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b/_preview/63/_images/ffb17fc8cd94679b3292166506f390e1bc71f40d4980e2cf9a330efdc126048b.png new file mode 100644 index 0000000..90458b4 Binary files /dev/null and b/_preview/63/_images/ffb17fc8cd94679b3292166506f390e1bc71f40d4980e2cf9a330efdc126048b.png differ diff --git a/_preview/63/_sources/intro.md b/_preview/63/_sources/intro.md new file mode 100644 index 0000000..1b6b648 --- /dev/null +++ b/_preview/63/_sources/intro.md @@ -0,0 +1,11 @@ +# Introduction + +: 🚧 Under Development 🚧 + +The data-gallery project is an [M2LInES](https://m2lines.github.io/) initiative to ingest relevant use cases from our project and to build a website demonstrating how to work with specific datasets and how to apply common computational methods to them. + +So far, we are focusing on the tools for analysis of M2LInES GFDL OM4 simulations, in which we have demonstrated the impact of AI in improving the simulations. + +Some of work is described in this [Medium article](https://medium.com/@lz1955/a-new-generation-of-climate-models-aefd851d47bd). + +Check back soon for more! diff --git a/_preview/63/_sources/notebooks/MOM6_basic_plotting.ipynb b/_preview/63/_sources/notebooks/MOM6_basic_plotting.ipynb new file mode 100644 index 0000000..1a6883d --- /dev/null +++ b/_preview/63/_sources/notebooks/MOM6_basic_plotting.ipynb @@ -0,0 +1,743 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Basic Plotting with MOM6\n", + "\n", + "This notebook will take you through basic plotting of MOM6 data. We use Xarray's plotting functionality but it is just a thin wrapper around the popular matplotlib library. \n", + "\n", + "Before we get started, you may choose to run this notebook on LEAP-Pangeo hub or Binder!\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "This notebook is inspired by the [MOM6-AnalysisCodebook docs](https://mom6-analysiscookbook.readthedocs.io/en/latest/notebooks/Plotting.html)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import xarray as xr\n", + "import cartopy.crs as ccrs\n", + "import cmocean\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:  (lat: 180, lon: 360, time: 1, z_l: 75)\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float64 -89.5 -88.5 -87.5 -86.5 -85.5 ... 86.5 87.5 88.5 89.5\n",
+       "  * lon      (lon) float64 0.5 1.5 2.5 3.5 4.5 ... 355.5 356.5 357.5 358.5 359.5\n",
+       "  * time     (time) object 1988-01-01 09:00:00\n",
+       "  * z_l      (z_l) float64 1.0 3.0 5.0 7.0 ... 4.668e+03 5.339e+03 6.098e+03\n",
+       "Data variables:\n",
+       "    thetao   (time, z_l, lat, lon) float32 ...\n",
+       "Attributes:\n",
+       "    title:                 OM4p25_JRA55do1.4_r6_cycle1_MLE1_zgrid\n",
+       "    associated_files:      areacello: 19580101.ocean_static.nc\n",
+       "    grid_type:             regular\n",
+       "    grid_tile:             N/A\n",
+       "    code_release_version:  19.1\n",
+       "    git_hash:              c97c1f6afab0df3545ee82c337d51accc4205bc3\n",
+       "    creationtime:          Wed Dec 28 08:43:57 2022\n",
+       "    hostname:              pp206\n",
+       "    history:               Wed Oct 11 11:21:04 2023: ncks -v thetao ePBL_data...\n",
+       "    comment:               FMS time averaging, version 3.0, precision=double\n",
+       "    NCO:                   netCDF Operators version 5.1.4 (Homepage = http://...
" + ], + "text/plain": [ + "\n", + "Dimensions: (lat: 180, lon: 360, time: 1, z_l: 75)\n", + "Coordinates:\n", + " * lat (lat) float64 -89.5 -88.5 -87.5 -86.5 -85.5 ... 86.5 87.5 88.5 89.5\n", + " * lon (lon) float64 0.5 1.5 2.5 3.5 4.5 ... 355.5 356.5 357.5 358.5 359.5\n", + " * time (time) object 1988-01-01 09:00:00\n", + " * z_l (z_l) float64 1.0 3.0 5.0 7.0 ... 4.668e+03 5.339e+03 6.098e+03\n", + "Data variables:\n", + " thetao (time, z_l, lat, lon) float32 ...\n", + "Attributes:\n", + " title: OM4p25_JRA55do1.4_r6_cycle1_MLE1_zgrid\n", + " associated_files: areacello: 19580101.ocean_static.nc\n", + " grid_type: regular\n", + " grid_tile: N/A\n", + " code_release_version: 19.1\n", + " git_hash: c97c1f6afab0df3545ee82c337d51accc4205bc3\n", + " creationtime: Wed Dec 28 08:43:57 2022\n", + " hostname: pp206\n", + " history: Wed Oct 11 11:21:04 2023: ncks -v thetao ePBL_data...\n", + " comment: FMS time averaging, version 3.0, precision=double\n", + " NCO: netCDF Operators version 5.1.4 (Homepage = http://..." + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ds = xr.open_dataset(\"./data/thetao_ePBL_data_timemean_1978-2002.nc\")\n", + "ds" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let us first plot thetao from the file" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds[\"thetao\"].isel(time=0, z_l=0).plot(cmap=cmocean.cm.thermal, figsize=[10, 6])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, let us use a map projection using cartopy. We will also add our own colorbar to the plot." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=[14, 6])\n", + "subplot_kws = dict(projection=ccrs.PlateCarree(), facecolor=\"white\")\n", + "p = (\n", + " ds[\"thetao\"]\n", + " .isel(time=0, z_l=0)\n", + " .plot(\n", + " vmin=-2,\n", + " vmax=32,\n", + " cmap=cmocean.cm.thermal,\n", + " subplot_kws=subplot_kws,\n", + " transform=ccrs.PlateCarree(),\n", + " add_labels=False,\n", + " add_colorbar=False,\n", + " )\n", + ")\n", + "\n", + "# add separate colorbar\n", + "cb = plt.colorbar(p, ticks=[0, 5, 10, 15, 20, 25, 30], shrink=0.95)\n", + "cb.ax.tick_params(labelsize=18)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You can pick any projection from the cartopy list but, whichever projection you use, you still have to set transform to ccrs.PlateCarree(). Let us use a different projection and add coastlines and gridlines to the plot." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=[14, 6])\n", + "subplot_kws = dict(projection=ccrs.Robinson(), facecolor=\"white\")\n", + "p = (\n", + " ds[\"thetao\"]\n", + " .isel(time=0, z_l=0)\n", + " .plot(\n", + " vmin=-2,\n", + " vmax=32,\n", + " cmap=cmocean.cm.thermal,\n", + " subplot_kws=subplot_kws,\n", + " transform=ccrs.PlateCarree(),\n", + " add_labels=False,\n", + " add_colorbar=False,\n", + " )\n", + ")\n", + "\n", + "p.axes.coastlines()\n", + "p.axes.gridlines(color=\"black\", alpha=0.5, linestyle=\"--\")\n", + "\n", + "# add separate colorbar\n", + "cb = plt.colorbar(p, ticks=[0, 5, 10, 15, 20, 25, 30], shrink=0.95)\n", + "cb.ax.tick_params(labelsize=18)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Another projection!" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "subplot_kws = dict(\n", + " projection=ccrs.SouthPolarStereo(central_longitude=-120.0), facecolor=\"white\"\n", + ")\n", + "\n", + "plt.figure(figsize=[12, 8])\n", + "p = (\n", + " ds[\"thetao\"]\n", + " .isel(time=0, z_l=0)\n", + " .plot(\n", + " vmin=-2,\n", + " vmax=24,\n", + " cmap=cmocean.cm.thermal,\n", + " subplot_kws=subplot_kws,\n", + " transform=ccrs.PlateCarree(),\n", + " add_labels=False,\n", + " add_colorbar=False,\n", + " )\n", + ")\n", + "\n", + "p.axes.gridlines(color=\"black\", alpha=0.5, linestyle=\"--\")\n", + "p.axes.set_extent([-300, 60, -40, -90], ccrs.PlateCarree())\n", + "\n", + "# add separate colorbar\n", + "cb = plt.colorbar(\n", + " p, ticks=[-2, 0, 2, 4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24], shrink=0.99\n", + ")\n", + "cb.ax.tick_params(labelsize=18)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "DGM2lines", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/_preview/63/_sources/notebooks/OM4_SE_animation.ipynb b/_preview/63/_sources/notebooks/OM4_SE_animation.ipynb new file mode 100644 index 0000000..d3aa6df --- /dev/null +++ b/_preview/63/_sources/notebooks/OM4_SE_animation.ipynb @@ -0,0 +1,3876 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# OM4 Animation\n", + "\n", + "To run this notebook, you will have to use LEAP-Pangeo hub!\n", + "\n", + "\n", + "\n", + "In this notebook, we will visualize the OM4 data using the `xarray` and `matplotlib` libraries and create an animation of the Surface Kinetic Energy over time. We will explore visualizations in both global and regional scales. \n", + "\n", + "Credits: [https://github.com/Pperezhogin/MOM6/blob/Zanna-Bolton-2020/experiments/ZB20-Results/14-Global-animation.ipynb](https://github.com/Pperezhogin/MOM6/blob/Zanna-Bolton-2020/experiments/ZB20-Results/14-Global-animation.ipynb)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import xarray as xr\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from helpers.plot_helpers import *\n", + "from helpers.computational_tools import (\n", + " remesh,\n", + " gaussian_remesh,\n", + " select_LatLon,\n", + " Lk_error,\n", + " x_coord,\n", + " y_coord,\n", + ")\n", + "import os\n", + "\n", + "%load_ext autoreload\n", + "%autoreload 2\n", + "import warnings\n", + "\n", + "warnings.filterwarnings(\"ignore\")\n", + "import hvplot.xarray\n", + "import holoviews as hv\n", + "import matplotlib as mpl\n", + "import cartopy.crs as ccrs\n", + "\n", + "hvplot.output(widget_location=\"bottom\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Dimensions:       (yq: 1081, xq: 1441, yh: 1080, xh: 1440, experiment: 2,\n",
+       "                   time: 1827, nv: 2)\n",
+       "Coordinates: (12/34)\n",
+       "    Coriolis      (yq, xq) float32 dask.array<chunksize=(271, 361), meta=np.ndarray>\n",
+       "    areacello     (yh, xh) float32 dask.array<chunksize=(270, 360), meta=np.ndarray>\n",
+       "    areacello_bu  (yq, xq) float32 dask.array<chunksize=(271, 361), meta=np.ndarray>\n",
+       "    areacello_cu  (yh, xq) float32 dask.array<chunksize=(270, 361), meta=np.ndarray>\n",
+       "    areacello_cv  (yq, xh) float32 dask.array<chunksize=(271, 360), meta=np.ndarray>\n",
+       "    basin         (yh, xh) int32 dask.array<chunksize=(270, 360), meta=np.ndarray>\n",
+       "    ...            ...\n",
+       "    wet_u         (yh, xq) float32 dask.array<chunksize=(270, 361), meta=np.ndarray>\n",
+       "    wet_v         (yq, xh) float32 dask.array<chunksize=(271, 360), meta=np.ndarray>\n",
+       "  * xh            (xh) float64 -299.7 -299.5 -299.2 -299.0 ... 59.53 59.78 60.03\n",
+       "  * xq            (xq) float64 -299.8 -299.6 -299.3 -299.1 ... 59.66 59.91 60.16\n",
+       "  * yh            (yh) float64 -80.39 -80.31 -80.23 -80.15 ... 89.73 89.84 89.95\n",
+       "  * yq            (yq) float64 -80.43 -80.35 -80.27 -80.19 ... 89.78 89.89 90.0\n",
+       "Data variables:\n",
+       "    average_DT    (experiment, time) timedelta64[ns] dask.array<chunksize=(2, 1827), meta=np.ndarray>\n",
+       "    average_T1    (experiment, time) datetime64[ns] dask.array<chunksize=(2, 1827), meta=np.ndarray>\n",
+       "    average_T2    (experiment, time) datetime64[ns] dask.array<chunksize=(2, 1827), meta=np.ndarray>\n",
+       "    ssu           (experiment, time, yh, xq) float32 dask.array<chunksize=(1, 20, 1080, 1441), meta=np.ndarray>\n",
+       "    ssv           (experiment, time, yq, xh) float32 dask.array<chunksize=(1, 20, 1081, 1440), meta=np.ndarray>\n",
+       "    time_bnds     (experiment, time, nv) object dask.array<chunksize=(2, 1827, 2), meta=np.ndarray>\n",
+       "    tos           (experiment, time, yh, xh) float32 dask.array<chunksize=(1, 20, 1080, 1440), meta=np.ndarray>\n",
+       "    zos           (experiment, time, yh, xh) float32 dask.array<chunksize=(1, 20, 1080, 1440), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    associated_files:  areacello: 20080101.ocean_static.nc\n",
+       "    grid_tile:         N/A\n",
+       "    grid_type:         regular\n",
+       "    title:             OM4p25_bugfixes_JRA55do1.5_cycle1
" + ], + "text/plain": [ + "\n", + "Dimensions: (yq: 1081, xq: 1441, yh: 1080, xh: 1440, experiment: 2,\n", + " time: 1827, nv: 2)\n", + "Coordinates: (12/34)\n", + " Coriolis (yq, xq) float32 dask.array\n", + " areacello (yh, xh) float32 dask.array\n", + " areacello_bu (yq, xq) float32 dask.array\n", + " areacello_cu (yh, xq) float32 dask.array\n", + " areacello_cv (yq, xh) float32 dask.array\n", + " basin (yh, xh) int32 dask.array\n", + " ... ...\n", + " wet_u (yh, xq) float32 dask.array\n", + " wet_v (yq, xh) float32 dask.array\n", + " * xh (xh) float64 -299.7 -299.5 -299.2 -299.0 ... 59.53 59.78 60.03\n", + " * xq (xq) float64 -299.8 -299.6 -299.3 -299.1 ... 59.66 59.91 60.16\n", + " * yh (yh) float64 -80.39 -80.31 -80.23 -80.15 ... 89.73 89.84 89.95\n", + " * yq (yq) float64 -80.43 -80.35 -80.27 -80.19 ... 89.78 89.89 90.0\n", + "Data variables:\n", + " average_DT (experiment, time) timedelta64[ns] dask.array\n", + " average_T1 (experiment, time) datetime64[ns] dask.array\n", + " average_T2 (experiment, time) datetime64[ns] dask.array\n", + " ssu (experiment, time, yh, xq) float32 dask.array\n", + " ssv (experiment, time, yq, xh) float32 dask.array\n", + " time_bnds (experiment, time, nv) object dask.array\n", + " tos (experiment, time, yh, xh) float32 dask.array\n", + " zos (experiment, time, yh, xh) float32 dask.array\n", + "Attributes:\n", + " associated_files: areacello: 20080101.ocean_static.nc\n", + " grid_tile: N/A\n", + " grid_type: regular\n", + " title: OM4p25_bugfixes_JRA55do1.5_cycle1" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "path = \"gs://leap-persistent/jbusecke/OM4_m2lines/daily_combined.zarr\"\n", + "ds = xr.open_dataset(path, engine=\"zarr\", chunks={})\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "ZBu = ds[\"ssu\"].sel(experiment=\"ZB2020\")\n", + "ZBv = ds[\"ssv\"].sel(experiment=\"ZB2020\")\n", + "ZBT = ds[\"tos\"].sel(experiment=\"ZB2020\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "loresu = ds[\"ssu\"].sel(experiment=\"unparameterized\")\n", + "loresv = ds[\"ssv\"].sel(experiment=\"unparameterized\")\n", + "loresT = ds[\"tos\"].sel(experiment=\"unparameterized\")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "def KE(u, v, T):\n", + " return 0.5 * (remesh(u**2, T) + remesh(v**2, T))" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "ZBke = KE(ZBu, ZBv, ZBT)\n", + "loreske = KE(loresu, loresv, ZBT)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Global plotter" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "import cartopy.crs as ccrs\n", + "import matplotlib as mpl\n", + "\n", + "default_rcParams({\"figure.subplot.hspace\": 0.05, \"font.size\": 30})\n", + "\n", + "\n", + "def plot_global(i=0, fig=None, len_idx=None):\n", + " if fig is None:\n", + " fig = plt.figure(figsize=(7, 13))\n", + " elif i != 0:\n", + " print(f\"Processing frame ({i//5}/{len_idx-1})\")\n", + " time_idx = i * 5\n", + " time_str = loreske.time.isel(time=time_idx).item().strftime(\"%Y-%m-%d\")\n", + "\n", + " ax1 = plt.subplot(211, projection=ccrs.Orthographic(central_longitude=i))\n", + " ax1.coastlines(resolution=\"110m\")\n", + " ax1.gridlines()\n", + " im = loreske.isel(time=time_idx).plot(\n", + " ax=ax1,\n", + " transform=ccrs.PlateCarree(),\n", + " norm=mpl.colors.LogNorm(vmin=1e-3, vmax=1e0),\n", + " cmap=\"inferno\",\n", + " add_colorbar=False,\n", + " )\n", + " ax1.set_title(\"$1/4^o$\", fontsize=30)\n", + "\n", + " ax2 = plt.subplot(212, projection=ccrs.Orthographic(central_longitude=i))\n", + " ax2.coastlines(resolution=\"110m\")\n", + " ax2.gridlines()\n", + " im = ZBke.isel(time=time_idx).plot(\n", + " ax=ax2,\n", + " transform=ccrs.PlateCarree(),\n", + " norm=mpl.colors.LogNorm(vmin=1e-3, vmax=1e0),\n", + " cmap=\"inferno\",\n", + " add_colorbar=False,\n", + " )\n", + " ax2.set_title(\"$1/4^o$, ZB2020\", fontsize=30)\n", + " cb = plt.colorbar(im, pad=0.02, ax=[ax1, ax2], extend=\"both\", aspect=50, shrink=0.9)\n", + " cb.set_label(label=\"Surface KE, $\\mathrm{m}^2/\\mathrm{s}^2$\", fontsize=30)\n", + " plt.suptitle(time_str)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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dS5cu5corr2w019Dr9XL77bfzpz/9qdWvIVxH+xo2V7+1p/OcTE6Uz6IQQhyOLKIRYSsrK2PixInk5uY2Kk9JSWHBggVhb93icDialB3tH5pOp/OQ/R+8VY7X62314oVw+wf48MMPuf/++5vE9e677zJlypRm61itVkaNGsWoUaO44YYbuOCCCxqd6PP000/Ts2dPrr/++p/tt3///oeMqzlz5sxpsq3M0X4Pm6t/uGt4vBQVFXH22WeHXW/jxo1Nyo7394IQQrSUJJAiLJWVlUycOLHJZseJiYksWLCArl27ht1mQkJCk7L6+vpWx9hc3eb6+Olj1dXVTdpoyQKglvRvtVoPmYzW19dz0003NSmfOXNmk7O9f87o0aP58ssvGTVqVKN5dH/605+44IILfvY4w02bNrWo/Z9qbg5ddHQ0FoulUd8+nw9N01q1EjsUCjVagQ2Hfg+Pp0Ag0Krr2Jzj/b0ghBAtJbewRYtVV1dz2mmnsWXLlkbl8fHxzJ8/n169erWq3ebOvC4oKGhVW9D0PGhVVUlMTPxF+tc0jeLi4sO2/1Nvvvlmk9vW5557bouTxx8NHTqUadOmNSpzuVxN9og8VpKTkxv9W9f1Jptit1RhYWGTuXqtORv9ZJOUlNRkBX1xcXGTvSFbqrkz1X8L11EIcexJAilapLa2ltNOO40NGzY0Ko+NjeW7776jX79+rW67Y8eOTcr27dvXqrZ0XW+ycrldu3bNzi07Fv0XFRURCoUO2/5Pff31103KmlvZ3hLN1fv2229b1Va4juZ1bG4l+eGu46+B1WptMj0gGAy2OhH/rV5HIcSxJwmkOKy6ujpOP/101q1b16g8Ojqab7/9lkGDBh1R+926dWtSlpOT06q28vLymmyF0r1791+s/927dzcpO1z/mzdvblI2bNiwVvU/cODAJslyc+3/yDCMsL8yMjKabet4X8fjJSMjo1XX8ef8Vq+jEOLkIgmkOCSXy8UZZ5zB6tWrG5VHRUXx7bffMnTo0CPuo7kEdMWKFa1qa/ny5U3KBg4ceEL339zJIK2df6mqapM5bs2dbnIsHO/r+Gsh11EIcTKQBFL8rPr6es4880xWrlzZqDwyMpJvvvmm1aNkB+vevXuThGnnzp2NVhS31LJly5qUHXy+9MFGjBjRZKHHihUr0DTtF+m/uY2ij2Tl7cEnjTS3svdYGD16dJOy5q5HSxxcz2w2M3z48Fa1dbI5WtdR07QmiWdKSkqrFroJIcTBJIEUzXK73Zx99tlNRjCcTidz5sxh5MiRR60vRVE4/fTTm5R/8sknYbUTCoX4/PPPG5VFREQwduzYQ9aLiYlpkgy7XC7mzZsXVv9VVVUsXLiwUVn79u3p0aPHIes1N9p48BZJLVVZWUldXd1h2z8Wevfu3eToxaysLLKzs8Nqp7k6I0aMIDo6+ohjPBmMGzeuySbx33//fZOdAg7n22+/bbIK+4wzzjjiDd6FEAIkgRTN8Hg8TJo0iaVLlzYqdzgcfP31182OkBypSy65pEnZjBkzwmrjyy+/bLLYYPLkyS0agTsa/b/11ltNtp659NJLD1uvS5cuTcrmzJkTVt+HqvdLjjg1dx1ffvnlsNpo7vktuY6/FpGRkUyaNKlRmc/n46233gqrnd/6dRRCHGOGED/h9XqNiRMnGkCjL7vdbixYsOCY9RsMBo2MjIwm/b7//vstqu/3+40+ffo0qb9o0aIW1a+urjaioqIa1VVV1fjhhx9aVL+qqspIS0trVN9kMhk5OTmHrfv00083iTslJcVwuVwt6vtHwWDQ6NGjR5O2nnvuubDaORI7duwwVFVt1L/D4TB2797dovo5OTmGw+FoVD8mJsaoqak5ajG++eabTa7RQw89dNTaPxrmz5/fJMa0tDSjqqqqRfWXLVvW5H3o3LmzEQqFjlqMDz30UJMY33zzzaPWvhDixCYjkOKAQCDA+eefz/z58xuV2+12vvzyS8aPH3/M+jabzdx7771Nym+55ZYWbQVz//33N9mfctSoUYe9ff2j2NhYbr755kZluq5zzTXXHPbWoa7rTJs2rcn+j5deeimdO3c+bN9TpkxpsnK6tLSUyy67rMmWQD/HMAz+8Ic/NLn1a7PZ+N3vfteiNo6Grl27ctFFFzUq83g8XH311U1GZw/m8/m46qqrmszhvPXWW4mJiTnqsZ7IJkyY0GRaRXFxMTfddNNh94SsqqrimmuuafK8++67r1WbugshRLOOdwYrTgzBYNCYPHlykxGFiIgI49tvv/1FYgiFQsbAgQObHXlZvnx5s3Xcbrdx4403NqljNpuNDRs2hNW/y+Uy2rVr16St7t27G9nZ2c3Wqaqqava6RUdHG4WFhS3u+9Zbb23SBmAMGzbM2LRp0yHr7ty50zj99NObrf+nP/0prGtwNOTl5RmRkZFNYhk5cuTPXpOCggJj+PDhTep06NDBcLvdRzW+k2EE0jAMY+3atYbJZGoS65QpU4zq6upm62RlZRndunVrUmfo0KGGpmlHNT4ZgRTit00xjENsSCZ+M9577z2uuOKKJuWxsbFhn219sMGDB/Paa6+16Lk7d+5kyJAhTRaCAIwfP57TTz+d9u3bU1tbS3Z2Nu+++26z29Q88cQT/PnPfw471qVLlzJ+/PgmI3+qqnLuuecyevRo2rZtS0VFBZs2bWLWrFm43e4m7Xz00UdccMEFLe63urqaUaNGkZWV1ezjI0eOZNy4cXTu3JmoqCjq6+vZt28fS5YsYdGiRc2OSvXp04elS5cel9G7999/v9n5dlarlQsvvJAhQ4aQmppKcXExq1ev5uOPP26yf6fFYmHx4sVhr77+4osvePDBB3/28aqqqiYntKSkpJCamvqzdc477zwefvjhsOI4Gh577DHuu+++JuWRkZFcdtll9O3bl4SEBAoKCli6dClfffVVk89CTEwM69ata9Fo+E/NmDHjkPOAS0pKKC0tbVSWnp5OfHz8z9a58cYbufHGG8OKQwhxgjreGaw4MTQ3KnO0vsaOHRtWLEuWLGl2BKulX3/+85+P6Fp8+OGHhtlsblXfiqIYzz77bKv6LSgoMDIzM4/KNe/WrZtRVFR0RNfhSD311FOtjt9isRizZ89uVb/H4rN81VVXHd2LE4bbb7+91XFHRUW1eB7vwZobYTzSrxNxpFcI0ToyB1KccEaPHs3KlSvp3bt3WPWcTiczZszgiSeeOKL+L7zwQr7//nvat28fVr3ExEQ++eQTbrvttlb127ZtWzZs2MCNN97Y6q1WFEVh+vTprF+/nrS0tFa1cbT88Y9/ZPbs2U02Nj+cDh06sHDhQs4///xjFNnJ5ZlnnuGFF17A6XSGVa9Pnz6sWrWKESNGHKPIhBC/ZZJAihNSr1692LBhA6+88sphz9lOSEjg9ttvZ8eOHUybNu2o9D969Giys7N5/PHHyczMPORz27Zty1//+ld27tx5xAtWIiMjeemll9i5cyd33XVXi6cPZGRkcPfdd5OTk8MLL7zwi20efjjnn38+O3fu5K9//WuTM54PlpmZyeOPP052dvZR3Wf012D69Ols376d22677ZC3iAH69evHK6+8wvr16w+7B6kQQrSWzIEUJ4W8vDzWrVvH3r17cbvdWCwWUlJS6N27NwMHDkRVj+3vQrt27WLDhg3k5+fj8XiIiIigTZs29O3blz59+hzTvsvKyli3bh0lJSXU1NTgdrtxOp3ExsaSmprKoEGDSE5OPqYxHA2GYbB161Y2b95MUVERPp8Ph8NBeno6AwYMaHY/TNGUpmls2LCBrVu3UlpaSjAYxOl0kpGRweDBg0lPTz/eIQohfgMkgRRCCCGEEGGRW9hCCCGEECIskkAKIYQQQoiwSAIphBBCCCHCIgmkEEIIIYQIiySQQgghhBAiLJJACiGEEEKIsEgCKYQQQgghwiIJpBBCCCGECIskkEIIIYQQIiySQAohhBBCiLBIAimEEEIIIcIiCaQQQgghhAiLJJBCCCGEECIskkAKIYQQQoiwSAIphBBCCCHCIgmkEEIIIYQIiySQQgghhBAiLJJACiGEEEKIsEgCKYQQQgghwiIJpBBCCCGECIskkEIIIYQQIiySQAohhBBCiLBIAimEEEIIIcIiCaQQQgghhAiLJJBCCCGEECIskkAKIYQQQoiwSAIphBBCCCHCIgmkEEIIIYQIiySQQgghhBAiLJJACiGEEEKIsEgCKYQQQgghwiIJpBBCCCGECIskkEIIIYQQIiySQAohhBBCiLBIAimEEEIIIcIiCaQQQgghhAiLJJBCCCGEECIskkAKIYQQQoiwSAIphBBCCCHCIgmkEEIIIYQIiySQQgghhBAiLJJACiGEEEKIsEgCKYQQQgghwiIJpBBCCCGECIskkEIIIYQQIiySQAohhBBCiLBIAimEEEIIIcIiCaQQQgghhAiLJJBCCCGEECIskkAKIYQQQoiwSAIphBBCCCHCIgmkEEIIIYQIiySQQgghhBAiLJJACiGEEEKIsEgCKYQQQgghwiIJpBBCCCGECIskkEIIIYQQIiySQAohhBBCiLBIAimEEEIIIcIiCaQQQgghhAiLJJBCCCGEECIskkAKIYQQQoiwSAIphBBCCCHCIgmkEEIIIYQIiySQQgghhBAiLJJACnECKysrIz09nU8++eR4hyKEEEIcIAmkECewWbNmUVBQgKZpxzsUIYQQ4gDFMAzjeAchhGjesGHDyMrKorS0FLvdfrzDEUIIIQAZgRTihLVnzx5WrVrF7373u+OaPFZXV/OPf/yDoUOHMnz4cPr06cOoUaOYPXv2cYtJCCHE8SUJpBCtsGTJEuLi4o5pEjVr1iwALr300iNua+3atTidTp5++umw6s2bN48uXbqwYsUKPvnkE1asWMGWLVu46aabuOCCC3jooYeOODYhhBAnH0kghQiDx+Phscce4/TTT6empgaXy3XM+po1axaJiYmcdtppR9ROMBjk2muvxePxUFtb2+J6b775JmeddRZ9+/bl888/p127dgceu/zyyxk/fjx///vfWb9+/RHFJ4QQ4uRjPt4BCHGiMgyDmpoaKioqyMrKYt68ecyePZuSkpJj3vfmzZvZtm0bN910E2bzkX2b/vOf/2TLli1h1VmzZg033ngj0dHRvPvuu83GMGjQIL7//nveeecdBg4ceEQxCiGEOLnICKQQP+Ott94iPj6erl27cuGFF/LDDz9w+eWXk5iYeMz7njlzJgCXXXbZEbWzbds2/vnPf4ZVJxQKccUVVxAIBLjlllto06bNzz4PYPv27UcUoxBCiJOPjEAK8TMmT55MVlYWMTExpKamoqoNv299/PHHVFRUHLN+DcPg/fffp3379owcObLV7ei6znXXXRf2FkCzZ89m586dmEwmpk+f/rPP2717NwAOh6PVMQohhDg5yQikED8jLi6OHj160KZNmwPJ4y9h+fLl7Nu3j0suuQRFUVrdzjPPPENpaSlTpkwJq96Pm5YPGDCA1NTUZp9jGAarVq0CoHv37q2OUQghxMlJEkghTjBHY/X1nj17+Otf/8orr7yC0+kMq+62bdsAGDVq1M8+Z8WKFZSWlgJw/vnntzpOIYQQJydJIIU4gWiaxkcffUT37t3p379/q9owDIMbbriBiy66qFUruH88W6B9+/Y/+5yXXnoJgDPOOINBgwa1Kk4hhBAnL0kghTiBzJ8/n7KysiNaPPPqq6+SlZXFU0891ar6Xbp0AcBmszX7+JYtW3j//feJjo7mueeea3WcQgghTl6SQApxAvlx9XVrb18XFhZy99138/zzzxMXF9eqNq666iqAZvd3rK2t5corr8RqtfLhhx/StWvXVvUhhBDi5CYJpBAnCJ/Px2effcaQIUPIzMxsVRs33XQTEyZMYOrUqa2OY8qUKVxzzTW8++67LFq06ED5hg0bGD9+PF6vl4ULF3LGGWe0ug8hhBAnN9nGR4gTxFdffUVdXV2rRx9nzZrFsmXLyMrKOuJY3njjDUaNGsU999yDpmkoikJkZCTTpk3j6quvxmq1HnEfQgghTl6SQApxgpg1axaqqnLxxReHXbeiooLbb7+dJ5988me33gnXtddey7XXXntU2hJCCPHrIrewhTgB1NXVMWfOHMaOHfuzJ78cym233Ub//v255pprjkF0QgghRGMyAinECeCTTz7B5/O1avX1V199xRdffMHWrVuPQWRCCCFEUzICKcQJYObMmVit1rAXv9TV1XHjjTfyyCOPkJGRcWyCE0IIIQ4iCaQQx1lZWRnff/89Z555Zthb79x55520b9+eW2+99RhFJ4QQQjQlt7CFOM4++OADNE0Le/X1woULefvtt1m/fv0vela3EEIIIT91hDjOZs2ahdPp5LzzzmtxHa/Xyw033MADDzxAz549j2F0QgghRFOSQApxHO3du5cVK1YwefJkHA5Hi+v95S9/wel0cu+99x7D6IQQQojmSQIpxHE0a9YsgLBXX8+ePZvNmzdjtVpRFOWQX2+99daBen/7298aPXb11VcfzZcjhBDiN0LmQApxHM2cOZOEhAROP/30sOrNmTOHQCDQoueeffbZFBcXAzBt2jRuvPHGA4/Fx8eH1a8QQggBkkAKcdxs27aNrVu3Mm3aNCwWS1h1w5n3+NNjB1NTU+nfv39YfQkhhBAHk1vYQhwn7733HkCrz74WQgghjhdJIIU4Tt5//33atWvHmDFjjncoQgghRFgkgRQiDJqm4fV6D/zb5XK1qp2VK1eSm5vLxRdfjKIoRyu8Zv003p/+XQghhGgtmQMpxM8IBAJs3boVn89HRUUF27dv5+OPP6asrOzAc+677z6ys7MZPnw47dq1Iyoqinbt2pGamnrItmfOnAmEv/q6JbZs2UJlZSV79+7lyy+/bBTviy++iNlsZsCAAaSlpdGuXTs6dOhw1GMQQgjx66YYhmEc7yCEOBHt3buXjh07hl3voYce4v/+7/9+9nFN02jbti2xsbFs3779CCJsXkZGBvv27WvRc6+66ir++9//HvUYhBBC/LrJCKQQPyMjI4Nj8fvV999/T2lpKTfddNNRbxsaEl8hhBDiWJI5kEL8wn7cPFxWXwshhDhZyS1sIX5Bfr+flJQUMjMzWbt27fEORwghhGgVGYEU4hc0Z84camtrZfRRCCHESU0SSCF+QTNnzkRRFC655JLjHYoQQgjRanILW4hfiMvlIiUlhaFDh7Jo0aLjHY4QQgjRajICKcQv5NNPP8Xr9R6TvR+FEEKIX5IkkEL8QmbNmoXFYmHq1KnHOxQhhBDiiEgCKcQvoLy8nPnz53PGGWeQkJBwvMMRQgghjogkkEL8Aj766CNCoZCsvhZCCPGrIAmkEL8ARVHIzMxk8uTJxzsUIYQQ4ojJKmwhjiPDMPD5fNTV1eFyuQ78+dO///hnKBQiOjqaqKgooqKiDvz94D+dTieqKr8bCiGEOHbkLGwhjpCmaezdu5edO3dSVVV1IAGsra2lrq7uwJ81NTUU7C2mtLIYJaSghfx4ggEM9ANtqYoJi+pAI4Sm+1Ew44iIJxgK0MPWlj3eWmyohAhgNYUIGAGCRgC35m10bvdPk0yfz0fnzp0bJZkHJ57R0dF07NiRrl27Yrfbj8dlFEIIcRKREUghWsjj8bBz506ys7PZunUrmzZtYvv27ezZswfDMIiIiMDn8wEQGRmJ1+tF07TDtmtTohkZ3Ze0CJW82g7EmKOp1QIoKBgY9I6y0zU6yF/y51Hv28X0lNvJqQ+iYTAiwUJ7p4+5RRHc0XcP60sT+LIQco0Scn1LGWidwDZ9A75gMW0tAykMrgcMbrxxWqORzpqaGnbv3o3L5aJTp050796dHj16NPpTFv8IIYT4kSSQQhykoqKC7Oxstm/fzqZNm9i0aRNr1qzB7/cDYDabCYVCqJjQ0YHG30KTJ0+mc+fOZGRkkJaWht1u5+677yYrK+uwfZ+d1Jl8z1C8iofRtg5MSq9mVm4sH9U81+h5naLOYY/ra1aNm8Tm0jbsqY+gU6QPpznIh/si6RTZcAvbFQJ3ED5xzyYQKqe9czwpWhqrve9gNsUS0moOtKnrAYqLiw+89p/+WVRUhMPhID29PWPHjmmUXKanp8stcyGE+I2RBFL8Jum6zr59+w4kSVu2bGHl8tXk5+3F7fOgKAqqAdr+5HDSpEn069eP3r1706FDB3r37k1UVFSjNg3DQNM0zObmZ4bU1tYSGxsPP7llbcFGV0dbHEoCm/y5xFozmWAdyvZAFdnBxdySNIXT2paQWxdLTdBM56h6dtRG8Ze9LwNwb7ubiLHoBA2FfLdKqt0gxhIizhpke52DLlFedrnstHUEuGPXa5jUSDS9nqiILrh8u3ii8w18WhSkUq0mN7ASf7D0oNcUPBD7jh07miSXOTk52Gw2unXr1mTUskuXLthstqP1lgkhhDiBSAIpfvUMw2DXrl3MmzePpUuXsnHjRvbs2UMwGMRsthAbHU37jIakcNWcNZx5+ekMHjyYM888k8TExBb14Xa7yc3NRVEUevXq1eRxRTFhJYIAPhLVDjjNbTBbYtAVSNXSSLM46BULMZYQ/RPLeXhzPH1jIjg3vYRSTyT5HjufltZzQaqTcen7WFPcjv5JJdT6HFhNIbZUJvJDuRmHWSE5Ai7onMsZa3JIM3fn0zE1fJbdk7Z2H9UBK1UBMyoG66uhPORh/MgMuoxKYdvcAt7Y/DV1/jwc1hRCuhePP4/2kaeSV7/wQDL5U4FAgN27dzN79myKioooLi4mLy+PzZu3oOvagdvhQ4YM4bTTTmPIkCE/m2ALIYQ4eUgCKX6VysrKWLBgAfPmzePTTz+ltrYWAFVVycjIYODAgZw6aiKp6Unk5u6jbHuQOx6+ksTExLASnJqaGnbu3ElpaSmpqal07tyZ+Ph4AGbPns1NN91EUlLS/tvXCg5bBimWHviop9qfSzfLGPYZm6nxZjPAcQlVagUXRnclzR5kY7WFNg6DcWllZNUmkHp6Bnu+ycdBiK4xtSwpTURVDHRDYWhiDaeNW8IjH59HTQAyIjX+lv8JK8f2JSWtlLy8dthtfl7b0oN8t86wRINvSoKMT7ZSZrXTeUI72o1uQ3Wpm0VfbsO/3stmbS+76+diNsUyyjaVRZ7XMYwg7aLGU1i/tFFCWVlZSUVFBRUVFVRVVWE2m9F1nZqaGhYuXMisWbNQFAVFURg/fjynn346EydOpGvXriiKclTfeyGEEMeeJJDiV8Hj8bBs2TLmzZvH559/Tk5ODv3792fDhg3Ex8dzyimnMHToUPr06k1FVSXr1m0gandbXln9FC5Xddj9VVdXs2PHDioqKsjIyKBz586NVi9XVlYyduxYtm3bhoKZNHMvEtV0ghY7fS1pfFDzIsnOIdyWNJBFZRomRWVkkkqsJUSR18LKqgCdHDZirRDQIT0Wuj02nrV3LaKDuZ54m59ddVEk2QJkxlUwI6s9mdEGt5/1LTuzutGlxy68tZHszmvPlopk/rTnQ/7e/lLuy32ZZ7pcz26XFc1oaLtrVIh/l65matxoOo1KI+m0VExelc2f57JheSHVRj1VagWVoT2ENC+THL/j49qXMIwgimIBaJRMappGTU0N5eXllJaWUlVVRW5uLmvXrmX58uWoqkqnTp1YtGgRbdq04bTTTmPixIlMmDCB5OTkI/4sCCGEOPYkgRQnJU3T2LBhA/Pnz+eLL75g/fr1pKSkcNppp+H/Kg9HUk+SBrah7eAoktKS2Lp1K+vXr2fduo0UFRU3ezu2JdxuN1lZWZSWltKxY0c6d+5MRETEgcdzc3MpKChgzJgxAEQoMUyNu5iAZuOj2peY2ecKVpRHs7bWzfrQXIZbJtEj0kaECUL7vxMtKkRbdCJMOioQbQnhM1vJeGQi+/4yj5BXJ83hJdlRz+LiNAYnVrKpKp5cl0qy3eCCLjnYLEHadMzjg4Wn4jSHWFflxABqAhBhgvZOHauqc++eVxhqv5JVnjcOvIbesRdx/VmDSDotA9UToPyLnezaUseOuiBb1W1YcVAV2ofLt4tk5xDK3GsaXaODr21OTg4333wz/fr1o2/fvoRCIfLy8hg3bhw+n48FCxbwxBNPYBgGffv2PZBQjh49GofD0ar3SQghxLElCaQ4aezZs4f58+czb9485s6di8lkYvz48Xz66ecsOL0P86rPoaxPFaecMpDY6BjWrF3DipUrWbduHT5fAMMItbrvYDDIjh07yM3NpV27dnTv3h273Y5hGGzduhW/309paSmTJk06UCfa1I5REefSxmGhyKvR1m6iV2yABSVmbKrCgHidWEsIq0nDrBiYVZ0yb0My6jRrBHQVuzlESFdpn+AhePcF8Oin+L0GqgIlXjt+7X+rn2sCZq7sv5FaVxTLC9ujAhcMW0FUWgXtn09ilGkU41M0qgJmNlTpWFSFvw7ZxYD5c1kx5jyGL/mi0WvWNI09e/awc+dOEhIS6N27N5GRkU2uTZyjL0Hdi9u/F2iaQALs27ePd999l//+979EREQwbNgwhg0bRnR0NLGxsfTp0wdFUVi0aBGXXXYF7dq1oaSkhFGjRjFx4kROO+00BgwYgMlkavV7KIQQ4uiRBFKcsKqqqvj+++/59ttv+eKLL6ioqGDUqFEHRqgqb32KAks71mXa6D8snZT4JNau2sT8Zd+yadMmgkGNqqoK4uLiWh2DYRgUFRWxZcsWoqKi6N27NzExMRQUFLBmzRrKysq48cYbG9VJM3Xl7IThxJmjea9uE8X1y7kg5ibOaetBAXyaCYc5RKXfhtMcIqirlPisxFtDpDk82M1BVMAVtFIbsOIJmeiS5Ea/93z2PjAft8egwmci2qITbdFQFagJmEizBwjoKq6QiUKPiVNTa5iZG82YZI3rfvclrpJEZq0YjgIEdJVPSzys9r5z2NFYv9/P9u3byc/PJzMzky5duvxsIpccOQy/Xk+dd8f+69e47bq6Ol566SWee+45iouLyczMZPjw4ZxxxhlER0eTnp5Ou3btiIuLY/fu3Vx11VWsWdMwwmm1Whk5ciRTp07ltNNOo1OnTq16T4UQQhw5SSDFCWX79u28++67fPHFF2zduhVoSOIGDBjAkiVLiIqKo+TmnnxQfRn+/iYyO3Yia+N25iz8mrVr1xIIBHjzzTe5/PLLsVgsRxSLx+Nh06ZN1NbW0qtXL9q1a4eiKBQWFtKuXbuDnq3SxjGCVCODbG0p4yznsMpYyWT7KOJsUOKFlAhwmhu+3VLsAaoDFiyKgd2skWr3EmfzYlJ1sqoSyXNbKfdDcgT0ia1nmzeG4U+N5bXrF9DepGBTG255D010EdJVMuMq2FCWBkCe20pyRIikCD+6oVATsJBs9/HmHhtf3f0Rq74di9PmY8jCr8O6HtXV1WzatIlQKET//v0Pu0J9uOM6VnrfRlUdaFpto8d8Ph9/+tOfeOmll4CGs8J79OjBlVdeeWB0t3379nz33XfccccdjepaLBY0TSM+Pp6JEydyww03MG7cONmLUgghfkGSQIrjzuVy8dFHH/H666+zevVqQqH/3WpOSEhg1apVPDD4OW49x8WHCTGcOmoUuXklzP3uK5YvX0Z9fT2Jps5UaLmAckS3qqEhYc3Ly2Pr1q20adOGXr16YbVaefrpp/noo4+YO3cu7777LjfffPP+GiZ6OS9gT3AlTksSPfQBrNW+Y5L9PFLtCkkROu6QgqYreDRo69BIsgWwm0O8vSeCYYlmHKaGvSF315t4rfxF7mwzHR2o9EO0BWx2E6OeHsu3ty4mUtfwahBrMQgaMCC+jmq/jZEd9pBV0pYZORFMSlMZllbIs1s68H8jt/L19h5cM34hJfltqHU7+WRPBk8WPnvYa6FpGjNnzqSqqgqLxUJBQQEOh4NevXphs9kYOnToYRPJHxfa2Cwp+IOljUYlc3NzOeecc8jOzj5QZjabGTBgABdccMGBoxUVReG5557j66+bJr0mk4m0tDT+8Ic/cNVVV9G+ffvDvi4hhBBHRhJIcVwYhsEPP/zA66+/zqxZswiFNDRN46qrfs9bb721/1kqW6dMZFXseEJDU0iOcfLVgu+YP38++/bl8dMNucF0xIkjNNyu3bBhAzU1NQwYMICoqCjOOeccFi1a1Oh5NpuNQCCAYShcFncLM6tfBKC7czJ2w45P8ZOpptAtSsVuNrCpOmbV4McxsmhLCIuqk++JYFF5Q0I1LsmCqoBJMQhoCooCtQGVqgC0jVMZ+sQ41t61iKBXwxVUcJrBYdKxqAZWteFEbYticEpaIfPz29PG7kczFJLtXjonlZDWroiEcbvZ8s4Yfr8igc31M5u9BgUFBSxcuJCamhpycnJ47rnnsNvtBAIB2rRpQ1JSEjU1Ndxwww1ER0fz9NNPM27cOF599dVDXts3et7Addn/BZre2t6+fTvfffcd27dv5/XXXycQCAAQGxvLqaeeyhVXXEFERARxcXF8/PHHPPXUU832YTKZmDBhAtdddx2TJ0+WjcyFEOIYkQRS/KKKi4t56623eP755ykuLkbXdUDl7rvv5KWXXkLTNHoyiFcmp7A8dRyJpyThKfDy3y/eZMWK5QSDB8/XU6moKDsq5zSXl5ezbt06EhIS6NevH1arlRUrVjBixIifqaFyd9ubsJsU1lUZfF3/CgYG4xzXMTHZTG3QxNKqeobHRtIt2keas55afwSuoIW2znrMqs7aigRmVG6kjd4Js2FiSqqD5Ag/OqDpKiZVp9JvRbeY6fmv8ay5cxGltTpOM6iAzWQQZdGJUBsSSUUxMCsGcTY/55z9HRGdK8n9cihb8zIY0X8T+fva8fzmLrxV2ZDw/jSR27x5M1dffTUbNmxAURSsVit+v5/p06fzwgsvNHrlmqaxY8cOPv/8czp16sTMmTMpKCigtLSUU045hYkTJzJu3DjatWtHZGTkgb0eT3Fc26J5l1u3bj2wv+bOnTu55557MJvN7N27l+LiYjZt2sTs2bPZtGkTzf0XpigK0dHRXHnllVx//fX069evxZ8DIYQQhycJpDjmgsEgX3/9NU899RTLli1r9AO/R48e5OTkEAwGmZzcm6vGjyC/11DadYujeE0ZT81+iqpiB/ZgLcWhvY3affPNN7n66quPOD7DMNixYwc5OTn07NmT2tpali1bduCrqKio4WhDbHSzdSXLt5U/JN/IAk8eOjplwZ2MtZzBiESoCpiwqgY5LnCFNEYmqWQ4PQ3XQVdRFYMUhxtFMajz29hQFcPjRe+g626uSbyJPrFBFMXAaQ5hUQxUxcCvq7iUCDr9cyKb7l5IjOGnc1Qd0REN7VrNITRdJaiZsZhCqIpBZtfd2JOqMUUEqNvbhrqqGFbt6YI7aGFxaQQ/hLIbnS7zzjvvMG3aNLp27coDDzzAqaeeSmJiIoZhHHaj740bN7Jr1y7y8vJYv349+/btY+XKlWiaduA5HTt2pGvXrowaNYpd/9nAB1Wr8Ica3872eBqOkPzpfpo/FQqFeOWVV7Db7RQVFdGuXTvcbjdfffUVCxYsODBqeTBVVenVqxfTpk3jsssuO6JFVUIIIRpIAimOmaysLF544QXefvtt6uvrf/JIw+3ZmJgYxo0bx/xv1/PJ1ZNwDzgFnzWCTd/m8eLX/6StbxA52mo0zYNOw+3piy66iDvvvJMhQ4a0Oq7S0lLmzZtHQUEBwWCQlJQUbDYb//3vf1m1ahVer3d/lBZiLB3oYe6O34hhaloshR4TmgFFXh2LolATCuI0mekfp1AXVHCHwKQ07LWY7ghiUiDSEsQwGpKwOJsfuzmIZiiUepzsrLPzRFHDaOA4x3VclREiZCjUBy1YVR2vpuLXVQIWCwP+PY66h+eQaq7GYfVTVh/NN4XxDIz38WOKlxDhw2oK0TWtkKiYuoY+Oxewa2V/thS3Q9NVHt9Xz+CIFKoCOm/n/Z3bb7+dt99+m6uuuooXX3yxVXsvBgIBNmzYQF1dHaeccgoA69evp7i4mBuuvhdPsAyLGoGueQgRQEXFoSZSr5fz9ddfMXbs2EZbBHXu3JnRo0dz2WWXMWHCBFRV5ZFHHuEvf/kL0DCFQNM0Ro4cyXnnnUdSUhJff/01+fn5LF++/GfjNJvNXHDBBVx33XWMHz9eFt4IIUQrSQIpjqq6ujpmzpzJ3/72N0pKSho99uc//5nbbruNDh06AA3b9Hzy51eIG9uBWo/G9m/yWbd4O0vcXxDUGk6HGTFiBOeffz7Dhw9n4MCBjTbtDofP5+PDDz9kxowZrFixAoBu7Tvyx3vvorq0gg+e/wDNY6FCU6gySvAHy4iM6MxFkWdS6A2x0P8pZ9mn4tJCeI0gfaOcAJT5dM5r52VPvQN3SCGgg0UBu9kgqCvUB6FbTIAYSxCHOYhmqAQ0EzVBC2U+C29Ub6CkfiWqGsGfUq+lW4wHTVdxh0wEdBV3SCVkgCnCxJAnxsFjnxCrulAweGtne6oDOkMTGuY/ekMqQ5IqiTCFyEgtxuO1s68yiS5pRdgjvGTt60hAM5FdG8O6SpW3Cv/JoEGDKCkp4dlnn+Wqq646omMFfzqSO3DgQNq0adPo8YbFND/+d2PQ0daJ/EABIcOH0+nEZDJRV1fXbNvLly9nzJgx3HXXXZxyyilcd911VFZWcs4553Dvvffy4osvctZZZxEXF0d6ejput5uXXnqJd999F4D09HTy8/MPtGe320lKSuKaa67hmmuuOfCZFEII0TKSQIojZhgGS5Ys4amnnuKLLxpvRm02m7nqqqu49957qaqq4pRTTiEiIoL3338fxeNjX5GLuV+tZuvavbRHYXn9fHR0pk+fzrRp0+jbt+8RxbVt2zbeeecdXn/9dSorK+kU0Z6rO8Vy3pQE9vW9kfjsjax4p5ZddWYq/QbXdqngdxvncVvKZeytN9iqFzAlth2ZUV7aOuuxWwIUuaL5oTyaiWlVrK6Io43dT7HPRJLVIMXuY3tdFKb9cxHL/SZ6RPvQDAUdCOkqHk3FFVTJrVeY7ZpJSKshNXIYd6X0wWrSqQ+a0QxwhVR0QyHGoqHaTPT813hcf/+aBMWF1RRiaXEqWbUKURaFBBtcN2AjUbF1aEEzBUVp9Bm+nvc+P4f6kImecdXU+CNIi6wjLaGC1bmZrBnv5LXXXmP9+vV07979CD8F/1NcXMz69evJzMxsdNZ1bW0tsbHx+591cKJqADqKonDBBReQk5PDhg0bDjwaHx9PVVUVALt37/7ZPSB/XPhTXFxMeno6Xbt2PTCi6na7ueeeexrN58zMzGTfvn2MHTuWa6+9lilTprT6lxQhhPgtkQRStFphYSH//Oc/effdd3925GjgwIGsX7+JRx/9B3/7298466yzuPD8C8gvKib0XT1zlhfgsOazwrWaer2ayZMn88477xAVFRV2PNXV1RQWFrJq1SoWLFjA999/T2lpKQBTU7tyXbc4FE8Gezv3IXlKD7SvNrBlcS3VAYUz2lSwrCyBvrEuQkotcyq2saHGj9+oxx9yMi56PO9Xvcf1bYaz01NKtTeFkYkmviwtpt7Ip1ZzA2BVIrgq8Q/sdge4pL2GO9SQDNr2H0voNIcwgHKfjXVVZhYEl1Ph3sj50TcxMF7Hp6n4NAXNAKvJQAEizTpWu0rXRyfww58Wk6r4SLV7cVqCLCxJIKs2yBlpcHrnXcTE1rI5pwuXZW3gntTx/PnaWWycP4K1JW2pC5rpEVNLmdfB2tpyXiv5lGeeeYbbb7897GvdeDSRJivga2trWblyJcnJyfTr1w9VVbntttv4z3/+01xrKJiJsnXEE8gnZHh5+eWXmTZtWrN9r1+/ngEDBhwyPpfLxc6dOykqKmqSSNbV1XHTTTcxc+b/VqHfc889fPbZZ5SWlnL55Zdz7bXXMnDgwJZdDCGE+A2SBFKEbd++fdxzzz18+OGHza6APZjFYuHss8/m4gsuIq+wgIyVFTz7bRX9o5x8W72WPcHlgMIPPyw7xIrnxgoLC/nmm2/IysoiKyuLLVu2UFRUBDQsmkgxJTIxJZo+UamkmjrwXVEC6/zFXHHhCLqd3o7c1zdTvbOGDVUal3X0klvvZG+9SqWxgc8rlwKQkpLC7373O7799ltKS0sPzI2MMcXhVlyEQiF69uzJmWeeSd++fQ8s6El3TuDmlG7EWkLE2XzUB62U+637F8VApd/MXrdCTUCjVguwJjSXtrZ+XBDbcf8pMQquINhMDbfDoy06NrtKz3+NZ84ti+lm82FRDTyaSrw1yC6Xne11Onf2KSA+yoWiGMzZ2Z2qgInzOu5FUQxcPjtREV48ARtYKzln6Tp8hgtN08KeB6goJhpvoQSgsHz5DwwfPvxAidfrZeXKlQf2i/T5fLz99tu89tprjUYXo9REXHrFgX9n2Nqz159Pu3ZtufTSS3n88ccByM7Oplu3bmHdZv9pItm+ffsD+0pCw3ZFZ555Jtu2bePjjz/m/PPPZ8WKFbzxxht88MEHDB06lIcffpiRI0eGdX2EEOK3QBJI0WKFhYX84x//4OWXX6bhU9Pw0YmOjubPf/4zK1asYO7cuQeer6oq48aN4+rLrsHj0tj92V42ry2jXg+w3PsekdZUXIG9ABjGwQlJ8xYvXsyzzz7LF198gWEY6LrB6IQkhveupXeqSpwrFa20D5oWw+x9cWz31zAiOpYl9eX8adowIvumsOypTTyz6XFG268hUm3Y5LprtJlBCRX8fuvBeyM2HNn34IMP0KlTJ8466yySk5Opq6vD7XaTlpa2P36Dc845h2+++YZPP/2UDs/PILs0jZqAjew6G6kRGvUhFYfZoNyn8kLpa+jG/1YNT466kYxIlViLjmYo7HMrWFRIijCwmwzcJgsjnxrLlzcvJlrXsJkMYq0aHSPrKfY6+KHMwp/776HPmNVU7uzA9tyOrCxLIc4apMJnwWoy+F2PLMpq7Vy6egOlwTL25OaQkZER1mfA4/GQnp5OVVU1Dms6nkDB/s9Bw2dh2bJljRKuYDDI6tWr0TSNYcOGYbVaAaivr+eNN97gnnvuwefz7b/OBt27d2XixIk8//zzAEyaNIkHH3yQQYMGHdGCF5fLxfbt2yktLaVTp0506dLlkCcV1dTU8PTTT/P0008zfPhwHn744QOLg4QQQkgCKVqgpKSERx99lOeff37/vo0NPvvsMzIyMmjbti333nsvr7/+Og27ExqMGjKRy35/MU6bg5zPclm8aB89IiN4uexFwMCqOgnodYBCKBT82bOVf+Tz+bjrrrt4/vnn6d27N1cllHDZQJVRrw5mr/t7khwDaGt0pk6toc4op7vel/4xdnrF+HDrZkrOS+GUHpnYZ33P0h0OagMKw5PqWVkRyU5XgDHJZuaXlbPE80GjfoPBIGazudmYgsEgW7ZsYeXKlbz11lusXr2a3r17c7k/g/a2RKwmnc6JpVS4ojEMhUqfg2+Loom2QInXwKIqVAdCbFay6aZ3Y2BsQ3JVGwR3CGIsDau5gwYYVhOnPTeWObcsJujVsJogOcIgw+lFMxSCusrvhq5ie05n6gM21lfEE2XR0A2FBaVQrXsZG6+ywvsVa2rK8eutO7HH5XLRq1cvIiIi2LVrD+0jx1Ps3UhQKwcaRgkPnk+paRpr167F7XYzYsSIRnMMN2zYwNSpU6mtrT0wx/FgERERuFyun30fwlFdXU1WVha1tbV069aNjIyMQ372KisrefLJJ3nuuecYN24cDz/8sNzaFkIIJIEUh1BeXs6//vUvnn32WeKNNpRpeQceGz16NEuWLGHOnDncdNNNlJeX4/X66dAhg0dufgAlNRL/97sp+6GQJ4pWMdo0DLtJJT+Qyw/ub9AJsWbNGgYPHnzIGEKhEO+88w7/93//R2lpKX8bHMstp2os/+5ULCaN5SVp5LlN7K4PMDVd5/SeW3l97SBum7CIqLZlLP9+DDkTTyMyxUHy7G8pKLGxssJxYOubgK7SMaoOn2amPmjh9cIVLKvNAsCMhbfe+y+dOnUiIyMDj8fDunXrWLVqFatWrWLdunUHbms71CSmp/fnoo4mQD2wCfgnOZ35b80GHm3fjY3VTp4tfpFpydNJjdDJ96hsdbsIKkFicJJitRFvBZMKVX7QDLCoDUlkpNPEuGfGsvWehTi1AMkRXsyqTm3ARl3QjFk16BpTQ5d2+eQWteGM1Z8RGZHJrF79qfRGsNa1h/8WrUIzdJIsw9jrW9yqz0ReXh5nnnkmpaWlVFXVkhYxmGLfKkDB5aprtBXPT+m6zsaNG6mqqmLkyJGN9nqsqqrilltu4csvv2yy3dM999zNmDFjOPvss1sVb3MMw6CsrIysrCxCoRC9evUiLS3tkLfGy8rK+Pe//82LL77IGWecwd/+9rcjWuAlhBAnO0kgRROVlZU88cQTPPnkk6h6FH6thp/epvzRlClT+PTTTzGpTmKi0/jHNXeQNiKN8iX52JdvY/5eO3VBnZABUWaVgUn7uHNnwyptj8f9sxtGA2zZsoWZM2cyc+ZM8vLyyLBm8v75QSjuTZU7Cl/ITLc2hcTE1rBjTycmrPwcmyWFWb1OZUdtDKe238vN6+O54Y7RJKRFkDn3QxxGLd/t6IlFMbCoOq6QmQhVx6Tq+7fWMbO2LpfPKr8h3hyDR/fh1X1NYnOqUbS3peBUUukVmUq0KRnDMNMj2s/pPbfiiHSTvSuTXTXxrKuK4LXyF7k0djpBw+CKTlWUeR28kNewCXjfiARsJnDv3087ZBiUBvxEmyx0jTaRZNOwmzUi7CqpD5+O/5EvCHgNvCEzmqHg00ysq7KwIrCHJ7vE0D9zFzU1MSzYk8nKqgAm6za2+baxpdaFSXXy94wp3Lf7nbA/E4ZhMHPmTG699VZiYmLYuzefG1Ou579lb+MzfIB62BFNwzDYuHEjlZWVTZJIaEgyt2/fzvfff89jjz3Gq6++yllnnRV2rOG8pry8PLKzs4mKiqJPnz5ER0cfsk5xcTGPPfYYr7zyCueeey7/93//R8+ePY9ZjEIIcaKSBFIcUFNTw5NPPsmjjz6KyYjixrQxTGlv5sJ126kIZJGZmUlOTk6jOkn2vtw26XJ6/K4TJbtqiV+4gdw8yK410Ts2xOfFftrbnJya4uHmXbNQDAOXp/Jnt0p5++23efzxx9m6dSvx8fH0M5L555X7aFPSG5vDR3lxMpsL09leF8W8cjdnJDkYnFhF27hKNF1lcV4Ge+otrPBU8fD9Qyh3xFP52lrqazUUBZJsQaoDZupDKp2jvPg0E5HmEOU+GxbVIDHCR13AiqoYmFUd8FAacPNlUZB4q5miQARZwcWcH3kxfWI12ju92EwN51p/sDeehcE1lLnXcGnsdAbEhxifsYed5al8WxSNO2Twr/Hr2Lovg1d3xjE0UeHUtvmkJFRiGAplVfH4QxYiLAEirAGCITPVnkiqfRHYnaDe9ztW37kIU0CjLqhQ4m0YnRwQH+CSkT8Q220f5jYBPvgO/v1FDJtcZago6Bh8+eUXTJo0qdWfjRtuuIHXXnsNVYkgzt6TBLUDpcFsav3bCecc8sMlkcdDMBhk586d7Nmzh/bt29OjR48DczV/TkFBAY8++ihvvPEG559/Pg8++CDdunX7hSIWQojjTxJIQV1dHc8++yyPPPIImt8gRMPijhHxyRT4+1PoXohGEEVRcKgpuLUSuljGcNXQEXS4uBdRDgNt7mZyN7j5a/4cgpqLP6ZeQYG7Ya3ulPa1fFy6jo9Lt3KoZOPNN9/k2muvZfLkyUx1bSKmZgjjxq4m4HJwzfvjyddr2LR/juJZzj9gUhSChoFFUYi1mogwQbQFBiXUEXlhf3yJCRhvL8FVa1AftBDUG/Zi7BxVj2YovJ7TsK3LPM+rAPRwTiFf20SEKZoUOlNOHilk0NOSRN84jVhLCJNi0D+1kJjIhluttfWR1HqcbKlK4JHiFdySOJp4a4gJnXZRXB1PTm0c66psJEcYxFj0/XMPQVHg8/IaatQqBpk6Uxrw0S3STnunTr5bJc8TosSoZZPnAyY6rmd0Oxv9/n0qsc+8R9vYImKTK3EkVWNy+NA8EQRqI8nJzuDq5aVs827FqaYwLqYXb+d8RHx8fLPXOxzx8fFUV9cwKXI628ilVi/BHSjCHyqhYU/Hw49A/ujHJLKqqopRo0Zhs9mOOL6job6+nq1bt1JdXU2vXr1IT08/7Irvffv28cgjj/D2229zySWX8Ne//pXOnTv/QhELIcTxIwnkb1h9fT3PP/88f//7P8Cn4dF9tG3blsLCQgBGOibT1d6eFZ5v2O7NAVSGRVzNvf11coYMJnNMKiXz9tFmwwbm5sXzYumL3NV2OsOSqnk/N5ZBCRpfFgdIiVzPJ+XraUgytCZxVFVV8cADD/Dyyy9zww03cE/5JhRFwWwJYbEFuHb2KNawmqHKKZyeppFda6UmAGe2cdPG6SI+0oXZpBHSTOyqSME2qQ/BjmnsenYtZo8fRTGwKAZBQ6FXbA2ryhN4oXIpLn8esRGdGMRQOkeayXCGsKgG5X4z+W6FCn+I1AgzQQNirdAvzkOl30pbh5c8t4PPSzyUm0op9m+hv/k0UswOPJrGPM+rnOa4gQvbh6j0W0mz+9ha42RjTYBkm5W+cSG8IZW/5c3gpuTpFHl1MiJV9tTrrDe2UVi/lPmn/I5FRWn0iatlcOccnG1crDzt74xcfC/BChuFBW3YVZFCqdfOkjITt/UqYklFBQ/tWvKz1/lIZGZmsnv3HhTMxNi7E2lKpiaUTyBUTSDUsIAmEAgccmXzTxmGcWBhzciRI1tc71gzDIPi4mK2bNmC0+mkX79+LdqTdM+ePfz9739n1qxZXHnllfzlL3+R022EEL9qkkD+Bnk8Hl566SX+8pe/EvIbhAwfHTt25Mwzz+Sll14CYGrc71kTLGZ6chc+K/Ly+wwPy8tS0AdEcOE1AwkWu8j/aDurdwb5oOZFxjuup1Sp5trUeDZUW4gwwY19djL4+3mAhkWNJqi78fs9B24PGobB22+/zZ133onf7+e+vjZuHOxA0SysWT2QqZu30k0dit2wcnOXAJ3iy1FVneyyNCJMGm2jqylxxVDqddAzoYy1pWl0OLcDpgEdiJ71NYHKIJsqE6gOmHCHFD6r38Yl0b34odpN70gn8TYDTVdwhWBPfZAgOrd29dC9TQExsTVs29WFukAE3pAZV9DColIr3wa+p6syGIthRkPHrXoY40whM6rhfOuqgImxaWVE2bzsqEwmu9aB06xT5FWpCRjE2xT2uhtG6qyqSkqESrlPJ9soRDVU2hhJpNqs2FS4PLOIQUMa9ktcsWEYgbsuZNPdCymoNsiI1Cj0mPCGoMAbJDPSgs3s4bni17gidTRvFS05qp+ZsWPHUlhYyO7de7GYE4m0pmFR7OgE0fUgVd5NhJu46rrOqlWr0DSN4cOHH3Yl/i8pGAyyY8cO9u7dS+fOnenatWuL4tu5cycPP/wws2fP5pprruH++++nXbt2v0DEQgjxy5IE8jfE5/Pxyiuv8NBD/4evLohf9xIZ5eDBBx9kzJgxDBs2DMMwaGfux5Vpg+joNOHTTPRNKiXbn07Khd1R0+Oo/Tyb3FVV1AdVdrl0thp7GWPrhKLAuzUfcY5jKldnVvHijlhs1ny+qP7yJ1EoGIbOzp07ufHGG1m4cCGXXnopf7GsJNkagTWmnr/NmkKlHzwhg0izQqwVukX7KPFZ0QyFNnY//VOK+OvaduxUdzPB1oOhiT7q+3eiw7mdqX15BY7qKvLcTrJqTXzk+hRfsJinM28g1hqge2Ip0ZFugkEzla5oXP4IyrwOPsoz871vFprecHv67MhpjEk2yHOb+da9Bx2difZMttTXU2wqoiyQTYI1kwfadqZrXCV5dbF8X+KkJqhjVqBHjEKlXyHKDEVeqAyEGJagMjK1lHmFaTxb+hETbFNYaSzHEyxH0/080PYSrh6yhpReuzE0ExW72jNzzVDW1Zu54tVT2XnfAurqIcKkoyiQU2fia98a0oxOTIhNYEngDWxaNMuqCo/qZycrK4srr7yS9evXAyaibJloBIk0p6ATpMK9DlUxoxshlixZzOjRoxvVNwyDXbt2sWbNGurq6nC5XNhsNs4991wKCgqw2+0MHjz4iM7iPhZqamrYtGkToVCIAQMGtHg6QFZWFn/729/44osvuOGGG7jvvvsO7BkqhBC/BpJA/gZomsarr77KP/7xD0pLK1FVHVVVueKKK7jvvvt4+eWXeeGFF9B1nXRzD/JD2QAsPXMA+4q6kdOhG12mdCK0qxxj3ha2lUTg1xSSbCEcZp2g0bD7o6KAJ6RywYD1WGxBykqSqPU4eC83giqfxkb/QqqCIU47eyzz588nLS2N0wNdeXBKNrqmkre9Mwv2dqIuZMK6/9QWq6pjVQ3MqkE7p4u6QAROS5Byr530yDr21MUA4OweT/zFfUn+5htcO72sKU8mxhJCB3whE7luExs81Wz2zOZPba/jmeKZXJt4Oevq67g23YLDHCLK4ich0kXbtGKsDj+qOURFYSo1riiu2RQiv35Ro+s61H4ZExIjuKjfZl5f1x+byaBNRJAfyq1UBQN0i7JS7DHoFgNlPoWhCV72uiP4vtLNxW2spDq8JDrqqfBEYlFDjBy+Gnu7Cur3pLFpU2++LUzFYTZ4suB1Hul+LZ0eOpXtDy7G72vYbFxRwB1U2FOvU6jXskffSD9LLBs8a/BoCrW1ze+r2FrBYJAXXniBhx56aH+JwiD75azzvs+f2k1lQc1mdrrz8BpuQGHmzPfIzc1l+/btLF68mLy8/20DpWJBJwQYTJgwgWnTph1YwHKi0XWd3Nxcdu3aRYcOHejSpUuL96TcvHkzf//73/nuu++48cYb+etf/0pcXNwxjlgIIY49SSB/5bZt28Z1113HxnVZDBk2iD/96bYjOtFDCBG+3bt3884771BUVMSMGTOYMmXK8Q5JHGd+v59QKITT6TzeoQjRKpJA/koFAgEee+wx/vGPRwgGG1ZVm81mnnnmGa6++mr+/ve/89xzzwE/jgYFf1Jb5dFz7qPThZ1hVwnG/K18sSsa3YB8n5/Vwa+ZGPE7ft+phtd2R1NleGhnikRBoU4LMjTBgk1puMV6esfdOBxeYpOqqCpNpLI2hrYppbg9TlLbF1CwuwN5lUnE2L1oukq934ZPN6PQMALpDZnxayZMikGBx4aGQrQ5RLRFI8nuJrWtj4LzzmfHgkKMVXlU+FWKPDp79CqSjRg6Oi3cM345Wbs6E+t0k1+TQKnXTqfoGtZXJPJZZRU9LYmMTPJjUnXKvFa+qnCz0fsJ50Zexa198jCbNPpMXowRUPHuTaV0X1tqXFHsqkpifrGDkG7whet1VDWCMxyX4dEb5jiG9n9rpVhtpNmhzAeDEgJYFIi0BOmfvo+vtndjZaVBG7uZr7yr+EP8EPy6Qk2g4TzsdaF8hlnTiYk0MeZfo9j61yXofq1hNTdQG1Co8BlYVYUJaR7cQRPPFHyJ06yyw11FbW1lk8/Gvn37+MMf/sDKlSuJiYlhomUwb+z+pMWfrYKCAi699FI6d+7Mf//7X05LvZX+0Q7KvAZB3cBuUlHVEF7Nx0bvavKDO1FQMdBpWLF98H85KrW11VRXV7Nq1SoGDRpEUlJSi+P5JRmGQW5uLjt37iQjI4OuXbu2+BcywzB4//33+eMf/8j48eP5z3/+Q2pq6jGOWJyo7rrnXBYu2MbatXuOdyhCtIokkL9Ca9as4dprryUrKxuLYcJvBPjHP/7B7bffTmRkJO+88w6///3vm9SLjIxE10188dB9+Dqms/zVPYyoyiLXFc3iUiv/Gr+OrH0Z3LKzin318xnvuJ5L2mvsro/gpcrvOdV8KhZV4ZZeBbyUlY5VbVi93MEZxK+rDEkqo2ObIgxdYWdhOu5gw8rbuqAVs2JgM2kENBPukJmArlLpNxNh0okw6YQMBZ+mEtAVNAOiLTpFfguD7xxAWYGbla9lsU0vxGJYidKdxJvszKl/mW1nj+aKRW0ZGhlPr5gAqyutRJjgB08xvc2pfFT7En2cF9LHmsQVncs4b8N36LqPPvYp9LIlMLt+Nl/0H0l8pIvVhe15qqgQD3VMtPanf1yQhwoXcEnUmbxR8RoD7RfiVXwUG7sYaRpB/ziF7tEuynx2agImJnXeTbdBW6gtTOHNFcN5pzwfI7iPkFKNgpnaYAizGqIsVAyoXJs4ff9rBY/JxLkvjGXD3YvQvBpBAwKaQtCASh8k2yHJplEbNBHpWMdDu35g/8SCA9vraJrGe++9xy233EJCQgIj3H2otqzgm6IKullOZUdwKYYRbPK5+Km7776bxx9/HFVVmT17Nl//YSEmBZa5S4nSnUQpNuqNAAmmCOq0IEu8r8H+xHHjxg2kp6cfch5hfn4+W7ZsYcyYMT97qs2JoK6ubv98UBg0aFCLVmr/qKysjFtvvZV58+bx9NNP8/vf//6Em/spjr0xY3uwYvkuamvrcDgcxzscIcImCeSviMfj4cEHH+SZZ57FYSTj0ouYOHEiM2fOPDCiU1BQQHp6OgBjxoxh2rRpzJgxg6VLl3LLsJs4Y/pwYvQCor9YQTTl5Ba1ZXZuW75x51Do23Bgy5bh9qtY4X2LmX2u4JkchVw1iz+nDKJjZD1ZNdEsr9CIMpuxqAo39ijAHbCxvSaWEq+FSIuOWTFQFDAMCOoKJhVM+7fbqQqYCOgKFtXApEBdUEEB2jpCpET4mVvk5NP6j7j5livp3LY7cx9ZT7pVpUNkiHhrkKCuUuy1Mr/CzfhEJ/HWEO2cHh7ZHaBKKaGwfimdI8+ko96OrepWSupX8nDGjSTbAvxfYRadte784P0vAPGOvlR5NtPLOZXxUSnEWAxKfApWFZJsOkFDIcPp45siG4VBNylmJ5mRKlaTwbi0MoYOXs/cpSNZWBpNos1gSGINZV477+UFWeb974GNvhs0/Pn++++z4o/L2VuvkxShYjeBGmHi1GfGsuD2xSQpQXSDhmukGHg0lbpgw7GHi13l3NAmimWBz/k0r5ygoTN8+HBCoRBbt27F6/Vy5ZVXMmw1DEiuYVVxGz4u/56VdbsZZp/CMvfHh/yM/fGPf+Sdd96hsrKGofbf09bixKwoFAQ8VJqqSNISiFatmFUVrxZivudVbr/9Fp599tkDbRzuv5xt27ZRUlLCmDFjTpjtfZqjaRrbt28nNzeXnj170rFjx7ASwc8++4zp06fTt29fXn75Zdn25zckGAwSExOJpunMn/99k0VnQpwMJIH8lVi0aBGXX3Y5paVlaPtvod5999088sgjjSb8B4NBXnzxRc466yzat2/Peeedx4IFC3hh2gO0Gd+XjB1zqf+2jFvWxbDFP4c/pl7B0yUzCWk1qKqD4baL2Kluody9jhndruU/BbVohOimptE9RsGnKayt8ZBojiDCpOIOaUSYVEoDPmJMVkyKgksLEWu2YFLAq+k4zSZ2BWoa4lOCROoOolUbKhBhUsnRKqlQChmu9sOmKgxPCtB+YgoM787XD63jnYIP+KTfSDZUJuANqVzaZyt7StKIivASCJnxhyyUeR1cl/1fAG5Pm85zxS9h/ORW6q2p0+kb5+GrggiiLSrvVL2ISY3Eao7hoqjJ9IgJUR80sadeYY5vIaeoo6nWvQSVIHFEMi7ZjNOkcdnIH4hqW0bIE0FZbjve3jAAp7kh0bQoBl+U+MhmNdEhLwXBfZwRPYlv6r4gKsqBy+UCwKJGEtS9gMG1ibeQ7tApNSyc+Z+xzL11MZpPw6JCtMXAryn4NPBoDavWbaaGZFtVoE+si+W1+ayry8WmWugZGcfg2Fj6RMdR5nWwrKqCbd71xDjrqPEZ7Kzzc3bMxXxQ9d7PjkR++umnnH/++eTl5TGi5zUUupfSxjmSwvqlQMMvFk7FQhUe/FoNpcFNuKgl2ppBXagAf6iCw51cYxgGq1atAuCUU0454UfnKioqWL9+PdHR0QwcOPCwp9j8VE1NDXfddRfvv/8+jz76KNOnT5c5yr8B69evZ/z40Ywd14NRIy/mrrvuOt4hCRE2+Z/qJFdbW8u0adM4beLpFBWXHEgev/rqK/71r381WS1qsVi4/fbb6dChAxdffDGbN2/m+X+8QLshnRmw+j9oCwsYufQbtgbmMav3JB4vfJF0+1CG26/iDPsVeJWG+ZRXxk/n5l0fUk4euqID4AkpfFdXTBCNKItKrt9FjlFCQcBNjVqPT9dIsKmMTLQwOjlEr1iDWi1Akd9LLA4ScJJkxJBotmNVVRJtZrpGK4yOTOIce38Cus5ev5uXzMsIjO3DP598n/nlWfw74xze3Z2M06yx26Wwq7gNCU4X5e4o5hWmoRkK1QELQ+1XckHMTcRZ9UbJ42DH5XSP9rPbZecb72zeqXqRYfbfo+n1eAOFrPYVU+Yz49EUCnw+Bioj2ansBWAfWZzbRuEfBbPJjKlFNWls+WEw//7kXKYsaMummoaZf56QgqIYxKo2Bpt6khfM4Y3/vsqc2k9wu+tITk4G4Nprr+Wa6y8DNO69927eqHiREp9K1P6BOFcQvBpoBvi1hj0sf8yvDMAd0qkMaFT6NdZXRZGi9uSatLM4P/E0OlmHsK4iiYd2bGZG4VzeKv2MTXWlLCiuoYsymQjVypzaT2k6R/F/Ro0aBcDSpUspqF9MTES3A8kjgEpDMIphsN0/lwp9H/2HdKPctxF/qGE+ZrKpI4ry8yOLiqIwaNAgXC4XO3fu/NnnnSgSExMZN24ciqKwaNEiqqpavvo9NjaWV199lc8++4ynnnqKMWPGsGPHjmMYrTgRrFy5kqGndGb4iC6sWPnR8Q5HiFaREciT2FdffcVVV12Nq85HMOQG4NRTT+Xtt98+5ObFCxYs4Oabb8bpdHLX7XeRVrGHbjkfoNWa+Ou3ozmzbQ17XFGsr1LZHqogJ7icwabTWat9hzdQyEDHZbRRo8iINKEA1QH4zr+GDL07A6KieKPqA4L7kwUFhdTI4dQFi7CZoqnz72WgdTK9nVFYVAhoUBPUUVCoCgWwoFJvBMhmNTXehu2EMiPPIYAHKw66RXbgisdGsuebvWz+tpBNwUKK9O2snpDAwz/0p40dIkwGj5d8QhtbPybaM7m2xx4+29ORjdUa8RYzs2pePHAtpkTfyKB4g3VVCp/WzQBgqP1KTk2IpKPTj2YolPkslPhUdtUH2K3upSKYQ5ylA36jnkpvNqfZryDdYaZXTJBzem5hd3FbZu9N4Y3KN3ihy2X4dZVqv5nlFRp71HyKfKsxGfUMtl7BQs/Ljd4bwzC4++67eeKJJ8jOzmbK4L9wdkxbsJkY8/RYvr55MeagRsiASr+BTVWIMDWMQNYEQ1TrXlQUQoqG2TDhVfzYDCsRWLCgsNb/KfVGLZoR4H8LWgx+nC8JGlEmJ8Ptv+Nb17tNPjuGYRATE8P999/Pfff9lWh7NzyBYkJaHSY1Ek2vJyqiCwOUQSzxvouCFQONF1/8D/fffz81NTX8uBfo4dTW1rJ06VKGDh16IME+kRmGwZ49e8jOzqZbt25kZmaGNXrqdrt58MEHmTFjBn/5y1+48847T+hb+KL1rrhyFB07JTN+Qi8uv+R5CgurTviRdiEOJgnkSai8vJzbb7+dDz/8EE3TAQMFE88+9zQ333zzIW+Bvfnmm1x33XXceeedjBgyBGXuJnpXL8TnjWBbUTu+L4nlw/ol2NSGBQxOYrk4riOVfoXu0UE2Vlso9AbQgVKlGo0Q292f08s5FbNhJkdbhSeQh6o4aO8YgY5OG60t1WoNuqLjx0sIf6NRq5+ymhvmagZC5aiqg3h7VxxKHMl6G1JMkYy/tw/+Go2hS78nLb4KqzXAsp3d2eVyMDihmtSoWgrr4lhdEUuEyaBTpIcFJU62+arINTYdSEpVNYJTbBfjVCwoKGxU1lPuXncgDlWxEmvvjl+rY4z5dOa6XyXO0Qer6qC73os4s4X2TpXu0T5qAhb8usLFvbcQm1DNis192VcfhW5AxygX6yvj2FJjkKfVMCYmnverllLq38DBJ7domsYtt9zCjBkzeOKJJ3ji/z6jt96b1AgrdruJc14Yy7zbFlNVp5Hrb9jsvI3FSYRJIag3fBvnB9xUmaoxGWYCihc/Xuq0kgNJHoRoSBZVDCPImjVrGDp06I+vGgCzEoEJg2T7MPI9DQtrZsyYwZYtW4iOjuaxxx5j9uzZTJ16Mf0cF2MzrLjUelxKFR69GpsaSYqWznbfZ0SqqZSHcoCG/RQVRQnrB+W+ffvIyspi3Lhx2O32Ftc7nqqrq1m7di1RUVFh39IGWLVqFddeey1Wq5U33niDAQMGHKNIxfHSpUsqTz/3e8aM6UZ8zB/YsyeX9u3bH++whAhLy3bDFScEwzCYNWsW06dPp67OdWAUZ9KkSTz33HN07NjxsG189913PPHEE3SJT6Ln4tdYtboNjgFu4lLLeWF9b14uaxid6+e4GBMmzkyIodCj8H7dbPxlpUDDqN2Po3UATlsGKUYcRUo5TnMS3mAJdmsyKioRhpNtrKTOfejbcpERnYg1p1NQv5h4R19qdS9tHUNI1zoQqVrR0Ol5bnuSE6JIm/sF+2rjmLjyc/7T9TpWV9iIt0Gc3YPZpLGzLopttRrxVhPrqiJYqS8DOJA8AkRYkikxFWPBRpWRj02JwmyKJqTV0TnyTKr0AnxaDapiplr3EevoRYrSmVH2NGKtsK46gE+zMjPPYEicibPTi6j3OMgvT2ZxaTza/l/LclzxuEINC1wiQ3ZW1dRzYdxoXinNJmD4ePrpp7njjjtQFIWvvvqKGTMaruudd94JqERGJpCgd8Cyvz3P/lvWKWYHtVqQ8qAPU0hFM3RsiomQohHET1Dx46MezQii7k8Yf/JJAkBRLPzznw/v//v/RgVDhocQ4FS2cF3iTdTV1XH77bcTCARo2PQpgpd//yWXxU3HpjaMfub5VVAhpPqx4sCsmOloGUR2YAmKYsIwtFbN7evQoQOVlZWsX7+eESNGnBSjNHFxcYwbN47169ezZMkShg4dSnR0dIvrn3LKKaxfv55HH32UkSNHcvvtt/PQQw8RERFxDKMWv5SKigp27y7jlFM643RG0K9fe1auXCkJpDjpyAjkSaKgoIBp06bx7bffomkKEKJTp048+eSTTJ48uUU/WPfu3cvcuXMxKlykfp2NNejjjOmfULOqI0GvDb8nAr/fhsmssSC7F/flr+ZM6xjmB1dR68+jv+VMCk17KaxfSpyjN1FqEol6GgY6WcGF+IOlZEaeg0aQ3PrvUBRzo8USP65o/ilVjUDXfYeM22pOolNmPP/3fw+y85mNlO11s8BVTH9LGt1idPLcKv+ctBCf287984dxdZdi7tpqZUx0AvFWnS8r6ljvmQnAZXHTGZfiJdISpNpvI8dl4xPXTsoC2XSyDCNaj6TIVIjbqODqmBEMTKijNmCl3G8lz63ytXcjHbRMkswOUiJULArUh2BCqpvR3bIxmUN8t6Uf5f6GUae99Say6+vI1/eQH1yPqlj5c+pl/Kvw+f9dF3sfKj2bCQQCLF26lKqqKp5//nlycnLYvHkzd3d/mCyjnntfP49PblpMdX0Qi9Jwyz+4fwQziEZQCRJQgriUKur1yobjEY0AJsWKgU4wVI1uNCzOgYZznU0muPrqq3n99TcBnRg1gVq9hvj4GKqqqrCqUQR01/5ITUTbu1Pn3YHVnERId6PrHhRFPZB8WswJAGTaxhCjRZIVmItHryZE8JALZw4lFAqxaNEi0tPT6datW6vaOB4Mw2DHjh3k5OQwYMAA2rZtG3YbW7Zs4dprr6Wuro7XX3/9wBxUcfL66quvuPPOP7Bt++MA3Hrzf7FYzTz79DfHOTIhwiMjkCc4Xdd59dVXueOOO/D5/pdo/fvf/+a2227DZrO1qJ2ioiI2b97M4sWL+eCDDzAMlS1njMOfE8fXy0YSF+HFoupU+ux0jK3Ep6tUe7Yyy7MVqzmJLrYxrHa/g9kUSz/HxWzyfEA1kPeTPi6NnY5ZhV6xIXwJN7K20uBr9+sYRoiukeeSSRtSE0dhGFDq19hEFn7DRbU358D509H2bgxWRhNlMuPWQhQr1bSJSOCyO0ewefZeHCV1uIImcvxLeLbXGKp9dk5tW0ddVQyP/jCQM9vUc/a6hfwr40LSHHV8vC+KaOwMcFzC5WlR9IovZfbeFLpGWRiaWozDHE9tsCs1ahfqQkFQIF5PZIilS8NZ065IfJpCdq3BZ64ZdHaehVfx843nM6aariDBBulOg+5JJZjMIZwxLjpE1VITSKTQq7DBvZFNvlUEDX/D+wn7k8f/bahd5d3G9u3b6dq1KxMmTABgxIgR9O3bl+uvv56NXj89IzoD4AnpVIS8pFkctIuwURPQ8Os6QUxUE6BeqUVHR1XU/Qmej6DRsPCpYX22iYbb2BpgQtN0Xn/9dX6cA1mnVwP6/oUgCopqBV0h0zKKOmsIn14HNEwxcNjag2HgCezb/1oUgqFyQGGXsRDFCBDc/3xQDyycOdxekwczm80MHjyYZcuWkZSU1OLzqI83RVHo3r07sbGxrFu3jpqaGnr06BHWSGyfPn1YsWIFzz77LGeeeSZXX301jz76aFj7TooTy/KVr3HKsMwD/z5lWCYvvTj/OEYkROvICOQJLCcnh+uvv561a9fidjcsknnggQe44447SExMbFEbP46C7N69m4EDB3LPPffwzjvvsOq8PmjVGQQ0M737bGPZ6iEA1Pgj8Gom/rx3PhOsZ/OlawaTIqdRotfT0RJNZTBIjrobhxFNJyWVEYkQMhQizRpOs4YraGZbrZl4K7hC8IVnDQG9noHKSIKGRr3iJdKwkx5hJ91p8O+CGRgYjHdczx8yvaRG1uEPWih2R7G5xslLFZ/z4j334YhUyX15IwtKDNIdFkYmefih3EEbu8GlfbaSkFzB+z+MxKepOM0a8VY/W2qi+Hfh6+hGgD+1mc74tHK+zE+if5wPBVhSFoFhgNPSsLo5KQLirAY2VcekgE9TKPGpWNWGW9C7XTrZRiFO3ck5CXEk2EJ0jKqjTUw13QdvxtBMZK/vzZL8dnxUvJss/2o8ugsD2L49m8TERN566y3uvfdeBg4cyOWXX84dt/1p/5nQ0JBUqgdG6j777DOmTJlCQkICjmA6/3n7/5hx3TxCXo1km5WAblAbDFFvBFBRKDAVoBEkYHgI6PUEdDf+YBW64TkwQqig7D8RpiGBBFAUff/ejAqgYFajCOm1xKjpWEzReBQ3qmrF7d+7vx3joK8GTqcTt9uNghmHEoXbqAZUCgvzadOmTSu/C/5n9+7d7Nmzh3Hjxp10i0vq6+tZvXo1drudwYMHtyr+nJwcbrjhBvbs2cMrr7zCGWeccQwiFcfahIm9ueDCofxhWsMvizk5JfTtdS91dfUtHhAQ4kQgI5AnIMMweO6557jvvvvwer0AJCcns2nTprCOPtM0jfXr11NTU8Po0aP55JNPeOedd5ia0pvKol6cu34uGyYOpro0CatJo8LrYHa+ndpQgJGmM+gTqzAy6Q9U+k0Ea5wUBbzYFDPDzT1o6wCTAh6tYbNv3VAo9VmpDqicnlZHjM3P0tJEfm8ZwgsVn7NM/5y0iH5UhvbgDZRxfdTvyXcr2CypPNJ+EgbgNAfJrYkn0hIkyhog2mLnP+deQ1S3ePb8ewVOs0a3aBu9Y3zsctmp9OtUByC1QwH5ORmk2T3kuKL2r5y2k11rYOxPzmKtOiFdJcoMO+si2Oc2iLVCqt0g16WQaoce0T5ibX4iLQFCusre+ijAjKJAhtPLZd0LSUkpJ7pNGRanF8UaQjE1JGZb541gWX4Ga2oL+LziA+r1Gg5OCKFhy5dgMMg555zDH+94kLH264i2BPm87r+Ajkn93zy33/3udyxbtoyZM2fy5ptvArAiMId+xml4NR2TomBWFFRDwa8Eaa+lE0SjyJSPWy9H0/0oihn0/yV5DckjWBQnQcNNw56MKg1jow0JYUivBSBg1FMbzP/JJ0qlcdKo8NPTbnRd58MPP+Tdd9/l66/nHHj8aCSPAJ06daKkpIRt27bRv3//o9LmLyUyMpLRo0ezdu1ali5dyimnnBL2GciZmZksWLCA1157jYsuuogpU6bw/PPPn9An9ojGNE1jzerdPP7kZQfKOndOISoqgg0bNjBs2LDjGJ0Q4ZERyBOMx+Ph+uuvZ86cOdTWNvwgnzJlCm+//XZYPyh8Ph+rVq1CVVWGDh2K1Wo9cOvsy4GXEOfw4IzwUVCVSFJUQz/Z5amsrHDyctmLnB05jQX+z/AHGxbOdI08lzH2dPrF+SnwWPmuqpqhkfF0jQpiUg12u6yEdEix6wxNqmBTZQJZtSaKfQECho6qKNgVE8kRZiJMUOjR2Mh2MvVM0qw2ku3QNcpPodfK3MpaNvo+YUra9Vz8r5EseyOb3kX5xNn8RJhC5NVH8UWhiSXBr/EHy9l+7kCW53QjwhxiW000BW6FbE89q33v089+PmlqDBGqyriUIB8X6CRabMRaFdo6DFIjAqiKwT63jVKvwg/+fPb6VnKWfSpDEgwiTDqXjVhOVFoFnvJY6mtiyCtJZVd1AmU+KyFDoTag4gpB79gAT+W/T77fzZo1Kxg0aFCT9+Wcc84hOzub3Nw8ejnOxxvMo0KpwBUswDACNCRn5ka3eXVdZ9SoUdxzzz1ceukVdFd+R5oag7b/W7dW9+FXfrxNrVKmFuIzavFrbvyhcgKhKg4eLWT/s/+3fQ+sX7+aZ599lt69ezN8+HBGjBiBz+fju+++4+mnn2bx4sUAPPvss1x00UXH5Rxnj8fDwoULGTRo0El5jrSu62zbto2CggKGDh1KQkJCq9opKCjg97//PRUVFXz22Wd06tTpKEcqjoUtW7YwfPgQKmtewWw2HSg/b9ITnDbxKu64447jF5wQYZIE8gSSl5fH5MmT2bNnD3V1DXPHHnvsMe6+++6wVp/W1taycuVKEhMT6d+/PyaT6SdHGCqsn3A63+V2pl9CJTO2J/HHPoUkRNVx3ZL2qCi0sTjZG6olRYnEpCgk2Uz0iw8Q0hXsJp1ku5e6gBUdKPREUOZT2VLXMFLaM8pOr5gAC0rMLAh+Rz9lDGlWOxEmhY6RDQnbd8UWPJqGqihYFIWv6hvvhdhwm9XggQfuI9KfyppXtpOlFbHd/TlpkSO4KKo/Nw3aiKabcNg9fJ/Vh9n5NhKsJmbVziQzYiwTo9rS1q5R6TfxRs0yxppHEGdVqfTrDEoAp0ljc42FfV4/mqETqVpo7zTjDkFNQENRFE5PC3LlWd9iGAqb1/ZjR1USm2vsWBQo9UGOz8Xw2Ci6RvmpDFjwhBSW1i1khWsnuqE1WTRiGAa9e/dm5MiRvPrqm3SwDGJfcBUNSZx+4NU3jAo2nic4b948PB4PpaWl3HHrY4yznIUO6IaBgYF///QAl+rCpZdR59+NT6vEQKOxH0cRf/y70qI5iYZhkJ2dTWZmZtjb0hxteXl5ZGVlceqpp560t/xyc3PZtm0b/fr1O3C0aLhCoRB33nkn77zzDh9++OGB+bPixPXqq68yc9YzzP/+/kbl/3zkc7ZuyeeD91ccp8iECJ/cwj5BLF26lClTplBZWXmgbO7cuWHPcyovL2f16tVkZmbStWtXFEVhz549TJgwgUSLk9vbnYvb52VztZkNVSm8cO5STGaNzdndiVZsJFituEMa+coO1rvXMdJ+NWNirGTXWinx6mREWthWa8Mbgu/9O2mjtaWd1UGs2YZLC7LYXUiRN43ykIfh6gT8hsaOUAW1WgU1VV1Jd9gIGhrzPK8Sbe+GpvuxmBMO7IfYxj4ACzYyhzno3Lkjt976R9xuNx0iJ9LPcTH9bQncPGQ9/90wgNPaFVJXkoZPM3F6msb7BV462Udzbkxb8tyw0FXBNvdsVMVKZptR7K03iLaoOExBvik2gABJFiu9Yg36xtVgtwSpD9io8EWwviqC4e32YXb40Hw21pSmYTPp5Lt1arUg9fg4PTGa4UkV1ARslPstVAcU3MFodCPAj/MLf2QYBvfccw9ZWVk88MADvPrqm7i0fBxqAh69BjBRVVVOTExMs4ssxo0bx5w5c7jjjjvwBrx8E3gRUOkceTbd6ECUaqZKa/ilw+/LwzA8RFs7UhvI5ccRxh8TRUWxhL2QRVEUevbsGVadYyU9PZ3i4mK2bt3a7CjvyaBjx444nU7WrFmD1+ulS5cuYW9RZDabeeaZZ+jfvz/nnXcejzzyCLfffvtJsdXRb9WKle9xyrDOTcpPGdaZ1175/jhEJETrSQJ5AnjppZf405/+1GiV9e7du8O+LVVQUMDGjRvp27fvgT3FtmzZwplnnonT6eTWtlMYnBjkrxtSiTPrRPwkUdlUmUhbu5l9Xj9RJgvjzadQ4xzEmWkGumFQ6TeItaq8XbuEas9WzKZoYiM6UafGsEzbRXH9cqBhG5dYyzmkW50k2hQ8mgW7z4yqq2xXC9jttlKnVGA2xeI0JdCF7nSMjCA5ouEEGQCcVvpePYw1b2bTV7+AsshSdtfPpdAUzWO9TiO/LIUeMfXYrX4UxWBPXQzfl5pY6X2NMfZrqfTDytBO9rkbVjbqRoDceoNTUwIkRPgodDsox8WO4BLGKueS7gigGSp7amMp81lo6/CTEamxoyyVnrYgezf05MMiH6PioqjV/KzRFuD27+XyNjcQFeGl0B2JqsBOTw4bvSuIN3WiStsHNCSOGzdu5MUXX+S1117j2Wef5bLLLuPp6+ZSqa2lKphNpDWD+kAB8fHJh03svvrqK7Zv384zzzxDamoqS5fOJdl+FbGGDZ/iJqDVUaMXMiH6LBbUzePH5BFo9SroE42iKPTt25fvv/+e0tJSUlJSjndIrZKcnMyoUaNYsWIFXq+Xvn37tir5u/rqq+nRowdTpkxh48aNzJgxQ/aMPEGtXLGLfz52cZPyIUM6kZ9fRVFR0VGbMyzEsSa3sI+jQCDALbfcwvvvv4/L1bDX3g033MAzzzyDw+EIq62cnBx27NjB4MGDSUlJYd26dQdODEkyx/H6wEFY9Tg+z0ulJgDVgRBXd67ntFHLcVXEcfd3w0mOgJQIjThrCIc5hAKU+GyU+cxsr9NYqTfcXvlxL0ebJQVN96LrPnQjQIQljSHmM+nitNM3LkB90ERWrYnKQAjdMPAYQarUWlKMeDo5bDjNDWc621Ro7wzSPrKeBEc9vsmjUE0GbebPISrahaIYfLu5P/+Xv5uZfWP4+8ZUbsj04A1ZWFvlZHWtizOSItlcbbBDL8ZhOEk3RbPOyMZBNIPM6USYoCqgMyXdS2Z8OYmxNaR0yseeUgWqge634ClOoKo4mVpXFKV1sYwcvhpdU1m7dgBnrvmUtpFjiDLiySCJsSkQawmhKgbjumbzxyWJfFPzBTo68+fPx2Qy8eWXX/LJJ5+wd+/e/e9Sw4beCmYMfrr35f9Ohvk5wWCQOXPmcPbZZ/PCCy9w//33c8MNN/Dccy/SNfJc7LqDPLaRYFTi1euxmUewx/3tgfone9LYnH379rFjxw5OPfXUk25V9k95PB5WrFhBZGQkgwcPxmQyHb5SM4qKipg6dSq6rvPJJ5+0at9JcezU1NQQHx9PYcnzJCfHNHl8QN/7+NvfnmXKlCnHITohwicJ5HFSWlrK1KlT2bp164HFMh988AEXXXRRWO0YhnFgUn7Xrl1ZunQpTz75JFu2bAGgl6M9j/UYgi/kZFNVDLtdCu0jDYK6wo2D19OmVw7ffnMaP5TFkWDTiLaEiLEEcYfM7HPbyK410AwDv66z0P8BIa2OzMhzANAIYsJCopZApGIlwWqlrQMSbBp5bhMbXC52KRtwqHH01LvTJcpCW4eGCuypN1HpNxiXEiQzpoZKn50ybwTdhtoJnjuM8ieXUFOtM7HjbqrdkeysTmBNZQTDEr24Q+b9G4FbqQma+Li6gFOs6bRxGHhCCgUenW/9c+itjiXZ5GBqex/jemyloiqevOpEqvw20hxunFY/+2rjqPRbyXFZ6Bfno0dCGcX1MWTEVRATWU9uaRof5CaTYIONNQF0DCalqShAjsvCBZ0KSYmt5rGNAT4sXUvAaLwpulmNIsXal3Z0xanaqMGDRYdVvrcPeif/t5q5OT9NIHv16kVZWRm1tfW0ixyHYihouhdTsIb80DZ6WieSFVj0k8/Iry95hIbP/vLly4mKiqJv377HO5wjEggEWLVqFdBwEk1r55n6/X6mT5/OnDlz+OSTTxg+fPjRDFMcge+++46bbrqSnbufavbxG//wOjGxDp7491e/cGRCtI7cwj4O1q5dy5QpU+jSpcuB5LE1t6wNw2D9+vXs3buXGTNmMH9+081oJ8YNwR2MJKirbKs1sJsU5lZVMTU5jpQu+yjbkUF2TTSGARU+E2U+E0UeKwUBD7mmDfTWezM43sK+ehMhTx39HBfTXokDIMbScBKL0wJOs0GUWUNRYHutiQp/iBSzkzh9BElWM8kREG3R8YZU9tQr5Pu8DImzE2sN8E1BMnVBuK5PIZVnTuWdd7/nk3WvMcBxCeMz/p+98w6Tq6zb/+c5bfrsbO/ZTe+N9BAg9E6ItIBAaAKivBb8ifrii4iCBbHSFWkiEIoI0nsq6b1ns9lke5udPqf+/ji7mwQCJBBUdO/r2mtn5jznmWfOnJlzz7fctyBrqpQFEpzuS/NaQy6qBNUB0G3BonadjJTg5ewiRFbGcgxMJ0uOWkGNs44jQ9OZULGLtTsHsiUaIWNLlHiz5HhT1Hbl8WK9nxdTf8NydI5JzGZwZz/+2PEkc3MvYEjIpEOX0SQ3UpqvqvgVgWG7BHlDPMPYznyqSxu5qKIfYecIahIZLFIokkVIKsBwHFbbNZRJAXyyhJGxyAqTUt90GtNL2Ns8Y1PtPe4T08zNzc3079+fbdu2AQKPuYO6TCMGWVQ8nJU/nbUZFXQ+dp7/BAghGDt2bK9LTW5u7r96SZ8amqYxffp0li9fzsKFC5k+ffqnahDyeDz88Y9/5K677uKEE07gd7/7HVdeeeXnsOI+HCoWLr5vPwHxD2LK1EE8/NB7/8QV9aEPnw19Ech/Mh577DGuvfZafvSjH3HttdeyZMkSjj/++EOufbIsixdeeIGWlhZ+8IMfkO4wSTldvds1JZ+Fxw2jtnkge5IB1kVVWrM2FT6JiwbvojC3k6aOfBriOTxZG+R9ZzVhCpnmqSSswoaYzi5pD2eFBlDktQiqJhFNJ2morOjw0pa1KfBIRDTwSA4NaUF71ka3bUq8ChENMhbIEuRrNilLIqrDjqROytEpVPyEFIlCrzvusmE1NE4+ilRZMW33LsGyBNvjKkLAqeVtjKiqZfmOQTy9KwcHKPQI1sfT5MgaRxc5lPrdzvBOXWFdVObp2COEPJXcWjmd00etIdqVw2s7B7KgRXDHzHXIisWlrw5jVqmHcn8aCYcdiSBvtRi0iij9yOfoIkGuZvC9usVE05sYFDyd2TlVyMIhaQpMGy4YtJuSvHaW1Q6kM+uhLqmRsd3XtCtp8L7zHrJQmanMwLAduiydxfpzmFYU1xHGTVfu2bOLW265hZKSEgYNGsSmTZvYtGkTGzdupLGxEb/fz/3338/cuXNRFIURI0awcP4ibGx6BMCBT20X+EXG5s2baWpq4phjjvnCN5DYts3KlSvp6upi+vTp+Hy+Tz3X22+/zXnnncecOXP49a9//YVO8/8n4JRTx3La6eP42tdPOuD2TZvqmTzhh3R1Jfreqz58IdAXgfwnwTRNbrzxRh588EGeeeaZ3u7qE0444YDjX3rpJR5//HH27NkDQFVVFSeddBI+n49Nmzb1Xlh+9KMfI5LKfuTxSP9Z/GSswuKdRbxQLzimSKJTtyn0SJxY1kFRXgfrd1eTtWTeagrzcnoeI7XjKRFhirygSg75qkqhcMnj5OImwr4UsbSfmq5cPDL0C0iEFAfDgeaMIG446LYrbi0E+BSHYp9FxpLYlZBYk45iCIMKkcukvAC6JdiesFkXa2dOUR5mfgQmD6Ltt+9THYhTEIgT1opImwo20NqRy13bvJxRalHqT7OoJcQK+00cy2JFSxWnescxPi/L8EiMI0uTzOw4nwd2Z1jU4mFgXTXjR2xkSiqARypG1zXW1FYyq9RDxpJ4rznEmkSc5dlHsO0UowPnoUkSHbpExhJ8KXAsTzlZzs/th2FD2nJJig00J0J4FIOIlqU+5UOWHCxTsD2ZRUIwWRyFT1YwHTdiVmusxLTaut8pgesIIxg9ejSdnZ0fOAtE73/Lcn/nmYZKgT6ZJfPfIl8ZSqu59T86yngwGDx4MHv27KG2tpb+/fv/q5fzmSBJEhMmTGDNmjXMnz+f6dOnf2qh8GOPPZbly5cza9YsTjzxRObNm0dhYeFhXnEfDga2bbP0/R3ccuu5Hzlm6NBSNE1h7dq1X1h1gT78d+HgTVn78KnR0dHBaaedxiuvvMKyZcs+VpqnpaWFCy+8kNNPP52//eVlFr37PmsWrOfxR5/h4osv5stf/jI4AjPr8Ptb/koqniZm75X+8akVjAhUU9uVS0Ugwd0nrWVJG0RUie3JDLm+FKpqYNqC32wX/LH1biq9E9hqLSGiKtSnIKoL1pkNDAw5DM3pYkN7Ia/VDuDN+jKertNIGhBSHKqCaXyyg2mDIgTDwgpjciWKvA5e2WFLl8LaTkGHbjM1FOFL+flMzpeoTwkejS3i5dQTrE8+zfaYTPPRM4kvrqN9d5rVHbm0JMLUJX3sSGi8sLuAu9YN5Ir+FsdV17A1FmRZootUto6z/LPoMvbwUMdDPLgnyeauMD4tS46mMz0c4cXM61y8cSsbtgyhINzF6PxWVNUlXDviCj/adS+duoOKTJV/BjP9V1It5VPklZCFQ7suUZPKcmnOKSRNQXsWYjqkLdeJx3IksqbKnmSQmCGTsQQ20N/ncUm4pqF2R8XajRRN5oZ93m0Hr1IICDo7YyhyIbm+cQhC9DTWuBHKvWLftpNlR/olDDK0mlsO41n6xYUsy4wZM4aNGzfup2TwRUVPar6srIwFCxb0asJ+GlRXV7No0SKKi4uZOHEiq1evPnwL7cNBY+vWraTTOmPG9PvIMZIkMXnKQJYsWfJPXNkXE/F4nF/84hdMnTqVgoICfD4f/fv359JLL+W99/rKAP5Z6COQnzPWr1/PpEmT8Pv9LFmyhEGDDlwDE4vFuOOOOxgxYgTPPvkcp0VOYnwkiEGGqNWO6WQYmTubH918O7bj8Ivb7qE2thyL/aNPaWMPa+PtXL31RaaMWs/LG0YzLCyzI5XhrDKZMePWsXT7UB6tCbFdrEFTCsmQ5NKc08j3uqTo7ua7aWcP/YNpJOGwO6Vh2IL6lGBISKFfwKZfIEPCUDFtQa4HRkYsyv0GYdUiR7VpyUiYDsRMg3orzppYiqXt7uNdhk1nejumFcXBoW1clmTEz58f2sxbrWk2dUnIkk1bRvBqrJ7nU+8zIGgzobKWfv3ruGLSUi6v8HKk7zJSlk0qW4cm57DReJvHWlowLZmYrjExL8l9g6dwz6BRNCeDrNpTRXvaj+1IDMprJahAyDuYpGmhCpnJyiBGhT0MDknkqK7/dW3CYrn9NoUem3yPW6+YtaEhbbm1mJF2BA4dukrSFBi2ewxzPeBXBF7ZvR81sySlLCcF5zJKO54K7wxGBy5kkno2XrUcRc5BCIm02Y5DEnr9qvf9g0Ilnx5i6Tjmf330sQdFRUUUFhayefPmf/VSDguEEIwcOZKqqioWLVr0mUhkIBDgiSee4Nprr+Woo47iySefPIwr7cPBYMmSJUyY2B9N+/ik39Rpg1i85K//pFV9MbFy5UpGjx7NjTfeyPvvv097ezuZTIba2loeffRRjjnmGP7nf/6Hvuq8zx99KezPEc899xxz587lW9/6FjfffPMBBaJ1XednP/sZN998836Pm47JruReKZ+B4aO59LszkU2FH992C+lMDJCwbZNUKrVfmuv9zON0XDeQf7w3nrqkxoYuk2sG6pw2cz4PvXISi1oVlrOKjtRa+gWPpcqqpiljc0F1HE2ymF54BQCDc1tZ0FBGide1Kzy5LINXdqVrkoZK0lSIaCYBWyJrC+pTKmHVJqJZ5GsCryRR6NWI6hr1aZO0Y7E2rtMkN3Xb9rnNA2fNmcjDjzxMIltCRPjwytCV9TIkbDAkXMRJQzp4a7vB2vpKZha2U9dYSn1aY0n2UfKkoYwMnMMotZgno3czI1JKLNPC8cM34POn8ATTCGFj6Sq7d1XyRu0A3lo+muE5OoYDZ/pOJGZYVHo8jIyYJE2ZmCGoSzkMDEFYlcmk29idkkibEDctErZJs+hgjFxC0JfmntUjqAhY2N2SRAVei7gh4ZUFtgOm42Bik0sQBwW/3A8/EHY8bJV3YGRTWN3+08Y+9YwAXq+HcePGsWaN21Xfarb3iq73YX+MHDmSt99+m+rqaiKRyL96OZ8ZQgiGDRuGEIJFixYxffp0wuHwp57r+9//PmPGjOHLX/4yq1ev5ic/+cmnlgzqw6Fh8ZJHP7aBpgdTpg7i8ccW/hNW9MVEbW0tp556Ki0tLQBcccUVXHDBBUQiEVatWsUvfvELampq+P3vf4/P5+PnP//5v3jF/9noI5CfA2zb5sc//jF33nknDz30EF/60pcOOG7jxo1MnDiRdDr9oW2W46FEmUgLbYwIDOayGy8kZXTxw5/8P3RdZ+XKlYwfPx5wIwzPP/88s2bNAuAPw0+lq7kdxxGcUtnAxSO7GDHrPTK1hWyLqyRMk1xKkYNHcX54OGdU72ZgVR2aN4Oe8dLUVERTVy7RtJ+qYApVsikOxPGqOsmsl1jWi27LRDQdTbIwbBndlohoMhlLoiGtkjAgoLjRN78ClX4Fy1aoCDjkeypoSl/J+qjNCXMG4ktqzGnqh1zlUBbs5JcbclncGkSW4LvHLELzZcnZ1Z+xFXVYhoLtSCxpN8jzDaU1uYITIlPYkY2jyGHmJd6mbesx5Na60jtjcuP0C3eSH47RGs+h0KNjOYK0KSOAhcZWKqwKxgd9lPvTNKe9bI+pBBRBVIe/Ru/FcWzq0yayEIQUGdUWeKxCzh5YQ9ZQ0WQIKRaWVxBRTaKGgm4L/DKkLAgoEqohYzsOum1hCgvHSrLcWErMae52rjkQJDIZgyVLlqPrqW5/9PaPGNuHQCDAgAEDWLduHTNmzPjCN9TAXhIJfGYSCa4X+/vvv8+sWbNYs2YNjz/++H8E2f53x/tLtvO/Pzz7E8dNnjyQHTtaaG1t7atXPQBuuOGGXvL4u9/9juuvv7532+TJkznvvPOYOnUq27Zt44477uDLX/7yF17i698ZfSnsw4x4PM4555zDo48+yqJFiw5IHm3b5qabbmLkyJH7kEfB6ae7+oqFcj8G+6qp9uRSnjOBK793FV1mEz/6yQ/RdRPTNHvJYw+++tWv9t6eUWHw+oYxZCyZ53eVkc56kEICxZ/hxmMWc/PEXdw/TueFKRo3nvEa4yatIpXwk025jTmJjI+CYAy/qlMZjlIa7MKjGOzpymNPPAfdlvHIFppkYXdHy2ThpgscR+CRHAaGDPI9Fo4Dlg0FHofjSuMcVdJESDHxyg45BV5KT6hg1ePbKPYlac9qWLZEJwmeTCzAJ0M8HmL3rgqGFTZhmAp19WX8Y1cFXkmmiGq8aileGXKEl0HeYxknpmM7UO530G34a62fNa0lbGioYHc8TH3aS5E3y4jcTk6rbOZPI4P8z2CdAcEUfsXk/TaFDsOkKWPSmnE4I3g103xzWeosIl+TCatuPWmeqvDGrmq2thYzKpIipBokTYFXtpCFQ5HXRAgo8jr4uoM8Fja6Y6M5Cl12PVF7N36lmP1rHffWO7rHsy9NfSgYMmQIyWSS+vr6f/VSDiuGDRvWW8/YYzrwaTF06FDef/99JEliypQp/zFp/39XxONx1q3bfVARyLy8IEOHlvZqgvZhLzZv3syzzz4LwLRp0/Yjjz3Iy8vj97//PeBeZ3/2s5/9U9f434a+CORhRENDAyeddBJlZWUsW7aMvLy8D43Zs2cPlZWVvffvvPNOjjrqKCZNmsSr/3iTI7wnM9Q7hKwpKAgIbrp+Fg1WEz/5yU/QdXO/9KVpmnR0dFBUVMQxxxzDE399gkfGncR7tf1JWRKvNdkcXWgzcHAN+o4gkk+nZNJG/FsSxDty2FxXzdJ3q6gKdyELm4Hl9Xh8aUry2qlvK8RxBCndQ9pUac948cruc7dmvFiOwLIFPVUmtiMo8WXw+U12xIOs7lRpzZrY3eRnSr7C+20h/p7YQ5Htp4aV3Hb9V/DvaOAkZytJW2NtVGFzrJCZOdAvMIXVnbBk50ACqkE062FPykNr1q0rHByS8SaLKFZPRwjwyjJVdjGyJAirEjHDjX7W21GWtudTHVCRhYPhCDZ1+Vne7qc969BhGEiAJsksdzaiCi+DnSF4hExAEZi2YIm9noHOWJKm46algTbd4P12magexis7TClsR477acp4iKgmNtAvoFPoyTA4JOGVgyzrSlCgeMnYCjulLACGkwUEppntSyceBvRIHG3atInS0tL/qGM6bNiwXvH0GTNmEAgEPvVcOTk5PP/88/zf//0fU6ZM4dlnn+X4448/jKvtQw+WL19OeXke5eUfvh4cCFOnDWLh4gc444wzPueVfbEwb9683ttXX331R4476aSTqKqqYteuXbzwwguk0+nPJIfVh49GH4E8TGhoaGDmzJnMmDGD+++/H0X58KG99957eyOFgUCAmpoaTNPstRybFZ5LzJRYYu7gyrwBDLhiNPVyjJ/cciumbgM2XikHAxPbyQA2iqJgmu62WfnTkcxSygNJXqnPZYE+j1WtxVzYko+QbRTNINEeoa01n5X1/Yh4sowtbiDkTxFLBtC8WZLxIF2JII3JEPneNEI4pEwF0R1h1GSLIsXAtCVihkbKdNPXmmTjU0yShkpAsajwy1i2QquuUy/aqc6U8ljX88wJzeKMyk4mHJvD2in5TNtwM+rRCdpqKrl5m8W65DzOCF7D1MIkU0o7URWTbW3F7Ex62J0UqBIMz9HRLYmUqZCxZTIWeCSB5QgM2yZpSkhCkO+B43LyebcrytPxt/EqEaLpTZwRvIYN7EQnTbuxnYzRCMCwwCwiVg42Dl5ZQhLQquvkiwqiUpR+hPErkMyAR5IYGpLwyq6UUW0iRGtGkDAE4W4XkXK/Tb5HkOvJ8E48TVbOMEAJktFtBosRpKVm4mZT7/sIgsbGBkpKSj7ns/U/G5WVlezYsYPa2loGDhz4r17OYcWwYcMwTbOXRH6WC6Msy/z0pz9lyJAhzJo1i+eff76PRH4OWLTkXqZMPfjzcMrUQcx76j8jArlz505Wr15NQ0MDiUSC0tJSqqqqmD59+iFrXb7zzju9t4877riPHCeE4LjjjuPPf/4ziUSCFStWMGPGjE/7EvrwMegjkIcB+5LHP/7xjx9qluns7GTIkCG0tbn6f3feeSff/OY3SSaTvSf2rPAV6I5KPS2ELT9VF43AV+hh2W3/YKRaRrOpYJKhyazbb27T3CscfXV1GfnBVmo6CjmyMMmEvDPZFPPy2BqHOdZ6ygbUkYwH2NRcRq4nQ1DL9u7r82RJxIKsquvP4zsD7Laj+Bw/OZKXMRGF8XkxhhU1kpfXiSTZJBMBtjeWs7Urh6QpgQJNaR/1KY0c1WZkJMHICCQMla2xUl6O1XN57iwm5SeZMmI9tRPOpqLpPTzxGJ7+beibB3BJcS73t5zOtUM7GFy2B68vgz+cYMCw7ZwMvLFwGjsTQWThIAmHHBVeTm+mKbYGIWQEErrZ2vuaTg1czZGFgjapkYzRSD/PRKJs4sXEfb1jJMmP39OPPLU/7c4euuRWHGwK7UpG24XYgCGy2NiU+wUpE3TbwSdLyJJLqutTAtvx4O/+NNkOKAJiuoQmWQjhUEYuCUunMASSUBio5uOLz+Jd/XlKlMHUZeYDNqWlpRyMN3YfPho9HczLly+nsrLyU9sC2rbN22+/zebNm1m0aBFvv/02zz33HFOmTDnMK3a7dPv160dZWdnHjhNCMGrUqP1I5KdxrNkXc+fORZblPhL5OWHJ4m0cM3P4QY+fMnUQ3/3OX7Es67BG0Gtqali2bBnLly9n2bJlrFy5cr9yiKqqKmpraw/Lcz399NPceeedLF68+IDb8/LyuOCCC/jxj39MQUHBQc25YYMrgRYMBunX76PlkABGjBjRe3vjxo19BPJzQh+B/Iz4JPLY0NDQG2EEt4usqqoKx3E49dRTWbNmDYO8VYyJBNjQpbMx/hTXXHMNeUNVyp+dR7k+hkZzMJeUeLh9zx8OuIYKdQC/G3UEXtVhV2c+uuV+6eR7M0zzZJGFg2MLtJwEq+v6E/Fk8CgGknAIeDPEU35Ki1vYuaeCpKkwuUBwrt/L2LLdVA/bQWBQPVKJCl4PjqYhEkmsPTr2G1Npy/jQbYmgatKpq5T5DMYUNuPXsuimQjzroyHt4YZ+uXTpBh7ZQjpGol0Zxmnfu5vNs0pAspm/YwhL2mTuG6WwuSPM35aMZ2DQYmpJI6X5bRRX1xNQDfyyTXtWRZUccj0WXyscRsoaQVNasDGRIqGl2WYtJpWtY1hYwbBtKq0q6oCG/TQYXdh2ilS2joBSyHB7LAFJQZEkLBx028EvyRhkmaYMJ2aAbrkEMaAIYror6QMQM0CTQBJ0k0x3285EkIhqMiSk0JJRUAUUekCTHQo9KorlJUcuw6uWkzEakCUflp3gzNxT+FLO9Tzb9fvDc6L+l6GwsJBIJMK2bdsYOXIkO3fuZP369QQCgY+NXgCsXr2anTt38tRTT/HEE0/st+2pp5467ATy8ccf58tf/jJCCKZOnYqmafTv35+77roLv9//ofFCCMaNG8eKFStYvHgxRx555Gd2Lrn44osB+kjkYYbjOLy/ZAc3fv+sg95n1KhKHMdhw4YNn7kB5J133uH2229n+fLldHR0fKa5DgaJRIKvfOUrH/rcfBAdHR3cc889PPvsszz88MMfq40Mrsd7c3MzwCeSxw+O2bVr10GsvA+fBn0E8jPgk8gjuGmio446ijlz5nDttdf2jrn11ltZsGABANszu3i+dQFr06uYM2cOkydNZvTiP7G1oYwir8X0fC9XT1lKQd4Y3mpwGBnM5Re1rljqyfnDua5qDAndh4SBVzFJmSoCCGpZgloGr6Yz6Jjl/OPJWdQlAoRVD4YjKPGlqe3KpTLUhWMLJh+3kBnVnYiQBwwTs0Emuqk/rW9NRFUNvIE03kic4LA2OlYPY1tjGbJw8Mo2uiVRl5SQAjKrWkr41vYHmOy7BFNYBJ0sXW1pzsz38bWrn2Zx8CcUb1hMy40ZjHgL774+k6XtPo4qMrh1bQEbxVrO8k/Cp1gokkWkoJN4ay5dWQ/9gnGmRTrwebIEQwlkxcKxBclEgHTGy9bWEt5rPoOMBUHVFQJfmH4IAE0KUhAYR0SUkyFByu4kY0WRhYccUcIuuY665DsA+LQyChhIudWPIlHGWqORUj0fgLRj4DEVchUVRQgkIdC7S1ONbkLpld3bazsVdFsmV3MJZn0KNNm1Yiz2wnHGqexyOjCsOCCw7DQgeKHzJUBCiHsB0PXU4T59/6MhhGDEiBEsWLCAVatWcckll+yzVWL79q30799/v8+sYRjccMMNvUX4AMWeI2jNrsPGAAS33377YVtjOp3myiuv5IknnuDiiy/m+OOP56WXXkKWZZ566inq6up44YUXPpJEHnHEESxdupSlS5cyderUzxyt6iORhx87d+4kGk0yfnzVQe8jyxKTJruC4p+VQK5evZrXXnvtM81xsLAsiwsuuICXXnppv8cLCwsZP348OTk57Nixg1WrVvVqNDY3NzNr1izeeOONj40S7hspDYVCn7iWfcd81qazPnw0+gjkp8TBkEeA4uLiDynjG4bBrbfeut9ja9OrOOmkkzj99DPwPLSITEDCsiW2xmSuHlmD5ssye5Cfsb4KVrYWcWXRIBKmzanFMpqcIKjpxHQPpi2hSDZe2ULCoayolZyiNu647xJSlkRYtWjJakR1if6hGGOragiEE4RK2tC7gmx9ciwL6vrzbrPGWmsPVxWVcmzVTkxL5pnFA5g7egOVwmHDliGkTJWmtJcSX4a4oTI5P83ulJfmhMzc/OvI94BXdogbghE5sC0u2No0i0RlEbFXV7LKexSNsQjjB25j/PBNtLcU4JUH8E7zJGwH8j1ZujJ+anZUs7ihgjyPjpGVaW8qJ2kqaJJNQDUoC8ZQJAvbkUgaKiHVQZUEug3/SGwHwKMWA5A2o3Qa23EwkYQGSOR5B+Ng4WBRFpiGjUXGjhFy8miX3V/tYTtMQHY/Ln5HRgiBIgRpy0YIgSwkAqrbuANuBLLLsDFtm6xjYzkKXkkiY9u06iZRXaE6KBFQZDy6xgTPbJrkPdQl3sZNYdvdf64uZE5OPn/966OH4cz970EkEqGoqIjm5mby8/NZsWIFkwcdRYu5u1fQf9KkScyZM4frr7+eN954o5s8Cmb4LmVoIETClNhAOduNhWTsDjwe/2HzG+/o6OCvf/0r1113Hb/5zW9QVZXLLrsMgPfee4/TTjuNSy65hKeffvqAkkSSJDFx4kQWLlzIypUrmThx4meWLuojkYcXixcvZtz4arzeQyujmDJ1IIuX/OVjm0U+CzweDxUVFezYseOwzfm9731vP/Koqip33nknV1999X5lJBs3buSqq67qTW9ns1nOPvts1q1b113C82HsK3V3MCUp+5Z1pFJ9P74/L/QRyE+BgyWPHwVVVferXQRXw+ryyy/ntTtf5juFuzFMlZpYhKqgTcCbQfXodLblURzpZKihMTwCSVOlNaPQ2ZmHLBxyPVmylqtvGPYlGVBejy+Y5IHXTmRjl8zxJSnasxoB2SI3aJAwNNbV9cd2BGvfy2F1p4PjOAQUmS7DoNgpwHIEuzvzmd+cR8aCdNbDmmXjaE4GWd4exnCgyCso8KbxKyZe2WJrLEB7VvByVyN7rPWYdoqb/acTUm22DjkZ3/yNvFYX4ZhiGFWxC13XaGp1Nc+ytkTGsnldX8Sinf05OVyOYReSNKE9K+GTJfyKoF/AIaKaeGSL5mQIv2KQNFSaMh46su5F9Jn4RlqzrkSJYcVJIWE5Oo6jYzs6Nhm8aikRUULYDrvNScImLVI4ko2BTj+7mEJNQ+uOKKYtm4ztEJAlPLJgt57GK1TKfO4XlmG7f0nTRrdt0raJIiRSlk3cdLuz045Bu5WARARVEpRIrgi8alWR67+ANakncUmkhSIFMO1/ry/ANWvW8Mtf/pJMJkN+fj5f//rXGT169L96WQfEsGHD2L17N1OmTOGuI+/ky4Vn05RNsibRwC5nI8uWLWPZsmXccMP/Q9czjBs3jtWrV7PCfJuVcYVUtif9dXhdLXRd5+6770aWZVRV/VAK+uijj+aRRx7hnHPO4cEHH+TKK6884DyKojB16lTmz5/P+vXrGTVqVB+J/DfC4iUPM23aJ8v3fBBTpw3m+9/9+DTwwUJVVUaOHMnEiROZNGkSEydOZPTo0SxcuJBjjz32sDxHTU0Nv/3tb/d7bN68eb3axPtixIgRvPnmmxx//PG9JLK9vZ1bbrmFe++994Dz79sspusfpZu7F9ns3vr+A0Xw+3B40EcgDxGHSh67urpYsGAB69ev58033+SCCy7ovhhIuBclh6FDh/Ltb32bdx54G09tDjFfB15NZ3fKw/SiNjoSIXatGkdlfivN0Vy8somNoD0RQhUOimwRVnVkyZWpmVy6h4A/xbY9lSxuKcQv25xREcMrm1QEYxRHOiksbkVWLOLRMOtq+zMwmKLcJ1Of9tCehagh2C5tYV10HEVeL1MKu8iYCtvaiqhP+ekXTHLjyW8TKGlD1gyyHTk015ZjGCrB5lLiZh7T5FIiWimygDJfggFHe4nnWhzhPMeI6SHW1Q7gp4vHElbh7KpGsqZKfUqj2UwwQIwm1/ET1cEvw+60TtoxyNhZhok8YoagzGdhOgIPkLEU6lN+kqZEUIHdKYcyqx97jHcBt9YxcwAipltd1GWXY9ppHMckxzsAjwgSppCwHSaiqnhlaNNtkpaJ6dhIQuB1JDIWeIVKjqz2WhZatttAIxBYjk1CZDCEgYmJJbk/GmxsMiSot3fgc3LwOQHy7VwMLPIJEfBUk8zuBCCklBO3moF/j4aa//3f/+W2227b77H777+/t7nkoyII/yp0dHSwYMECxg+aTtvyFgKKQDhBpucMIZTq4n2jDoGCg4OqqjzyyCOceOKJNDfXfcSMAiHUz9zgVFtby2233cbs2bO59tprP7R9wYIF3H///QBcddVVHHPMMR9pg+rxeJg2bRrz58/H6/UyePDgz7Q26CORhwvvL9nOt2447ZD3mzJlIJs3N9DZ2Ulubu6nfv65c+dy7bXX4vV6P/UcB4NbbrkFw9j7mbjssssOSB574PP5eOihhxg9enQvIfzTn/7Ed7/7XQYMGPCh8Yeakk4kEgfctw+HF30E8hBwqOSxubmZcePG0dTU1PvYihUrEEJw5JHTWLhwIUOHDuVHN/2I7CubOb49jVGSxavpNEbzyNNMTNtNZef6E9S2FVGfDDKmsIn6eISwphPWsuyKh9G66xDPHLsKw1D5+7oxWI5gZlkDRTlRAoEkoYIogZI2hGait+dgZVWIhonpHtqzGrLkUOnPoEoeCj0SR0pjsGyb9VE/HTqMzDEp9aeZPWYN4dwoO2uq2bVyPM/vjvBE10PcUHo6Ec1CAq49Yg3FVfUo/gxKMI1tySwa/mN8C9fywCszac/KdOiQq0GeZlMbi2A7gtGRBMPCEhlLpTap4pEcXmtL0Cw3opNiAqOpCIBftjEdQa5qIHDYEguzNSahCshYoEmCAtlPnn8MHam1+70vkuRFlXPwKXnY2NiOQZFnGHG7lWh6M5LkB98IIk6ELsMkY0nELANNSHiEjEeSyNoOflnQ3+chrIEqwHJACDC6PcCjpKllPVkzhiYHEY5ELOsSE1UOoEh+0kSJZ7ahKYWM0k5ko7Qe00gT8PQnmd1Op74FkFD599Axq6vrIVY99XZu8efs2bMB+OY3v8mvf/3rf/7CDoB169bxpz/9iSeffJLf/+4PyOt3095oke/xEDckCo1cfJKPtO2mx4SQcByb2tpaLr300v105/bCOSwp7B6N2IsvvrjXaWZf3HHHHbz66qscddRRzJ8/ny1btnwkgQRXFmzq1KksXLgQv9+/X+Pep0UfifxsSKfTrF5dd1AC4h9EUVEOAwYUsXTp0k9sMPk4fBbyebBIp9M8/fTT+z124403fuJ+Q4YM4eyzz+app54CXEWRxx9/nJtuuulDYz0eD0VFRbS0tLB79+5PnHvfxpmDabrpw6dDH4E8SBwKebRtm0ceeYTrr7/+Q7+EUqkUV155JQG5hOOLZnHFt86na2kLTe+0Ue7X8Eg2wWASLR7mpIHb2NJcRkc6gGFLNKd9NKRV8r0R0qaCItkkdI2KQILScJSQP4WsWOzcU8G0sj0MH7sRT14Xlq5iJvw015azdu1IXtldzrTCDkb1q+WtLSOwHIEqOViOIGPJGLZgRYdNkx0nDz8lXo3J+TrFvhQxQ+O3SyawKBZlsBZhcMjh8c67yfWP4riyZvoVtpBX0E4m6aOlroxYIsiWtmISQ/qTWx3hzw9labK6mBrMJ6K56V5ZAssRVIVi+LUspiVj2DLlAYUdsTDrrLfIlwdR4JTjVSQKPe4FvDKQIGmorI2GWdSewS+pRFQFvwwFXihxZPToZDYEgzQmFvW+D46dJdffHxmVLrOetN5CXaamd7sm5RMgl2a5EdsuJu1kqJDyCSkyhu3QYqZxcJCFH2FC1hZ4JLdxJmXBukw7utCptzcSS29x3/vgVAJE6LBcMmtaUSTJjyK5YtC62co2ZRkqPnK0fnhsjSTb2deV5t8BEyZM4LHHHuu+J9hbr+lG1H/zm99w4oknctpphx51Ody49957ufvuu6murqZ5xR6qjh7CoFcXQjQP8DAjr5ojcy+jIRvjxfZF1OkNCKHwta9dy7x585gyZQqbVrZyhDaWuNPC6tRSLAyEENx3331cccUVB9R7PRj0EMhnnnnmQ25VsViMzs5OAMrLy3sbDj4JkUiEiRMnsmzZMnw+3wGNDA4VfSTy02PFihUUFASpqjo4mZoPwhUUv+8zEch/Bl599dX96gynTZt2wB9FB8Lll1/eSyABnn322QMSSIBRo0bx1ltvEY/Hqaur+1hiuHHjxt7bI0eOPKi19OHQ0UcgDwIHSx4dx+HFF1/k5ptvZtWqVR/aHo/HKVZGc2ZkIgEtzAnfGYvcnsB6bSPTizvwqToFkSh1TSX4tSxFZc2oqoFpKry3cxBdhoxfttmT9BNULGxHuF3QWAwYuBPLVFi4diyloShZU+XOv59GU1rQmLbY6bRxTVkuw3LbKfMZ5PsTPLNuLF2GRMIUFHltCj06Bd4M/UMmY3IVdiUCpCwZv2wQUg06s14cIGlAl9SBKkVo7643PMt3NMtabZ6tLWZJqpXbh0FAy9KV8VEZ7qT95GO5/6lHeC3+Osf6r0QC6pI2C60VxDsbyBqt9A8cxwhRzZnlWQbnthPxJfnjtgimnWGyNIJCr6DE67Y5l/tTtGd8xAyV+pSgRPOSo7k6jW4zi0NAcZiQp9I/O45OeSx/S/wVsAlq5ViOwWB7OIboT5u/HQeLsB3BxiEpJWizajDsNGmli5DIJyQX4ZUFq6ydGHKWKquajGXhkRQk4ZLHgOJGP9ulJnQnRTzjFqgLIdGaWk9UDuHTyknrrs2ebafQ90mrxzPbem/neQ/uC/hwwLZtfv7zn/Poo4+iKAqXXXYZl1xyyQG9ePemRx32Ekj3HFDlQgyruduSU9rPNelfgWOOOYa7776bS5wZlC3fjH3dCUQ2vEeV1UXCKCBrC4QQlHginJQ3jj837cbC4o9//CPHhmdyZaIK/8jByJJNxhxIc6aK+/YsYUOqhmuuuYZrrrkGELS3tx0yWZMkiVtvvZUf/vCHVFZWcuutt/bWQRqG0dt498QTT/DII48ctExPcXExw4cPZ+nSpRx99NGHpf6rj0R+OixZsoQpUwd96prUKVMH8Y8XP3wd+XfDK6+8st/9mTNnHvS+Rx11VLcZhhsUWLVqFc3NzRQXF39o7DHHHMNbb70FwFtvvdXbcPZBOI7D22+/DbiR+QkTJhz0evpwaOjzwv4EHAx5tCyLefPmMXHiRM4666wDksdpwcnM8F3GKTnHMiHPx/FXDsYblGn6yzqShszqtkLShoYk2QwbtIPKigbamgopG1bD6vp+DMrpJGMJapMSDWmVTr37YuMIpo5aR6wzwrYd/WnPeHm2pppz1tRyb/tSlic7KPLKzC3OJ9eTZWh1LT7ZYmN7EUlTwgGCisPwnBijCpoZ138HYwZtY3BRIwNCcQKyRUCxSJgKVjdhHZunMzs8gIACzRmHo31XcHxJgohq8kDr3dw6RGJE1U52deUytGwPhUd7cDwab775Fg4OI8MabVmH17Kv0JJcRlqvx3Z0Yk4rI3IERb4UimRh2RInlVpIQmGH2UGl3yKiWWiyTczQyHTrXY7MsRgZcRgSMslYDk1ph8a0YGGrxcaubgcdSXBO6CJO9M5hGJPIFWWoQsbGocFYx670Etbrr7PFeI+Y00K+XMVw+UiG2aMZJaqxHWjPmlTZFQy1B1GsecnTVEp9glIfVAVNIpqJLbVzkq8/5wcn8tWiq/lK4XWcHbqasd6zyBpNveTxk9CR2fjJgz4jHMehpqaGiy66iJtuuokpU6awbt16brjh/1FUVIws+VyBdrGXvJx++ul873vfw406WuwlkgLDamdvattGCGW/ff/Z6NF7HPTjE9m1S2Csb6RxxDSaU0F8soVftgkpFiXeLMcVhnhy/CxuGTKVv4ybxK8mecj3Z0ibCtu7ctidDKBbOcwtOYWf9f8Kp+UdRVjKBRzy8/O5/vrrsW37kNb3gx/8gF/84hf86le/4uijj2bnTrfuNT8/n/nz5/eS9e9+97uHNPeAAQMoLS1lyZIl+9WlfRZcfPHF3HvvvcyaNYs333zzsMz5n47FS576VOnrHkyZOoil7+845PPqn43169fvd3/atGkHvW8gEPhQA16PYPgHce655/be7qkPPhBee+21XkH0M844o8/G8HOEcA42P/JfiIMhj83NzcyePZvFixcTkIpJ2j1OKO6H3ivlclr4DKJ6gIEBjZAKA0+qIH9mFfb9b5NrdJIfiLMnmsfWWBi/bNM/FKM94+P0GQtZtPwI2tJ+AqrBqo4wO7rrh8fkOpT6MowtbsDnyRJP+WmK55AwNPpH2tkZzacl42FYJEpjKkBd0sfgUJLRpXtQFdONbFoKji0oKGnFE0702hUKycFIedi6cSgp3UPQm8ZxBJYtYdoy0bQfw5axHEHSUNmZ8JE0BXe1zuMM/7n8YdZ7WKbCRX87gsdnL2fdzOt47pXdPPDsbZwRvIZKv4xPgcGhDAKIGQqNaYWwahNWLfI8OqOKG/BqOtuaS6mJh2jOqFT6dQKKiSQcBG7aGyBmuD7XPsWkM6sRM2R2JQX1GR3TsclRNBQBAUXCsiFj2901jBIDQ1ATh7fNxaTNKH4lH7/IpdQqIyQ85Gl7CZBfBtMBVQKPBGHNIaTYaJLFjkwNL7evpi7b8oEzZG/0QRZeLCfDJ6elne4/icLAJFoSLhF46aWXOO200w46GlVfX09bWxsDBgz4UCH5rl27uPLKK/chAxJH+q4gKGl4JJ0mcyd15jriVpaknQBEb+OI4zjMmzePW2+9tfvisTcSKRA4OEBPnaC7zbaNz9wdfKjQdZ3y8nIyXT6eHT8VCsKkLj8V+a6XMKI6GUvpPpccVMnGq5j4u92ZdFOhNRWgJeNjaZvKvPhjeNUCBkuTGePLo9zvoEkOK2K7eaXzNQx6ZEYOPfL6/vvvM2fOHKLRKGvWrOlNzVmWxR/+8Ae+9a1vcfnll3P//fcftNajbdu8/75rhzd16tTDduwfe+wxrr322r5I5CfAcRwqKvJ57K9f4+ijP102wTBMcsNfYeXKNQwffvBONgeLd955Z78u7E/rRJOfn7+fSPnGjRsPab3nnXfefjWUv//97/n6179+wLGzZ8/mb3/720eO6+joYOrUqWzbtg1JklixYgXjxo07+BfTh0NCXwr7I3Aw5HHdunWcccYZ3Y0FMkm7nb3d1W5U5qzQxaRMm6FBmbeT9Xx75jCKTutP/tMv0pEx6DK9bO7MI6waFHuz2I6gPePjyCGbibbkE9M9VOd0sqS5hHKfgUAlZggq/SkqQ12YlkzF0BpC4xsgNwSdcYx6H4nnT0YIB002ac9q3Fp3D3Pzr0OTSykNdiFLNllTxaMYtG8NU1bUiiKbyIqF6tHx53ehqQaF+R04tiCWCKI4Asl08CkGliGRMFR0W6I2KXis424ALh7QSSbpY2dDOd8cmmGHPJmkL4f0gg2cEbyGIwuhXyBGgS9FNOslZaok0xpB1SHXY5LvyVLgS5HI+PBqOgFVZ0AoToHHFT83bAnDEXgkl6BnLJmsLSjzZdFkC9OW0G1B1BCoQsLGwbRt/KqC1f1DvtFI0Sg3MNoaSFSXadYzDGIMuYoXTZIwHAdJdsWaDdtBEmDYDrFulfACj4JHci8SWzKbeatzJfXZTnKkUiZ6T2V55lVuv/2nbNmyhYceerj3fHHJYw85/CS4xKs1ueKQztlnnnmGRYsWsWjRon0aXujuNDa56KKLKCoq4k9/+hM5OTmAxFD/mYxW+6FJgrhpkzJllqUXMdx7PE3Gi+ybpgb3uJx//vmce+65PPvss1x66aWk0xlAIsc3HFXyk7HimFYnaaMRsLo/PxKpVOKfFhH44x//SGdnJ8uWvYb+rR+SiZpkdjRgTh6G9PoaPLLVfWwcZMlGCAfTkpElG1myyfFk8SoWPtlHReBi7ut4k1WpJ1iVgqrsCRytDWFSTiVH5l7OgugaXu1ciuEYCCGxYMF8Jk+efFBkf8qUKaxcuZKRI0dyww039DbvyLLMN77xDfLz87nsssvo6uri5z//+UH5e/doRL733nts3LjxsNWB9aWzDw579uyhubmLCROqP/UcqqowYWJ/lixZ8rkQyMOBjo6ODzncHGrTygfHb9u27SNGujbACxYsoK2tjeuvv55Vq1Zx4YUXkpOTw+rVq/nZz35GTY1bz/6tb32rjzx+zugjkAfAwZDHhQsXcuqpp3ZLCsj0XGCn+eZSoPiIWwYx0mwxOigRObyWquGG0YMp/PJYmp/eRKguQUs6l41RPyMiKYbktdKV8bMnESJqyiQSAVq6IlSEugh4MmQsiWE5MfI9MinLbaBpT/uZMGUFkmzT/t4gvJEE/iExHnzkAvyKSVTXkHBoTiv8qOpaXm9J8dedIcbnhdgRd+VuxuZmGFPUyOJtQwmqOnn+JOVFLSRiIaoH15DoiBCPhWiJRYhmvZi2hBAOEg5+xSCs6QzPUZmY+TLLU3/BpxokkwE2dxTQmNYYMno8sXd3MyqoE4hYNKY1XtwT5hV9NaOcSVT5fGzOdFEoAlT4NY4sNPCrWTyqQTQRxHIkkqbq0i5HYDgC3ZLQLQm/4vpM67ZEylQIqjo+2SJleagKCBpSAsu0idpZNpjbyLeLkZGplTbQlliNHkyRSAwnICmUq156gjQ9MXkh3Ntx08JyHAzHxicrBBW35nFbupbnOt5koK+Q71adwS92vcLyzOv7RaD+/Oc/f+jcsW2b+vp6ZFkmEong9XoxDAPDMHolLfLzi7vXcvApyP/5n//h73//e3facm9UcIB6JKrIErU6efmJt9GJU6r244jEUZSWeijyWnRmBbuSDq+k/ophtSNQqZT7EcgpYVlXEweKmkqSxLnnnotlWcyZM4fbbruV53+8DWELQpKHjDCp0bZRn1yIG5G08fv93HnnnVx00UUHrHM6nNi5cycDBw7k1pkPMqc6H0lA4q06cq6YStvrO1F0HU1ySyIcW6BbCglDJWEqtGQ0YobrMCS6a1zP8B7PdiazNP0oTdl1PJp4A6UrzEjPqQxQxnNd8Xj2WCv4R/uKXleNZ599lrPPPvsTI4C5ubnccccdfPnLX+aWW27hhz/8Ye/3zsUXX0wgEGDu3Lk888wzTJkyha9+9avMnTv3Y+dUVZXJkyfz3nvvEYlEDktnds96oI9EfhxcF5lKAoHPJp8zZeog5i94mHPOOWe/xz0ez2f2QD8ciEaj+933+/0EAoFDmqOoqGi/+11dXR85tn///rz88st86UtfYvfu3Tz44IM8+OCDHxp33XXX8ctf/vKQ1tGHQ0cfgfwADoY8btmyhTPPPHM/8jgkeCazIxWs6DB4MX4ffx5xKWnLS4euUulPszQ2GH1ONdmVexi2ZyWz1uwglt2JbWf4fehKbEfgVQxkyaY8kKWlK0LImyY3HOPd7UNRJYfiYBd+T5ZIThc5xe007arg0ZdPptSfImPJXHDVX3n/L6cwqqCZNa0lhFWDsRV1nDS1kUzSz7G7Knm5rpJXW1JMjgSo9Lvk5Pmd1azsMKkOBDmr0qaptYCAN8M7W4bz/G4PbVaa4f4gRxcnyfOmKQrGUGQLxxEUF7Vibh7O2U4IX/Pl7I5DZ8bHjoSHXbkqY/uFWXzXetqiMhvNdkJ2gEotwLmBo2nK2DzW4XZwG85IRDpCxpJpTOTgUwxMWybbXedoO4KUJdOeVTFs0G1BWJVRJQfDdusmNdmiKeN+qWoSlPgEIVNjdxpy7SJGefPwKzDemY7lm460zzU9qjtYtoNhO251n+NgOTYm7n9VyJR7NXI0CCguwxziq6CfNxfLsfnFLreQ/GAInyRJVFZW7vfYBy8In0ZncPPmzVxzzTX84Q/3EvIOZoZ8LKeVW1jdpLsxrZCy3FR8QHGQhUPKgrqkzIupdfgNFcNqRxIqtmPwavI+riu5iGVdjwIWQsi4Kdr913bBBRewfv16fvCDHwCCGd4v0yZ0ECALFa9awkBtOl1OE7FsDd/+9g18+9vfBgR///vznHbaaZ/Zhu9AsCyLRCLBS6m/MTnuatLVNupM2hWnddQgdr+6C6X74500IW44NOhpChSVPE0wJtdAkVx5LN2WkIWMJEKsyAZR5QBhbQKtyRWsST3JWiGRYwylvxjLMd6xVOW08E50WXeHtcC2rU8kkRdeeCE1NTX83//9H4sXL+axxx6joMDt4J09ezYnn3wyL774Io8++iiXXXYZW7du5ac//enHzhkKhZgwYQLLly8nGAx2R50/O/pI5MejsbGRfp+y+3pfVFcX8sLfV37ofbv55pv50Y9+9Jnn/6zYV2UE+FTZhQ/u80k6jxMnTmT9+vW9Xtrbt28nmUxSUlLCjBkz+MpXvsIxxxxzyOvow6Gjj0Dug4Mhj5lMpleioCgwFZ+IuPqESiUlXoN+fo2LvV/ll7uaKXVyCSmCtkyQvMvKEMkAoXff5Ild/RhDETv8BRwhRjKlrAbbEbQkw2yP+8jXNJKGynBvmob2AqrCXZRbMi2JMGEjw9rGCh58WSYhMtwwIEOeL8nkmYtoWDiG1+v6cXvDMxytzSJX9ZHrKaOhI59h/XfybkMFi9qzLEk/Qkz6EkOTRbQaJivtlwFoSk1i1WaNeqmTCYxmLVsZL4ZyXEGAwaEkhi2xvSuHxS355GkWPsXilEgX46trKGgpZmaFgSJbxNJ+ynw+hp8zivVv7aE1apC1HYqdXLyyTIOeptWQWeksoDAwgVM8U4hoUOy1eusqY7rbJKNJNn7FJGPJbOrSkICKgNUrHmPY7kW5LeMj1U02S7wGhi3QbYn2rExI1YB8fLJrreg6yggM29VuzFigCkHGsnsFaWRJwnEEshCokqDU50r1yN2EVQJKfYJKTxG16TZmh6/ludi9h0Vk+tMik8ng9XpxHIP8wAQm50sElSw/rmtkZ+KT/XCL5Ar8IoeU03NRcNCtXK4qvJbnO96g1doOOAih0BOR7Hmtt956KxMnTuS6665jQcNjCKHhVUvxKbmYdpaMSJJDCSdGxiLLGer0LaxNbuKss85CCA3HsQ6bRWAPLrzwQu69915OOf0knnytk+nhAlQJnv77QuZ85WhufuKm/ZpM/J5+/LjiZIZF2pGlLJsTUfakNKKGTNwQNKYUNKeYkKeSaHoT/QPn0d83gqXpR3EcGxubJqmOOLnUxTQGSmdSFt7IO7F3kGUvjmN/7LkhhOhtZrrooouYMGEC8+bNY/Lkye76/H7OP/98zj//fH7yk5/wwx/+kCuuuILXXnuNmTNnfmSas6SkhMGDB7N06VKOOeaYg7KCOxj0kciPx+GoOxUCBg86guXL/rrf4/8O0Uf4MIH8NILlHySQH5zzQAiHw9x4440HpTfZh88PfQSyG/F4nBNPPPETpXrcyImL1uSK7oYB+PKEch7aXkCzniYh0mxIPUOddzBfUk9k8CkV5A6qZP0vl9KcLKDLgOEhL5OV0UwqiCKEQ0M0j53xINWBLFlbQhIOW9qLaEp7aUjLDA7plAeS7InnUJ/2UqBKFAkP/XLqCHgz/O3FU0gYKjUJia8Vnkepz0STDbbGwsyZsJz6xhJqExLvpR+kX/BYpniL8cqwxm5EOBKJTA2SPAXFkZFReTFxHwBjgkMAwWsNAVKWjSRgeA60ZhUk3U2154RjjBu/FktXSUZD7NgyHD0nSN7oAt571NVfTFsmhmORtgxKVB9FXolS/XjipoUiXPeW1qxM1pZwugW5VcnBK9m06yqdWZccZixoy8gU+0xkIG1L2EBD2oPjuPskHRlVcsmgT3HAFN1RRUiaAscB3XIFv7OW+7jhOGiS1Pt+ykIQUiS8spu+VKRuoXBH4JcdNNkduTPdRkgqoV9AgtinixweDkSjUSRJ6q17HOKMo8Sn41eMTySPktAoC0xDy3bSYtWxb7r6xfRKAkQYoR2Hqg5iQfxdLMcm5BlIR3bLfvPMmjWLmTNn8v3vf5977rmHtL6LtO4K+u5IvMyXwtchSzAoqBDJjCWdHYKkrKc9s5osOkXesbRmNx62Yzhp0iSefvppZs2ahWla+LiCYf4A5iqFTMzm3JO/SvTtDLmaQokP+gV0CiNr+E1NE4s660nZ2QPOm6MOABzWJedRHjyKCyPX8YbxPq3JFUi+4VQxiLiUZKH9LroeI18dSruxBZAP6gfGiSeeyMqVKzn//POZMWMGv/71r7nuuuv2IyTf+ta3uOOOO3rFxfPz83nzzTcZO3bsAeccMmQI0WiUFStWHNammh4SefbZZ/Puu+9yxBFHHJZ5+7AXkiQRDof/1cs4KHya8+qf3VzXh8OHPhkf3Jq0Sy65hPLycu6///4PkUfTNHn55Ze54IILuOeee7oflVEVN0VxY8VXyVoKIUUQUTysSj3Bkb7LOFE7gbFjghSfMpCFd61DShkEFJtyv5tGzPdYhD1ZUlkPnVlvdzpWImYorOgI8LfdPtZ2yhR6bQaEuyjP6aAi1EWZL8OAoGBYGExbJpX1IOGQMmUKvTA8J83AcJzqYJyEIRPMi7K9o5CIBgWBcVyaO4xJ+RlkAROVARwhZiKEwg57GbvlnVRa1Zyb81XOzfkqXlkibQoCKoRViaAiETPcD/wxJa1Y3TWR0aZCdmwbwAtrx/NaYxh7cgU1y5qJtmWImxaaJBMTKTIiS1CR0LqFt/M9MgVeN6Va6TfI00xyNZM8zSRfM/ApFo7jRg4zlht1zPXYqMJBFQ5B1SKk2AQVC59iIwt3jO0IVOEQUiwKvCYRzUaVHLcqUIAmu2nuno7qgCIIqQJNktAkCUH3GBk0eW/Ti1+2CaoWftnV4UxaGQKyj7D6rxMzWLhwIePGjaOlpYWnnnoaIVS8QiVjyXTpeyMVhYEJSJKfsG/ofvvn+UcQcvIIKAPZK88DIOjI7KDR2Eiz1E6+NIQzcy6mVO1PR3YjmhTolvnZ+zs0JyeHu+++m1WrVvH0009zww03AFBRUcr9NTeTNNxaVq/skBY6DellVHhnokk5tGbXcbg9p0877TRuueUWwGFx+k8sia8mpDrsfqORU089guE5CqMjFuU+g93ZbVy+/H2WR9sISoMY7DmFmpoa6urqaGhoYM2aNXzrW9+iy6ilR8KoPrGAhJXlRG0KR/ku5whxJGVqgAFSIVXSGGTJg6z1uIEcvBxLZWUl7777Ll/96lf5+te/zpw5c4jFYr3bA4EAjz/+eO99y7I49thjefHFFw84nxCCI444gmQyydatWw/5OH4cLr74Yv73f/+X2bNn09LyQRWC/144joNtW5/p799dJCUYDO53P51Of8TIj8YH9/ngnH3490VfBBLXx3PdunUsW7ZsP2eJjo4OZs6cybp16/YZvbc5QTdbuTByHYYNf6vLZViOxWTNoKLzOp5Ovs+UohmUXjKG9U/vYJpeT60cYGdCZkjIlaIp9bkfnKTuJWaotGcVsrbolanRJEGjnqWfqbGsNZ/SRIiIJ4tfcYlorsdkfXshU8vrOOuMV/EN7YCcACTTOHGLpvmjmebN4FgymmRxbEkbs6orCPu3YFoyY4sUdEthaVMpxe1fYXAYKv1ZKoNxQp52NMWkOZ7Daw35GDbkaOCV3KhefUrw2015bBZR6hIrcXAIegdwtFJFTkBi0DGl3Hf7qyiWhiQEum2RSxC/pGA5LmGMaBBQLFThoMk2HsnudsJxO9l1WyLbnaLO2oKQCikTUqYgV3NJ5L6wHNH75zb6uCluy5aI6hKW40YR94VHcqOLinCJZdp0/4dU8Eo2QoBpC7Ld0U2v7BJXyxGkLIlyTzF12VqKvK5Y7T8jhf3mm2+yYsUKNm7cyIYNG1i+fHn3FhmvWo6DTY1UQ9IcQnvWy8DgKaiOB1OYtNorSOmNSJIX284AMMqZQMrR6RQ9KgI9RMdBN1vRTWiQfGzp+gc53sEI1cskaTbbjffRiXW/bld1wK2RNBk3bhzjxo3jyCOP5P3332fRokWUlZWh6yaydgYnFuYhixAlHdew0F6I4aTpIY+f5him02k0TTtgLeXll1/Opk2beOyxx9ikv8cm/T1efNnDH8+5n/nFq2hc14pPVtie3YAQXoQ2gObUh7VcS0tLufPOO7ntttt47rnneOCBB3j77bd5IX4fkvBSoA5hmDKcqJ2lQW+h1t5Bxmwlmd3ePYM4pNelaRq//e1vOeqoo7jyyiuZOnUqr7zySm/X6mmnncbDDz/M3LlziUajnHHGGZx55plcc801/OpXv/pQM4OqqkycOJEFCxaQl5d3QKH4T4sbb7yR1atXc9555/HGG28ctNRUH77Y6COQ/934ryeQzz77LL/+9a9ZtGjRfm4SixYt4sgjj9xnZI+UiUtofFo5Y+Xj+Wv0bmbb1zKrIo0s2aRNhZqkyVfyJ1N86TBatncxePNGGtI+tsdkhoQtcj06ftlElhzShkrSVLEdCKoWYcAr28RNmZaMjIKgJg7zuu5lvH8O/1PtoTwYY0qRjl/LMvmE+WhjLNBUzHVe2l6vwh9xi5D9kRjBwXuIrhvAiTMWERy2G+FzL9JWi49MSy7pzjA7OvOZlK9xyqCt5ES6yCltJdMVIpP0ocgW1V056LagJiFTr9toksTObJz19ruksnulYmYqJ9IvIGMdGaFpdyeRWh8FAYmmjE2XaeIRMqoQBBTIWgJFOER1GdN2I1K5monlCOKmjISDLLmOMrKAgOJWJwpcQteY1lCFgxAgCdAk29Wq7CaIhu12bNsOxAzRW+to2K4kj18RyAI3Ytld+Ojt1nbUJLf7OmsL2rPuvo4DAVUgC8mtl7QFKVOgOAWk7OYPkdnPC2vWrOGEE04gFAp1F5vv6wYjyBiNlASnMtwZzOBwHEnA6Nw8XtwTYWW2GQDT2hvJ8qjF5Mgqq/R36PpAStolku68PZaM0fQmVCWf7RpMV84mKzWyK9NEu9NGh7mNvc02AscxKSkpYf78+bS0tPDYY4/x4IMP8tiGvzOvNcgE/zQGaMM4WzqaV20vDZklh3QsVq9ezbx583jrrbdYsuSD+7p6jLW1tUyePJnW1tb9thpGlsbGRi694nz+8pe/dO8vMIz4Jzb0eL1eLrzwQi688EJ27tzJSy+91PvXoq/9iL3kT13jee655zJmzBhOOeUUpk2bxksvvdSbqr700ktpaWnh//2//0c2m+WII47gvvvu6+12/yAikQijRo1ixYoVzJw581PVrB0IQgj+9Kc/MWPGDL75zW9y1113HZZ5+/DvjQ8296RSKZLJ5CF1Yn8wah2JRA7H0vrwT8B/NYFct24dl112GQ8//DCjRo3qfXzFihUHII9uWjvsG8qxyrHYwBannmuKrmNwyKA26WNGSRNvNZQyIiwwZ1SQWxRg7c+XkRZ+AorFGZWdvZpzPsWNRKQMDa9sUepPUx6K4u9OaUczfmJGPiQ05nX9kYtyr+M1fRH1qSnYjuDUicswshpPPj2LAW+40UJVMWmN52BaMilT4cyzX8LJquQM2oPS38KJO6S3FGGmvEiqieMIujoiRHWVc8auRggby5Rp2VmBorgXu9Z4DuX+FBlLYVvcT6dpEJJV2uVWUuk69sWb+osc5ZzGl08ZwrNPLsQrycQM2GNFEUIiKLli1lI3cTMdlwz2pIjjpitO7jiQdQSODT4ZFOGgCIeQaqNKLqHzyzY2ortZBqxufUjbcRtk7O5oo+O4z9NjN6hJewXIHQcythv30gWkLbf20XJcopmx3G5s2wGvLLANl5gWeUG3BB1Zh916LRE5j8Vth+dC/En49re/TV5eHo2NjXg8H/6SDniqac9sY7HayZsbmpmkzaJE9RFUIGwHUZV8zg1eQFCFiOa+RkVAbXQs69iBKofIdhPM/PwIw4YNY8GCBfs5yuR4KkmZHbxpv8AI9VgGaKVM9yq0GRNZmHibqN0E0Nu1DW5t6Le//W2KioqYN28ef//731mUfJ3koBbat4QYLo2ggSUIoXysEHcikeB///d/ufrqq7n22mt7xbJ7nmeANoJGcwe2Y3Nc8Eu8nXwOgOH+ajaldpGr9KfLrKVUPYKf/ewOHnnkQV577bUPCa0fLPr378/XvvY1vva1r5FOp1m2bBmlpaUMHDgQSZLIZDIIIT5z08OQIUNYvHgxp59+OpMmTWLcuHH87ne/Y+rUqXznO98hk8nwwx/+EHAvwFdeeeVHzlVVVUV7ezsrVqxg+vTph60GLRAI8Le//Y2JEycybtw4vvKVrxyWeb+4cD5zY9i/2g70k5Cfn09ubm6vdztAXV3dIelW7tq1a7/7e+1S+/Dvjv9aAtnR0cHZZ5/NN77xDc4444zebsx0Os3555/f3Rkm4VFK0a12Rvtm8b+DbcYO2UIivpmWzjwe2VrNkSVJunQVy5RYnyhhl6GQrHKYc1YVL/5sFVIG6iyVMbkqhaqJbskokk3acWVURlTXYZkKNS3F+MIWHtXB1myqcjvJCRt0pANc4z2T+kSa3Naj0FWHLiH49cLj2NBlMDpHZUtzGN0Gv+KQtQT/iNdyZqiaSduHklPWim0oNC6tZFtTGaYtyPOmGTtuLTVbBlHflceMQfU0J4owTIWutJ/NXTkUenXGlu6mwYwQ9Bm83xjifakGr99PytGI2bsOINnQgT25E0sxaFmbIiL7yTgWmk8hlwCqJOOXJHRZkFXBFG4KGcmVzjEFqMLBRpDqrrMUEijdtYsAQnFPWkuSUIWD4wgkXNIpHHBsgey44ko9l+ys7RJWpbs+0nLA7CaIyj6BQ0e4f4oAnwQVqoNHcggoFh7ZRhFOb9e3oitsMpvIaHFmhI/mJf09dN31tT5c9nH7oudXelNTEy+//DKRSMGHjr+mFKCbzSgSRAIFeH0eHOEgSzJD86C/HaIlOg5LCP6afBIrkUSSfAQ8FcTZRnVwDO12HZLj+if/7Gc/43/+539IpVL4fD6GBs5AczRMYbIjuwjTztLo3UKb8NIgislRchiQdzxJorRk15Ix2+iJkBqGQWdnZ6/lX8/at27dCgIWOWsYFRnHjuwWQMHvD9HVtb9AMcALL7zAAw88wAMPPABIvfNUKqMY4plK/4CCR57BM+3Ps0R/pXe7PCBIoCaHEeNLCQQGcfvttzN69GhWr17Njh07DovQtqIovTZulmVhWVZvNPNwnBN5eXm88cYbnH/++SxYsIDjjjuOrVu3UlxczNe+9jXuu+8+RowYwQ033MCQIUM+9jlHjBjBwoUL2bRp02G9YJeVlfHEE09w1llnMWLEiA/8EO/DfyKGDx/OokWLeu9v3779kAhkj/D3vvP14YuB/0orQ9M0OfXUU5FlmWuuueYjO6770Ic+9KEPh44lS5bw5z//meXLl1NRUfGvXs4/Hb/73e946+2Heerpr32mee695y1ef7WLF1544TCtbC8Ol5XhNddcs5839fe//31uu+22g9o3mUwSiUQwzb2R2qamps/dZKAPhwf/lRHIG2+8kYaGBhYuXNhbq/H1r3+dp556imw2Cyj8Zcw5dOke0qbCuJJ6bFsirXsoK2glnNuF5ncLf+NtufhCSWp3VnHCwje49Vu/ZFSJzqh1D2EbKuu2DmZ3IsygSAejx6zHVxBF8hgk6wtJduSQzXoo6r8HLZJAdFurJesLUQMZOnaV0taRh0/LImQHTdORhENHNIf1LaVkLJnJ5XXIwsa0ZYRw2N5WTE08wJ6URGfW/W3wtvkeF+ccw7TCLooCMXRTJalrBDQdTTHY0FbM1rhGVIfN2S6CjpeArOCXJNbae6hLL2K051QmhcII4L1EC23soTW5cr/jWlxcxC9/+XPu+P7fMKIOXsdLEC8KAq+0f11ZgcftxBYC7O4Uc09Di9Odfu4ReU5bbsTQctzooCa70VZnn3Q1uB3VQHdK273d0zjTpTuuODgOWdsm7ZgYWASFRlhW8CsSsnAToX7VjVjqFnTpkLVtMraN4dgYjkOSDA36alqsTYzzT2Or1Ugqu4eurvbDep72IBaLMWHCBH77299yxRVfIVc+gqbUKmx7b/F5yDeYRHp7rwxRD4qDk4jpe8jV+jM3dxh3ty2kTBrK9uwCDHNvhM+rlhBSimhNr+Sk0Dm8Fn+eJ554jDlz5rB161aGDBnBdN/F+CSFzWIbDcnFOM7ermJJ8jLWexZDPWG88t4I77ZsG2syrs+tJILYvRqTgpMDV7LD3MkucwWj1FPpUNppzm4kYzSwt/5S/tBxffzxx/nqV7/a88yAIMc3DMsxKVT6szPxBl61BJwMGbONHTt29ApyfxCO47Bw4UL69et3yBZs/ypks1nGjh3LzJkzuffee/fbFo1GmTNnDgCvvPLKJ85VU1PDrl27mDFjxmFtfDn11FNpaWlh9uzZvPfee/80+8o+/PNxyimn7Ecg33nnnYPed/78+fuRx/Hjx/eRxy8Q/usI5COPPMKDDz7IsmXLiEQiLF++nEmTJvVuH+s5ldtH53Da+48R9A7gH0eMQDWzvLpzAHe1rePinHEcXdxGxJdkQUMFpwzcRunArdz19Axev3IuXWMDjHjjYXJym7GyKoMLVIYUOeTkd6JKaexOBUP3sWtTP0KBJGCx6K2JKLLF8OqdhAo6kW0dOyoR9EbxFcUxdZV0yke600vWUGlL+MlxUrQlg2yvz6cmHiBuSrzY2UKdtZAflh3LyrY0Q30hBodtzs0ZhSq1sLUth+UNAYo8JqX+NLGEjx3xfF5rTZMRXWwy3iVjNKIphfjVAhJ6IxFvNROcM+mPh9/W/h6AkuBUotldZIz9u+dOPn4261bUkmq0UB0VDQUHG0mSSDtGt7yOgyIEcUMh0q1n3FOjmHHcekTL7q5XlF0Sl7IgZTq9DTLFXoHTzUfdOV3SmO6+3TOux2mmS3eImRZZx8J2HBIigyEMKkUe+ZpMEAevY2F31z62p6HLsNnk7CZNjKwTZ4R9BLmKRq4io5NicWIlx+UcyVvt73Ko3bWHikWLFvWmsNPpDB3pNwEoCkyi1BmAikI6myFutWPaGQyzHYGgODiF0ZkRbHT8xFPtrM7aTGca5X7B9mSQdLq++zhpmEaMTrMGsOjybCadTnDJJZeQTqeprKwGBJ0iSVgJk7azKE4FicxObEfvXmWaRcmH6UlkBTzVTJKPR3Y8eJ1BdGbW4ZODDNBOZ0P6GcDhb+m7+Vbp12jLDmB5tpEuoxMvpTh4SeoNGJbbFa5pbkq95xjPnTsX0zS56qqrup9NoVrqz6bkc+QEqxjH+XhMhfmZx7HsNGVl5fR0hx8IAwYMoKamhgEDBnwhNOlUVeXaa6/lpptu4je/+c1+9ZuFhYVcf/31zJ49m3PPPZf/+7//Y8KECR8515AhQ2hvb2fTpk0fO+7T4O677+bYY4/lmmuu4eGHH/5CHNvDC+ez1zB+ARKEJ598Mj6fr7ebevHixWzevLnXcOPj8NBDD+13f/bs2Z/HEvvwOeG/Kne7bNkyvvrVr/LEE08waNAg2tvbP0AeT+SbA8t4vs715pwoHUtnOoCquNqEg61hvBRtZkV7Hk/uqOL5pjTVI7ZRs3wUM4bKdM6cQfiV+TRtyyXdnkOyPUI260GRTZp2l1G7cTAtOyuo29afgD9NNB5i/Z4q/rAlworWAmrry2ndXUrrnlI6GovobM0j1plDR0cuzR15RJNBOlNBEoZGe8ZL0pRpSPmoTcq0pAWDpEKq5XHkenRm5IZ4W9/AtpjEmo4clrTmMb9VIqYLmjIqy9rCzKvzs6zDISg0TGFR5BlG2DcUSSjEsm5hc0SUE5QUVqfdaJUk+YkZDWSMxv2ObTBQwVEzj2DF67UojozHUVEQqPuUB9jdX4ZNToyUZRM33SiVbu8lfnED4qZrsWfYLrm0HfB36zTmeQRyd+SyJ2Lo4P63uomk3h2ttPaJRMpCoCDQhETQ8VLiRAjIEqoEsuTWSeoWRHWIGzZdpk6aGAoeCulPvqoRUiUCCjSZe1BQGO4by+dNHgGOP/54Bg4c2H1v7wUlYTbTLO1iu7OSWnMFWbMd0+xAloIMCJ7MEGsEzWaSRmMjqvBiOA4lPkGnDvHMtt55JMnbfaETjPCN5p2oKwsUi/V0ebvIiiwZy6bILqdSGkVl4Gi8aukB15zM1tIsOsgKAyS3mSZttWKY9R94DT3vn0SXsYe01YluJxnoOZaB6hGAzUjvaFwHnL0RshNPPHGfZ3OICrfDfKSoxMGhXcQo8I1h7xny0RqM5eXlpFIpOjo+XHP574qhQ4ei6zr19fUf2jZr1iweeeQRNm3axMSJE3nppZc+cp4efciWlhZ27959WNfo8Xh45plnePPNN/nNb35zWOfuw78P/H4/55577n6P/fznP//E/bZu3cpzzz3Xe19RFC666KLDvr4+fH74r4lANjU1MXv2bG655RZOPvlkHMfZL611euQsRgereGKXRZEHri+5jkq/ScSXQjdU/IrJqHCAuqTKpi6Jv6ee59mxU/FE4gRCSQbOHsjuxa28+rKX40rySG3ysLWjgIwls6FLoyVjMzQsmJDfxfrOMBu7BK/qbzGOMo4rkij2ZUjpHlJpH7XthaztjBAzJFozbjTOr7gdxMVeA9sRtOsymgQboiqtWYt2y9X0O8JfCKSwHLgwZyQlXoOIZmA5gkKPQktWEDcEhR6bsyoyeGULVbKJZkO063ms7xxOXHbna5GbkZB4MXEfkuR2Gdt2ilS2DoGgLDiDqLEbWfJw9PSpJGM6jZvcDt6g0PBIEkIIkpZJuVejJp3CL1QKCLHbijFAyiEL5GgCr+ySyaRpIQu3MSbdHTCKaBBSHUKK3RtdFMLtiM5YAtkWWAKyhjtHqps1eiTR21VtOQ6im9D6hILjuMneHg9k3XZoNJOkpQw2NoasEyCC7CgU2BHijokiVLyyIGqkEUKmOZP5SAJ1OLFnz54Dphc1KUCYQhTZQ9TZDUj4PJV45DBZ0iREhjapkYBUSLFdSSNx9sQt1mZexKMUo1tdSELDcUymer5EjuzBsG2uGJ5LZzofD+XMa22nmVrSVpQu0cZyp5bW1Ar3+ZVCdLMVn1ZORKuiyK5E7f5KUR2FMB4sbJJ6Mz2ksdNu7l69RElgGu+mdzPQKaVDNJLO7kbzDaNAHcjO7GKyRjMgsSGzir1yRS4qKyv51a9+xQ9+8AMGDRrEhg0LAIl+AYmX216m0DuMM30TyHgm8FjH7wB6CegHCb+iKFRWVrJr1y7y8/MP07v2+aJH6mTZsmUfivQIIbjkkku48MILOfnkk/n2t7/NiSee+JEpaq/Xy7hx41i1ahUFBR9uzvosKC0t5bnnnuPYY49l9OjRnHDCCYdt7j78++BHP/oRTzzxRG/j1kMPPcTs2bM566yzDjg+k8lw+eWXo+t672NXXnnlPj+U+/BFwH8Fgcxms5xzzjnMnDmz1xlj38aZr5RNZ7C3giJvihMrogzpX0u0I8KbNYMpK2ilKx7Cp5jkexzqkvBU1704js2AkgYWv3YMW4ZNQSXM1//wVX5acSltGR+3boW1mXkIIZHrHcxEJuBXJB7fGSaoSOwwosTSW6jKO56WDLRk/AQUk021A3ijSVBHK9P8xQwM2ZR4dWTJZlfC/WJvyrhvW33KjZapkqBU8pOxbUIqNKa9xA23pjAqK0gCFMkmY0uoAgYEDYp9GYp8Sbyq+wHO8XgoMRUiapCWjMqyDi+tyGxNvIBPK6dMG02unY+FhS4MInaIrG0QUCN0Og0cOXMkC99ZT0zqwuN4idtZJMeLXxL4JZnV2VYiBNklNdHPLqZMCvXK4wj2elJHNJlwdw2iuU8do24Joo6Er1vyR8GV9lElQbo7WikJ0G2btGUiEOSoKl7ZdaXRM4KUY5OxdIxup5WsrWMK97aJSUqOY2FQaVUTECo+WcHBQSgCRYAqCZrSFqozEMtZw9PRBxnpncA0/5UsST8CHH4rw1QqxZFHHklpaQ9R3RsRjKY3EWVT7/2eSKIqfJhk2WItIpvtoNI3lSxZAraflZl52I6OJHmw7RQ2bue4jUO+JuORZeqj4xgRSTEo0kD/YA4t6XHsSak0Z+Dxzrt7n0+VA4zSTqRAq0OIFGF1NwWqiu2oNOsp1nUlabVb0a290eqY7RJdkNCdFCoaK1hFS2KZuz27E+GVydH60dJNIIs8Y2nJrgLs/aKQjmNw0kkncfXVVwM2c+dewu8fvpuLcq/jbWM1zyTf45zAlIM6zlVVVcyfP5/Ro0d/IUSwjz76aObMmcM3vvENJk+ezNChQz80RlEU7rzzTsaPH8/999/P17720Q0dpaWlNDY2snr16sNqdQgwefJk7r77bs4//3yWLVv2X0MSHMfG/owyPjaulumIESMAeiWjDgV79uzZr86wB01NTfvdN03zI5togsHgR9YRg1sG8o1vfIM77rij97Fzzz2XO++8k6uvvno///VNmzZx1VVX7de5nZ+fz80333ywL6kP/yb4jyeQjuNw/fXXk8lkeOCBBxBCsGPHjt7tM8KTmRAaxfIOhdOHbaKwtJmcYbvwbqvk7UXDOXGwitntjpKxBPV2V2/zwOpd/VkuyphwSjX3/PwFLgpeCRgsbvXRLtVi2QnKg0dRavdjTJ5MfUrgkyGowMrU4yhyhBwNhoR0IppOQNWJaAoDQ35WJerZncqnwOMW+3kkmwKvQVNaRZMcYoagKaNT6dPQZNehpS1tUOqD+pTc6yedsQTNGQXLcfUSA4rTTc4kWtIB1OzeaEPSULEcQdSQ8Eg222P/AMCydYJ2Doojg4CArZKneOkwwWf78ZYWM2hIPx686xUsFFLCIEIIy7FpN0xapHYSIkpaTqE6GlHSqJZCkfC5aWpb9Kaf/bJb9uP06kS66eUoIAlBWBVIAsKq+zp6NBt7Gmc0ScIryQjhElNVgC0gV5PxWhJdhsCDjIlDVHRhChMJiYgVwSd8aI7SGz1VhcAjSxjdWpBx0yZlWwjZyyTvHLborxO3O4jIn18lyD/+8Q/a2tpYsGABmzdv/tixtp0hrdeT1vdPax7IC9s090/XLk4/TIFyLYWSRMaCpW1+vLJFdU4HY8uSyIpFLBFg3J6raUwrNGegJaszLAx/aHoHGRWLTybPhmPSE0msZhSbzQW9YvQetRjHscmYnViyQdg3lFh6Cz61mEH2BLYbK3AjmXvLBu6++24WL17MyJEjefjhhwF5P5Jb40wiJJcTt+px7QelAzrd5OTkEAqF2LNnD/379//E1/HvgHvuuYcjjzySU089lSVLllBUVPShMWPHjuWyyy7jRz/6Eeeccw4lJSUfOd/o0aN566232LVrF9XV1Yd1rXPnzmX16tWcffbZLF68uM9t5BBQXV39mbqwZ8yY8SGtxQOhvr7+I8/9uXPnfqhe8YP42c9+xoYNG3j55ZcBV7rq+uuv59Zbb+WII44gFApRU1PDypUr97No1DSN5557bp8fyX34ouA/nkDee++9PP/88yxfvhyfz4dhGAwaNAiAiOIjYE1keYfC1SO3E8nrxBOJYyW9pLuCFHklFu0ciEeyaUp7MW1YlXoCr1rKcZ6z+PHOVub+MJ9lb+zgpGgYb8Tghh0PADAweErvGtYZb2B0zEQXOkcHSrmnxb3AhT39sGw3Fduha8xvCfJw5zx003XNKPZXsTORz4Cg+2GTgAHBDBu6fLRkHIo8GkJAkdehUxdszq5jcnYShR4b0a1rHTMkOnXB7pRJnqoQ1gSg0JpV+GvnDmoTr6MqBQzXjmOIGqbEJ9iTsmk0Ukz2XUKu5CNmZ8mQpVbeioKHMQxzI33CjV4ee8xkdqxoYVDXIIQQpGwTjyQjC4FpO5Q5hUhOIbKQ6LIzxKUkSWGjmBIVHh9ZG5KmjW7bpCyJpGViOjYWNj6hEJAVVMnttk6aDpok0aW7ae8c1e2+jhmQsRwM28FwHCzbAhSCilu3GFDc41zqU7Ecd3zIKCVuGRiOhUcoyLiEsee5LMch3h0G9ckSshCoQiWHMBnLxiN5MWybRfrDh/WcdRyHxx57jL///e+88cYbTJw4kQEDBrB582Y0pQA0G8vWe8+TA6EkOJXR9mjKfCoBxX29rVkT23HI09zHQipEVLtXyN0jWdiOG6n+c1sNa3YUk8HHzJwKSn1Q4stQFUwwOj8LQNpQeWa3+wOnVC1jj7EbENTX11Fe3o+eaOmcOeeyadMm1qxZxzcrvsTqjgJ2SXtooxEskKUgAU85lp0lY7QBkDV2osiuy8WuxBt4lOLu+WxA7iWBPQLdGzZsAKBam84k3zgKPIK18RSb5C3Yip/R8olsM+aTcTK4KqEfRo+MyReFQEYiEV566SWmTp3K9OnTmTNnDqeffnqvFmUPbr/9dl5++WUuvPBCXn/99f3sWveFqqqMHz+eZcuWUVRUhN/vP6zr/eUvf8kpp5zC3LlzmTdvXp982n8YZFnmqaee4qqrruLJJ5/sfbylpeUjFQGKiop4+OGHOeqoo/5Zy+zDYcR/NIF87733+M53vsMrr7xCZWUl4Ibae3BG6CoQgrlDdtGeDJGf9BPbnEPVpPW8u2E0p5Z3kO9PsKm9iLebIe24F86p6mk4jsPwU8Dn8/HovIcxDAPdSjAoeDoDnXI0IZENHkN94j1CviHkOAGGB/Npyewt5i8Vg+nQ4Y0mwWaxi52J1ygJTqUp0UpV8ATWJJ5kUuA6WrMabRkZj+wgCZWahI0ioFO3iKgKRV6dQo/gu4FxZG0LuVtgO2MJ/LIrfm07Doq0V9ZmQXuanWk3MqWbrezWNhHUj6BJFzTIjRwXHEBEc5tKkqZCS1YFu5qg40MXFglHp1nejSqpTDrqTN6+bwOaJBFWJaoUuVeCxyPJaLLTHSkUJM0grRlXOinP75LAbXGTlG3gFQrCcTAdm04p7jbjECTQTQIV4doLprsbL4KKa3Ho2iC6rzdhShi21E023SaNHiFx2CsDlO+BfI/E7qSGbtvYQJ7m1pX2pM97OrwV4TbaAGQt2J3RiToJ2s0GLCHj4OA4BitWrGD+/PmMHDlyP1vMQ/V2vummm7jtttuYNm0a0WgXezZqHF16Ld/701kM1Y6mxt5AQm/uHV8ePIoB1iCOzPeSp1lENIMcLYtX6UKTLXyqa3spSTamJZPMyiyJthA1snRZEoYlUaLlU+QpY0VHkM1dWXamXmOnewRY29tsLyFLuQxTptJfq6bUJ3NGWQfvdU0kbu+kp1GlvLwCELS2NlFQUMBZZ51FOp0mk0lx7+hvcr/9FolUDZLQQChIQuu1SgSQJR8IBWsfmaKs2Ywi52BaUQarM9hmLEAIhWDQ132e5XJ88EROLAqxtlNQkzTxCQUJmWrlCHZaq/jF4LP55rZnsR0dIRQ+2ABVXl7O+vXriUajXxg7taqqKl5//XVuu+027rnnHn76059y/vnnc9ddd/WmHIuLi3nyySc57rjjuPnmm/npT3/6kfMVFRVRUVHBqlWrDqtLDbgp9SeffJJJkybx05/+tNc55z8Xn92JBuejm7/+HREMBnniiSc499xz+dWvfnUAi1EXeXl5XHDBBdxyyy2H1ZO9D/9c/McSyLq6ut4ajJ5fNytXrmTPnj0AXFnwdd7IbON75f2IZ32MGbKFluYiSsqasLMqjiMY1a8WWbbJGBoxO8xy82VO9H8FryyzMvx37jzvl9x00820du3gpMBXKAkqyMJt+jBsUFMjSAfc2qSonUW3YJ3tdjoKITFIKqR/0EGVZPplBlFjV5GyDJrFUgrtYjp9Q1mbiBNWQxgO+AR0ZgUhRaDbDkFFJtcDLRmNPM0krLpfVoYtETMUZAm8wiZjyVQH1N4GlJQpWJh+aL/jlbGiNKlNVNrlfClnAMVeg5QlIwnRXWeoUG9lUR0Vv1DBAR9hho+pwLEd6te34+/Wegyqrod11hJkbEiaopeMJQwIqS5x9Muu1mPWsUgLnRxJQwiBT1LQbR8qMpV+Db/selRbtgATDMlNWXcZYCNRqpj4ZQe/DEFFYDoCyxG0ZQRZe293tgA8Mmi40VxZQI4qMBwZ24GQsjdtnjBduaEer23TcudJWzbtIkabXYOJAY6J2yHc0+27L1xP6A/Csiyk7gajfeE4Dr/4xS+47bbbuOOOO/jOd77HWP9FBB0fott+MSq1IpCZoJzMiWVeIpqJTzawiJF29pByuqi1ksRjkLRM0pZJ1tFRhMzIQCmb43FebttK1Ez1Pq/oXnmhUkLUTmLY8e4tey08u+k0lt3OBv0fNEgjmJE5jmHFLexet5oT/V9BU7p4KfYMDlnAobCwEIGKg3uMampqyPdk93m9Rre3+d61AB8ZWTUttyt8m/EOIJPNpvB4PJSVldHQ0EyltwQweCrxEqrkYziTqU/Mp0FI5HiHsqS1iJm+83g79STOPulsy8oiSRKqqlJWVsbu3buJRCLYto0sez6R/C9atAhJkpg0adIn+mh/Hhg1ahSPP/44lmXx1FNP8fWvf51Ro0ZxxRVXMHr0aEaOHEljYyOWZfGb3/zmYwkkwMiRIz+3VHZ+fj7PP/8806dPZ8yYMcyaNeuwzt+HD+PTiIN/Vpx77rmce+657Ny5k5UrV9LQ0EAymaSkpISqqiqOPPLI/eoi+/DFxH8kgUylUpx99tl86Utf4pprrgHci/NNN91ESPZznH8uPz/nNTy5cRa9GaaquIltO/tz76YK7h+3ke3LR3Pmse+SiQWIdeawriOfXfJWsulmvF6ZI/LghGv/j93vNnM9MykdO5mkkaVTd2hIq2QstyFkXJ7Dnc3zKZGG0Cx2kEqPxCf8HOm7jKgUJ6RKJE3cbu+QQ6FHIWmqrGgrJipFiSW2UBo6ltZMj8SNoNzvMDY3i1e2aMtqbI6p7EwINlkK+R6VXM213/PKDhJu5E8IN1pXm7TdWj7LRJHD+NRiSpVhVNjFjAxrFHstFMlhbSes6HSo8kkUeKEp7bDdasfn+AgLD512GlNYjJYqOeGY0bS+30yBphDVLWRLoj4liBk2Mcsgg0FYeLCBhJMlK3RsYRO0/YwPB9idciVX0iKFYskEhYYsJPJkH7IQtGYtVOF24IY1B00WpLMOSdMiakDEVHo1JSVc20NwSWtXd1rbtTEUBFR6G3QAJOFQ4BVIwsEruRaKSVOwO+nQarjpealbBF0WbiNNi5EBCRThp0CuBsmLY5tk7Cjlykg0KZdOmujQN+OXQgzUTmBp+lHA9Xz94Q9/yF/+8hdsuyeyIHUTOIceAhpRB/Gnm9/nSN9lFMhe6qwom9PPA6dzc78yVCxWJt/j9bYWatuStKRNDPuD5FWwl9D23N6+z32597Zl6zz99NM8/vjj5Obm8uc/P8SaNasZM2ZM72yXX345f/nLX3q7LDszW7CUY5Elm98MvorH92QosHPxecoJKaXEjXpSeh1hKUSX7dZbjhgxmsdHX8Kc0Cn8MXN3d+RWx6MWoxst+4mgn+j/Cm+k/7xfBEeSAth2GlXyYthx8vz9kESAhoYGQBBW4cn6LMlsLQCqbxoVwWNoSq8ilt2FPwgzc3IZnD2DPza+gI2Dg2s36BJdi1GjRvGLX/yMF198kR/84AfuERKCvV3g+0cta2pqOPbYY/frJnUhf2js5w1ZlrnwwguZOXMm3/nOd3jkkUf2k/mZOHHiPtqZHw1FURg7dizLly+nuLj4sIuAjx49moceeohLL72UxYsX9zaI9OE/D/379//ClIT04dDxH0cgHcfhqquuIhAI8Lvf/a738YcffpiXX36Z71Yfy4WDdpAzK4G+2CRjKZQO3sXKXQOYlG9gJHyEgkkS7RFqdlVSlNvJW80SexLvIgmNI3Jh2YhmZuVZ3H/HfE7zlrKwVWO90cwOfRFCSJRpo7mmqB8vNppIQqXJ3kq5NIIiJ0zGNmmQG0kSZWvaT387hEdSCKo2XtmmOSMzWJvBusQ8AOqtOPmeHApUKPaZRFSTiCdL3FCJGy4JqEtnCMoqIUvGclyyYANe2cawJbyyQ31WEDdN9ohWNqeeByDXN4FCK58qv0bagjWdEqusOtqsGk71HEuux3WBiZsmCamLfKeQtGPSINdRaVUjvDIl4wpYfOsyUqbDVhqwLAO/GcLExJFswnYYTZJpsuO0yY20GTuw7CwVnvGkzQGkLJuY6ERBISt0hCNQHLc20vWtdogaBq1ZFbO7EUgWgoAiYzkOum1jGW76WhJuV3dI2etc45XdaKcqQb5nby1pD32zHbdLO2vjRkwtt9s6KCmu9I8QvXE423HpnuqoBKQ8yrX+1EibaEm6HcRbjYW959vRoWN5L/46xwVaWZ7REELG41GJRCLcfvvt/OL/HqXYySNHEyi4EWnDFgjHT61IsC3zJrLk4yztS+RbQSb7XH20PzS8wOLGZlRJMDk3jyppDDGlE0OvZf9o5wcjn85HbhNCcN5553HeeecB8Oc/P7ofeQTXmu3KK6/sjua7RCpfk0lm3GLbGmkdBUzhOPVU/pF8oLvRTKLcewJjRZqMrTPIOxTHieGTQZHDmJYr+ZQ1mlHkCLLkIWs0IwmNSr+Kk3LJo6rkY5jtKFIAw06jKAWERTUZvR7bSQLgERoRzeKMYh9Lat0175b3UGiXMsgzCAlBTVJHkzRG5RTzPc/p7Ey3oUqCgGLyZvsutqSa2LBhHclkkqVLlwKuQ49hpbDtVHckVfDKK6/Q3NxMc3Mzf/vb3ygsLKS+vrH7GO89zv9M8rgvSktL+ctf/gJAR0cHGzdupKysbL/ynU9CcXExJSUlrFu3jsmTJx/2NZ5zzjmsXr2aWbNmsXTpUnJzcw/7c/yr4RyGFLbzMfqlfejDvxr/cV7Yv/nNb/jVr37V++sZXBmDyspK8uWBNCwIYgdzUXduZMkvpjJ89CYeeu0EbtjxAG9OddMpdbEIy9oDnF3VSFs6wF3bFRamHyLiG841VScz5odHcM/v5rHg/ReQJD8XhC+jf8ihMeVGCOtTgn9kliEJmSHWCJZZrxLRqkhbnQjhkj7dci3dwmoZRXYlo735lPsdOrKuLM18fSujGUiJT2Zg0CKsmmQsibgps6YTBIJGI0VUitFGHdOlSWRsmzpaMYROqVVEhceH4ThkLJvVbCZq7sa00h8SAe/BeL9rgeZxNHIkL7IQdFoZmv4/e+8dZ1dd5/8/P5/Tbps7d/pMZjLpvRB6AKkqRVBEdsXKF0VULKDrT3QtWFZdZdd11bUgAqLYYRXpxVClh5ZGep+ZTL1z57bTPp/fH+fOJCGFkgQCe5888gi5c+5p98457/Mur5fRTUrX4mibbrmJrfkHMY00b37z0bzj1H/m+q/+gx6jm6FwM9lSJCszKXUqKV3LPLsJQ8CAF7KUVXSVFmMZNcwyTyRDgoxpjWUEs35AWQfUGDYJQ1JjCgINa0oFQhS1IkaIRqGxkJgi0nmMG5JSqMirgMkJh2QlgEyaEDc1ltRYIroU+yoqb2td6acMo4ykX7HeS5gQNyBhKHwtxiSEiiEMVqwhpRCREHroM0SebrGOvuLisel8Q6Z4X+YD3D18Oz3hWhzh4GqXjDmJi1vfypODBr3k2MQySv7A2OdRl5jLhZkTmFFbJFCSbWVJytlK2djCWpXj7O99n3/9yEXMYQF3jGwk764DXr1AZdOmTUyYMIHR0nbMauNHU05nwLUphpL7+spYwmBerc09uW2s8R5ipnUSRyUbWJLP0210kdA1dNLE3aXrUS8oXe/ICfEPc0yDw/JhzT3uzZS8rbSmFtJfep4gzFaW2n7psowG/HAQIUy0DkjHZ+AG2YqW5M4YMsXhzjm8qa6G3+eeIed38dH6M/CNddwz9BiHn30akzsn88yVT3BKwySKocRVikdzz7Jo6ImodaFCWtZxYu3xvLlxHLWWT05388WV9+BjEajyvvfAvYa4rsuiRYs45JBDGDdu3H5fv1KKd77znYRhyC233PKGcqr50Y9+xD2Lfsnv//ihfVrPL678B4vudg+IF3aVKvvKGyoDuWrVKr785S9z1113jQWPSikuuugiUjLJij+5yKESxuYNeMtNDKn49B/OIOeHLIyfz89XJFnjD/Hr4zewrTyDmze18eOen2IaGQDOTpxM7bkTeeKJJ3josZuJWW18MHMOv+z/OTqrMGQKPRQghU1L/BCOMeayVHfRYExFIhkKsqTsFmpFK13BEkreVjSK8XIKbhgFj+UQtpRdZorJ+GiW5vPcVdpMV2kxYTiCRpOKTWacOYeiEWVw6hjH/cH9Y8EbRMXKOjGXpGzAIc74cCIz5TQ2mdsYsrvoLz49FvBMSL2F6SoqM/gohkWBtWKAYd0DEmwS5ETUROjrMlLGCMIcJ518Ik8/sAFHmExQ48FgTJdwff4uZibPZiRQNNqScXGDVj2LxaqZ50o30m9308p06h3BnFofW0aDLEOeQ86TDLjQkYxK8FvLFhvlFjaTQ2IQI4lLCY2iTXXSSoqYIQm1QSmIehbjBvgaVBCVHyO5oGgoyDYYkwBKVyT/jIqzTcGP3HCUllG/pIzWp3TUuxllNaHTkjjSxlUN9JQayMrDKYchy+XzvDc9j2IIGaOJnnAtbmX46p8/9Bb+/aqr+dmMCxEkGfKOw9eCEV+S86Ohn64SLB8J2Rw+xLLiSlQlSIrH45wNbCiUWFG69zXJbnV0dPD2t7997GZW9rv55pZ1HCVnkzAFAkGOEkrbnJpuYdNQmkAE5HxoMRP0aZPN4bNsk6k9Bo+HJd5Hk0iRNg2ynmBLODQmS2TiMDl+PKvyozfT7QGHHw5SMcJkojWXdhYgTQvX8IkLG0tIFNAtBhgS3TwfPk4i+ybqRRuHW/PoKglWew006HdiPlHHoeccytZUgVW50QDQ4JDEEZzaMI2YOcLkGo2BRdIps6LYwyXP3sLnp85jknEEl08+na+uuY1de2JfXziOw5w5c3juuedoamra7/qYUkp+85vfMGfOHH71q1/xoQ/tW7BVpUqVV5c3TAA5GiheeOGFHHfccWOv/+u//it33HEHf/tKmvpwhJHbGklMGGbx3SdRVzPC+nKBNXIpSFju5fnNrEOwLJ8T2jdz75ZOHKtlLIvRcUgD42fW8rPPRQKoZb+bfldhyDQxq558OcoIKcrESbPNKzNiDGJg0u+vJWZmqBfjSakaeiqCyLZMMmD00aFTeApWl/KskytoYSIbwmcoVG6eozdcgSBmpCmTR6MohP04RnzMenBH3DBHveygOWzBESauDnF0jFI4hBQJNB6WWUdH2EHMNBgJfdbJdWTDLjw3h22maTImEdNJ4jpGQjtoNPFELYlGmDZtGvf+4O80WjYCSIWTWL/D9reGy2lS9TQ5cWrMqBdzZtCAEueQDpPELEmdDeVQIkR0s00YIaEJoZZYUhMTmlbHJuc2jM1z2DqOISxGGCAv8pRVfCx7UVYKEcgxC0NXga80pTDqyQxR1BkOMUOStqKAHaJbvRuOWiFGb/aUxK5sM1Db7RNHZYAsKSj4sKycpSgKzDDaOM2ZR2MsYG2+yCrvCaSIgzBQqsj1119PXCT48tobCXSZQAdMSqSZmWxgRk0946jh7r5BHh55ClPYHJY4jg67lZWeYoO+G4Dh4cHXTOhaSslNN93E+PHjueCCC/j2t7+HgcVg4FFWJkXhktAOnoIAWChPoocsnookmlxRwpYpbJmoqA3sfkLT1SFbPJe1vs+zpf8de71ZtVNPglV72UetfTb4z7DBf2bsNYHEEQniIsFk6xgGzJBcaSVrUq30lJ5ls92CqRxsmSBFA8YWyciWEdKHNPC/993Hpvy9AMxL/jNNQ7U02Ske6N/An/r/Qq2ZYLgykLR2qJVBmaTOTiCFCdp92RP4Bxvjx49n8+bNPP/888ybN2+/r7+2tpaf/exnnH/++Zx++ulvLC1ArdFqHzPQah+9tKtUOYC8YQLIX/ziF2zcuJFbb7117LUf/ehHXHHFFfzHF6ZyclDgP77wLj6w8FEWPXQsSgtOePhOFsYm0VeIrNmOSLyfYdfg7lWzeLjXoc/zmG6fwEp9H42pyUw4bzx//sM9bO6Nlm9LHcs93t85xj6Hh0q/IhWbjMAg767FxyUr87SpThQa33IZCXpQKFplDU8VNwCRm8iI3Eyfsx4zcKg1WjGwWJL/M6aRpjkxf6cbrWO1UitaiekkvvAoiWHW5nevsVV0N7HW3cTaF7xen5hPa2IWLWETtYaDIQTZwOUZ/RAjxe0eyUoHDAmHNjENS5vUmjYSqNVTmHvMRLYuGaQtNEk4UVZuJDA4i49xS/5KAGJGmix5sl6M6emQmKFImhaTVCQvkg8EeR8KgUGNJVGV0vLo4A9A0gyZUiNJmLWM+LU7TW8PeeMZcANMQ1IKAwYpMl6n8VQkNj3gBbg6JE8ZV3hYwiKlYwghsIQYEx/3K10crtKUw5Ci9nGESUxGfZa9OkdBFrC0ja0tFJq8HI7sAsNejpHHMymVIWlGPaP39Wjudf+GIgTtRaroSJ544gl+8IMfEIvF+MlPfgoIluX7ydXFuHHtjiLhAk97PFl8lCcKUfDh+/5ePY1fLUYD9VEtwZawDQTUmgbtVi1DnqYQRBPtE5IWGa+RstIMqTJDaiN+WOAw6wwOrUkxbB3GA/4ytuTvH1v/BpaSkHUU1RBDpeVoHeBYLSgd8FTxd7wrfTEzk2ezqng7Sr9wcGX3aBRlnaes8yx2bwLXwDab6So8gpSxMQmhTHwWed1Lr1jDHQ85LDhmOrH7UtQn5jNYfI4lhT8Ts1ooF7cPpgwH26WG/jz4HBknx1HiMOYlJ/BsYRPBS9zHgxUhBPPnz+e+++6js7OT2tra/b6Nt7/97Zxxxhl86lOf4sYbb9zv669SpcqB4Q0RQG7evJnLLruMG264gVQqheu6fP3rX+e73/0u//K+Rt785BQ4fCnHt2/GKzv8cGWcj0/10DrgMTcaVpmSOp1NehXnL3uCL3RczJ9yvyZUeY6Pf4hpzgmc+I6ZDOcGueX2349td9Bdy2zrZFLC4k3xCxjnxCmGiqx4E5YyCLRCCkGeMmWVwwtGaBKNhFKPTUFPlYdToxM4FT3BpSwdCxhDlcfEGdte0plInTUBlxJFkaMUDuGpwss6VzGrjel6AUYoSUmbUGv6wyKrxdOU/Z3dSbygj8Ggj6xcxYTECbhhI0ntEBMmU49p5emb11MOod4G29A0GLC1qKmJTcMLc9SJcSitaIlFfYeSKCAsh5JhT1IMKnJHEnRFpibQUcnYlpC2AgyhiRkKWxq0xqMMoC01poBQC3xl4imFQFBPgpghMUS0TqWjXsmEdmgSSVKWQcKMhmoMEWUbRyoZylEShoEfjmYgI73LtTxNsbQNpb2xTHDcbqfJns54OZekaeAp2DAc8nf3r3hBH1p7jA6bjDJnzhx++ctfAvCTn1w59vqmTZsQwmTFiqXMmjWXXQdgDh7uvvtu+vr6SKfTANSKGDHDIG1H7QClUFAIFG1xGT0MKMFAyaffGKDk9qJUkUeDX9NofIxD6yXP97ezZYf1u2EOjSJX3jDWP7hjH2Mu8LGETSo2Ca0VlozjhjkK7gZSsSnky+tIOpMouOuBEImBJWwS0sYUJhmznsnGyfha8KD3F/xgYGzdea8bIQySVjN333cz5773PymkNpLr24QUNkp7+GGR7WNY2z8nU9aQdtrpLy2joe5IpsePYHF+JTv6d79eqampYfLkyTz33HO86U1vOiC9ij/84Q+ZPXs2N954I+eee+5+X3+VKlX2P6/7AFJrzcc//nHOPfdcTj31VFzX5W1vexuLFt3Lt841GLn/PUx4x53YrYNMm7aWa+47iW8e2sWVy8cjEJwQey99Isux8Rau6osyeUoLjnTexbAc4R+lP9La0sKJZ57Ln775GI3xw7FFgi35+6lzJhELHZ6XGxjHOApBSNI0yFhxPAV9nkegFQVZxMDEC/oo2mXazQRH2+8iRJHAJmmamJVrckcwBTPlUFRDxGUtdbp57AZbcDeMSZS8EtpSx9KmJhLDYrl4jhG/i7LfTcqZQqMxidnWETi2iQRKOmC5eJKh4lKUKrOhcA/5xKEkZB3t7Y3Utsa57+lnmRS0MuwbdNqRN/WsWhM3eyK1tknckAx4AesKAYY02aIMXAU95ZCy8ihpnz4jch6xtI0vPDQh7eE4JsRjZD2TGjPECwUZO7ITHHAFphCYkrHgtRhKNgY5MiQoBCFlFWJLA1eHpA2LqQmLlAWO1NiGYsSX5P1oKCYX+NRZFpookFSAhaSsA7Iyzyr/gd0OYpS8rWyqtBcs2fkbSWSZNyr7svshlxe+NhosHcxDF9dffz0f/OAHedvb3sbnPncZIFgjNzIuGIcsxZiUUjgVG0mtNb4GXwsGGKHLXzIWfEth8zxbOMbo4P1tSZ7aIUVecDdQqCxzaOI9eMLHFx5Z3UNc1HJP/pe77JdjRf3Ooy0kBXc9s5Ln4IkSa/N3EAibbFhAozmr9n0sK44wPV7Dx9LnIYD1+ZDNKsuQ7MXAYpLqJF90Wbuyi8OO7OTmm58b21aoIi1Ky6glDAsIYdJpHcFGfwn9hWcA+PXgL/jGhI/QZLbQF/S+7svYADNmzGDRokVs3ryZzs7O/b7+pqYmfvSjH/HJT36Sk08+eSch/ipVqhycvO4DyN/97ncsXryY5cuXEwQB559/PosWLeKGt05lntfGVVpiJUsUN7Ry+2MLedfc5/jLsnn8MfcrZibfyaFphyXDdawveFhmA4dbZ5L34ezWOH/fZrNCFfnYRRfx/IM99K7LkTTqyKh6tgqJgUWXsZWiHmKdkSdJHUkvRbqSUQSIS5MWXc+IHCRut5PWCXylaTRjDIc+ee0yFOZppAYpBFJLGlQrMZmiKWxkg7H6Rc7AdiJ3jd0HIfWJ+SRI42iLHtlPf2kJllFLa3IhjbqdGUYjSSfS0rMkeMpmkncCi8U0RsQgViUTKpEsOGYyS5/eiFmMkScg7kc+4ZYUrM8rYtIgbUmKgaaofBSa5TmFqwMG5BAAI3KQ4WArXnkEKUyEkGitCFSBXGwa5dJsLFlDrSUrVocw6CnKYUCNaY7J8wgRhWkhIXntkg8hLRw8FWIKSZ0dfQ6hjrQhu0qCAVdRDEMGKDDZqsUxBG6oKYTBmKh5SZbpYxOOmUFrhR/076RTuHtGg8foTL3R+N//jfoRb7vtTkazbxKJQlMMQ9aMWLTHVUVKKso+jviKrBzAc3Nk4rMYcTdTF58a9eIGEkx4e83HuXnk5zttS2mPp4t/oD4xnzoxjgY6qA9r2Wa17aQiMDrg9kJWFP7CzOTZHJZ4HwOyl435ewCImzArUYMl4Yj6AuXQIGE6JPMN9Hk1dImKjaiZZMUj2zjhxBO5/baHdpj8BhD4YQEpkoQ6z3pv517OmtgUNuUFuXCYgzmb/HIwTZO5c+fy7LPP0traekBEoN/znvfwu9/9jn/5l395Ud/l1weqYjSwb+vYsGHDmFbmJz/5ST75yU/u+65VqbIfeF0HkL29vVx66aVceeWVmKbJcccdx+OPP86vz2xiyZLT+cbAAAsc+OQ17+KjszYys6mH3z17CAATEm9ig/c4i7On0WDZDAU+fjDAKW1JthZhVc7gnuKVnH7sh5g1fRKPfO0R1hlraFbtWNri8Ph7yag4W0Qfm0sPj2VXDJliYuJNTFAdtMdsGh0wpcnsYA4j9hwKgUajGQ4CtsgeeoIVoGGtsLBFnFqjlYCAEJ+kaKNWN6FTCxkor46s3XSw294vIUxakkdg4tBTenanG56UCSYwmz66eaz8e6SMcVjsXFplivZEZN+XrMjdZKwgkr2RimHfZLpqoRi04ilBbxmGfcURR0/nj3+8iwHZQ6AbqVFN9LuyIqAe0hY36XMVz+qVbAuWVwJEA1PG0aHCECaBdgmVix8O7RTwCgQDxSWkkg08V1S4wqMkiuR0L4awSMg008NONBJDSEoBbHXLpEkgEHhsX1dCGmR9xeayT44SW8RqLBHDxGGC7uSQRIakFU1mb/TyY4LfELULaBSGcLDNGkJVIlT5PXwTNVFJczTAfPVFpF8NPvWpT/GXv/yF7SqakrX5O2iO/z9CNCM+1KRD+lyTrCfIenBvcO9Yj2GtcQTt8dn0sYleNrB6pIWmmEGoQwyZ2u35HSw+xyDPMTV1JnWGw9vtd9Lne5gILCFpdEwcI5qcfyRYwebC/SyMfZCV4mn62UiTmMR8MZXTm6fzeH6Qf4wMIBHMtOu5dWuCjoSgI+GTtiQ9JZtpqp2+ssaRgq5Hs5x1waE0NKbp7c1hyNSYdiVQ0aDcNUA82TyZWqeEq8tMs09mlbvoAHwarz5tbW1s2LCBVatWMXfu3P2+fiEEP/vZz5gzZw7vfe97Oe200/b7Nl6PTJw4sSrjU+Wg5HUdQF566aWcdNJJvPOd7+S0007j8ccf5yOt5zBtxOcPg9HNfMALeXdnGS80uWn9BIohXJ/7Oxc3nELOm8rPen9KLGhjhnUC9Yn5HFo/jC3TfK/7ZqbVnsF7338Sa29ZUD2zgQABAABJREFUj18IqNeteMLH0hZT7NpIyNproJQ4lj5/FUV3E6HK0xusJS0zNIR1FdFrhSMjzUJPCTa6BdbJFeT9bZT93kq/HDQmDsWlxLbyUuJWI6sNiwCXEb8HKUwMoxZvh56tUYSQJOwOlA5xRJxMbCIDxefGZHrmxd6OpS16y8vRKI60z6HdStCeEMQMjSVGM3makcDAkhpDSDwlKQYCNxRsK0POD7HbYyTrHB5f/AR+EKJNhacaUFpSDjVxwyDnazaFQ3iyhCEdvCCLIeM4RpqEUUeMJEVyDPtbXuA0EsOQSQSSYdVDSebwVJGi11f5uYW2xrEehya/HkPECLXGFhJbGhRVgKUNvErvaVGFY1nPrNiGgUW9biWjUkxPxQhV5LKzzh/mqdLvdjqnXjhCGI4ghI0h4xUR6R0ZFY3eUeh3tOfxjZF1eiEnn3wy3/zmN7n88q+x/dgNfBFgakmoNXFDYYmovWBxsJGitz1bmNA11Ks0z7sriFmN/LHwU87LfAIJ1MWn0l94BkOmsM3aKMtYGW7SaAoMMRw2Y0mHNtshaYEloDGmqTEj//eZ/gwGUrMQwKzgTVgSNhQC+oIiLTrFFKuOUGtcpRkOQjwV0pMNKYdxGmOalliIrwQ1pmTYh/6C4rnnlrBw4SHcdNOmnYLHPSGEpCkmiRvRvq/27n9DlLAhCvDmzp3L/fffz8SJE0mlUvt9Gx0dHVxxxRV89KMfZenSpdTU1Oz3bVSpUmX/8LoNIP/2t79x5513snz5cr7+9a/z97//nf+ecxzzaiSPdo3nSws2kysngAFWZuu48tkMZ7WG3Ni3ntPsU7h7cJhnSjcAMMs6kefKt3Bp6/n8eFUZjyIlbyszTl2IJ0IGH9rKddlIRmWkHJWUnwvaONI8HYGgJWwjYzTwHJujm523GRE7kqwf4I1Ek7yhVqwWW1mTv3W3xyOFTX/hqbEyqR8MkGMlppGmLjaNlGjAwKLfXEe2tALbbCJm1VP2BwnUCEJIPJWnK+wa080bXe82uZGMbmGacwKdNJA0DTqTAltq8oFg2INn3D56WEegXRrkBLJ6K+Uwhy1TZMtrEEjidjPvOPwYnnjycYZGovMwLjWHUCvWFd0oWDMG6QqW0WJOpxwOU/K6iNvjSJpNLNCHkZIGvtLcUfrjC8qCIEWMWmc8nipRDrMU/T68MCp5oxVKe5S8LkbsDjLyBAZ9vxKyCTwVUtSRTaJPgCvKFEWOEdWHG+SwZRJbphgW/QwZvSzJ9zJcXr3HnsOx4Qrt7SYztmOpGl4YOL4RgoXdIYTgq1/9Kl/96lf5zne+w5e//GVOPvl47r33NxiylndY7ydmhMzOjGCIFPMz4xgJ3kchkNw0vJkFZhudKU1H/ny2eR7dyQGW+ts4paaFWOkYtsUPRSCoM22UE8kpPRzeS95dS3f+YcKkTyGYRpNIMRIIfK15ZsQlJWzGxS2SZqQGoHUkIl8IYGbapLeUYnMxoKh8thhbaVBN5EUeQ5gkdYJnRgr4+QBHW1jCwNUBeVlkCyvQD7fwlrecwk03vbQMkNaKvrKixnrdXlr3SjqdprOzk2XLlnH00UcfkG1cdNFF/OEPf+BLX/oSP/7xjw/INl4V9H5wotFVJ5oqBy+vy6tcNpvl4osv5r/+67+48cYb+da3vsW7mo7gtIkm+WKRcYkC2/K1OEaAIRW3dcFxdUke71eMC8eR1yFxbTMvfg7r9TNk5SAN8VlMqynjqxi35zeSTCb5wHnn8rsrH6BrcCS62RiNjLAaKWyOtc6kPWYTKOjzJFtEDiHjSCSOVc+A7GWZuwTtKYSI+uF2N4wxyo5laSEkltFAxplICxNRKJRWlEUBUzpj09hFNYQXRNm5fHnd2KToC9cbap+8yDIpnIxpShqcSMLmqazHarmKrfkHd3rPsFy3i9CzFDYFdxPHHPNpfv/7P4293h08Dyb0hmtQKFw3S9JqYUh1UfB7EcJEKZ9GOpEV55jNaoQap4PhchmlytExV4KvUAeEykXrEC8cQmsPgYkmIJKqlgSqxIhZQCmNhUGIoiBLDMt+PEqYOKR0hrLOM1xeg1Jl9ux58nLZMXiMStXwxg0a98QXv/hFOjs7ueaaazAMQRgOcUv+WjZsmoKr8xQCyaRYM+OcJqbFWzncHE/ajrKGtgFZiqz3HiVQBZLqbPqMbWws34cmwDIacMwMpnQoB4NjN9G+4tOQgG0ixoC7mrLfBWikSDAhOIw22UpcZtgoe9nsPokXDHBs7AMA+IRkjSybig+Tj89gqLx2bOK6VU4HoEdmCfEJtT9mT/nYYxv5+McvorGxgf7+XbP/u+Nu7zY+EJ449u832ndj5syZ3HPPPfT19dHU1LTf1y+l5KqrruKQQw7hvPPO401vetN+30aVKlX2nddlAHnZZZcxd+5cLMviU5/6FAKHN6WPoGXCPZRXTcZTBtetS3DOeJfvbe7juLjFk1mXxeoBvtR2Ctf2dTHX6mB+LMGzvStpT86mx19GMVhAd0mztnA7X7joO6zf0EPXUyMs9RfR6ExnuppGY2IcM+0GaqxIeHqrW6ZPDpEXWRrjc5DCoBwOMxRu3ilglDL2ko9Pa0Wt00lc1DJMP7mwByksDCzcsEDSbIoEnIvP7fS+PeniFYMBpsq5ZEyHRluS8+AO7wGGikt3u/xuXUKESfu4epqbm3nqqafHXh4pr2aE7YM+SWcipnAYcteNZfHKqpsRZ5BQNWAIkwaRpMQMEok6ckEPbpAlUAXiVhO+KuIGWUKV2/70LVQURAoFQpKwmsiKXvKGg0RSIkcxHKLsD44F1AeGavA4ipSSD3zgA3zgAx8gm81SV9eAr4o8XXiO6LxoNnprdniHYJ79Vk6qn0LWMxiWg7hBH+3J4yCETcWHx76/XtC3289R64DewuPs3G8a9SKu9x7cQcR+dAJe8I/SrxDCJBOfSYueErV7iDrs+Dy6i4vJe1vpdSJhdj8soQkpeb1jaxoZGWHZsuUsXHg0t9xyG5bZgNbhLtnzHam3Jr3s8/l6wnEcZsyYwdKlSznppJMOiKzP1KlT+cY3vsFHPvIRnnnmGWKxl379rFKlyqvD6y6AXLRoEb///e+57rrrOPfcc5lsz2LR2Una33IN+SXjAVgxnGJOreCiFb+qvOtMTGFiSoenBiWbvac4q3E85RAOSZyHo2yOM8/gq1vu5HjzdM6d8GkOe8sEfnj532g3aknxNhKYSAmOruXxYA2bRx4lYbfhh3najQXMVNPIUqJPbKPXfWYsswZRUOUGWRTlXQ9oD4yKm7+Q+sR8fF0ay5DsibjdzlTrWDIqRY1hMxJ63F2+ifLI7n2wXwylihxzzBk8/fQzlMt7Po49SQ1tyd9PKplh0EuiUfjSwyZO2mylKB20DrFkgmIwsNPNeTQzqVGgQ6RMUPC2URIDuEHfAZG9sc2mPQSiOw/JVInIZDJovbNjhhAWYeiyfPlybrrpJr7yla+wxLuLJT0wGuAlnAkcb87hOb1ttwM0o5P529lxWGnntoFstp+VK1dy//3384UvfKHyvujnWgcMFZfiOXnSzkRawjayRpZDYu8gJ7PEdBJXlBlkM6VggLr4VGKiFovoAWX5U70cf9yb2byoBguTaXYtdQ5kbI2vBIGKHI9yPtzpPkZ3cTHNdbOQGCj0G6YHckcmTZrE+vXrD5isD8BnPvMZ/vjHP/Jv//ZvfPvb3z4g2ziwKFD7+LnrkOh6U6XKwcfrKoAsFApcdNFFfPGLXxyTMjgycQrtp1xFflk7xWwNT27tZMWwZkXYBUBdYi4FhrBFgjPsE1jmDvAW5+1MSbk8M+QQiAAZGQRynHEaJRVw3D9NYMNjfdRuSdMflukyusioegIRsi54YixAyrseMauZlrAJl5BQhBW5m+0SLqaRptGaSlf49AsP52UjEOS97j1m2UwjTX1sBhnRSmvYRKgU3UYvz4ZrxiZh94WjjjqS2267/RW91zQy9Or1JGQdEolHCVflccMcZb+XmNWMKR1K/vbsjxAmQphRkKhDEAKtFQo/Cig5MP1B/mjf5U6MBi87D8m80QKD/cXoeZk7dy5z587ly1/+MmvWrOE3v/kN3/zmNwFN0d1E1gzIqBpSscmU/X5CVcSQCYIwt4f+r9HgcVeNzaOOOoqjjjqKpqYmvvKVr9DX14fnjWblBQV3LQUkjxNl7oUwSTqdzJTHUKOSzLPG86h8jiR1NIYNxIRFqBV9T4RMO388M2o30Dtc5HlvkDovRUIa1JgGtgHjE5pxccUscQT95aMphhCXKQrqxQdvXo8YhsGsWbNYvnw57e3tGMb+D3JM0+Tqq69m4cKF/NM//ROHHnroft9GlSpVXjmvqwDy8ssvp7W1lfvvv5+enm088OZjOHzhDdxzzTmsztYxEhj8oPcxBgrPotG0pY6lO/8whyXehy98DAGdRh3ZwOW6zQE9xjomqknYQpKxTEINQx3bmHlUG5decjnd+b1rMCbt8XQYc1mhnyLnbtptWSsIc2wuPrz7svDLRKPxgj4STidekNtle0GYo7fwBL2wV7/gV0J9fT2TJ0/iySefelnvG83mBWGWwWKWwT0sV/Z78cPCTnJINc54FIpAlSh7PWgClC6ClpXAcucAQwgTy6hDowjC4b1mJ1+Y3crEZxHqACEkRW/bbj7L0ezj9oeDavD48hgtS27dupU//vGP5PMlbi/8grbUsdgqRT6MhMAds5641ULB3fiCtozRz2vvrQMXXHABF1xwAX19fVx77bWsXLmSDRs28PTTT9Pc3MzKlasr7/fIl9fwJGsAQZqZzOZoxttJauMCX0XT5F1DJbKb8nQeWkvxoa38o/D3ykPGDg8TlfbIztTJJHUGiaRYcYl6o35P2tvbWbNmDevXr2fq1KkHZBvz58/n85//PB/+8Id5/PHHXzMf+CpVquzK6yaAfOyxx/jZz37GpZdeyne/+10un3wKR578FD+99r18bu1V/GzGh4lJMeYG0Z46niPEHO6PD9El13GGcxgxA2KGxHQd7vEeYla4cGzquc/3eF4u46JzT+H22++gu2fvwaNlNtBuzGZjsJiiu2mvy+6P4NGxWkhaLaRkA2Wdp/dFtgmR/qMU9l77tV4qRx11BCtWPM/IyMhOrwshEZh77L/ULzFLKIVNuIMtY6jyFCrZSP8F0kVRy9WuQt1aB3hBH3G7HSlMQlVCqfIu+yaFTcLpIGakKQVZCu4GsqUVe9m73Wcfq7wyvv/973PXXXeRz+cBybbCYqbETyGIuySNBhKkmcEE8sInL8oMy0F6/OcpelvRuvSi6x+lqamJyy67bOzfq1ev5vTTT2dPmetcaTmPsoJHSwLTqCVutRAz0kxlLose+wcd8+u45bY/veBdYqc/m/L3Vl7f7kj0RixhQzSVP2vWLBYvXsyECRMOWHD3pS99iRtuuIHvf//7fPGLXzwg2zgQ6P0yhV0tYVc5eHld2GV4nseFF17Ipz/96Yqsg+DLn3oEP5tCA1/suJg/bhZ8fn0kBC0QnBabB0C2tIKe/KOkrMiF4pqBX3OXewcTjQUooRiUOVbLDdxfupaGCTlmzpzBDTf87173x5ApMs5EsmLbiwaP+4MoSJOUwyz9/toX7X+0zAZiVhuGjO+X4BGi8vXjj+9mu1pX9BtTY9PmozhWC4Z4cccKKROVde18Y/eDgV2Cx2iTaq9BecnbiutvIwhzuw1slfbwghEEBgmzYcwKb8/smn2s8sqpra3lxhtv5IwzzgAUShdYXbyZgruenLue4bCbvqBAXJq0G2mawxbcYBCtfaRwsI1Xpg04bdo01q5di9YaMNFao1SkZRl9tqMPCiFBOMhIeSV9hSdZ4d3Ng4/cwYIFh2LbccBAiMQu74Gg8veO7RVv7AeO5uZmamtrWbNmzYsv/ApxHIerr76af/u3f2Plyn1vxalSpcr+4XVxR/zOd76DaZosW7aMQqFM39/no0s2J/70JI5o6cGRmrL2aYjPAaAheQgrC0WW6c18ouUTfLD+EzySG+anfX+hLj6V8eYh5MQQS/1FLCvcyMb8PWit+OAH389f//q3XbJsL0SpAn2FxfTkH93rci+kMbmASalTaU4eucdlTCNNKjY5yqJVAiutFWW/m6K7aaeAddS6UAi505R3EAxS9rt3G3y9EmKxGPPmzeXxx5/c5WcaTRDmCFV+l5Ky628jUC+eMVKquMdg70DhBX30FRbTV1iMFCadqZP3+rnsiNb+GzKj9Gpy5JFHctttt6GUYtWqVfz85z/nbWe+GW0N0F9azBPlX3Fn4WfcXf4LTwV3YMg4kWRPlFmmMpwixCvLeo1+fpFvd4DWIVpr+vv7+fWvf825557LaGCYDTexceNmstks8+fPBwRKFdA65PLLLwfgt7/9LaPT56CorU1z7bXXVtb7xv2ujGYh165di+u6B2w7Cxcu5KMf/Sgf+chHKkF/lSpVXmsO+gByyZIlfO973+PjH/84t956K3/8tEHtiudZcs+xeMLnub4WvrHp5wwaQ4zXM6iJTUNgsM5YxbpiVE4qh5ql/iJmWCcwQy1AINlceGAnT90FCw5h3Lg2br5590LfO/Linsg705payKGJ99DGNMrk95hBdKwW4lYLAgNDOmMONXtatjY2DUOmaEocjim3Z2Ve7v69GIccMo9t23rp6el52e8Nw+H9ui8HgpK3FYWiiT1Nk76xs0ivJUIIpk2bxsc+9jH+9re/MTAwwO23385oMFb2t+L6XUhhYBkpAlXAMDIcKAmlhoYGPvjBD3LDDTewPTMZ/b148WIOP/zQyn5Hges3vvENXNflfe97X2U5EzDJZrNccMEF+3Xf9hcDAwOEYfjiC75E6uvraWxsPKBZSIBvfetbbN26lZ/97GcHdDv7Dw0q2Lc/VSHxKgcxB3UAGYYh733veymXy/zyl79k4URB0xNnsvq2Y/nSYxP558YmLln9SwC2+kuoJ8F8cRyOSGFg8b7MBVw9eCM3F//K2xPvJKFjPBnczorCX1DaQ8rYWBbvPe95N3/969/2KlHzSunJP8rTxT+wonwnvi6SdCaO/UwIyfTU2zkq/kGm2ydQDgYZKa8mX1631/4Z19+GFBYTE28iJlIYctdSsWO1bC8P7wOHH344ixe/vOGZ1xtFNURIgGmkx16zzReKJEeB+SvNelV5cWKxGKeffjpaK3K5HD/4wQ/o7BxPyduEHw4DcszO80Bn9rZnJgO09vm3f/sm73rXOSjl7bRt27bH9udgz04XCgUaGxsxzcifXgjJwMC+VypmzJjB+vXrD8j1c5RkMslVV13FF7/4RTZu3HjAtlOlSpWXxkEdQF555ZWsWP48AIsXL+bf3pLklEdv5oh71tEas7ivL7pQT0qdyqnO6WwVAzjC5P2Z2bzZmUNzDDqcQzneOos+3+OR0nU7iXsrVUbrgEMXLGDcuHbuuvORA3YsltlAfWwGI173TjqJ7cnjiasEOZljeen2l1x2FsKkHGYZ0QP0us/vZF8IkXC5ZSRBB8iX0Ie4Nw4//NBXHEDu72zogWI+R+LoGKZMjr12YEXJq7wYNTU1fOYzn2Ht2rX8/e9/p7e3d6wk/FoEaY2NjXiet8cWl2uvvZbFi3ev33owcNlll73AvzrS1GxsbBp7kH6l1NXV0dTUdMCzkG9+85s577zzuPTSSw/odqpUqfLiHLQBZKlU4utf/zqqIlA8NT6e++/8EJvOWxD5VKdD4iKaThsXjiNpSrJiG/cWr+aZoZBQw0NDIxxtTabetlisHhhb945ZJoD3vu/93HbLgxAmORAIBFKY9Bae2MXO0MBiQPawuvT33Yop70jcbt++TmESMzLkg207leJHUapM0d0SbeMVDh0ATJw4gUQiwfLle5tSfn0ihImUCRJOJ0prBmTPTucyuqnu6D4jDvoM0xsR0zQ55ZRTDoht3svBMAwaGxvp7e3d5WdBEPDhD3+YI444gr6+XR88RkZGuOeee16N3dwj0dASmDhE5fYXDg/tGzNmzGDDhg0HNAsJUSn77rvv5sknd+3JrlKlyqvHQRtA/vznP2dwYHv/3IUds5lSU+SCm49AIPhezyIeUQ+Sik3mH6Vf8Y+KbdonWy8GoMmBKU4Ni/yn+Ev+z/hhngmptzAv+c8E4XZx30MPXUBLSwN//dtvCdWBaQLX6J0Cx4TTSVvqWNpSx5JTPWzJ3/+iwSNEvXrHxS8gHZ8BSAaLz+11ClxpD6W9fRqmOfzww3j22ecIgv3r+BKz2irHcWARCDpTJzMreQ6zkufsNHGtdYBSRYruJh72bmBbeelYQBn93Gd31oVV/u/S0tLCtm27etqbpsnHPvYxIBI0jya9t/ONb3yDt771rSxfvvxV2c/dcfLJJ3PxxRcTMHqdG7V8jILIqKT9ytszMpnMq5KFbG1t5ZOf/OTYANNBi94/PZAbNmxg9uzZzJ49m5/85Cev9VFVqTLGQRlAFgoFvvXNbxGqaIjklEk2t2wZz9+2xOkTw8xN/hMj5dVMEPPJl9chEJTJ051/mI0Fxd/Lf2LpsM99wTNk3Y2YRpyMM4Em1cK6YPsAixAm//RP7+Jvf7uZcrlMqz2HttSx+7z/AkHMaqMmNm2nHkTbbGJC6i10modSQwOBdvfoRy2FzaTUqSyMn88hifM4Kv5Bzkp9jEYzhikcbKN2522KA/NRHnroAp5++tn9us4o82eN/f+BpCF5CHWqGV94rC7fu0sGGKJyf6jy+MFAJaDcSBQ47hw8VjOPVZqbmxkYGNjtA9UPf/hDADZs2ICU5k7B2MMPPwxEWpSvJRdccAFSSursKTu8OqpjubPH+CthNAu53QHowPD5z3+eBx98kEceOXBtRwcLEydOZPny5SxfvnzMga1KlYOBgzKA/OlPfwrbNaW55NAMZ7Q4DPgek2UDSwp/BmB1GF08DKOWIXc9AHeWbgRgpVxD1tuIFwxgyyQtagJb5Nqx/kMpY8yYMYWJEydw++13AtDjLaO0Wxs7xt4zmp16ITGrLXKhcCZSE59OnTOJWnMcmdhUamLTqE/MZ2JsIQ5x8iLLoN6Mr4o79SdGcjwJWlMLObvmwxxlTmW8nWSaVc8EO4UlBc/pdZTDbBQUx2fRljqWSalTaU8eT2NywU5yPvtKLBZjxozpPP30M/ttnREKWQkc9zYotC8DQIZMYRoZYqIWV5RZk791F01M00jTljqWBbF3cWj8PcxKnkNjbD7bb6SCavBYZUeSySSJRIL+/v5dfuY4Dg88MNoqE32HRqWGmpubAVi/fv2rt7O74aijjuILX/gCQ94qtgeLo5lIgJDBwT35Rb04mUyG+vp61q1bt497uneampq45JJLDv4sZJUqb2AOOieakZERvvP1b5D1I/3Aue2CTUveydX961lgTWY4CJiVPIeVxVspez1ImUDrYKx3bXTwYbsjBOS9bpbo9Si1vTdHqTLnnnsOd9xxF8ViJEpd8rZSYudhlFGksCt9hdtLxlLGaIzPQwoDmzjAWICaY7tdnpQJ4lYzW8JnCcISSvsIYaB1iBA2casJUyZIm63U6HpmiDbqbEmDA54SFALoKYUMhGUyop4meSIWBhJBQltYQmBLSS7wyTvzWSdXoFEMldcCaqeS/cthzpzZ9Pf377bna1/QWlFwN+02eHSsFkwZp+ht2ScHn/PrzmdNscRi/+9s2UOZPwhzdOcfppuHiW6mOzrObC9ZV4PHKjvS1NREX18fra2tu/zs+OOP56KLLuKqq64iymAbaB2Mlbcf+v4VfOYzn3lV9/eFfP3rX+eOO+7g6aefZvv3fPQ7H9LQ0EC5XMZxnFe0/mnTpvHEE08wdepUTPPA3WI+97nPMWnSJB544AFOOOGEA7adV46CfXSi2V4FqVLl4OOgy0D++Mc/Rrs2o03dU0pv5dH+GFPVBP6S+zmWkNSo1Fh/n1LFF+0fDMLsTsEjwIQJncyfP4+bb74V08jsMljzQpT2EEJSE5u2/TVVprfwBD35R9mUv3enoBUYE9ZWqogbDBKEJSwjSY3TQa0znkxsIvXxGWTsCdSZHdjEyahaFBCruFfFDE2NCc0xgzYrQbuspUHGSQgLQ0gk4CpFIQxRwEZjDb4uUQj6SNltpOx24nY7ttmEZTa8rInsBQsO4ZlnXlr5+uWW0PeUeXT9bXjhCEmnk7jdjmU2vKLyfNZXuARjAX8qNvkF2dnRYHHURWTUQWQ0G1MdmKmye5qbm/f6UPU///M/NDQ0VP4VIoQ5FkgtzQ0jhIHvv3bfK9u2uf766yv/2nF4ZjSIhFgsvksf50ulsbGRZDJ5wKV26uvr+exnP8vll1/+ive1SpUqr5yDKoAcHh7miu/8O/mwkn3sEDjhDMqh5qHgtmgZVebx0m92+/49lZd3xznnvJNFi+5jJBegdUD4ErJdSWcixl569sRehiwcs55ap5Maq5WErCMhoj+1opUaGqjVjYwPO6iTMVpjEkuCFBoB+BosCTWWoMY0MIRAowm1oqACXB1SVD557dKsxtMkJ9FmzabWaKdVTqfVnkNDbBptsfk0Jw97yedowYL5PPPMc3s9H43JBXSkTmRa8kymp95OZ+pkmpKHv+Rt7A4/GCBfXkfJ24ofDOzicLM3LLOBjtSJKA0xoh40KRNMMA6lPj6zstSOweOO5epR0ejqsEyVPdPY2EihUKBU2r3Lkm3bLFu2bIdXwqgtB1iZKwIK23YOeP/v3pg9e3bFFvaFE9ijvwcaKQ2efPLJlx2cjYrDr1mzZr8Klu+Oz3zmMzz77LPce++9L75wlSpV9isHVQn7v/7zP/GLJiFRRnGOezL3h0/Tk38U08gA8Gjp17u8T8rE2DTtCzkpcSEDIoejbZb6iyj73TQ2NnLcccfwr//fj6hxxjOfY3gsuHW3AxY7ki/vva9Ho6mJTcMQJqZ0EBh06GkEImRY9JMNu3CDLKaM027NI63SNIkkccOgxhLYMrqcl0MoBBBlwaCsFIEGTyl8rchSxBc+28QG4qKWEJ9J4WQSwkZqQYE8RXJYOBiYpFUdDTQRElKQBYzU8XQXF++1RFxfX8+4ceNYunT5WCl+FIHAtppxjDQxUYtDnDJ5PEqM+D0EqoQhU2iCXTK/B4pMfBYNxgQmqQ5abZtiEN30Tkl8hIQ0EEKwTa1lZ1me0QnUiGq2scpLwbIsMpkMvb29TJgwYbfLtLS08Pjjj3PUUUeNvTbZOoaSY9GdfwhQWEYtQliv2ffuk5/8JLfeeiv3338/pVKZ0cz79t8JxZFHjtp7GnvtV34hbW1trFixgq1bt9LZ+dIf7F8umUyGz33uc1x++eWcfPLJCHHwPPwJrRFq30rYomrbWOUg5qDJQA4NDfH9K/6ToHKRam20kMEsjhQLMGRqlwGIHdlbIOQIg/XhYhaXfj/my3zmmWfw5JOLyfaXOFK8iRXy2bGhjlRs8is+BtPIEKgiUljUiGbG6akEImSLXsGWwj/IlVYShAWEkMRVglaZImkaJE2x0wchBRgi+tvXmkBDIQwoKp8BRsjLEXJiCENYFHQ/PaVneSK4g/VyI/3GAF3+Eob9LQz468mKXgIRkCFOQsdIqRripGmIz8IyG/Z4LPPmzWHduk3YeiI1sWkknM4xZxaNxg9HcMMcRTXEiB6gpHPk/C7Kfj+uv41Q5V+14BGgFAzS7S/nMXU/d7gPc1/wD/rkEApNUYX0ByX6C88wmm2xzVZGv/7VUnWVl0tjY+NuB2l25Mgjj+QHP/gBAF/+8pcZNIt05x/GNOoxZBo/HKTG7njNnI2EEPzpT3/is5/9LLtmIrdbOEaE3HXXXbtdTy6X2yWbKoRgypQprF279oCXly+99FJWrFixx/2rUqXKgeGgCSC///3vM86M4VWyj6faM/n90JXcPPLzPfY4Shnba9m4OXkkDbZZsQVUGNIhFotx6qlv4bZbH+KzzUdjSUmgXY4xI5FdL9i9y8RLQeuAkreVWtmKREbTv/7DDBWXRj2UCOJ2M9PkUYwTtVhSYEtBqKOsY96HER+KgcZT4CvwlSbUmkArfEKUUCgUJT2Mq/K4YYFMbCKzrBPpDMczLmxBCpOy30/R20LW30xIQNIwSQiLpHaoD+tppJOYWY+UiV0u/lImWHDI0axcsQlHpkgaDaTMaL2i8h9E59NTeXxdwhYJUmYLtbHJxKy2Fz1XQpg4VgtJZyLp+AxiVhumkUYK+2X3PAphYso4UpiMlFfTX3iGweJzrCj8hSfVvTzo/YVHStexvVwtaY3Nq3xm1cCxystnNIB8seDokksu4aSTTuI3v/kN2dJSUrHJvCP5XmJWM9PsIxjxNgDqNQsia2pq+Pa3v81///d/sz07v306W8oUo20dp512WtSjvsMx//KXv6xkYUPOP//8nXo7Ozo6KJVKLxpo749juOyyy6q9kFWqvMocFAFkf38/P/jP/6KrvP0i+uuu5bSljt1jgBi325EitotVnmlkSMUmY5kNTFaz6HG365H5wRCnnHISXV3dHNJ1GOVQUmsavNk6ni7Rx8L4+a/Yvk7KBI5Vj5QxSuSI6SQDbEFVMqqO1UJdYh7T5UJSOo4pJaaIgsdSqBgJQgb9gKwfUAgVhSCkEIT4WuOpEFNIDCSOttGEWCJGoF0CVSTUAQVZwCekjE+rOQulimgdUHA3kFZpfK1xpKTGsEmJaLqy1hxHsnIepYz+WGYDMauROXOms2zpKsrhML4uEmgXKS1Msx4h49hGHUr7hMol1D6+LhMTKZrFJJqdmdTEpu02EDSNNFNTZzI/fi6HmKcy1TiaGqOZmJmJbARfUC5/KYwe5+5aDPLldRUh9SjDkjTH8ZbER2kNO172Z1ylyij19fW4rkuhUNjrclJKrr32WoaGhvjQh84nX15H0hQEqsQE4whmx+ewvRf3teOSSy7ZbRAZVXe2D5ZdcsklSCn58Y9/zJ/+9Cc++tGPcvbZZwOS3/zmN5W+ygjTNJk4ceIBl/QB+NSnPsX69eu59dZbD/i2Xjr7R0i8SpWDlYOiB/K7//YtmkUdG1QXAClrPHm/GwNrt17K7anj2Zp/cJfXO1MnEyPFZu8p/GCAvlgv3f525weNz1lnnckNf76dtZ6HOzyNPw//lCmp06nV9Twd3BnpOFqt9BaeikqbLyKsaxqZSrk26sG0zSZMHCSSZibSbE/EsRxSOkaz5WDLqK8xCgw1w6GHJCphe1qNbU8gsIXEEJIa08QUAsewcUNNa5his8oSM5IMyx4cUcMk3UbGMVFak/BtMon383T5JkKV5/HSb2hNLaRJj6dO1eATYmNTQz2W6VA2mwi0i6vyaK2oa0hQ31DL88+vJdQCqaPA3pZJTBnJFUkkQhgU3A2UPU1BJrGMGtqdQ2hQLTTLcfjxw8jKAUZULzl3E0qXCcIcawu3Y8h0NJFujcML85SDLF44/JLL3kKYL9rakI7PICkyuO42BsO1mCJBKSxwT/GX0fehmn2s8goxTZP6+nr6+/tf4C+9KxMnTuS///u/ufDCCwFJqOE96XO5y32Gd8RPJqDI6tImpIijCV6T76UQgksvvZS3vOUtzJ07lyigNXZcovLvKIt/ySWXjL1+3XXXk3ImUXI38bnPfY7zzjuP9vbIdnXSpEncc8895PP5Fz1P+0IymeSLX/wil19+OWeeeeZB1QtZpcobldc8A7lt2zZ++tOfIMPM2Gt5vwvTSJPSmV2Wt80mtuYf3KNg9qr8zZS8SMux21++02DNEUcchuPYmE+2owlZEnRxWOJ9HGpMot1IEyoXQzr05B9FaW+X4HF321TaG2suN2SKpthMYqTw8XC0QwcNTDDTTE/FaHAEMQOEiC7HQ4GHqwMypsX4uM2smhgdTpwWO0adaVNjmiQNA1tKLCkwBFhS4GtNXDsEBMRELW2qE0MILAmOIWi0bCxtko5NHNvP3sJTdLOaYVGgy9jKRv0cA2zBx42GbYSFKRyU9pkxq5N1azehfYtacxwp2UBC1pE0GkkaDSSNBmJGLQKJIVOV81DGDbaxofgQy/17WakeZ6tYyVC4mZy7aScpJa0VQZil5G2lv7SEgt+LEJKk3U5b6lg6UyfTnjqe1tTCsWzyC7OZ0bYdbLOJmNWGECaHJM7jrNTH+ED9J7i4+RO8M7GQgdJiRsIttFuHEWgXpfeeMapS5aXyUvogR/nQhz7EWWedRXNzI78b+gn1Nhwl5nNl3885tfY06s0kMZlgX51g9pU5c+bwla98hZ11UaMsWDTIONobuaOXtiDvriUkCnw7OsaPrS8ejzNu3LhXJQt58cUX093dzV//+tcDvq0qVaocBAHk9773PU6erljnrwBgVuxQpHD4YOYDbAmX7LJ8Q0WHcTRoGx0EscyGXXQYR7Nlo5xxxunce89iskGZrcUn6NXryclh7nTv4bbC9QRhlry7e+2ydHwGUxNvxTQyY44xhkyBDjCNNE3Jw5kWfzNJMpTI4Qs3Evo2JGlLonTU01gIoBxq8kGIRjPRSdKeEHQkNa0xRVsCWuOCppikzpbUWoKEEelCGiKyV00aBglh0xK20aBacbSFJFomaUJzTNBsxmkVO2hWag+JRb/sYjDYSLa0gr7i0wz66/FxMXFwZAopLGbNnsqKFetIG63U6kYaVRvjwk4yupkkddgkEGMDKFHWVOsArRWhyuP628Z6EfPl9YTh8G7PKURamkq5mDJBszmFet1GsxrH+HASk8IZTJFHMi52KClnCrbZhBAmQphoAlx/GzGrnk7nCP6/cR/lnKY63tSsmZJSWFLzl+ztBIQYViM94Vp21HasZh+r7CsNDQ0MDAy8pL47IQRXXXUVpmly1FGHc9dwN+0JyT/XXsxA2ebcptNw1RCgUK/x5O0pp5xS+b+d5a6U3tGeMBIflzK5G0/7yFd7tLw/adIkNm/evFv7x/1JPB7nS1/6El/72tde83MIROXnfS5hV4XEqxy8vKYl7K6uLn7+kx8yR74ZuBuAFeXnmJo6i+sGf0kqNolz0h+nxy/xaPm3CGHSnY88ZUcDyKnOCTwf3lTpc9uZkdKqsf8/bPK7mDdvHldf+R22liJtw5y7iUS8jjniGDYm1tCdf3i3JVQpbGqMZqSWjI8fRUwnaVQZWuwYMUMQKljrjrBGPAsa6uV40qqWuLYZDgKGK9dNA4EpBDFD0hozSVomDbZCVeR6QgQJQ5OsfCqhhlIgKhI+oDQkLcAXZEwLFWgcbRITJm1xA8eAtKXxVRSArilGwucj5ch/t7fwRBR8Vc6d1pHQdtHdRMxqI241YMk4c2bP5BdXXcWm/JMANCUPp06OI63S2NpiQBYpqxwFb9uLiriPCrBLEUfr8m77Gw0ZJ9QufeF6TBFlQ/NBD35YqKxfQaXQH5Wuk2jtE4Q5kkYDh5vj6SnBhpLL48FtFTkmNfa+st+z132sUuWVUFdXh+u6FItFksnkiy7f2trKTTfdxAknnECp9ATLipL3Zj7JUr+Pbn89F3Ucxi+2LMa2agiV+7Jkc/Ynxx9/PAsWLOCZZ57Z4VWFUgVeqJGqVJFc6fkdXhHEjDrK4eAOJWvJ97//n/zoRz/hzjtv2+u2xUuwON0bF110EVdccQU33HAD7373u1/ROqpUqfLSeE0zkN/97nc5rq6BJ8uLAJhgHoqUSebLTpT2ODv+ZlKmpCjKxO1xY8HdYYn3MSH1FmYmz2ZF4S9jQYkQ5phTjJQJxA4ZyHnHJ3jyiWfp6l069loQZinrYdbKZWOB6W6dWoTEwMQXLhlVTydNTIjHydhRWXmDW2C1eJpymKVOjqM+rMfWZiQhoz2GyFPUHiGalGmQsSTNcU3G0ggRBYm+jkrbptRYo3+EHpPziaR9IVTRcr7WOMLAEgZNjkXChKSpkYAjNW4Is8xmFog37XQoe7owl/1ussVl4HTT1FzH889v7x3tKyxmVf5mVqrHGZEjhARoHb7kgSPTqCNuNRO3OzBkCikT0QR95Wbhh0OUvR7y5fVkS8/TV1hMydtKEGbHMptaB5hGLbWxqUyILWSOcwZtqWM5M74A24A1pQJPhnftoOUZTVuP6odWqbK/MU2TTCbDwMCuD6974ogjjuDqq69mtET8RLCRybKBjGgH7zg+Ou6tFVOD166UbZom11133Q6vvNR+QgFoyuEwO5a3QXHHHbdzxhmnIoTkwQcfZHh4mEWLFvGf//mffOMb30AIGbWxJGNAyB//+MdXtO+xWIwvf/nLfP3rXz/gIuZVqvxf5zXLQG7evJmrfv5TTomfB/wOgI3BEg5NvIeJKQE5eMbtY1np1p10HmNWGzPsDA8GW3H09p7EuN1Ou72ANfloCs8yakhaLQwWn8OyLN785lO44orv75IBGyytGlt/Z+pkanQ9a72H8cNIzmdUz3DAX0+DNYkGUsSkxBLghlHg0mf0o8OQDusQUqoGZ4fTagmLBDYJwyBtGcQMqLWiy6opNaEWkYGeji6+WkeZRyHAVdGFO6zcS9ww+n9PabTWWELQHrdJmFF521cCr/LeeifK2RUCiymp01mbv+NFPxONZsbMKWzcuIlCYVdtzby7Fk2IwCDU7tjrAoFlNpKwGgEo+v14Qd/Y60m7BUemUDokaTbhqyK+KuGHBYJwGIS5x+zkjp/7JHshLbqeGmFR40iONBuwJWQ9zSZjHeVy5IeecqZS9DYihYkh4wRhrlqyrnJAqK+vZ3Bw8GWJZb/3ve9l0aJF/Pa3v6UcDjIxM4HBbDM9JcVZHRP4x9ACVpSeqzxgidfkuzt//nweffRRFi5cyPZg9oWDNaOM/lzS0JBhYGCQtyQ+RoMdPYwv8bp44IFbueCCC5gxY/pefKsFhUIJELznPe9hypQpHHHEES973z/84Q/z3e9+lz/84Q+8//3vf9nvr1KlykvjNQsgv/Od73DWyRnu+8cqwODR8yaw8I+bOKm2nmXDAQvj5zMohpDC3EngYpZ1Its8jwID1IooYLHNJiZbC1lVvm9suYTVhFmRqznuuGMYHh5m6dId7cUiRoPHuN2OQlEUI5XhjDRekBsr0XrhCL4VBU2WFAz7mrJSbDY2EOCSNlrJhBnSwkFUrAZtaWCJSOvRkoIaC2wZBXiO1EgBhSAKEqWIgkd/9GlfR5nHUEela1dFl2lfRRfruCGptQVJM3rOLwWR5WHBj8rccSMS46izTcaV29hiteCHw2jt7TVQmz17FsuXr9jtz7RWFNwNGDJNpAOZwjZriZl1pCvalxJJ2mjFZ3uAaeFQo+uj842iYGTJ0UPB3RD1NEYr3+M+AZhGnFpVQ61pkTAk4+LROcl6sMnL0+M+DVojhU3R34LSJZSWY+LxVaocCBoaGli+fPmLL/gCfvjDH/LMM8/w5JMP8sPSw5yR/BjDoc9zQwmOqpnL0tIzHJc6hX/kHzgAe/3SOProo8fEwOvq6hgayu5hyVErUMEXvvAFLrvsMp7TT3JxeiGdyTInq3qGvA8z8NggF511KbdsuY+RcJBj6puYlUrhKZOesslvs8vZkr+fuN1BydvAkUceSVdXF21tL64ruyO2bfPVr36Vb3zjG5x33nljPuSvPhqxj20IoirjU+Ug5jX5zdqwYQO/vPKXpGIzONY4mr/+aAn2JZvIxGexciTEEILH3T9xlPNuVoU5zkp9jLASYMQMyS3FP+MHA4wYW0jHZ3CyeTKeUqysPKk3JQ9ngp7Jk4XfAnDqqW/lzjvvftH96ik9TRDmxv5tmQ0knE6CsETaaadNTQRg2A/oEVlKoohEkiRDTCcpyTKBDnG0RUY6JAw5Nh0dM0b/aGKVErWrJI7UGEKjEPgKPLW9XBT9G4oBBApGgqgk41YaxD1lIGKSQEHWV6wLhghEwHxasAQUQ1jmDtBvdJGWHTRyLPWqFkeYlLRPj9HNiO7FDQsYwiRm1LJg7lHcfeuT1CfmU/T7KPvdlUnnehyZwhYJ4qSRSEJ8hnXUXzgUbsYUDrWylYROjw3ZmJikVIKksPC0ooxPwcgihYVtNhGoEZQqYsgUllFDzMyQMppJ6QxKqDGLRBMHTwUMBR6PqCXEc7WU9DAjfiT95Fj1lD2N0iMV7TRB1dO6yoGmoaGBfD6P67o4jvOS35dIJLj99ts5/vjjKZVKPNu3hCONQ+gtw2fmZ1lens6TIw8gMF9Tu8MlS5bwP//zPyxdupRf//rXbA8WRxmd1o5+3z/72c9yyy238MADD7C+eCjNMYN/3fwQ3+s8js7Vz+FfeDoffbCWdGhQCiyUdukuGcQNzamxObTWzeb+/hL/4FogZNy49petCwtw/vnn853vfIfrr7+eCy64YJ/PQ5UqVXblNQkgv/Wtb/Hu09L8eJJH+uy/ccXFHwGu5H3pkxnx4TFvM0qVedL7G+dlPkEhCElbJhK42394bGDGMpIs4DgKYYAtDYIwhxCR/mJO5qiJTaOmvsDUqVP4zne+t9d9ClQZKXa+AWjtV+RibDxVAgGDRBnLvBgmxB/LrEkkPh6uLJMMGwm0xpYCR4Iho+loQ0QZSIjKzQCGiPog/RACFQWREF2S3Yontq80ZaVxlaKsA/rkIA2qjibTwlMw4muWqa24soSJias05VCwueThCQ8Dk+lqHo1mjExMVpxvLOJ+J64ehyEktpCYlkF7ZwN6ZYwZ+lBcy6fb2YAelfHAQaMoEVkYDhWX7nS+WlMLgUhix8TE0pHzTYAiSwkTA4mgQbVQI+oJnUkEIhjLVkbvcbC0jaUttFZYwiYkiJYTPuvkVvL+NobVJkJViqa4tcf2idHRG1zUf1UtXVc5kNi2TTKZZGhoiNbW1pf13sbGRu666y6OO+44MhMHuHnFr/l48wWMlOOcXnci68vbyPolZsbnMC/xTywp3nCAjmLPxONxPv/5z9Pb21sJIEN2/2C2/Xftd7/7HYcccgh/Hvxf5ta+jaumHc7mgsHaNZrmLTmeHjeZ/ge7sY2ogrDay/Js+W+EKk9raiFn1xzGKnkEfYUnAMXDDz/Mscce+7L227Isvva1r/H1r3+d97///VjWa+P0U6XKG5lXfYhm8+bNXP/ra+l/8Exqj9pE/+/q+PL6K0nHZ9DkKGbXhnSqFuJ2O++pfR+FIOSu8v+yxS3ytL+14mcckbJaqTNt+hgZy1DG7Q7KosAIA8SNDGecdg6PP/4E+fyep4UbkwvwgwFS9s6lkiDMESoXIQxM4VAUBbrlBlarJxhWPfi42NoirmNY2sLRMerDOgwhqbctYgbYFWmdSGZHI4kCxrHJay3I+ZJ8IBj2t1saZr2ot89TmlBDqDU+ii6jm0AEKDS+0vgKlodd5OijpIdpCpvRRP7ZjpC06HqmqylMjifI2LLSKxkdX0IatFhxmm2HjGUxcWod5ZyPzIY0GDEyJGhTE0nThEDS765iW2kJ20pLdgkeAcrhMAqFrW3iKkZKxzCExKx8zQIREogQgcTRDgmdJK4TY9lMgYGFTVolaRIpGkjRoGqpUxnqw3rSKkmdbqbemkTa7sAx6zGNWnYOHkd16qrZxyqvDvX19QwNDb2i944fP567776b5cuXY0mDER/+vL6NUhjjko53cEJmDmvKK9ns3Y5tNr9mlofNzc3cf//9lX/t2G6yG6OH9nZuueUWSmqAf133Z67etJ7G5GYOaerhgbs2M+nEVq4d+ClX9v6UP2Z/yvPhQ2OtQj35R1mZd5mnD2X0d/i4447j2Weffdn7/L73vQ/Lsvj973//st+7X9AaVLhvf7Riw4YNzJ49m9mzZ/OTn/zktTmWKlV2w6uegbzuuutYWFfLXz9xG/7mJG2/jvqHmoxJrMpJTAn3ln/LIbF38Hx5mCeLv2V66u2s0ktoYLv9nGmkGaenooAh2csQvQDUW5PYFqzCDwvUOK0cf8IR/OR/rt3rPo0Gpe4O5etR3KAPQ6ZQymeLkR+zy5MyRlviSDzhU6OiZnGBRVJYpE2LhAHODuG5Wfl/VwlCLQhUZfCl4oPtq+h641b8rwOtcSv9jqHWhFoxTIGYTkZBq7DIBSE9ehhfRnaCCVGHKzzygUPSlDQ4JgKTmAGWjLYz4kdBKTDm1hBqjdLQMKWWvjXDWFKQEBIjFARBjDwj9JdXjmV+dxRUlzKBZdRQY7fhiBoACjKPoWopa7B01HTvaIsQhYjEeJAVT21Pm8SJoYQioR3i0iRhyTHpIhswkRgILClxVJTZHJaDhIaPHxbYXkarBo5VXn3q6uro6up6xe+fMWMGEyZMYOPGTQx4IS2OQZ0dUm/HOLPxaI6smc8fem+j4A7ux71++Zxwwgl0dXVRV1dHPF6z1+z+woUL2bBhAxMnTuKu7IPcnRW8pXE8n5puUG6bxYxpR7Jy9RMA1FkTmCtPZLV4mqHiUtbLjUxSE+hMncJhZguPFG5nwYIF3HTTTbzjHe94yftrmiYXX3wxv/zlLzn//PP3+fhfKyZOnMjNN9/8Wu9GlSq78KpmIJVSXHvttVx8Wgm3P8PPf30epyQ+AsDa/B0s9wb4zeBPCVUeX/g8WfwtjckFpFQNtaKVfraLfAdhjve31gLQU17K5kJkbRjgki+vw/W3MWV2PUHo89TT/3hJ+1dwN+xur7GMJF44RMnr3eFYymT9zRTFCJ4IEAjiwsISkWtM0oK4CbW2xpZRqXpUkgcg0FGP4qALg64m62mGfc2QFzDk+/T4JfrDIr0qz4AuMEAehcbRDnWkKGqPLobYqJ9jUG1BEyKRBKLSJxlqLAEpMxrEyfkw4CqCSqY2slJUjAQBQ4HPYOBSN6WGLasHKYfbl5NCsLpw+046m4ZMYptN1MSm0ZE4mkZnOgKDrL+ZnOpBE1ISJVzh4Qofn5Bwh1EoicARBrWmTYuZoMVM0ipTNFg29ZZJ3JAkDElMSmLSICYNai0TRwpi0sDWJj4upWAAL+glyj4KbLN5bBtVsfAqrxajGciXIii+J4477jhAkw99fA339ChiRoghNAmZ4gsT30a7UwOEFTH91yYT2dbWRiy2exewFzJhwgRGHWs0grv7N/HT9fdRWtLLmW8+a2y5rfkHWSOexajIem3M38MW2cNRxkz+Xl7Mha3nUScncPbZZ/OPf7y0a/koH/jAB3jsscdYtWrViy9cpUqVl8WrmoG8//77Gdy8hcbVp1P36G1MSm1kffGusZ/PjzXwbEU9ZknhzzQlDyfQLsMyevIezRR+pOkTzM94XLL6FxwXvwDHzOAFfbw1cRFbdD+jstEnn3IMixYtIlQhcbsdy0ghkXiqsJPF4Y4knE6kMCn7/cSsRmrNdjxdRFX0CIWQGDKObaQxpUNeDyClpE41kMImqARm20oCDdTZgloLpKTSryjGMo6lULPaH6Qki4wwQCkcIu9tRekAdIAmQGCSik0iYdQxPZyNFIKi9liqH8J1h5HCpM6ZNDbY0sM6tuBiBXEC3yXQLhljXNR3qBM4IsoI+ijylBmQfXiUCPFpmnoif7n9XtbRjR0miOskeZndSTtSCJOG2DTGqcmMkzWEWlNQASGKkuHRLTcwqLZQDobQWpGyW0jKRhziWNrG1CZpncAQEksIkqbAFNFkeiGAslL4SmPJSHDdU6oyhR6d15IKGJYjGFg4RprS2LCMHNOlrAaOVV5NamqizPvIyAjpdPoVrePMM8/kd7/7HQ+UfonlN/Ffk9+JKRU532RCqshDvbX8v9aT+PaGm/hAx1Su27J2fx7Cy+al/o7tuNxf//pXzjnnHA575A5O+Mj7eeL6D7GONWzNP8hgMTJ3cKwWXH8ba/K3YibP5qzYW/lR3x3Ux6eTCX3e9KY3sXTpUubMmfOStt/Y2Mg73vEOrr32Wv793//95R/ovqA1Qu2jGHx1CrvKQcyrmoG85ppreM+MFG95NHIj6PEiWR3TyPD9KRfxu+yvx5adnno7U9VcYjKNgUW3H5W6O1In4iu4u8fksMT7+EfpV4yUV2MaGTKWia2jcnIqleLww+dx330PkIpNRgqLkfJahsurCcLdS7vUJebSZs2m1mynJX4I0+RRNKt2OvQ0mpyZGNLGMeuxjCSakLzXTSkcQmDgE1DUPkXt0++7rPdzbPWKDLgaV1EZXBGVvyM7w3X+MEOyl65gGcP+FkbczQRhDqWKFY/tyD4s725kxO/BI6CoPdbJFZT9fvxgANffRn/pefqCNWwLVjFQWkG2uIzewhMMFp8jV1pJr/s8W8RqthpdDFBggAI5SuRFHonEJk5TQwOpdIKN67sIKxf9QAS4eufeUcuoI00T9SQQQiCEwBaSuDCJa5tmNZ4mOYl6ezJ1ziRqRDMJXUNcJYhXdDuzMk+PHqbbL9Jd9ugpB2wtBXS5Jbb6BTbqQXr9MuVQYQqBIaKZbgmYQlKjUtSpRuJGHTtKiFSp8logpSSTyTA4+MpLzO9617s444wzEELTIFpY3G+zcjhFT8lgTS6J0uCIdt4zbjbXb13Fa+2Z/Up45zvfyWWXXca/L7qF0C1xxFHjMTA5I/nRMVOByJ406kV/vnAT+VAxUx7DNm8572t6GwBz584dW/6l8OEPf5jrrrvugFspVqnyf41XLQM5PDzMDX/6PWUPRm/2Uf9a5Ahza7cea6SWwqZDtbDF2EaSOpIqOZYx9HSRv5UewJEptpWeHFt/qPKEGraKlQAcc8xC1q/fgM5NJGUqeovPoHUw9oT7QpqShzNdzYMQ+owBWsMmdOUi7RJdeOIV3203zBGoElr71JrtaEIszCgLJ1wKMo8mZLruRAroL0dDM6Ne1oGuTFULl7LOU3A37FWqQqkyNVYrrvIoyEJFI3L7xHio8pS8KGO5OytGt5KZc5wUeTmCpaPJZiCaesZm2qRmtm3JkvAbSSFJqRSOttBGyKjfjCFT1DqdJFWSAE2oI+ebpGEiBcSUgaNM8qGNlBILG0fbWNpEIjCQeBi4eJSFS0kW6UNVJthdfMNFo/B1mZLRTDxsY/QrqoCCCuiTQ3iyRErV4qsCexY3rlLl1aOuro7h4T17vr8YsViMW265hW9961t87Wtf41eDS2BQ8oWOT9Aa98j5MSyh0aWTmJrchFbx11Te55Xy7W9/myuu+A/+9+57OPXkmfxg0b18YvI0DvEuYlNB8Luhn5K2Oyj7kSnAQ+FDHMLRuP42/n3L7wADE0lA8JKP/9RTT0VKyZ133smZZ555gI+wSpX/O7xqAeTvf/976mmgi+gpXWsfKaMg6FOtn2BDPiQTn0W2tIJ0bAoGgt5wDWmjleV+FCjaZhOD5dVj4t87llYnJk+hzy8jpUU6PoMzTj6H1Y/0UKubcEWJmNVM0d1EEBYQIvKIjsk0gXaZrhfQZiTAgHKocFQLCMhX3FYKskhRRVOWhrAQoqJxKJOYONSpBqSWeCKgIPPkdC/1jKOkQ1IY+Foz7AeEaJJGdMqHAw/f8Mi5W15U50wIk0IwwIAZx6NEIejbyUZQCBOly7vYFEqZQAoTkFhGCk8XMYSFEgpTb//opZZMmTSOvrUjdKgWHCGJmwYxQ9ASTiKR/GeKYoSEriGlEmSkQ0EF9KgRSqJESIBU0TlxZQmLSIonIAABIdHktam3B3oSSRk3mmZXJYSQmMIhLmtJijqSKkVB+6gQAq3wCSmKMgWRJSSgLAoMFZezPQOpX3c30ypvHDKZDKtXr96ndUgpufzyyzn66KN5//vfz8DAAI8P9jMrnaAj4ZP1TQ6rD+gQE/nPNUsB+boLIk3TpFQqcuGFF5KYMYPxjccwPZ0j1JJaq4Yp/uk7mRAMFZeSS8xnXvKfWVL4MyCi68oOv+8vdg4Mw+CCCy7gmmuueZUDyMoU9j6tolrCrnLw8qoFkD/8jx/T5fUzWjXfsQm8ztb8vPT7sdcmiPlslD1k8yvIErmiSGHTFJtJV+GR3fo59wVrSMs6JqqZTGqqY+L0Jhb9eBmOjpEXWRwjjR2fRaMxmYmqjZg0ouljAfV2NKmcD6Lp50ArisIlrAyk5MUwBtG+uSqPG0SZhobYNBK6hoR2CFEEhGT1VsphDsO0mGW04RiCYqDRaLaJIXztMVIpJOfyK/d4vqSwK/qGUaBc8reN2Qd6Qa7i4CIRwkZrD3YYUhEIDKMWuUOwG6giBe1TljkkEksmMIVDq+rE0hbjJtez6vFuDASmlNRagowNjgHtQRPlsIlAwaCnGAxcXAIGZC8lPYxFDFM4mJiUybO59CiOWU/czBCoqA9T6QBbJjGlg8BAICkGA0hhjYmYx0mT0rUkVeRhrite4gqNEoohGQ0xlcIhhkrL0PhsdwmvUuW1I5PJkMvlCMMQw9i3jPhpp53GU089xYQJE7i3+HsWjlyEH1oM+zA55TGuJoFaE33nX0/B4yixWIxp06bRtWUr/99Jp1N4fg29pRhCaObLiTyhVtCaWkhP/lEAlnh3coR1FoZMjVWpIHpw1jp4SefgggsuYPbs2fT29tLc3Pyiy1epUuXFeVUCyCVLlrB2/Upe2KeWjs/ga+NOoD2Zw+xOkrCaqIkdSo4hmsIWOlMnU9I5+gqLidvj8HWZhN0xNi09mrFMOJ3YMkVODiGRTDna4bmlS7ht2zU0xOcwPZxHSs4gRGFpCQJsGQVWCTPap65yQJ/OExLiSY9QBDg6RpOupY1aQjRDqsSA0YcwpkaWfSqNoy2kEPhaUxIlLJHAEyU0ig1BltYwaqp3dUhSJ1gvN9BXWPyi50yzc5AchDnCcISEMwHHzBAoh1BFAWU0lWlgCBujktUVQo5lNkeDSKUDvCCHFw6PZXG7eRiASyedyg1/XMU2OYKjYmi3kXJokLQEgkiTcsj3yWsPTwQ42mJc2I4jJmBW/LwTlaDcd2bTxwgDoocu9wmksLHNNApFqAMCVcCUDgmjgbRoJq4TpMMkcWEiEIQiCuJDFK6Ibg4FUcQmQVKlyHvrKsFjJNvzeryJVnljkUgkME2TXC5HXV3dPq+vs7OTzZs3M23aNP5989VcNevD3NOd4Mr1mmvfatAcN3hT7cSxh+7X2+9AIpFg0f338eETT2f9sw7dJYvncyHT05IluRSmzowNQ/rBAEvNhzk+dh6Ph3dTdDcSCZorlFJIKXlH+tP8LffjPW5v6tSpHHvssVx//fX8y7/8y6txiFWqvOF5VYZofvSjH+FrTVPyCOJ2OxBd8IpeN//oM1k6lKbZmYktE5R0lO1TQmHhUA5zSBkjbmZIijoSlT7Emtg0VCXrFioXX5Xo9VexNn8HRx4zg/vvfwClyviqSIjCEAJPKwZUiSFVxh+Vs1Ew6IUUlY+tTQyMyNFZby+5JgxJjWnQYaWYwQQ6VRtNYbQfxphlnySpE9gkaDImMTGcTh0pcspjm85TEC4jcs9i5i9kt2VtYRCoEoEq4YfDhOEwQZhFCAPbqCFhNRE3M9hGipiRJmk2kTSbEDv0CAohkcLeabWtrS3Yjsljz9/ApvLjZEUva3Uvy70BnipkWVzIsjToYb3cQp/Ry7AcxETiCBOLSGonaZgYIspexqRBM2kmh1OYFT+D9vgRJM0mDGHhhXlSZhNNchIdehodqpUO6qg1HAQCv/KZ2iJaf7wyFBVWHGsMDEpqAFOmqQ7OVDlYEEKQyWTIZrP7bZ0dHR187GMfAxTPDhlk/YAmM8Gvnjqcd02qZ9HARl6v/b+JRIKHHnoIPaGFG/I+hQCOaYKkqSOlBrXzNHvB3cgwBU40T2dm8p2MVh4MIwqgbx75GULs/VxceOGFXHnllfskt/Sy0BpUsG9/qiXsKgcxBzyA9DyP6667jvrYXEa8LkreViAqYX+5/X2MSwj6XEGtbmRKOJMmOqlRNWwQy9hYepSS30dtbCoJUUdK11IOc2Tis2gzZ2LLqNTZ6EzHlA5SWIwb18b48R089tgTle0Y1MoY+dCny9jGerkcV0Sl4ZghKIaKsgpxCUgIm3oSONrBwCQQITFpEDciuZmMLWhyDFodm7S0SROvTCAbxISJQlOvGpmsxjPBSZGQBpuNjQzJ/qhXUAQvKfu4R3RIqEpjQ0AajWlkkMLEknEcmcIRNdTIJmpFKzGRokY0YFayklqHGNLBMTPYZtNYIDl58mQ2bdpEEAR4QR995efZqpazmRVsFivJyxFMTNIqQ51qoE414LO9t8fXmr6gyNZwhL6gyHDoUdYBHgFJlaBJtTBez2Aic5kvT2SOms0M0c40O0OL7ZC2TLTWuDpkmAJ57VLSAa4OKAiXnMwxwgAhkbZjSWdJWi/PNq5KlQNNJpPZp0Ga3fGFL3yBWCzG//RcxTKxknWqj8WDPi3Fkxn2Az4ycfx+3d6rxaOPPsrAwADD64Y5/MjJLB4Z4aFezTNDmmHRxyZjNXWJuUDFuEBIuuUGGh2Ts+vG8faaTxA9QCoeeeQRohYexfPPP7/HbZ577rls3LiRJ5544tU4xCpV3vAc8BL2zTffTC1xbKOewfLysde19hHC4tK2T+ADE2UDE2sk5TBBv6vIqmaseAIDixgpMiqDoy1myKMoiTK2shiRCSyzAUVIq5jGVrGcY445lmefXQZhIzHLxwvz9BqRR3aZPI5IkRWDNIQpEoZNqDWbZDemNnFUPYaQY1kvUxuM4JHRcRIVL2utwRXQ4JgUgkij0BCCkSAgqR2arBi1lsCQIDEggLweoCzyBNrdw1l6aWg0QcUtZ3TaOso+pqkzxuPoOIEIMLWJEgqXEgWy1MgmfBlt29dFLJHAthKE+Lg6z8xph7NxQw9SxlCqTKBG8AITaWaok+NwdIykihMTFqFWkT1hJaM7TJkeuQVhGDjEcXQMR9uE7Nw8LpCkdJyEtEgYEltKbAmBgj7Po48RSkaRItvdgAJcyuEwrpcjVB4pu40C0UPDsLuaUb/r12sZr8obi9raWtasWbNf19nW1sasWbPIZDLULZ5NWSm69TAGzVw8eSo/XbeGBc7bXnfDNGvXrgUE/tIeTjipmbWLungofIBsYQWmkSYTm8wRHMO9xhaEMAiCQfpLy9mq5uIYNtNqBO3qJLYW7t3JJ3vWrNl7HEpMJBL8v//3/7j66qs56qijXqUjrVLljcsBDyCvueYaJttzeLzwEHWJueS9bvxgYOymP73GxZKKw4ER38Q2FE8POiRKNWR0PXWkiEkDy4j0AH0doxTGKemAVtWJjikyuoWyKJAxxnHycW/l2Ts3M1eeyAbzefqKT9OT3MT4cAq1upGyiOwABYJyqPBUSJpaeuVWRoxBanQ9KVKY2sDCwCdkY7lIyrNpj5sYIrIoNCp9lJ6KnoM9JYkJh6QpqHNgxIesH1Cnm8eCt4Hikv1+fqNBGolEEtdxlNbU6iQAPvXkZZGAAF94kee0SBNEIjw4xJFCMmlSJ88+8zxSxNAiQOsAPxwhbXcQ00kyKkWNYZM0JJ7S+FpTViFlfLqMTRTUAAJJSTjYIoEhLEKim5lGYeKQqWQtfW3gKhENKoVQCoNo2loqDG0SEylK5CiE/WRLK3Y6VmU1IqVDq3UIPf6zVCV8qhxMpNNpcrncWF/e/qK3t5fjjjsOtVywPq+p0QnWjkgumjWTdWE3923+O6+nQbJt27bx1FNPAbDs0UFOeMcM+lIF3MHo4TEIcwwUn6McO5TG+ExG/J5KcCxZIZezpdTAusEHOdp+J1t5gOg6sF2NYXh4mNra2t1u+8ILL+SUU07hBz/4AYlE4tU43CpV3rAc0BL21q1bufuuO3m88DjHxz9ErrxhzBJv9GlZCs34mhwTaoaZ19DPrLoBZqYDDnNamGhmGBezqTUNaiyJFOApFVnbGQ4x7ZAkw4gYJKu6mNDQybjOevSKEZqN6OIghE2CNAaSjKqhIWzC1hbDuoynFDWmSZo4BhYjYS9ZsY2QkBgWEoEnArJyhPWim2eKWbYUAwa9yFu6xoI6O3KYgchT2lOQ9WDA1cQNgyZqGB9OoV63MSF5Eq2phdQn5lOfmI9V6efcG6MDMLt73TQyJKxG0kZUzvWETxM1NFg2HbEYE50k04xGJolm2sJmUpXjz6gGbKLsblJnmDChjYFNHk3x2dTEphCzWojbzQTaZUQMss3op1flyQUhZaUoqoC8jno6E6SpkU3YMjrfAS4F3U8u7GE46GI42EpRD+GJaPgmr10GwxLbggJbwiwD5HGFT1LFqVU1ZFSGtG4k3M2kvSkd4jpOkz2b0ZvF6+nGWeWNTSqVQghBPv/Se51fCueccw433XQTP+76AVsYoihcbsjfRrZUw38cNo2mmKDVTiGEgVIHf8/c5z73OTzP473vfQ9ixGV44whzDusgVN7YMlorFJqjxQLcYDAaIlR5RoIetvpLCMIsRVEmug5EdomHxc4D4Prrr9/jto888kgsGePGG288sAcJCK0RKty3P9UeyCoHMQc0A3ndddcxJ9HKFpnhSfcPODETraMSZDKZ4f2tn6aHbXQPNzExvYmOuCRuC06o3YqxZTwP9ElCKelMCmqtECEEnrLwlGBrUeCWFTWyhoRIMF/N4qSTJpFdk8X1NFtig8SwmZl4M/VhIzEsEtLA04q89ug2NpHFoFG1kTAdWkQLdaIORzu4wmVIZHHJU9YFYiLSeywzwqCSlHUMXzlIBWWt6DIH8S2f+rCOPD5bxUZCx2e+nkNDLEaHGSdUGYaCgBHl0W10UdJZsGopecVXfH6l0EjLJTCGaZBNJHUStCSUAsc2MAWkiOSJEsoEoiBvIHSJCYu8zJOqsUnXxdHbHKbYM5AIeoxuPAq4qoBPDp8ceboZkCkcklg4JFWKJl2HgUTRTEEWyYo+HFJY2sLRDkVZxMcloSMLSdDkxCA5tY1ceUNFv9LFNjLU2OOwRRyTqF+znelQM70yKBUS12mmiBbqbEkx0AzFjmWg+DSjNoYAiUSa4eGB3Zyp1z++7+/0d5WDk5qaGgYHB4nH4/ttnf/8z//M1VdfzSOPPMKZra08k/V4i3wbP9kQ8pn4LL5/eD3/vXYpw0Mec+sPZYO3juHhV+6Kc6AZPT9//evNXNJ2EWsW9zH/mAl0PnEIW/OR13VNfBp5maeOOG+x38v9xcilLKQbBMTjcTbZi2mOzWekFOlvruBWMqk2Pv/5z/PRj350j9ufPW8GV//yaj74wQ8e+IOtUuUNjNAHaCRNa820CR28fe5JnPSxdx+ITVSpUqVKlSovi2w2y4UfvpCVq1YyZcqUA7KNH/3oR/z9ln/n9z89Yp/W84vfbuDvT07k5ptv3k97VqXK/uOAZSAfeOAB+rcNsLmQ4ceP3cnDpaiscNn4Czlz8lo83+LSZ5eyvLAZEHz605/ixz/+MYemZvLNWTNYP1zH3d02LXFJvbM9xq23fRKGohhKsp6JABypCeI2s75yLE998zFu27qFosjTFrah0MSFSa1h4VXKAaHWlLWiX2TxKzqDUkviOoEnXDaHz+EFeZT2ycQmUSMaqQ8bqRE2nlZsNrbQXVpMEI7sdMw7in9LGUcKk5gVidYWvS6U2r0H90slbrcRKJdQlXZZl2nUErPqqDPH06jayBCnxjApa8VAWGLQ6MfWMdKqhoSIyvMF7TPvtA46ptbz+589SKParl/nE9JjbGFERRk9oyKRITAwhIWJjYlDQqdIqSSu8MYyjhnVQD0JNJphyvTLXko6SykYpNmajqUdHO1QkAUG1WbK/iCBKmGbNVgyiVWZrg+1jyNTdIZTaDBipExJuqI//9jwapZ6f2dUC3KUN3IG8u677+atb30rlmW9+BuqvCZs3LiRbdu27fchjW9+85tceeWVHBqeQ4udJGnBuqLHlITNuZO6iVkeNfEiv1ihuabrwcq7jIPy9+FXv/oVn/3sZ1FKcEnbRazPK866/AjuvnU5N97/8zGjiHmJd9FAiqQ06Q1LLFMP4vpDCCEJVYF58XNolWke9O6g5EXWh0LE0DrPt771LT796U/vdvuPPfYYqXgt1157Ld/61rcO4JHuByea10FLQpX/uxywAPKaa65hbmwGNw7+grNSH6NUigKedOiypacWQyrqlIlfCghQfO973+OKK67g4dLTxObWMDRSz9xEiC19tC/wtSDrSWriCifm4gC2MCkGBgMlEzW1nqGNeezhAn5J0aCasKUkJiUZW0KoyJYDDCFwpEAHipROEpcmScPAkZEYeCGI0SuaKQcBjtFAqtTKBJqIGwZdfoENxiryQS/5cu9ujro0NsksiKakR9jdci8PgSCTmIMZxEG7eH4fZX8QKeyK4LjENHwsZeH7EIQKLRWxmIIQbM+gX/QghYGv20HV0mw76MCgpaWWro1DDJT7KFAiqVKkKm0GUsaxRJqQgJCQUjhUcY6xiAsjskPUBr4O0QhKhkuJHJZOMM5IkjQlqTBBJuzEVx2YQmCHEl9rPBWClpSNJkItCcIsYWgS4uKKgJI/MOaHW0qV6Qyn0Wgk0LZBzIBkYFW+U/+3xMQty6oGkAcxdXV1rF27dr9/Rp/4xCe44oorePO/TWHbD7eSFJoHy/3UhS30DsVorynjKcE5jSme71/I34cXAcZB+V1597vfzWc+8xlKpRJp7XFD/3Wcsmwis+d08Jvbtz+UdxlbCFQ7LSJFEpNJ+ijW8ixB6BIEkV5kexoawzmsKq2rvKuEbaT43Oc+t0fB8MMPP5zhwiDXXHMN3/jGN/bZOahKlf+rHJAhmlwux5/+8AdOrJvOpW2fIBf6NCYX4FgttCeLdGQGWdTdyLKRbDQRXHniPOywwwBYNWijgPGJEi0xl+aYS9oKGHLBVRJXSQyhCLSgFEqynqBjQSPB872UQ0GrztDhJJicNJlWI6m3QWmwRDTJDZAyDTrjMY6sNziyQTEro2hPRELYraqDdmM2E/UcZhmt1NnR9HWNcEjThNYK08js9ti1cjGNNELuvx4ojSZQLoaw0CiktIhZbTQk5tGaXEhL8ghaYnOpla2kVR0xLFpjJraMhn1i0iAualE6pCwKpAwLSwhSpkFbZy3BlpCa/5+9P4+W7CrP+/HP3vuMdarq1p3v7XkeNKGJSYAMZjJ4JIzBduLYxk4g2E7sb772SvjFeJ7W13bs2IkNBDt4IA6OwYABSdiSGSQ0IaFWt9TzeOd7az7j3vv3x6l7W42EAQ2oIfWsVau7b586dc6purue877v8zx2DImkK1ucU+dYkWvEokdiu7SLeRb7D9JKjtJKTtDOztExS7h4RNYnFC4BLpGpltfWVFACqg5sqgj21xQH6i6bKw41V+IKQWwL2rJN2y5R2BRfRYRqlFCN4ggf+5hoxvnundyX/S0P8Sin4phuDg23hivrwHryjrvxGGKIZwu1Wo0kSciy7Ktv/HVgdnaWH/iBH+B3f/d3+aOVTxGo8vej5kJcOHTSkLVelYl6i3+3d5wpt8Fj400vJxw9epR+v48QDmd6ih8a+2FO37fC7uumLlGvj5sZGlRompTUGirWZ1xuJ1B1hJAsqCXiAl5e2UojPLjxvGxgdXbo0KEnfP0wDHnRi15EZ63DLbfc8sye7BBDfAvjGSGQf/mXf4nU8Otnb2MpgTvi97HfXEvd28LhZo2Prx6h4p0kM5dWje677wEAHuxeINGaW+Z8/vpsyKleyErqMp8UnOspeoVDbhRxoVhJFS0tmLlqDP3IAjNBzv66y86qZbZi8JQlH3TAAyWpKknVkWyLJNsiS93VRI7Gk4aaYxnzJJMiYpeYYatTY3skqDjgSlHGEZqICXcPoTu5QSKFKAu5AoGUEUqGSOEhZfS4a6NkFSm/PvsIIRySohyKnxF7uUa+lOc638GV9lp26X1s03sZNzNUbA0Xh1Gn9LGUorQbyo1hzEwQibJFnRhNaixSChqbq3TO95m2YzR0g4qtAdARq2T0sRiEkATuBIE7TcWbpeJO4suBWEYoRhyHWT9ghxpll96DLxwSY+kUkGgobHksAKm29HTBilyjKRawaEI5QkWMEjFKjXEqYpTQGbvkGhS6ybn+XZxQx+hqQ0U65KZN6D5eyT4kkUM8W/A8jyAI6HQ6X33jrxM/8zM/w4ULF+imjyKBG4NpIgfWMpfVJOSR5hiPLMwiUbx59grADmJOL5/fh16vxxvf+Ea2bdvGfvc6ZkPDqX5Geq5NVmgOHNi/se2aXCRSDg6SM3KOJblGQpfc9MmKJRb1MZq5YSKw3ChehJLVwTPLxea9733vVzyOl73sZfjG+ye3ecp4GlTYwySaIS5nPCMt7D/8wz8k15owmOTv0juoh/t58XjI8/Tz6Zg5/r8HTwDrLQfB937v9w7akeW8yAOrOXesvZdAOuyrbGai91oiV7Cn5nCmZ5itOLjCkhmBEDC1v4GOCyabC5wxEXtqGa6wdArFfOwwH5cMMnIEvoK6C3XX4Mpym9XsYgujomAmcHAkNDxwpaVbCHqFwROSQmgqtobj7CZ1NlGQom1Oarr0swXAoE2KEAptHm/nYWz/KxrdfiUoWcWRARJFYH0C4TLmeAPbIEXTpITWR9gAi6WvNTKH0Ei0hRHXwdUjjJoqS6JFbHNUIZiYiBBK0FnoU1MuVeswbwx1RumLDjkpBSkNtWkjMmwdCV1SkZKZAABPQsOTjOmQ1ECiLauZZjWDNZ2wJpt0xCo9vYzBYEyOJ6s4wt/Yp2MdXDwUDi1K4mwfY+cTulOM2ZmSzJvy3idS48SDVvcQQ1wOWPeDHB//6jZdXw8OHjzIm970Jv76r/+anzv5h7yu9m8Y89Qgq96j5uZ0c49+4fLPtozzwbkxlose5gkssZ4tfOpTn+LUqVOA4rXV72bSz+najCMtxfj9yzz3uTfw8MOl/2tAFV8KAuEQmSptuUZbz5Pkq1hrkEhOFU125GO8cMLlH+eiwZorEPj89m//Nr/6q7+K7/uPO46XvvSl/NIv/RIf+chHWF5eZmJi4ht6HYYY4lsBTzuBPHToEA888ACvmdzGT+++mv/68CYiR/Dr5/6AfzP1dtrmwpc9w/KRj3zkkp+c6OVoDH2jub97nNeO9fn18x9mMryCXXof/79T7+ft029nJjTkBvbdMEH+yCI1VbC73qaZBpzrB7RyhRJwYAQ8aZHCooQl04JuLllKyyxsKSBUZcs1dGDct6RGkGhYSQW5AU8KFoucyIZ4OERykkANElmMZdkk9P2ERXmevlmjGR+5hPxsnO1XIY/1sLwDj9Q42/UeFJIcTVM1SYlZknO0CVnQIZGtUCekKjwcIYic8svEVwIBOAKULFv33UIRa4lbjJIKTcsmRFtclubanMlaTIoqDddhh62TG0tiRumbHCUkWJCDu/rUFqQiJxUj5GQsyTW6RYifu/jCQVtDgaEr+6yKeTLbx8ryxqDCKLPyAKENkUKQioxY9IkH6TNGGCIdMqFCDrozSO+lAOSmbGhLYCYsieNKJgafnkuv5/8ts5BDXL6o1Wq02+2vvuGTwAc+8AF+8Rd/kV/+5V9m9fqHiO/dhaeqXNXookR5o7yS+rSTGr988Dn8+IO3U3Mvn7jDLVu2ACBwmPYVh1qKB4uP01DbSe9b5g1vfhUf+asv8jxxExUpSY3FlZJRU6XNGjU1RTc5CYDBMCXqnO5ZtkeCn9v0Om5bTPnH+H8MZsPhIx/5CG984xsfdxwvfOELAdham+LP/uzP+Mmf/Mlv0BX4+nHq1CmuuOIKAN7xjnfwjne841k+oiGGKPG0E8gPfOAD+AT8xo07KYo2f93+MN9V/XEAcsuG6fWOsMqpuKzQ7QwmuT58FYd7q7xiosF/ufAXQEkOqmqWzywprva/g8Jq9lQqbPPfTt211BzNIpLxK8ZY/fijpHEFA2Ra4UmLL21p+O0YPGmItaSTS7qFoF+U7d3Ig15Rkq1R3xBIQ2YEqVF087IF29WGZpGSiBTXunhCEjlqY55SCfCFwyH7AM3u4cdflK8RE9G1BGKEgCrTepKq9EryZwrQDXrSY0Wcx2IoREHD1DHCohCESuFJgS9BDCIXoZz9zCntto0FYy3aGnKR09jsM3eubI2PuQ6eKmMZtRVkWhIZNXgfyp0VFipWYfDR1hKbAovlnDpPxy5ibBnLYzEUOkUIiRIugawTUKVqR4hMSGWQwW1sQG4iUtHYuAYeDtqWaTe+ELhCsO6lHihBzaFMsBmo0MUwiWaIywy1Wo1z5849I/t2XZdf+IVf4BWveAVvfetbOd+9ndviaT4w9mosgkwrJNDNPLZXJvj2xnO5tXkXQihAPqs3WB/5yEf4lV/5FQCu9l6Jp+BIJyPJ51gsVigebPL2n3wzQT2DDnQLzRp9pJWowbRVbFq4zihSOEypPYw5Dp1Cc6onuDnSvHLaZ3npdRzu/R8A3vOe9zwhgaxUKlxzzTWoU23+9E//9BkikE+DCttaduwY2vgMcXniaSeQH/nIR9gRTDA2scaZM1uYqb6AY3ae2epNrKSGd1/X4ideeD3nL2ziFXd+FAChnsehLOH6aC/LMdxc/U7W8j59Y3jpyEEqjsdiEjCXJvQLS9URtDLBrmpBdaxKOBmiT66QaEU7d1hJFaFTkp5AWSJHo23Z9lxMBCupoaIkkVvGElZ8cKSlXwhWtEOvgH4BS2lO3+YoJLHIEEgCXELlDDKwy2Sc5TxlSa7SHtwZPxUUpMQY5pVmXE9SFz7u4HWNDZi1OwBwbdlSzq0GAbm1uFZgAFeUZF0PglqUuPgAaMournXZPbOV+ELGXq+Bp0rBjeDivKKSAm3KfRkLjrAgBMaW1UAtJG2bMp8dIs7Ob5yDlBVCd4qKKucZS+JYQSFxUQNrJUWgJEp4uKKcCU2NpV3kpNYQa01mFJ4sLchdKZgMyvfJt4KmXgAgVJfOSg4xxLONWq32tKfRfDluvvlmbr/9dq688kr+w3/4MY59YJWXbzvFnRe2Yq0g0Q5p4fKvtu7jzvZpuqYcr7HWIoT4qvt/urGyssJb3/pW0thyTbSXH5jehCtzMu2hkirbKjexlBzj2NHTXH/ddaS3l4EPS2qBMTMB1iUnJS5WGPV3onCZ1BMsmYzYFnRNTHV1nBdNJvzL6Ul+9gSA5FOf+hTz8/PMzMw87piuvfZaPn3k41z44hkWFxeZmpr6hl+XIYb4ZsbTSiCXlpY4fPgwv3vVDfjVFqfXxllLv8jrRq9nItjE4Rb846ndSLGLRCt2e1dxXXU/V1Zn+dyy5kTS5Zw6Tc+s8J+3vYBAGrS1nOlbAiW4ZiSgk5fJKjtrltXMZez6MXqn2hR9Td84HO0oFhPN3poiciwSy2LikmhBp4BObjfIY929SKpSLfCURQnQBjqFQQpBVXhIwLcKKQQVp7QGSoyhUxjO2lXm5FFW40exJv0nr0/k70BJn1x3yYoWxiYb/+eqUdbiYzgqwlURfVnBKENhJvBt6dsYWg8zqAYa7EZbORTqEjXU+teDNlBYi68EroCqI7A4uHoMJQWzW0Y4/+hZxv2L10HbMprRlaAsZEA+uIl2hMCVF798ummBRJDr3iXnaW2CEBJPVKjYGt6A7K7nclsM42YUIXwqSuApWEwKUmvo22zQ2o5x8QiLABfFzrCyUVVVApaLeSLRuGSGcti+HuJyQLVaJUkS8jx/Rm10du/ezc/8zM/wG7/xG6RpwSu3v5rIKYgLh1E/GdyACV5aeR2fTW5hrTiGlA7PRiUyTVN6vR6vH3813z6+g0RLmpnibJwxW7kBg8GVFe67/wtcffUBPnbHERCwWpymIccxwrCWnybJ59jlvoDIVKgKj77NOatOs5KfxE1eRLA6wg1jCS8Kf4jPxv8DgA9+8INPWGHct28fH8z/F1vGNvPpT3+at7zlLd/QazLEEN/seFoJ5G233cbO6jjfvU8h3YKPn2/w7d73sn8kYzlx2RYJHmz6/PfFP+CVlbdhvG28cHQK0HRtxna/yneMHOTasTWgw8lOnbN9l04OkQMN1xI50MkFP3/6vfw/m3+EXQfG6DyygraCVi7JDdRdhSNBCUtfS4yFxAwqckCn0NQ9hR5U52xZWCPRZWvbABUlCR5Dlgp7sY27mhfkA7LTVmtkOibyNqOEQ1I0N/wLoRSCuGqUijtBqEZx8THK4Ho+Lj6aHINBk9M1K3Sy8/SzeQQSFTogoW5GGaeGLySOlFSUxFhLYS25uTRIyJPgD6qJgSrPyZVlVVLJsg2cDlrTI5sizi728eVFw4/ClNXGuChb99pa1KCVrC1obcmMYU2nxCKjSoDn1Cl0k3q4n3b8CEIE1JwZpsxmJqgRKFVa9+iQ2Gr6NkNjaOmUzDjkxinPxWp6MqYrWnTtCrnpo23BrHOASuLiCpeqK0i15nx+lpqc3pifHGKIywWe5+F5Ht1ul9HR0a/+hKeAn/u5n+NP/uRPuPHGGzl7qkY3d/GkwVOaqVqLE6uTvGFbxunTz2WtOMazkR//v/7X/+LNb/7nABRimZnKFIURnO1F7K169Do7SEWOljmPPrzKd33XHv5E3oqyXjkGg8K3LlPuPjJ3K5OmwYjjYoB79V2sdh+k4m/jjHiUvLeLhjfOC0fhnHolp7u38lM/9VNPSCC3bt1KahO2qE3ccsstTz+BHKiwnwqGWdhDXM54WgnkrbfeyqzYQp67KC/n2tGcD18wJFqxsxpzzcx5KmHCa+bezMkOTAVTeKrHJy80gIxrRjXXja/gqYJbzs9yqGlo6Zgxx2dfXeIpSyQs1411edHkmzgba0YPjPLAbWcRucJSCmFa+XoVTbCWCnILNQfqgWXch/lYsZRYxn2BUWUbe51IurKch6wogLI6BqWIJtbQyeFkP2NFtpjjKMq6NNQmPCr4NqDvd5gDjC0YD/bi4jNlNlElwDECV0jEBiGzaGvpmpwCQypmaQdbiWkTmxaZienKFeqMYrBEjmLUEzgCCitItKBbmLKlLBikTZfn4smSMEtK4qgEhMqircAz4NQ8HF/RW+wjBBuThJ66uH2gJK3cbswkOoINsU6gQiAkVIKl9AYOp2fYKa7lQlRlgm3MmnFGHIeGK8ktzCcZC6JFV5bksCrGqZtRVkUGBqSQaFEQix6xbdEvVkiLVQrdRvspruNRzScxSB7oPUDXtNjs38SZ7Im93oYY4tlErVaj0+k84wQyiiJ+67d+i7e85S20otfxvNEGnVxwxXhKo97GbY4zEnX5sc0N3vmopLxV/MYQyG63y+/8zu/wrne9C4BRJ+TnbnAw/SZnWmM40lJ1IRIu4zKgqnczd3oOKaEytUh/YZpJtZMZavhSYPLZclvPo+bChVhviOg8GdEQM7TFGu9dO8zroxdzvdzDqn+MTnqMo0ePsnfv3kuOb9++fQCo2OOWW2551tr7QwzxzYqnjUBaa7nlllt4/cgVLKz4fPpvr+DayQVesCnjoaUZ9owuMz21hFSa/cIw1a7TjCPuXxknUOAgmfQzMq14tNXgVFewqPtcUGc4EFxJ5BgkFlca1lIfYwW1LTWkkvTPdBBW4EqLkqVqN9MCEPR1SYaEWCdWltmwtPQ53zdEjiRQUHEG1btBL1gMCJkzEOKUCseBdYx0WMKQm5iKM0rF1hk3o7hCcU4kTPj7sBgiGkgry4cQhMopldGDRSoQElfCBA6JtjTzgoapkNpJYpFhhaFAE1ofZzB7qO3F5b8w6/uyCMokndyUqvHAtSgrUIPz8JTFFeVyqwTUNldI1xJ0Zjaqj0qUlUpPQjC4DnVPYKzAUrbEDbCa2sGspGDEg5udWV4QvJ2qC7Ee31CA57Z8jitgNvCI8nF6eoQmk6yIJU7bB4nzVWreLDUxhYuPT0ghSgHOOpJ8mZa7TKLH8aTkUHI3M+oAmQtx9+Ls5RBDXC6oVqvP+BzkOt70pjfxG7/xGwTTCUc/C6tFyvsf3cKPOznX7DhB3C9DDQJ3M0l+DjAD79pnJsHJWst73/te3va2twGw37uRf7XlCq6ZmqcqCmKnYK5fYT4pv35iWzBn13h+NM1uu5PTD69x7bXXcOcnl5nRM7iOIJCSzV6Fujvw5RVQcxRrzYcAmFJ7aOgGS2qBbjbHmms5UaxRDJww/vzP/5z//J//8yXHeeONNwKCittifm6eo0ePbpDKIYYY4qvjaTMSP3bsGBfOX+CGxhjH1yZwpWG81qbQijE/peKnJHFAq9mg1a0S5x5zvSqJlpztGe4uPsGZXsCZbo3bF0ol7lFxP+e6t3OmX5AZQW4EiZa0coepMMbsmGDpkSariSUuynatEiWxSU1ZLYSSHK6LaaqOpuJYtGUQqWdp55aF2DIfs2F+nZlLyWNhStLXy8GRslSIO5PU7Bh1U2dE+Ywol016mhmzhVmzjYZuMGMnqAiPwhqWi5jFPKFT6I3WsyfL42t4gk2hy7TnMap8xomo2QoNU8VFkVqNpTxud912yC1b0s5j7pq1LUmwoPSwDJQldCyetLiDhy8tlamQeDGmGJDSxz6sBSUtzuD5gSoJpSNLcRGUVkGRA3XXMhsanjOWsblSMBNYKgOldCeHVm7pFJZiwFLrjstOt84+u4MZuY8Jfx+uqJARk9ClR5PM9pHC3fDRNKZPq7hAzxQb180XVTTDmcchLk9EUUSv1/vqGz4NEELwb//tv+UTn/gEf93+A5ZEk8+nZ3lgcXZjm8laix+feB2ht23wk2euCvkXf/EXvO1tb2NC7eVHp7+ff73tuWyLJA3Xp9Ov8Pend/LxC/B7Sx/jSNswqnwapoYSsCWy5Ef7XHXVlaxmJ5AIIqf8mvLkRfKY6HIUaR3TeoJ9YRmCkOs15rKYZXmBa9XLkSLk53/+57H20nN2HAewFHKNXaM7uPXWW5+xazLEEN+KeNoI5C233IKyLitJwM7GCnOxT6HLxqgjNdYKVpoNHrmwmbvntnBoZZKV1CMbEIu93osBuHvFI1RyMHvnMBFdS81RpXo6k8wniv++eIoPn20Q7WnQPraGsWXbupmVpMWVJQmqODAbWkJ1USQCECnN5ophR6RoeIJJXzDhCwJVzv/BRSFKogVrmeR8X3Cqa7mQFDSLlIqN2Kp3M2EaTDsRvhR4UjDueszIKlOyyoSq4CKRCDSGXBR0RcyibXNed+gVmk5uyXR5zBUFdQ9mQsWm0GXc9QiEQ4GhJ1JW8ox2bmjlZfVRinLO0RGCiiOInPIc1vmkBFxRkkZH2EEVtvwznKyQLvWxQKpLP8xMlwtzr4BMiw3SDGXlMdbl144U60SdjfZ5r1B0c0UzF/SK8ucrWcZc3ud4vsaZtM9ykdAs8tKew8TlnCcOHhUCIlx8FA6O8DfMgtfRSY5yXl1gMesD5Xmc6f49UIpnhgKaIS4nVKvVbxiBBHjLW97C6OgoP/3TP8UF+wgGwx+fTVheHSXJPKanl3jeeBttMsrV7ZmbrTt27BihqPCOza/mtbOCayYWGQ1i5jsjfPb8Vs7HDg/JQ0jh8Led/8bf559kVbY41y9o54La+RWuOngV0+EBGo5PoEqHhlgblhJYSGA1gxN2HgApA3ZVQmoOVO0II8FeYpExbbaSiJSdXun5eO+99z7h8eoi4kp38umPNbQDG5+n8hjOQA5xGeNpa2F/5CMfITUxv3z2AQ69rMfp1hi+n3FoYRPjQUyceUyPrXL7uW18bC5nzPHZW5NsizI+vtbiu8cmeLgFk0Gpjj7Shj3mGrb7VXJjuau/xHP8ScZ9+JGJnSA0td0Njn30FDUX2nmpsG54glEPKo4lVCVxKrOzLZmRFJRK60yLjdnHWJeVxb429HV5VxsohS/L9nBfl/YXuTUIBFXp4lvFOr+KdUHdcQmUGFQEITWwlhkSY2kTE8uEllgms31yG2Ot5rStMFPsopFVqUqXyClVk64syV/DlTRcybkYpBV0RYIsBH2t6BRlLGPDg4lg8Gau2/VIu2HFk1tBWpQk01OlKt1a8CZCVo+2aGZlvGBmyjnHx96li0F2uNxQfg9mKkV5nt7g9qNXCIyVG6IkV8BCblBCUhc+oyIY7Ofi19asjJiwFXIzgcWSWYPFYrCkIicKRlnWJ2glj2wQyePdT3DBnSIn5bQ++nR9dIcY4mlHFEV0u91v2FxdGIb8+I//OL/1W79FnmvWeIid1Vfxk3dP86ZNAa8fX+HGncf5jfR7+amjf8QzWYGUUhLbhO/cdYJmP6KVhJzvRzzS9mll5Su/wrsW7cLfO19krvs5DqenOOaMc6b9Ul52Ypot2rJv+044Wd4ka2t5yJ4iNyk5KRGj5KJ0vRgPr+RCnLM9csnJcGUFaw3bVIOFos/x9HZA8Id/+IeXRBeW6Wcw4TtcWxnj12+7jaIoBpXJIYYY4qvhaflNKYqCT3/60wBk9PnYZ15ErBWel6GNxJEazymoj7ZwhGXC9VFCcHCkz0TY561TY8yGfY53IiIHKspwTjfZ440y5sHZviEyIf3CAoLfnfvv/Pg1/4H9QhCf6xKosuUcKkHVgcixeKpcIBMtS4KDGBDKMv7QU5bCgtElEVqvFVQdRW5K4UhqyhQXX5ZiFSirbwZYoYvBUrcVfKE2CJscqJ21LkmbwaLRhDagYXZuECQpBHIQx2coyWmnKAlaoEqroHU0XAdfS3zjkFtN3xpiI/ClT7co4xkFF9vP6/XTdTFMOcsJTlGee25gz2SF8/8wR7+wA+JWzi71TEGOJhcF2moMFoXCsw4KiS8cfCHxpcNY6QeOJ0EJg7WQGsGFskhIpNSAVJfvT7+wGGuRg+vkC4EvS0P29cqvFKBtQL0IcaRD7sX00lODK2GJ83l2uAc4lR97Oj66QwzxjCCKIrTWpGlKEATfkNd897vfzYkTJ/jgBz8IwLiZZEQEfKnpcs3ZbTz3efcxe3rnY55hEcJ9Wqv3RVFw7NgxBBa/0kT3aqylAY6w7K+nSCAzkqMdl8XEUqG+8dzQncC3Pv0c4uNrRLuX6B+fRgpJTxd0xAp9vYInq1RkHYkkcGfJTZ9cGFZSw6nsCyT5HJXqKEZbRogo10PB+973Pn7lV36F6elpAIIgYHJyksjN2ReNILXlnnvu4QUveMHTdj2GGOJbGU8LgbznnnsIw5A8z/mVHdcwFwcYIIkDtBXEhcumygpumDLi5TxvXGKwjAcxm0bWKIzifC+iomAqKGi4BcFAODLqW6quItFVLOUs3n/a+m8Yu7rB2rEWDhZ3MKe33k4VAy/H0DFkWpEPyEmsBYGy1NR6HaxsxRpR5l6HA0KXaIi1odhoZwtqjlOSQyHoa0O1CDmtTlHYMWbtKLkpvSpXUkun0BhrqSjFrOczjb8xu1cSpNJ+p2806WDIO7UaBoStbcAVCoeSrBa29KR0kUihNiqBvUKTG4mnxYCslvuGi6343FoKYyisHbSeBRbLzRMhJ842Wch7FEKTUxDLPrlKN2yFMtsn1k2MzXFliBQuVTlOZBtcaWdYTi9WXAMlKGw5RuAIGHEFdbcktflASBM55UIuH2Nsvv73dayTUCVcimycwr2SRenTiU+gpMQHRpznwJBADnEZQylFEAT0er1vGIF0XZc/+7M/I4oi3ve+93FP/0+ZiV6Mjq9kNamQxz5XzJ5n95GbOZ79A2Ut8OmrjpbCnFLl/X3jL2K0lvLoeZ/cSEa8jMjNiAuXk50qiYZ9ddimd7HkvX1j/nouTZACusebvOa61/BXn7yXVMOk59GLl0iLVbRKmXJ3UrVVMn8PuU2YZ5lWEW5YqJ3pfRo3eg07xCg7q6/iZPeTAPzBH/wB7373uwfHK7jxxht59M57+WdTlgP1bdxyyy1PG4EUDG18hvjWxtNCIG+99Vb27dvHvffcx75Gxrl2wmeXIuSAqLUzn1q9Q9oN2Rx1aXgZiVZMVdtUwoTxtEs785gIPCb9jIafssMfZdSHhqtRwpIYuWEknRrJxL4RmifXqLmGitI40pJoSVyUJNCVdlDNM1StJNblQukKqLqaXqEojCAr0/coBgbaC0mZPtMXCaNUqQwqZJ4UVB2BkuBJiSN8RL6ThJwF2cLRihlTv+iZCPR0gcG5xLJnneAV1hLbnESkGCxGGAwGicSxCoViSlYBsFbSNTkGiyfWq5aQWkOuDZkprYH0oM1eDNrBALHIWJFLZGJ95tBlbLSOciUnl+cRQuLiDOY0cxK65LZPqns40qfuzOAR4tsQFw9jDalIeFCfo5rXiKxPjqYqPASCe7mLtfghrDVsrr6EK8wBtoRued0GZNGX4Kv1qMn19niZepMaQazFIE3DJdcTuMLhtLtGnM/xhqnv40+XPjy4LsO5xyEuX6wrscfHx79hr6mU4j3veQ/ve9/7AcN87zO0vbM8Z+l7eEnqsecl97LlMzdzPHv6XvPMmTP88i//MqAJZYV/vfnbeeMOgeufZqba4t6VEa5wCpSwdPIy1KHhwYF6j5moQycLaKY+84lPb8mlmVmKEytMfccujqijTOsrSIwhdBqDboQk9npMmjE26x00VZMWS8ybtY1jEiLgQv4ltqlZrnV2cXJQhfyFX/gFfvZnf5YwLJXpL3jBC/jNT91GYSzPDWrceuutG7ZDQwwxxD+Np0VEc8sttxDHMSNyGmMc1jKP7ZFmfrWMmVPCYrREKsOWsWU8VRA5OaGfIoUhcDNWUo/pICdycypuRuTCuF8agVsgcjShMhjKmbzKjhGKU2vUBsrqyCkYcQsanqbhaaquRoqSnFQcSzR4NLwCOdhfoEo7mpUUVtJy202hy7QbMitHyK0mUJKGJwlU2f6tu2W10pOSEcdj2onYLsaYEnVSa2jpjK4pKKyl7ri4oqy4ubL0T6w6ilCp0k9RuNRshREb0TBVGqZGZMJSfU1IpCQjjmLUc9jih0x7PjXHQVHOEyoEakAotbWkVhPbnK5IiEU2eCR07QrtYp6eWSG2LcYnR2iv9fFyD996OFaRiRyFi0cFgULblNz0SW2HjJhCFBgMjnXwbYBvA1pyldPqFB3ZQyCYF02qcpxt0bdzZfR6rrEHGXEdkoFIRw8qxI5koA43RI6h7mpqjiZ0DFXHECpL5EKoJKlZ5tH+39LP53j12Aupya3YQdV2iCEuZ1QqFfr9/jf8dYUQWKu5/fbbmZ6eop+d4q7meTrNOjZz+Nt/+wU2OXsGq8hTm4X8pV/6JbZv385fvu9PeOeuA9z+7c/lrXs0oZ/Sada50BmhMIJe4TDXj0i0wpWWG8babBtZoxbEVNyMqbDPjRNLvHCyFMwU8x2EgLFNPvekpVVXMzkBQKGbOJTiQheFsg6r6XFaySMbx+WpEaRw6NoUb2McqPzzAx/4wMZ2r3zlK+nqjIc7Ta6uzPD5z33+G2a/NMQQ3+x4yhXIbrfL5z//eRzH4YB/HaGbETkFddfy6FrpCVgVhtrEGmmvguvmjIU90sJFSUOeu7T6Ed1C0fAKpqMOkZ+gxDTNTNArBNsiqDkaV1rqsuCsU0NWPdT8GhU3xxWWyM1RwpAZRS93yYzEWoUnLbllQ/BRWIEvDIqyxd3XioZXtld9Wc5FjnmC1Uzh5/7GfF7Fudh2dR3L5opAW8lqWlYuO4VG27Ldra1BY0hzTSidS2MGhdgQqhggR5OIFIUitB6ucHGRVJ0yOlEM2ryIkjBWhMCTcqOaaSwbrWvHCpJBxOF65KFjHabEDowyBNanakL2T2ylt5jSINwQAlWsR2oKYpHhy5BCpSjhEIkJ6naUyIQEwi3Td+QaC/kRjMkZ9/fwwso0O6uac71JLsTjLBYxDhLPkeTG0jEatxClut4pxwZcU8YiGms3WtiuKJ3PfWnJZNke90UACCJZ4epoC+eHa/sQ3ySoVCrPKhm5+eabuffee9myZQufiz/EgY9KWnu3Emxa5kc2v4xfPH2Mp1JDuP3223nXu97Fq8eu5qf3b2W2nhKnPgudETKtqPsJX1obITWlS8O4rwmUJgg1k5Ue1goKrVhLQs71Kjx3ep6bZuZYS7dwvC2ZPddm395d3Hr2HxnPR2kEu1jufREpKwBUhYcjBCsYCt27xLVBSpdxZxeBdokc2Ff9bh7t/i0g+KM/+qMNj8rnPe95jI6Ock9rnn++6RomolHuuOMOXvva1z6VS19iXYX9VGCeGsEfYohnEk+5AnnHHXcwMzNDHMe8ZnqU0E/ZN7bMqJ/gSUNuBd3cI5xaQwhLUThoe/FlW72ITDvUBlVEYwUPL86iRGkns5YZzvUlc3GZKbst6vLc53hkFzp4uqxEeUqjrSA3ktzIjcqjI01pLi5KNbYvL/4ypro8hoqy1F078Ew0BMpSdcvEmqmgNPp25UV/RSUGJtqUlkHN3PD3+d18Tt/Bg+IBzqpzpAyOS5SRg6k19ExBbDUtnXKONR4VZzgpz9CUbQqh0WhyysWm5jgEUm4Ymz92RlACNZeB2lyiBq3rzGiaxBgsji3JaIMKm8QIu+QkB9UM+7wxtvghMzNV0tWUuuPScFxqysEVpUCmagMausGk3MmImKFqR/Bt2Z5ObUEsEzp2EW1SXuJ+F99VuZpXzjYZ83ImAst1Y/DyiQo7whAlBI+YOY6L8xyz85zNelxICpYSWEsFa6mipxW9QpGb0qxcUo4feLL0k5xyJ7nK/x586fNXS7dvxFEOMcTljmerAvlYbN68mTRNecMb3oDvu3z482OkC6O88xUPsDucZsbZ8nXv01pLkiT82I/9GONqln+3ez91T7DYavDw4ix3LU3w7kct9yxNMRtmuIPlvmxfK3xp8J0cR2rSwuVCP+TOZUVSuDSiLrNhTq+A9HSTPXu2so0r6YoYgcJzJpmt3MCUnsYRohzZEcWGZ+w6rlAvGUTFGqSAl1e2Dv5HcM8993D27FmgbPm/6lWv4ovd85zrVdjhbX767XyGGOJbFE+ZQN5yyy1MTk6i8NgXTTAxvorAcqxdxwCOKNNjhDIYLdFG0krK+RMpDc04YjGu4EpLohWjUZfILReQmlta2WhT+n4d73p8YXmU/uwU2ZkWuZHEhUOvcOjlLu3co5l5LCU+/UJhrdg4SSFKEhgXksXEYzl1WEkV/YHfobGQD8pxvjTUXUPNKdvV6wtgt4B2Xm6T25LgamvZZQ4yKw9gyFnTZ1lQcyzJVVboskyHJn36IqVvs1KBbctZRFNOP+JYRdWGVISHy8UZR8tjE3Qu5lmvW+W4EsZ8wUyg2Bx6bHPqjMqwVHWjN6qQ7sAnsu5C6EB9KiBZTqg4YmNWspzdlITSoSI8JvU4k3qKyFRwrKIvEs6qU5zSX2Sl/xCuipgOXCZ9y2IScudywD8sJfjSsqWSMuGXldNH41s43vs7jsa3cUw+yBmWuJCmLCSWTgErqaSZS3pFSf7LYynPzZPQ0QXjapwX117IqWSBhXx+47MnhIsQ7lP9CA8xxDOCy4FAQpnN/YEPfIAXvvCF/Is77+cf75lC5w6v27SJheLsQPzyteH3f//3CcOQ7du3c/LkSd46/TJW4iqtfsRHT2/m7y5E3LrUZ06c4FDTQQrLpK9JjeRLTY87Fjx6hcNI1CPwykHMTq641xzl9rkpHKV52Y4TfDFeoX+qxTX7N7HbGWO3M8Y+czX7/Zdy0OxnVAU4UiKeQASkZJUdbp0tZgaDpV/AiGeZiK5lXTT0N3/zNxvbf8d3fAdnkkUeaBbsENNDAjnEEF8jnnIL+9Zbb6XT6dBQW7lmZp6JPWc4eW4LStgBuVMkWoERxP0KrV5EKw1ICoepkSYrSchS6iGBzZU+hVY82q6xs2poeAWFGfge5nJjhq6yfYTkzlO4sszZXk58tC2FGLkR5d8tVAfzdUJZ5CDFRlsxiNgrFxJrIQeSQmAHcYbr1UrH03QKSabL57gD+x8oc6W3Vspj22yqtPMqfT3NnO2wxgqrXGAtO4E2Ma6qoaSPJyMiOUFARN00GLfljKiLwhOSQCpqjsKRj8m2the9E40FY0rVuBIlwVyfLYSyDT/mO+yWNXJT/r8ZVE4dyUYcYXWy9IBMtd1QmrsD8Q+AawWpkaRW0xcpq7LJqfizGJtgTDI4/1Hmk4xRz2Mh8bkrOc8eNUPolG0qX1luzf4BY8ovUG279PIlKt4obRviFhI3c8sYSSXQjkAIs2ECD9DNoaYcPCk4WNvOZzs1jmdffKof2SGG+IagUqmQJAlaa5RSX/0JzyB83+dv/uZveMlLXsIPffYRfmftlbx5R4c/Px/imW1fk53Pxz/+cd75zp9gxp3iqmwzz9v8PHaGFbQ1PNoa5Vzf8vfF5/m+6k28IrwRbS2boi5bq5aTnTqLieDDnf/Gt8/8MFnuoo0kcDP21HtsX9pGxRl0jpRGIlg90WHTdMRY3WWcnKhfIdHhhhWbtetr5MU2sZQBL/DfQN0VKOGzkMGIW85c/5vxF/KLvS8Cgk984hO8853vBOBVr3oVFjgRn2V3uI3DD3+Kubk5ZmdnH3cNvi5YizBPUUVthy2XIS5fPCUCOTc3x8MPP4wxhu3ei2mMtFg4sgspDGN+RjPzONFVXD+WI7yCIi9frpOXVaMk8xgNYu5djdhaKQgcTZx5bIv6xIVD6BRYKwbbl8+p+QZ/S43lU226uUNmJM1MbhCm9WpdZSC4Wc0cAmXQVtDM1CDCsExfWSdYUpT3pWUVzmIQBFLjUWZn60Els/RKvEhUHVHaYOgBOfOkxJd1ttoai/kMuXuAQmgaVAikIlJlJjYMcrcHCTnasiE0KazFmMffVV86RzkgvgM7oHV7obKdDUaxYUYuBoQsGZxvqsEfC1ic75eEnIH1z0DsIwY2O9oKUguxSDjZv/1xLSKLpu64jLiWmgtvq0+xs9YidHO6mc+nV7pk5mISh+uMEzqlGjUWMbkNB5GOcuP6OlJc9NOktEWqKEnkQtWBbcE0x/trDDHENwOCIChNteOYarX6bB8OIyMjfOxjH2Pbtm18/wN/w/++7o3cNFXlCwurT7j9vffey4c+9CHm5uY4dOgQd999N/srm/ndK5+PwCE3ilZa0Mk9Ui25kMXs4RpcAXtrPR5tRyzHFQ5OLNDOfPbVff5T49+gREJUiVlujiCFpeIUvHqmwraoh+vmWCtQKNrNgnQ1Ycu+Ov7JJeojsJwoEl26ZljAINmVbcWNvpdCFIzpMbYHFaYCy+muIBSK1Qz21DSRo9lcfQnnu7fz8Y9/nCRJCIKATZs2AfCF9C6uiPaxpbGFW2+9lR/8wR/8Br47QwzxzYenRCBvu+02JiYmWFxc5Psm9qKch+h2Q0Ivo+5lnOqG3NlfYsyfoOiGjIw1SVKfhpdyphexKa7Qyz3GfcO2ao+al9BJQ9Sg7Z1pVbapB2bgNccws92FXHP2XE7DFczHcsNDbB1GgS8FgSg9ejJTVhEDVc5DGgSJLiP3clPGAipZ/j016wSvJJNKWKSwGCvKx4A8WlsuYkpatC5zod11P0QjCGSFwtoNjaOgzI92RdlGXocUEAioDfKjMy3o64HHo7VoazCAKySelBtpLqWXpCn9IynnLT2pcIXAWkn+mCpmYctzTE2Z9FIZ9Zlf6LKYx3RFjERQsQFTbjA41vIaaAzHs89hbPK49z7VPXxX4ClDwy1oeBme0mRacf/qCD4J0+4Bes40nqjgEyJQWDQSSZcETFB+BItyltMbWC1JUY4TKAmRW14bV+Yc7p9hSl5F2wxJ5BCXP4QQBEFw2RBIgK1bt3LPPfdw88038yvH7uPmLQGfKC7wsvCHLtnuzJkzvPjFLyZJEiI5yRa/zm9ceSPfu8cjDM6wsDhJP/VZ6EesZC7zseK4+hKJbvFi52VMhP2y8wRoI5mqdLnZzdBWIIRluTnCSr/KaNin5iXsqQkcaWl3q4w2Wvz4dpffPHuWPaevpL61hjm9gBIw6gvWUklflzffNRcqymXGbkZbiMJy7KjqGCYCxbk0hxwSI2nInB8eu4rf18usxV/ijjvu4FWvehUAP/qjP8on/uf/5oaxhEeWZ4YEcoghvgY8JQL5sY99jMXFRSqixqs3xaytNdhxxVGWTm8G4FBzhB1ynMVYkLcj6lsWsFawaet5Pnv/dZzrjFDzMl62+Rz1Sp9zqxNUvJSxSlntyrXifKdBYgLqruH+VUkczrD3TA8BHO8qmlkpaqk4JfnINPQH0X1CSBpugUdJwLQtPSRzA1JYIkdspLekplRTJ2lpudMpnEHCysVYwLJSeLFFDhc7DGIwn+iJ9VlFu7GtNmXVU1CabK+Tz3Ub38dWQgFyY0mM3iCHSkj6JqdtDItqgR5NEt0i1W2sNQROg6qcombH2GzGAYcKEiXLc8qtJTWWzBicEQfpSLqrCa4oZy8NllA45MbiyrKaGSqFweMm9ztJnYK27NEXHQoK9pmdTAcuo14ZY6iNQztXXIgDmpmiWwh2hCGbzB7yweumxpDYgmXZRA9ERg5lyo87OPH+IIN7XXmuzcA3UpUip8zkOCq85DM49IIc4nJGGIYbkXmXC2644Qb+9E//lDe84Q0k4gq6uuCVV34Kz52h1z+L54W4wkPbgv99/XczETiMVHoEfoqwmlZzhCTzUNJwxeQ8m+KI1TgkUNczH8PZPuRG0skd7llxOdrZxnRQcLbvkpkyDKKVl/Gzr9umGPVjfKXRVrLQbtDsR9y/WuHR7vu57+jV7NoxizGSHFhKJGvZYCbcgdmwjGZVA+FkoCyeLL1xlxNYlk1iW+FMbwRtAyb9nJ+efgm/ePoEr371d2wot1/ykpfwnve8h9Ws4Jpgiv/9qU89DTGUT4MKe2gkPsRljCdNIK21/O3ffpSRkRF26HEcqXHdArca05haAeAHrr+H+peu5TOLLp3lEUYrCUYranvOMvZIj8ApiAuXqdE1Ti7MEroZWyYXqVT7xL2QR89vZTkJ6BWKuCgtYaZ21uie7bCWCTp5ScBq7iDXehBJ2Nel4GXEs+S2rCRCaeFjLRTrc5KUxK0wA0sdU+ZpW8rIQ19dzHz2ZblNpi9tgcPjnRbWK6Lj/sXW87qq/EycsCJbaApSEaMp/RdHzQSR9YGLFUBBKXJJbYHFEouUsrnj4kif3LhYYchMj0KlNEwdJeVGGo87kIsXgzUstZpoLKTXStGFLWMRRcKSnCv3iYOrfXwbDEQ9pUJ7TLpM25DMjJFbS+QoBCU5dU1ZVc21IMkukutAlWQ5FQI58KpcNjG5KAfnHaOIHIeqIzda+ZKy1b4uFFon1WVrXTHm1oBnX5QwxBBfKy5HAgnw+te/ng9/+MP80A/9EADvvv8Mk2IXnlfmk+Y25v3Pv5YbtizS7VZpdqu0+xVW+lUW4wqZkXjSMBX2qfsJVS9jby1mc0URF4rxShdtJDNh2epOtKLuKn7+9H/bOIbXRD9GXDgEysWRhn7mcqFfWvRMBYYt1W/j/mN38ryX/iCP5pJg4KLhDcZyvIE7RtmVEShh0bbsOK2kitRYOmIVieR4N6SiPA43PQ42DAcr2/li7+ENknjw4EEA7mn2+dE9Ln/8xTUefvhhrrzyym/cmzLEEN9keNIE8vDhw/R6XTzP4/rJEdaSkN1+iqokVLcsYrVECMu1kwvc2+6x6389xK/vfymv2Z0xDoxUejhS4xcuE5sX6PQiRmodJrbME21ZJFkcJYxiaqe3ctf8JppGsLsmGN9eY+H2swSDOT9BmbVcdy82iw0Qa+gVkkCZgZq5rPclWmxUG429WP3LDKTa0ixy+jYjFikjWURVuUz6ipiyStkpDM0iJUfTkT0S0SOnjP9TuFg0Lj4jZoy5zEMi6IqYjuywYk5j0WDAlRW0yTE2RwhFLNsoXBq2VD5XhEdFOhtt6q5IWJCnaecXKHSMNjG+O0agGlTkKAFVurKPNobUeiRa4UlJbstqZm41BYbGeIXuSlLa5QhFLGIKUtp6nlx30SbD2BTfGaPhbqVhpthixqk7isgpW1LGWgoD7awkxetemeszqOsPuBjdeN60WJJz9M0anqzQEI2Bl+VACMRFQr+R1cg6qRe0HYcxZ4Ru3nqyH9khhviGIwxDkuTxIyCXA77ne76Hz33ucxw8eJBUw0w9Zp83zQ9e7TE2HvOKPQskqyOcmZtluV9jKQ6JteKORUXkSEY9WE5dqm4VbQTaCkJHsy3qUa/02b71PA8f202mHXIjmYu9jdc+EH0vuTUcakbcOFFQVylKGFItWUodeoVgk95G6/wC4zM1qlVFr6uxlDfzgYKaY+hrSWHKG+ZAQTFY//saLuQ9emIFKSV1UyVyXO4uzlDvb+eG2m6+2HuYe++9lxtvvJE9e/YAUHGXmao5HBjMQQ4J5BBDfGU8aQK5bnWQZRmv2hSx0KxQqXWRIwnCtYxOH0Mvh2xaqfLp+w6hSfmZRz7Jzz7is3BdRFTpE1XKalLQ6NCot5nYMk913znkjEs0dgGrFWOrDa7OV2inPlZK/C1VnIUmU4HGFYpk0BKpOGXrQgpFKxP0C8tyIgiUYsQtNix9UlMmz8TabMQOGiDRhsQYzskFzqT3AFD3thAxisp2AReriYFwEFbgWRdDSDogYQUpDn6Z5IKmK2JW5DyZ7VOYFG1zJBIhylnAdQgkxmoQ0BcdHOEQ2EGKjZRIK+haqDKOdnJ6LJHrFfppFycM8QnZa8uxASNBW0NsNbk2G8ftCgUWquMBnZV48OYLfBtg0GRFm6xYwdiyQljoNr30FIvOOMa/mS35BNOBOyCHZQRkrzCkRTmLabEoITfEPOvxjZkxNE3KSR6g3T8JwEhQLtbr7aH1anAx6NbYQdV0XWWeaJBCMe5McjI5xNOd4TvEEM8UwjCk3W4/24fxFXHgwAHe+ta3cu7cOW468Ry+b/cJtm89ixcFrBwfZXFpgo+e3saRtsEZ/O5/rP+/yYol9lW/m0arwYgISrsyucrbJnawaB/mgRMxP7m5IDeKdubRzj3O9iVbqt/GUnqEI70PE1bewqneKHtqPqGT40rDdJhwulfjc+0mK2qRuaUHSFcTGlsjuofbBBI8twxQmE/kRsfDWggdgSvLfyeP6RwntstdyV/wMn6ELivc223w/Np2PBHy53/+59x4442Mjo4yPj5OpXIGJXdw0Jnglltu4Sd/8iefvTdniCEuczxpAnn77bcjpaQmFTPOBBeMwAkysvOj+NtWEeMhMk/4wPxxzicX244FKWvzs4zNLtJdbRCNlovryPgaTiUhW2gQbIoRkxHV686xa7TN+KlNJL2QVX8r5zFUW00cV6GtQBVli1lSZl9LoFsYVvKMETegnZdKXleWFjGZESwngkQb0sF8iaFs567INVbtWZJ8DgCLYdzbQlOnBMLBlSVB8qUk0QWKsiInkXiEVGydio0YJxrMYAo200Bj6doyWrAvenREqXoUQiKRG36QAokmJxMZ1lboa43FDgpygtBWsGISrXKcIKQwJRFUuLRNRkW4+FISKRdfrvtVlkrtxSImFTn+mMPaao/UlgQ8ExndYmHjnL8cebHCin8OD49aMYYS5XxpYgzdQtO3OV0xOA6rcIxCIlBIcjSpyDhm7qKfnt7wnGwlJ1iqzBAWHuCXgiclcAam7Rvm7aasJJjBSMB10fV8vnPf4MgUIC7xgRzOQw5xueFybWGv40Mf+hC33HIL11xzDX/RPMr3GJel+SmiqE+S+hRace1om/euPUhhU54vbuZl/uvIPUNXpzRVkwfTezbWj7/IX8SX0i8AsGvsCm4aX+Lk8hSRm/MCYblG7+Wh5pW8Z+kPEEhaecE9qwHPl4bJICZQmsnAMNOt8WhxJ7PBc+ic7cDsCNHRFs2s7Ha4EhqeZSUtxZCdQmOTcrzGk4JeYWjJDlhY6t+PtWWE7esq1/OZ3hJn+vDCkd389m//Nr/5m7+JUooDBw5w6NB5zq1O0O6N8dl//PhTm4O0DGcgh/iWxpMmkA899BC+73PDbMEjq1PktvTxy3shrc9eweSNR/jc7Zv45TtPPe65j5yq8rIXzdNv1ok2LSH9nPzcFK1Hd3B8bjMvq/8dzrYUMTmCVzQZCzLyVpUk3E7UnSN2cgJZDFqeLrEuYwWbmaCVw6N6kaZaZDy/ksgtTaqnAk1mBEfbsJAlnFIncYVPYCM0BUYa+rRZ7n5x4zhz3aEvOixJw7gZxTWKqiwvmS8Uxrp0RfkLnhEjRJlSbW0FBkmzAAhBKByUlfjWJRQhmbiU7JiB26MWBRbDnFrcIJc5KZp8QCUhlCPlkxQoHFzroTF0bEpLW2KbYLQps6txcKxiRS2Q2C7O2D7mz67REymR9cnkP/3lJoVHbmMUik5RIEV5Xj1TsCJbtOQyy+mjGFsghYOS/gYZLkxMmi88bp/G9Gnp8zTlKK5WOMJBG0HolO2p0CmH4deN3fPBdEI7q1DaOeWUNUvxmAdfk5fdEEN8IxEEwWXbwrbW8lM/9VMsLy/z+X88TpydB76Ddr/CyeUpluMK40FMZhSerLDafZD56Bq2izF2RR6p8TjXD5hXVZLcAIYvpbezLg381184wmdevIexsEej2mWPsBRasW9tHMHbeaSbsCb6BEmNc70AR1hGvJS6WzATeLwkfgWjroOz1KK2OWLZlCMziShdLwBCBa3M0tU5Z9U50DCeTyKtpKkWSPI1rC1FewuJYFdVs6k3iraWvf5BbuchbrvtNl71qldx/fXX82d3PUwj7PEDOyr83Zc6zM/PP3U/yCGG+BbFkyKQRVFw/PhxhBC8eGsA8zDm5VitsIUh7ob8s1/aw0eXH3rMs9b1xvA9tz3Mya176XRqTEqLDDMcr+DC8iR3Lkyy566r2dR/FPc100hjUE4HawVpbYy6PkNbalqFXxpWS4fFRBIXpfhiITEc6n0IgFZlP6OFx6hX+hp60rI1ElSdgLy/jfPqDKmIkUhyUhLz5a0mw5iZAKAr4jIyS9cJBskNEoERBk1BX6+RiT5IOIfBxcM17sZ2chDfmIucRKRkg2guiURZB4lEU5CTsqxPEudLaNO+ROYtRIDvjOKqKp4McUWFiAYSSSYKUpGyyClivVbOSdoMazXGJlibYa0hqn8XpxYfoi98UpECMOJuwZj8cVVIISSBN0NdzpDalI5xwJZzp23ZZUWcZ75755P5CCGFi7SlebpAbCTuhE4ZLxkog1GlSrsYiGlcIXhB+IPcGf+PwWdpvZUtGba0h7gcEQQBWZZhjEHKpxz89bRCCMGnPvUpXv/613P69Glspolzj8hPKIziRw6/n7dNvp0dVc1N8jr+mjtxrEJjebTb5kh6F+f1ES7KCcubuSxL2L9/P29+85sp7niEzVOLhJU+XpiicwfXLfgXfsz7jmzneL+0XDvaEeS2wqTvMRXE7K0pGl65zmZzPSYOjNErZCmyE+VoiyNKNwtXCvoiZUWfph0/wikhUbJKoS9dzwMFVbfg2lGPRAsyPcOkO7ahxr7++uv5/eL3KETM1hqMV8c4fPjwkEAOMcRXwJMikCdPngRr0cbwnOoYbzn+YX5205tYnpvCdTPe/tnTfGr5wmDrdeK4/mUv0Bh++7a9vP2GNbJWRGWii+OnLPVqGAR7/+YuTnvXsenblrGVCJ1rmLOciq/Ce3SeY+06oaNxhKWZl+SxmRtmAkljkDvoOuMYSpHGSipouOWxeAN7nbr0adsxUlFWB2LbpjDpJed5ffB6pmSVlk65oC6wok/TUjNs0ttQSFbUKm2W6BaLJPkyQrgkqolA4soQKVyUcPFFdUPlDJASk9ouqemihIsjfBzhU9iUXPfpJEcff9Gtxdo+aV6QFS0SGeKqCOkqjKhjCNAUaJuTFi0K3dq4834sRkcbrKzMsWgtU2InddNghDGkrzj/ZQQycGepOtOENsKxTtnqFzkGS0ssP3nyKCvkJqbrtMhMbeBdKXAEG5nkoSqrrZFan4WUBEqwK6hyZ6we85kylBKcS1vaw0rkEJcDfL90VkiShEql8iwfzeNx8OBB7r77bv7Fv/gX/PVf/zUvv/NvOPJdL8JzCj56wxuZrh+l1Y8Y98Y4rF/Hg8nHOGwh2fBiXb95u9gJ8LwK119/DaurqxRakWUeY7OLKK/8nawmPicXZkq/xtSl5gjOxhkPZGvcVJmm4WUoYak5prTlWWkiJq/Ecyx5LBjYxQ5mHS2rRUYqMjpxuW5aay4hj1IGSOHRzMqjHfc0fS1538ojvHR0O3+1uEqWZVx33XVYYDU4zUT/ILmQHDlyhG//9m9/klfXIp5iC1pYy6lTp7jiiisAeMc73sE73vGOp7TPIYZ4uvCkCOThw4fxlCUpYJoGb6i+jOMdeOTCFh7oXOBTSxd4fu0qPrN6P7/3e7/Hv//3/x4QaF0Smnq9zoOdVf7+yEFuMH32uRm9tRFGq/MsL8WA4b0P5AS/e5ZH1wzv/4zhl75bceNbfIJDi3QKj9VMsbsWU3MMZ41iKpCM+5apwHJl+noO9T7EROThSogLaOdqw18wdCDNNCEBucjISclNH2NzXGecvChtiNbkCuM2YntQoZ7t4Lb8ftrxI/Qr11CV4/TtGt3s0vnBolhFyBDrTqCEjxE5hUgRSJQoVdqZiYnzZbSJsQPRikCCkBv/fiIIRClysRnG9BBC0irO05drKOGw3PviV33vRkdHWVtbI9WS2O1RiALXesz3779ku8jfwai7nQp1sJCKhExk5CIr5zTt12+no2QVV9UA0DbFsyGxLfCsorCl5VJuRGm3xCAdaMO6Q6OE5cqGw9uct3M+1ny8+98HW2keSyKHGOJygRAC3/cvWwIJEEUR/+W//Bc++tGPkmU5nV5EtdLn4LbTnMlafPyM5KFmzkLcRpu1gfzvInF8opu1N77xjRw7dowHlvezb8cppDKY3CGPfbLM41y3xt+1z1OxEQ3T4KQ8x/HuJ4DXszcZJzESV1pCR6OXu+BIslpI3OzjCEFmLIkxLNkuy3KOueTBDU/Hx8JzJtnr34xjHXqD3NaGl6NTjxc6BxlTc8D9fP7zn+emm27C8zyOFYt0mi9mxExx+PDhZ+7Cf43YsWMHf/u3f/tsH8YQQzwOT4pAHjlyhLQQSGG58