53CguXl8NDAzQfuZSd1cZF9gcSL206zjBr4HvgBOTcR+AocAnzVG36LsZzOMLUk6m69bJ1of/eoej7G3ViI+y1uBh8zjXIytWZLr2662bBxGKfUzxpsV7PxWpdRsoLLhemXbj3D9nK6Uyjdf/oaxG2qDE0E/i5X5LQEygEaJgAnXT5OrgA+Brc73yJ4I+9noRNDPccBHSqm1Zv0Gf6ZRPsszgHcd7E5QIuinArJERDB+vO3A2FesXmhlo4mFC4EvG7sTwRCRk0RkMfA5cEFj98cOEekAnAQ829h9iYD9TZfKlyLSp7E7E4Q9geYi8qOI/C4i5zR2h4IhIunAKIwfGonIU8DewEbgT+AapVRNfYU6tlOnZvdERA7FUDaNMhcSCUqpj4GPReQg4D7giEbukh2PA/9WStUYPyATlrkY+a6KReQYYDLGNu2JhgcYBBwOpAEzROQ3pdTSxu2WLccD05RSiWpRjgTmAYcBewDfiMgvSqmd9RGqLRtNxIhIX+AlYLRSantj9yccprugu4i0auy+2DAYYxvz1cCpwDMicmKj9sgGpdROpVSxefwFkJSgz3M9MFUptUsptQ34GWiUIJYIGEsjudAi5HwMl6RSSi0HVgG96itUKxtNRIhIZ+Aj4OwE/bUIgIj0MH3NiMhAIAVIOMWolOqmlOqqlOoKTAIuV0pNbtxeBSIibS3PcyjGmJFwzxP4BDhQRDymm2o/YFEj9ykAEckBDsbob6KyFsNCRETaAHsBK+srVLvRHEZE3sWI6GklIuuBu4AkAKXUcyLSFpgDZAM1InIt0Lu+Jmu8+wncCbTE+AUOUKUaIYttBP08BThHRCqBUmCMJWAgkfqZEETQz1OBy0SkCuN5jk3E56mUWiQiXwELgBrgJaVUyLDzhu6jWe0k4Gul1K6G7JuVCPp5H/CaiPwJCIa7t97bI+h0NRqNRqNxHO1G02g0Go3jaGWj0Wg0GsfRykaj0Wg0jqOVjUaj0WgcRysbjUaj0TiOVjYajQ1m2pO4hnaLSDMRudzy+hAR+SzCax83MyJE2lZ7EZkUSz/jiYh0FZFxcZQ3UUQSMYOBJgxa2Wg0DUcz4PJwlfwRkZbAMDMjQkQopTYqpSLetkBE3NH2K0K6YiTJjBgRCbX+71ngX/XpkKZx0MpG02Qw9wO52jx+TES+N48PE5G3zeNnzX1s/haRe8yyUSLygUWO16IQkaPE2E9oroh8ICKZNu3a1hGR1SJyj1n+p4j0MstzReQbsw8vicgaM8XLg8AeYuxn8rApPlNEJonIYhF5u3a1vh+nAF9Z+rNaRP4jdXv2DBSRqSKyQkQuNet0FXO/EhFxi8gjYuyhskBErrLIeUhE5gKnicgZ5n38JSIPWdorFpGHzfv5VkSGmpbfShE5wdLGwyIy22zjEvPyB4ERZl+vC1bPfE9+EZEpwEIRyRCRz8VIAPqXiIwx5f0CHBFGIWkSkcbYT0H/0/9i+QcMAz4wj38BZmGsfL4LuMQsb2H+dQM/Yuxp48FIwZFhnnsWOAtohZFDq7b838Cd5vGPGPnLQtVZDVxlHl+OsWodjKy5t5jHozBStrfC+JX/l+V+DgEKMbZrcAEzgANt7vt14HjL69XAZebxYxir5rMw9h7ZYpZ72wIuw0iJ4/F7RquBf5nH7c1nlGs+r++BE81zCjjaPP4Y+Np87v2AeWb5eOB28zgFIytGN/z2wwlTbxfQzTx3CvCi5bocy/E3wKDG/jzqf9H905aNpinxOzBIRLKBcozBeTAwAkP5AJxu/lL/A+iDkfqnCsMyON78RXwsRm6qYUBvYJqIzAPOBbr4tRmuzkeWvnU1jw8EJgIopb4C8gnOLKXUemWkcJ9nkWGlHZDnVzbF/PsnxkZ2RUqpPKBcRJr51T0CeN58DijfbMPvmX+HAD8qpfLMem9jbLIFUEGdZfUn8JNSqtI8ru3vURhpguYBMzFSG9nNrYSqN0sptcrSzpGm5TVCKVVokbEVQzlqmhDaFNU0GZRSlSKyCjgPmI7xi/5QoAewSES6ATcCQ5RS+SLyGpBqXj4RuBJjI6g5Sqki02X1jVLqjBDNhqtTbv6tJrbvU7nlOJiMUuruw/+6Gj8ZNVH2I5IcXZXKNCms7Slje4TatgTDyptqvVBEDvGTFaqety9KqaViJFI9BrhfRL5TSt1rnk7FeCaaJoS2bDRNjV8wFMrP5vGlwB/mYJiNMWAVipGt9mjLdT9hbIV7MabVgbHj6AEi0gPAnCfY06+9SOr4Mw043ax/FNDcLC/CcHdFyyIMhRor3wCX1CoGsd/3fhZwsIi0EiNY4AyMZxYpUzESdiaZbewpIhkE3nOwej6ISHugRCn1FvAwxntXy55AgybZ1NQfrWw0TY1fMNxKM5RSW4Ayswyl1HwM99li4B2MQR/zXDXwGYYC+swsy8Owkt4VkQUYbjmffTsiqWPDPcBR5gT9acBmoEgZewBNMye8Hw4pwZfPMeY0YuUljPmYBSIyH5voMKXUJuBm4AdgPvC7UiqaNPgvAQuBueZ9P49hYS0Aqs2J/utC1PNnX2CW6W67C7gfvCnvS5VSm6PomyYB0FmfNZo4IyIpQLVSqkpE9geeVUr1r6fMX4HjlFIFcehik8VUWDuVUi83dl800aHnbDSa+NMZeF9EXBiT6xfHQeYNptyCOMhqyhQAbzZ2JzTRoy0bjUaj0TiOnrPRaDQajeNoZaPRaDQax9HKRqPRaDSOo5WNRqPRaBxHKxuNRqPROM7/A151fhV1Gg9sAAAAAElFTkSuQmCC\n",
"text/plain": [
""
]
@@ -471,7 +681,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -483,7 +693,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -495,7 +705,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -507,7 +717,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -519,7 +729,7 @@
},
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -531,7 +741,7 @@
},
{
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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
@@ -565,7 +775,7 @@
],
"metadata": {
"kernelspec": {
- "display_name": "Python 3",
+ "display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
@@ -579,7 +789,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.7.7"
+ "version": "3.9.16"
}
},
"nbformat": 4,
diff --git a/notebooks/ovirs/part2/find-data.ipynb b/notebooks/ovirs/part2/find-data.ipynb
deleted file mode 100644
index a1d89a1..0000000
--- a/notebooks/ovirs/part2/find-data.ipynb
+++ /dev/null
@@ -1,592 +0,0 @@
-{
- "cells": [
- {
- "cell_type": "markdown",
- "id": "ethical-silicon",
- "metadata": {},
- "source": [
- "# PDS federated API demo, Osiris-Rex OVIRS data visualization\n",
- "# PART 2: FIND DATA YOU ARE INTERESTED IN\n",
- "\n",
- "The purpose of this notebook is to demostrate how the PDS web API can be used to access the PDS data for a scientific use case.\n",
- "\n",
- "The documention of the PDS web API is available on https://nasa-pds.github.io/pds-api/\n",
- "\n",
- "This notebook is available on https://github.com/NASA-PDS/pds-api-notebook\n",
- "\n",
- "It is the 2nd part of 2 Use cases:\n",
- " - Part1: explore the collection\n",
- " - Part2: find specific the data you are interested in\n",
- " \n",
- "
\n",
- " \n",
- " WARNING: This notebook is a demo and not a real scientific use case. It might contain mistake in the way the data is used or displayed."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "id": "vulnerable-guidance",
- "metadata": {},
- "outputs": [],
- "source": [
- "from __future__ import print_function\n",
- "from pprint import pprint\n",
- "import time\n",
- "import matplotlib.pyplot as plt\n",
- "from astropy.io import fits"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "instructional-hygiene",
- "metadata": {},
- "source": [
- "The PDS API is accessed using a python client library documented on https://nasa-pds.github.io/pds-api-client/"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "id": "advised-brisbane",
- "metadata": {},
- "outputs": [],
- "source": [
- "import pds.api_client as pds_api"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "indoor-answer",
- "metadata": {},
- "source": [
- "## Use the PDS demo web API server "
- ]
- },
- {
- "cell_type": "markdown",
- "id": "congressional-pavilion",
- "metadata": {},
- "source": [
- "Connect to the demo server. See User Interface of the web API: https://pds-gamma.jpl.nasa.gov/api/swagger-ui.html\n",
- "\n",
- "Note: this piece of code will be wrapped into a helper function so that 1 line will be enough to connect to the API using a default host"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "id": "enormous-classics",
- "metadata": {
- "tags": []
- },
- "outputs": [],
- "source": [
- "configuration = pds_api.Configuration()\n",
- "\n",
- "# demo server\n",
- "configuration.host = 'https://pds-gamma.jpl.nasa.gov/api/'\n",
- "\n",
- "api_client = pds_api.ApiClient(configuration)\n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "ecological-mumbai",
- "metadata": {},
- "source": [
- "## List requestable properties\n",
- "\n",
- "Available properties can be identified with request"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
- "id": "female-killing",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "Available properties are pds:Modification_Detail.pds:modification_date, ops:Label_File_Info.ops:md5_checksum, pds:Internal_Reference.pds:lidvid_reference, vid, insight:Observation_Information.insight:start_solar_longitude, pds:Observing_System_Component.pds:type, pds:Stream_Text.pds:description, msn:Mission_Information.msn:product_type_name, ops:Data_File_Info.ops:md5_checksum...\n"
- ]
- }
- ],
- "source": [
- "products_api = pds_api.ProductsApi(api_client)\n",
- "\n",
- "api_response = products_api.products(only_summary=True)\n",
- "print(f\"Available properties are {', '.join(api_response.summary.properties[1:10])}...\")"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "environmental-morocco",
- "metadata": {},
- "source": [
- "## Get observations around specific spot (lat=12, lon=24) with distance to bennu closer than 4 km\n",
- "\n",
- "Get the result found in part1 by directly posting the search criteria to the API\n",
- "\n",
- "We can use `ProductsApi.products` with argument `q=`.\n",
- "\n",
- "The query syntax is described in the PDS API specification. It uses the following operators:\n",
- "- comparison: lt, le, ...\n",
- "- boolean: and, or, not\n",
- "- groups: (, )\n",
- "\n",
- "See https://github.com/NASA-PDS/pds-api/blob/master/docs/spec/pds-api-specification.md#query-syntax for detailed syntax.\n",
- "\n",
- "We request the FITS data file url from the API in the `field=` argument."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 7,
- "id": "concerned-hybrid",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "retrieved 4 products in 0.3078958988189697 seconds\n"
- ]
- }
- ],
- "source": [
- "start_time = time.time() \n",
- "\n",
- "criteria = \" ( ( ref_lid_target eq urn:nasa:pds:context:target:asteroid.101955_bennu )\"\n",
- "criteria += \" and ( ref_lid_instrument eq urn:nasa:pds:context:instrument:ovirs.orex )\"\n",
- "criteria += \" and ( orex:spatial.orex:target_range lt 4.0 )\"\n",
- "criteria += \" and ( orex:spatial.orex:latitude ge 9.0 ) and ( orex:spatial.orex:latitude le 15.0 )\"\n",
- "criteria += \" and ( orex:spatial.orex:longitude ge 21.0 ) and ( orex:spatial.orex:longitude le 27.0 ) )\"\n",
- "\n",
- "properties_of_interest = ['orex:spatial.orex:latitude', 'orex:spatial.orex:longitude', 'ref_lid_instrument', 'orex:spatial.orex:target_range', 'ops:Data_File_Info.ops:file_ref']\n",
- "\n",
- "closer_products = products_api.products(q=criteria, fields=properties_of_interest)\n",
- "\n",
- "elapsed = time.time() - start_time\n",
- "print(f'retrieved {len(closer_products.data)} products in {elapsed} seconds')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "demographic-bracelet",
- "metadata": {},
- "source": [
- "## Structure of the reponse\n",
- "\n",
- "The responses are JSON objects, as follow"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "id": "sound-pension",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "{'description': None,\n",
- " 'id': 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0',\n",
- " 'investigations': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'id': 'urn:nasa:pds:context:investigation:mission.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'metadata': {'creation_date_time': '2019-10-23T19:05:39.752Z',\n",
- " 'label_url': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.xml',\n",
- " 'update_date_time': None,\n",
- " 'version': '1.0'},\n",
- " 'observing_system_components': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument_host:spacecraft.orex',\n",
- " 'title': None,\n",
- " 'type': None},\n",
- " {'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'id': 'urn:nasa:pds:context:instrument:ovirs.orex',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'properties': {'ops:Data_File_Info.ops:file_ref': 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.fits',\n",
- " 'orex:spatial.orex:latitude': '14.6288946565699',\n",
- " 'orex:spatial.orex:longitude': '24.427540289882902',\n",
- " 'orex:spatial.orex:target_range': '3.72245951665015',\n",
- " 'ref_lid_instrument': 'urn:nasa:pds:context:instrument:ovirs.orex'},\n",
- " 'start_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'stop_date_time': '2019-03-21T20:41:28.567Z',\n",
- " 'targets': [{'description': None,\n",
- " 'href': 'https://pds-gamma.jpl.nasa.gov/products/urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'id': 'urn:nasa:pds:context:target:asteroid.101955_bennu',\n",
- " 'title': None,\n",
- " 'type': None}],\n",
- " 'title': 'OSIRIS-REx OVIRS Calibrated Science Data Product (L2) '\n",
- " '2019-03-21T20:41:28.567Z',\n",
- " 'type': 'Product_Observational'}\n"
- ]
- }
- ],
- "source": [
- "pprint(closer_products.data[0])"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "governmental-emphasis",
- "metadata": {},
- "source": [
- "### Check that we have the right lidvids"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "id": "northern-newark",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "The lidvids of the selected products are ['urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204128s567_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204129s468_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204130s368_ovr_scil2.fits::1.0', 'urn:nasa:pds:orex.ovirs:data_calibrated:20190321t204131s368_ovr_scil2.fits::1.0']\n"
- ]
- }
- ],
- "source": [
- "lidvids = [product.id for product in closer_products.data]\n",
- "print(f'The lidvids of the selected products are {lidvids}')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "bizarre-newport",
- "metadata": {},
- "source": [
- "### Extract the links to the data files"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 10,
- "id": "cloudy-brush",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "product data file url: ['https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204128S567_ovr_scil2.fits', 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204129S468_ovr_scil2.fits', 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204130S368_ovr_scil2.fits', 'https://pds-gamma.jpl.nasa.gov/data/pds4/test-data/registry/orex.ovirs/data_calibrated/bennu_original_calibration/detailed_survey/20190321T204131S368_ovr_scil2.fits']\n"
- ]
- }
- ],
- "source": [
- "data_files = [product.properties['ops:Data_File_Info.ops:file_ref'] for product in closer_products.data]\n",
- "print(f'product data file url: {data_files}')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "domestic-carroll",
- "metadata": {},
- "source": [
- "## Plot the data (FITS files)\n",
- "\n",
- "Plot the spectra of the 4 observations on the same figure, one figure per dimension of the instrument.\n"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 11,
- "id": "northern-rugby",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "image/png": 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\n",
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3CpGehwmomkNcl1oA5O7cWT6VLkbmmrUcfPOtCi2DUqp8aUApI+nZDkKT9uMTZM+lVbkW3gGVmRASzAo/qyPdx9OH7rW7552zLSV/HIrTOLlnzj2M+GMEaxLWWDs9vaBxH9i9BH4dBdPuLXTNVb4jWOz7AFLg0Zkz3JNcD08OzZjpppqWzo7rriPxk09wlcFKlEqps4NbA4qI9BWRTSISJyKPFXHcV0S+t48vFZG6BY49bu/fJCJ9TpSniPQUkeUislJEFotIQ3fW7Vj/TPqVsPS0/H6MKo044Mzk08oheWm8PLzo36A/HSI70Dy8eaHzp2yawppDViB5bslzPDjvQV5c+iLUu9RKsOKb/MSd7wEgWDI5lpevk7+rtyTt119LNamkuzlOc+EwpdTZw20BRUQ8gfeBy4FmwFARaXZMsuFAsjGmIfAW8Ip9bjNgCNAc6At8ICKeJ8jzQ+BGY0wbYBLwlLvqVpT186xHVWEXZEC3Jzh86aP0+qkvuQUGLwb7BOPr6csXfb7gwfYPFjr/xy0/AlbQ2ZC0gTm75vDdxu+gUW9oaQ9mrN4Gbv8DLnseIvPXo6f7U1CzIwC+5DK9bmc80tPY98lnbqtvaWlAUer84c4WSkcgzhizzRiTA0wGBhyTZgBwdI6SqUBPERF7/2RjTLYxZjsQZ+dXUp4GqGRvhwB73VSvInknHcLl74VHpTDo9j++3fFb3rFQ31Biro7hohoX5e1rX609w1sMZ851c6hbqS4APWv3xOEq/Ijo242ToP97JA76jAldh2NqdQQPTxi5MD9RxzuIv/4LWtarTXADL9ZENOTv6i1Iff89Mv7+m4Pjx+PKOb01609VrgYUpc4b7nzLKwrYXeBzPNCpuDTGGIeIpADh9v4lx5wbZW8Xl+cdwAwRyQRSgc5FFUpERgIjAWrXrn1yNSpBcHoyHoEeUKkGAIcyD+Udc+GiXki9Qum9PbzzWinfXPEN8Wnx1AiqQaPQRny06iOe7vw0zy15jpeXvcz1F1zPC4f+YfbO2fh5+dGnbh9CfPMfpeFXmX/j5wPwm0nhl3u78L+knVy0by27bh8OgE/NmlS+9toyq29pObIrJpAppcrfudQp/xBwhTGmJvAl8GZRiYwxnxhjoo0x0REFpn8/HVm5TsKOHMYnwAmVrLi37XB+h7vL5SruVABCfENoXqU5oX6h3NvmXtbcuoaetXvmHf97z9+kZqcCVv/K3X/ezebkzXD3P7gGfcmkjd9xOPswAJ45GbQJc0DTFixocnF+vR1OKkJutrZQlDpfuDOg7AFqFfhc095XZBoR8cJ6VJVYwrlF7heRCKC1MWapvf974CLKSVqWg0o5Gfh6Z0GlGuQ4c1h7aC0tq1j9HC5KDihFCfcPZ9mNy/D38ue+ufexdP/SvGNrDq3h2phrya7SgAcOzOOlZS/x5n9W/PR0ZMNPI+jZtCqx/jXyznEmJ59mLU+NI6foqfuVUucedwaUf4FGIlJPRHywOtljjkkTA9xqbw8C5hpriHcMMMR+C6we0AhYVkKeyUCIiDS28+oNbHBj3QpJzcqlcm4G3t7Z5FRvzY0zbiTHlUO3Wt0AcJmTDygA/l7+tKjSotjj0d9EM99+1HWUR2RL2DafEe1DiK3WJG//we8mY3LLv7XgzDz+TTSl1LnJbQHFGOMA7gNmYX25TzHGrBORcSLS3072ORAuInHAaOAx+9x1wBRgPTATuNcY4ywuT3v/COBHEVkF3Aw84q667U46QtzBtLzPqSnpeDmdeHq7+DMwgI1JG7mx6Y1cUe+Ko/filK/Vq3b+eiihvqF82edLGoU2Kja9Z1gDMC5Cf7+b14d34dornwNADuxn5YP/Iysuju2DB5N74OApl+lkOLI0oCh1vnDr1CvGmBnAjGP2PVNgOwu47tjz7GMvAC+UJk97/8/Az6dZ5FJ56pe1JB/JIea+rgCkJSTjBxyp1Y5f4+cRGRjJox0e5UjuEaDwnF0na2iTofh6+vLsP8/icDmIjoxmylVTuHHGjaxPXA9A07CmbEiyGmRO/8pQvTVsm0fPzhuYcH8Pnk3ZxchV04icM5NNK2LxSUog5eefqXLXnSVcuWy4zoFHXq6cHExODp5BQSdOrNR57FzqlC83ndcvJHpZ/kj07Fm/A7Ar2IPFexbTr34/PMSDAO8AvMSLRzs8esrXEhGubXwt97a5lxcvfhGwxqp8f9X3eWk+7/N53vaR3CNwg7VeimyIIZoNOJs35eEud+GBwScpAYD0xYvKZeDjudBC2XXzLWyO7lDRxVDqjKeTQ56Ci9f9gEk6AjwPQM3JnwKwzjcTbw9vbm9xOwAe4sGKW1YUl81Juav1XcftG9FyBIv3LCbYJzhv36/bfuXWZrdwgXcArJgIKyYy2dOfhn6f8Wbb6/Fx5nJ/jRwyZ05nQ8fONPjuW3zq18fDz69MynmsM2G0/unKXLWqooug1FlBWyinwCvQA68UBx/8tpIDqfmPdOIDXTQObUyQT/k8GhnVbhRT+k0B4Id++as43jfv/rzxMABezkxiLviD6kOuY3r9Lnyxy3pJwCM7i+0Dr2XnTTeTsWQJR5YvL/MyurLP/kdeSqnS0YByKkICAWjz5Ai+nL8ZgEp1jrCiai5RQVElnek2TcLy3+jan7EfV0itQsdbpf/FuCsa8uTlTZhR90IWRLXmoH9lALLWrmXXsNvYecONeemzNm0iY9my0y6XI/vsf+SllCodfeR1Knysx0Oh2enMnvEPAwDfyGz25B6md6WyG31/su5ufXfelPgHLxtL5OIw6PoQrI+Bha/CC9UYAbQY+ic7h7zKrT9Zk1HetfoXBmxbbJ331tt4BAWS8IY1rqXR33/hFRZ2ymXSFopS5w9toZyCrKr5X7C3bJiJy0OIjzI4jIsW4cWPG3G3e9rcw5d9vgTg2/g/mdKyL0fCG0DVpoXSXTi9F4MbOpk+qitjejfmo1ZXc0dP68WBxI8/zgsmAFsu6kL6X3+d8lxgjpwjp1gbpdTZRlsop6DBJa0wu2ex5+8wOh7YiG8kTIwKxAMPWldtXaFla1etHVfUu4Kv1n0FWKPqn2s35rh0EnM/zSNb0tw7gD+jurFqD+wNDKdGRmJemsXVW9J13xp2D78DgKYbT36sqDPn7O+UV0qVjrZQTkFwpVB8K+fPChwQnE5saCS96vSiin+VCiyZ9WbZSxe/xMhWIwFYe2gt+FeGQV/AjVPh8lethDsWwZIPYNHrfF/lU+7r3pD/63YPCy8flpfXG+2HkBSR3ydU2redNu5Pzdt25uojL6XOFxpQToVvJbz88gcrBtb1I9U4qBZYrQILlc9DPLi/7f3c0OQG9mXss0bqt7jWWlul051wxxzwy5+t2G/7HB4OXcjigQmMfDN/zEzjSB/W+ORPoLlj8BBcubk40tIoyV1jp+RtO8+BgY1KqdLRgHIqRPDwtqZT8fRx4XdhezIdmYXGg5wJagTVICM3g95Te3PwSIGpVmpGwwXWtDDUvRhy0mHGwzD7GeTfz1jQ9xZWdLyUmPQboWrhPOffOYYtHTqSsf9A3j5nWhr7xz2HMz0dYwwfznsj75grVx95KXW+0D6UUzDbx4OM+u3oc9kafAIdpFa9APaso5JPpROfXI4iAyMBOHDkAO+teA9fT1+6RHWxJq0MrWslaj0UDqyDzCTr84yHuasycNmdsAwGtNnF7/uaER9Ulevi5lP979kArLvjHqpEVWNecD1qSRa1fp2ER6VgDv9UePYbV+65sx6KcbkQD/0bTKniaEA5BTF75rG3cihXh1mz96Y27w97fjrjAkqnyE70qNWDubvn8nOc9UU/edNkLqtzGc92fILgwAhoPQSStsKiN+CaT+Bnq++FZR8DUD1zLb0eH0zfP2pwXdz8vLyD49aTHbeei5iXty91+gycBwtPOmnOoYCC0wkaUJQqlv52nIII/wgOZdlvQ1VvQ5q3L8AZ98irsl9lxvcYn/c5wCsAgD92/sGyQyuhw3BrOeFuj1ud9i0HwZVvHJdPVOYWLmlTj1fbD2V2rWhmX2atODCu4zAO2IMjAXJ37z7uXOM8dwKK03lqyxAodb7QFsopqOJfhaSsJHJHrcA7KJLdexYAZ15AOermZjezJ20Pl9W9jMcWPQZAwpGE/ASe3lanPUCHOyB1LxzaAo37wrR78Fw5gY/8Yki48AI+dfXn0Xvv4br3OrNiXwa5HS/kufeKn7XYVQFrsLiL0+HAC9+KLoZSZywNKKfg6KvBcSabC7z9+HjVx1QPrF5o+pMzydHZjl3GRRX/Ktzxxx28sPQF/tr7F4v3LKZ+SH0+7PUhVQPsHviez+SfvP4X2PIHZB0mImspT7AUJs7kwcs+4cEf1jKie2MGbx3LqC2/0yVuyXHXNg7HcfvOVi5nxSyjrNTZQh95nYKjAeX6365n8Z7FbE3Zyr1t7iXQO7CCS1YyD/GgU/VOeZ/n756Pw+Vgc/JmVh5cWfRJjS47ft+ORVwacoAVo9vSp1Ew854bwHX3Dy2UZOxQ+38t5znUQsnVgKJUSbSFcgqahzfP2/5rz18AtIpoVVHFOWnfXfkdh7MP4ymeOFwO7plzD2MWjGHg3oGMbj+aTEdm3htidLgDAsJh8VuQEp//Ntgn3ax/o9oTPmIu5rLeuD76iD1RjWjyRTPW1a2FS1znVAvFeQ7VRSl30IByCqoFViPCP4KEzASW7V+Gl3hRM7hmRRer1Ipbp/6nLT/x05afAPik9ydsSd7CyoSVvHLxK3i3GAhJ2+CdtoVP2vMfrPgWyThIaPMrCH2/KUe7GdL9wPtIFsbhQLzO/v/VnOdQf5BS7nBSj7xEJMBdBTnbTLpyEgBxh+NoGt4Ubw/vCi7RqQvzC8Pfy7/QvpGzR/Ja7GvM3jmbaVun2Qnrw/DZ0OamwhlMuwf+fBbe7whAgqf1v1V8Fai5ci8bO3Qkd+9ed1fD7c6lMTVKuUOp/mwUkYuAz4AgoLaItAbuNMbc487CncnC/cPztk9nid8zwYyBMwD4ffvv5Dhz2Jm6k1k7ZlHZtzJbU7byeuzr5DhzuKHpDVCrI0S1t8avrPgG9q6AQ5ugRltrGxgUVR0Aj6Nv2WZm8tc7X9Dt5acqonplxqkBRakSiTHmxIlElgKDgBhjTFt731pjTIlztYtIX2A84Al8Zox5+ZjjvsAEoD2QCAw2xuywjz0ODAecwChjzKyS8hSRRcDR93arAsuMMVeXVL7o6GgTGxt7wvoX5/klz9OlRhe61+5+ynmc6d767y2+WPsFAKtuWYWHHNOoNQaSt1utl4xEeK0+LetZa8I03+Fi+Fw/kh2RVM9IpMqDDxJVI4xKlxXR0X8G29DEmv4/dOpUIls0P0Fqpc59IvKfMSb62P2lfuRljDl21FqJr7yIiCfwPnA50AwYKiLNjkk2HEg2xjQE3gJesc9tBgwBmgN9gQ9ExLOkPI0xFxtj2hhj2gD/AD+Vtm6n6qnOT53TwQTgzlZ34uPhA8CIP0bw956/eWrxUzw470FyXbmsS1zPrqP9I4Hh8ODavHPX1fXgxytqEnbbMKpkpcDLY9kz6gFSfv2tIqpy2pwO7UNRqiSlDSi77cdeRkS8ReRh4ESLY3QE4owx24wxOcBkYMAxaQYAX9vbU4GeIiL2/snGmGxjzHYgzs7vhHmKSCWgB/BLKeumShDgHcCHvaxVIJftX8adf97JtK3TmLNrDg/MfYAh04cwZPqQ/BMqF156ODrKi14tDvFd1yFsCK0DwN5HHsFpz1jsyjp7ZiN2OfSRl1IlKW1AuQu4F4gC9gBt7M8liQIKtmri7X1FpjHGOIAUILyEc0uT59XAHGNMKqpM1A2pW+T+RXsWAZCWk8b45ePJdmaT7Sw8u3DQgSUw8zG69GvI/114e97+/ePGseP9j9nUpi1Z+/a7rexl6VRXrVTqfFGqgGKMOWSMudEYU80YU9UYc5MxJvHEZ1aIocB3xR0UkZEiEisisQkJCcUlUwVUDajKh70+5M5W1hQrvev0Jsyv8Drzn635jPdWvEf0N4Ufq+aKAHCZz1o+va8nzzzwGdsrRZL6629kvvs2ACvnLnN/JcqAQzvllSpRqQKKiHwtIpULfA4VkS9OcNoeoODzj5r2viLTiIgXEILVOV/cuSXmKSJVsB6LTS+uUMaYT4wx0caY6IiIiOKSqWN0jerKna3uZFjzYQxvMRwfT6tfpXpg9bw0R5cdLshhxRNk5bd0ru7JNyM6M+mKe0j3zZ9VIHHtereWvaw4dG0XpUpU2kderYwxh49+MMYkA22LTw7Av0AjEaknIj5Ynewxx6SJAW61twcBc4312lkMMEREfEWkHtAIWFaKPAcBvxljzp4H82cRb09vxkSPoXmV5vh5+gH5gySf6PREXroW4fkv/zkufgRGzIPsFPjqSnz/eZtbrruYwX2eYVzHYWR5elPlj2kkz/idjOwzeyS6jkNRqmSlDSgeIhJ69IOIhHGCMSx2n8h9wCysDvwpxph1IjJORPrbyT4HwkUkDhgNPGafuw6YAqwHZgL3GmOcxeVZ4LJDKOFxlyo7/Rr0A6wxOG93f5shFwxh3EXjeKDdA3zU+6O8dA4vH4hqBx1GQMpuWPw2vZtU4ZauDfinRgse73IXB7wC2T96NL8MGl5R1SkVh3bKK1Wi0o5DuQV4AvgBEKyWwAvGmInuLZ57ne44lPOZMYakrKRCAzwLitkaw5OLn2REyxGMajfK2rl6Cvw0Ahpdhrn2c+ZPn0SbHZ/Tff9oRv37IxfuX4fP+A+p36ML4n3mzDxwdBxK9otP0WbgjRVcGqUq3mmNQzHGTACuBQ4A+4GBZ3swUadHRIoNJgD9G/Qn3C+cT9d8ypuxb+IyLqjfDYIiYcsfyMu16L7mf4Smbaa5907eaz0QgJwH7mb/8y/gSE5m/3PP40zPKKcanZi+NqxUyU5mLq+NWIMFY4B0EantniKpc0W1wGoAfLnuS/7Y+QcEVYWHNx2XrpnsJMk/hDS7o/7w99+z443xJH/7LcmTJpVrmUvi0oGNSpWotG953Y/VOpkN/Ib1FtXZOdxZlZtHoh+hS40uRAVF8VbsWxzJPWId6PpQoXS310vmk8EXMOOmB/mhUTcAcqd+D8DhKVNwJOa/oV6RLRbtQ1GqZKVtoTwAXGCMaW6MaWWMaWmMOXsWAFEVIjoymo96f8TTnZ9mb8ZeFu5ZaB3o+X/Q2R4X27Q/1RP+5rLfL+V/znF83fxyJjfuCUCCfwi58fEkTZiIIzmZlF9/ZXN0NNlbt1ZIfVzn0GJhSrlDaRep2I01il2pkxYdafXdPbLgEXam7GRfxj5u7ngbDS59FHb+BRusN7/9SefttgcIHPY0H8feyi9rDvDCsi9o9/HHJH78cV5+2yZOJqV9Fzr361au9dC5vJQqWWkDyjZgvohMB/JGdxlj3nRLqdQ5xdfTl3ZV27H84HLeW/keYC1H/MyFz8AFV8A9SyCsAYxvTb8ND0N0A3rc1INeq/fyUsYhPtt3zLRxk78hZPI30O9E08mVLaMBRakSlfaR1y6s/hMfrCnij/4oVSof9/6Yv4f+zdiLxgLww+YfeCP2DS75/lJSQmqAlw90f9xKPONRyEymW03Bu04drhjwKv9ENuePa+9nSa02eXnuvHUYpXnt/XQUzF875ZUqWalaKMaYse4uiDq3+Xn54YcfAxsN5PV/XyctNy1vqpZVCau4pOYl0O4WyM2E3x+FV+oSBMy46kMW+3Xn41rB/BefgXebKG7xDWFQ3AKOLF1K7q5d+NSp476CO/NXaXA5z+yR/EpVtNK+5RUhIq+JyAwRmXv0x92FU+emPvX6FPq8PnE9qxJWWa2BTnfCkPzJDgJmjeGyna/zQ+JA2slm7uvTjO/tTnuArVf1I/2vv4D81oQrI6PMZgZ2FQgo+shLqZKV9pHXt1jjUOoBY4EdWPNqKXXSnuj4BAsHL2T1LaupF1KPCesncNOMm/h6nb00TpMroE5Xq3/Fwxv+/QwP4+THwJd54MJQfrg5ktcHDGF9WB3IzWXPQ6NJ/f13tnS9mP0vvMjmCy9i17DbMM4S14ArFWdufqvEaAtFqRKVNqCEG2M+B3KNMQuMMbdjLWKl1Enz9vQm1C8UEaFrVFfScqzFtmbtmJWf6LbpMPQ7uPp963PjyxFHFsR+QdNpV/G5/5uMueR+7uzxMK7UVPY8NBpnYiLJEydicnLIXL6cXc+9wLo9h0lMOHzKZXXqIy+lSq20AeVoW3+fiFwpIm2BsJJOUKo0utfKX0J5U/ImkrOSAXC4HMzZOQfT5Cq4cxFc+xl4B8C8F/LSh5HKrkrVeK/1QH6p35V9AdZUMDH1LuKnBpdwZPJ3ePS8kH2XdiV1xgxydu0i/a+/yFyzhtSZMzn06acnLJ8zt8AjL5cGFKVKUtrXhp8XkRBgDPAuUAl4qORTlDqxtlXbEuIbQmp2KrmuXL7b+B0ZuRmsTljNyoSVvN3tbXrWsftM+r8Lyz6F3UsAWO53F2/kDsJj2AN8sXQf+9bN5+41vxDTvDd7PIOISk+g04ENeLqc7Bk9psjrhw8bVuJElIVaKA4NKEqVpLRveR2dZiUF6F5SWqVOhpeHF2Paj8FDPPhz5598uvpTHCb/i3tj8sb8gNJyEES2hPc75h0f4z0Vs+xnbr3qEzJr7yHu9peZ17sfKZm5fDizOrEb4/gzxZuBcQvo0aQq/63aTv/tf+Wdf+jDD4kYNarY8jlz8zvitYWiVMlKDCgi8qgx5lUReRc47oV/Y0zxv4lKldI1ja4BoGZwTebHzy907KNVH9GnTh8ahja0dkRcAE8nwu+PkhRQF5Z+Qlj2bsJ+s9ZSiUpbBRdUJmLfKp7p2Y/dTWog/xkmeV3GJIDWbQoHlA8+JHz4cDwCAylKobfFyqCTX6lzWYnroYhIP2PMryJya1HHjTFfu61k5UDXQzmzGGP4bdtvtKvWjsPZh0nPSeeOP+4AoE6lOjzZ6UkurHEhqTmpZDmyqBpQ1Tpx6u2w9sfiM25+DQtbv8b4OVvYfiiD4H07yfXwou/OpVy3ZT71pk3D74LGRZ56YPMWkvpb68FtvTqaq17WVRuUKm49lBOtuvir/e9ZHTjU2UFE8laCjAqKKjRKfWfqTkbOHslfQ//i1t9vJe5wHD/0+4EmYU2gxSAroFw8Bha9YZ3Q8xmYM87aXvczl6QncEnD9rjuHMu7c+NolL2WDbN9YAvk7NpZbEAptOyvq/gWyo4bb8KVlkb9mGmndxOUOoud6JHXrxTxqOsoY0z/4o4pdbpE5Lh9Xb/rirH/l7zu1+tYesNSAi64HG6JgToXQXB1qNYCQmpaAeXC+2D3Uti5GHYuxiMrlQe6PwGvD6NPgLCZ6uy5fxQBixbiFRFx3PUK96EUH1Ay//uvDGqs1NntRJ3yr9v/DgQigW/sz0Ox1kdRyq2e7vw0i/Ys4o6Wd5CYmcgnqz9hXeK6vOMrDq6gS1QXqH+ptaPjiPyTH1gFIbXg8E6Y8Qg4smHFRPjvSwA8ffL/VkpfsoTK/frltYqOBjNHTlZemrIYKKnUuazEcSj2IMYFQBdjzGBjzK/2zw3AxeVTRHU+u/6C63m3x7u0jmhNj9o9GNHSChhXN7wagGX7lwHWuJWj8h6VhdYFD08Iqw83/QjDfoPO9xTK3+em2jjEg/j5f+N0utg+8Fr2PfFk3nFHoUderrKvoFLnkNIObAwUkfpHP4hIPaDo12IKEJG+IrJJROJE5LEijvuKyPf28aUiUrfAscft/ZtEpM+J8hTLCyKyWUQ2iIi+gXYO6lmnJxMvn8jYi8bSJqINX6z9gqG/DaXTt5247tfr+GjVR3SZ3IV1h6xWTGJmIjnOAkGh5zNw20x4KgF6PE0DxxJW1WhI7szpPD76XbI3bCDl55/J2rSZg2+9jWPN6rxTS3rkpZQq/cDGh7DWQ9kGCFAHuLOkE0TEE3gf6A3EA/+KSIwxZn2BZMOBZGNMQxEZArwCDBaRZsAQoDlQA/hTRI72mhaX5zCgFtDEGOMSkaqlrJs6y7Sp2gaAxqGNWZmwkrWJawnzC2Nj0kY2Jm0EYMj0IdzV+i4+WvURDSs35OCRg0y8fCL1K9eHOhdaGbUeAnOfI6djFYjZzm2zPsq7xvYBA46/cDEBpeDLA8aYIvt+lDoflKqFYoyZCTTCWgp4FNZywLNKPouOQJwxZpsxJgeYDBz7WzoAOPoG2VSgp1i/jQOAycaYbGPMdiDOzq+kPO8GxhljXHaZD5ambursdW/bexl30ThW37KaBYMXcE3Dawod/2iVFSDiDseRmpPKb9t+IykrCbAekeUGVYNqLbmmVjz/dLoKgBl1O5PapDUAaT4BhfIzxTzycmXnrTlHTmZWkWmUOh+UtoUCVkC5APADWosIxpgJJaSPwlo6+Kh4oFNxaYwxDhFJAcLt/UuOOTfK3i4uzwZYrZtrgARglDFmSynrps5CYX5heYMiAYa1GGa9ely/H0E+QexO283yA8v5ZoP1Lsmnaz7lq3Vf8Va3t5iwfgLbUrYxr97FhMZ+wZC3fmDIo7XYUak6ExzZ9PCqzZxa0bTIXsfQ9VNouB8umLedDU2aUvfHqfg3b5533Yzk1Pztw2n4BviX301Q6gxS2vVQ/g9rDq93saZeeRU4014Z9gWy7ME2nwJfFJVIREaKSKyIxCYkJJRrAZV71Q+pz9iLxhIdGU2TsCb0rtOb/3X8Hz/0+4GaQTUByHXl8tGqj1i2fxmHMg9xpFYncGQRNu1mXh9Wn+eabKV5lSNcdlUIMQ+0QxrU5onbvPj5wvzHWImffErOrl15n9OSUvK3D6eVX4WVOsOUtoUyCGgNrDDG3CYi1ch/hbg4e7D6NI6qae8rKk28iHgBIUDiCc4tbn888JO9/TPwZVGFMsZ8AnwC1kj5E9RBnQOahDXh8z6fk5CZwJxdc/hybf7/Gn1Wv84CwGPbfFptm08rYDBYK/589SqvNruGvpnwXTdPaqSH0GlNImmzZpE2axb1fo3Br1GjQi2UI6kaUNT5q7RveWXZfRMOEakEHKTwF3tR/gUaiUg9EfHB6mSPOSZNDHB0WpdBwFxj9XDGAEPst8DqYT1uW3aCPH8hf+LKS4HNpaybOg/UCKpB64jWXN/4eqKComhVpRUAh3NSWBsYUjhx7Quh1RAAPDbl/y+7ODqCwZePJc3beqS1vV9/kleuZtu2/L+TspKS3FwTi3E6MTr7sTrDnDCg2J3kq0WkMtajpP+A5cA/JZ1njHEA9wGzgA3AFGPMOhEZJyJHH5d9DoSLSBwwGnjMPncdMAVYD8wE7jXGOIvL087rZeBaEVkDvATcUbpboM4nNYNrMmPgDCZcPoGnOz8NwI1VQ9h310Jo0ANu+AFunwkDP4YbpuAs+MKWuEj1DWTwFWPzdn378CvUefF/eZ+zDyeWSz3mXHk9G1u0LJdrKVVaJU4OmZdIZI0xpqW9XReoZIxZXfJZZz6dHPL85jIuWk+w3uhqE9GGD3p9QLBPcKE0u95vz5VB1jiWu6jP1QGNCW11OR7BjVg0+A5qJuwqlD7xwYfoetdIt5d9Q5OmADTduMHt11LqWMVNDlnaR17LRaQDgDFmx7kQTJTyEA9+H/g7ACsTVvLByg+OS+Nslz/RduihWKLWfULAd9fg98v1+Dz5FJ+06Me0W+7noRGeAIS//RbZ27eXTwWUOsOUNqB0Av4Rka0islpE1oiIBhV11qsZXDNv++igyG0p29iQuIG5u+ayq2brvOOuowMWq7eGg+u55PBHDLijA4/lPE5SMGT6WIe3XX4FOTt3lkv5S/OEQanyUtq3vPqcOIlSZ6dhzYfx1bqviD0QyzvL3+HTNflrzXuKZ962s/aF0P1lCG8Ai95A5oyjG9Zippm+wq1jvBj5a2t6rf2PjNVr8KlTx+1lz8nM0nEv6oxR2iWAy+fPLaUqwJjoMVxS8xJun3V7oWAC4DT50604m1xuBROw1l7JSoGkbeQaIHsVALWu7oxj3Qp2/7eG0H5Xub3smanpGlDUGaO0j7yUOqe1qdqG9tXa0zWqK/5e1hd0w8oNC6VxGRdbkgtMvtB7HAz+hox+b+btalczl/igCI78NJXdO/eXeM2szZs58MqrRU7pciTHQVpWbhFnFZaZlnHCNEqVl5OZekWpc5a3hzdf9f2q0L6M3Axe/fdVGlZuyKv/vsrPW35m/PLxvNP9HbrX7p6XLt2VP5uxx38f4H1BDUJij/Dvp5Oo9fzo465ljCH5SC7JD40mZ+tWQq6+Om/FSGMMrsxMXrzzRdIDQnj740dKLHeWBhR1BtEWilLFCPQOZOxFY7m52c20CG/BrjTrFeG3lr9Fv5/7cTjrMADpuel552SE1qZng5Vke3vjvXd3Udny6f99yE9X3UjO1q0AZK5Ynncs8ZNP2dyuPTf++yN3LviC/b/OOO78gi2arNTU444rVVE0oChVCj3r9Mzb3p6ynR2pO7j4+4uZs2sOqdkFpl65/GXEN4iQ4AwC4+OOyyd5xu9cPOVduuxbm7dv13c/4MiyZixO+OZbAJZGtcKJkPzIGCY9/xEpR/Iff2WnH8nbzk0pn5H5SpWGBhSlSuHGpjcytMlQAAQhKsia/PrBeQ8y/I/heekyXNnQeii+lRyEHYo/Lp/9n37OrqCqDLrqeebUbMcv9S/GZ9N65r79OY6kJEg4yMRmfen9/Yfc22c0G0Nr0/D7T7j73rfZ/vrb5B48SNLM/JUjHCnJbq65UqWnfShKlYK/lz9PdHqCi6MuZk/6HoY0GcKKgyv478B/bD28lfi0eFYmrCQjNwOueA2v737Ad0cWmxb/xwVd2wOQtnM3bFjHH82vYl7XlVQN+o2dzgi2JFWn+sQP2fLVuwB4tWtJ1KRezGgUyJ2V7uH+X17n6X++IOsfiPvs40LlcqWnHFdWpSqKBhSlTsLFNS/O225btS1tq7YFrKWGu03pxrzd85gWN42xratilqez5uvv8wLKmtl/EQpUrXaYqiunAFDHM4HIC5OZvaotDfbuwSXC2NyHIMlaY/ubUe3YdtNPpIy4Hb+De48rT+qhRBLSsokI9nV73ZU6EX3kpVQZCPcPp0lYE6Zvm86iPYvYVCMSzypC2Jb8vpJ9y5bj8PDk0fAphc71DXFQb0RHfhnxHAHXVUME6PsyeHjBhxdRf/8Umvxc5GoMVJ/0HROuu8udVVOq1DSgKFVG+tXvl7e9zT+QkIh0qu/fzqS7n8KZlkaN/xbhrOqP+PjCbTPh2fzHVc39knh81JXUC9oJrYdC57th2HSIbAXznsf/3ZbkdG/KzisHkRYYWOi6V+xYolPZqzOCBhSlysgtzW9hza1rCPMLY0ulCEJqWm9jNV8wjcRfplE54zC1WydCkyuhzoXWSWM2Q1R7WPUdvBAJRxKhmr28cO3OcONUiL4dal9E68h59K3yNe16beX2BzzJyZ8VhsRfp5dzbQtLWbKMxBkzK7QMquJpQFGqjLWo0oLf9i1mRa1aHO4YjI/LQcLb40kKDCa0ciI0vwaAhCMJ/HpwGVx4L4TWtU6uFAVN+zH2n7EMmzmMZE8PuOot6P8OGBdkp+Dl7yI9QHhopCeefZPx9HVy4InH+f6lT3FlZxc58t7d9g67lYOjHyr366oziwYUpcrYox0exeFyEBseQVRkIg7xwCMjHUctH1w+gQzZ+g19pvahxw89eGLxE8TX6QSjVsKj2/lr8Kdcu2gMUzdP5b8D/zF++Xgr0/CGx10nobKQVc1J/csT2Fy5Fq2+fpNNrdsw66Le7NhR8rQvSrmDvuWlVBmrU6kO4X7hHPIOonbAIX7s0YUFCa14o81ktje8lHVJawulf3Lxkzzd+WlqV6rNB6s+YHPyZgK9A+lVuxc/x/0MQJOwJgwZ/ie4cnFNvT3v3EwRvPxcvHbxUDru20HjfZvpHr+CzL7dSZ0wgeAO1hpIIoJS7qYBRSk3qBtSlx3ZaQBcG/EXV/Rtgfd/ycwPrwHxa/lz0J+sObSGh+Y/xPKDy7km5pq8cwO8ApjabyqhfqFsSNrAj1t+BCC17f2MaDmCrG6Pw9rXAcgU6yHDtCtzMG0fY+CHfxMw+2M6xa9m5x0j2dL1ctbuSeXpX97VoKLcTh95KeUGdSvVZcXhzWzoY60/7//fx1CjHfMy99I8vDnVAqvRq04v3u7+9nHn3tTsJmoG1yTQO5Bvr/iWNy59g6ZhTXl3xbu8Hvs6N+2Zlpd2XGQkb4ZWJmLeI1Sd0o9FTadx63vDePee8ezzCabp3J+5btMc9m4ppwW/KqD/Rp05NKAo5QY3Nb0JgK+PbLN2XHAlh4ZMYHXiWrrV6paXrmftngR5BwHwZZ8v6V2nN1c3uDrvuJ+XH5fVvYwPelnLE09YP6HQFPoJOPmyciVo2g/ilyHLv0K+v4FH+1Tj+Z73sTq8PgC7Zs0FIGvTJtIXLXbbSo/OI5luyVedHfSRl1Ju0DC0IV1qdGHbkf3wyFYICGfBlp8A6F6re6G0U/tP5VDmIVpHtCY6MrrI/Kr4V8HHw4ecAlPlF5Te/x2Cml8DYQ3gk0up+90lLPSHhL7V2feLF97ffsnCBfOIWBsLQMjVVxM+4g58GzQow1pDVvoRgoICT5xQnZPc2kIRkb4isklE4kTksSKO+4rI9/bxpSJSt8Cxx+39m0Skz4nyFJGvRGS7iKy0f9q4s25KnUi9kHpsSNrA97vnkO3K4ftN31MjsAaNQxsXShcVFEXriNbF5JLv68u/5uu+XxPmF3bcsbi0XdDiWmu9+wIinPto0OEAgYcP5QUTgJRffmHblVeRvmgxzvSyW1MlMy39xInUOcttAUVEPIH3gcuBZsBQEWl2TLLhQLIxpiHwFvCKfW4zYAjQHOgLfCAinqXI8xFjTBv7Z6W76qZUadQKrgXA80uf58fNP7IhaQNjoseccud4iyotaFetHX3r9gUgMjASD7tTflWCtQQxItDlAWjcF+p0ASCgan6r5qvmfXnqwjvIFWtU5O4RI4h96DFSZ/1Bzu6i1285EZczf5nkglPrq/OPOx95dQTijDHbAERkMjAAWF8gzQDgWXt7KvCeWL9tA4DJxphsYLuIxNn5UYo8lTojXFn/St5f+T6pOam8tOwlgn2C6V2n92nnOzp6NLWCazG4yWC8PbwZGDOQ12Nfp5JPJbw8vFji7+Sp67/CP/sIfHUlkrABD28XrlwP2jTZRrs+t/Fa166sW72VO9b9RvdFf7Jn0Z8ABHXrRuTYZ/GuVq3U5cku0G+SnaKzH5/P3PnIKwoo+CdPvL2vyDTGGAeQAoSXcO6J8nxBRFaLyFsiUuT0qyIyUkRiRSQ2ISHh5GulVCmF+Ibw8sUv532+r819ZfLqrq+nLzc1uwlvD28Arqh3BQDP/P0MTyx+gpitMSzesxgCw+GefyCkFvWvOEi9focZ6j2fwUsH0ifsIMn+wcTU75KXb1JYJGkLF7Fp8A3kJJV+nZXM1PxHZrmpuj7L+exc6pR/HNgP+ACfAP8Dxh2byBjziX2c6Oho97zqopStddXW1Aupx2MdH+OiGhe55Rq3Nb+N3nV68/maz/MGQi7Zu4SdqTuJCori8jsX4p1+EO/Nv8Ofz0LOEW5adRM3+cGKBp1Z2fImnohviRFPmiTt4LVFHzD9rkfpdfcNeIaEENCuXYnXzyzQB5Obpi2U85k7A8oeoFaBzzXtfUWliRcRLyAESDzBuUXuN8bss/dli8iXwMNlUAelTksln0rEXB3j1mt4enhSp1IdxnUZR/8G/flo1UdM2Zw/Rf70mpcyvvt4PMMbQN2LISCc3Kkj8N77L20zl9A2cwmD+z1HSo2LiM1oxWbnepr9NZf4uxeDpydN160t4eqQmZbfb+JMO+yuaqqzgDsfef0LNBKReiLig9XJfuxvVgxwq709CJhrrBfkY4Ah9ltg9YBGwLKS8hSR6va/AlwNlPxboNQ5KDoymvE9xjOy1Ujub3s/9ULqsSB+ATO2zwBPb6gZDWH18L59hjXp5CNbITACjz+fJnRCT3ovvZ2rG86ERvZXg9PJ0thNJV4zOy0tb9uhK0ie19wWUOw+kfuAWcAGYIoxZp2IjBOR/nayz4Fwu9N9NPCYfe46YApWZ/tM4F5jjLO4PO28vhWRNcAaoArwvLvqptSZLNA7kPvb3s/IViP5ZcAvNKzckInrJ5LtzGbWjlmsT1xPkiPdmhY/sAr0ewc6jIC2N0P8MjyzD9G0fTzv9LgWgIQ33sRx6BDOw4eJf+ghEt57HwBnejrpCxaQm5KUd21H+uGKqLI6Q4i7RsyeDaKjo01sbOyJEyp1Fpu8cTIvLH2BYJ9g0nKs1oS3hzfTr5lO9aDq+Qmz0+GLvhDZElZNAmDjwijMXgO+vlTq25fUada0L1VefJGtz71MSGYqjsqheB22OuMT+3en66sflG8FVbkTkf+MMceNwj2XOuWVUkW4tvG1HDxykE3Jm+hRqwfzds9jQfwC3lv5Hve3vZ9qAdWst898g+DuxeB0WNu5mTTM+pbPdvel1ebdMC1/DrFDTzzBwZAoVobV59I9K/MvlpRY/hVUZwxtoWgLRZ2Hxi8fz2drPgOgR60e3NPmHj5b8xlPdHqCUL9QK5HLhfmsB+mJ+xiy/T5eX/gBq8Pr0yrRmp/svVFvUTlxKc4th7h0x594GAj3CSd6zuKKqpYqJ8W1UDSgaEBR5yGHy8Hv239nzaE1fLfxu7z97aq2o3FoY66sfyVtqraBdT/DD8NYGX4lU+MjGOPzC/t/CACg8QNV8DywmhQPD7rWqcngBU6u/dvAsy/SdMg1xVxZnQs0oBRBA4o63xljuHfOvaw4uIIq/lXYkboDsPpYJl81mcaBNeHF6oXOSdoSgH+7C/FPmwMRTdmftJnetaOofdDw0lcGxIuGs2biX7UK4u2dd17u/v0cnjKFKnffXWi/OvtoQCmCBhSlINeVS5YjiwCvAP7Y+QfGGP636H8ATBswjfr71oMjC9L2gbc/TB9jndjmRhjwPtvfaED/CGuG4dH7mtHxqzV4YEivVZ+avbuBnz/V7hxB0tcTSHjzTWq88TohV15ZQbVVZUE75ZVSRfL28Mbbx2oxXF7vcgCyndk88/czvLD0BT7q9RHennaLwhhY+zPU7QLdnwAgq1Y0ZG0AoKbHAr7ucgMXbNvNRbvXcvgLq7/l8Afv510veeI3BPS9HJcx+Hp5llc1VTnQBbaUUse5ptE1PNflOZbtX8bULVPzF+QSgdumk33JGFKyrUGMWV0eyDsvy0N4tdbnyMCWvN37dt644zUWXDKoUN6ZK1eytP2FXPXC7+VWH1U+9JGXPvJSqlj9fu7HjtQdRAVFMaz5MFzGxc7UnczdPZf9GftpW7UtHSM78vHqjwF4utqlXL9kYn4GYQ1wtRvGWwsrc8WEl9gbUYXgwxkE51ozFEe8+CJVBlod+M7UVA5PmULYrbdqH8sZTvtQiqABRamSTYubxlN/PVXksWoB1Th45CCG/O+QR6If4ZaIjhBzH8T/C36VIeswpnYXDs9dQVCNLGJCriB1dhad91urToTdeitVx4zmwMuvkDxpEtVffJHKA/UtsTOZBpQiaEBR6sScLid/7PyD91a8R3RkNMlZyVxa81KubXwthzIPcc+f95CWk0Z8ejxdanThnR7v4OPhbfW3iMCvo2D5BGh+DXj6wOrvmedsR0xaB9pujKfDjhWFL1i/IXPvfJbhV7TBz1v7WM5EGlCKoAFFqdJzGVfeCpFF+XbDt7y87GX6N+jPC11fyD/gdMCBtdbyxMbA/Jdg4atkeocyOPgr2sz5kaGb/jwuv5SW0XSaMoGcrVvxiojAMyTEHdVSp0Df8lJKnZaSggnAjU1vJO5wHFM3TyXCP4IuUV3oENkBPL2gRhsrkQj0eBKqNsV/6m3EXDCbrPBkdjKQ7T/tJLdaKjMOt2LU8h8JWRPLxqbWCt9eVatSZ8LX+NSt695KqtOiLRRtoShVZmbvnM3o+aPzPl9U4yJubX4rdSrVIduZTd1Kdflw1YdcXuMS6n81AI4UPffXft+mbJ1iCMtMzdvn9PEldNzzRPa4BM9KldxeFwBHYiKuzCx8ah672Oz5TR95FUEDilJlKzEzkW5TutE0rCnNwpvx196/2J+xHwBB6Fm7J3/u+pPoatF82fUV2Lca6l0M3w2BrXML5ZVebwDvhv+PRXGJRC1fyOhl3wKQHVQJee8ztv0xn56XtKJSt0vdVp8NLVqCw0HTjRvcdo2zkQaUImhAUarsrUpYRaPKjQjwDiDbmc2Xa7/kn73/EJ8Wz8HMg3npukZ15d0e7+Ll4QU5R2D511Y/i18IrP0JFr0O1VqAMwe6Pc7a8TPYu3U3VQ7sx9+Zk5fP3h79SK5UhV4dGpC7bz+Jn31G3cnf4dekyWnXZUOTpgAaUI6hAaUIGlCUKj970/cydfNUagTVYOw/YwF4rONj9Kzdkyr+Vchx5jBzx0wGNBiAZ+4R+LALHN55XD6bUluxY6EHf9TpQM/d/1Evdf9xaUIGXUuN509/jT0NKEXTgFIEDShKVQxjDIN/G8yGJOuL+vrG1+M0Tn7c8iMvdH2B/g36Q24W5KSDeMDe5fDLPZB+AIDMiFb4iJNXKj/L1KWH6Lx/HYG5Wdy+fgYALl8/Ql56hZSW7WkWWemUB0oeDSiNV63E09e3DGp+btCAUgQNKEpVnA9XfsgHq45f3bFmUE1eueQVagXXyl+bBawVJb384LvBEGe/ZuwfRnb0SJxB1fEKrsqK0e/gIJmsQ97USLc6/D3bR1Nj5B24MjOp1LfvSZXxaECpNW8BQdWrnlpFz0EaUIqgAUWpipPjzOGfvf/QsXpHRv4xkoTMBB6Ofpj/+/v/SM1JJdgnmLta3YWPpw9L9i3hofYPUadSHavlsnwCBFeD2C9h27zj8p7kM5SDy6DPxgWF9ou3N979r6Zy14vwr1aVgHbtii2fcbnY2Kw5AMFTfqJmq6ZlewPOYhpQiqABRakzg8PlwGmc+Hr6knAkgXFLxjF/9/xCacL9wqldqTa3NruVDtU7UMnHfnU4ZY81vX76AUiJhwWvQvIOaNiLefu8mb0olIFbFxNozx9WUMP58/COjCyyTFmHU9jeubP14Z33aXpZj7Kr8FmuQgY2ikhfYDzgCXxmjHn5mOO+wASgPZAIDDbG7LCPPQ4MB5zAKGPMrFLm+Q5wuzEmyI1VU0qVIS8PL7zsr6OIgAjGdx/PqLmjCPAOoENkB/w8/Xhi8RMkZiWy4uAKGoU24qu+X1lBJcQeIxLewPq3WguY/TQkxtE9bQt1b3+C4ZvfIHv7DqrWCqVljQhCv/2EvjuXsem1t2n6f0/gERyMiBQqU2pCUt521oG95XIfznZuCygi4gm8D/QG4oF/RSTGGLO+QLLhQLIxpqGIDAFeAQaLSDNgCNAcqAH8KSKN7XOKzVNEooECD12VUmcjD/HgvZ7v5X12GRfTtk7DZVzEJcexJXkLXb7rQp+6fQj2CaaKfxVCfUPZlrKNJzs9idz0Izhz4Z121Fv+InMBIoAsILE2qQNrsf0XP3ymT2Pz9Gn4t2tH7S+/wMPXF2MMmblOUvbnv+Kcm3igvG/BWcmdLZSOQJwxZhuAiEwGBgAFA8oA4Fl7eyrwnlh/JgwAJhtjsoHtIhJn50dxedoB7DXgBkCnKlXqHOIhHnx22WeA9YZYzNYYViWs4pe4X8h15RZK2zqiNf0a9ANPb7g1BiYNhkObrIPVWwNQad9ftO4Er7Z7gsClq+mxfDnbbriRwOuuZ1JSAEdm/MaguPz+F0diQqnK6UxNJXfffvwuaHzixOcgdwaUKGB3gc/xQKfi0hhjHCKSAoTb+5ccc+7RuQ+Ky/M+IMYYs+/YpmtBIjISGAlQu3btk6iOUupMICIMaDiAAQ0HcFvz2/ht22/EHoglKiiKtYlreXLxk/y27TeahDVhUONB1Lp9JsTNgYY9ren0XbkQ+wXMfIzRvYTPWg7i9V8bc+e638h99v+4oohrZqdaAWXL3/9RL7oVXj5Fv4a8ZvBN+G7fQpN1axHP82+m5HNickgRqQFcB3Q7UVpjzCfAJ2B1yru3ZEopd6pVqRZ3t7k773OmI5NPV3/KvN3zWLZ/GRPXT+SmZjfRKbITlTL20DIgDDx8ofPdsPJbvBa8wF3AoI5tmF83ksr/Oonatf2463ht2srS+x6h0p+/MfuSK+n5zENFzu/lu30LAId37Ca0QV13VfuM5c6AsgeoVeBzTXtfUWniRcQLCMHqnC/p3KL2twUaAnF26yRAROKMMQ3LpipKqbOBv5c/o9qNYlS7URw8cpDxy8fz5dov+XLtlwBcVf8qnu78NEv3LaXZVW9SbdFbkJNBlZ1/M8g7F9PFm6wLwLeSg1wxXB5Ri9tnu2gfdwB2/AZA3YXT2dprOjkXXcqhjBw6jb6ToE6dMA5HXjn2rNl0XgYUt702bAeIzUBPrC/9f4EbjDHrCqS5F2hpjLnL7pQfaIy5XkSaA5Ow+k1qAHOARoCcKE873/TSvOWlrw0rde7bkbKDzcmbWZ+4ns/Xfp63P8Q3hN8H/k6wTzDkZlo/k663VpoEDnl40L1OTSKTDI/G+LGTenTZt7ZQ3hlefgQ6svDp2Yu40FrUnmoFruSbb+eiJx8pv0qWs3J/bdjuE7kPmIX1iu8Xxph1IjIOiDXGxACfAxPtTvckrDe7sNNNwerAdwD3GmOcdkWOy9NddVBKnf3qhtSlbkhdLqt7Gb5eviyKX0Sz8GZ8v+l7Rs8fzd2t76Zt1baItz/c9BOs/BZy0klN2QlJC9gfJmRe52DHnihuypjLhvU1SUvxZ3LdnqyIvIAn//mKmvPmU9vlwCfYQU6aF8StPXHBzkE6sFFbKEqdl4bPGs6y/csA6BDZgbEXjuXvvX/j7+3PFfWuYO2htdz8+80APJaYxI2p6YXOT+n5GpVWfkp6Vg5/O1rzw476vFvtLeLnViHJVYXqb3xAwMplpMT8So2XX8K/detyr6O76Ej5ImhAUer8ZYwhNSeV6dum896K90jLTcs7VtW/aqGp9u9qcC33BjaCpG2w9CMQT8hOsQ5GNIGk7eDM5p5qEQSt8+W2P12FruXRtBn1xr+Fd61axw2gPBvpEsBKKVWAiBDiG8INTW8gIiCCxxc9zvAWw6lVqRZzd81l9s7ZeWk35SRhutxgBYMeT8GBdTDjYUzPZ5E6nSH9IPw5lkUpCwlubrj9bxeHvMJZH1QLp3jQbcNKtl7Wh/U1m0Hvy2kT6MBn/Rqi3ngdD3//CrwLZUtbKNpCUUoBTpcTT4/8sSMHMg7w67Zf2Z+xn+83fQ9AreBajGg5guZVmjN/93wmbZjE7EGz8fa0xqW0/LolAF+ke9L+8EH2BbfAK2UX8/c1xhVvaLJ1F34FFgeLfG4codddV36VLCP6yKsIGlCUUicSuz+W22bdVmKat7u9TWRQJEN+GwLA2Nb3MXDjQtj4W6F0qS1uY//GXSw96EfVpfsI93Dx902j2bt4KZ2S4mg2bAiRIf5416xJQKuWbqvT6dKAUgQNKEqp0kjMTGRD0gYWxS9i0sZJJ0x/YfUL+aDXB3gdSYKN062R+TXaWNPu22ZkDyQq5l98nE4Asjx9CrVeAm4ZRlDVcMLvuKPM63O6NKAUQQOKUupk5TpzmbhhIisOrODxTo/j7+XPz3E/4ymehPqF8unqT9mRuoMH2j3AHS3vIMeZg4+nDxgD2xdCTgas+g42xJB7xIP0tAi8Ii8goWZV3psVRsekHbTYsx5PY3Xsr23TjYBAP3q9/wo+vt5nRKe+BpQiaEBRSpW1zcmbuWv2XRxxHKF7re7M3D6TF7q+QK4rlyDvINpWa0uY8bCWNN40vdC5Lr/KOCvX5/19nQgWb1pMm4F/djbeLicbonvSYtsKgi69lMoDryGgQ4diy+DKzEQ8PREfH7fUUQNKETSgKKXcYXPyZu6fcz8HjhzAaY3JzhPiG8LEyydSL6SetSMrBZwO2L8alnwAyTvzZkd2OcEVWo91MYH47M9fnyU7vCqtF88vtrWyoUlTMltH0+77iW6pnwaUImhAUUq5i8u4cBon6xPXExMXQ78G/XC4HIxZMIZsZza96/Tm0Q6Psi9jH40qN8oPDrmZ8Nd4a6r9g+thzjhyMz1IXBfM4frV+GVPawas+4v97S+m2W1DqVy/LhtNIIkffYizanV86tSm6jMPAdB04wa31E0DShE0oCilytvu1N288d8bzNk1By8PLxwuBzUCaxDqF8qD7R+kcWhjAr0D8fX0tfpd9iyHlF3wwzAAHFkebJ4WiRT46s4VT7yPaQkB1Ps1Bq8qVfAKLdt1BzWgFEEDilKqokzaMIl1ietYGL+Qw9mHAfD19CXbmU21gGpcVvcy2ldrT8/aPa0T4mMhMQ7mv0T2zng8vF0kbw5kU2JNMryqEF7bD88sL/bHH6JRxi4cmdaYGldoOE1mTsczJKTMyq4BpQgaUJRSFW1T0iYW7VnExVEX80bsG7Su2pp/9v7DqoRVAPSu05tcVy6vXfIafl5+Vqtl+QTYE1voNeSCnDnCtt+rssMrkppp1uJgm9peykX338bu5etoNvQa/MNPvdWiAaUIGlCUUmeqLEcWd/95N7EHrO+oaxtdS64rl261utGwckOrUz8rFb6+Cvavgb4vw9a54OWLK3k3snc5IrB6TRNkUwZejvxHYrv6DKLP+OdOuWwaUIqgAUUpdSYzxpCUlcSI2SPYkrwlb3+YXxh/DPojv58lKwX8K+cdf3Ppy9RaOYXrCMYc3ACObLan12fGrhb0XBPLgaq16bZw1imXSwNKETSgKKXOBvFp8aw4uIIwvzC+WvcVS/YtoW3VttQOro3B4CmeJGUlUT2wOkOaDOHqaVcDsPqW1ciRRFj+NcwZB0DihiAOrqpEnT//JKCIZYxLQwNKETSgKKXONsYYJq6fyORNkzmQcQBPD0+CvIMI9A5kT/oecl25eWnHtB9DmH8Y/Rv0h8StkLaP/ZPG4lgWR9rjU2jaqfjBkSXRgFIEDShKqbOVMQaDwUM88vbtz9hP76m9j0u7eMhiQnxDMMawbMMvtFj2JYH9x0NYvVO6tq6HopRS5xARQSg8Uj4yMJKnOz/NioMruKPlHby/8n1m75xN18lduaXZLezP2M8fO//g+guu5+lTDCYllklbKNpCUUqdm1zGxaXfX5o3zuUoHw8fZl83mzC/sFPKV1soSil1nvEQD6ZcNQVPD092pu6kQeUGHM4+zBuxb5CRm3HKAaXY65VpbscQkb4isklE4kTksSKO+4rI9/bxpSJSt8Cxx+39m0Skz4nyFJHPRWSViKwWkakiEuTOuiml1NmgelB1qgZUpUNkB8L8wqgfUp/3e75PreBaZX4ttwUUEfEE3gcuB5oBQ0Wk2THJhgPJxpiGwFvAK/a5zYAhQHOgL/CBiHieIM+HjDGtjTGtgF3Afe6qm1JKqeO5s4XSEYgzxmwzxuQAk4EBx6QZAHxtb08Feoo15eYAYLIxJtsYsx2Is/MrNk9jTCqAfb4/cP52DimlVAVwZ0CJAnYX+Bxv7ysyjTHGAaQA4SWcW2KeIvIlsB9oArxbVKFEZKSIxIpIbEJCwsnXSimlVJHc2odS3owxtwE1gA3A4GLSfGKMiTbGREdERJRr+ZRS6lzmzoCyByjY61PT3ldkGhHxAkKAxBLOPWGexhgn1qOwa0+7BkoppUrNnQHlX6CRiNQTER+sTvaYY9LEALfa24OAucYaGBMDDLHfAqsHNAKWFZenWBpCXh9Kf2CjG+umlFLqGG4bh2KMcYjIfcAswBP4whizTkTGAbHGmBjgc2CiiMQBSVgBAjvdFGA94ADutVseFJOnB/C1iFQCBFgF3O2uuimllDqejpTXkfJKKXVSdHLIIohIArCzostxGqoAhyq6EGcgvS/H03tSNL0vRTvRfaljjDnurabzOqCc7UQktqi/Es53el+Op/ekaHpfinaq9+Wcem1YKaVUxdGAopRSqkxoQDm7fVLRBThD6X05nt6Toul9Kdop3RftQ1FKKVUmtIWilFKqTGhAUUopVSY0oJwFSrFQ2VsistL+2SwihyugmOWuFPeltojME5EV9sJrV1REOctTKe5JHRGZY9+P+SJSsyLKWZ5E5AsROSgia4s5LiLyjn3PVotIu/IuY0UoxX1pIiL/iEi2iDxcqkyNMfpzBv9gTTGzFagP+GBNK9OshPT3Y01JU+Flr+j7gtWxeLe93QzYUdHlPgPuyQ/ArfZ2D2BiRZe7HO7LJUA7YG0xx68AfseatqkzsLSiy3yG3JeqQAfgBeDh0uSpLZQzX2kWKitoKPBduZSsYpXmvhigkr0dAuwtx/JVhNLck2bAXHt7XhHHzznGmIVYcwUWZwAwwViWAJVFpHr5lK7inOi+GGMOGmP+BXJLm6cGlDNfaRYqA6zHGUA98r8wzmWluS/PAjeJSDwwA6v1di4rzT1ZBQy0t68BgkUkvBzKdiYr9e+YKpkGlHPLEGCqsWdmVgwFvjLG1MR6rDHRnpn6fPYwcKmIrAAuxVpPSP9/UWXCbdPXqzJTmoXKjhoC3Ov2Ep0ZSnNfhgN9AYwx/4iIH9akdwfLpYTlrzQL0O3FbqGISBBwrTHmcHkV8Ax1Mr9jqgTn+19rZ4PSLFSGiDQBQoF/yrl8FaU092UX0BNARJoCfkBCuZayfJ3wnohIlQKttMeBL8q5jGeiGOAW+22vzkCKMWZfRRfqbKQtlDOcKd1CZWB9eUw29usZ57pS3pcxwKci8hBWB/2wc/n+lPKedANeEhEDLOQ8aNGKyHdY9a5i96f9H+ANYIz5CKt/7QogDjgC3FYxJS1fJ7ovIhIJxGK92OISkQex3hpMLTbPc/j3SymlVDnSR15KKaXKhAYUpZRSZUIDilJKqTKhAUUppVSZ0ICilFKqTGhAUecte7bd6DLOs7KI3FPgczcR+a2U574tIpecxLVqiMjUUylnWRKRuiJyQxnmN1lEGpVVfqr8aEBRqmxVBu45UaJj2fNpdbYn7CsVY8xeY8ygk7iG58mWq5TqAicVUESkpDFwHwKPnk6BVMXQgKLOKCLyiIiMsrffEpG59nYPEfnW3v5QRGJFZJ2IjLX39RWRHwrkk9cyEJHL7HUdlovID/aUI8det8g0IrJDRMba+9fYMxIgIhEiMtsuw2cislNEqgAvAw3EWpvmNTv7IBGZKiIbReRbEZEiqn4tMLNAeXaIyEt2PrEi0k5EZonIVhG5y05T9+haFiLiKSKvi8hae02P+wvk84qILAeuE5Ghdj3WisgrBa6XLiKv2fX5U0Q62i24bSLSv8A1XhORf+1r3Gmf/jJwsV3Wh4pLZ/83WSQiMcB6EQkUkekissouz2A7v0VArxMEHXUmqug5+fVHfwr+YK1H8YO9vQhYhjV69/+AO+39Yfa/nsB8oBXWrA+7gED72IfATVhzdy0ssP9/wDP29nwg+gRpdgD329v3AJ/Z2+8Bj9vbfbFG4lfB+mt9bYH6dANSsOaH8sCaGqdrEfX+GuhX4PMO8tdyeQtYDQQDEcABe3/etYC7gamA1zH3aAfwqL1dw75HEfb9mgtcbR8zwOX29s/AH/Z9bw2stPePBJ6yt32xRlHXs+v4W4Gyl5QuA6hnH7sW+LTAeSEFtmcD7Sv6/0f9ObkfbaGoM81/QHsRqQRkY30BRwMXYwUYgOvtv7hXAM2xpoNwYP2F38/+y/ZKYBpWgGoG/CUiK4FbgTrHXPNEaX4qULa69nZXrPVGMMbMBJJLqNMyY0y8McYFrCyQR0HVOX6esaPT6qzBWvQpzRiTAGSLSOVj0vYCPrbvA8aYgutcfG//2wGYb4xJsNN9i7XIEkAO+S2kNcACY0yuvX20vJdhzXm1ElgKhANF9XWUlG6ZMWZ7gev0tltQFxtjUgrkcRArAKqziDYp1RnFGJMrItuBYcDfWH+ZdwcaAhtEpB7WFOwdjDHJIvIV1qSPYH3B34e1aFCsMSbNfrw02xgztITLnihNtv2vk1P7nckusF1cHpnk1+PY81zH5OE6yXJklCJNrrGbBgWvZ4xxFXj0JFittVkFTxSRbsfkVVK6vLIYYzaLtdzuFcDzIjLHGDPOPuyHdU/UWURbKOpMtAgraCy0t+8CVthfeJWwvpRSRKQacHmB8xZgLWk6Arv1ACwBuohIQwD7uX3jY65XmjTH+gu43k5/GdZMzwBpWI+mTtYGrKB5qmYDdx798heRsCLSLMNaC6WKWB30Q7HuWWnNAu4WEW/7Go1FJJDj61xcukJEpAZwxBjzDfAa1n+7oxoDRa51rs5cGlDUmWgR1iOgf4wxB4Asex/GmFVYj7o2ApOwvtixjzmB37CCzG/2vgSs1s53IrIa6xFak4IXK02aIowFLrM7xa8D9gNpxphErEdnawt0ypfGdKw+hlP1GVb/yGoRWUURb10Za0r2x7CW/l0F/GeMmXaS11gPLLfr/TFWS2k14LQ71x8qId2xWgLL7Edj/wc8D2D/oZBpjNl/EmVTZwCdbVipUyAivoDTWFPGXwh8aIxpc5p5LgauMuf5gld2UEo1xnxe0WVRJ0f7UJQ6NbWBKWItVpWD9ZjtdI2x8z1cBnmdzQ4DEyu6EOrkaQtFKaVUmdA+FKWUUmVCA4pSSqkyoQFFKaVUmdCAopRSqkxoQFFKKVUm/h/IitXYbF8R3AAAAABJRU5ErkJggg==\n",
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\n",
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\n",
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\n",
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ab5nlxmWwpqgGgHqnB9egwdz4/kpueWtJKG9cv74A+LeFAwrAisJKtlZYU8/sqPGG0pcUW8deMOs5HskYy12lZXDIBdDlEDj1Xz/yXdg9Xc9GKaV+JBMMUnjHHVFpjQ9qmtraqNZGpKSjj6H8nXdDr53JyVHLBzTY/SlbUnLIrLc684MiBIMwbYX1bM61dt7LZxRxP9YSBC3pnp5AQUVl6PWcwjkAdPX76b/amuCTIafDCX9qxRX/eBpslFLqR2pYs6bFdHG7MT4ftXPntrjfHDYytD11aSHHD8rh+jcW8duMHFLKivhjSTZXHTaOZzofjzMY5NSNc8hN60ZWbTig/H30ZTiMYVGN9TVe7kniz0ddQ1KCh+Q4F9UN1i288YM68b/F4RkGcityGeH1k2QM1FoPiZKU85Peh9bQ22hKKdVK9StXUv7e+6HXtd9/H7U/4XBrbcbE0aMB2PHKqy2Wc/h/rOO+6z+WG95YzMvfbWTmmmL+Neh0ANal9+CVE39FWXwqJYnpvDp0IkYcbC6tBWBU7wxmdT+Ur3scBiJM/fXfuHH8zWxI78GypDiye38MzhoccQVUJHyIuHdEnX9CVfTQZ5Jis4ZNJG3ZKKVUK+X9/FwA0n5+DiKCd1P0nGTpPz+HukWLSDrmmNCCZZGSjz+eFQcdTqDEsOntL/jbpEUAfLbC6m/JG3AYD41/lR2ri9hR42t2/LZKqw+mT3YSCzaVhdLnxXejONF67UpeRanzKxJ7rsMEPXy9PRdPljWIYFL8EPKGTmTC+zdD9iAoWWPNHOB0NzvX3qYtG6WUagXvxo2h7aA9+7J3S35UnrRzzqHXSy+S+csrSRg5kqZSTjmF1YceC8D6khqw5nHkh3yrvMo6H1X1VpDZXFoDzhpwWAHGlboIcVuzC/TJSowqN6+kBrAGI4g9O4AjrghxWGW5knJxIxy86jPOSupLnAEO/jkkd4ELJ/2o92NPabBRSqlWaBzSDOAvKWHHG29QM2sWLnuCTYmPR5xOko48kqKqBjyjRjcvRKDYXk9mxqqiZrsb/MHQ/hpvgOSDHiJ54D044gpJ6P428V0+BCAzrR53+ve4UhfjzviOHQ3bSRnyR1wpPyBuK3CJw4sjPhwMuxoHDgystVfi7H8S3L4GBk34ye9Na+htNKWUagX/tvDDmP7iYrbf+zcA4ocNo7qoKLQSZjBoGPv3L/hTSRHHNClj7fZqihOsYLK8oAIc9XTOqGN7afhhyi1ldeCohWAc4rRaNY1BxgQ9ID4eW/1r4ruG+13qxZqpIL7rewTqwjMRiBgGZw5m9Y7VxAXt2QzW2PMYJ7XtIpHaslFKqV0Ier2Uf/Bh1MqZm3/5q9B23IABZFx2GSV/uJ/PV24nt8R6LmaD3Zkf6eXvNlFcbQUbf9CQ0H0StTkPgPjomhYPgHFtJ2XQvcTlTA8d50y0J/IUQ2Lvp6nxR3fwO9xWf404vTg8pcQ740P7JqQOAKDO2MGmLA/EAcmxH4EWSVs2Sim1CzteeYXifz8MWPOPBXZEj+zKuvoqnKmpHPGHj4FtPHLhCADi4pt3utf5g2yvLSSh1xvU5V+CK3kdAI74QpK7FOAKJuFMWm+dK2lds+PFWYszoflCw46I0WYOzw6GZY9k4faFAJw46xke7dmNgQ0N4QNyhoE7YQ/ehZ9OWzZKKdWEMYZtf7uPon/9K+r2WVy/flH50i++CGdqalTavFzri9/jaT6hpQHKPZ/iSlqPO20JBK2AlNZjKtscU4jr/DHiqrYyS6DZ8UmJ1sOZ43uMj0oXT3QAHJo1NLTdx+/nufSx3Fdcas0SAJDes+ULjyFt2SilVBPBmhrKJlmjtCJnW3Z17YojOZlgtRUQHB4PCzeVYU9BBsBnK63gVBMIzwjQyIgQ8LtxAuKoB/s4v8telVOCVjrg8JQ0O74BK6j0TevLzPyZoXRHk+doBmUMjHp9xMrpYAwMOAW2LYPeR+3mHdj7NNgopZTNGEPZpDeIHzwolBbqq3G5SD52HDl33M76Y4+z09yc+9/o52l21HhxJmykyt/yVDXYw5GdiZtAop+lEWct4rT6ekRamFfN1jc+K/o4R/SEn52n3ApZSRzttQNegz1dzdCzYPBp0PWwnZYdKxpslFLK5svPZ/t995F07Lio9KxrrqHTzTfhNVC2PbyS5ra65re6wE9in6dxFCc13+WqwWEPTXYlW1Pd5CTkUFRnDYMWCeJockvMEzR4HUIXv59tLusru+9Ht0O3LgBkulPY4YseMJBdV8m80gTcVYVR6WT2g7iUXb8JMaJ9NkopBVR99RW18xcAULdwUdS+hMMPQ5xOLn52LuMe+TaUvqUy3DKJ6/whCT1fwBFvzQZgPE2mhAHcnb4gLTl6lNqRxEe9bnwQs1G6PWS5ly/ceukRsd2zyrrdliHhPqLsQIDEynzcJgg9Ip732UeBBjTYKKUUdStWkH/db9n6xz8CVp9NpMSRI/H6gyzaXI7PEb4hVBoRFzyZc3Elr8OZYE1h4w+2MNrLVYMrrjIqafTmxdauiFmfUwLhW2hp9jIFfXzhk2VELF2QYa8Gmt1QHUqLWua5rzVjAc7YrMDZWhpslFId1vZ//IPixx6ndt73Le5PPfVU4g85BGdqKj/klwOEFjMD2FDW0OwYd/p8ADxxcS2WWdFQwZDMIaHXQxusmZyPrKsPpfWwF11LCAZx2TFoQk0tZ/rdnFbbgDM1vPhath1skiMCjCMxok+nj/1oaXLnFuvTVrTPRinVYTXOyhzZR+PMyCBQZj0k2fXv9+OIt25zFZY37/AvaQiS3etzKiP6bpz2bTSvNM9v7NFnx2+Yw6qMdAAG+Hy8XriNzv4AJ/eygkh3v59VcR76+nwYe8haQtBwf3Ep1JdD/5MhYPX5DG/w8i5Q5Iz4Ou91JKyeGt4+4no47NI9eGf2Pm3ZKKU6pKjFytatD22nnnYaYM111hhoKup8FFU2b8X4nA4akr4gLntms31eaZ6/8Ywn1EYHohENXjoFwgErxW6lHFrv5Yxq65ZeF7/fCjQAnYcysbqGk2tqOazeOk+B28VNO8q5rbQMuh5q5UvuYj28OeHv0HlYy29EG9GWjVKqQ6meNYviR/9DxmWXhdL8W7eGtpOPH0/F5Mk4Eq2Zlb9aU8QvX5rPYb3SwVEbGk0GEIgPT/MP4BQnARMg05NGwBG9Dwg9VzPQa/W/SETAcwJZ/gClLicTqmsZ4PVxXlU18cZwXlU1CRF5yRnGg7OtUXFGrNt642tqubpxRc6uw63f6b1a+7bEnLZslFIdQqCigrolS6ieNYv6FSvYds89UfuTTzoRR3IyCQcfTNzAgTjT0wGYm2t9qS/eXE5K/0dJ6vef0DEJ6dEBZbD9MGW/iu0EWvh2zXakcJ2zMwI8vq2YyQVboZu14BquBP5Yag177ufzcXllFQnGIEmdrECTFvHUf+fwDAHSeSizN23h30URD4Fm9QdXwj6ZKWBnNNgopTqEwrv+yMaLLqZ+2XIATH191P7sq69mwOxvcaal0fmuuyj4xfWc9tgsNhTZI9PEC87okWRxKdGj1rrssEaiTaipJdjCt+tJFdv4bY01IGB8XR19fX4YdKq10+HilNo6fsjbTBcTMSVBY2d/Rp9wWmbEtDk5Q0kNGjzOiAEJyTlw4v/BqPCEofuaBhul1AHLm1/AqsFDqF20mPrVqwCoW7yYhEMPRez+mMbbZZ4+fXDExVFR68M5eAiXz/eyorCSGaus6WecCZublV/EOvqk9gEgwcClRdYkmePq6jjB62yW32mCULYJ3BGLnzWuJ9PXGqTgAMjoax8QFx6ynB0xBY0n4oHRxiCUmBmxPxmOvD48Eq0d0D4bpdQBxQSDiMP6O7rmu9kAlL/1FvjDHfCefv1wd+tG5bRp9Pv0EwIlJTjT06ms9zHi3s84f2SPqDLPPDyFaRua98H4nDA2fRAbKzdyW0UNo2uqWFaRA/4ALlqYXUAM1FdY08asnGyldTkErv/emva/ca2ZjD5Qug46RQSYIWdYz8xkD4guM91ev6Y+otUlQnujwUYpdcDw5ueTe9rp9HrpRWrmzkXs4cCBykr8ReGVMV1ZmaSdcw5xgwfjzsnBba+2ubLQ+sJ+Z2F4hUtX8gq+qnuNcYeNZcF2ovicwiXfvcSffH5CX+87NgDgCVQD0cs3hwy/KBxsADoNsoJQo4R063fPsZBvPbdDfCocdHzzshpbNr6a5vvaEQ02Sqn9Vs133+HMyiJ+kDVxZv3y5ZiGBkqeeIKa7+aE8nm3WLfAko4+mprZswnW1BLXrx9x11p9HxV1Ps55cjb9c5LDhYsPZ8JmnIl5ACzYPo+0uDQqGsJBoX/CUPpVbmmxbuJoPutzKCD1P6n5AXERSxUccoHV4hl9NXz2Z9j6AyRkROe/M8+ayTlyws9fTAZH+/xab5+1UkqpVtj6l78SN3AgPZ98AgDvRquDvnGOs0a+TVawybzyCpyZmWRdFd1xPsNeYbNxlU0wJPV7FIenlOFZh7HUnnuztyedpRHBJilYEVUOTg8EvJDRF+e26Ak1AfyuRBh9Abg8cP4rVoumkYj1fMzWJVafzNE3WekT/gkjLokeFADhPppgxO26fuObnbO90GCjlNpvBcrK8G0Nz2zs3bgRAOOLnsyy8bWrc2e6P/RgKP3przeQEu9izobGmZwDZPSbRFXRSBweK21p6eJQ/pTtq7mnphZIs177wzNAA3DQibD2E8geiGyf26y+5Tmj4bR/Wy+Gnd38gi6aBF/9HbofHk5zxUHP0c3zNnI4rcDUY8zO87QDMR2NJiITRGSNiKwXkT+0sD9ORN6y988TkT4R++6y09eIyM92V6aI3GCnGRHJjkgfLyIVIrLE/rk7hpeslGojxu8nWF2Nf+u2UFpjsAFI+/nPmx3jTEuPev3PT1bzpw+Wh/pqHHHb8cetJKHna1H5+qf3J92VyDF19Rwf8fR/sr84+gSNQWHstfji0ppXencd92k94Oyn9nzJ5pPvhSGn79kxbSxmwUZEnMCTwERgKHCxiAxtku0qoMwY0x94BHjAPnYocBEwDJgAPCUizt2UORs4CdjUQnVmGWMOtX/u3ZvXqZTaNwJV1hT+gbIySp55lsrPPosKNsnHjqPv5MlkXBqeE8ybkMS83FKO/9dMHpq+OpSeW1KDK2WptaBZC07vdzqzBl7DZZVVxEU+9e8w0H2U9SIpBw46AVK7Q5fh1DZZLRNAaH+jxNpKLG+jjQHWG2NyAUTkTeAsYGVEnrOAv9rb7wJPiIjY6W8aYxqAPBFZb5fHzso0xiy202J4SUqp9iJYEe4vKX7kkfAOpxMCARIOOxx35xwSRgynbNIkAi43w/4+kzNGdCOvpIYnv9pgPaiJ4PAUkdDjjZ2e6+iv/wPdjgTAExFs3BKEriMg6yDruZauI+BW6yvO4Wz+9WocHffRxlgGm+5A5DCNfGDszvIYY/wiUgFk2elzmxzbOKf27spsyZEi8gNQCNxujFnR2otQSrUvgaoqayBAsKVVMiHrl1eCCO7O1nDm8qR0AKrtW1Mf/RDu40keeB/Gn4h3x7G7POegkk1QYrV6Ir80XQ6sJ/WbjhQDHM7mD3U6OvBz9B3hyhcBvY0xI4DHgQ9byiQi14rIAhFZUFxc3FIWpVQ7UHDTzWw8/3x827a3uD/t5z8n57bbAFi4qYyLP8gFoMYTfualcYizOLw4POU4E3ND+07sdWJo+7OSeqa6Dgrf/GqcTdlW0/WIFgMNgMPlbp7Yge+8xDLYFACRs8D1sNNazCMiLqwhHqW7OLY1ZUYxxlQaY6rt7WmAO3IAQUS+Z40xo4wxozp16rT7q1NKtSljDCYQoGauddOjbukPLebz9OhBrdfPXe8v48vV2ymNtzrqy5zxJLidOOI3E9/lfYZ2Dy/HnJwW7quZkBMe+dW1qoje674KF57SFYDvB1pBw+Pe+eqX4mp+40j0NlpMzAcGiEhfrIBwEXBJkzxTgCuAOcB5wJfGGCMiU4A3RORhoBswAPge65mo3ZUZRUS6ANvtcsdgBdjSXR2jlGp/drz4EkUPPRR6Xbd4CQDi8WC8Xro99BCB9Ezu+XQdfbOT+N/39lxmLg+1cYnUJATI6f8G2ysMm3xLOPPQFLbYDZoGU0V2QjYldSWMeu8G6B09XQ29joSKAhhwEgw8hUd7PkxyPVzn2vmoMW3ZRItZsLH7YG4ApmMt1fCiMWaFiNwLLDDGTAFeAF6zBwDswAoe2PnexhpM4AeuN8YEwBri3LRMO/1G4E6gC7BURKYZY67GCmLXiYgfqAMuMpGrJiml9gtFkYMAsCbUBKjv3ou4vPXEDRrInGA6L388n8FdUqLyft/9EPK6bGUHi0lP70aNgSm5k6Py3DrsKia4O+HOu4C/F5dQGdkKGXcbDDjZ2q6vxL/iEcqTIc7V8tLPAM4Wgo04NNjEhH3balqTtLsjtuuB83dy7P3A/a0p005/DHishfQngCf2tO5KqfbDBALNWwXGUOuKY2FDIuMAV1YWq5ZZk2Wu3lYVlfWB4eeT2OdJnECNKaQlfSbfgttlTRlzRnVt9M6+x4W3XeHbb7sKNi5XS7fY9DaaUkq1G77tRRifF2d6BhsvuICkI8aCz4e7Vy+cycl4t2whWFVFtTuBbYmZ4HbjTE9n9dbNID4wbnpmJnBQtxoWBv5I7earcHjCAwr6p/dnfbm1FPQ4E88sqaePzwfekuiKXPquNS1MZOBwhlssca6dTLRJy7fROvKjGR03zCql2q3C3/+eDSedTNmkSXhzcyl7438A9Hz6v/R9/z0SR1kPUla5E/mg/7F0euJJSmr9LCteScrg/8OdOYvyzjeR1WMmAJ6srxGnlzin1So5tsexHJJ9CAD/3rSOL+KGktJ4dz1yRcweo6H7yOjKRQSMeE88O+Nwt9Rn03G/cjvulSul2q2GdesAKP7Pf6LSPb2ttVucadYIs9rkGqq7LuP4L2sZff8M8uusR+jiO38MwGebPgNAXNZ0NMf3HA9Alx2beW3ErczYXECCMeRsjpi485CIO/vxLUw5EyHes/OWTUu30RzasmkdEdn5O6uUUnuBb+vW8JLNwWDUPrEflHSmpwNQm1SLK2UlVQ1+a78jeqnnRs44ay2b05P709+dzmHzX8P51uV0DtgPhtZG3D6LXN1yN8EhcRfBxt1Sn00HHvrcqisXkaNEZCWw2n49QkSeimnNlFIHPH9JSei3d/Nmdrz6GuuPP4FgTQ1xgweH8vV84Xl6/8+aTmZTaQ0rq61bXg2eAA53eShf40zNO9P3kz/yQX0yg70+qGoyUODgc601ZSJnXN6NBPcuWjbOFoJNB27ZtHaAwCPAz7Cei8EY84OI7Hp+B6WU2oW6ZcvYeMGF9H5jEvm/vZ5AWRlxA/qH9mdcdBHb7r+fxBEjSD76aIwxeP1BfvnSfAavq+J3gGAQVznxXd8i6E+LCjYXD76YoVlDWbzhC97fNhOAtGAQNn9nBZWGyugKHXsHnP1fa0r/29db69LsRnxc8k73uVqYG006cJ9Nq0ejGWO2NBlJ0fLEREop1QoN6zeAMVRN/4xAmTVkuWHd+tB+V04Og76fF7r19PTXuTzwqTVTc9/GVoMBcQRwpy+mqUsGX0KfkjyCy97j/U5ZAKQ03pYbciYsed3aPutJWPYuZPUPjzRLbt0sIp49bNmIo/l8aR1Fa4PNFhE5CjAi4gZuAlbFrlpKqQOZMQZ/kdWPsmPSpBbzuLKzcCSEn9B/ZMba0HbQ/sO3pZtSZ1ZV02fIufSZdAl0HUGXQPjvYkdqd6gsAE8inPov+O4xGH4RHHbZj7oOjydpp/vczhZGo3XgPpvWBpvfAP/Bmnm5APgMuD5WlVJKHbga8vLInXgqnn72Msf2KpqOtDQ83bsTN6A/FZOn4My0WiOfLt9Kr8zwl7o4qynLsB7aLMhqHm7Orq5h9KznrBdFK+jijviaO/wXMPMfkDMURv0Sxlzzk67F4975bbSWBgg4dD2bXTPGlACX7jajUkrtQt3yFaEJNL25uTjT0gjY69IMmmdNsGl8PhIuvoQZZQ56Oyr4zeuLQsdfPKYXX1f/mQ0mlz+7jmL9iHnNzjHQG70kdGd/xB3/wadZAwEyD9or17Orlk2LMwjodDW7JiKvADcZY8rt1xnAv40xv4ph3ZRS+7FARQXG68Vlz6JeNXMm+b+5DvGEv4Q9ffqQNG4cSUcdGUoTt5u/rAoy5YdFjOwdnr7fmZCLN+Mbqqqs2TNXDijH5RA8BrwCvx3xW+qWv0Na0J6AM60nVGwhKXIqxMQsSO32k6/ttcJtfJ6UiGMXyzd7nB78TRN1gMBuDW8MNADGmDIROSw2VVJKHQg2TJhIoKyMgQsWAIbyt94GwHjDo7yCDQ10uqH5HfnlhVZrZ+GmslBaQs9X+GxzQ+i1K3ktbmPo5wuw2uPipGAcAyLXojr2DuhyCMz4K0Ma1jCioQESMvfKtR3a4OXQBi84dzU3mrtZsNHRaLvnEJEMY0wZgIhk7sGxSqkOqHGE2Zarr6ZuyZKoFk36xReReNhhxA0aZOUNGoLGIMCLs/PILa4J5XWlLuWB007nr0saaCojEKCrz8tqj4uMqbdFPwTadxxk9oPeR/P2zK8BAffOp5f5UXYxEafHFcc5dzoZutnwf29a9erIc6O1NmD8G5gjIu9gDQA5jxZmZFZKqabqliwBrBZNysQJiNtNzq234kwJLwPwq5fns2hTGZeM7cUz3+TiTMhjZD8n89cmktD9Df66xHqg85TepzCuxzieW/w2m2uXkR4I0t3vx2EM6Y2B5vg/QWUhZPS1XncaZJ8lBiuL7DLYeAg4haCEz6tDn3fDGPOqiCwEjreTfm6MWRm7aiml9meBqqoW0zMvvTQ0ieaWHbX8+rWFPHnp4Xy91rr99fpca8XM+G5vsypYxuGHHsXa6vDxfznqL6QWLuWz6gI2OyAjGOSyyioOrW8If5kdfXP0LM2dwjMR7HW7vI1m7TMRjRlt2bTOaqCs8RgR6WWM2RyTWiml9luV06ZRPXt2VJozK4tAaSlxAweG0r5cXcTKrZXc+W54eecabwBxVoPDGlG2tvq7qHJS3Snw+rn0Sk2AtBQyAgG6+wN099dZT//3Pyk60IB1K21vu+ZLWD1tl8/NOB1WPUxEgNGWzW6IyO+AvwDbsWYOEKw26fDYVU0ptb+pW7GCgltva5be501riQBnaiql1Q3c+OZiOqda/SfzN4YHATjitpLUz5rp2e3w4AtagwmuOvgqMrathL9lQ9BPdsD6Io83BpI6QU0xZPSB5JzmlXJ5rAXPDjpx711o95HNlx5owtnCQ50iGmx25yZgkDFm17PcKaU6pKDXS8njTzT7S3/g/O/xFW7F07Mn/kCQl2bnkeRxMXt99FeJJ2UVN0/oxNxtc1lsT8D820Ov4z+LrMBz88ib4a/h6f7Tg9azM0FxQpfhsOGLXQ9p/uPWNn963+lsbNmE0zrwYLTWT1cDVMSyIkqp/Y8JBNjxyqsYv5/S56yn9p0ZGQTKyth68Ggen7KWpy61WgCTlxRyz0fhrl7xFJPe9wVuOvhB/r3yFf67PLrsQRkDufeoe4mvK4ei1VH73GJ9dQXccdacZhu+hJSuO6/oPpgmxmn350QOSxB9qHO3coGZIvIxEBp/aIx5OCa1UkrtF6o++4yiBx+MSks4/HC63H03Z/5rDr5l20Lpnyzfam2Ij+TOX9HQkIjfUc4XxdGrlcQ542gINJD1v8sYd/pT8P7N4Z0XvApdR9Dp4+shsJmezkQ44jroOWaXI8P2hcaWDVEDBDruEyOtvfLN9o/H/lFKdXC+ggJ2vPJqs/SUE47H3TkHnz3F/sOfrWFdUTUzVhUBAZyJG5CML8lwpFEXhCXFS0LHntbvNK4dfi0vvH02A2oqYNod0YUPPgMcDo5M6ctjaxZyTJcjIbOv9dPOOBpvo0WmdeD7aK0d+nxPrCuilGr/Kqd/RtX06WRcegmbLrVmSk475xzcPXvgzc2jcupUUk87jXpfAAgChse+tJYNEE8xyQf9mxT6UwXUBStIcCVQ56+jT2ofXj/1dVKM4Pj4Nu4vsIZAhxY4Ewf0Pjp0O0xSunB8bR0kZbXtG7An7LpGBhujsz7vmoh0Au4EhgGhR3CNMSfEqF5KqXbEX1ZG7YIFVEyeTPWXX1Iz//vQvoxLLibhkEMA6PbAP/EZYWVhBQm9n8UZt5Xqtdbfqq5kq9+livCaNYMyBnHN8GsYUJRL2sJXoXQDLHvbLrgvlOVZ238shMiRXMmdrd/tuaXgsL9eI26jOfQ5m92aBLwFnI613MAVQPEuj1BKHTBKn37aumVmf1kGiktIO/tsUk+dGAo0AOJ0cv4T3/JDfgUpQzZaiY5aHrlwOO9v+Ygl9iC0fmn9yK3Ipbu3gWO7jIXnz7DzRgwXPu5O+PA6a4hx0wkvPfbU/iZIu2UHm2BksNHnbHYryxjzgojcZIz5GvhaRObHsmJKqfbBGEPVVzMbX+DMziZQUkLSMceQfGx4dfj8slqKqhr4IT964GpW/xe4e0kBAE5xkuxJ5nfDr2Prpq8ZNvcFSP1XOHMwYnmAzH7w+02hABelsUWzHwSbSKK30Xar8X/AVhE5DSgE9s70qUqpdqtqxgzqV6/Btzk8WUj3hx6kasYXJI8fH0pbll/BGU98S/d0uwXiqA3t8zoLQtv/Ou5fnBTfFf57FPQbDw0N8E3EaLaMvtaaM3OesJ6bSUhvuWKDJlh9OOP/uBeuMkbs236Rz9mgLZvduk9E0oDbgMeBVOCWmNVKKbVPBWtqqPvhB/Jv+F0ozZGUhLtbN5KOPJKkI8PrzxRV1vPNOuuuekF5Hd17rMLrWUp9RHmZ8ZnsqN/B6LVfh+cTy51pPdnvr7dui13+IXQeZg1hPvwXkN5r5xWMT4NfTtt7FxwLLQwQ0JbNbhhjptqbFYQn41RKHYCCXi+5Z5+Db8uWUJqzUzb9P/sMnNF/mf/v+83c9f6y0GtHfAGVKa80K/OpE5+iZ/5iUj9ssnZN1gA4/eHmU82EZmo+AEQNENBg0yIRudMY86CIPE4L83MbY26MWc2UUm2uZu48yt95JyrQDJj9LTgcOBISWF9UxZItRZw3sgebS2t54FNrhFlCXANDRnxMt+Rsvt4aLm9yfiGTR1/M4PwfcOYvbH5Cf531QOYBLKpl49RgszOr7N8LYl0RpdS+E6iooH7VKjZf+UsA4ocOpdtDD+IvKsKVlcWy/Are/no5a7ZV8f3GHRSW1/Hw52tBfJx3wkb6dnLz9NLvWVcFfVL7UB+o5/wtq+nn83PLd68Br0WfcOKD4DvwA80j24upqPAASYBOxLlTxpiP7N/N28VKqQOC8fvJPfsc/FutJkncwIF0ueevxB10EHEHHQTAs7Ny+eiHwtAxD3++FoAeA6YxfesciGjNHNfjOG4/9Hq4v0vzk53wZ8geCEPObHmU2QHmpNo6fvBBY7DRoc87ISIfsYvl7YwxZ+71GimlYq561rckHHIw9StXkn/jTQSrrRXKEg4/nD5vTIrKW+8L8OWq7QA4E9fjSl5LQ9FETh9Tz9dVc0L5zh1wLkd0PYITG4Iw9dboE7oTwVcLIy6BtO6xvbh2TBdP27nGAfA/B7oAr9uvL8Za20YptZ/x5uez5ZpriB8+HH9REc6sTLr8358xPh9JRx0VlXfykgLeWZBPnWwhrvNCxFWOO3UFOdlFfF1l9dc8Mv4R6vx1nNbvNBzGwL0RT0UkdwFvDfx2DtSWdMhAI1ETcWqfTYvsBzgRkX8bY0ZF7PpIRLQfR6n9hL+0FBwOgtXVVEyZAkD90qXgdNL79ddIPOywqPxvzNtMgz8QWhIgacCLOFzh9ZnLzWqGZQ3jymFXcmKvE5HaUnj2eBh8evSJb1wMTrf1k94zthfZTkW2ZXSlzt1LEpF+xphcABHpS+NNyF0QkQnAfwAn8Lwx5p9N9scBrwIjgVLgQmPMRnvfXcBVWCuD3miMmb6rMkXkBuBm4CCgkzGmxE4XO/+pQC1wpTFmUSuvW6kDwrqjj2mW5undm0633RoVaFYWVpJfVssfP7CHM4uXS8f0Y0plOND0TOnJlqotXDv8Wk7odQIULIKilbB1ifXjjINxt1orY3oSY3xl7V9UsHFqsNmdW7DWs8nFeu96A7/e1QFiDbt4EjgZyAfmi8gUY8zKiGxXAWXGmP4ichHwAHChiAwFLsKa+LMbMENEGhcv31mZs4GpwMwmVZkIDLB/xgL/tX8r1SH4CgubpfX+3xvNWjN13gCnPjYrnCB+kgf9hQ3uYVH5Hjz2QYpqixjfczx8+wjM+Gt04V1HwPg/7KXa7+fOfYHyeTPJ4gsAHPpQ564ZYz4VkQHAYDtptTGmYVfHAGOA9RGtoTeBs4DIYHMW8Fd7+13gCbslchbwpn2OPBFZb5fHzso0xiy205rW4yzgVWOMAeaKSLqIdDXGbG2aUakDiTGG+hUrqZr+aSgtbugQ+r73XrPPyVeri3hkxtrQ65OPXkh6Sh2fbjKsKLWW0Lxy2JX0Scjh4KJc6HUkfHk/zIqY1+ygE2DUVdBpMMp2yHn41myBxmDjdO86/wFsT5aNGwAMwlpiYISIYIxpvnJSWHes5aQb5dO8RRHKY4zxi0gFkGWnz21ybGPP4u7KbE09uhM1WBNE5FrgWoBevXYxTYZS7VygspL8G2/CkZxE9QzrSy711IngdJH92+uiAo3XH+Tdhfmh22aJaWv5yzk9uG/eO7AjXObg9AHcljYC1nwMC16E9N5Qbq85c+EkcHogZ/Cup5jpoCIHBegSA7shIn8BxgNDgWlYt6a+xepvOSAYY54FngUYNWrUTod7K9We+bZto+Kjj6idG/5bzd2zJ13uuQdnSgpgDWW+492lnH1oN96Yt5kvVhcBIM4anN1e5L551nG/OvhXOMXJ1Ydcje/5k2HxuYR6IMo3WcsBHH8XDJwAzo673PFuOcIBRkej7d55wAhgsTHmlyLSmfAw6J0pACKHn/Sw01rKky/W4txpWAMFdnXs7sr8MfVQar/XkJtH7qmnAuDu1YuMCy8k6Zhj8PTtg8MTXs39sS/W8dEPhaGHNO+aOBhX+hweXfJAKM/4nuO5ZeQt0FAF1cWwfbm9x0DvY2DTt3DmY3DoJW12ffsrR8SsATpAYPfqjTFBEfGLSCpQRPQXeEvmAwPskWsFWB3+Tf9nTsFaiG0OVkD70hhjRGQK8IaIPIw1QGAA8D3Wn1W7K7OpKcANdv/OWKBC+2vUgcC/Ywfb//4PMi+7lMpPPsG7cVNoX6ff3UDaGWeEXl/07BzSEtzUegPMWleCI24bQW8WFxxfyJvb/0XJxhIAMuIy+Ndx/2J4xmDr+Zj/jIDa0ugTX/gabP3BWiJA7VZkgNEZBHbB7rBfKiLpwHPAQqAaK0DslN0HcwMwHWuY8ovGmBUici+wwBgzBXgBeM0eALADK3hg53sbazCBH7jeGBOw69OsTDv9Rqylq7vY9Z1mjLka67bfqcB6rKHPv2ztm6NUe1b67HNUTp1K5dSpobS0n/+c+GFDSZ04MZRWUF7H3NxwB4w4q0jq9yhdE/rwydaNgDWfmVOc3NhrImN8QXjuBChdF33C33wLniRIzISDdPL31opcVkCXGNgFu6UxxhhTDjwtIp8CqcaYpa04dhrWl31k2t0R2/XA+Ts59n7g/taUaac/BjzWUv2B65umK7W/8peWNntuRjweUk46kU6/uwF3165R+z5cHL5rPLpvKuccU88/FsDWuo0kuBKYfNZkOiV2wuVvgL93iz5Zcmc44f+slTG7HILacxLRZ+PQiTh3a5GIjDbGzG986FIp1fbK3nmH+pUrm6X3ff894vr3B8AXCPL0zA0M7prK87NymZe3g87938Pl2cFW9w7+saAsdNzVh1xN1+SuVr/MvKfDBWYeBFd+bC3TrCPMfpLImZ51BoHdGwtcKiKbgBqsvhNjjBkes5oppUKMMQRKStj2f3dHpXe+6w/EHzI8FGgA3lmQz78/Dz8z44mrotY935pS12ul3THqDkbkjGB41iGQNwtesaeZcSfBkDNg3G2QGt1CUj9O5K0zRwcetdfaK/9ZTGuhlNqp6m9nk//b32K83mb7Us88E1dGBgCz15fw92mrWFFYCcBZh+YwZEAe0/PfZn25lf+U3qfw64OvZsCcZ5C0YTD1JlgU8QRDp0Hw82difUkdSuSgAIcunrZrxphNu8+llNqb/CUlbLriSrwbNoTSUk+dSPYNv8PdpTPezZtxZWRQVFXPewsLeOHbXEqqvSANHHfUtziSDU8unwHA3UfeTa2vlrMOOov0DV/BwpesH4Cxv7H6Zb57HIaetS8u9YAmRLZs9DaaUqqdMMEg2/56D77CwlCgybr6KtIvuhh3t66h2zJrk7tw3T+/JDvZww/5FYgEueSkrWysWcqiHV+HZgAY02UM51ZU4nAnwAfXwZqI8TVH3Qgn32vNg3/8XW19qR1C5NBnfahTKdUuFNx5J9VffEmwpgYAT79+9HljEo7kZMRlfVy9/iCPzljLi7PzqPcF2Fq3gYOGzufIPr2ZnPcmAAmuBI7udjR3H3k36XWVyOMjrc5+sCbKPOspqCyEASd3iBUz96XIKWrE0XG/cjvulSvVjtSvXUvhH/5Aw8pVAEh8PJlXXEHyccfiTE8P5VtZWMm7C/N5cXYujvgCkvs9iwkkUGQqmJw3h4y4DNLi0nj8hMfpgws+uB5K14cDjScFrv3aCjBdDt4HV9rxNP6RAODU52yUUvtC1cyZVEyeTP3SZQTKykg+4QQyLrqQhEMPxZmaCkAwaFhWUEFGoodTH5uFOKtIGXI/JuhBHF7EYQ0cyIzP5M3T3qSrEXjnSqivhKIV1omGng0bvoJz/qstmTYWNRGnzvqslGpLgeoatv7fn6n6JDz9f48nHiflpJOi8i3cVMbizWXc97HV4nEmr8aTvB4gFGQArjr4Kq479DriVk211pjZZi9+1v9kOOp30OcY6MDPeOxLUdPV6EOdSqm2EvR62fqnP1E1fTqOlBQSx47B07t3VKDZVFpDXkkNV740P5QmrgoSe74cVVZXRxxbgw38avNq4vyvwCd3WDsGnALZA61FzOJS2uKy1E44IkajibPjtio12CjVBozPR/m771Lx8cfULVgIQPb115Nx8UW4srND+XbUeNlR4+Wkh78OpaWmVJDe9zXKfPmhtJsGX07Bpq+5c9VsfAKpwf/BD/+z+mQOPgdOuQ/i09ruAtVOOSNalE6X3kZTSsVIw4YNVH76KSWPPxFK6/HkE6SceGLo9aqtlXyft4OHpq+husEPBBBXJb2GTaIuWEqZrw6As/ufzV8HXY7zidGhYxMMVmDpNBhOfcgababajcgpahw6Gk0ptbf5y8qonTuXgltuBSBu0CCSx48n8/LLQq2Zilof8/JKeWj6GtYVVSOuCpyJpXTq9y41gR3ssLtl7j7ybgakD2DY5sU4P7o5fJKBEyA+Hcbdaj39r9qdqOlqHHobTSm1l5S+9DL+4mIqPviAQJk16WXS0UeTc8ftxA8eHMpXVuPlwmfnsHZ7NRBkaJ9aatJfZEfDdmoCVp7Lh17OnSNugJWToXYVTL05+mTnPA0JGW1zYerHiZiixqktG6XUT2X8fiqmTqXogfCKl0lHH03X+/7WbNr/SfM2cd/UVfgCQYZ1T8afOYkt/jnQACM6jeBPY/9EmiuJbuu/hDcvhtyZ4YPH3Q5H32Rtx6e2wZWpn8IhboKhbR2NppT6kYwxlD7zLMWPPhqVnjByJD2ffw4RwRhDYUU9M9cU8cSX69laUc/o/oYjDy7mpTUPgx+GdxpO16Su3Dv6DySu/Rzy58OCF6zCRl0F3moY+2voPrLtL1L9aE6nIxxs9DaaUmpPBCoqMMEgvvx8ih9/nJpvZgGQdOw4Ot14E474ODy9eiEi/LClnO/zdnD/tFWh4zM6rWa1+2VWr7FenzfwPP449o+4V0yGBw8Kn6jPOLjgVWt1TLVfihogoC0bpVRrGZ+PjZdeind9eDbm5PHjybziFySMGIEjMRGA6gY/b87KDT2QObJPMr16L6XIm8v66jn0Tx3MSb1OYkL3cfTethpePQc226utdz4Y+h4L4+/SW2X7uchgo4unKaV2yRhD/cqV1C9fwfYHHsDU1gLg7taN3m9MwpWTExp19OiMtZTX+pixajv5ZXXgaKBfjyKK0//H2iJrKuahWUP5z/H/ocuiN+CDI8Mn6nkEXPw/bckcQBwRD3JGLjfQ0WiwUWo3gnV1FP37Ycpefz2UlnXttXS65WaMz4fD4wGs5ZinLCnk0RnrAOuJ/5NHwuL6RykO1pFBBs+d8hxHdBkLKz+EJ4+C2lKrQE8KXP4B9Bilc5cdYJwRX7OiE3EqpZqq/Pxzqr/4krply0LryuT8/vdkXnYp4raeBBePh1fnbGTJ5nI27ahl4aZS4jpPQdwVxKXkMbe2npzEHI7pPpEz+53ByMRuMPtRmPFX6yTx6fCrTyGliw5hPkCJK+LWma5no5QCCNbWEqiqourTT9n+j38C4OrShe6PPEzKKadETapYVuNl3INf2U/8A+Jj+IivyfPOtcoCLhp0Edf0nkBO6SZ4OjxjAJ0Gw9VfgK8Okju11eWpfSDy/0xHbrVqsFHKFqioYNMvrqBhzZpQWvL48XT9x99xZWRQUt3Ago3FvPH9ZhLcDqav2I4jbhvOhHoOP2w2uRVryPN6OaPfGXyx+QtuP/hqzk/sC8+cED7JsXdA2SYYeQXEJVs/6oDWkUegRdJgozq0oNdL+bvvUvXJpzTk5hIoLSXpqCNJPu44nFnZpJ46EXE4mLmmKGoGZk/25/QatoWy4FoANlUl0D+jP78Y+gtO27gEv78zrql3g68WkjtDl+Ew6lcw+NR9dalqH9FgY9FgozokX1ERVdM/o+Spp0JTyiQcfjid/vUQSUdao8OKqurJL6/nle828v7izbhSF5OTkkBD8qd4Hdsos5/UG95pOH8/5u/09gdg+fvwzYPhD1afcXDK36DbYW1/kapdcLo77kzPkTTYqA7FeL3ULlpE/o03EaysBCDtnHNInfAzko87LpRvy45aLnxmDoUV9QB077kcX/JbVAEp7hQSHek8eeKTdEvqSva3j8F/RkOgIXyihEw493nofyKqY3N04BFokTTYqA7BV1hIydPPUP722wB4evem+8sv4S8uJunooxGXi3pfgHcWbOGbdSV8vnI7zuSVxHddRrfOpRQ3bAbgpsNv4oKB55O6cQ6smg7LP7CWXj7oRChYCPXlMOGfcMR1+/BqVXsiHXgEWiQNNuqAZIJB6pYsoWbuXCre/wBfvrXwWOLo0SSPP46MSy7BkZBAYXkdX68sZsaq7czLLaWwogZnYj7uzM3Ed/4YgIBkMjDtIC6QNC7csAg+/psVVMAaujzhARhzrfVa/4pVTThc+jULGmzUASbo9VIzaxZVM76g4oMPAIgbMIDEMWNIGDGc7BtuQDweqhr8PDZ1Jc9/mweAuCrp3Xc+Kd0+D5UlCFcOu5JfdRpL+rL3wpNigtXpf8Gr0HmYLrusdqkjL5gWSd8FdcConjWLon/9OzR0OfmEE0g8/DDSzz8fZ1oa2yvrueL1Jeyo8bKi0OqvicuZRmbOSnymhtKgtRpm//T+HJx9MP8nnfF89SjU3GOdoOcRcOT1MOBkcHqgA89zpVrPpf9PAA02aj9m/H7qV62mZu4cKj+eRsPq1bhycsi54w6cmZmknX4auFwYAxV1Pv70wXJmrduGK2UFmTlO0jsvodi/nOoAjO06lnP6nsaQvHn0S8iBzQtgzWPWiRIy4ODz4KS/6nMxao9FPdTZgWmwUfsdX1ERlR9Po/TppwlUVACQcOihdLrlFjIvuxRHUhIANQ1+7nhjEd9u2EbAD/Xu1aQMedkqAyjxC9nxmTydfSyDtq2Gwhdg46zwibIHWouUHXwuuBPa+CrVgcKpz9kAGmzUfsAYQ/UXX+DKyaF2/gKKn3gCU1dHwsiRZFxyMYmjRuPunAPA8oIKPvl2Nf6g4aU5S3Fkf4S79w84gMSIMl8f9zAD131FwpwngSXhHd1HwqXvWnNYJaS33UWqA5YOfbbENNiIyATgP4ATeN4Y888m++OAV4GRQClwoTFmo73vLuAqIADcaIyZvqsyRaQv8CaQBSwELjfGeEXkSuAhoMA+7RPGmOdjdc1q7wh6vfg2baJm7jy2339/1L64IUNIOf54Mn/1K5zJVitmc2ktD05fzdSlBbjSFuNKzCXuoIVRxw3NGMTfqgJkbZhJVt554R3dR1kd/ePvslowGmTUXqQzCFhiFmxExAk8CZwM5APzRWSKMWZlRLargDJjTH8RuQh4ALhQRIYCFwHDgG7ADBEZaB+zszIfAB4xxrwpIk/bZf/XPuYtY8wNsbpWtfeYYJAdL79C2euv4yssjNrX6eabST52HHFDhuAPGvJKa7nvne/ZVFpLXkk18WlrSBv4EUFnaeiYAWn9uL37KRySN5eURVOiTzb6GqslM+xsvU2mYqYjL5gWKZYtmzHAemNMLoCIvAmcBUQGm7OAv9rb7wJPiIjY6W8aYxqAPBFZb5dHS2WKyCrgBOASO88rdrmNwUa1Y8YY6hYvoX75MuqWLKFy2icAePr2Jf2CC6j8ZBpVBdvYdsZFTF+xDSlYx5vz8yiqqSA+JY/enevITsmlIX4xQeDcPhM5rc9Ehqz9CveCl4lbMjN8slG/gq4joOdYa+blDjwLr2oj+n8MiG2w6Q5siXidD4zdWR5jjF9EKrBug3UH5jY5tru93VKZWUC5McbfQn6Ac0XkWGAtcIsxJrIMAETkWuBagF69erXyEtVPEfR6KX32Ocpeey3U0Q+QfOKJ5Nx2K3H9+tHgD/BeryN46NPV+B7/FgjiiM8no9dkUpzWndFCwJHg4Iq+Z3NuwVp6f/UMDp6xCkvvDWf+B3odabVe4tPa/kJVx6bBBugYAwQ+Av5njGkQkV9jtXpOaJrJGPMs8CzAqFGjTNtWsWPwl5ZS8dFHVHw4GQJ+GtatB6yllTMuvYSMSy5B4uPZYdzcM2MtO2Yv5Ms1RfhMJQn9nyfeUwYOa/4xLzAy5zBuqAkwoHoHnrgMEma9BN4q6DQEPEkw5HQ48gZw6kSISu1rsQw2BUDPiNc9CHfSN82TLyIuIA1roMCujm0pvRRIFxGX3boJ5TfGlEbkfx548Cdck2oiWFuLf8cOPD16tLjf+Hxsf+ghAiUlVH72Ofj9UfuzfvNrcm6+mQ3F1WxvCPDWtxt5bW4ecTnT8KSsJ6W/H6+UADAoYyCjM4cy0JNF57Wfc8S8yeEV3TP6Qv8TYOxvrFaM/jWpVLsSy2AzHxhgjxIrwOrwv6RJninAFcAc4DzgS2OMEZEpwBsi8jDWAIEBwPeAtFSmfcxXdhlv2mVOBhCRrsaYrfb5zgRWxeqCO6L8W26h5utvGLT0BxweDwD+sjKqv/yShvUbqPz0U/xbrbc/ZcIEsn97HaahgfiDD8ZfUsILKyr45x8+BmcNTk8RbreXzoO/olY2AtApuTtxDKJ7dQlPbSmARTPCJ+93PAycAP3GQ87gNr5ypdSeiFmwsftgbgCmYw1TftEYs0JE7gUWGGOmAC8Ar9kDAHZgBQ/sfG9jDSbwA9cbYwIALZVpn/L3wJsich+w2C4b4EYROdMuZwdwZayuuSOq+fobAMrffJNgbS3evDyqZnxBsKYGsOYly/rzn0meOBFXRgZfryvmwxUFfPHuZ1Q3+BFXJXGdZxKXOReDtUBMYkI2v8qeyBlBD2m1ZSQtej36pJ0PgUMvgdFXg8vTpterlPpxxBjtnmhq1KhRZsGCBfu6Gu2aMYaGtevIO+usZvsSx4wh65prcGVnUduzHxc/N48126vwuAOYpAW4UpficFWAGFyeCoL4OXfAufRL6Ulq0VpOXf0VnmJ7aWZxgLFXKfu/UnB2hG5GdaBZNXgIAENWH9g3VkRkoTFmVEv79JOr9kjN3HlUfTad8vfexzQ04EhLI/u63+AvLiblxBPxbdmC45SJPPLFel75dB3+wHrcGfPwZFeTmrOQBlMOQKo7i0pfKdlxmfwzcTCjZ0+CmiLrJBl9YcApcNI91ozKdWXgrdFAo9R+TD+9qkWND1diDOXvvIO/pARHYiL+oiJwu0k66kiSxoxh+cHH8NpWL8ePzWHGqiJyyx2sffQd6pKmE99/KU6HgyA+AHqm9OVXWSfSa91Mhm5cyjvJCRxfW0DXwBLrKf7DL4ecoTDsnOgZldN7tlxJpdR+Q4ONCvGXlVH91Uz827dR+sKLBKuro/YnjhpF/HnnknXttZT5hUnzNvPotG9wJq3j7XV+XPHbcKb+AN3ADXR25XBSQgbZm+ZxUWUVyWYz8HWovEuqqmHExdZsyild2vRalVJtS4NNB2WCQQIVFfg2baL0lVeoXbCAQHFJVJ70K66gfuQRBMorWJqQQ02nbry3aAu5D7+FN+UTxFVNUr9NzcrOFDfHVpbzt5IW+r3G3W7NQzb4dPDVWCtd6jBlpQ54Gmw6COPzEaytpW75cqpmzKD6y6/wb98e2p909NEkXnIJJrsztanpLM3sy/MLV7B87lKQIK6kz2BDHZ60pZDUgBtwiZvTMkYwsXgL2VtX0M9n3S5zA/QZB2POsgJL54Nh6xLoMjx6kksdSaZUh6HB5gDkLyujasYMXFlZ+AoKKXnmGQJlZRAIhPJIYnjC/eprfsc7A8fzzYY81i+ux5U8B0/WP3EmbCWxd3TZDoRBST24oyCP3jVF5ORusHe4rPnGsvpD98PhsMvBFRc+sO+xsbxkpVQ7p8FmP1e/ahX1a9bgLyomUFqKCQapmjEj9CBlI0+/fsQPGUJ1WhZ1A4ZSNnw0k5cWsHbm16ytCuLK+wfujCWkZISP6ZvYld/lHEVDWR6HrPyE2XFuzquqxoN96+zgc62HKgecDMEAJGW34ZUrpfYnGmzaOeP3Iy4Xwbo6AlVViMPBjpdfpn7lSrybNuMraDoDEOB0knjiiazuPIC6wYewrbSSaf4s4jzC6oq51OWuwLntYzyZc+AoaJxc/8LUwbhLN5BQU8Jp1TUc5NsMK+ZZOwedSu+yjVC10lq98qibICmrrd4GpdR+ToNNO1O3bDne3A0EvV6qZ3xBzbx5OFNTrSHHOxF3xJFknH8em/oMY+kXc5ldYZgRLEYcdTi2vA/GTVzaUnCXQWcfTVduuaO0jGPq6ujn2wzOOIhPhYPPtKaB6XwwYCBnCDQ+AKwd+kqpPaTBZh8JVFURKCujITcXU1uL116VsnbevGZ5/fX1uHv1onLssbgyM8krr+fbPqOpdbj4JHcpIHjyXoY8weGpwtFjG4kOq7MeAwgcHnCR7fNzeHUlY+ob8JoAQ71efICnxxg45TfWsy7JncEd33KlNcgopX4kDTYxZLxeapcsAb8fd/fuVM2YQbCuntrvv6d2/vxwS6GR00lgwCDo04+yQ0bzBXW8WVxJH2c/NjAfE3BBXSmSWEuc7x7EU0RSv2BUEWk4GR70MLa0iEFeLyMavFQ4HHTJGgSZ/aB3P8CAKx4OvRTPsnesOcYSM9vsfVFKdTwabPYiX0EBtQsXUr9iJdVff41348ad5i045mdIv/4EEpNYU+/klUIHpWlB3KnLQPxI7ed4Mubj7gGFwQTiHXVRx3fyBxhbU48B4ozh9OoaOvsD9HCnWGuej7zWmmo/tRsJAR90O7Tlihx35167fqWU2hkNNntR3dKlFN75ewCMw0nVoWPZtm0HHw4+kbSSQtZld4eB6bi3f8fanoUYx0YcGEguRTrXkezwRpV3kNfLyPoGZiX6uXZHBWIgMxgkIRhkTOYQHMVLwOGGcbdaT+APOlWfxFdKtUsabPaizf1HcMNZ51MV5yOYsZo6Vz0J7lqcjndp8JRDIAFcdZBlrY8w1GfY4jBkGOhT38Dh9fX8rKYWN0KZQxjg9eF0J4GnNxz+C2tocUZfSO0GnYfu68tVSqlW02CzF83c/D9Kh34Qeu3GWkQnaAyIMM5bxlEVdWx3OrnG1ZnU1B6Y2hJwuJDarXDIxZA9EPqNp3NqN+vZFX3KXil1ANBgsxf9KqcXjhW1HBwQUnOG0WPDLDJyhuLsPgpqiqFTN2vRr8QsSO8FWEuP7lTkzMdKKbUf02CzFyUecj6/HXauNURYxFqHRSeaVEopDTZ7ncMR3k7I2Hk+pZTqQBy7z6KUUkr9NBpslFJKxZwGG6WUUjGnwUYppVTMabBRSikVcxpslFJKxZwGG6WUUjGnwUYppVTMabBRSikVcxpslFJKxZwGG6WUUjGnwUYppVTMabBRSikVcxpslFJKxZwGG6WUUjEX02AjIhNEZI2IrBeRP7SwP05E3rL3zxORPhH77rLT14jIz3ZXpoj0tctYb5fp2d05lFJKtY2YBRsRcQJPAhOBocDFIjK0SbargDJjTH/gEeAB+9ihwEXAMGAC8JSIOHdT5gPAI3ZZZXbZOz2HUkqpthPLls0YYL0xJtcY4wXeBM5qkucs4BV7+13gRBERO/1NY0yDMSYPWG+X12KZ9jEn2GVgl3n2bs6hlFKqjcRyWejuwJaI1/nA2J3lMcb4RaQCyLLT5zY5tru93VKZWUC5McbfQv6dnaMksiIici1wLUCvXr325DqVUmqXVl46GmdiMkP2dUX2oVgGm/2KMeZZ4FmAUaNGmX1cHaXUAeTc/3t1X1dhn4vlbbQCoGfE6x52Wot5RMQFpAGluzh2Z+mlQLpdRtNz7ewcSiml2kgsg818YIA9SsyD1eE/pUmeKcAV9vZ5wJfGGGOnX2SPJOsLDAC+31mZ9jFf2WVglzl5N+dQSinVRmJ2G83uH7kBmA44gReNMStE5F5ggTFmCvAC8JqIrAd2YAUP7HxvAysBP3C9MSYA0FKZ9il/D7wpIvcBi+2y2dk5lFJKtR3RP/KbGzVqlFmwYMG+roZSSu1XRGShMWZUS/t0BgGllFIxp8FGKaVUzGmwUUopFXMabJRSSsWcDhBogYgUA5uaJGfTZNaBdmp/qSfsP3XdX+oJ+09d95d6wv5T1/ZQz97GmE4t7dBg00oismBnoyzak/2lnrD/1HV/qSfsP3XdX+oJ+09d23s99TaaUkqpmNNgo5RSKuY02LTes/u6Aq20v9QT9p+67i/1hP2nrvtLPWH/qWu7rqf22SillIo5bdkopZSKOQ02SimlYk6DjU1EeorIVyKyUkRWiMhNLeRJE5GPROQHO88v91Fd40Xk+4h63NNCnjgReUtE1ovIPBHp007reav9ni8VkS9EpHdb17O1dY3Ie66IGBFp82Gmra2niFwQ8X/5jbaup12H1vz797I/d4vt/wOn7ou62nVx2vWY2sK+ff55alKfXdW1XXymmjHG6I/Vb9UVONzeTgHWAkOb5Pkj8IC93QlryQLPPqirAMn2thuYBxzRJM9vgaft7YuAt9ppPY8HEu3t6/ZFPVtb14j/G99gLVs+qj3WE2v9p8VAhv06p72+p1id2tfZ20OBjfuirvb5bwXeAKa2sG+ff572oK7t4jPV9EdbNjZjzFZjzCJ7uwpYBXRvmg1IEREBkrGCjb9NKwoYS7X90m3/NB3pcRbwir39LnCiXe8205p6GmO+MsbU2i/nYq2y2uZa+Z4C/A14AKhvq7pFamU9rwGeNMaU2ccUtWEVQ1pZVwOk2ttpQGEbVS+KiPQATgOe30mWff55arS7uraXz1RTGmxaYDeRD8P6SyzSE8AQrA/EMuAmY0ywbWtnsZvRS4Ai4HNjTNO6dge2gLWQHVABZLVpJWlVPSNdBXzSJhVrwe7qKiKHAz2NMR/vi/pF1GN37+lAYKCIzBaRuSIyoc0raWtFXf8KXCYi+cA04HdtW8OQR4E7gZ19ntvF58n2KLuua6R9+pmKpMGmCRFJBt4DbjbGVDbZ/TNgCdANOBR4QkRS2QeMMQFjzKFYf7WMEZGD90U9dqe19RSRy4BRwENtWL0ou6qriDiAh4Hb9lH1QlrxnrqwbqWNBy4GnhOR9LasY6NW1PVi4GVjTA/gVKxVddv0e0lETgeKjDEL2/K8P8ae1LU9fKYiabCJICJurEAzyRjzfgtZfgm8b98eWA/kAYPbso5NGWPKga+Apn+9FgA9AUTEhXWLorRNKxdhF/VERE4C/gScaYxpaOOqNbOTuqYABwMzRWQjcAQwZV8MEmi0i/c0H5hijPEZY/Kw+h8HtHH1ouyirlcBb9t55gDxWBNKtqWjgTPtf9c3gRNE5PUmedrL56k1dW13nynQYBNi3399AVhljHl4J9k2Ayfa+TsDg4DctqlhmIh0avxLVUQSgJOB1U2yTQGusLfPA740do9hW2lNPUXkMOAZrA/FPulbsOuxy7oaYyqMMdnGmD7GmD5Y98LPNMa06frhrfy3/xCrVYOIZGPdVmuv/08jP1NDsIJNcRtWE2PMXcaYHva/60VYn5XLmmTb558naF1d28tnqinXvq5AO3I0cDmwzL7HDNbos14AxpinsTqHXxaRZVgjbX5vjNkXU3p3BV4RESfWHwxvG2Omisi9wAJjzBSswPmaiKzHGshwUTut50NYgy3esftbNxtjzmyndW0PWlPP6cApIrISCAB3GGP2xV/hranrbVi3+W7BGixw5b74Em9JO/w87VQ7/UxF0elqlFJKxZzeRlNKKRVzGmyUUkrFnAYbpZRSMafBRimlVMxpsFFKKRVzGmyUaoGIzNzbD2yKSLqI/Dbi9fiWZu3dybGPisixe3CubiLy7o+p594kIn1E5JK9WN6bIrJPH1BVP44GG6XaTjrW7MF7RESysGZL/qa1xxhjCo0x5+3BOZx7Wq9W6gPsUbCxn9Dfmf9izQum9jMabNR+Q0TuEJEb7e1HRORLe/sEEZlkb/9XRBZIxPopIjJBRN6JKCfUohCRU0RkjogsEpF37Lnxmp63xTwislFE7rHTl4nIYDu9k4h8btfheRHZZD/J/0/gIBFZIiKN81Uli8i7IrJaRCbZM1k0dS7waUR9NorIP+xyFojI4SIyXUQ2iMhv7Dx9RGS5ve0UkX+JyHKx1jj5XUQ5D4jIIuB8EbnYvo7lIvJAxPmqReQh+3pmiMgYu+WXKyJnRpzjIRGZb5/j1/bh/wTG2XW9ZWf57H+TWSIyBVgpIkki8rFYa+EsF5EL7fJmASftJiCp9qg16xDoj/60hx+s+cjesbdnAd9jTVv/F+DXdnqm/dsJzASGY82UsRlIsvf9F7gMaw6ubyLSfw/cbW/PxJrEcFd5NgK/s7d/Czxvbz8B3GVvT8B6Mj4b66/85RHXMx5r9uAeWH/4zQGOaeG6XwHOiHi9kfAaMI8AS7HmbusEbLfTQ+fCWtPkXcDV5D3aCNxpb3ez36NO9vv1JXC2vc8AE+3tD4DP7Pd9BLDETr8W+LO9HQcsAPra1zg1ou67ylcD9LX3nQs8F3FcWsT258DIff3/UX/27EdbNmp/shAYKdZM2w1YX86jgHFYwQfgAvsv9cXAMKwF8PxYLYMz7L+ITwMmYwWvocBssaYougJouqrh7vI0Tti6EOsLHuAYrEkSMcZ8CpTt4pq+N8bkG2upiiURZUTqSvP5whqnz1kGzDPGVBljioEGaT7D80nAM/b7gDFmR8S+t+zfo4GZxphiO98koLGPyEu4ZbUM+NoY47O3G+t7CvAL+z2ahzX9fkt9K7vK972xJg5tPM/JdstrnDGmIqKMIqzgqPYj2hRV+w1jjE9E8oArge+w/qI/HugPrBKRvsDtwGhjTJmIvIw1sSNYX/43YM1rtcAYU2XfsvrcGHPxLk67uzyNM+oG+HGfp8gZeXdWRh3h62h6XLBJGcE9rEdNK/L4jN2kiDyfMSYYcTtLsFp50yMPFJHxTcraVb5QXYwxa8VaP+hU4D4R+cIYc6+9Ox7rPVH7EW3ZqP3NLKyA8o29/Rtgsf1lmIr1hVUh1qzcEyOO+xo4HGsVyzfttLnA0SLSH8DuJxjY5HytydPUbOACO/8pQIadXoV1u2tPrcIKqD/W58CvGwODiGS2kOd74DgRyRZrsMDFWO9Za00HrhNrmQ5EZKCIJNH8mneWL4qIdANqjTGvY00seXjE7oHA8j2om2oHNNio/c0srNtKc4wx27GWZ54FYIz5Aev22Wqs9dlnNx5kjAkAU7EC0FQ7rRirlfQ/EVmKdVsuan2i1uRpwT1Ysy4vB84HtgFVxpp5ebbd4b0nC1p9jL1kwI/0PFZ/zFIR+YEWRocZY7YCf8Bac+YHYKExZvIenmMlsMi+7mewWlhLgYDd0X/LLvI1dQjwvX277S/AfRBa2qPOGLNtD+qm2gGd9VmpvUxE4oCAMcYvIkcC/zXWapU/pcxvgdONtQhZh2UHrEpjzAv7ui5qz2ifjVJ7Xy/gbbGWN/Zi3br7qW6zyy3fC2Xtz8qB1/Z1JdSe05aNUkqpmNM+G6WUUjGnwUYppVTMabBRSikVcxpslFJKxZwGG6WUUjH3/wrCwKPencuFAAAAAElFTkSuQmCC\n",
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\n",
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\n",
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\n",
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\n",
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- ""
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- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
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- {
- "data": {
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\n",
- "text/plain": [
- ""
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- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- },
- {
- "data": {
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
- "source": [
- "hduls = [fits.open(data_file) for data_file in data_files]\n",
- "\n",
- "for i in range(20): # for each dimension of the instrument\n",
- " fig, ax = plt.subplots()\n",
- " ax.set_title(f'detector {i}')\n",
- " for hdul in hduls: # for each observation\n",
- " ax.plot(hdul[2].data[0, i, :], hdul[0].data[0, i, :])\n",
- " ax.set_xlabel('wavelength (micrometers)')\n",
- " ax.set_ylabel('radiance')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "electoral-excerpt",
- "metadata": {},
- "outputs": [],
- "source": []
- }
- ],
- "metadata": {
- "kernelspec": {
- "display_name": "Python 3",
- "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": "3.7.7"
- }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/notebooks/wwt.ipynb b/notebooks/wwt.ipynb
deleted file mode 100644
index dddafaa..0000000
--- a/notebooks/wwt.ipynb
+++ /dev/null
@@ -1,548 +0,0 @@
-{
- "cells": [
- {
- "cell_type": "code",
- "execution_count": 72,
- "id": "infrared-worcester",
- "metadata": {},
- "outputs": [],
- "source": [
- "from pywwt.jupyter import WWTJupyterWidget"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 87,
- "id": "becoming-scout",
- "metadata": {},
- "outputs": [],
- "source": [
- "wwt = WWTJupyterWidget()\n",
- "wwt.set_view('sky')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 74,
- "id": "frequent-compromise",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "application/vnd.jupyter.widget-view+json": {
- "model_id": "18605821fa674ac396b684e5a1c8eb20",
- "version_major": 2,
- "version_minor": 0
- },
- "text/plain": [
- "WWTJupyterWidget(layout=Layout(align_self='stretch', height='400px'))"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- }
- ],
- "source": [
- "wwt"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 75,
- "id": "beginning-madonna",
- "metadata": {},
- "outputs": [],
- "source": [
- "from astropy.table import Table\n",
- "\n",
- "OEC = 'https://worldwidetelescope.github.io/pywwt/data/open_exoplanet_catalogue.csv'\n",
- "\n",
- "table = Table.read(OEC, delimiter=',', format='ascii.basic')\n"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 76,
- "id": "rational-maria",
- "metadata": {},
- "outputs": [],
- "source": [
- "layer = wwt.layers.add_table_layer(table=table, frame='Sky',lon_att='ra', lat_att='dec')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 84,
- "id": "accessory-signature",
- "metadata": {},
- "outputs": [],
- "source": [
- "layer.color = 'red'\n",
- "layer.marker_scale = 'screen'\n",
- "#layer.marker_scale = 'world'\n",
- "layer.size_scale = 100."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 78,
- "id": "harmful-tribune",
- "metadata": {},
- "outputs": [],
- "source": [
- "wwt.center_on_coordinates(SkyCoord(285.0130833333333, 40.22075\n",
- " , unit=u.deg))"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 67,
- "id": "quick-transfer",
- "metadata": {},
- "outputs": [],
- "source": [
- "wwt.set_view('solar system')\n",
- "wwt.solar_system.track_object('Earth')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 68,
- "id": "verified-prime",
- "metadata": {},
- "outputs": [],
- "source": [
- "from astropy.table import Table\n",
- "EARTHQUAKES = 'https://worldwidetelescope.github.io/pywwt/data/earthquakes_2010.csv'\n",
- "table = Table.read(EARTHQUAKES, delimiter=',', format='ascii.basic')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 70,
- "id": "atomic-projection",
- "metadata": {},
- "outputs": [],
- "source": [
- "layer = wwt.layers.add_table_layer(table=table, frame='Earth',\n",
- " lon_att='longitude', lat_att='latitude')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 71,
- "id": "brave-elite",
- "metadata": {},
- "outputs": [],
- "source": [
- "wwt.solar_system.track_object('Earth')\n"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 79,
- "id": "dramatic-faculty",
- "metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "Help on TableLayer in module pywwt.layers object:\n",
- "\n",
- "class TableLayer(traitlets.traitlets.HasTraits)\n",
- " | TableLayer(*args, **kwargs)\n",
- " | \n",
- " | A layer where the data is stored in an :class:`~astropy.table.Table`\n",
- " | \n",
- " | Method resolution order:\n",
- " | TableLayer\n",
- " | traitlets.traitlets.HasTraits\n",
- " | traitlets.traitlets.HasDescriptors\n",
- " | builtins.object\n",
- " | \n",
- " | Methods defined here:\n",
- " | \n",
- " | __init__(self, parent=None, table=None, frame=None, **kwargs)\n",
- " | Initialize self. See help(type(self)) for accurate signature.\n",
- " | \n",
- " | __repr__(self)\n",
- " | Return repr(self).\n",
- " | \n",
- " | __str__(self)\n",
- " | Return str(self).\n",
- " | \n",
- " | remove(self)\n",
- " | Remove the layer.\n",
- " | \n",
- " | update_data(self, table=None)\n",
- " | Update the underlying data.\n",
- " | \n",
- " | ----------------------------------------------------------------------\n",
- " | Data descriptors defined here:\n",
- " | \n",
- " | alt_att\n",
- " | The column to use for the altitude (`str`)\n",
- " | \n",
- " | alt_type\n",
- " | The type of altitude (`str`)\n",
- " | \n",
- " | alt_unit\n",
- " | The units to use for the altitude (:class:`~astropy.units.Unit`)\n",
- " | \n",
- " | cmap\n",
- " | The Matplotlib colormap (:class:`matplotlib.colors.ListedColormap`)\n",
- " | \n",
- " | cmap_att\n",
- " | The column to use for the colormap (`str`)\n",
- " | \n",
- " | cmap_vmax\n",
- " | The maximum level of the colormap. Found automagically once cmap_att is set (`float`)\n",
- " | \n",
- " | cmap_vmin\n",
- " | The minimum level of the colormap. Found automagically once cmap_att is set (`float`)\n",
- " | \n",
- " | color\n",
- " | The color of the markers (`str` or `tuple`)\n",
- " | \n",
- " | coord_type\n",
- " | Whether to give the coordinates in spherical or rectangular coordinates\n",
- " | \n",
- " | far_side_visible\n",
- " | Whether markers on the far side of a 3D object are visible (`bool`)\n",
- " | \n",
- " | lat_att\n",
- " | The column to use for the latitude (`str`)\n",
- " | \n",
- " | lon_att\n",
- " | The column to use for the longitude (`str`)\n",
- " | \n",
- " | lon_unit\n",
- " | The units to use for longitude (:class:`~astropy.units.Unit`)\n",
- " | \n",
- " | marker_scale\n",
- " | Whether the scale is defined in world or pixel coordinates (`str`)\n",
- " | \n",
- " | marker_type\n",
- " | The type of marker (`str`)\n",
- " | \n",
- " | opacity\n",
- " | The opacity of the markers (`str`)\n",
- " | \n",
- " | size_att\n",
- " | The column to use for the marker size (`str`)\n",
- " | \n",
- " | size_scale\n",
- " | The factor by which to scale the size of the points (`float`)\n",
- " | \n",
- " | size_vmax\n",
- " | The maximum point size. Found automagically once size_att is set (`float`)\n",
- " | \n",
- " | size_vmin\n",
- " | The minimum point size. Found automagically once size_att is set (`float`)\n",
- " | \n",
- " | time_att\n",
- " | The column to use for time (`str`)\n",
- " | \n",
- " | time_decay\n",
- " | How long a time series point takes to fade away after appearing (0 if never) (:class:`~astropy.units.Quantity`)\n",
- " | \n",
- " | time_series\n",
- " | Whether the layer contains time series elements (`bool`)\n",
- " | \n",
- " | x_att\n",
- " | The column to use for the x coordinate\n",
- " | \n",
- " | xyz_unit\n",
- " | The units to use for the x/y/z positions\n",
- " | \n",
- " | y_att\n",
- " | The column to use for the y coordinate\n",
- " | \n",
- " | z_att\n",
- " | The column to use for the z coordinate\n",
- " | \n",
- " | ----------------------------------------------------------------------\n",
- " | Methods inherited from traitlets.traitlets.HasTraits:\n",
- " | \n",
- " | __getstate__(self)\n",
- " | \n",
- " | __setstate__(self, state)\n",
- " | \n",
- " | add_traits(self, **traits)\n",
- " | Dynamically add trait attributes to the HasTraits instance.\n",
- " | \n",
- " | has_trait(self, name)\n",
- " | Returns True if the object has a trait with the specified name.\n",
- " | \n",
- " | hold_trait_notifications(self)\n",
- " | Context manager for bundling trait change notifications and cross\n",
- " | validation.\n",
- " | \n",
- " | Use this when doing multiple trait assignments (init, config), to avoid\n",
- " | race conditions in trait notifiers requesting other trait values.\n",
- " | All trait notifications will fire after all values have been assigned.\n",
- " | \n",
- " | notify_change(self, change)\n",
- " | Notify observers of a change event\n",
- " | \n",
- " | observe(self, handler, names=traitlets.All, type='change')\n",
- " | Setup a handler to be called when a trait changes.\n",
- " | \n",
- " | This is used to setup dynamic notifications of trait changes.\n",
- " | \n",
- " | Parameters\n",
- " | ----------\n",
- " | handler : callable\n",
- " | A callable that is called when a trait changes. Its\n",
- " | signature should be ``handler(change)``, where ``change`` is a\n",
- " | dictionary. The change dictionary at least holds a 'type' key.\n",
- " | * ``type``: the type of notification.\n",
- " | Other keys may be passed depending on the value of 'type'. In the\n",
- " | case where type is 'change', we also have the following keys:\n",
- " | * ``owner`` : the HasTraits instance\n",
- " | * ``old`` : the old value of the modified trait attribute\n",
- " | * ``new`` : the new value of the modified trait attribute\n",
- " | * ``name`` : the name of the modified trait attribute.\n",
- " | names : list, str, All\n",
- " | If names is All, the handler will apply to all traits. If a list\n",
- " | of str, handler will apply to all names in the list. If a\n",
- " | str, the handler will apply just to that name.\n",
- " | type : str, All (default: 'change')\n",
- " | The type of notification to filter by. If equal to All, then all\n",
- " | notifications are passed to the observe handler.\n",
- " | \n",
- " | on_trait_change(self, handler=None, name=None, remove=False)\n",
- " | DEPRECATED: Setup a handler to be called when a trait changes.\n",
- " | \n",
- " | This is used to setup dynamic notifications of trait changes.\n",
- " | \n",
- " | Static handlers can be created by creating methods on a HasTraits\n",
- " | subclass with the naming convention '_[traitname]_changed'. Thus,\n",
- " | to create static handler for the trait 'a', create the method\n",
- " | _a_changed(self, name, old, new) (fewer arguments can be used, see\n",
- " | below).\n",
- " | \n",
- " | If `remove` is True and `handler` is not specified, all change\n",
- " | handlers for the specified name are uninstalled.\n",
- " | \n",
- " | Parameters\n",
- " | ----------\n",
- " | handler : callable, None\n",
- " | A callable that is called when a trait changes. Its\n",
- " | signature can be handler(), handler(name), handler(name, new),\n",
- " | handler(name, old, new), or handler(name, old, new, self).\n",
- " | name : list, str, None\n",
- " | If None, the handler will apply to all traits. If a list\n",
- " | of str, handler will apply to all names in the list. If a\n",
- " | str, the handler will apply just to that name.\n",
- " | remove : bool\n",
- " | If False (the default), then install the handler. If True\n",
- " | then unintall it.\n",
- " | \n",
- " | set_trait(self, name, value)\n",
- " | Forcibly sets trait attribute, including read-only attributes.\n",
- " | \n",
- " | setup_instance(*args, **kwargs)\n",
- " | This is called **before** self.__init__ is called.\n",
- " | \n",
- " | trait_defaults(self, *names, **metadata)\n",
- " | Return a trait's default value or a dictionary of them\n",
- " | \n",
- " | Notes\n",
- " | -----\n",
- " | Dynamically generated default values may\n",
- " | depend on the current state of the object.\n",
- " | \n",
- " | trait_has_value(self, name)\n",
- " | Returns True if the specified trait has a value.\n",
- " | \n",
- " | This will return false even if ``getattr`` would return a\n",
- " | dynamically generated default value. These default values\n",
- " | will be recognized as existing only after they have been\n",
- " | generated.\n",
- " | \n",
- " | Example\n",
- " | \n",
- " | .. code-block:: python\n",
- " | \n",
- " | class MyClass(HasTraits):\n",
- " | i = Int()\n",
- " | \n",
- " | mc = MyClass()\n",
- " | assert not mc.trait_has_value(\"i\")\n",
- " | mc.i # generates a default value\n",
- " | assert mc.trait_has_value(\"i\")\n",
- " | \n",
- " | trait_metadata(self, traitname, key, default=None)\n",
- " | Get metadata values for trait by key.\n",
- " | \n",
- " | trait_names(self, **metadata)\n",
- " | Get a list of all the names of this class' traits.\n",
- " | \n",
- " | trait_values(self, **metadata)\n",
- " | A ``dict`` of trait names and their values.\n",
- " | \n",
- " | The metadata kwargs allow functions to be passed in which\n",
- " | filter traits based on metadata values. The functions should\n",
- " | take a single value as an argument and return a boolean. If\n",
- " | any function returns False, then the trait is not included in\n",
- " | the output. If a metadata key doesn't exist, None will be passed\n",
- " | to the function.\n",
- " | \n",
- " | Returns\n",
- " | -------\n",
- " | A ``dict`` of trait names and their values.\n",
- " | \n",
- " | Notes\n",
- " | -----\n",
- " | Trait values are retrieved via ``getattr``, any exceptions raised\n",
- " | by traits or the operations they may trigger will result in the\n",
- " | absence of a trait value in the result ``dict``.\n",
- " | \n",
- " | traits(self, **metadata)\n",
- " | Get a ``dict`` of all the traits of this class. The dictionary\n",
- " | is keyed on the name and the values are the TraitType objects.\n",
- " | \n",
- " | The TraitTypes returned don't know anything about the values\n",
- " | that the various HasTrait's instances are holding.\n",
- " | \n",
- " | The metadata kwargs allow functions to be passed in which\n",
- " | filter traits based on metadata values. The functions should\n",
- " | take a single value as an argument and return a boolean. If\n",
- " | any function returns False, then the trait is not included in\n",
- " | the output. If a metadata key doesn't exist, None will be passed\n",
- " | to the function.\n",
- " | \n",
- " | unobserve(self, handler, names=traitlets.All, type='change')\n",
- " | Remove a trait change handler.\n",
- " | \n",
- " | This is used to unregister handlers to trait change notifications.\n",
- " | \n",
- " | Parameters\n",
- " | ----------\n",
- " | handler : callable\n",
- " | The callable called when a trait attribute changes.\n",
- " | names : list, str, All (default: All)\n",
- " | The names of the traits for which the specified handler should be\n",
- " | uninstalled. If names is All, the specified handler is uninstalled\n",
- " | from the list of notifiers corresponding to all changes.\n",
- " | type : str or All (default: 'change')\n",
- " | The type of notification to filter by. If All, the specified handler\n",
- " | is uninstalled from the list of notifiers corresponding to all types.\n",
- " | \n",
- " | unobserve_all(self, name=traitlets.All)\n",
- " | Remove trait change handlers of any type for the specified name.\n",
- " | If name is not specified, removes all trait notifiers.\n",
- " | \n",
- " | ----------------------------------------------------------------------\n",
- " | Class methods inherited from traitlets.traitlets.HasTraits:\n",
- " | \n",
- " | class_own_trait_events(name) from traitlets.traitlets.MetaHasTraits\n",
- " | Get a dict of all event handlers defined on this class, not a parent.\n",
- " | \n",
- " | Works like ``event_handlers``, except for excluding traits from parents.\n",
- " | \n",
- " | class_own_traits(**metadata) from traitlets.traitlets.MetaHasTraits\n",
- " | Get a dict of all the traitlets defined on this class, not a parent.\n",
- " | \n",
- " | Works like `class_traits`, except for excluding traits from parents.\n",
- " | \n",
- " | class_trait_names(**metadata) from traitlets.traitlets.MetaHasTraits\n",
- " | Get a list of all the names of this class' traits.\n",
- " | \n",
- " | This method is just like the :meth:`trait_names` method,\n",
- " | but is unbound.\n",
- " | \n",
- " | class_traits(**metadata) from traitlets.traitlets.MetaHasTraits\n",
- " | Get a ``dict`` of all the traits of this class. The dictionary\n",
- " | is keyed on the name and the values are the TraitType objects.\n",
- " | \n",
- " | This method is just like the :meth:`traits` method, but is unbound.\n",
- " | \n",
- " | The TraitTypes returned don't know anything about the values\n",
- " | that the various HasTrait's instances are holding.\n",
- " | \n",
- " | The metadata kwargs allow functions to be passed in which\n",
- " | filter traits based on metadata values. The functions should\n",
- " | take a single value as an argument and return a boolean. If\n",
- " | any function returns False, then the trait is not included in\n",
- " | the output. If a metadata key doesn't exist, None will be passed\n",
- " | to the function.\n",
- " | \n",
- " | trait_events(name=None) from traitlets.traitlets.MetaHasTraits\n",
- " | Get a ``dict`` of all the event handlers of this class.\n",
- " | \n",
- " | Parameters\n",
- " | ----------\n",
- " | name : str (default: None)\n",
- " | The name of a trait of this class. If name is ``None`` then all\n",
- " | the event handlers of this class will be returned instead.\n",
- " | \n",
- " | Returns\n",
- " | -------\n",
- " | The event handlers associated with a trait name, or all event handlers.\n",
- " | \n",
- " | ----------------------------------------------------------------------\n",
- " | Data descriptors inherited from traitlets.traitlets.HasTraits:\n",
- " | \n",
- " | cross_validation_lock\n",
- " | A contextmanager for running a block with our cross validation lock set\n",
- " | to True.\n",
- " | \n",
- " | At the end of the block, the lock's value is restored to its value\n",
- " | prior to entering the block.\n",
- " | \n",
- " | ----------------------------------------------------------------------\n",
- " | Static methods inherited from traitlets.traitlets.HasDescriptors:\n",
- " | \n",
- " | __new__(*args, **kwargs)\n",
- " | Create and return a new object. See help(type) for accurate signature.\n",
- " | \n",
- " | ----------------------------------------------------------------------\n",
- " | Data descriptors inherited from traitlets.traitlets.HasDescriptors:\n",
- " | \n",
- " | __dict__\n",
- " | dictionary for instance variables (if defined)\n",
- " | \n",
- " | __weakref__\n",
- " | list of weak references to the object (if defined)\n",
- "\n"
- ]
- }
- ],
- "source": [
- "help(layer)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "expanded-dating",
- "metadata": {},
- "outputs": [],
- "source": []
- }
- ],
- "metadata": {
- "kernelspec": {
- "display_name": "Python 3",
- "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": "3.7.7"
- }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/requirements.txt b/requirements.txt
index 025fb46..65c5380 100644
--- a/requirements.txt
+++ b/requirements.txt
@@ -2,5 +2,5 @@ astropy==4.2
ipywidgets==7.6.3
jupyterlab==3.0.17
matplotlib==3.3.4
-pds.api-client==0.5.0
+pds.api-client==1.3.0
tqdm==4.59.0