uAK+75kONGVfPTcOPcktwJwV+cwjuPwwQ9+cPAsiZQSrTVxHHNb73N8rvUA8ZEe737kBl63K+INX/gHmnlJoH7hkS/CIxdf8zdu28Sf/vA44UILJSb4Ygt2RLI0mpZQd2F3rc/RToVdcpJDlKkwdRcWE1jJJI2B1Y8rIRSK3LgYDD27hhQuNXcE7YzTlQFxdp4TvVt57fSPDTJaHWbFczjdvZXV/oO0BmQoG5DNdVhKY3NPRriyghIuxmosBm1zchOTFs0NknrxeVzsBFG2j5WsY2y2MU1pKRBIpPBwZEjN24QvqlgM+ROkxXw5fN+nUqnQXOsRObsIbYSLR8NUmfO30owvLpZ1dxPjZgaJIBM5qUjISTfU4538wld6mSeEklV8dwwlfHLdRQqHjlglED6uUUgcfK020nxyUwqfYKAilwZPGhrA5orAV4or7es5ox+kkzzKRSMgNbh+w3nIIS4PBEFAmqZffcNnEZs3b+a3fuu3+Imf+Alu/swX+ZfT27irc5T7W6soBPpx4yL/9I3atm3buO+++5hLrkIqTdqt0F4doR+HOErjK81VziYeKi6QmRE6tlwPD/U+xFL6dkZcTaJLG7Y8FxRLPcRURPdkB0cIUmtoE3PM3ku3d3LDPeLLIYXDTjGBqwQzoSC3grpTEBQOkaP40toIVRXwyU9+km/7tm/jmmuu4c7jZxCtCld5Uxw5cuRpvc5DDPGthCc1lPOlL30Ji2VLQ+A4lrqr2V/XnO2lPNxdBiTWFlhrueuuuwCI4zJdRinFu971LkDgO+VsyR+fnOd/PrpGM894bviKJzysqU0NRJqRNDWutGytSJq5w2pWZqO60lJ1cyrKcMqUi1EnLwnIUlpwvm/o69IH0pXQcB00Btd6uCIglCNENKiKcTZ5V9MIDyKEw1oGxgr21Q3fUdm3cTyBO4Hn1JGyUj6EVxI7VWc8PMiI2swE29hkdrHF7mWKHYzKTYSqQVYsbezHUQ0c1UCIL+Py1m7MLgohifzNNIJ9NII91PwtTPtXMsE2xs0MU2YzDTHDbPUmqsEupPAu2ZUUHkpWmRjfTJ4XiHyKQFQRSHzrkaPx5MWotcCdZdbsYLNsMCPqjJsR6maEuh3FxS9N0IsnjhMUCHx3GkfVL14XGeA5I1ScMSJnnNAdJys6tPU8K3KBFdFmRSespAWrGaylgmYu6eSKTEsyI0iNJNGKbJCdHUi4qTLNdeIlXPxiW29rDzHE5YPLWUjzWLzzne/kXe96F0kxz387dxf3t1aZ9K/lqvAtWGux1mCtHqzt+cbjifDwww9z4sRJ+hoqjQ5eJeazx/Yzs3merVce5Xu+7Q7+43Mf4Tf3+2yuCHqPWRM/0PoizUyV1l629JcsFjpUZiNSq1myPVbosCgv0M8WviJ5FMJh3N9DW+dEjsRaiAtFL3fpa0mgoCNjbhob45Of/CQA/X6fQ6sZr5xNeU69wqFDDz/5C2oHSTRP5TFUYQ9xGeNJVSDvu/szAEzW4Ng9V9POFVc02izmXT7Z1xuk8Qtf+MLGc8KwtrHY/PzP/zzvfvcv08xP8cEPfpA3v/nN/Obx84Dk7vjvufvuu3juc597yWu+bPt3wnKHehBzcKRFrxglM5Lz/VI8AxCogsgx7HcmOB3uJ7cWT1pya1BC0cnL7FRjy4xlL3UIrE8mIgyGggIXn5qp4UqfvlzmnvQ8L1Gb2RHlBEqxp/+dnEvvY8rdh0TSCkIKk5KbGItBCoe6mKRqRhinhjtIYclthdhUqcgaXX+BODs3aLkYXFUjcMeIs0WMTRDCQckIY1IsBSCpqxkq1AeWPxrPhoQ2xLcuEkGgfaqixoiapBNtZiU9BoCULoFq4Msqe6a30+n0GVfbqdgaVVOhLn2UFHTsNpKwjEbcoa7lgNe4GCdYCFZsizP6QXrp6X9ywa76OxlxNtE3a6S6TWFijC1Q0scRAR4hreIsuV6j0C0KLyZzY/qqQd+M0Esj+tqjmkmmQkFfS3xp8QYRZdoKJKW1xmDcFSk8jF2v8Ky7kIthFXKIywK+71/2Fch1/MIv/AL/8T/+R4IgAgRL6UMs8RDw51/Xfs6dOwcMQgXClKIfcKgZ8d1+SnTVInpFsTlzqYQxBni0/Sr+Lv0jhJD09AqrGYx5gkxJegWEC30qMyFrssOaWKRCna5ZodDNx712PdxPpMapMU5kooFjRim4Wc0UuRV0BrPzU9T5tk1V/uN999FsNjHGMOY02BR1qfoBcw9eoN1uU6/Xn/K1HWKIbzV83QTSWsvJU2cBqBiP3/viATZXLONhn8XiPArFtddeC8Bf/uVfbjwvTXtftp+LX+zXX389e/fup5ynKYjjmC1btnDu3Dl8EfCaxsu5cucUZqXcx56peQBOd2tAmW19w3iTZubjScOeGqyuvoT9NYW20LcZ5BAqj5pbqvGkgHHXwykkmxkhchTGWlbyHIXA2iqP6DWOp5/htSNvplMoFmKHfWyh5tZwtUshNIUsKFRKKjtoWxDIOgoX33o03NKPUUnoF5bAKJZYxld1Ehws2cawt7UGY/uDu/wCYy5WLCbCA/iEuLasLDrWwcUhtB5KSGoD30dXCLq6TrMYI/TrSCS+DaibCKUlB2qz5C3LlJ7GQRIIh7qjSIxlTNdp8ELqyqPqKMb8xyT0GAmaS8jjeswiDNTa7iyRO8k0u8nJSEV3w87HkQGurODgo3CRwi2rGECcnsWYnNTt0pNNujRo6REqRUBqKkRO6REZqNJ/UwyyxJNBmtCI43F9+EYeyj9Nkp/niUQ1QxI5xLMJz/O+aQgklIT3iQR4Xw/WK66/N/8H/Hx/J0kn4m033E/96tMwEmHOG9J+SGNilT3a4ZrFcR4UL2HWbKMpm2Sm9H7NtCA3CjWXMvOiCc7Zw1ijGZVTTIvdrPGljXUo9DYz6e1jn9lNgCJQkqNmlb7N6RUKO3DC0LacrzwXFxyWj/KclecBj/LZz36WkZER2qclOycWOb82Ti2o8sgjjzyuoDHEEEM8CQI5Pz9PnJZzcLvULA/1Olw35jHXq/FofxmN3chTfWwCw/rPnghljJTc+KIPw5DTp0+jlEtqE17xi6/Bv6AYz04xNb5KUSgCp2DUy8iNw3yWkJtycfCUZlOYs7/q4UhYy8BFsSRaHHAny9rUwDJmNpTMWI9EQ7col6FIOTgDs2yVVsiLFf6h2eQlIw20La1kfOuhkBRoqnaEVCQIISlEiouPaz02uxE1d2ByLgaEqxDEpk0rOXZJFU+bPsYWTzgEDrCWnkR7W0CUpuGOdXCtgy8UrpDsiOQgC9zSziRJ16FhGjhWEQiXMddDCqg1ArJOTiRcPKmIBqVbXwom3YCKU86MTvoGVxoKK2hlkqXEoik2fChLVWNQVktxcFS0QR4BejRpZ+dI8wWUrBJ6U7gixKVUpPqqTiwDjEmwWJJ8jrRYQggHKQJ8p8GEu4cVE1JNatQJqUqHQElCJag6g2lHASOuRNsqs/7VrDkNmvGjQMFQmT3E5QLf9+n3/+/KcH9syz7rhWSxz+mFGXZPBZDlrDy8h88dupKbrjxErdZhc5hzzdpBAkcyqSOamcaTCiEEgbJ0FmI2T1ZIijXGvT2Mm7Ii2KnezFp+moa7lTE7w1bGGAsUSsDpOCWWfTAwQUBqLCYvU7SmAkHDdTjf/iyTk/8KgDvuuIORkRFW7BLVahe31WBrpbTyeVIE0lowT7EFbYcjOUNcvvi6CeSRI0eoug7dvKDX/G6+EP8hX3gUXl19A/d1j/PY4eo8X//C/urK2C//cpdSYq3mrW99Kz/xzp/mb/7rf2Vi7iSul3Hywg4mqm3iwuX5Ex5/OZexlAQEStPwMqwV7KwW9ArJvJakFFztTSJFSTxyDef6hrNFh9PiCONsoWqrbHVqBFLgD8Q3M/o6znVv577+n9PgR/GF5AwrGGkIbbhxrBn9jWqbwkUOZjhL8QcbrVZtJXU9Qc/fSSs+snHnbG0B9isnFihZEq+Ci1UBF0WoHFwhaGbl3XqsLcbaMjtbdnGFhzCCni6FJUSSXqushPhS4AhBXxs8Kag4pTlvRZUjAeYxueG5tRhhcNQIvjOCJ6tIITHWYAbCoES3WXHOIyhbULkuM6u16dJPMzLVofBSCpuWc0vm0pmwcq6qwJBgbEZH1YmFT1+2WcEtiXnhEeUV6oQEUuFLwVqRc1qe5VTv0+yKXsF4dTu5TTjTu5WhMnuIywHfbBXIpwNxHPOrv/or/NzPvYvWaoPpHefZlvrYtRi9HKIczU+eOMEXDgocL+fF207SzPdytlcGQjhC4MtyDdUWWvN9ghGP3SPPxfYVo45LYWFrsYMZtYVJGxEoiSclNQfO9jUX5CKhqVC3FTJTRjVs9hw2hZbdtT6FiXhx9oP83YLhFZObuOOOO3jFK17BP9zyD4wdbHH3sX3sjZyhkGaIIb4Cvm4CefjwYWoyZHz7GHoto/ySlnyyW6qt8/xiZU2pAXF5Cl/gU1NTGJuSjoygHuogVUm0JsZWcZ2CLyw3uDocYSG2zIYZVS9FCbNRkQyU5DnVGjOhJTMDV0orSI3lOA+Q6z6oLThWESpJxYHIAVfAAbOXFe8YcXaeh8QDxLpJJznKTPUFQCkA0qKcm/SoENoKvvVwrYPjlNF8dXej0cuJbk4ie7QfE+u3ji//9zpCbzNVZxopFMVABS0R+EJRUZKFLGUpN6QUxDKhLzq05RKJblN3ZjByinkxR2AjrhvZyWqnx4JosVRIKjbAFw4T0iNUZWvfkZZ+Ub5fhREMdEi41mPU30VNjOPZEAeHXGT0ZZtYtlHCLdNnbIr+Mj9NYzOyYok1vfY1tcZCdwolXFwRAJDSJbYtDDkLGDxZIaSONJKWmGe1fwRrC1JiznVvpxEeZCy8mtX4Szw2N3tYiRzi2cA30wzk04Esy2g2m4yOjnJj5ft5/xfr/NTEGr6fopdD0uUGC3PT/M6uTdQmP4Nb69Ft1ZgJUnpFAAikKNdhJS3GCvJ+QdrNOTC1g/RMsrFWj+gIJcCT4KuyKwFw0i6zbE9zk3whgZKs5jmuKF07hIARL2U29NmVhVyIc24YbfBrd97JjTfeiLWWn/6jN/OmHctsc8PLwspniCEuRzypCqS1ki1btvB/Tv8xF82cLSBxnIu7/NVf/VXe//7/+ZTmaXq9HlNTU7iRywjnqGxawzm1A8ctGB1tcqDep5NHeMqircCVGlyInIJOoZgOSpX4bCXGkxqLYD4OGfUdRpo3M5el3KvvoOVMIpK9XFWNCJRl3NMcqHt0Wy/nbPUkfbNGLzsPlC3lyG9QNSNI6xOLmFyk+NZjlAo116HiCAJVRvJBSWHcQRKF/Rosd9bhyNI7rrAJqe0SyfGN/yvvzg1t0acrWyT0ON/9x43/73CUdrC3nFGUdVT9Bs6fmeO0eZBxtR1jR7AmJNEOiValvdFgPlRbSAdzhrkxdGWLMbsJ13qkIqFPh5QuvWKFXHcJ3fENM3Rt0id8z7+Wz8FkdAMjYobIVEsibhWFuFidNVgcXf4sFSmJqG1UM5fSslIwojYDEDtLxMU8T9JsYIghnhb4vk+WfWV/1281HD9+HK01f/LvPsGVlW3UXE2vVWNlrYF8YB9SGcbG1njp5nKWXboFjlMQOTmR4xMMvF8NAl8aciNQQtBf6LNjS4OV+UW8wQ1vwy3XWCUsSoIrLCe6ipqJmBXPYzZU9ApQlPtwBGwOSzJfdwvGPId9dcl1myr82qPw+7//+1xV2ct7l/6I79v6JkIzy+GnosQetrCH+BbGk6pAGjKuuOIKPvvZz2383BcBJ84dv2TbmZkZnmr7UClFvV6n1Wrx2x95AXtqljE/ZZ+X41Vi9o8vspRspa8lE0FJJJQwKGkIlMFawWSQsqXWwndyjBVU3QxtBfvqLu3M4xXJt/PXix3OqBPs0VejjSByNFOBZGscQbaTL5mzWBNTDXaxybmShm7g49AVMU2xwHL8MEn4HFy9i2nHxZPr7WuLBFZSiSsEyrpfcdbxy+GoBmnRJClWsTbHcxq4gxxtbS1zWcoJdYzl9NEnzJwG6GVnqXibiHUTL7IsNy+QFW20ysnJyISLtmX9s+5apCjpVmbKWaF+YUlsgYODwqGgYF4/Sju+aNIphIMQEkdWMDanMPGTumkI3Fmm2EFD1wiFgyfVYGa1/Ayt00AlBLm1ZMaQ0GOscg3t9AxZsUQt2IuDw+n4c4w7O4iLeUaC/bSSR77i6w4xxDMJz/PIsgxr7cZn+VsZ6xW7GxvjbK/kHO24fOrhq1hIPLYubOLlVz3I2PYLJXGsxlgrUI6m7mXsrPaQWHKjSLQi1orcCISWFKsxrfGYatlIIFCWQNoyrUYaIkezlrm0c5h0KmwKJZFT3hA3c1neCBcKNfCXDZRmKtAcbDQ5dv5G4B4AxoMY28u55flvYsZrcPz435PnOa7rPhuXc4ghLlt83QTy/jvvYiWL+eM//uNLfn5T8C/ZtGnT47Z/qu3CX/u1X+Nzn/schw8f5tfPvQeQvLnxDp5/haS6bYFNqw1eFSQcX5ohKRTGCvq5R+TkSCyjIwn7t55Ba0mvX+Hc6gTtzMORhrqXsnt8kcDL+M49ii/N7eRox3KuJ6h7LoE0XNmQbMqqXG9eSycvo7OmQ0HDtVRdTa8IaOdjfEHv5yyn+Hz8JxyV13KdfS4vnZbU3QJXWFIjaOeSWlz7quc8EV3LJDvJRUbLzrOWHKfQbQrdJs4uEPtN+s5OzvQ/hzbdr7ifndVXUbE1fOvjWMVUbZaZ/gFe4k4grUDb9YW0XGjbuRgoH6GVlxFhS6LJBfEIVmsKm5YxicXql72SwZEVImccgSRRVVJdx1qNEIokX3zczCOU6u2LtNBgbMGcPUpXTdEw41R02WIPRamoDAYqbCXK9noX2Km3MG4nWQ23EtPGoBnXk3jBy5nThwBoJUcYzkEO8WxhnXjkef5Pigm/VXDkyBFGR0c50fZ56XSH58+0cZTGWkE1jDe2c6oxSEu2XMcLUnwnp9er0isUnjL40jDqZXhK0848ZKvPprFJJurLuMKW4QJKI7FkRrGSeiwmim1RGUbQzWEpgdNxwil1kmV9nJfnrwUg0Q7jQUxuBTP1JoeaDf7TVbv4pYdO0JYrfFvlx/nx3RHXjjdRJyTHjx/nwIEDz9YlHWKIyxJfF4HsdDqsdDuX/Ezh8P/87M/w/t//zNN6YOtoNBrs27dv0AIqjaI/2PwD3nDorXzHlkWi0TZraw0aQZ/lfoSSBkca4sIlcDQzI2s4bg64hEHCZK3FhBX4blmNNEaSZB7aSEb9hM2Fw+GWz3ws2Vcv8JTBlYpESyJHUHMt++stIjdHSUM385nrVxj1Qtr5lfyD2cx9vT/noWqFF5lrkICShooyNDxJO21eEpf45Yj8HUyyk21MkhpNRBURSBZ7dw+2MGibsqJP/5PkESAjJiACBqKbyMOJLRVVmvRaW5IqJQT9ory6ibb0tWFNJ6zJJiucQ9scJVxCOYonqxTuBLnukusOIKl6s9TVDAFVpJUEskomR8lsn052ASk8hHQGKmsXY3OEUEjhoKSPHQiIXFXFk5UNEdL6XGhpKAypKSukZtDVsdaihMS3DjVTI5N9OnqRC8plLT9NRY0hEETeVrrZuSfz8RtiiKcMx3EQQvxfQyAPHTpEre/z1r199k7NEUV9pNRkmUecBMT9kN7iGEW/nHHWmcvS/BRrSUg7d+gVksBICmVIhMUbiAC9Tpcrr5zhaO4wH5etaW3LFLJx31AYQWFhxDFYy4ZX7ITrs6LH0G4ZbpFoRaYV01EH3aviOQU7qz02T2zmlzjBhTjFVcf5/odu5x9f9J3UvQkOHz48JJBDDPFl+LoI5COPPMJ4JPh3m17Gfzr6aQA0Bbt27WKu86vPyAFCqejbs2cPb3zjG/mrv/orQPC2R+/nE41r2XPgKGGQsLo0g680vpPjqYLIKBypmZxaxq/EFJlLCEhpqI50EMIilUYXDkXmkmcea/0qn5zzuM8c5ccqu1HC4gqLloK4kESOYXOYsK2xSuin5IVDmAZIYam7Hr3CYSVtcERv4zquLk2vhcUftFcarmSr2UwepFyI739CE1wpXEIbUnMVFStxihoZW1iWX8KYBDEQlsT58le9bpnto0WBtAJXKMKqC7EmUBJj10MXSwIZa0tqLB2ds0aXFTVParsoUarKA1knoIorfAyGXKW0zTyO8KmKcap2hNAESASFqJKKjK5o0aGMPBTCwXPqeDJCCIUjSmX5ekyjEgOl9cArshAFMVCgyY1LaB1QDg6lJZK2Fm1Lk/gcjRmQTW1S2sxTmJhEdBhTO2jmFxiKaYZ4tiCE2GhjR1H0bB/OM44vfOELBHaazfUWvp+inAIh7MYN60prhCT1qYQxjqPp9SqcXp7iQj9iLnZIdHnT2PAkNcfgSYkSFrOU441UON9XpReshlgbEi2JdekH3MwMkVOm13jSMhWAKwW93jhjuo7nSgojyY2gkwYcagVMhlMcnL7Apq2r/Mzua/jetx7hPX9wJe/v3MpdL/0uHBs9KSW2sBZhvrK7xteEYRLNEJcxvi4CefjwYfZPSP75S07xn45e/PkzvSj2+30mJib44R/+4QGBhGZ8mA8++jJ+JIxRSjMZdVDCUA1jKmGMkJaw0ieo9fBqfaxWmNzBr/apbF7CxD7dCxNYK/DCFNfPOLjjJK/rR1zV2ctKWg5w+26BKy3TYcZUEHPN1tMEg1nL5dUxCq0QWGpeRm4F++qal2ev5YRZYm8+zbgvqQ7aLZFj2B76hMleRoIJDief3DASX0cnOYoXvpBeoRFCUGBZ4iSuGiFH4qkRImeSVIal6tl0nrA9DLDcf4DYX6PjzDDKDH7kEndzjLVIIQYkEhJtyIyhZwq6IqEt1+ibNTxZ2cjvDtUoigHxQqPJ0QMClomYVPjIQepOJjL6osNc8sAlsY1SuPiqTiDr1BhHWQcHh6qp4KJwhMRgLzk+T0g8pcr50cH8mMXS15rUanI0sUhLEZEtK7KBrNPwN7GSn8R6NVTi4ImAK/zvpK9yjia3Uej20GR8iG8YXNd9jK3Zty5WVlY4duwYP7fnuUyPrmKMJM9djJYIYTFGstavMtdpEDo5VT+hn/mc71VZSh1yC0upHXQZBMYqfFmKZNKllOlGWIpiREkezxYdUpERpgGrahXXejTiWXbXDKNejissFp9N2mH96y41gkRLGmGfV2yydDOPJPNorYzyH166Sj0IuatRvlfbtp1j5u7xoRJ7iCGeAF83gdwmR6nvmgNKv8BJt8L3f/8P8ta3vvUZOUAoK5CVSoVXvvKVhGFIHKeA4FPtBfr3XcXrd8zRqPQwVjBSbyOkRTmacKRLZfMSGImOPaRbIP0MZ7qPXi04/dkb6Gc+47U201vm8EnYNbqMEoYPnKwQKIcRL8eThrqXMVNtMzLWxPFyluamafUjznZGSLWi5mZETkHDVcwEPn+3ehs3Bm9lzMtQohzyNsDmiqWiHPLuCEXwcppigdz2aaVnsVZT87egrEQMCJM7qNDlxRrGZqQ2w9gCR4V4Tg2TpxiemEBaW9BNTtATZ3AmbwCg6OX4SqzX4rBAbiyFtRstY4nEET4eIX0Sct0Dl43WMkBiWxibY2xOTGnYlsoYiyYjplssXkIeAbJiCUeFpSLcljGSvvUYVwFqcL6ZMeTW4gqBGKgmHSGQA/JorKVbGHIMGcUGeWzZebQt8FSVuphiWk8y4kwAoLz9HEo/ykPpRxn1L21DDauRQ3wj4Lru/xVK7LvvLkdtXrGzIKzEZbu6V8GYkkBmhYOShjyXHF8bpeZocitYTFziQjAfWxazFF8oatrFlQxa0wI7l3GFr1h1IOnkdG3GpIw4Q8KDxa0k8Rz1cD9j3iy7q11Cp6Cd+TRcw1KimAktiS57Ht1c0owrbBpZAyDwMhZXxxjfvEDn9Cw7a+XNaH3LAgeiazj80EPP1iUdYojLFl8XgTxy5Ajb5QSN6TZ/+AOKV97o8vz/8Mx/8cZxTBiGG39fb0Ue6n2IX9j7z9FWoo2k0IpCO/hOilQar9ZHVRNwLHZRIhtdVD1DzI6hT1kmx1f4nc89n62VnO9yc1y3wHMKJsI+U0EdsGRa4UrDVKXL9Ngq4UgXnSvW2jUeWRvnf57NuXEkYH9dsKnSp+bmHOkaHBlueChKYVGDNjaARKGkx9VilsiZAaCZ38RKAgtZRlP0MbokdLFI6WRzG8k11hYYm5Lr0rjc2Awh5CXKbiHW7YLMxnOkH6MLQ5EZ/IHFkLEQ61KlKIVAWIFGk9Cjr1fo2gXSfBVtujQzj9TpIoVE24JetkChW1ib0xOCpgiQwrkkkvHLIWWFqjPNmJ2lYWooJJF0UKL0fcsHlhWeLBXr6zGQUB6rtQMjeGtIbUFPxvRFh45dIS6aRM4kgagSmSoSQcNUCYSD60pq8vt4KL2d+eQLlOk0PhPhtfT1Mr301NP0SR1iiCeG53n/V1Qg77rrLirS5zm7O7QXJ0gzj7VujaxwyI1CCos2kkAVVJThWMcvwwoM9ApYzjOW5BqRrVDNy6haNbAV68WapJOxMrHCQq9F3TRoGnCEw7R/Jdrfx4ucK7lpqslEpSSAkZvRzl1mQknD1fSlpFdItIXRsMf2nadJehVWV0eRwpL1QlqrjY3zUWHGnqjORw7f8SRU9E9DEo0Z2vgMcfni6yKQD939Bfaog9j4JG/7rgprt24hVCf5f//ff/9MHR/GGLIsw/d9tNaDCmTM+kzbbz7i8urJEWbCEY60A17YabB/ao4wSKhvWkJE5S+wavSQNY2YbqAnN+FOH2KsP8/zHmnzf87WeFG7zszkEp6bsxxXmPThVFdQdxV7633qYZ/Z/SdRXg6diGYccazjc2f8XvaGb0cCFTdDCcPeaJwzyZUbprYCi6S083GFJXQME4Fm0k9ItMOZXkAvF3QKzWl5jpadR4hycLyTXXhcJa9sWZdVR88ZJ3AaSHHRYqIiR9HkdIsluulxrDW4viaJM1JjqYsydYbBVcyNJB0sVEYYYtOim5y45DXj7Dxxdh4hHMBcShCtxdo+X22pNKZPbmOMMBgsipIsRo4sCaQpq6FSlHOZSpa3CoUpBTTaWlaLlFXZZlXO0c4vkBaraFPGxNXdTVRsnVQkzMkuFo1nQ8b0CHU5yk3h93FH8Uk66XGsTVju38tIeLAU+QwrkUM8g3Ach6J4avnS3wz4zGc+wxXVMcLxDkIIzs7PcK4zQqJLW56qUxA6BXHhkBnBaga9wrKa52VlkASLIaegr8sVJVRy4Etr6TZTttW2EJgaC2KNRXmeVnEeaV1eX3k5N0/32Fxfw3NzrBXkhUOgNDWnVHb3ComSsC3K8d0cv95DFw5hkJQBE3GAlIZ0Pb1LGnZUQvppyvnz59myZcuzd3GHGOIyw9dMIPM85+SFC9wfvpxiuYYqeqwuTKA5/owqC9cTHHzfR0rJ3NwcV111Fc9//vP50Ic+zJ3xn3LnGRirXENFjnKotZfX9HbT04q3SMP2mVXUqEGNGqhFFFv3YB0Pd8rD761xzeazLKV7WenVGBtpoaRhIuxzcMTh71odxvrT7K2D5+YleQTOH9tOK/UxwGuiH2N7ZNkzskbgZrhSs7liuT7bw0SpE0FbSSf3yIwkMRJrQQlLXzu0M5fFRP7/2fvvcO3Surwb/1xtlbvt9vQy80wfhqF3pChBkogGo0bUKL8YNSoEY0sixl+ib9Qkbzj0DRaiGCM/DUaJEvHFoCBNxQYCA0N5pjwzT2+73mW1q/z+uNa6936GQZ4RZhjG/T2Ofey977rustY6r/N7fs+TsQ1MvGUqN6jclFT1MaLHINmPUQNqt4Xz0QJjW7snyc0KPbmEQhNhmSdjgKOhUTNmoocLE7IMJtMJ9/pL9Ox+9maBvg5kKraOfYjbZrE0vniQTyLW39QU3ugVrs2ezQ3hMMtGoyVsNZ5MSUwbWVaFQBMCzgdSKZBE2x6ILKmREms9m+IyF2Z/9Wnaz7E9T6J7pOT0/SCmAqFY1hlDHZmMW8Lz+ACngYZAw2b5SfrJdUyqex7w3n7xVQTBD85YGLVC47rJ/20W5Yv1tX6x1d8GDeTW1hbvfOc7+ffPiHZus40R5ycjTk97VD4Otky1oqcMHphYxcE8cGIiuCDWGfo+A5ExCHEYrwmeygvAUzrPpTBlc3PG5sL9HM72sWj3kcr9JOkTGBl4wmLBof4Yo2MnyQeBdYr9vek8mawJglw6MuW4b30Pj88r8oW2Xb20ia0NxjQcHm4AcPoDjydXimGyxCc/+cldALlbu7WjrhpA3nPPPSgheOf0f7Bx4nZMWnP60j42a8vS0tLDtoFlWc7BI8DCwgI/+qM/yrd/+7ezM+d4bfYR1oDTvId33iO4bvASjt59C/uuO01Pn0MOIYxGuN4CSEXYswdx6iKHb7ifL6kTZlVEe0lSR7YxSO6c/hYr/p/yogOBNKmRxhKcoqhSZk6zlHi+ZK/gYF4wymekpqG2mgNZTTFIuWEYAY4LgtpLKi9ovOBYv8AFwcUy5b6pYquGjaZhkym1n5GqPj2xRMYAxX6ctlS6wFIxdZfxxAxqgWIkD9AL0VvSCYvHo4MmCIdAIWWK8xPyPGc6G3Pn9Lf4lFrkefXX8pUHJaDIlMBIMX+McXkXn89K9F72ZbdxyO1nX67Zk8Y4MSkieFSteXkToibTh5jNPY9XFKClIJWBxaTPnuJx9Hoj7q/+4goD9Wl1Eh8sC+YIA4asyJy+VvS1oKficx61Qy4NvoxTs/fj/YQQaibV8fa7FOuLBUSGELj77rt55zvfyStf+SogIJCEB+GCG3ex/UuS6D00bvNzSojarYdWfxsYyN///d8H4GueXpMc3mLjA7dzatpnaiVrdTy+bNSavg4c7tVoEYflhgYO1ctMqFlQhkTG41HjA6UPND6w7ktW1SXchuPoyo14tcXQCEYm0NOBTHqUCGSmRogQXTba7TLSMzQNjZf0lGc5aci1RRAoLi2R711nkEWiYv3kQUIQ3HLzPXzvoX/B4xduY09WsCgX+cQnPsGLX/ziq39Dwuehhb2bRLNbj+K6agB5/Phxrsl7XHDX8p4PP4WDgy3uXF1i5jzf//0/yPd93/c9LBvYAcid9YpXvIL/8B/+A1VVcfr0GT6ddZGcmPw+v3fmlez5o+fyjM2PsvLMTyHKgpD0EPUMP1xCLp4hP7DGwY3zFLMeVZnGqWoRSHXDgcGz+WDzLibNC+IkYaNxtWFaZWgRONorGZiaUVqRpxVaOTZnfYamYV+mSKSf21e4EMXbmfIMk5pxneCJpt0z59mgYEOuscxRlt0yA5HSkwpE1P25EKiCo+Q6KlFTyBif2FAxFRt4fGQdwwwfPJXdYlafnoOEQX+JppLcOHgpe9wKqVDMnKSvHEnuAc1Go2i4+sxeISRGraBV/hnNwgEaF6e6J6KkdCmlE5wvt9tTPR0HsqIuM5qZ+9amQwpIdUydSKXnYC4YGcmR5ihnxWE+nN7NhepOyuYcIVjK+jyZWqQSFZeCYFInLPsUZyQ+xBb5IXeY0HsWF6qP09gNfCgQQGr2UjaX2tf26G1p33HHHbzxjW/kp37qp4A43HRjvofrekP2J0P2mBGJ1IQAjVdUXtF4zflC8u7N91K5LYxaJNGjR/XrfCyV1voxn4f91re+lQPJCjfeNCVYwep4xKmZoXQwszGrWhCH4rQI7EkbSi/pKcVSYjgzM9Q+sDcTlA76WlA6wVbjUUieqW/ETBtuWt7PZrZJ0x72E+nJtSNRjnGVk5qGRMfjXmoaUt0CRqcYGEflJYfSktopXKOxswwhAiptcFZh0obRNef4hpvu5Ukv+lOO/8lTOXDPAsePH//Cvbm7tVuPwrpqALm+vk4uevwd82V800f/K9+4+Eqesvd+AN7xjt9/2DawqiqyLLviMmMMb33rW/kv/+W/8Iu/+IvtpaL96bK54c2bP8eb/0rwQxdfyQ8tjOmn5whJD7zFDZZQCzmqmmLSmqrIo69jVtJYzfH1FZ4jD+ITKF2FdQpXG5pJzriMAz178hmjtCRPKrK0QoiAUVHjs5g0qBY8Nj6ClziNHeZRiz3lybWi5ySpNYz8EisMWTSGTAlSyZxLioBKUXvDzKXMfMZpdZotd57CrlG3xuQPxipdN3gJT198PsOqz5f3rgVgowaJo99OQRqhqb3jkr/7qj+bEDxSaDK1iBT603ST27ezlG6DSlfIVts4tpYqOJZDSqYktYdxA5fqmi0KBmQYJMtJjIXcKARKKPotmDzYCyylgmuamzmvbuKj9izn/XFcsBwUN3EwLJFJRa4kRgp8gI/WlyJDKzQ1BQKJ0Ytk+hiz+jRlc679DqkHfR1fyLp8Ofp+Pv/5z+fP//zP2bt3Lyv6Jm40t/Bd1494yqFLGGMJXsz99oQIWCdorGSryDi1tcgt/a/lF8/9DmN7vtXW7ib0PBKltX5Mt7CttbztbW/jpXv3o/bej7skObW1SKYCl0oxDwBwASYW7p+mZCpgvcADh/KGm0fRdkeKgA+Cj6z3MRIO5JIDTY+lJKCnFcNjiwTjKFs/R+tFvB8B17atfYj7gRABLR2jpMRVOan0jExNbmr6SWBrfYGkX1BPc0SbwW3SmuSmKc+45V34dcfKnjVuHXrW19e/sG/ybu3Wo6yuGkBubW1hSHnxgYanLX8nI1Nz1p0H4FnPetbDtoFVVX0aAwlw22238Qu/8Au8/vWv5/777+e6666bX3fixAle85rX8Bu/8RsA/MfTP88//uSXcuvfd4hyi5D0YxLL8jLh9Hmy5S3KaY9+Lw5jhCBQInCsL7EhsmJLixvUmwOqWcbUGpQI9E1NZmoWh2OMiZobKQK5bvAhtk4CgktFjguCTHn25zMar3BekkjP3tSTSomnx7lK0teaVMYEBdHhYSITNzSC2kfNYrABR8O0ufigqTZCSBbz21iR13IzR1gaJiTWcuOwQbX53Lm2LKetxlR6cp1x6fIzOJEbZvU5BslhtEwp3Ra1HWP9lMzsQcucvlphMexnf1hmj0kiW5DB6WpGLjRGSC6ECSe4AxcaRuoAuc/i6yKagadCYaQgBNhoAvc1W1yUZ2moeJy/jb2pYSWF5cRztpDM2uSJECIglAL6OsR2d5NjQ0VtxyyKIVYEZt5hpMA5uMeuccJ/kIHexyL7Kd1mCxhp2+CB2Ej3gKWTR3y+GTqxY9jpah7zT/7kT3jta1/LH/7hH/Krv/qr3HHHR/nWA3+Przy4yOHbxiwMxiTJGto0SOUJvk1XKjJmRc6sSplWGZMmpQmCY/2EHzj61fyX029BhD5r/vwV27XLRD48ZYx5TLew/+RP/oT19XVe8aVDsJ7m0hInpz0uFnH/NhJSCU0LIi9XUc6z1XhGRrJRGx634OmnFUrE4+btizOmVjO1as5G1ls1y4sJLghcO70Nko1GkyqH9YpplZElNUrGhXo/K5EiMGlStPTk2pIoi1YOqWKXyFlFVeQ4J3FWgdEw6MPqOkJ4Dg5qPr619dnehisr8HloYe8aie/Wo7euGkCOx2N62vDca05gtGVhaZNf+kgEXIPB4GHbwLqu/9ohHSnlFeAR4LrrruN//s//yb/4F/+C5z73uYDn377/cfza0z9GZv+c4kkvAp3i+yPkwlkyv0pyaQnbGKbTHs7H5IMjvXgylSKwsbmAkIGPn7ieaWPom4ZeElvXaVrF1avVCBHITU2iLErGnd96QRPy7dfkZDwABsHQRGufiZWcq6KuDbbdG7rfnRZQiQhoSx9Zss8Uibi//0yOuZt5znDASuo4vBDIfMXScEIi43O6IBim8eCqRNzWY2qJSbiOs2pCIgd4Gmo7prGX2dt/Onu5hjxk5C6hJw37Ms3+DAbGs1pJhqZHrqCnAxv1IoeL52G9J5cKJAw1rNcw1BojY1t/o/Hcb7e4o/o9bsq+jJvlfq5fkOzJHJLIpO3NYms7V6Gd2BZsNYLVCjYbz0G5wJq8nlP1H6OQnJJnuHf6B2i1hBLJHCz61LJXH2WfupH+YA+Xyk/uYOK6H9f+bGtsrwZghRD4+Mc/zvHjx6/4WVtbo2ka7rrrrvlz9NJr24n2B2eNL168yGte8xp++Zd/mSc84Qn85E/+JAD/9w3fym2D8ywP1si6717HdFeGuk6YFTnjImd1NqB0mtopApApx8jU7M0EL6ueyq+c/8MrXuNuPXyllMK5zzGV5FFc//2//3cyMeB5z1yFPGHz1AGObylmNg7qaQlaRjxlWlnOzMP5puBM47k5H1JYhUvi4rnxcREvRFT0Wt+ymLMG1dPzoZzax+MCxCzsgdneP5X0KO1I2/0jKRxahGj7FiR9U6Kko57leKdoGo3SDpPW4BzhzBrF/fuZbA1Z7k8Yj8ef4dXv1m797ayHxEAuaMGRY6cw/YLeTefITw0RyIfojfXQqq5rhsPh3+i+z3nOc/j1X/91vvEbv5G3jH+eO/7oK7h57VMMFz9Ms/96QpIhcgObjt7edYQMXFpb4uTGMqVTZCoKs30QbM16ZC1bty+fcd2+8+R5SZoXSOXxTjIZRyCtpaPfAjPrFNDHtlOAtVdYL1tG0pEpSGSgryVH+wlbtWRs48o6tOl7LkQrG2SbBh7g/nCZrZY96kqKhJXeE3h8eDK3D1KO9CyHe2N62qIHDhEcw3yKlg4lPbXTaOmQIrCUx9f6uIUMuXWMWbLFVnMWISRPTF7CwXzIciLJ2sEWiLqmnoal1HEoL7lh6FmvUhLpGZoaj6CwmnGjqb3nfKmoXTyB9LQgkZFFPDOpCcLztcNv4rpBYE9q0dJiRGizcRU95VlJG0amZqtJWKsNG7XidBk/k6EyVGGC9yXrcsyaP00IHmvXaHZoZGfVSc7pZa53T+BmdYgquZWZabigLnGy/Asat9rq1jsQKdkGlg8+YLOxscEb3/hGvvd7v/cB30DBQB8moYcQiv3qVib+PNOwwaw6AcQs+SPJDSyKY1Qq47K/h43qOBBIRMrLVl7IP7A3sPRrH4TXHOW5R+8j8WX8zgVJUebztvW0zLBOMatTZk1C0XrvdSGOqk1EUtLzkr0HeevlIT2xj2flf58/8R/m/OTP/tr9aWNjg8uXL3PjjTf+tbfbrU8vpdRjloE8d+4cb3rTm/iOa28mOXA3OMWlC3vxAQZakChIJAxNoKfiQrXxIoI4YSiCbdvbIh4b24V3IF7WtBnXUoCdNei+QQrQMuCsoPaR4UxkbGEDlHWCkh7ZMoBGWxbzKVv1NhkhRMBaTTXL2NocUTWGfXsvY/KKMLFsffha7vnETfHG9ZCth8pA7tZuPcbrITGQi6kg27OB7lXIAz1sOnvQic/PZ9V1jTHms9/wM9Q3fMM38Lu/+7u86U1v4vl/8md82Qf+Eb+z/zfRf9cggofEIKTFFSnlNOee1b28+8IIJeBAFuMHp1bS31qaC7J7SUWS1PO2oXeSukyZlRmuBYpJm/8qRGTMhOiymiU2CBLp6ZuY222kR0vHepmz1Z74T80Sah+HbAAGBnrK4xGUiaAc72Xkn83ZwVGKsMml2YcYZNdxJNzEtXnKwTyCukQ6KqewImW85bnz/EGeuucSw6ygl8TBH9Nuay+teHydsifNuKV6Elo8iZFxrKQ1o2SL0sXWuwtRtzS1GgmMTMP+/iTqimYx1jI3DUp4CmtQRY/12lA7xYUyoARMnSeEwL5MMxEl16hFnrYctaOJ9Gw0hnNFwqUqnhAOZIK+tvRNw1aTMG4kAbg2T0lkFOhPt24nHQww3qBFSi+9Bi1zJtX9Vwz4rM7uYLl/lJ5PyIViWWWk7iBp+gIuch+rs4/iQ0XkSTxCGPrmENP6IoEGIQzWlrz73e/mjW98I7/9278dmXK1xBPM87i1v5/DWcb+zLE3q+ibhlRZZPsdOFdOOTGbYr3h7ukGHxzfx51lzJaXCK7PDnN7/wZefmSFW1ZmZMl9yJ7gONDrFVA6msZQW92a5ytsK4vonkOJQNKerF2IKSBKeIz07VABfPPBp/K6U+/lxt4Hud0/ifNsA0hrLVJKqqribW97G29605t4y1veAmyz5Lt19aW1fswykD/3cz9HmqZ85xMyWOgTLk244+xRrh/EYyeAkhE87knjcq7yko0m4WCWcLHaNgtvvASrSaRDiTg4lylPCNHSSxY1qhclRBAXoYWDofb0W+se0ZqVhxDlHFJ6srSisZpEeVwQFE1C1tS4yYCBl1zYWEIrx5G8QhpLc2bE2XuvYe/KKhcu7+Hs5kHW5Mcf4jsT4HPOwt7d13br0VsPCUCOElBJg0hrkAn3X/ybA7urraZpPmefyZ/92Z/lrW99K5PJGl99xPPx9z2DJ9/w3qhzSQzySE62sc6Ze65lOS84mA9JZWS8xo2mCYKNOqFsEvppSS+taKxB1O2EtdWUVcqsjlPcSnqq9gTfuPgWr6QV08bQhDZjW1kGSUWioh5H7GitFFZzegprjeVSmDAIGQfTjKw11B03nkQKbu31ebq5mcLBqnoaZ5opR/SAA3lgZCxKeKyXeARBG+5am/KfTvwCP8F3ct1gyp58yjAr8EGQaIt1iiPDTZbaCUUlI+AQIlDZ9qui4gFRCc9yKlDCk2pLpiMYHqUlRZMwaxKsF2zWKWeLlIulpHQwdY5MSs75TQYhZyXExz2QS4x0TK1mwwvOl5pPbFo+wAf58uRZ7MsEU6uZWc3ZIuVyJdiTBm4cNpROslpp9iYJVXWEXGj6/okUqsbhOJXnlG3meKZGZGKBvu/jQ6DBg4cmOLzwJKJHP722tTJSCDSpGjKpT2JIydQBxu4sWsftFsLw/OHTedG+m3jykmPfYIs8PUmSNGhl0dqhtEVph2hlArc7hW00dZ1QViPK+umc2BTcPVvjiQuLXLNg6fdmaH12rtHy7SKqsQZbGso6obLxOwbgERjpWmnEduRkV6G9vLteCc+X7z3MyfLJ/O9Lf8q3HHS8WL4MrRZxfgx/zcIwJh2p9nF3NZNXU4/VFvZsNuP1r389T5I3cMtz74LC0pwbstYyfUupa31v4WBeMkpix2CzTllKolY6U5q07WpU7QI8VY6+jguvXJm4eA0C0QSEkgz6ICpLr41lPdgryJQlUY5UN0gRKOsEKT29tnOklaNvaqZNwqSOuvoQBJMyj+1u4eP5TTlcmfIn993A33ncnZzdXGKrrtgsNx/ZN3e3dutRXg+phX04kbgyBRmgrrmv3I4VfLjqs2kgr6aWlpZ46lOfyvve9z5edfwNcFwyfuZefJXQf/IFGPZIbphxzebdLJzd5O7NRf7gnGHsBJfEKi9b3segtYUY5AVpVlHMckqXUcxyaqupG8NG0QMg1w1CBCZVxladUjnFWpVwemY4mFv2ZVWbthKZR60ceVrRz0oWshmj2YBTs700E8Un3Dku4pH1jVd4pJU+sFcLVlKPkYGDueSaZsii8RzuVezLZ+S6QSuHlo6tvuPWzPHqA6/kfRctZ2YjHr+QcmQwpt96p03qlEmdMLURrBjp53rJqTUIEehrS6qiZUbHdnVTv1J6lgdjNmd91orYto+DRdBTsJIG7plZJt7zCftenmteSuUCJ8XHub56Dp/cMtw1qflL/565F+UNg78HxJb+ZqNZrxX3jqFwjlwprI8em2dmcKIac4d9J4NkP8vyKI6GigIRFAv6MAk5hpQ0ZCwxYNEYmhCofbRg1+iY4NO2lwH29J/Ejf529uSWu+oPsenX0WEve80+bu89jq86MOCmlcss9M9gTINq4yrnwyxViqwNsgXiSm0DM6UduSgxxvK4RPM4+khRkyQ1qmVdnJU0jaYifrcuri9RTCRluzCRIpCq7aGAOGAkCFKQYAE9l0Ps/LyU8vSSiu8+diMFq/zqub8A/mK+bc8c3sJ1+QqXa9gsjnBSn+Li9C+QMsP7KZnZT9lc+KLxzPxC12MVQL7hDW9gY2ODH3zGE9E33EcYrXD5rfs5VxiUgISAbqebl7KCvonDLS5IFhNDT0kWk3j80DJQO4lp2fJcx++VkZ7ERVsqRUlwnv5QoXyJD4JMWVay2Xybuilua818GjtNK5KkYZjGkISNKuP8dEDlFBerhGftvYiTEt8oQhCEJkbYLqys87o/uJ2RgVk5fYTf3d3arUd3PSQGcqAVtkyQxmJPNCjjeclLvvzh3D6apvmcWthd/ft//+/5zu/8Tg4fPsw73/lO7vu6ZzOd9rl+OCV5sifs30fv1nOk+9b5Sqt43NJR/vf9h3B+P7eOJhzojzmwvBoHFnw84DVWM6tSyiZh2iSsljmJcmjpqUs9B2ICqL2kmWc5x4Oe9YrQCBqnMdqSZ9EOyGjLlyvLhdmAx23dyq+t3UMVLIlMODYQrKSWExONElC4aLC9kjYsGsEoadiXzxgkFf20JDUNWVpR9x3X9C5z7LrTfPTyPk5O4Y6NlNpLlpKYs31ylnNuJlmrI2OwYGAhCSwmDusFSkBI46R55dJ4QJch5tom8STR+WgKQhzgaBmFvo5yACkEf+XfR6JH9GTU5+3lOk7WE+5pGu7jY1cYmT9FXUdPw8QKaq+5WMKWtRghuFxC7Q2XysA7mz9kXBwnEPDBIlJF5SeUzRqNW0fJAaleZGgO0BeLXAKKpkcuDEZIXBwXQmHop9eQqyUWxAFu5ghHh4p9WeD5+nkkyiOBoWno6YYDgzW0ckzLjGYyoLKGokkYt1KE0qlocKwcuW7ItCVTlrRt8SvpW1mARLRazW56NASB85KiSZiIPhI4vr6CLSMQiRpaF0+WXmL9tv1Q18LbWb4Fl91JVUlPZhz/7tYn8iNP20NDgxWWxb7jxn0OlZ+iXBtx+ULKpY0D3LP+rZyZJfzU6V9H+Bn99FZWq0/sgsirqMeikfjW1hY//uM/zrMGN/OSl9wJ1iHOXeTkmadwqYzHi9ooMhVYSS25jhKgjgHfm0ZZSeMVdSeNCSLKLFomEeL3NiDmYNFVDXsWHZQlqh1aTHWDahdpqWmYVSlVbQidrY+XaGUZ9ma4IJk2CWdnOZcrzW9s3MNKcpQn7j2PShp8lWBrw/kyZboxZEEZnrYMbz1R4ZxDqUefzddu7dYXoq4aQF68/ywLSwI7y5DGcvzPn0RavZ/f+YM/eDi3D2vt5wVAvuAFL+Dbv/3b+ZEf+RHquuZ37ngKNwy3WLx7nQM3fAJ6fcT+EXowY9/kPpK8wnnJRpUxSitG+QxjbLR5cCoeoBrDRtljq07ZqhPGVrFoLJlyMV/aKUZJjWyHF0ZGMtTxpD+zmoBAtCt03baG86xiNJjQy0tG0xkrWcFWcyNnZ4H1pmFQJrigyVTUR8YDtWRkLJn2LCY1o7QkM/Vc36iUI2iFoaawmpFp0NLwkfGUxg84kEcw+q5LBX9S/Mr8Pbu1/zKeYQ+jhWJs28SfOieVGX3tWUlrMuVIpCMz9Tw+TEuHkZ7Sqfk0Zd94ai/Zn6TMNk/zpPxrWEoUpQss+CGX1Spr/hQAUva4tvc8bhfXc8MwTqIXDraa2L4HEEJQes/a1HM/F6jsBoPsRrSMrSkXGkLwJDoOYAU8tRvj9AoIsFgq0WCCagMgA73QR6HJdJ9eGDJwPTIT9VlKBFSbbpHIbW3hxekIH6Bysb2+1WjWasWFQnCqqLlTfpxLxcfIzB5uF8/jSLLAwVywmAQy5clkZJC7ARfTJmoo4ecn1q1GM1UJTwLOFIbUivZ+vh0y2PYZFa2PnhABWgAZQtxW77cBpRSBhNhi1yqwIBcxuiHvF2T9GSqdoXsluQjsMy4uQqym8Us8q/cSPlm/n/urj9H5Zu6CyL++uiQt7/387y/2+s//+T8zmUz4j8+7nvRxpwGo7l7kPaePAnCxjBrIBSM40nNRO64tVWNI2i5GphtqpxnXCdZLaq/m+sfOxcJINw9jSHVDWdf0Rg69OYsSGtMgpY/HWW2RKkqIXJDzxZm1GmMajLH0koqszGMyjQ4oDLWXmLbLJNMaDYwbyfrGIh8Id/IV6WGgnQVYXLy6NygExOdo4yN2NZC79SiuqwaQG2vrJIuHaCrPiQ8+gbsu7+PPzjQ8nC1s7z3e+8/biu8Zz3gGZVly1113cfc4AUbsOX2YpeNnSWYXCNfuQUhJcs06y3nFLVXCdNoneEGvNyPJKuoyZXM8pKhTpnXKxaLHepVwYqJJVLSb6FilAOyRDkGgrx0jY1lKK3LdMGkS6tbwVkmPKqJ9kHXqCs3OYj7l8QsFB7KEU7OES2XAI8hUbOu2CYSY1t8s103M5G4Pht7L+CM1ro7JDEtZwbVO8V0jgZFbCAGXy4y/vz/l+fa7uVwJKge3jByPW1xnq074o4t9fnPydo6qJ3Gz3M/hngIS9mUVpj3QV43BeUnZJNRezS9PlCeVnnsmGVPreHr2ch6fD9mXx1bTATfAhQG1vxYjQI9eQKZgwcQTSekiw1ZB9HUMAus9ZQhMQo2RCdemz2Tgh+QhwRNweBBgUEgjqLA0osF4g0FhhCIViqFRJFLQ+AQbAqXzTNwIgSARkkBg3AhAMtWyBXoxUagzPbYhmhmXTjJzgnEDYxuog2fIChOzn6K5xIfk7/MhC3vdrQzCIvv8CntMOo9t7GIdY5wjTG3MC59Yh8gtTwJOTQUDL+lrSRMEPaXo67hoSZVD0SUXRa1j7SQzp+ffx6Y9EXeMDmwzk1IENrZGceggia105xRNY9ic9hnXGQE4lu/npQdeyvfc9YuA56b0RdxVvWvXS/KvqccagDx37hw//uM/yd9ZfBLPffmHoTfCnxwzPrOPkXEMjeIT04JFnwIaKQJbZY/l/jh6MybVPPHLWE2iLJM6RblwBXjU0iFMmLtGWK+gtkxCn0PtY3S3ldIjlUcKzyAvsE5RWYOWLg6YeYUUHik9Hqhaa6AfO7ZE32yhlUPIgEri9/fLj5xlc9bn7PS9aPFNwEMEkLu1W4/xumoAOatKhO0z2YTfvvsGnnngLi6UFW9+85sfto3rWj7dwMLnWrfddhsAt9/+RKTs8Y/Kf8rh3jL7Pn4DK5OzDBYuQ5Yg9g4w2YzljbMMp3nbtnf4RuGsJgRBbTWFNaxWCRdLzamZI1dxuCBX8USatToz5yWNl6TKMWgnn4tWUxjjDR1CBGqnCWVMxOkYSSk9S2mFD4LVKrZ8o08a1D5a6hQ2Dph0gK07oJZ1QlGlZI3BSwPWszLcopdULGYz9ixuzrV665MBjYu2L2tFzkadcu1wi2N7L9BYzSjZz81bL2a9VpQuTj96IFOWPYOt+eBQNw3sg2BgGoz0c9PvsxdzZt7xxMGQm4eWlbRuJ9D9XJ/nvMDTMWcR7MysJlOavpVkSlA6RdHKyQ5gMDImVuzM1fa0YCyAbW2QmlbM3/10vpoQgZVvQVfj9RzEdQDdtdGKqYwxbPPvaJtz7lqiIZGBBROzvPdlGY8PR6n8UWoPU+u53FSc5RyfnP4OnwQooqm6UkN8sIRQX+ELKUXCKLuBQzJa51yqaworKbTAekVfx4z1nlJzCxOI06yNlxROUro4SCWJSUiZ8tROkaloKaVl/Ny0dORJZJJDEFRVSmN11Pi2lk8D09BTGStpSbd4vNB8AOZmQbv1YLUTQD4W6sd+7MdYXl7kZ7+8QfSjRv3in93Gx+++kcWkZm+qSIWmCp6eZj6MJ0VAtsc7iPY6SnqU9fMJaknUhwvi7bXZbmUD2MpCEj13u+MkdNKP+NhJUjPICyji5Y3d1gzXjWGzyliv41DivjRBd569ZUISBNJYhlnB6Y1lQrCMEkum010rn93arR111chsWpdU1SJrm4G9qeVD61GM/LSnPe1h27gOQH6+GMg9e/awb98+Ll68hPclJ6sp94wHjE4foa4N1y5MMIe3EAcXYWFAduwSyTilXh3hG01Zx3boNtCQSMC0IvHaB9YqwVKiGGg3t0zpSkm/Y+K6E4579vbH84NlZ0GxUUQ7nERZ9vbHMUnBKpTUrFXbIKjzZCxdtAdS0mO0nTOQdWPiQVZJ+mbKnv2XsI1hsjWIgx06DnakaUVVpWzNehjpODza5NCeSyztW6WpEpKk4dCoH1NN6jSm6QRBv319nYVMp61bzqfzKLHKGqZNwqFe4PGLkr3pjIP9CaNsRqLtFSeBzpZm3npyiqJJokSgSRg121/ZyAaGbRBKPEF0MCYQAd5O66Gdt+mANmwPAvkWtDZB4LxogWQ7JDS3yNn2VNxZ3X0hAtguMSfqXwVTK9hX5+wtr2PQezkX5P1cLj5JZxXUM3vI1VJ8H0KF9RUBhwuWdX8WgHvkSVbqfSy5DBsUTRBUXjNVgbVat8wj1E5Q+Qh6ax9fd6KikfvAbLe+lQzkosF5iZYO6xRlnczZ8EmdsVWlbNYpG3W0TzmYW4SAF/W+g0/aD3Cu/iCCjMAu8/iZqgOQj4VBmjvuuIM3/MIv8uobbuGmbzxPSEaEu1f5+N038tHVPRzICw73Sr7yYMJmo6l9J/8ISOnRytFYTdUYDBFEylbz2w3AAFivolZYekx7jOgYyEan8TvbglElPXqHdZrWlszLOXCEuD/a9th6ZpazVsFq7ejrlI1Gs6c35RoZaLb6JAsTjLacmfXJzEHOzHpkOntoZuK7STS79RivqwKQ3nsqWxF8TlE7XnjtCf7R++8B4NixYw/bxllr0Vp/Xo3Kb7vtNl74wr28+c1v4U+LN9I//+0MdfQAG917hP3XfQLqBrIUuSdB5BXGTXDTDLe6SF0n0aLHKc7N8jnQ8IDzntU6sL+JxtdCBJIWyDUtgwPxILheRa1erhyjfDb39JMi4GB+0nZBcKg/wXrBoV5BXyfMbEYqY4tTCUhV2F7Rt1Pdvd4MYxqs02hlCVqSqRm9lcg6mrSmqZK5CbVz0S8NiPGMgwkLK+tky1skTqKThuGkR1lklGU2316IrXbvJbId6ACNUfF1Oy+xQtF4ybF+xbHRJnsGW/TykjwrUK3NTVfeKZxVeK+wNrZPiyplUOaU1lA0pk3OaU8arSm6ktuMRVdzDVQLRsOc4djWCgJX6Aa74ZPIGseJzG0wuG2FAxFEynZgqDvxhQdh4azv2smKwilKp3iaW8SFJXx48o7tFTQ+DkZt1LF9fbEpuaRWWXWfBODU5D0cLwoEgn52HYv1UYZhmQU/xKDm7ftCVNSiZio2aKjoMWKv28celbOSKg73BIumNV22molM5r6RcUhKMbWa9ZZh32hg2sCNo8A1/bh4vDZPOL5ZIoRByhzrdgHkZyopY+DCFzsDeenSJV72spdxy0LGj33rKfyea5Frl7nwZ7dxarzAVqPo6QQbor3OUEe3hkGrye5+fLtfAnMmsYsf3Jlj3UsrZLso7hY3s6ah0Qm+vb9WDt1aZcX92KONxaQNZcuid/t2YzWNj76oPQ0fqC6yPDtIJiVnJyOeKAK2ShDjPtMyQwLHkmcSgqA/GOwykLu1WzvqqgDkdBrtC6Z2gFGr7D92L/e96ww8zCk01trP+8Tbbbfdxnvf+15CiIbQd8qPs3ThSbiwlxAEo0OXSI9cRh4RkKUI51CLBTJt0OdXkCIwa1I2qgwpYGQsQ+3Yk0X7CQgMTRwu2d+bAMwtXLop2aJJuG8aAeTIeI4VvTlo0S2gVNITtpb4xMaQS9UyfeVYbodWhqab1t2O9gPmE7vTMptH3CVJjVYWlCLRBUI5dK8hBIFpNN4pgpN4Fw/Gi4MJQgZ6+QyTV6isQsl2VZ/W5LXB1gbbGGyt5wf6pjE4p7BW01gddXVeUjUGj6Bvag4NN9kz2mQ4GpNkFTppUEmDNBahHdJsA0k7y7CzjLpM6RcpgzKjacx8yju+/rYtpmLrCrYN2yHqP107gdkByQ4oPvAxhAxIEdNdurZ+d5/us/Fta7478Rnl5uJ9YH7i2zn93MUMdp/Pg4Hapv2/sJqZ0xRt/u/USo40Paa2R6GuBeCFvVcwo0EKgUFikGRKkhqBEDC2nrFrmIqCS5xgo7gX23pgnjb7OaKewuHZIZTIcEFRe0Ei9RwkVz7Gw201gvNF4GQ94TgfwIaKI+oJ9IvDZCplqOMgVxU2WBSHWHOnP9dd8zFfUsovagBZ1zVf93Vfx+qp8/zV/9fTf+oS4uRJ3FnPXSeu4+Q0Y+Yk54uEREXjcCU9PeXI2xAGYyyqZbpT08wBZdz/wtyKCuJxM0nqCCDb40kIAmlrrIlt8537V/ACGySd4kkqN08P61jKbqBxf1aRysBGfZDNxpOowFadxH290TRV0npDBr5u+RBLyQwqviBxhvfdd99cfvWqV72KV73qVY/4NuzWbj1YXRWA7FZd1mesLGyyma0SHgHN0+dzgKar2267jTe84Q00TWRLzk3ez++lZ5GXvoKtZj+jv3gSx1bvY1Heg9yXwcIIaTcIpqG3fw2pPAuXV7gwHTAyDbm28xzpVDnKFgC4ILhY9HFB0ksqqibqIj2CuzcXuVgIxjaQK8XR3tKcGbt2cY1eXjDoxxbwJzeHnJpKFkwELctpzd7U4kIELLl21C62SGsvuVj0KF0EdllSk6UVWV6Cgny0iZIVKqtJiHof32iCVaS9ElU7jGnQiSXtFai8QmiPWp4i8wpdpLgywc4yXGVwtcG3LKSqHLbRJEkTgZQX0Wy9iMzc/lF8TXm/IO0V6LRGpQ0qq5Bpg8wrZN4gdIhT0qs97CRHbfVJsoqsLiIz6dQcpHXgsdNUPRA8eqfmYDD+VnMz7w40do8hhEfIbYsmZzXeSbxXOCfnJ68OYAoZMLpBtfcFCEHOX3t3UuueB5hf7n2cCu1AacfmVtYwq9M2vzp6PZZORXlC60TwrBWD68VUjvn0tnBtMgcUTjK2CRv1Xs4WK5xMb+HO6v9g3RZVc4F7mrdzD/ChcBMHy1sZ+CEr9DFSotrFYOksm6HkpLqLC8Wft/s6rPVXWKsOkStFYSQ9Y9nwF7gtfQZr5S6A/GwlhPiiTfEJIfDKV76SP/3TP+XXvuQWrrv1fgJQ3DFk8+QBPra6F4DVCi4GyXICK2nUBPeUY6tKGaYFSjqMsXOpi2knqJXyOH2l9ZTWDindfP/xTtI0Bu0aapmSmG1A2rXA590UqxAykCQNzimUcmhjkXXCcn9MqhuWqoypXeTjm4o7N+AZKx7vFMWkh7Wac1uLpMpxw3DGwf6YwWjhITKQ4XNvYfvAsWPH+N3f/d3P7XF2a7cehroqADkejxFCcrE0+CAZT+Pd3ve+9zyc2/awTCw+8YlPpGkavuu7votO+J+qEX9h76Zeu57bFpexxxU3iUD/yEWSpwNGI6Qj2beBNJbl83vpby1F09t2VdsZ3y7ms7lu757xiJPTHkd7BXt7UxJlmdUpF0vDpcpx2RUoJMe3+iwmlr52bJU9Fpopw9GYfctrPGE6wsgRhZWs15qbFzbp6YbKxVZM0q7Y1+qE0knGNuVSlTBpDKOkpmdqrgkXCUKhkzrGN2qHMBbZso51mbZAarsV3QEyNZrFKchhjcwb5DRFKo81CWIWsGVCCBJlLFK5CKKcnJtVS+EZ9qf0h9MISpMGndXItEYaG8Fj2iD7DWKoQCmQAuWKuI3G4hsdf6oE1yiCU3gnI2vR2nYIvUNb5ttt8IIQJHjRblN8vcGL+BpbACl2/A1tu7plZl2j5wC0u78QcdpTJw1ihzE4LUB84G276t6b+NMyo1ZjrcI6TdNoRi2YdK2v4/xvk9AAT1teQ9StNrhNz+iq87ebNoatxnC4p7m1WeGZ9TfTWkdiJKQShIiDWEbGQSNP1EuWLoIF7z0+OIRMCb6kl17DDf42FjJBX0fgeq4+QxMabu0d4yPltgn5bj14fbECSOcco+waZvYsP/ulB/nqf3APOAH3XWb9xBO5eGkPVbuIHTdxubGcdBnWAmN1dFNoEpxXSOdRypFlZbsAjIvA4MV8Qbq9QNzer4OWZLYkETWN6JG13ZUIGtX8mCVkwHuFdx4p3Rw85r0ZSrp2YSiprImDjlqxaKKOfGttgbodPtyqU5azglw3LA/GNFv2C8JA7tZuPVrrqhnINMk4XwQ+fPJa7jt/L/Dw6h/h4QGQz3ve83jta1/Lv/k3/4YOQOZygROTP+AE8HX2m7lnfQ+rfzXkyH2XecJNfwy1I5QBkQhk2jAYjTm6uMq0yubat2jKXNPPSqxT0WTcau7aGnJqltM3zVyfeLhXYUPK5WrAauW5UApGJuZjT5uEsk7oO0mWl+zrb1FaxbhJWK8NvaQi1Q3WK0qrUdJTWk3tMk7ONJt1fFUXM01f91AiYJ0iBIUQNh74d2iP8BJbJjiraKqEuk7mLJyaNfhKI3WDUAGRByQVodFIJ+cH69Ae46XqsqMjQBKmQWmLSWuy4XTeru5a1qLViQYvIpktBWgV4yWHDcJE0BqsJFQGX7TsZ21wlUEZN3+8eftbepgDPjEHkzt/d7ebs4Pd39rNr/dNZCC1VZ/WkhYygk6VxtgzYP5cO5+3ex/n9++YUCfnIHjOdO7QfnaMp/PbDKrVCSeBI8uXkS173rXju8evrWZaZsyalGGTsGLVnMXcqdtMlEPC/LLKR7ufqVNs1JKNWjGb5WRiQG4OMKtPM9D7wcNGE0eRbBD8xeQEqRiwWS4ghL5ieny3Pr2+GFvYTdPwile8gtKe47VPu5Hv+mfnQSf48yXV6b1cvLSH85tLTKxioxa4EMiUYCGJ/qaFlZyZGda0JlOWxf6EkIg45NIv2kVYuw913YUdQLKrbnHqrELLmkpIkqTeMfwmUcLN5SzdYk0q3w7uxOOQdwrdDu2kuiFXnkTGwTIlAp86fQ17BlvMWv35QlZQNAmjwYTFpcVdALlbu7WjrpqBTFyKC/DBtRF1MgIER48efVg37uEAkEIIfuAHfoCf+Zmf4Zu/+Zv5iZ/4T2zZ8/PrT0773LwQPcE2pgPqu3L0nglyQUHtkXVFf3mLa5SnLlPqKqEsM8o6ITFNPIAFgZOeff0JUkRLlUQ6mpZRSqRnb2oxUkc/Pw9jq1DCcLA/oWoMW+MheVayOJiQmoZplbFVZfPsau8lszrFB8F6mXO+1Lxl8lFmfp0VeS0310dYThS5EuzPBhwUChqBtxqhPbRt2ODFvGXTef5F70iF0o50koNVyH5sZwsdkIMCLT2+0XG17ySq0fODv1SS4FsbIuWQxkXWcYfGMVgVf5yMQNI4ZOJizrJWc9ZXJJ7gPdQlMq+ReY0vkjZSs2Uv0pjPLmSAjhH0AoKYP0f3ew4gYQ4c499hu4XtBTKtCfZKNgSYA06ZtuxjN4ntI9MZ2rY5DwCSV/zd3qb7PWdHuxZ3d33YZjStyjgJLC5uzgHkAwGqtZrUNAxtEU2/W/udqrWMUiJOs3bDXD7EFKSiSZhZzcwahjqhrzUhJMjiBvLkFjZkhfeBnjDMnKfxgamznG5OcEhfx/P2Sd5+n931f7yK+mJiIMuy5OUvfzlve+v/yxu/cg9f/6VnAUkYlxT372Pz9H5Oru3hzKzPuUIybnZaZAVS6QkKLpSK86VAMmBPPmKUz8iSmpWsjjnx6fb3uVu4See39zsZ5gxl4iSKmkZEENotsiBGg3Ytcde2sNNeOW99Oxu7Cd0xrrIGD4xM4GIZIxU36pQlL6mdjh2cJBro13VCbzp+aC3s8HloYX8RfV92629fXTWAXOz1ONwTrKSO31lbAx7+L3YI4WE13e3YgMZN5pe9/7JgKclpZnGwJXvXc7j9uR8kXx4jFjJUVtHjLNkkp14fUk9zis0BW5ujaEIrXcwh1palwRijLI2LQyXdAIgUgdJLzhWCUzPLvlQjhSAETS+psF6xMR2gpGe0sMWi8pRFRlWm1I2ZD27I1t+ss6O5XB3H+QqdpdyLpiz3sjdJWK0MB4TAzQzOp1cAouAUG5sLzKp0DkSMjlF7ADqtML0KU02RVRnb2Asemc+QaYPd6s11lB2rFqyaD+V0reHYUjYRgLXX7QRUctxDr9aoQYHsTxF9EBLQMiptExCZR+QlsqlQ9RTa5xLGIjKHUCF+o6WIJo4AtiE4AVYQrJyns1xRO7STHejEP+B2sgOaUSspjIuXdaaTEAFgBx47sPpAUOkUwds5oIRtbeT2F/PTQWctIvjOR1O0rT6tVd4xlWldYRtD0+j50JHzMk6sq+0TbAdOyyqlaOM4J1WGlh4hUkqX4EkYGVivczZqRxMC676gkCVTsUEZxiRSsCfdBY5XU1LKLxoAWVUVL3vZy3jf+97HG557E1//opMI7bGnJG5rkbX7DnHmwn7u3hpxqdLMbJRD1D56rnpilGFfe4xUnCscd25KblnooZWL6THKtZ2I+NtXyRXbIFp9cSdRCVZFwImlFtvuCb7dB8MD9tloLB5Zya31wRU59JU13D8e8amtlDs2S45kGUoINtpBmhAEuW7mzhRFlbJ/z3CXgdyt3dpRV93C7qs4dXm5nvDBzbP8zM/8zMO9bQ9basN73vMe7r//fp7whCcAUDbn5teFEDg5S9uDn+NTl/ez55PXc82+v0Lt95CmqEMWOZ7EA1Z7gPFti9S1zF03aJEmNU1josm2U9StEXnlFE0vTsD2FCwmjqXEsjobAMT0mrRkJa1JegUmrUmLlGKWz4cwlPR46cmU43De8FW9r+FiXZEEyTW9hEN5YE9WszctEVJgZwmWJHqqaTdvH1eN4dx4MfpaikAiY8xYYzVJVs0BkG40qimRtkJmDrnYYNItQq0IjY5MXzuZHbrW72cDSS7mq1Mm1OOA3hwg0xqVNKh+iexVyNwhMhHBZCIQ1oNvmUnfgBQI3ba/u6ErH6KHmg8I6wk+ILyNYO+vIwUChO52D1ayZSF3dti624Zo4hN83MZgZWRYoQW1MjKdOx9vx0lvZ6v7ivfMy/m8WjKYIevmSpA5v62Mtki1xSQK2+g5wJTSzfVmQvh5y7z77lqn0CoO44QgWt8+wW0LJVOrODMznJoFztqSe+1fUtk1RuoIZ5oTNOE5f80bultdfbFoIL33fOu3fivv/IM/5G3f0ufFzz0BgFuLi+ZmmjMrepRNQqZiN2Voopn+pUpSOphagRGSvnakEjIVQwAyZemnJQujcVx4etFKX6JsJITYJQGQbUt6p75ZKo8SDbVpogYaB17hxZXvq5CBpk4wTWQ5rVNcXF1mNJhSNYZTW4u87Yzh96a/hA8135i+MnqmOslm2eNS0eO6xTXOby4xTAuWFzfZv2rZ3LXx2a3dmtfVt7Db7uOHNi/jCHzt137tw7ldwMPT7rHW8upXv5rnPOc5vPzlL+ebvukVV1x/dziPW9vPgUzTBM09SnP3+Kl8R1KzfOws+eMuw94lRGLQxSQOeVQJvdGEpkpwbVu3m+r1TlEWGdO1jHGZc3Yy4uQsZ6OWhAArabS72JNVrKQll8t8rqlcKvNon5PVKOMweYkylmqWYXd4m0kRGBrLdQPDNSHjQGbJdcVQW/qmYSmbMRHgrcCLti1r1ZxVG+QF2cRSupRJs507br2k3yu226lO4WqDnOToQYEalIi+R+QWaEGXg9CyfaFRhM5rct5Gbtk45eYxL92gjKtNbB87Gf8vU+SWRY+m8bnSFkhCBI0S5shKipayZPt/LyPA71jMjpWUD2AXd17nw6eDR7/jeygFEJ87+Pa6K1jIePIKkvj+uu53Bw7FvF0eH2978ns+D9MORokWNwarEJ1NkfJRCrBDY9lVZJY9qk2Sce0JGZgPJHTPa2vTPlVcSGxbEF2ZwLM/n1F7hQ99JlYjG8m0ug+AUjquSw5Tu4evS/BYqy8GAPnDP/zD/Pqv/zo/fP2X8OVf9THQA/zJGb4y1OMexdaQ9a0hRZMgRCDXjqGw0bQ/JGw0gpkV5EqwJD17MocQisXEs9ybsjCY0F8Y46xGBoFvHLhOi63n2kWhdqz2Og2zDAg8hdhoB+C6wTeNdTHvmq7BEaI8RxvL0miLu84eYVzmrJU93ndxwB+Ub8aHev66Jw2spDWFNaxVCY9PKs6OF9g33KS/MGZvLjj9kI3EP8fP+4vg+7Jbf3vrqhnIQZpiZGB/LmDCw+r/+HDWz//8z3PnnXfygQ984Ap288jghVyujnMg7OFArrlce/6w/j32m1u5eXaM2z7xeA6fPsxT+UvylQZ/4DDsadCXL5I2G4j1IUJ5XG2umLx17cp4WmWcmYz4s8t9fuHiz3Nw8Fz+Xvpknrg0Yzkr4gk/SO4a5/OYvkw5risykn6Bzmr0oEZnNeksJckqqiInKzKKJsF6weGewnnBKGlav8iaQVIxymfMm/StzigCiQgosrxkMZ/igqBojXYBpo1hOsvnHosAslFI5ecaRpOPQQtEMj9qgw2I2hG0JyhPaDRukkeG4cH0fy5GRDobWTFRJZhuStvJOHRjLBIbUZsAdAf4dny4vpvmIeYUPkiJGEWzDTg7pNQd6INH+BZFPRjg3Pm337ENnrmqYyeAxss5eO5a2C3y/PSNk2FbOwlX6jU/7bZ+jpd32hdJY6OEoNFXTogTJ8I7rWUHMo2XGG3pZ+XcmD1Rnl6Z8f7VuJDBq8g0ZYHbmhUK+VUcn7yV2m9y0DwTJXdPcldTXwzHzDe84Q38p//0n/jRpx3ih77uo4TBALE1xm31sLOMctynLLL57Qur4qCeiFPMa7VgvYoetZmK0omhdhgRuHG0xZ7RJv3BlHQ0mTOQrlF4m1KM+3NWXBuLdhKvFdK41qu26/V5pT4AAQAASURBVC6AddP5NggZ5q1m2GbyZetPa1vtY25qLkyH3D/p81fTDZRMODx4Pvv8YbSED1eX+AqZ0Tc11wyIxuYimpgrbRkZdo3Ed2u3dtRVM5A9ITG5IlcN+SRnMBjMvRQfrnLO4b3/vD7Phz/8Ya699lr6/T5FUZDnOcP8Jr48eyKbze3Y4MlyRYUjEYLzzR8xTu9neua5DMVhXi36vGDvH6D8OtXtz0P3zyMvfwjhAsEr6rqHIEBni4MmJIaQGGqdYjLFaHgYlVrSXEGqsSZlZjUbVcKJWnDJlUzljIVyhZs2D2JVSn9xTGKm6EEdbXWUR2tHVeaYnkCiwWmmjaIOhh6OJqQ4ElS7JG9ERmmHNGWG1BaVNHg0IpOkQ09GwBB9CV2ASgsmYYi0Elcn2CLFpNH8W1cpSub4CVF/GCJtJUQrM1SRWQtCgVTUdoit0miJ4xS2NoQd0+C20Vgbf0IQpLZCmwaVOJxOMDpB+RraQY0rGDwbQRG+BW3tY5JEbVUHNoWMHpORFYzbit4BIkVHJYb5z04CQIj2aikILsSA7Pbmwe/QWSK2tycIgleEIONvrwCPCNsWQlcM8DwYZvQCHyJjaFW6vT3tQA+0LGXb6gtWEYwEdyW4DC7u7sELgpcIK1AGMtWQeE/f1YzqmkHZYMbw5yffQkj+IU4YUiTLGmqtmI6PcMplgOfw4HpUqsjz/GE/HnyxVwgBa+2j9n269957+aEf+iGetedp/OA3nCTcvIhtIMwUVbWAdSmNyGlkhjMJIdGQKhwwcZI1K/lEU3DZrHHU72PFGEgMiRHkInBg74TecoXIBD4xeBUXVq4xFEWfSTHEugg6DQ2JqJHOI+q4fzgbNeSNT1BK0cgs7l9InIn7WiXVfH/0SJxUNLWmbBJkprB1wqZM2Oxf4CW8jIFSGAmPGzlOXhxx0RuODiYc6l9i37EL7LvpQuy6LFkW+p7x5V0N5G7tVlciXEVP5V/9q3/Fne/4I/7Zj/7QI7FNu7Vbu7Vbu7Vbj6r6iz/7M972f/4PH/7whz/rbV/3utfx7v/xg/yvfzX4nJ7z9W8v+f3zf2fXSHy3HpV1VQzkcDikOrfKp37oXbx78085u7fiAx/4wMO9bZw+fZrTp0/z7Gc/+/P6uBcvXuRjH/sYJ06c4MSJEzsGghQvGnwN1g25Q3yAorlM1Vz8tPt/ef+f8CV7BK/6//wG4vlHCUKiLpyGcUF994jZpSWqac5s2osDCo3m8niBWZ2wUWf8xeU+ZwrHOT/hjLiLaXOBxs0QQhGC4+nJV/KUhZxr+zU3jjYZpCX9tMRoy3AUV8DeS+o64eLaMqvFgEtFzqlZwtmZ4APNGZbcIsfSPkf6gYNZw5Ef/Tsc+l+/yai5iDENSjmUiaa6xSxnazJgfTLg/GzIuSLl3rHicu0wQrCcSm4cWA71C1ayKQu9GXlSkaQ1e645i+5VKNNEm5+dVj3tUI2rUsrNAc0swzVqbhfU1Am+1fF1SSxVk1A0Zj45rIQnMw1ZUrMwHNPrT0l6FTovW+9Gj2+iNtNWKU2R4Fo/OSECaV5h5sk3NlrwdO2uzjMyiDgJKgIisYi0ew1hrhONbN8ONq/WULeaTtv6Ono5Hx7qLpsn4bStY2DO/grtr7A2mpuad96OXfpNo6l9jz/7kv+LZ77n/8KE8gq/y86XUuhtC6NuGn6+7Tter7OREfWNmjOfnV43tCbwk60B95w7RKIshY0BAgBSeE5O4Yfu/i32JbfzlQvPZbOG/7X5S2xurv7Ndsi/JfWe97yH22+/nT179nyhN+XT6ud//ud5zWtew3N7/4Df/ufvR/29wwhn4UN34zd7uDIhOMXs8gLVNOfk2UOcGi/ynvMDNmvPfWGNT5XvxvsCoxd55b6v4vpByfUL66QmZlwvL26idTP3UrVN1C1WRcrmrM+l6YiZ1UgCubZkukHSRY4GfGh/P+tG3kHDP/rox+eWVNZH79216YD7JyPuWE/4f4s/pWhW+YreV/LERcdKViOB+2cZZ6eC/z17J5PyPgC+evRtXNMXHO3X3DhaZ2YTaq+4fuUiZ9eXedZTPsInP6IZDocP4V3dtfHZrcd2XRWAHI1G1Fh85bg8LtAHE4wxn/2On2MppZBSft6f6/Dhwxw+fHj+//79+/l3/+7f8bVf+7W88Y1vZCj3cGv6RA6bp/C/i1/6tPt/RN3F6OLNHH/nk3nCnnfDdYcRdgpUyIUKoya4MmFh0psnp6yMethaU5YZ1/cWqGycyi7sNZTuerbqhNUq4ZNbsaWiakchAmOpCJUhpA4tJaHqzc3L68YQKselDcNqLVifecoKjjR7WDSaheDIrCdU8SA73dTIMiU10YTXmCg0r6aKeiYoZ4LxFNamcHqj4i5xhpIJeycHKWbLbPZzDmSKlSyhrxt6SYWsG/JeQZJX6LRCpc18qrIbvrGlodk0VFXUOVqrqRtD1bSpKyFmZpdOM6kTNuqU0snoKy49WsTkk5VsxEJaMMpn9HsFWVphWjNhZxVVlVKU2XziXStHltTkWcwGT/IKpd120k6Xwas8ATUHUuzQU8l2aEUYe6VpeGdb1PrWzYFjq3PsvB23B10CUtnW6LhBOosQDinttjm5dNuWQgIQgoAgyO32dKonaFft2Fbm2yt8mE+ySi/ndkFzkNnlf7evIbSt+yAkwcbUHde2FP0sMBQTghP41pPPB4GRjv91+k+hsnzF6ImUhePeyYyiKB6RY8IXcwkh0Fo/6t6n48eP85rXvIbnZNfzP77q4/SfMMEmAVnMCGWDsxWhlLhaML3QY21zgY+eW+ZTWyn//eIbWMhu5Gk8m6fxUh43SEkU3GAmHDFb7M3iokJrSyg8dYiLGms1ZZ3Q2NheXit63DfOGNuYz64EDHXU4yoRyNp9TwKL0xSXlZy7OGxN8QONV0yahPsmfT60plitC16x/AxCDqVzXB6DagQCmJWe6QyOVk/hr4pPAPB28R5eUr2AvcJzyvY4vtXjNzeP830Hj3HPOKEsnsQqdzE6MvpCfES7tVuPyrpqBnJWTakywVpTcbi/9HBv1yNaeZ4zmUx44xvfCAhe+BXP5m1vext3pX9FK5hjZ+73meIvOO4O8uufvIU971zl0MvvBSlBS+TQIpIJykrMwrbQe9CBjEazf32IrRKaKmGyOaSuE6ZlxlbRY1+2ME8IMdKTSDf3eXReUtbRKy0EwaxO2Sxz1mvDViNxARYTuG6oGGrHyFiGpiFRDgTUzjCtIsBK6gStHD4INmd9JnXKepWxWhnOzOBOcRdnZn/J3t7tjOWYe2c54ybjcpaykiYkKpBJz6ROWc6nDPKCXl6QZhWy9UrsylnFdNqnaTrgaCiaJGY/twbWE6uZWsXUKiaNoPIxci9VAS3ABjg5zVBigZXUMjINS1nBQlZEzSnQOE1pDdbHlJxEOUyVoaYDMlOTJTVJ0mB0E1lY7TBpjU6aKxIwvN8GU0o7lIkpFlLb+euae1u2YHFnRnf3ON00vmwTdzowujONJ06b7mAPdzCL3fOwA/x1k907ge48EegB3pFChvje7LQcas3Tr0zp8QRkC8Q1dZVgnZpnuGea+X1cqHnf+in+6aFncGma8ebNn2+/j49OXd+jqUIIj8pBmle/+tUURcG/fOL1LN7yXqonfAmyLqAY48Y5rkypxz2qaY/L60uszQYUVjFuIPiKI+JxPGUxoac8+7IKJQIH+xNWhlsMBhOs02hl2dwaUVQxNrVqDOMqp3aKqTVs1Aknpoa1Cs5XNaflBfa6FXrCsGAMe1MxHzu7ddaDbIP3X1xpgaZntVJsNtGL8kAO1w0MLgg2arhYev6g+l2+Z98/wAi4YyN6737LoT7XX/pu/tfm61mffYzj3M7e6TKDSnPPOHD/5J2cmLyS+6aeu+/pc/SYfIgM5G7t1mO7rhpANgZWK8nlZpV7/+juh3u7gEcu+ivL4lThd3zHd/CGN/x3fvd3f5f77ruP173udfz0T/80V4JIgXVbfKj5PZ7jX849J68hf/uEpReeBKUQK+k21PTRrxApwVoINViPGW8QSoUvE/qXFrFlQj3LqWYZezcXqDrfSL/dihU7jNu9lzRty7doc2ZHxpNJgZGBRAaO9Gf0TU2uG5T0jL3HGD8HntMqwwWJ85L1KmNqNauV4WIpWa8ttSjop4cZsZc0ZDQ4NmyDqgwgGBgBBjarDNem4mSzHqlp0MrNjc677d0qehE4WsOs3e6ZU9ROUnvJzElK18XtQU/FoRXZgsfCCUoX4/dW64RMJgxMTqYiQ9m95x1ruWAaUmVJlUN3gyY7AJ6QAaXdPI+6azW7RtPUCdbGNrtSDik9xjSYtJkDQuDTWMYOXHaPJfHEGSIfB4+SJmaAz0FjG+f4ANZzZ13hnUkHKD/zPiFEQBj7oBY/caNjU7ADm96pKAGwem6hstP6R0k/t5WSIjB2BQDLec2XLBSsNt/Ou2afztLv1qfXoxFAnjlzhne84x28aPRibr/+LGpfhU16UBeIssA3GjvL2Lq0zGzWax0fYu41wD8cfRcLRnDTsGApreibGh8ES70JeVZh0hoq0IlFisCF8QIuSEqrWK0yZk5SWMmlSvKhrSnrcoOLnGBtcgfHd2znILueTI3wwfOSYoO9zSI/dfr1PL33j3naYIHDPc/No4rGS07NEs4VgicuNty2UPOXq31cUfPBtYZregknucRNyUFW0op/eLRgs/kOZqGhh2FmIZGCE3YNgIsF1N7zzBXFPZ6HBiADuy3s3XpM11W3sKfOUgL2QcdEH556pADkC17wAl75ylfy2te+ll/8xV8EYs73T/3UT/EDP/AD/PiP/zi/9Eu/xL59+zh79jwgaewq/2397Xxo40u5/d6X8NoDb0LvGyMPGUKvD1oTkjSCxxZICu/Ae+RsCmWFamrU6Bx+muJmKa5I6a+PYyZ1kVJVKeNpf64HFCLQWD0Hj42XCAFD03qwaYEk5h3vLCXj1G+aWIKMrGNlDaXVFFazWqVMrWS1Umw1cbD4kL+eIDx1aFgXFzknN6nclCP2dg43KxzNE1yQrOqUqdUkVUaiHJlyJMqiWvBhnWJmNZfLnMJJShdzlGsvcAFcC3Rcu8mpCuz0jpdA7QUzC4UD0/lqiwgmJ41i5gSFjUAToKfhQKbJtSNtjda36hQjPYOkIjc1o2aGs4okqdHGzoFkXRvKHak8NDEG0DQG0zRXZO26HWALQGsXJ8fb/O8uxlHpB2cdr/CDZHtiOrTWOTtrbhi+0+JnRxRjBwi7VvdOS8xoJbTNOHqnrohNjJdd6SupOy/KdiHQLQoGSvDi/Xv5/53+JL/ypGt50sIx3jX7bHvYbsGjE0D+yq/8CiEEnrt4jN7i/Yi8ba97hyiLVoKSsDUeUlQpl2d9ZtbQeMGBPHDDMLCS1BwbbdBLKiB2AiLbX2PSmhAkJo3/Xypzzswy1mvJ2Vlgo7FkCjZswSV1mWv8QW6UBxgtPY+6tckqnWfmHTJAIhW35Ddw0d7Ni3rfzuNHCbeOKg70ZggCU2tYtoq9aWBvVnHftMd9U4eSCR/kzzgmXsCRsId+68yQa8tz9yg2GoMSsJhE26Gn1Mucl89lKYUmKK7pF3wsWA6MdlvYu7VbXV01AzkpCm46aNGryWe/w+epHqnorxtuuIGf+7mfe9DrDh8+zOtf/3p+8Ad/kB/+4R/mN3/zNwGBlDmz6jTvC7/MX9iDfPO7n8ONN9/DkrwbsVjDaIDvjwhJRtAJQcf3TXiHnG0hqhmiLJDDArm6iZxW6EIjjcXVBl8l2NowmORzj8SmMaxvjbBeMWuSOZPXeIkLEZAJIrYorCaEKC7X1hFcoHIJ0itkl4ssPU0LQmyIbeOp9RTe0sgGi2Us1pj5dWyo8KFhLNbYCD3yWmODJATDyChy7elrR085ci0x0uMDFNaw1RhOThM2mxhzlqhts+q5/SLx7wUEfR0YGEcqo/ax9oKBUZROYL1AyYARcXFeecHUwmoVKJ3HAz0lAcXISFLpSaTGtI+VlFkEkpMhfdOw3Jsw7EUEFILAeTk3Z5+3bb2E1l5IKo9W9krvxRZUKu3m4LHL/pZmh8ax1VxeAR53gsAr8rLljhazjHZIEIGf7f7eNoO/onbkc89N4Nt4SW81rom7vX+Az6RsdWaprNDakQaBfMBixAfBv77tGC997wd587lP8qzRAfZtPQMhzG4b+7PUow1AvulNb+JHfuRHuN48iRsHISZCOYeoZ8jZFswKyrWDrJ7fyycvHGLaGM4VKQuJ5QlLmwD0TE2mGxb7E7RybLYL3hAEvUGU8EjlcFYhpaenLKUTvHV8NycmfwDAzYOv4pn5UV7Yv4YjvYpMNWTa4tvFUtUuQpsgUMKysAhnJpa/s9+QyYa+tlROYb2MkhgnWa8lp2eGD2wUfEJ+iH3J4zjkDjMy8Ow9mqO9klTFAbYDec3QKHLlWUorerohU31YfTIvObTKepWxJyuYnF3bbWHv1m7tqKtmIGc+ruj6Mmfr4ScFgUeOgbyauuGGG/j1X/917r//fqbTKX/1V39FkvSAGIX4DR+6lZ9YfxZfVqQM96+RHlhF32IJowV8fwE3yvHZEKTC9RZQs80IJJMJsm6QsiCYBm1nyMoQeiW6SmIMV5VQzXKs1RR1yqxOGTcJk8aw2WjW6wgolIBMBZLgCSECN4jM1lEPZ6eLyHFAyRBBp5eUTjFpIjgLARIpyaVmEgyVLAFYlkc56PaxYJIYSZYIfIDSBe6bBg5kklHSThgTDXxDABckhYu6xksVnC0aZqFhIBOWjWYxiYbDUkDjwfnILPa1Z29ak+vYgu5OJLWTzFxkTadWsdlICgfjBi7WFX2pGRnNSgoHc0tfu/kAzvxHRlF+QDBpEtx0yKxOSXUT83nbVi0wB5JK+jkDDDuMilWcEu9iAnXStN6VzbbWUfk5SPxMLesHAsfOCHzn5U62oM9JpNse+Amdx/sOPSReXXHfDjh28YU7AaQQ2/rKnfpOk9TtgJG7Aizb2nBsIeUVx47yq/fdzQsefwtfmT+DX57+5edjN3tM16MFQNZ1zate9Sp+6Zd+CRC8bO+XsL+/im0M+IAsJ8hiQhiXjC8vcvrSPu7cGHH3lmBPBvvzikOjdZT0OB99Y7dmPXyQnNpaxAfBKJ/NF05SepoqwZiG/f0JtVc8b3YjT1+4ASkER3tww7DkUH/CwdFGNPDW0SHCOkVRxWNe7TRKeOpejd2wHM4dpVMo6VstpeZSZTi+Jfmd2e8xq08i0PhQc2P+Cg6YnKH2PGl5g0FSUTuNkY5D0lNaTd80DNOCRFsS5Uik56aDZ7n/4n4W8yliIWH0kBjIHWEEf9Pa7WDv1qO4rpqBnFYVNyxeItM12MC9997L9ddf/7BunBDiUQMgIQLa173udTzrWc/i7W9/Ozv37pOTd/P9J57Gt208jxuGBY/fc4FrP3qKtD9DmU1613+C5IDCH7uO+uDNNCvXoeVJdFPGDGejEb6J075OxmxpL3C1iS3tMmVW5EyqjHGTMG3B4+VSc2YGmYJcw9CAk5IC8Ih5a/iwC6w2KbbIUQIaL2iCoHaCrUYyczC1Ue+jhGAl9DnEkH3ZUYYmto6VDDgvaALMLGw1Ak1seZcutpNdiI+bych02iAw0rM3VShhKJ0hU7HNnCvmE+Wq9dAOAZog6JuGvm5IWw2nbGMbI+jVFF0L3ikaL2m8IlOOnq5IpCPXdj581LVilQiYHUNJsN029kFQWx3zoHeARdmCR61tHA7aAbZ0y2BsZ0xvX7c99OI/vWW9U8P4AOA4n+xuP/8OrDoZFwNx6jtmrbMdEASoK9rhnSXPzhb1Awd9dmodhQyIEK5oyQvCHGBGzWhM5FDG8j2P38fvnDnH60/9Od+05xBcfih70t/OCiFckX71haqf/dmf5Vd+5Vf4b//tv/GvX/0LnJ1ptqoUKT2h9HFhO5viC5hO+5waL/Bra/dwYvIH/MR138m1w02ECBR1wr0bK5yZZZyaKWoXuwsHMs+xxZSm2u5WhSBoGkNmavbmM15yKA4I9k1DbmoWelNGgwn90QRtGqRx+EbRVAnFrEdZZPMBwvXMY61lKbNs1SmJdGxazVajuVBEDbcUhswcpLKrEOBI0udALsi1ZW9/TJbUzKqUgCA1DSvSkbZ2YY3VLPfHHF25hBSeVDcM8oLp1uVdBnK3dmtHXTWA9ATywQZpdglK+I//8T/O9YIPVymlcM599hs+gtWdAH7zN3+TW265kU996lPtNYJL0w/wH6cfnN92+Jc3cbt4PnfyZ2jxOJbkIV6QXs+RfuBHvveXUIc0/sjRqJEMnlBGX8N5u7HRcz1kXUdrmsV8ysxqlPT0lGcldSwmkMiAkdHuIpG+bWkLGi/xRIuXLIFahjnIGzcS60Xb9oWRgVSKyGJKwcg09M2MrNW/ASQyahwTbTHKzodlOtDVAcIOqPggaKzm0nTIajusU+7QDkYQG98/iCyqD1A7FSfQWy2gVA6jLL3EsbCDJewAjlbtQIy/cghkZ1vaeoUgzNvTwDxCsvt7Zwxa97o6cChEQGuL6nSGHfBqB2ui1nHbx1G0vpDeS8SOQZtOaziPdWxbzA9sNfu5HZDA6ZhAU097rY9jBwLbbe8eM7SMo1c4J6MPqdXz546vrR0CCttgprtsDhjb1wqgtJ0PcakkMqz7jeH/ee5Rvvnd93D76N181fC7kCIhEHZb2Z+hvtCLYWstP/MzP8MP/MAPoOSA+37sw/zUdbfjw5SnHLuXfGmLUAlEVYC1FCf20e9PuX5xlW+bXceH1Xdz+9IqibZcGi+wUad8eL3PRzYrTsh7uMEf47krhusGBZMqY3NjgTSt6A8nUYoBLPSnpKbhgAgM+1P6wwlJXmH6RfRGlSF6o0o/X1ANKoMtk/k+UQ5qrLUcHG2Qz/rRt7RJWK0UHx5PuaQuc1DfymV/P9ebZ/OC/n6evjJjf2+KFCEynNKz0J/ivcQHQZ5VKOkYT/uMBhP2DSc0VcKs6LHUn5CmFWVoHiIDuVu79diuqwaQADNX81W3pHzyz0ustZ/lXp97PRoB5N13xwn03/qt3+JrvuZr+Lf/9t/yrne9ize/+c1sbW3x7Gc/m2/5lm/hVa/6Hsblcf60nSWUIqdJC95BwbBc5uZf/ga+5mW/RyrPQC8H6yBYgpX4yswPniatqWbZfCJWK8corUiVo/GRfQshtn47XWPSDkC4FsAFBNI7lns1Pi9wXlA6zaJRNCHqCqPHX5hPMA9MzUJW0E9LBnkxBx/ebYO0OdjaAbR2ghPvJE2rHRylJZfLHOsFhY3DP53GUcs2ETAIdPs8l8oU1T5WpiOg09qhlcNoi+68HNuIM9eeCLq2s1YuahcfUDsn2+PnEubAt3t/OxZSabetbWzb1J0dD3CFRU/nJ9npCKNuMQCKEPwcQMIDWtY77HS64ZZuGtq7ONgDYF1kIOsyQdntoZkQ5LzFv21aLnCdHZG/ctBHPAA8d7+7y7vPcT4o1AJapS3exWGITsv5oqN9fuD2I7z2Y8f5tgM38g/4Tn5n/F939ZCfobz3KKU++w0fpvrjP/5jvv/7v58D+ij/7PAL+eobj7NvfwxKGOxdJzt0GZEHgpSgox7bpA0L/SnXD6fszzV7+2NWp0PumwxxQXBmFrgg1lj0K/SVpq/j4q6whs1pn75TZHkZJR4h2mBleYkUgXwwJekVKONQnZWWEyBl9LyQASFb8//WcD84hcihqTVLi5to5SjrhKUmYWAy1uUGd0/eNn/NT+09k8M9x/7elP2jDdLWvquqogel0RYjo67ZOs20yti7ZxWpPE1jYpchjQNyM/0QjcSj3cHn9qF9rvffrd16GOuqAKQxhkwrzmz0+OEv6/Of/3yT22+//eHeNrTWjwhQfSj19//+3+ctb3kLL3rRi+ar0W/6pm/iZ37mZ3jrW9/Kr/7qr/I93/M9PKC/iA8TxuUnGHMcELzvwiu55t3P4YYT93PgG85AliKGNcK7efpIxz51ljNJElMcnJdkOk5jW6+uSG3pmEEl/Rwg+CBYDw3DQYnqj6NuyWlqp6icovZRgB7ZRc9yPmWUzxj2p+S9IgLBxlDX0R+wbH9bH7NpddsW7hhHYM4Q+iBonKZ2OuotrWKjka1VT6CThEmifjO2mSNLOnN6fn33uDungne2bLvXmrTi+53gsQOIHfvoHgColGgBsNxmGiMojuBRKzvXcnWMYwjRwse72MLG07IsuvVt9Agnr2hr72QJ5+xhp1FsAd8VU9FB4FoG1rXm0401uGqbLXV+m8XcCex9+PTLdr7mB7MH6phc5TxKRsN31QL1DkRHMOnmj/nq2/fxlxdKfuPSO3jl4a/mxe7b+ePmbbsg8gEVQviCt7A/9KEPkec5v/z4Z3HrNXcz2ruGzmoAVBrZP6Ej1xykRGUV+WjMqDI8UZ2MWsQq6q8vl/H7eKEu2VKXQcCz8xVccFReoly09hIiMChTkjTqGhNdoZNWCtEyjkiPq83cWUAqTxDhCk2uaDXFACHTVJVjsDKeM5uZtgy041nZYW7X3829zSaVqDjWS7h+uEVuavK0Ikni6/VOIr2M3/d20VfXhnGZE7yYt99165pgrWI8Ge8ykLu1WzvqqgAkwDBLWCslImsHK5aXH7aN6kprTQgB59wXdOW+sxYWFvjqr/7qT7s8z3Ne/vKX8/KXv5yLFy/y4Q9/mCzLyPOcPM+5fPky3/3d3819993Ha1/7Wl75ylciZQLvh/E1e8luWkMs9BD1LK7Gd7QpTVrvYMz8nNWDlj1SO0CQ8HM2zejtaeHNYOn1G7LeFOcjM1hZQ+MUtdO4IMhbzeFCf8pwMI0tWeWZTXs0bbqL3RET2LGN1m8DWesUniv1ddYpyvY5MuXZmwY83WCMoHRxsloJ0K0W0gXBtGXfulb8zvaykh7Ntoaxqw5odv6F0Gor2/vg4wXzVBbhr2Df1I72OMQTTeNNBPFyu3W9szrN4wNb2pGtdPM2cwcKO6PxOQi0et5u7gChfwAADh0DWSfIehscdp/HA4Gi3wkk2b6933mbHZdr5TAyygRMx+7uAJrdgFFWJxhjr3iN//dTbuEV7/8o//XsW/mWfV/DaPLV/Hbz+l0QuaO69vUXEkB+8IMfJK1G3HL0LHtvPIUeFJQXlxhfisEQi16Q5ZeipCbLMQcvMzAWZRzZ5oAzpw+xOhtwdpZzvows4YfDHzOZ3kMInmTwBBIZSFuN77RJ8Aj6sx7GNOi0Ie2Vc2cC7yS+auUVIrauJZ0cQ+FquW2Kr1sHA2NxOqUpPSYvSYuMpjEkyrKQNNw6kmTK8/h6xEYjOdprWExLeklFmlUY0+CsxpgGmu1EIOs0m7M+4yZBaYdt9Fz3K71gWvYZV3ZXA7lbu7WjrhpA9tOUmWu4PIsnz0ciz1XrFkA8igDk1dS+fft4yUte8mmXf/CDH+Rf/st/yT//5/+ct73tbcQeh+B1v/E1fOdL3sHwllMITcxjrh2yBWrBqR0gx2GtRohA3XoUWqfmYOnBSkmP9BaZQJrWEZRqS+KaOSiEyN4lpiHPSrSJJ37XWsYo7eJBty0f5BXMl+0YtCCiEbo1keW0mtqr1m6oZQllB3gDKglXGIF3+kznBbWLNkG1Uxjp51pFoyyJ32b37I52bfd6P5vZdgeCXZCIB1hFdfrF7n3ZydapHSxl1z7f2daOt3FztlJJNweFzkVWz3l5RXu502hGgNeCzSDm7XUtHaLdllmRIdupex/E/HGsVzTuwb0jPe1zBBFv5yXOR+1n970xMhqud8brD2Qoc1PHaMg6IWkHijqdaI7k9U99Gv/sAx/k1y7+Nq86/A94sf123lX+2i6IbOsLDSDvuOMOfuM3foOn957BgdvuQS9OmJ44yIX7D/P+e2/ilpXYyj5400XE5UuQpdBTqOUCM5nOmb7Caj6ybgjAneUa4/Ku+XNYHz1bS6foa0+mLYv5lBAEVZVGXW577OoWO1J6lLEkWYU0lmAVzTTHN3pu8A9g8khcKC+wImNjcj++fazOTWBkarLWi3Z/Lpk0hqW0YpTNGA2m8wXgXPKxQ6vdWE3RJK2DxJVsvfOaWZkwqZq/QRb27hT2bj126+oZyIVlUFOOn+gB6xw7duzh26q2uoOttZYkeeT8Jx+u6vV6/NzP/RwvfelL+dZv/VYOHNjLe9/7Xm655fEsvvvbeP6Je7juqXdihrOW3Wlgh7BclQmqMYQg0XXUAeo2taayJh4MuZKBgmhHI6wjSB0PorLNpm21cnYHG+a9pCgzrNMYHU/8uk02EbIbQNnW/XUHeOvaHGWv6LWaxC5RZ1pnLWBpt01EH0cjAkZG3aZu7XW6VrP10bLHeTm/TaeJ7Bi1xsYs7dpq7A7jbS3dnEXrXn83LLOTJQWQ7ND+iYC0HtNaB3UMng/bzF3H8na338lGzj0j2WYpu+lx6xWlNRRNNICv/TY4jSxhCwjbx+oM4U0rK2i7d6xNB+imvmJYaSdA3Hny69hH3zK41kuq1rqpSwDqni+V8R3p/DI7TWrU0RI9PrUlVZastTlRLdvdT0sG0vOzT34W//wjf87PnfldvnLx67hZ/F0+Of2dXRDJFx5A/ut//a+x1vKbX7OBXtkiVIaz917D8fOH+PB6jxuWFGtrSyzetY9kbQs5XG/TsnrUmwOqSW/O0B3I4XIJ9/Gx+eNfN3gJlYeNWjEyimSHY4F1ismsN99f5lIJ5ch7Rdy/+zH1ZrK6yMVLexgXPfppybA/ZTCaYPIyOhNYhRMZv/SMI7itCbYx1G1Hpm8aFmU51z8vZZKeqRjkxTZ4dJK6TnBWUe2wOYsdmWgRVtfJtk1WENS1YavUOB92W9i7tVs76qoB5NKRI7iNy3ziTARyD7eFD0Qbn0ejDvJzra/4iq/gjjvu4Mu+7Mt48YtfzH333c2xYzfyfeNX8urBhD3Xn56DRmEsMm3QvWjt4ioTdXmzLMbsie3IQBfkHGRBy2J1/1iPFVHHqLSLrW65DQS9kxRVOj8YK+nJ0yq2NlvheXwud8XgSFfSeZyMZufBizkr2AG7TDuu6U8pnUaKMNdbJsq2gz923j412s6Z0U5HpaSfezVCBDe11fM83Z3m34lyGLc9De28nANG29r+BASC0AroXdva9gghaJzCBznXmHaemd19Oi/JTvfZgTcX4lS7C+3/bWxg5RSFU4ytYqOWbSRjG465g+jriNA4EAU9HchVYKAdPS85BFycDWKC0Q6wvf0RyyvkAx0wjTZH25GRUxtjI+vWezM+p0K2zxvvS/udir/72kRWScXp/6Rt9/e1pVenpNqSm5rXPeFZvOojf87bNn6LVx/+R/yf8I/5wOx//K0Hkd0w4BcCQM5mM971rncBkoW9E/wsxRcpq1sjMm15yaHLHFy5jNaOcn1EPe7FIZIiWvFsrC0xKzOKJuFAO8m8nCQ8p/oSPjE4xBF3mJuynFtHlkTF78Qoqeb7KMR0GtcyhbmpWRxMUMrNE5u6ONd7Tx3l/5w8ghLwvP2X6PeK1jrKIY2N0YoqxZc+Dni1x6rM1LEz0Q7YdZWn1dw5QWlHVaZUVTJfdCsRpS7WK8ZNwlqVUBbZXNYB0DSGLRv/3m1h79ZubdfVM5DDIeXaWTa2NApNr9d7OLdrXsYYmuaxd+LZv38/73jHO3j+85/Pi1/8YiDw0+d+nvwvv5vnn7qWpz/lI5i8RKUNKqtQgwKtXZzQbgctnFXztrJ1at7m9N1kr2g9B4NAWItXZt7u7qZtuza0bUHYAzV0cGULt7OJ6XwDP00PKEIEtk5hOhsY6dHSkSpN1p5Icx3934yypKaZM3EdCJy3itu2Uvc4qWnmLKLzkspqGq/mgEcKqN2V2km5A2TFfO0OeLVtXKvRMl6WtFpA2G79Wq9aJhICEu9iyo8ntus6pi4CNUHpY75v6QSlj0bnG7Xnoi04o04y8avYUM23SSIRYptB7csVBmGRA2EPe03CntSwJCKAPDtLEbWeDxtp6edsZdNpKuefIXM7p8oLCieYWsG0gYkNFM7jQmBns9+ITrvaalRb5iyREiMEPa3JFaQKEhkHn4bas5Q07MtnjFLF/3P7c/i2j7yX/736dv7e0j9iXf497pm8/Sr2isdudTKcL4SR+Hve8x7quubrl78Z03879eoC1VafezdWOLawzjUHzpPmRRwWqQ3NuM9sGo3BqyphWma4INkz2EIrR6otA5Oz2Qw5UN7IYgKH8oaDeRFzrp1ias0VC9pJk+KDIFGWQVqS5SX94QSlLSFIynGfzY1FLkyG3DuGpy57lnoTBoMJ6WCGHkRtuGs01uSYJmayKxmHC7vqFrzzDoDaEQxgFbMij12RKmPaJDFUoN1HJo1ho9GUdcKsSsmTGqVcZFCtJ9GaNE0f4U9vt3br0VtXDSBHoxFbdSAVivAICjOSJKGu60fs+R7JOnz4MO985zt5/vOfz+23P46PfewT/OSp1/MV69/Jjw2uYzSYkPcKssGMweGLqMUpalCSH7xMsTmI+p+2vdrlTs9bom3rtLO7oXZYlVBbfUUrCZjr6MommR/ktYo6vo5tDF7gENBymjvZR+CKlqprt6Orbvq5A26BCLZoEqZ1SpjF1m3H8lm/3XqtWsDrgeW0YqGK1kJZUpOahkVmVI2hbCe9ayfnDGCcMJeMrZqDKiN2ptJs29kIEZBA0mZnd+9Rxy52Ld2O1bPtScd6Qelia7j20VB93MBWE9hsGtaZsS5XWXX3s1WdwPvys34v1tvfx2WPI/JZ3Dy5gUMq55nAmULhy5jgk8jYcjYCtAxYL7Bz0Bgfo/FRm1Z5KF2Mqhw7yyzUVKLGE1AoZMvQpt6QCo1CYFo7FRsCG7ZiIgqUVZigMaj5sWDRGFbSjL2zlKXEsjcb8f3Xfgk/cte7uLn3x3z73ufxe+5bEcK07/djb0H42eoLpeO+9957+a7v+i6UzHn8cAHfphBNN4b4IOin5Tx1CKCc5kwmAy5tLcwZ9i6m0LQLvegC0VBYzWKSsGgsK1mJkY4z0wEuxPAAJz2104ybhMopBqZh/3CTQV7MrX1CkDRVQlMZNscDfufUIrcteJ65/zxZUlMWGXJjFPfPlU1ED4Iy9MQ6SR4XYUIEjI7fLaX8/PXMba28wHtFUeZMipytsse4jlGw3bFl0hhOzQzXDSqmVcZG0SPdAUSn1tLL8of25nf5rJ9LPQJRvru1W3/TekgM5Ljx5CkIPI9ULNdjGUBClAK84x3v4IUvfCFPe9qT+a//9b/y9Kc/HSEMP3z0u7l1NKVvGm47f5KVA5cYXX8GtVzgrJ7rDndqGLua6/1aqx1fOaxMaeyOqcedoK+9feeFmLRJLlL4uTbStu3tB4rMu+qYzE6X2Dg9n/KuncIFOdfigXnQx+javrY9UTVBULQAcLM26GmfA3nBcjYj1Q2JstG+yFtqqymdprSamTVt+zYCvNiu7YZKrjwue2jZxe0WbtdeDgFse53z27etfQRnjQ+4AIHQgjfPpqu4pFY5H46zVXyKz1RCaIyKE7ABj/cVIdT40FqN+Bnny48xTJfJWr3WpdLTlDFn3EhBIgVGQiIFpYtgsQmBxgdq76mCpwgNjbBUoqYSJY2s8HgkEoUhDRlJiI/vUCgEmVJkUqCFoPSexnrW5GXW7P1M6zPb752fIWWPsFVyU/+lPEkd4Yah5obhdXzjodt509mPcOt1B7h9eAt/VHzm/eCxXl8oAPlP/sk/4dSpU4BiT2qjXQ7w5g89jWsG09jibT0YvZNsbC5wZn2FmdUsZQWHllfJ8xIhPM6rKIGRnjyp2N+Lx6blbMYgLVmbDag7DTDMtbS2Ha4bJSXD/oxePpsP6XknaSpDVaVcmg65eeR58vI6B5bX2BwPOLexTD8pOTDpsVwbOCAheDKxhU7jfhKC3DbJl37eFvcuJtm41lR/PO2xOhswqRPW6pTVylA4wYHMcse64VLleMKinad9LbVDigCTxjEaLT6SH91u7dajvh4SgDzvGg71hjgCp0+f5ujRow/ntgGxhf1YBpAAt912G7//+7/P13/91/OMZzyDL/3SLwU8P3nq59pbCK67++/ydPVEfuKFH+KaZ32UzfUFvJdzT8bGKZq2dftAUBgBJAiZwg5N4U6vxo5d65t6btQN4Lq2eJt5201ad0DygeDPeTn3faxb+57aKapu0rhd8XeZ2YJtz8j5trS/Y1s4toSdp829hdr1uVjkLKUVQ1PHAZxWBxqHOwKZtpRWk6sIJCsvqV2c8G5apq4JXZsXahf/L11g5jxjV7Mmt9gQF9m0ZyibNbyf7djOB/9OSpF8xut2lhASJXtIoRGi1cXJrL1OoWWORJLIAR5P4aMcYMtZZk1DjaUWloBHoUiDwQhFExyFqNmUa6yF01Rui6pZI+AJoUaIBC379MweFtRhspCQhjTeH0UiJJlSpC14jK81AmNHw7Q+c8X7EL8b8f/jk9+lHHwZxcbNBHJeMHoGd2xd4udPvZefuGEfj59+LXdOf+uzvjePxfpCAMj77ruPP/qjPwIkmTnE13/peyOr7iTnS811w9i+baoE2xiKVvu30h9zbV6QphVZXiJEoCwyqiqlqNIolxGB5d6EQ0lNmtasbw2xXm5LKtr9sXYaLT0DU7N3tEm/P73C4aGc9mgaTVUn7B9u8o2HT9EbzPBOsjkeMG0SnJfk4zq2poc9tC0JbltLqk2DaFvlnZm/kIFgO3mOZnVjkdXpkItFj0ljuG9quHfi0SLgvOGjxSbrchXYz1qZM246tlwwLnI2bcninqVH8uPbrd161NdDamGfCA03L8ST3J133vmIAMgkSR6TGsgH1lOf+lQ+9alP8Za3vIWf/umfZnFxxNbWFt57XvrSl/Jbv/VbpGnKv7/u1XzfbfeQJDWrG4tU1rSDIYqiMVeAwo7xA0hKIEsp6ywydjviCWHbUHvn5PJOuw3r4tRipwfcqZXsyoWooWxa5rNqjcrL9qdpJ7GFiNY9SjBvHXfV6fFC24bttr9pB4KiJC8yk1PbQ4jttlL3mHlr5ZFpy2JaMkxqxnUStyG09kBsTz27EFnKwgpKH1vfU5uzbFPGbol1eZhxPqZgC4+LbGGIADvgcaGhdBs4X9G4MTwIgBQIpOwjhMT7Eh9qrNvCuq0H/T4oOSBP9jEQ+5A7IgdtCDQ4xnLKqjjDVnO2BYiWVK+gZIoRPSblORq7+mmPG4Kl9jMat0rWX2DAAmkw5MKQSYURHaspkCKyrlLE7VeYHZ/QdkmZIUWCdVucnLybS8lx3PpLyVWPbzv0JXzv8d/iRH2cFf+kB32tfxvKWju3JXuk6n/+z//Z/iUYJodw9YzgFK4yrFeQqdZ03yrq2tC0EalpXtDvz5DS4WwcjLu0vkTj9FynPMgKjLbkWWxFT1vWTouoy02km6dk5dpyzfLl/z97/x1vWX6W94LfX1php5MrdlUnqZNaoZVFkJClRgIhkwdhrvFlDMYYLmOS8dzBl2HumIvBmHG4BtlcJ4LJNpZBCAkhLCFQaLVCJ3W3OlSuOnXSTiv9wvzxW3ufU1K3UHdXd6lb561PfU7ae621V9j7Wc/7Ps9DJy9i3naQVIWhLDKmRR67FTYue1rkSOXxLo7f5K0TRFEnjMc9QrmKqkqqIpuzjLOwheAFtjY4q6MwpzaMxz2KMuXCeMADOwvsNJrtWvChnRGfcu/lSPJCeuV1UeiFYCH5Ns4XHU5ME46XHVbskFGVs1NfZHD4CSqwL0sL+6k9fb/26+msJ8RAjhvHsW5CKjR33303b37zm5/ObQMigKyq6q9+4HOglFJ8y7d8C9/yLd8CxPSKd73rXXzDN3wDP/3TP81P/dRPcXoqGZ9Zo6pStovuXIHsgmytWfYIaWAeZ9gtQPcSxnV8k0+kQ7XCES0DqbIY7ebWODMGAXaZResVRZO01jG027hrVj37cNkLKmetLCVa2fEe/OEDSAS+BaqzNvJsvnDGQDatv1xkNgKNF0ix+3jX5nk3nhZ0Gmof29GphK6GXAdCiLOCRoZoS6PsXM08m5esvWitbqIQZmQTtutlNus+Z0TGSGyy7c5gfYF1BVJopDT09EG6YoksdNHoOeiTceADiaAWDWOxw8hfYFidwLrtxz0XnB8zrWqkMBiVYlkEoK80SoLznpHKadwE58cAFHtay39VheA5P/kwdX4rjbqagR/gfUYuFCCxIeBDbIeX3jEVFYaU3BxiUj0yX44UCQvZ81iURxiHDTaLT1M257kveYSrps9jJV3lhs4qH9g6xdccfAUfOn3wS3IW8kowkP/5P/9n4hUouNm/GCH+PJp1K8NOE5jYeBx2hgPKOtl1O0hrrFV4bxhPO4zLnLPjCJ66piZRjh5FNOtvbb/GTUrRjsf0TRNvPkK8Xrumnr+fNHVCWUUl9M60y7jK5jeJpu2KZGmFEIFJlVE53d6IxpEY06zANHrZToc9YHceuywyyirFt7PftY3m4OM65dHRgAdGhmENdzanua/4fXrZdRxyh/h0MQJAqT7jJuHRScontxw3DXJWJl2kCIysp99feKYO3X7t17OinhADOWo8aWI5kvX40R/9MX7kR37k6dw2IALI4fCxWZrnegkhePOb38y3fuu38t/+23/jp37qpzhTeE6fOoIUgc0ip3S7h7BuPf5mht2zckEQpoGOSjg9zXaZOu1IW9FIqhS1U6gmmXv8zWrmNbg3UeaxjMtnmdxAa8gbv5q5zZBAy93nXcI8tiBytu0uCGoX1cNxri9+FMpLGM/dFnQEjrtzibWfeRnufq2CRxFbs7kyZCphOYWeDvS0J2/NwNWMhW1b21PnKYOlkTUOi0TSuMklDF9ttymTwwzUITJ65HRIQ0IeknaZksY7tNAE6aj0EO+nn7fd7UNNZbep1YG5cK2nFEIFfMgowirbZvUxmcYvpELwbE0/BR3w8hj4RQgZIgiCDxTBUYaGQlTUosaEhK5euwRACpHQkUss+VWWWEXkkguTj/Dw+I/5hDvIWtbjlQvX8JvnPsbfOXqRr82/kbvT09w/fseT2uZnaz3TDOTdd9/NJz/5SWZX2dE0m1uDSWMZWctWlbI96VE0CZXVMYnKNHMDfecl20WXrSpju05Ipadrds/XxuqoaC4z1ouc0ku62pJINxfNKRFnqq1TlFXKeNphc9zn5GihdQeQc9bSiECiLKNJl05WkpmayXCRc0VGpjzDOmFJLrN+TnNwe3FuZi9EYFzkbBddhlVK5dqghday60KVcGIi+fPpWSSS+ya/D8D18hUcMTl3uhMo2ePG7HamVjNsBHeKT/Ka6UtYzvpMmoTCP1ET8f3ar+d+PUEAaUk7JeYZtDLLsoyy/KuVq8/levOb38yv/uqvcu7cOQDWRwscXtzkqsE2f3r6KqSI6mEA6yMIi36ArW0NgWrqyVPNhVK2LUlIpSJTgYFxZCqadQugo21r7O2RYrcLExB7hCh7o/J228Gz2cYZCANag2qPCgL1GMATmM9GegnOidZ651Im04VLu0IzADkr1YrEjRRke62HiK3Y6R7bmtL7aLFjRbvNAoHGhYALgcpbymApRM1ETJmqEdOwxdRuUDYX56zfrKwbMi5LXFKxaI6RkqGDwgjV2uy0KTmothUMCPlXtqicL3A01CLOQE6cp3COMlissGiRfsFzl49VgcCweoSQeoJ04FeQPkft2fcKRRZSPIGuXLpkfc6P2bGnyXSXLHTpiiV62XVMq1OcUA/w8OilvGz1+fx6uIMPDR/kb12v+LNzx7h//Hhb9NysZxpAfuADH0BKiW+v1xsGfp7v/NG/fDllsJwvU66u0zij3IrcSqdJVIIk0PjI/AH0dMvWE+M/rVM0VjOtUx4eLrLdaNKZ8bZXcxP8jomm92UdGceiSTg96bFRm0ucETLlWUkrJk1CUmVzj9eNKuXkVOMCGJlwi1qi2q45ubUy7x40XnKh6HC2yNioJGemASkEAwOZgtPTwHubP2W7uJfV7ksAkLLDCn0WE8G1kyNclX0bPaFxwTJqwAfHX14M3DiIN8zDxnL0SZiIh8cPxHpGnr9f+/V01hf8jnbttddysogyykWT0JVrT9tG7a0sy75kWtiPV7fffjsAf/zHf8y6nfKR9TW+YWmDblby8DgCk66WdBRza5rZx/+icSwYi3ElaUfR1bBVw+mpxYbAwcxwVUeRKTlnJmsvSdr0l70zlbNSYtfIqZlF5AWBbecmZwkz6rOAJHyuavvz1dyzUewaogfiTN7utsSvs9+J9vuZinrvvc7UyT1t7tnXqKKuvafyjio4ShomcspUxrnH0u1Q2E1qu074PO/onfQqevoAg7DKwPfoiYRO27aUIsaweZfh/BK1OYaROYXdxAeLQCKERAqNDxbnqzjPqLooDLWI18DQNRS+ZipKpmKE9dVTbgVbN2RUnSAkDqUM2ikysauSlwhkMHjhyUL3c8DquHwIl1SsJTfQCQP6+hBlc5Fz47/kt+RdCPntCAQnp4J+WjJ+buUCfEHVNA3GmL/6gZe94oVReUFdRA9Do+KN0b07Odf1OuTaks5Ec16yY2N86CyLPplfy37e8QiFoHaaYZ2wUSWUTtJRtrW+iheeAayPM4pFSLgw7XKxShg1CiHizW4cbRGYPfPOwyqjdpqNMuNcqfnz4TYb8gIazQFzA3q74oGdhTgz2YpptmrJZgUPFGP+svhPALw6/04Egs/Ie9gu7o2vXUT/4tdm387RLKH2cKxjWDBwchpvLtcy+O7uy9mqBFoGplZyph7xlc9AeMZ+7dezqb5gAHnjjTey0zQ8ci7njWvH+PD2HTz00ENPeyJNmqZUVfWM2QZ9MdaBAwd42ctexh/90R/xl8Vvc/HiW3jF2gqHFzfxASY2sF0H+kbS1YJEgm5TRWbtZl3X6EzTUZ5SSbpaRTYuwLAR1F5gZFRFT51kwVgSKS8BgHtj9mbAcgYc9wperPQ0Qcw9F4FLWMpZub0sYTsDOZt9jOsJKCFABqQXOC6VcHy25Y4SEdxqMfs5XAI2cy8o3W5LvHLxQ6yaC3MCLngKWc5nFSs3pLLb+FBCiFk0QhiMXiJRA3K1SCZ6JHRY9IvkLmFBJXRTRUdFBmS270oHHSvJrSZ1CYU8RJWWOBoEColEBokXnobqkt83IoLEbTliqMaM2GDYnGFaPfp5fVmlSEBIBBohNCFYfCgJYRfFCQTOjRhWjyIzg1eevu+jUDQiMp1Jy5o24rGZzqI+zYYwNOYINlRkZpWxG+L8mN8b/QFK9vjA9gN81cVb+bfr//pxt/e5Ws80A7m4uDiPTwTBsBFMiw7BC/Kk5oDscSSHM0XGgrHz/PNJm1lf+91xklzH9nJHOxLnKZVCiYSdOmHUaLbbbPbaC4RTGBHQsomMpo3z0cM64dFJTuFE9C2d3ZgSWxwlkonVeDJCiAb950rDPTuBj01/fXc/Lr2O4QnHyU3DmarCB8uqSTEyXv+rKkerAVp2OaUeZb26j6o5D8Bq9yUc8MeoOi/iSJrOr80XLNaMGwUo+tpyQz+QKsdGkpAqixKGdbvDTTfd9Iwcu/3ar2dLPSERzdpghQ+fTviqlWV+/jOK3/md3+Ef/IN/8HRuH1mW4b2naZrnRB72k603v/nN/NIv/RIQeHD8Bzyw/d1cc+AcRsZ27AU/ZuByFrRmKZEo0bJeUhKCJoyhl0UBRiohV4LCRQZu1EQPQSkESoCR4IImU7um2zP9y4w1/Gwmca+3YrT6CdjWpmcveJyrt9vHf/a8Zlz27rJmIBEZoJ2H3AsK9zKNM/CoRGjZy0uXq1qGNYho47P374GADwGHpxIR1ClhyPUiqRrQkUv0wiKLfoEFmWFEVCpfst1S0NWCnoZcQyIDqYwJMS7AxEZBAyh8k5F5Q0MHh0dGaIpG4glUoqEhgrdKlFTEnu+Z8ADbzQXK5uLn2OnsrU56nI5eRqBwocGHBhcs1k9pnMT56RxEzgBo8FM2p5+kTLdZMFeRsJs21aFPEhIaHr8bMKkeoWgu0E2O0tMHKNVFrBtSNme4NXsr91f/nV8/9wEO9V7NufFfPu5ynovVNM0zmmLyTd/0TfzAD/wA/+pf/St+9Ed/FPUbFdMizkFmSc1yorhnaLlYafpG09Xx+qicoNnD0AP0tSTXAdeK5GxIWpAXZ5Rn/qmNl2gZKNoZyplwZlgnbNSGC6UkleAETGtBYSFRceQkV9FqS1Yaj2CjEnxiOOUhdf8lr2txsc/9m4/wW8Nfx7ptMnOYrxRfx5HcsJbCWqa4PbyNrlYoITjrrmcrGZGGhI6P+7+S17Jg4FTh+erDDStpRSoTNirF6SJjLa3p6AbVzmQ2Hi7UW9x8881P7CCEcBlU2Psy7P364q0ndEv84lfexifvnvKihYxXL6/y4z/+vz7tAFJrjVKKsiy/pAHk137t1/KP//E/5oMf/CBf9mWv5ZFJgnOKb732PD939xKFKJFeYhuPIG0BZGTzplYx3YbDqWbUSMqWmGh8YOocmY/2LUqAFgItY6JKV4uW1dsVlszUlXtb2nuV1zPWL5mnvNC2uFsxz573Q7fHi1HO18OcCdWfBQBnfErdRt3OQKKiHSX0Aidg1rbb9Zlsn9/OUDbh0vnJuO4orkmCpuf79OgjEaQhJrNIH5m6TCs6SpIp5qzHDOSGsJsQk8g9TGi77nZEs50Jlcgg0HO1dlw+gKPdUAEWG2cgwwSAyu18XvAohGQxv4UVeTV930e07GUhp5SMmfgNQvC4zwM+p9UJivoUSg4QQhGCo5ccJlMLjwv8etl19PUhEjr0wkJkUjPHZvkA1m3zaftBXtF5HR8cv4dvWHw193UPfknlY1trn9EWtjGGf/kv/yXT6ZR/9vP/ktfm/zNvLqPllZSevoYP12epygMcCSkTG4HcpIk3pDvW0gSHxTOQKV2lWMs0EtBthyNR8bpPZaCrYz562ra7mxBzsF0QnJgmlC6+l3hitOeogYl1KCHoKDkHkq7tCGzUlpPqUbbrR+ev6XDvy1heWGBjZ4iSKdbBgfQmDiaGa7qerva4IOhrRaKi08TNLuFCuUbtdwV3L1BHefFSycE84ZreiMZLzrscD0ys5FjHMbWG0ikuFl3W6wk+eK6//vpn7Pjt1349G+oJAcibb76Zuz/6Pqb1Nbzx4Cp/dvE8GxsbrKysPF3bB+wKaQZPYoj5uVKvetWrWFlZ4Q/+4A8IoeH5/W/gb1pNoizbTHHYCBREyY6d0AkZEkGvSegoSW+z4ZWpYtsJijowsZ5NW3FWXWDgFuiGFCUkBkkqJZmKuc4zRlK1ABMunSGMFf8QRTti7hsILWC75LG7c4ou7Ka7RIueCL5SKUjarOVZzdZZe5ja+PNMDLQXfM7AYlxebJftnYWcgdAZ+JN6tnyB8zHJZuqydiYyzJcFzGcxS+fjB6dq23Fyd72q3da6BbM2tMKmEFvYUxe9HGfLNWLPi5y/1oAn0GApxYSCIc7tAFA1W5+Xeexnz+eguJ4Vt0RHGKQQNMEz9hlDqXGywaroV+nC4ytZQvCX2AxtF9uxHb6nUnOQjlnj+eE2rk/7JCq+prENnKqnTNUKIfMUbgspDNYdie14+Sj3TT74uOt+LlbTNM+4D2QIgQ996EP4UPO+6f/FDxZvA0ApR1fDQ8X7GeW3QHUzC8qQKclGXTMONafUo2w2DzOtTiBlxmr+Qhanh7hZHI3vJwa0E+TtSzLSz2/8XBA0TjGyitJJTk8FXR2v56YFcj4Ept5RBUvPJ2Quivt2rOWEPMsO51AYDiUv4KLs4ELFEXE13cWMc9sXOJjeQj/5Cm6UB7i+51lJLZlyuCBYSqBvapQMDOuETBkmVuECdJRnNW043h+ylhsW8wnjOnoblw6WkqgIn9YJ61XCTqM5VZ3j+NXXXKEZ1v3ary/eesIA8j31f2Wryri5uwrARz/6Ud70pjc9LRs3q06nw3T6+B+aXwqllGJ1dZXJJDJRAUdZJ1TW8OJ8kXdXp0lDxlSMGLJO6Yf40JDLRVLfZ2XnEN8MbCtF2dS4ELAtnLogT9MPy3RDJ9rOeI0QAuMiGzlj1mZgbcbkjZrY/HRhJtwR83aoDVA4SxEsDY5GNAgkEkEekrk62RNBlBICIwSZkoR2Nmlve9qFGNNXuwgih83uDJ+WklQKMiXIFPRb38ek9XycQTQX4syV83tU3y2wrZygYRdgCiI4bEKg8p4GTxMcnkAgkKDJpSaTcm68HRncXYZGzFhgP9sfkfW1M0tMISJ7GgI2BBwBGzwNjqplDSdsM7EbQPSq+3zgUatFEpm3M5SOKkg0Ehs8VjissLjQ4EKMTHyitVc8s9p9Cdf5F9Ih4UiWcrQDfeMZGBvTO2zORnUd9w2P86g6jyHBBlhWh/n09CTfvfb3+OUvoVnIKzGC8973vpe7776b2S2QFAHvYiTpPz0T9/16cQ9H02tJvaL0nklomMiCsbvAtDoBgPclo+YMJsm4YJeRVpDXmkQqjuQxRz12IAKllxRWUXnBRiUZNrBdO7paYf3u6ErtQ3vzpFHtTWflA1Ww7IRzCCRH/HUs0+GQOEwlG65dXo1zyBsZ1/kVVk3C8/rQN46+aebetpmy9NMSLR29KseHPhLYqBWJDFzVG7HW36FqDKlpuDAZsFFFpXcqA+PG8PAk5VwhONYRnKl3uO2VL37iByDwWL77T3wZ+7VfX6T1hADkTTfdxPl6mwdGXV5qjtJVho985CP7APIZqBACJ0+e5Pjx4/Pfjcqc0mo8UIe4f0Zhg4vTO+dq4WktESJjkl5NXX4zNodyK/aANZKBX0ALPRdwKCFjG1tEpizZE2cHu56Lrv0QmOUt72X4PPGDoBQV6+osVRhT7bG96aglUnrkoYshIQ0JiyEnCImRUdH92e+7MzAZtyV6FM6qFwRKxLjDaSuOkXVswc+U6XtnMUPYZURn6yld21qznpFrqIKNc4gtkGuoqNk9B7ss0fU9ejanIwxGynYMoE1xYbfF7kP80Kx8oPSf+4kS02U8VbA0wtJgqUVNyZjS7dC4MUpGB4THE8xk5jC95CCZiO3jStR4PCZoAgGHw9G0kYYxTefJVj97PsfDLSyIDEc0WR420QUgk56Otiwmgq5KGDWGRwt42N3R+kcKxrXneLeG9Se9Cc+6quv6GQeQ73rXuzh69CinT0f7rze86b34Rs99HgGc26ETUjIlcSGQC0MVDD11gKH4zPymYfZ+cp+4g8ZPyeSAPgeguJapVbigSVU8OydWUDkYN3C+rjFCzq3fkrZT0A8SZeM88GyW2AbPKXUK5xuW5BEO0mMl1RiRIAQcOd6j3Ko4FAYcyDUHMuhpR648ubZ0dUOiLAudCYmOKTtKegprCGR44HmDIcudMVo5UtNQNYap1dh2xKRnLJu14aER/EnzAX5k8BruHO7wtpu+6pk5aPu1X8+iesIM5KYd8eDIciTvcUNnjX/0j/43fuInfuLp2j4A8jxnPP4SM477rNrc3GQ6nc7jI78ivY5xvcm4SZjagKehFjUBTy+9ngP6ekxIqURByRhDSjGpSbqaZg94yENCEjSG6FmYComWcj4TOGsLzwCY22PWDVCFCHxm5ZkJUWomcoylIhDBng8NIXgmYYNKjrFyiYwuMiwAkEhJrgT91r8tkWFuydPM2EMFWRAcFCmND/O5TSWhcoHC+jljmItoT5RIOVemzwQ6tmU0Z6C08YGJ8+y4inW1wYgNxnadxo2p3Q4hlITg5yrs1KzRNWssyEP0/AKpSzAoFBI993zczZOGXaAIrTVO+/uqza+uZE0hdsFq6YdUboj1E2S7j4WQbXZ2fLZAkpo1Mr1EKqLRcSEmjMV2m5MdL/GGitIPmTbr1HbjEhX2EymtFjmuXsQh0W9FCiM+0nyYbljhK6vbSJTByBiV2dWOtUyzNlnmvvKhdgmBMjjG4RQv7H7rl0wqzZWw8RFCtOsUvLX/d/HN72OnGeNiN/7zSO8rcM7j28enQpL7hA6DOXhM9BqJHjBxFxlVJxFC09eHOOKO4GQ07T/V3lvZlrF3IVB4y46YsOC7TK2O4j0DpgWRK2lk+WcOBb4UGJeSyA5r7gC5iW6kiwksJJ7DhzXslNw0iOd0pqJ/ZKYcS2lBJ6noZmWMV5Seuk6oG8MgKXFBkCvHSmdMYhqytCLvFAx3BtROUTjBkTzOcH56mnKyHrNdPciw+XLO+EeeuIBmv/brS6CeEIA8ePAguc44U23S1V1e2L2GT4zOsrW1xdLS0tO1jXQ6HdbXv4ToiseokydPAnD8+HGEMPzk8b/LuEnYrhNKHyjdkFzmrIrjbKhTCBS90GPgB0gOoZBUY0unn87j9ZSQiBAwQmGIzGMid43GIYLFVO2CR9uyd7Y13AbmbV0rIs9lhcPj0UEzEGs40dCoKs5phjKyYOwyiApFFRxrKiEAwwYKG2cYZzOYsMuC7v05EJk956IgaIspQzlkyDopPXpugW7ToSfSeascYtu9Cm4O5OrgqbGM5IQJ24zsOSbVI5/j+xgIhFBT1mfwweKNx0qLIUUHvQcWgkSig24V1ru/T4JGIds2vmj3hqMQUyZsYUNF46fYEBXPQhikbBNtZB+tMqSIl65A0jVrGNFBoakpmPqtCBTdVtyK9rGzDO6nUgfzF3LYL7GYRBZr0xpG5QOMeID1zgtwIQLIjo4AdSnRrJkMIoFKN72O0JzkM+UJrpOv5VNPaWueHeWcwzn3jDOQd999NzfddBO3XHwLf/2qEt9oqnGHf/apY/NxE99eh0bEn6WU9EjwbpnV7kvYLh9hIT2OEobt6lGM6nMgvYkVf5AFlZLKmf1WvP7K9sbEExiLgokcc41YiteziS1iiC4FmYr2QLP40IkVaKsZ2XOcMTnWHuEaMUAJQV87uqspHz75SVbTuM2JDPS0YyUrSE1DvzNl0B8hlcdZjXUeKT0eQSIdSeLopBXdvKDTnWLSmsn5DCM9fR1YzRqM9Pzp6Dzr8gQhlJyZClxo9i189mu/HqOeEIAUQnD9dc+nOrUNdBHuBjwf5H3vex/f+I3f+PRsIZGB/FJvYZ84EeeRZgzkT534Jf7TC76Txgsu2oKePkDXRZuKFXEViU8wQZMLM581rMYNSUdjW1AkhZizZYHQMlu7AhiIYLHaxXpRvEJk/UQ7+ydtZNF8CLgWPPoZ0xYkCEOc9oNMdOd/N6SYNu6vJw2l93gX5w5nc4G6bQuLPcDPhUDTMp+VaPBtW7cQBSOxydhdYNJcINULFGqFqVpiEvokwaCCagFvOxdIy8QJCHgqUbT7xqDk4HHzqpXqk6gBWqQEHA0VjYjejZYKHxxSKISQqMjvIonfpyEjDSmEmCsvETGfJiQoYQjCg+yQ0AMFnoYki5fqUnY99R7wDZAzaKdL2xx04ZDSEGxNCLMj8dSrl13Hqj9CV2mMjEB+VWe8uPNtWGE5kqQYEbetcopJY9iuFUO7yy5Oqoc5mqxw/+Qii+5LIyCgaeLrf6YZyDNnzvCCF7yAXx2/nf/3wa+m2BpQTTN6WnJd702cbe4hoYMkzg/L9hrrBklmJY17AcP8GAM/QHtFZa5BoTgs+vQSSdfsdiZKF9XUpVfY1pi/8Y7ULSNNK5Rrldsd5dAy0NeWRDmcl2zVCaA5UxzgjEw5U9zBCfenPJjfzMubL8eFhMVejwun1rlK9dEysGAaeqahY2q6acni4g7aNAgZ4w1Dkc33hWpZcaMtSdJg0hqdxOjGpbTkcG443htxatLjPJ9hWJ1mMb+F89UYa58CgNyfgdyv53A9YVngy7/sZdzxG/ewUV3Hr23+JitmwDd90zd/3oSOp1qdToeiKPDeI+UzmKP4RVQnTpzAGMPBgwfnvxOtXcaD8i46LNGThrPiAhJJDS0oUUgh4tzguCbta0oaDAqJuiSyLoSAn5swtoKYz1JPQwSeRgoMM+9Iw9QplJeM8TgKGlHRUM1j+9KQtyKa+A8g9xkpGiMUNgTG1hEIuy3ddo7PBTvfjkoUlGJMw5TKT2jsGCkNUuj5Odi4CbZVLQsUQXmciL6OCoOjoaHCUlG6HTK1QEJOQgeFIUMi1CGSLKew29E2pzXf1mpAZlbpqBVysTAHwU7YdpkeG0qsj+DI4+N6hUaLLO4PEdnJJOg5+JVBooUmJceQggCFQYd4iRoZweEBjlMFOzcc93gkMu4nLE6Ydn0pQmSEcHluvKTskKslch/n5bLWJF1kkq5dwUhYSSOr5Ftz+bFVXCgFZ8XW7nJEwun6PF9/4HV86slFeD/rqq5rtNbP+HvXm970Jv7tv/23QODRrVUGvTHOK1ZTuM1dSxJyDvsVVhLDcjoLHoidhomFQ7LHYdHHtH5aTeigBaymko6m9YmN62p89DotrIzzxFbgmwjgBPH9RxLDBbrasZRWJNKRm4YQBIly7DQ9juSGxeoIIxf9H7eLe3kP9/KeKfzvvf8vw60YXrCgo2gmU5ZUNwx6Y7RpUNrNvWZDEFSNQRJIVPy99xIhPEIEvFOUdUInqVhMEpY6Y06M+6SizyA9yi3+pWz7ddZWDuznYO/Xfj1GPWEAefPNN/PnfIDNWiNFSuoPAPc9DZu2W3meI6VkMpl8yV7I73nPe7jhhhvmH0LP672FjSplu1ZUfsy13EJuFPg471aJIoKa0ND1OQLBZFiRD2IbzQiFZpd1gHiz7EKYiwdlmKkmw9xqB2gVx7s8pQuBqbeUocG1DJSIXBsKgwkJfd+dz1nOZgMb4albJjHyliHOTqoxBUMKv0PtxzRuMt9G5yu8n35BrdgQmtgcDg21KFBYRAscKz+mdmMqu4lPPEJJMnrIIBEkCKFQwmBMh1QN5uKTXC3RYUAn9MldtEoCqIWlEglGpCQix6mGIgwp3RBHZKAkDi12zaStcDRB4lo2FCJoTIImCQkGjW4l6boVPiz4Ho1vGcgQmeMGRy0shfBztjNVXbw5wLQ+9aTnHfeWQKLaecVo2t76XSawYEDLQEdHC5Tax1SRM4XhwUnJw/4jsyOCwPGS7s3c3LmJXz73357zs48AVVU9oybis/rWb/1WfuZnfgaQbJQZRZmxM+1yda9mYDQr5WEyBYvGkyjfzhoLplaQa9nacrWG/wGgHSkR0eVAiWiUb6QnkfE9onayte8RTKy5ZN74aMeRKU+uHLluWMymqDYuVYjAwTrhxCSjGxbRepnGXnqHcejwGi8aXceCOcfA1GTakihLNyvngFBph3eSYppjncIHSeN3RUM+CJxX2MYglSMxDTtlByUDjdNcKA23hpvxIbCWGR6pd3jhi1/4DB61/dqvZ089YQB50003sWG3OFsI3pB+I39cxJip8+fPX8KOXc4SQtDtdr9kAeQHP/hBfv/3f59f+ZVfmYsOrvGH6SjHxSrB+oKOisBQIimpqMOUWkyZCkOlBpiQsDOaMljKaUTDGB/tdLjUxBpasu+zoiNdCJRh9iETFcczzrnxHtcKTEyIUhJCZNUU0UomFYpEqvb5YS6+mYqSUlSUYoKjweOZ+I0YIdhs4vyTE08JBFKkaJEihYxpLET1ceOnNL6gdiOcGzEqp8hMYlRKIjqkIUMHTRAO6KDkbvs5C13ykJO37edZmaDQQdEIQy0SGlHTiAot0zn4mjGgAUclSiyWSug5ezhjFE3LDcuwO1IwA6piD+j3e+yT5sepbaG7megG+aS6YAKBUn2kSFEyoWvWWAvHWJBZO78GXe3nkXR6j13Sdm24f6T5yGSDTxS/OV+mlF10cBihuVgaavulMdd8JRTYALfddhurq6tcvLjB/aOMm6ZdumnJobygrw2rbZafEQElPc7LeXrM3px610YLutCmxUCbdQ+5cqTK0TNNTKnxgnGTUDrFsNGUTlB6wcQKMuVj6ouKrevUNHTSCuclzksWkpxDecrxYo0yexmnyjvmINIYw+rKMvdfvJeBqVlMS3Sb322doqpSjGmABNtonFc0Vs/Z8JjRLakbg200IRXUdUoIAiMjoD07HjAwjmVj6Jo4/73pt3njLV/25A5A4Km3oPdb2Pv1RVxPioHcdtvs1J5re5oFf5zNYpv3ve99fNu3fdvTsY0AcwD5pVbOOX70R3+Ul7zkJfyNv/E3+Jt/87sAON5J8KFkswrcqL6MVChq7+n6LhO5jaeZt1FrMaUrltgejThwTZ+JnKDa9mkaDJpo3yPjICC0c4dKCEILUmbvY5aADY4qgG7j96QQ9GVyyUB95T0lFk9o27qeiYtsk8PTiIZSVtSioGRC4XdofEHjxggh8XMAtOst+YVUVClnSJGgVY5sAXcEUhE81n5CbYc4P2zb9JbCbqJlbB3LuYo6zm5qNCakGJJ52z0Vam4CLoRA+ZhaXYVdfXUiOkip5q372RykQMUpUFHTsMuk7opuLm11hlZ2BES2sd03M+ayEU0bd1hQhB2mbgPrCqwvnhTDJ4TGqCUys0xfHSAhpxP6LPk+HdPGZLaPnQHHWfrIuNGsV4q7xxM+bf/HJcsEWFTX8KnJA7woe+0T3q5na10pBlIIwStf+Ur+8A/fyXoJ58YDrk9LFtISgK7ZPTd8EK35tkcJj5KxzRuCwHnJsM4iKKwTXBAt6xjnCvumJlGOREXrnH5SM6oTutowbAwXSsPABLQMKOFJ27nHxmpcuw1GWzJlSWSgqxSHmsO47EWcKe7Eum1ee+134mpHZ1qSLTv6WYHzknGdUU97hCAQIpBmFbbR1LXBecl22WFq47mn2sQsazXTSYemie8NDw8X6WrLRpXSNxYtDQMDnxl5TvEZbr75bz/DR26/9uvZUU8YQF577bUIARt2m9WwzK28mgeSR3nb2779aQWQvV7vS9LK55/+03/KX/7lX/K+970PpeKH0IHuKziQRVh1fV+gxksEYLtpKEVF4Xco3TbeR98/o7qgYGO4QdY/zoRtEDAUUYCRhowkGNIQrWhSVGu6vVuKaPGxt2bJLC4Eau/Ycbum4bVoqGT8oJp5TAokuj3lLJZG1FjsXAkKUcgikBjVbePKcnyoLslufrxSsoeUKVpmKJmSyB6p7M3bujVTnIgfWL615ZlV1ZzHqC5S7TKFu/Oacu5XaVBRvb6H9ZuVbJlCiUAHTYc+gW7cV58DCj1e7AqNFHqu2I4srpwv0xMu+RkuBY+FmFIzpaagCQXWFbsAXKbgq88Lwme2QPNs7GBp3Aa95DCalE7o0/UdUhHzhWcRlLWfhTNGgcRWJTlfwoPliA8XvzJffmoOomRKUZ+hNpLSlvzp8O523c99G5+qqq5YDOurXvUq/uIv/oI/qT7JN8hjOC/nQE8Jj5Ge3DRkuqHbsnp5VqJadq+xhuG4i5Kei0WXQVIT2udqGZ+ftq3k3NRz0Jnqhp0yx8iYDuND9AhNVASmUgSKJoniltaPcdwkdJSnqzUDl7IdFtEyR8mUqw8eYHi+iCk3XlI7jRKe2inGdXKJtyVEVvL8aIELRc52bRgYS1dbpnVKoi2TMs5nShG4a7vDS5YmVE6SSo8Ws9Qrj6O+4grsRx55hFtuuQWA7//+7+f7v//7r+j27Nd+zeoJA0itNYdWjvLIzmkWykVetpiR1Yc4u7HzdGzfvLrdLmfOnHla1/HFVnfccQc/8RM/wY//+I/zute9Yf77r05fQUd7NirDqQl0tGDUBMahZipHEKBqNgkh+kI6X+F8xcWdNbqDhKE9Fz0Z8Wz4Zi5CSWSPXC7MGacZqMzmSu44DO8INMHNZ+8a0UQwKKOQJLQTjRBZPEM6B2NzdTYSExKkaNk5aahFGsUmMsWIDhKFMw0uNDR+SuWG1HbnMdvaQkhSs4yWOYnM0SKbC2MkEhU0WmiQLXjzDTU7lyS7zFTMs1J72EAdYkvZE/AhEPXWsxBscMFj8XMjcC88es8M42eXbwVKM4sfHdTcR1KK3Zb1rBIRl5MKhWv3occjg8SJJgpoQmSdfbBzo3ApMlAZs9uBCCw9BI8QCUb1UTJFCNmylhOcGxGCZ1SfptZjJmpAV61S+RXKukPpEiZW0VECLcU8ZvJCZblPPMRIXLhk229IXkvuM8hgXZ1nLB9h3T3ATd2v577J7z/m/nkuVV3XV4SBBHjNa17DT/7kT7LF/+CR0feiZQSGmbJIEVjpjMmSmkFvTJLUJHlFklUI5bBVSlMlBB/ZvaJJqL2ag89MW4QIc/AopZ+3lWXbCjd1iguSykv6ppmDVh8ELkjGVUbuJY3TMULQtQKdRrLhT1E2Z1GyR/9wzvrZMX9ycUqi+ggCg7Rip8rYaQyjJpkD2ERbxmXOyUmPh0YplYe1VDAwkkR1I6saYlt7IZsysXCmyFAi8MgkAsvCwdhXlEX5pD0gA4LgP/dG84ktRHDNNdfwjne846ktZ7/262moJxXO+prXvZJ3/Nf3s9pcw5d3MnY4DnyakydPzm1mLnd9qTGQ0+mU7/iO7+BFL3oRP/MzP8ePHvl+DucNhZM8MoHPjCK0Wc3im935puBB+UmG5WkatzFn14SIzJL1Jec3TjIYdBmVD3zedQsh0WqJXnKYVPXQpBF04WKqjBuyZK4mJUdhmDJk7CJokMKwJI/MwZgO+hJ2bVaF2FVqz0DlQBwglcfJQ0buE5SIs5MSaIlAGu0pgqUQNVMxoRIFNcWcxYzTg3reep6xn9FU29BnhUz2yNIBpR9S2q05W+dCFdvcVO1rkYR2DnEiW0V4O6cZnRvtnFmc7Z9ZzQVEIm1nKlXcsqAumWmM2xyTdDQCI+Sc2Z3NoGoBiWptfLQhNwIboHSODSYYUhoqXCsaEkIi0QgpUTLOgWqZokXWttPjPkrokIcOuc8wKNBQiYaxGHPC3klRnaSxG4yBi8Cjj3O+XNv7al7AtbxoUfP69Dok19GE17BRKUYN3DOesqBSjnUU0OcON+WjxZ/Rc4Kv7X0vfzh+++c9H5/tVVUVvV7viqz7DW94A9/7vd/L29/+dn7kM/+GHzr8/bx4acLB7phrD56l25/QP7CB7pTItEG2UZSh1gSnsNOMzuKQyeYCi/0RW8MBzkukCEi52+qW7SzsLP1FioCSU5JWJW29wnlJqhuMcq2YRWKUo2gSNssOlVMczGo6SiPRXD+6BdPL0KSsHuoxOjdlUaY8MpZcKBdZSTwD46i9RInAmfGAQ0GwPu1y5+aAe4aO0tf0lUYKiUfQTDqcmnSYOslK2rBYdBg18D8uBLZ8gURwddrj7LRk4rfo9/scOnToihy7/dqvL/Z6UgDypptu4t18BElsJyzKa1EIjh+/hhDcX72AJ1H9fp+iKK5IosOVqB/5kR/h05/+NKB4df63GCSee4eG1TQwMLBVwdgGFhPBpCHa3rgJzheXtGZD8LgwxocpFzca8jwjyzLKsnzcdYfgsW6HnbIgNwdIVC8CDxH/d/QKKTlZ6JKGFCMSpJIt++ix2NYmSGKFxeNpRJz1m4GvkskcfKXkJCEnCbFNnGFIhbrEA1IS26Q6SJKgyL0m9YZS5EzkJPowtrzgLNZRCRPXISKwjOuPQhoXYjZ3qgbz1z2bl5xZDzVUeLELFh3NHKT54OftdmC+TIlECkOQHj3zwxRgicpqROuNiZy3lWfMrhQaGwJmz2ue5QTrNu6towVKx9hGIwSNzcG3YFdGy6C9Su+Z52btCyxVqy7XGNEhoTNnPnOhUULSCYZByDH6VWyZa7lY3U/ZnN3dRzIj1SukasCSOsYhd5ib0i7X9j3HOhN6psEHsF6ykiQUTpGpDg+PHSenjpsGitcv38z9Z+/iE9U7+e6FvwXj53YruyzLK8ZASin5yZ/8Sd7+9rcDgdXMUTpFbmq6/Qn5YITpFQjlEDIQnJqzZkI5dG+KyiqkseTlmCwvo0m3VRFoBoEPkuCjRY51aj43aZ2idpraaVyI53OiLVo6KmuQImBUZDEzZSmsJlMOGwRHOwLock0dFdBXXb3Ap99zikOZZtgEShdvw1azBtWakyfKMW0SzhY5D40DmZQcTBVLKQyMRwoYNnE8Z7sWdJQilRoJnGGLTxW/zfcd+Hs8NLGsyy0GTLj5lpsvERPu137t1249KQB58803o0TNRbXBmeJqlhPBqr6KqX/qdiGPV2makqYpo9GI5eXlp209Xwz1jne8g1/6pV/iF3/xFzn50/dwTbfkYGeTj2+uRFWjC5QugsQHx4LTbshD4U4aN25BzecKT0LwDIdDmqZhaWmRs2fPff6NCA5EBEnWz9TEu/OBMwPu0CbO9FnGYbHCzlk/tYcB3Mu4eQKJyC9RXjeinnNjdRC44OPkYpB0lJoDKUFk5EDhfbQYKkOFE80cxNlQYX3VMnER4LlgCbgYRyiikEXLyMzJ9nXNqmKMDw5PE58X3Pz5gtYcvPV2nJULu21lHyqC91hRIlDUYooShlTkUYwjknlrW7SyGhkkhGivFD2T5FxtrdpISYjm3UKBl6C9oAkG7QRdnzJggBWOIHycQRUlBUNG7gK1HdK40Rz0JnqBxkxx8gA2LOB9hxwzn9Rc8n265Cwkq4zTHaZhCy1Suiyx6BfphJQVmbCaS452PAfSmp5pMNIxahIeHHYxMgon+iawmCg+Wp1muTzKDQPFX1t4Hf9163d5ZLrFYn4z28W9X+DV8eyrqqrIsuyvfuDTVIPB7k3St9z6Sc5cXOP4obNz021bJvPZRbzEN/G8lsYilEMai+kW6E5JOhgTnMI7iS1TfBMtcYIXhCBxVuGsZjrN2ZnE+d/KaayPwhtB2G1zi0DSqreTVpntg2DJSxZMykJiqJzEBsHgaBcujBECLjY1t/RTVtIYPahEmC97vczZaTQLRnC0E1hJG7T0zMMUXDzDF42kqx2btcEDZ3mAr+n+HZbSwM6oZKpGLKRDbnoqEYYzP7SnUvsq7P36Iq4nzUBO/BbD4i84LY8jhWRJXMO6/3O2t7dZXFy8zJsZq9/vf0kAyJ/6qZ/ijW98I9/3fT/AL94YFYAnxn2OdASbFXzcneBsczeHzE2cKD6C8xO8j4ziX6Va3traZmlp6TEB5EzBLIh5y4leJJFdcrU0b3vOBCkmJCQhMnwGgWkNr/1cte3n4AiYW9JE4chjs9SVKKlEeUlSixaCJsRMbNd6yoUQaLynCXEGc9Z2rsIoMm2+mDPhkYGtcX5CaMUks9eZqAUyvYiWtPY6Hh8ctR9T2E1s6z8ZH29aFlbHlBfhieRmZGWViDGGPjTRIsgP8cFGECv0Ja1kIzoYkc73pQ4aJTRJMJhgSIk2JEHEHG8VIvsaj2/0YBQAEvpakklDwLTRjgEfoPSewlk2ZEYtp5ThUkukoh5TNetMk03Geo0ldYSe75MGQ1cYcqnJ0fRDytT3KcQBXHAoVFTuixh9mSrmVj61k4wbw8lpzr+4+AHekr2W5/U9fe05kCnyMudMWXPTQHEojYDqRDXiOn0bH+O5CSBDCJRleUUBZOxkwH94+StZO3aWpjExhKBK8F7CqBsZxFaIUlUpSjqSrEJpR9qbotIG058g+1NEYiNgbDS+apljq+Yt72Knh9IW5yWT7QxBwHpFR1usV+SiJktqUtOwsLhDCIKyyBAiUFlDCIKOqVl2mtop6n4PaST+4pRREziYpBzKPYvGkms7B4+V04wbQ+3heNdzVbdkOa3wQVC76AfZ05C21kNKeP78wgp9A662LKUaSWBdXaBiTGVGV1xAs1/79cVcTwpA3njjjVSuBBpONWOacZfzegffeN75znfy7d/+7Zd5M2P1+32Gw+HTsuwvlnrkkUe44447+I3f+A3e85738YdnEl64KPjwRsMkTOgKwwaPMqke4TPVI5+7AKEusYH5bMPtz5dbnidXkcguRnZIRW8+xzdLbZl5FM5U23tn+uaJz3uNycNMThPmVkEQZ/6s7+BYYFuO2kd4DAkmtEbaaBIh51Y5jY/WQKGVh8xiDKOAJ+Zsx2VHwBaQ0XQ8WLyv5uARIqgkFFiRYEOODBEQuhBb1LWPowB7AZcUCUIkeBF15EJKXJiZa7dhhELNxUnWT+bPF2iESBBCI4Saq8T3ziZq0jlDmYYMgyb3CVnQeBTSxm0vHfg9+FsJ5kkhcZ8LAmCcQDlB7bpsq848D3tv+VBT1KdwvkIkEicblvwKVZCkEOcyhSBFR2HWnthIGzxj6zCVRgmFDYJho5lYyTvXJ3x1+lpesOBYTGJLugmCa/QiAkGmLJmKv8+FpmEG9p977eumafDeX7EWNsA999wDwFGzSLr0MFpbqiqlHiVMyoyySZjUKd2kIk8qGqtJTUOeVhjToIZ9jGnoLg3prG0hQ4XMaoSpUIsFwgRER+F3PGZiQHrUKNrkdIucYR3BswuCTlLR705IkoY0L8gXxviW0ezlBd1Q4vckyVinGB5dYLw14sbOhKtThSd6V0b7oGg7FBBULlr1HM0bVtKSpaykk1RYpyiaaD+kWtPyEKKP7Ue2KvrKcC0voqujLdWGe5Rj8lbW7cNPWkCzX/v1pVBPCkB2u12OHz/OzoUu59QppD3GVnEPh8wa3/OdP/K0AcjBYPCcV2L/3u/9Hmma8ra3fQevzv8W13QlWxV8oPkDXp+8lSI4tovPTf5JzcFoQyMM0/os1j020N7c3GJ5+XMBpJQZUmhW1NV0Qp/UxzarJzCRUzbF2c8yotmzbqGjbEV8loOh2BWCzLKtZwBwVnnIcLg582Zaqxi9Zw7QE83HGzy+XcYMmAKY0Eb/CY1XcemOCOSmbovGjWmcxIeaEGoEGlpWcJ4fHVyr9i6i/dFnRXOGFhhKsktegWA3g3q2VTEtZ9cmKFDDHiBvW9scIVrzd5FgVBejeiQyJ5X9Xfuc0CG3CdbF17rTeFy9u/5EzvZVZCmdBxsClY/WSla4OaP8WBWCp3E7FG4bpQ1CKsat8GnGiFrhQIDDzRnl2XEMe8juRHm62vF910pyvcMgqVoPwYSpVXS1wXlIlWerFV0dMAc45x9/HvfZXmVZopS6onPb994b2V1NBzWYIERgZ9Tn4+eOcq5MOVdI/v3W72NUj//18Os42ik40htincJoS2PjHGNnfZXVi5uknZJ8MEYaS7I0Irl2AksLyL5F7oxJhlPqUYe8M2WhmzGtUzbLzlw4o40l701iHnVW452kMxgjlcc7iZAB3fpDOqtpjt/Eex58mL++do6ySRhX2R5vx6jqdkGgpWcprVDtTGWqGxJl576WzsdrYFynTK3hYpnxsHyEzeZRRuUD3L78fRgZ2C7u5W0HXse/27zw1BnIp6zCfmpP36/9ejrrSQFIiHOQp8+X3D15P7775QAsiuvYtB972oxzB4MB99339MYmXun63d/9Xb76q7+ad//Rx3n5Qo8A3LxQk49XWA8TxmKMkp1otdK2Y7vpNeRqiYCj9gVSPP6+39raeswRAC37aJFSUTAIi3PwWImaUkziXGGo8NLhhceRY0iABB80XkQYJVrhyx5SLLad5z+1c30IXJw+xIdAV+q5efmsXBuh2HhPQ2xZu3bGE5jPEcbZSU1CPjfj9iKKeXI1YEecQwqDDw3Wl217OwK9KmxTi0vBtmsN2IXQu96IreG4C2MCFucrjOriRBVFMzh8sFhX0Litz+tZGYGlnz/GM8W6bQpi5nSiFjCqR6EWmcoFOqFPQ0xg2nAl1jo8MVs4FXoeDRk9GgNN8FTBMREVYzmai2ekSD6HkTZ6hUwvk6kBEsWELSwVTWtvJEQ0Qk9kJ+5zUvphOUYthv5c9JMpz3JSs5pP6STVPMlkXGVMrGGr1owazzU9iRaBB6abKJGynGT84ea/e9x99WyvK92+Bjh3Lo6rHFjawg2jjc354SLvO59zZ32WJCS8OXsrK6mk9p7zRYYk0EtqlvMJPgju21hDisBV4wFr/R3SCw3DaQclPXeKj/GVL5py01v6iNEEvTRCXVygmuZkecliNZmfD1o5jGkweUXSjeIdKT1Jt0QaR3ASlbRqcBuZSX9ogUc++ABLgyGbOws4L/GA9QrTWgcJL+nohtJpBDH7eqYMT01D2saJOi+5WHS5UGZMrOJbBzfw51tH+XQnZymJnpVX9V7Har5BEHDdddddkWO2X/v1bKgnDSBf/vKX88D7fpcQLKfGf8btne/hPdN/T6Dhve99L1/zNV9zObcTiACyqqovijflp6MeeOAB/uIv/oJ/9+/+He94xzu5eVBxukj4HxcMHbnEo+E+RvUZhDB0s2vbtmn0b+yKJWqi0vZSjm+3hJBsbg45fvwYsgUEUsRM8xl7GfCUosKKGLc3s+iZNhfxoaJUfYyKBt2p6JGJHkXI6PsuKkiMUMyyWGaMpBACswccekCEgAzRU1FKgZa7DNlnA0cXPA2RTfN7oGhozbRngp6Z76JC4UJkzQxp9LaUnbmfZOMLnI/7KYQIJEM7rxiZQYWSKSHkWD8iXAK6Ztvpcb4mCI8XzZ5Zy+IpZU97P6X0UxrXw+optRpTyB5ORtZ4U23RyN0e9sycXQeF8bss14wpTEPGIgfJzQBnrqemoN7jfalFimnnXuswpfRDKrtNY7c+B2wKoUn0Cja9loFYo3Edaq+pvKB0klTZaPJsNZU1TKzhQpFz3zDhgVFDGSyvSBM2m4t8eHQPi+q6uTjouVplWZLn+RXfBhAMFobIvMIYy73biywmsFwuYITiQCY5kAVGjWyFel0O55pEOXaqjHNlwk4tGTUa5yWdpOLujTX+6MJZ/nDnDG850eX3X3kR+l3s/QKpPMpY/DQnT6s4c2k1i/0R2jTorEKmdVSDeZBpTdL+LE2csfQiEIJhsnCYHxycJowERlvS1ki8tLpl12NLunIzj8oQ4xdtnPVMTEOeVWgVW/dd3SDJOZBVdLXmRbbL4uTVpDIwMDWvUbdwqrmL2267Da2f9Efkfu3Xc76e9NVx++238//72X9Om33HamK4mb/OhfrdvOUt3zgXdVzO0lrT6/XY3t5+Tnpz/aN/9I84evQo3/Vd302eXAXAViU4VY+5aO+ncSPAk6ilecpK5N7SuX1N7SeE0ESlsOyRmVVytURHLJGHLmp0mKsOXstVnVfF2cYQjb/3KpGH4mIEE3ZIaTexbutzWroSiZCSIDylGLOtLqDQGNK5JY8JmjQYjFBzP0fbtqJd2G1BE0B5Obfuma3JEebgsRYWh6MWNbUoAObAESJQjMbcEohtWxNmkYSrUfEtGrSKCTV7FdY2xFnJWat3NpsoiOzbxK5jfRH3f7CEYKONj/D4FnT6UF9iSv5Uy/kxtW1FQMqifNwrYzZpRMCQzi2RIFoWpSHfTcwJhjwkLNIhFRJFHAmovWca4lRrIUsaaioKGipqP6ZsNh+XQQ3BUjXnuegLJuYg6JvwdoWs7OCCpKe7UeQjA+NGsVkrzk7hvnqT55klbhxobJjwf578UwZqgTcP3sB/3PjXz8nZx1kVRfFFAiDhwCvuwU9ThPA0LSP4UftOnpd8Bb3pKhMbGf21VJApwZ1bHXJtsV4ybCSf2qnZrhP6psvVyvLQyPDOnT8A4N2PFGw9krF0s0OmgaZIESJgTIP3EuMlRluSpKa7uj1nGGfMpBABIQO0v3dlii0TKteh6K+xdnF9blTugpy3o0unKVuboNIptAgk7T1e7eINtpIerWwEtdrReMmBPL6H7NSGlTQwsZpMlUgRePORgl/e2uD229/6jB2j/dqvZ2M9aQD56le/Gictq/lLuFh8giYEvmHlIO9Yv4lN+xGGw+El9hGXqxYXF9nZ2XnOAcg77riD3/zN32TmmP365Ovo6pJzpeHD1e+QmVWq5jwAyqSkskeHAYI9ohkBQku8ji3qwzyfge/SCaadURSk6wkrywOOuuPz1BSI6mgf/K71S32G2n12UovA+5KGmFVdy6hS9r7BB4tWOYnskqkFUtEjJSf3HdKQ0ITITM7SWmZ+iDOmzBMIIZChP0coU4iSUkSvx5oCF5q5x6Mhjf9DQh5ykqBRyHmii/MpFk8lcsZyFD0eW9ZrFiU4m5cUxLxq3arNZxZDaNiqHiKEvXONzOcao1n7U/Xr+NxyftxaE9WoJq6r9CNoX7NGY2EOIgHSkNAJKT1lyKSkqwU9DUJEwU3pJBOrmVjPxKWMQ81IajbFGCkMRnUjs+t2HpdJtW7IyA2ZyNNcSK9mu7mFG/waw8YwtYGJc5zgAvcX78b7Cdf0bufq7jKH8hE/f+KdbNuCG9M38+7q45d9n32x1RcDgJwJD4WO5+if3nsrF0rFRgW5XuZRdyefcQW+tHxF8vUYkXC04/j14Qd54+GbuVB0eOfOWbbleY6Ll7BZG240NaerbQIWkNTB894PDfjm64ZAQggyptgEiQ8ymour+D9YhfcSoRxNkSGVm7et8QpXG5oipS5ShgtXoeoSMZrQqJhvPbMCCtZQOUXpFDuNJgRBrh3LSVR9z8Q4RRXBrPeSso5pOj1T8/BogG0fczgHLT2DpIbgeWBygp9+4xuf2o4PPOUkmhnA3q/9+mKsJw0g0zTl9X/t9dzzng3K7Drutud4dbLK1x14Pp868Rf89m//Nn/7b1/+EPqFhQU2Nzcv+3KvZP3RH/0R3/md3wnAty78PWyAWxfjHfXd/jQh1EyrEwBk5jB9c4guS+Shgwkmxuwh8CzihScNhlRoMqnopwrVCiwEkI4d/aWMw0mO87FdDLSCiKh0noYVFpMDXOARKj+OyuLWP1G2RtUzz8XZvCBAbYc4WdH4gulMZSxSjMzm6TB7ZTZyjwDFhASNJg1JyzQ2lHLClCGVH9O4Yq5wlkJjZIdFeYQ05K3tT7IrwmnV4D4EEFENPvNaNCKCzVkyzl6roVk1WGpR04iKSdii9EOcj4yFiMqgqKpGz8UpIXgCFoFGybxtjzePK2aa1V9luxRCCeRzw3KBmO9HE1KUMFEdHxKSkJCHhK7ULGhF10CuIGvTFKUIGCnIFGRKktmExCqMUyChkiW1nFKb2OYu3TZlc+FxuwneT9ku7mWbe7lXdi4B2ACd9DivVN/Grb2UrrH861N/yqnqIi9Ivo4Hwl2Mx58/Eem5UEVRPG22Zl9oPfTQQwAEG9u9jZc0HibW8XLx5YypeTD5JBvTT3KvvIe0vJWrrWJz+kkqdyvbteEz1Qewboct+aLYSfCK3976tXYNgqWlJd5714Cv/VRsXwcvoiekk3gXGcMkqUlbI3KdNNgyoZ5mcQYS8I3GWY1vFMOtRWyjGR49RnbxPIPehLLane2urMZ5wdhqCquYWEXjo9WXEQYtozpbiUDjFDuTLmWTULbWQKEd0u4oTwiC7UaykpY0XvLIdMzU1bzmNa95Zg/Ufu3Xs6ye0oDHG9/4Rj767n/BG8xbecfkP7Fe/S36ug8Ivvu7v/tpA5CzN8TnSr397W9nfX0dUHzHdVsc6A356LmjbDcaR8NSfgub008iRYKUhqVwmL7vkaJJhULtmR9MpCSV7cyhBCMgUcxBZJhUSC05uJox3a7xu11kfIDaBzpO0fEJ3dBhJMfzmcoItmKedSkmlIxp5JTKTfChwYemFWuY+LjQtOKXYvf5rYn3jDWLc5wRlBpSCmEoGVOGHeoWNM7Mu1M5QIuURHTmSTh5yGKrXOh5m1wIQQgBhEDuuYNPQ4bFzi2ITNAxMUcINIK6bZc74WhE3c4LRgCd6iWUTOejA4aUhM4c+M7shwyxXV8Ey1gUDOUW2/5Mm1HdkKoBqezNM7oBagqmfovSblHZrTkQm40hJKqPVtGUOcYuRmZUoTEhGrUbNCZoMqE/a54U6mhZOTckVyqeC0ZCIhXUCcov0viYb16JmkJOmcolpmqRysW5SOu2H/ccnjHVz+u9hevDUY51NKtpaOfKGv506xPcO32Uq9Iv5+PVf3/yF8uzrIqiuKLz2k3T8Oijj/Lzr12D1tc02tnAy5YFSymspIHavYSRfTnOC7raciCf8r6jb8X5Cb/wgMb5Ah9qNpqaW5eHFHavS7ZgbW2NB9czinWN1JamSqjrBGs1jdUx7lB5ZGsibmuDqw11kVJVKekkx6Q1TZWwMxywPekRgqAeXMWvfujj/ETbXq8bQ9kkVE6xWaeMG83USWofLayqNmbRBUHfWIx0+CAZVtk8NzuVnok1LCcVSevacO/OIGZXI7hzss5rX/vaK2q9tF/79WyopwQgb7/9dn78x/4hzx94VJEzagQnJ4pbk7/GXfWf8Oijj3L11Vdfrm0FIoAsiuJpU3pfibr//vv5gR/4AcTvSI4vf5oz28vcuZnQhAiwSrdNN72GQ+YmkpCz7Bfm0XMzcUpkGAVGCjoKVEzwQwrmM0FSgHeBalizuJohxvXcoBoigHRB0PjYFiqdYWhTWs3wnKmzwdMwYEtuU4kCo8dzRhJmQFGhMJdE/UGMEpzFCoo9bCTEVrJr1ZJGdMjUAoZ0Ptung0IEOQeFOqhL/CL3inQ8MR1mptwGMGhkEFGME0JUbLegWCDQQuJCbGXroElEjlAHIttHygF3kC6GDEUiJUa2YiEZAfpMECIFVC6h9h2mbokRx6iEpZQVCsXA5xgh55ZEk9AwllOGyRYjfYHKDWncBB+qaGDeGpXHZev29fmWhYzAdebFGQi4ECi9x9bxfFAtWIyAMX5VAro6fg+KjpOt9Y+nCgkdl5GLDkamlLJHpQbYcDDeFLhJTLXxBak5xEr6PG72N3IgTTiUw2Li6aiGXHlKJ1mvC9619RGuMS/krI+J2s/luce9daVb2CdOnMA5xxHTJ9iSi3dfh5GewsGBrOFQZ8q1KxcQIuC8pGkFUKod76ic4aDu8Aq+ib8s/hOHE8OdO+v8vx54b7sGRQgNr3rVq8h3zrG9fpzuYMxwZ0DdGpZr5VDaoaQjBIktFVWRUVcJ0yKnrBMY9UlNQ1GlnNxZ4tSki5KB4yuHeJu4yHB8Aecl0zplWGdcKPM5eCysQMlAR3ly7Wm8JARBqht6aUnRJJRWc6FM2Wk0L1nepnKKpaxkqTNmWqd0xl18iB6ld9uL/M+3f/NT3/lBPHUbn8s/GbNf+3XZ6ikByFtvvZVu3mW9OcvV2at5YNTwkDzJ2w4d5q4TcM011132bOwkSeh2u2xvb3Pw4MHLuuwrUSEEHnzwQb7ne76HHzr3Y/zQl72cu88f4Uxpedfk3wBR/Xpb/n9jxXdb6x5xSU70zAtQt+AgU1wCDGfsYmslSLFR0FnNGD06nDdvA/E5cg/YSKUglQlT5+fvYyEEXJDYoAh+gUrklKJL07Z8Z7nRe0u2c52z1qvC0Pd90pC0v9mdg5x9nT/6ElsfP//bzLRcIiIYozUuDx5LoAwNE1nQiBovYos3DfGGY2b/M2MLE6lirnQImCAxQZH7BFhCIsiEJlOKXipZSuO+iUzn3uMY7Ypc+z9Vs/0oSWVC5Q21T5FElnhmueNCwPrAmDjL2LRJOtZP2va1RIkET689TgEXGioxxtIn5o2LaLkEFAjwoJ1CIVtmVsaWtZRt+3r3BsOHGYiMrHUjBcYJtBcQoA5dvPA0YoomxSMxpoNKDiNQHOI6DvoFjuYJywkkMuA8rFvdqnnh/TsfwwbPjpGU07NfMuCxrmustXQ6nSu2DZ/5zGcAWPEriPQMUnkqLzlfxmt6tTNCK0feKXBWYa0mbeKs4ea4z7tPH2LLlnzcvhuAV131UX747g8B8Au/8Av8/b//9wGYTqecHi9iTMNk2KOsk/nsYSeNiTZKO6ppRjHNGU87NFZTNglNm4AzHSacm3Z5ZJJysRIs5JKrDw546F7LqDpApiwbZc52bdhu4vllfcRYuYRce3QbazhIKvpZ7HyM65TaK0aNYtgIeqbCh4wDg+1oASQC1/aj6f/UwoM7J7j99tufuYO0X/v1LK2nBCCFELz5LW/ivj98iGv8y/gofwEePr19NZnoULaty8tdy8vLbG5uPicApBCC5eVlLl682P4cuFhmVMHx4s63cVY8xHX+Zg7rDknbmvStKbffMzqX613gpwRzA24XdsHj7Pvxeolaymj8rinNY5WSkAFKxpmpyJiJeWRe6nOGLrZvK1FTCU0j4kzkXhCpMJfMKmbEqLyBiapr9Vkb4UMEZE0LsBofaEK08Z7VbMYxEKiCxwaPw1OImkIUTOWIadiKrfIAmVigIwYx5SUYBuQsGUOuJKkELXeBdgiaJuxuS9qC8kTtsrmz/TkDkkJAuidusfbR1Nu0STF9BB7ZjglA7T2lj36NY0qGYouRX6do1qN4Zi5g8dRui9pG0/HGjSlsFT0szXg+ZzqLYZwxvVrGFKF+WKbve/RCileaJggqH1nJmVfnvBEpoj+nkQKPwvpAHuI8pxMNJTvUvkKTIkRKT6xgvIltcGJKzmYt2K4DJ9wWJ8V9HPHP56H6bvr6Ko7xAja56/Occc+tmk6nGGOuqIn4Zz7zmSg2qw6ilj5BvjDmt056nt+VZMqxVXTxQdK3ep78EoJgu+hyftrlXAmpUJTNWRK9hp3PuEp+8Ad/cL6eu+66i8XkBi5uHiUEwbROGZU5ibJU1tBpKppGU9YJO9MunmgqXrW+jQHBqE4YW4ULgkkD+bV9qlHDRx/yHM4HLCeOqZPs1JLtOl6zWsRrs6sdWTvPmMhWHOcllTWUVmO9JFOBRTyTJuFwf5vUNIym0eBcS0fX1PzeyZr+woBbb731Chyt/dqvZ1c9ZZOrr/nar+Ef/v7/k69feA0vVK/lF87+a36Hu7gheSGn7L00TXPZ30BjlvPZy7rMK1kvfelLufPOOwHY3lmg8YKO1NzaW6HxK5wrds2zk5Ytqr2gdJ7axxSG2gs6Ss7fVAGaAJULLdgJc8HMxvmCZCnjxMTi2ets2ApOhCCTcs5sqhaYNn6XNSu9p/CWqajYkhs0xDjBWVtataeWaRNVer7DokzpGkVXRyHHDEzNgO3eVJPZx1TMdXZUwV3iBRn22ABZYWlkzbp/mMoNqe02UqRzVXgie/O87F7os0iHvtIc7UgSGdff+Lh+P2NgW1A4A+IhRGAewi5IdAEKCyMbGFnHRphwQZ7hfHXPXDEP0az7QHYLq/7IXOxzRp1lh3NM3SZSaJytUDJlMbuGvjhALyww432nYoRK4/eL5hi+vsDQPsLW9PGvgdQcpGsOoqTBKcsoaLZcekkM+SyKcsbE7h0DkETgsBg65D6hI7qM5YCR3qAJU0o3pGCLizzMhryaq6fHSYViHGo+I+/ByIwb3UvQ8jxlGPMtS2/hvww/9IVcDs+Zmk6nV5R9BLhw4QIHDx3gK/7mu2Chx0c+/FIeVg/xtuXnsVMb7t3pkKlAIgN97WiC4MREc+dwQikqVkm4wJCbu9/IDx1b5O2n3tkuWSDbG9rJJM5WviS9hgcuHiRTltPTaFjeeMFWPfMKjR2OTAUGpn3fcoIDWUPfNIytZmwVJyZwoppw0/XHufDgDqWDd21uUYiCJb8IwKJMOZxrFhM4lDWsZRWlU0ysbj1kFY9uL6NkZCRzbVlJa5QIKOnppBWfPH2MzTplqzYcyipWMsW99Uluf9Pt8wStp1xPWUW9r8Lery/eesoA8o1vfCPnq+/iYlny9ccsR0dfyenx+3nIPYr1JUmSXfY29vLyMvfccw8hhMt3oV/BeulLX8ov//IvA7AwGPK2V3yYn/wv63xwZ8ALeTXbckzPd+iJhI5SGClo2nk12yaPAIza3TwDPQDjEE3BZzF0JhjOnh9y4ysOsdWqa+etY9GCsgDSCbSN4ELticGbhppClkzFiInaZuq2cE1kHaUwbbZzGi1xWoXwQlimKwy5UuRKtC1TsD6yViPrWmDq5/OWM//HStTUoqGScVtnM5J71dwVBXWYEkL0f8zMKgv6KIOwSh5y0tZgO/IcIvpKeslGGVvSpZv9DxTOzdN0OioCzFTFt3HrYWwDQ+s4xQYn/V340CCFmRuT++ZzYxCdL9hqHmWqtrChonFjyuJS8KfVIovJ1Rz117JGl55WuJbpHdtlaheXecQdp8sKW/kKpyZ//jlm3wBK9uiagyzIQ3RCTLApxYSR2KQKY1xokEKSiQVScpKQk4UUFRTaq7kN0qwkgjQY8H2MSJiKEU6eoXJDrBuxJSTPF9ewlhqOKcPNvILSgUrg3Tv3syCXke4Ak8fKbn8O1xcDgDxw4ADnzp0jJAkiSUh1w0u4ieO9Le7fWeBcEW+ebAAfFBdswR3NfwHgDek3cgd3cjhcx3cfWuXO8V3cMTwFyEssnk6fPg1AX/XYqFI6SjNpmcTaCSZWcGoaGFvH4VyTq2gnVVjBTgNTl9DVBiUC5wvJJ5uzDNVFBte9kvUHdwB4hLsQQVKoAxx0h8mVYjGBldRyVXcS5469JJGxT1FYzU5jONKZkiqLloLSakoXz+xzO0vcP+yxlFqMCHxqO6dvMh525/jON/7dZ/go7dd+PTvrKQPIo0ePct3V1/HI+ZPcN3we37V0K/+0epCyOUtPrFGJAu/9/G71clS/3yeEwGg0elq8Jp/puu222zh37hxnzpxh8//+P5HnJe98+Uv51QeOcXJquTt8mmV1jKnvkdrIYFliy7YRDRM5mXsWSiQWi6PBUuFCgw0R4Cmh0TJjdSPjZWtXsy13WtAY2bmZMtq1S5+4jcj0+d2ZtYDHNq2lTrCtrU6CljlG59G4V1zKOG/Jiyz647gQqH2cW7IhMHGekaspRD33o5xVoaaUjOfJKYoYF+haw++963CtvQ+AkilXyxex5hfoKo0RsSXr2nxoiADbyDgzWnsYNoHtpmGbggvyDJv2Uab1OY50XsFV7mr6IsVIGZcRHOtim8/UH6RsHpsBlDK75PteegwfGib1+cc16RZCsRwOc0D2WDSKrm5b3U7gFaQyXqqHdYcFlbDi+oiuYhq2KNwWtR3hfNGmxUS1+kwx34ianXCOYXUa63bwoUbKDr302DxRqBSx5S2RqKBJQtLOoaq5X2cEkimVKMnkgMZPsX7CuNzhke7zqMuDHM8zFpPI1roA07DJqj7IA8XlM1l/ttQXA4B85JFHgGitbz9sGVU5X3c0iksGSQclDI/WBR+qf+8Sy6nDvS/jbh4gBE8v5Pzm2Xv48PT9gMD7S8/f2fjN6QLOFgmHsobtWmG9QMvAuH34Sqrp6nbWmkDlBbWHrQq26wg072rOc9bfx028gsPPX+S+d53EhcC4Pks/OYqjQSJ4/gAGxnFNb4KWUT+9mNSMG4MPgmnbkm+8pGM8MghqL6m95OBgm0e3VtluJEYqbBB8Zuy4rmc5sXNyf/5xv/brC6zLktP0lq9/C3/4S3/Kx7eu4yvX4CvMWyi05T4+wrj4BEqZy8pCSilZWlpic3PzOQEgX/rSlwLwsY99jJVpByEDK/0hty1VZCrlQzsNXd/DCsu23KBizHb1KNZP5pnYs9JqQKqXWzPoYte/sE1MkcJw75mS71p7Axd4CO/sPCe69pO5KbgPFc5PP28sn5QZSnZJ9QKZGqBFRkoPjZ63X9OQk4ecKsQIslnre0dMuCjPsNWqchPZxbTxigJJYbcpmvU5SE3UAr3kIJkcYIhgZ1aNqKjDFCUNhpQ1v8CiNnS0aL3h4ryoFlwyN+pCnFMcWcdpscGWOMvF4r65Xc2p8Z+xlV5D3xxCEFN3ELA+vQvnx4+7X1K9wmJyNQthjSW/SE8k7FByLjvFRvPwYzJxWmbRkqhVP5UOxtZTtsxj0qqwl1JBx0l6LmFcHWYk+wx1h0aVeKLlkRYpGT2SELPBHQ2Vm9C0NwSxPLUdIrVEKYPC4Gk9PQVMhIvLak3VVdCtcbltdeutXZNIsH7Kg+M/4EHgqPpKrimuj/OofpuhX+cWfRt31H/4uPvruVrT6ZQDBw5csfVvbGzwsz/7s1ylX4zRn6ZsNJPG8Iab7+b8xRXGjSFT8OfFf/ic564X93B1/mqOuBdwwX2cB5qPAgLn7Od0fa66KqZmHcobHhkL+lqxUwumLlpHpRKWU0Ffg5YBIwK59vSDoGiFVqUNnK6nXJCPANBbzUj6hocf3OTj9k4au0EvexFb9hSv77yAgXEczUsS6VBydo24NsJQM/GSxsfvMxWvnVzH9zLRZmQvGk9Xe+7ZidY+nylPccMNN3D06NHLcwAug5H4U2+B79d+PX11WQDkG9/4Rv7jL/4KXb/Nb5yHF2UraJEwKL+c96qTVG6Ts2fPcvjw4cuxOiC2sTc2Nrjmmmsu2zKvVF199dUsLS3xsY99jP/y0UV++gVdNouc0kkenXieJ15KGgxNcKzLE2xXj1Db9cdclnVDnB+j5ADvp/MW52yG0gnFmbM1SknyvmX94kWEiMkyny99ZG8JBFlyhEwv0ZFLZHQjWAm7LHMaUtJgmNl1Ozxnwg5jucNIbjCsT1HZ83NAMyWCXyVzlEwvMShXMqeXHGRBHGLKEBFlOXPmtB+W6YaronH47DkitqRL5yl9NPKZCQASIcmCwgiFDbCSaD5U3kf5GF6Hld3E+gjE/ypTcIit6OXkOp7vb+Bwks7FTaPGsFI/n/PqMA9khnH18CX7WgrDWIzZsiml1/gQmIYGT6ArDDNOs6OhJSPnbWaFRosFdGvWbkIyX24jakrGrUdnAi3Tm+oVUjUgkT0ScgwpATffp7YFkxWQkJOIDq5ltisKqjCaZ4jvrdPj93Oa98d9IbtkIsf6Q9T2vV8y6utZTSYTut3uFVv/P/tn/wyAbz7wCkgfolhf4mBvRDHNGZYdlAispAEhNCFYDnRfwUAcYNktsyJzcqm42320BY/yMUmA3/qt3+Luu+8GIFMNixpOTBTrVeAzzRb90OGqLKOr4w1bTwV62mFDnJY2Ip5jO41lS25jQ0WmFjh6yyLnHtrB1p6GeBPs8dwsXs1iAgMTz7vSaaQPKBHomhojPU46wLBVa5QMSBFIlWXSGAqnOLezxHbditJ8HKnZaGp2kjP77ON+7dcTqMsCIL/qq76Kkd3hxp6hsr35jNsNA827S0UuOhw5chTn7GVrZa+urvKxj33sOTEHKYTgpS99KR/72Me4c/rfuWP9e0lkIFGe5/UkZjKg9B4XAidbX8DPV1J0kMKAzAjetikpEVwJwLnA+vomBw6tcPbCo4AnhPrzxvEJBEr1SfQiqYot0lwMSOigW3ZqBiAHoRNFGTLa6zTBU4eY7nKuuS+CsscAY9YN0bKLEilKpQTlyNUSC+IQacjQXmNEyiZn2HAPYWQHLVImXOQ8ngV5iBW/hifOW82scoyQbPuKE+ohMros+GWWfYcuKs41Ok9hN0nUACWvwYcG52u0yunqNUo3ZOJGX9Cx7CQHGYRVOlKTqV1VfKZg0WhoehTqVra6K6xP78KHkjw5wqI5BgFGYkrpDY1oKGVFFlK6GFR7A5CrgGyN4bvC4HwPKSVJMKR7gGMtLJWoaFomuKNX6OgVcjGgEwYYkjlLPDtuFhttj/CE1qh8r4IeoJBTAhOsr6js9udhYgP4KceSF/PR8te/oH33XKoQwhUFkA8++CA//dM/zfOTl/HGQ1OoGs6fOsxOmbNT5ty5scxa2rBVC27qvJVXZofpqCgcCwE+OTrLh5pPsdncB4jHBI+nTp3i277t2+Y/v6B3jHddGHFt2uehZoeT4j7GzXny+q30jSZRAS0Cqu0EJCrQM4JzpeekuMAGp+brOXzzgIfuPc9ZsUHjphzovoJD/ipe0OlztBPzubfqhKZl+KJAxqOlo3Qp65Xh0YnABoPzggN5YNho+sZy/84C241mwVi26/gR+Kg6wY7dt+/Zr/16InVZAGS/3+clL7wNee5hXHMr7yg+xJfJV7CSSpay61htlri3/iP++T//5/zQD/3Q5VglS0tLVFXFdDq9onf5l6uuueYa7rorWpz84sV7+IdHbuD6wQ43Lgb+0d0ZlajJfUZfrVCa4SUqX2iZr+z5KGGiUMNPGVUn538XQqLVEkZ10TJn/fwOx49eyyc++TG8L6OzopidDq0kWUR7FikyuulRumqFhA556GJIooVLmz19iTejEHhg7FsuS9RM1JgJWySqR2W3kTJr2SvfRgImdJLDdPUKA9bmGdq9kNKXOmZnC1pQeJgSz5YvOS/PUVOgRcqaO8iSzPEhUASHDoIqOCosIzmmCiNqplhpkf4gqolm3juhZCm9lpwBndC/FIx52FY7nM9SRtWJx2UhpUhI9AqL6ghd36EMjs1616MTou3IotFcbw8w9StsZFdjRZuM41V00GxV5lbYtlGs5gbx8Ti2qnCgrzXCCnohJZOKTEYj8ahc9xQ+o6HHQCyQh4RcaLpS09ESGwKF80y9o2n3USOaGCdJhseThZQ0JBgiW1uEBjw0sqKRPVK9CIDzw8e4+QhYGo6oW3iAjz/xC+JZXkURWbMrMQMZQuAHfuAHAHjT8it588/8If4e+N8++AK+47ptAE5PJanUDAy8MjvMNV3P1Ek+sbPOR6Z/zpY/0S5N4P1jjx/92Z/92fz7Q+p5fPSi4S7/J1C9jiOqj/M3MkwPMHUNPmhU62wwdZLaxfM5U4HDuWQ6PshUDAnSoTBcf/Nh/vQ/3Mtx1jgoX48JkkWj6RqovWTYCAorODkNZEpwbU+RtCk3F8qUC6XgoWJK4XIKZ0iUp/SS5+VTPnxxifOFoDOQjKzgU8OC68Uaf1Zt87rXve4yHgkB/ikSJk+1Bb5f+/U01mUBkAB//Zveym/8k1/jy7ovZv3iHex0XsL9Q8OSOMJRfZBH/CF++Id/mB/+4R/7gtqkf1VprVlaWmJjY+M5ASC73S7jcWRzFJrbDpxlsTemsZq3rN7Av9n8JIfEcRbdIiM1oJMep2wukJtDLJmr535/hWw9BUWDUX0qO0XKDC37JLrPoj6GRLJ1vuDo4cN0k6OUNmaLS6GjVELINpJQz7OvtUhZDodJQ0oSNJkw5EIhZmkslxh+R9/GIjQ0oqGQU2qmBDxapPTTq6jdOK4HRU+vsRDW6IUeuUvoSUOuFVmr2E4u8Wik9TIMdETCIXcYjaQnDULFCEMPaATjULOptuaikKPcSCGnreWQY+yjgGdHbZLSIwtdrharpCraGNkQKH3AWEWjKkyWM23nCIWQUW0uFAN5iDx0yUOOcQaDosGxZT2JkCgh6WtFVwl6GnpGYb1i2S5T+TC3Riq8pQxRJEBI52MH7JndnFsfeVhKJEkr7smVaNXiMZWo8ZLaa1xrtNxR0Ss0lfFDvPGCiVUMG0npFGMvcUFjg5+buKdCkenYKHchoHyMhpReYGRKbhaozBgbSlywlHaLsj5DILCqn0/pL2DElRWRXKkaj8d0Op3LKh78Quvnf/7nede73sXzkzfws3/nt4EudrPHNxybcLi/zV+cuYq7xhOe309RInCqKPiPG/8X7Jml/o3f+A1e//rXf94ZzuEw3kx1xTJfv/qVOK+pNjZZ75znoLiOl3VWKN0KKz3mXanSydb+avemKlNwJNN0mhvJpGSwkrCyNkA8XHFDXzNuNL125DlTMKwlGxWcrxz3c4rFZpFcLZCpDqn0XCgVpYOT6lGa+iomNmct1dRO0EsqrBeMbeBcGZ0O3l/8e16av5ZXvepVz4mZ+v3ar2eqLhuAfOMb38jP/O//hK9bim9CVbB8KNxNzoBhqPiK5Ov5M/+fqf2Q9fV11tbWnvI6V1ZWuHjxIsePH3/Ky7rS1ev15gDymLuah7cdX34gRoytpJaj/lomYkonZBz11yKNotEHMSLjOnf9nPlTXrKpztH4IrYhZY/cHCRXi3TFEmnIUWi2zxccu3EFI3OEWY3CCGHmWdVKGDQxnxqibY72mjQYcmEwQiKEmGdPXxKJiECGWctcYkKCYpEui9HqRnoaWdEJffq+y0LIGGjVJstEgJOpCHYSFeekSg+Vg7r1tkylABQZitq7aGUUoAqzjG1BISqGrJOKHnk4wCIdGtehadXmlYgzeT2/QB5SeiJhJVVtCg9UXqCtAFKwh5mIZabqSIw6REdrJRJWtWlfN0ydZ+IsVbA4HJoExS4A1DKmZkAUxGxUYu5DuYjGh5Tah3ZkwVO34wdNuz93asG0ga6BBbXrzzlrl0cwv2siH48dpCq0f485wY1kfs5MGoVwux6fqrUxmmWqz9qaWZD0gqLyKaXvtTcIds6cVklJldxMzZTh5B6W1EG2eXrCBL7Y60q1r//Fv/gX/NiP/Rhdc4w6MSTXj2EKH3r3a7n5wFnWVjd4mdPcOzzG1HmGjeCkvZ8IHgUgqOvyC/Lu3d7eZnFxkW8x/xMvWyq4fwhadRmFCywkz6Nv4EAWT0LdnpOli8rrYQ2Vj+ds38BKCotJHHk5/sJFilMjnpc0jKzkYB7o6MDURqX22SJwsanZYYIWmrEYs1ENuFgJutqwXlkWjWbTPsrJ8n3c2v0WxnaVvvGsT7tMbHRhWEsd//XCmNs6byPkH+L22//G03hk9mu/nnt12QDkK1/5SrwI3DVaJ0+Osq4ucm78l3z74t9jO1hsCLyh+w28f/rb7V2tespM5OrqKp/4xCcuzwu4wtXr9ZhMJoTQ8E0L/wvjpuaBk8d50c33kWvLG5YHfHyrS6YlI6dZJ7KCvbBAIJC3GclNkCTkpKqLEvpShsznmGCQCDbPjXnZ666nI5cALlE1B9xcqCKRyCAxJHMrF4ixgi6AEjHZWguxy5i1cYtdYSBAEvS8Ddr+GYCOVHRTFVNeWpZxxpjVfpe1iMbA0YfRhbguKQRaxEQeF2Q0Gg+OdbUBxLk+gWQtHMMEwyIdFrQGdJsU4+fPcXg6IiGTcSaypy+NKdQCMqFJUSyHDolUpFIwyCR9A5kEJQOlEwxrCbXGeEkTPJncZfAmzW4udczODnTUbmsaIqgbNYJhEwGs9QFLmAuAtmsY1x4lJYlp87c/K4FIyYACVBDIduZMtdYpTRBzMDubzYw/R8bVhuiVGZNqxG6muoQMgW+TiAonmTpF0+7HeEyj5+SQMefCB7hK3MS6vHTU4kulnmkAeeHCBX72Z3+Wn//5nwcEb0j/Or/yPf+dsLaMWN/kzGjALd0x3aUhq6Me94/XGJiM63oNF9cfJB5l9YSETn/8x3/M9vYIdQCmTnHf0HGbfhM7xHnhReMxMrSpM/FGZ9zAxSqOT+y4mgpLT6R0lcaFwI6ryI4rTt11ggHxes9UQBLQQlC4eL5uMSYPKav0yZRCCjhRTzjhH6D0O3yZfW3rzRr41OS3edPC32M5afh/PHwXX6Vfw4FMcHqquNYMuMM+xLnx2f35x/3arydYlw1AGmP4yq/4SrY/cpLrzKu5mlVk761sN5YfvGWD/+OuBYLr8M0rb+VXL/xeZC2sResnvwnLy8uUZXnF1Y6Xo/a2sP/L8Jf4gVu+nkE+RSpH6RRKwA19zamppwgNKTlTYgvJEz/4IQK6Q+4wShmcit6Q0YpFz1NiPIHNM1PWDi6wzEHCHvWyb/8BrV2LJA0JeTsT6Imt6VnpEFu0tRdkbaSda4FI3YKejkjoKk0mxbwVLUX8yBq0uDUQGcbChQhYhGBqd1NypnaWWhOjDePz479ESlQQjFxUEJeMaZiyytUMfJcFldJRcr7cDEBJPDpGCjpPpiS5kpHRC1DayHTW7bp6Ws2ZuY6axadBrgOmzX8WgDcCISSlkzQ+Speq1vQ9xjEqatcyqzLOihoZQeiMNUxkBG/xxWtCywoCjKxly1bIKsUHGUdVW4DoZh1vL1qvvTha4AU0gAuCor1n2wuQlYjbI3ykiUJ7PGwI+JbdTPaCVBGZpK5TTGycI5utK5GSpJFAQAnJjjv9hK6D50qNx+NnJGr1zJkz/NzP/Rxvf/vbUUrxmt5r+L6rb+SOTUW6uo0oFb/5c2/joxsD3vrm9wAwWBiSCkXt4VOj82z6M3z+UNPPrV/7tV/jfe97HwfS23j9oR3Wy4wDmWLgejS+y1ISRTJKxBurygumVlB5GNvYMbB4HpH3sT75KAC97HkcVbdwy61Xc+q372fDSqYWfJB0dWCnFowaGNqGTsg4ZHJsgL6WbNWWc+oU58Z/CcCFzktZSI5R2Q2kSNhpYCmtsL7iL9xdvKq4lcVEcKQj+O2zf0QnT3nlK195WY9NfLN7qjY+l2VL9mu/npa6bAAS4Ou/6a38H3/+s7wsfQlfvgYrO8f4WHWeU+M+r1tLWTSWe4eHcMQPotsGL+VT008+6fVprVleXubChQtce+21l++FXIHq9XqUZYm18RP+/WcP8+0v+gTeKd500938nfe8AB8C59Q6pYoG26XbAQWlmsy9+vKQk6A56NZQSKaiYiKmjMUOo9bbD0BfVAgJC2s5w/MlBo0OUbCx11eyEjWFKBmLMZUoqCloQokSJiqwW+uYWULMjLUUQpKQtEbUgtRLjNYtqAr4EEHOhTICqy1XUoqKUlR0Q4dOSMmlZquOIGvHVYxFgRUWj48JM61NkBISg8QIxTF3VTRYx81tbhrvqURsx0JEXNEVEzIpyWZqcR/mINUG5gr/WT70LOJQt5+1IwvbTYxrK12MgdxlF0Ep0S7PUwVP4x1TPzPljjXQhrVM0NNhHkE5MHAknx0DgQsSn8ZndJViLBSP2G3ONSmLMmVgNE2rYSlb0Gva9rNqt6d2sNlYxr5uzXoCKZpMaIzcjTCclSQCxURcyljGmdRAV8efCyuYOk1hY0qPFIK+0Zgyx1FGN4AvwRqNRlx//fVP2/JPnTrFP/kn/4R/9a/+TxJheGX/xfzcqww9mfPHD+Z894vuRvZLig8vs5pP+f/8zXeTHtlg8tBhzpw7yLcet2w3NT/z6J8AYG2NUuoLWvd0OuV7vud7AMH/+OoO//2eDlOnOJIHpk4wbASPTDwBxcAERo2YZ8cXFooQU7FyYXi+fwH93grn7f0s66v58iPPo7+cMXxwm/uGjkfDRQa+x0CmnGKDJBiOq0X6QjN1nmOdKM45V3mmbAFwoPsKXtFd4JrqNlzvJfz++D/xwel5/u0nf5fre2/mhnCcD/m7oIQL2/dwQ/JSbnzjoSuaWb5f+/VsrMsKIG+//XZ+2P8I27YgUymPFg3/y/EFPr2TMUg8Xe3otvNiP3jNi/mFhz8+9yB7srW2tvacAJCLi4tAnCsSQnK2kAgRGBw7z+Dqs/z6wohP3HcTf3DyGHfsTPhUeD8heMZcoJa9edpMwJOpAR0GZKFLEkw0FaeK3n2zfe3//+y9d7wkV3nm/z3nVOp4c753ctLMaJSzUEABgQATRbDBCETSGnud1tjgn73YBnt3bfNh12AQGLOgBYyxyFECSSAhFEZZEzT5zs2pb4fqrnTO74/q2zOD8mgkEJ5nPvcz93aoqq6q7n7qfd/neWBqcg45UGJ0am9qPi3zLVse0aw+RiL1kUyICJv+f6GuI5HkVEfz9hq+Xkgj8prUyJIubbKfvG5rRSU2knS2L9RJS7G91EYOREQoIhIRU6dBQkLFQExCTMycPEhk6igsbJElEh1kTDbNcjbpOaWQWE0i6WKhmutwpGySx7Sqdnjo9lLbfYk0LxHHpCnGkcZghMAgSIwgEQKhl8Q8qc+krxPqJsJgWuKipWplmqNtcIUkK4/8gk4rjunsmVlaN2ADS9/lkrQK2HqOoWmyk7o2xsagmwk/iUkzuas6RCFbAh5IZ0PL1AlkmlmuhcY2Dq5xySUurkgjK9OZx5TcW02ibWjGTtI0XzcCW6St8qV5VWPSlvvSiIEjXBJC2uQgJbkT3YzN/M+AJEnwfZ98Pn/Ml12r1cjnCyyVpi5qO5v/uqaP1d1VphfbWYhtvjBR4Yr1GpExKC/k/MtvwVlVQngKe6pOPlNnpFDmzvG9LMQVQD1t8ghw8803U6/X+dzJl1Jom2WqYWNLQ6QFozXDdxrfpddeR6O8nI1tdjrnqAxhIphpmGbuuqBoK4xxCMIutLWGk+UqTjujnWDfAjMVzS7GmTF7KXIaZR2wO76dE+wL0aSVeEhHW2ZCzQJVlpmNhJk6GdHGZEMzFtVY7uTR2ue3ertZjN7L3x78BG3ZNzNglnG3fz2nZt9MxbmJyy57yzE/VsdxHL/uOKYEcv369fT191KoLjDVGGZNzqYcxVjScO88nNejWJkP8ewBzilu4l+snXSIZyeA6e3t5dFHHz3mcYnPN7q6uoA0PcJSHUw3NKVyka75IsqJSGKLgltnTSFkR9mhHkyjTQMl89gqR6JDtAnQukFFZvHsTjxVxJZZHA4pYWMdECZlEl3nwOhe2nsM8/4DSOFgW6nNjxQ2niziiXwr3k6jiUwDbXQqsBEuIT4JMbVkltgEmGZbSiDJqA7yug3XOJhmi72eJFR11BKxYCAWCRxW/JImJa0NUaPRJKaR9gniRYyJcKx2cpYiFD4IcJsW2wqFayxsoZoVw7SqtnRGGNLW91J7XTYJnt20BkqJGcRat7LFUwN0Q2xS8qiEIBCiRTDrJqFhIuoioK7SqL6MzhJoj4ywcYXEkqlS2pFpFfNwsdHhNb9GkqbmhDqtcjrqkKAo0qkwCVLC6QpFlyngSomnJFKk2ej1JGFRN5hXC0gjUc23t0S2bIEsY+GQzqYKZKvqnD6OFvFdmoEUTQV4BOjmHGpD0BohsAQomSbnLL22pVlZJQzDeoQ5dznl+o5n8/Z4QaFarWJZFp7nPfWDnwHK5TJXXnklYDgrdw7/dfUIg/mQKLF4YGyE7eUCWzoWOTPfzkypxjoN9kAFkVXQ0YE5MI8xgr3T/WSdgP2NeTpUJ/O/YJ7/VPjOd75DRhQ5tS/h5vtOphRCwRYcqKXillqwjzMzL6M/A12uxhYGR2rmQisVZkkLR0K7k55PA0mBTOyQdyTeui723FfiXn+ePcFPyDsDVKXPjBglL/vYYHcyH8XUTUSvlaEUasaSCq5x6LGyOPFZ1EydG8r/TEd2M8PmRXRkN9NIBBN1wbr8K5hilBztrMxfztbq/8ONJJdeeukxPVYABoF5lkkyhmf3/OM4jucSx5RACiG47LLLePArDxDqEVblE744WeZP1ii+P5/QsdjJ2d113tn1anaXEzZ7Z3Nb9UcIoY466rCtrQ0pJaVSic7OzmP5cp5XjI6mno0bNmwCBJNRnZ+MLkcIw7bpASypKToBy3JVluc6UWGGJK4SJ49NT9FJiK99fGEdyqlW+TS/Go0UFpFucPDgQYaHBwEwJiLRQVp5lDENwFOHE8gAJWykUChsPHIIFCE+9aYNEKSkJGOnZDhvMq1KWYJpzvJJyviEIiQRcUvsAmn1NP1dExMTGr9FHuNkseVTKZYILQGyWWFzDEQkuKhDlTOTpnsvkcYEQ2RSn0UMR1TpIqNb92lMK0FnCRECy4hWiz80aZs8FGk1b8mMW3GokiNESrAcKVvt76VO8VKrG2ja7qQkrByl846Ht8KlAKtZNO10JQXd3A9NdXQqOjKUdUhF1qhRQoukdewECpcM7UknGWG3KrNL6z5EGsVhfx86n9JqKyTNdS7Nr8qlucum8GnpNg1IIdHE5KWFpd2n9yb4NUG1WiWfzx/TgIP5+fnWRSYo/mbzEHmvxqKf4/apXkZ9yWmdAUpo+j3Npo3b0TWFWpFJrwBmFoimCzTm27CafolT0QL9bidztcdPtXo8hGHI1772NS7sGiCf9zlQy5EYqMWwLyqjMVzbdy1b2htIkY6qJEZQiRWNRFBs2qt6TTP8egK2EHRaLp4tKK7r5L6v7aONdKa9qPqpsojCZqVeT7sDE2FCr5XBU5K5MKRL5LCloM2WlGLFjBil4K2lIHtYlRfcuBDx4fGv8IrsVZxijfDtxsOcbm9il55htXsBje4dbNiw4Zgdq+M4jv8sOKYEEuCqq67iq5//CqdmzwUUBZPlzlmP1bYha4E2gjbbMBcoLuvaSM6Z4wfz9x81iRRCtNrYL2QCef3113PhhRdyyy23IYRkn3qUrLUB147Y2DeOFAYhDEFks7i34wmjDJegTQgmROMTJyXCJM2tdlQhVVkLh7GxSU488USUzCOli2u1NS18rFblcikWTwuNxyFCCRBQxzcLzQpogBAKgUQJK81KbhKwQCT4zUjFUKSJNGUxiyatPqZ22dYR1c6YgMSkudwAQjhpNJ5qxxZpZcc0g/XSZUhsY6ibGI2FXKooNoleICISEnQzN9cyCoWiYWRTNmQwQmOb1MdxCWapXWxAk1b7tDGtlrdlFJZRuMJpVv0keeHgSondNBGXHKriYZrE0BwiiJCStLQ9bJozhwKlUkJmC3Cbm9TtLW2PSKuBCfhJ2v6OmtONkM6i2rhkTQHXOPTKPK4tHjPrKDiktj507hzq8h9uD65Jt2VpDtSWTRKpU0sWSF+DFDDkDLOj/iAvat/CK+Lz+dyzmHV+oaFSqRzT9vXMzExLIXya9xreMNjPg3OGgazP3kqesbpkspHQSCSymTNdnuvAmyzjZWbSSv98Fn+ii707V2HLhPWr9nBw6yLz4cIz2pbrr7+esbEx/s95ZzE21cd8qFgINRORz1q3jd4MvHhglrwTMFktEGpFI1EYI8hZ6YxwI0kFcvUkFarVkoRpU6Z7aDk61szsqzIup1njXUhW54hERE73szmfw5Iw6Lqti64VOYdKlNoAzQWwX+1jsnoHUjhc5lyKowwncx7Lih4nd0TcMB7xCu8KhrKwsNDGPeYW3nXVm17waWbHcRy/DBxzAnn55ZfjFjLMJvuZqC+jz3H5v4u381L3XAYyCaGW7K4ITmjX3Dcv+HmYsCE7wHZ/4qjX2dfXx+7du1/QV5FKKdra2jAmYrjwYnK0Y0mNshLasnXiyKJWzzBbLfLV8meOeK4UTivz+omgdQMpvDQG0YCULtMTActGRujKnNCaqktMjCVcHJHFkGBhETfzk1NyEmGZDLFIc5Et4ZFVNspqzlqaRkuoUxY+RZMlEAELcrZp4B2lSTmJ35rHVIcZlkuhiE2DUNeJdZ0oSa2NpHCw1SGlfXNCsUVmNTpth5tUzJKgWwk4DaoEJlW4pwTXxhN5iroDLdNqp0GjhU4j+7TXmqcUpCIa0/yXNG1uAKzDHoMBS0gUArfZPhfN2cbIGHRTnLPU+nWlaCqxUxIX62ar2hzyc1zydFSSI1rfcKjyGBmoxanKG0hFVGaQrPHIC4eCZZG1BIXmO33JEilsrisxh6qiS6tQgqUhA+SSgKZZEV1SoLvK4CmDKw2BFtSTQ/ZDtoCL2s5lJh7la3Pf46rONz7pufnrhkql0pppfrbYtm0br33ta9m2bRugyIouhrJp5a8cOsyHivF6QiUJqcRppbcUKr750BZeGiuKk10IaQjrLnNznYSxRaQVfi3DfBjzTNTXSZLwd3/3d2zOreT8TYvc/PP13LsQEprUBmtTe8Kp3XN0ZKs0Iqc5fiEphTZCGApWgp9ItBHMJbC37jMnF9gf3Y2SLleedCr775vFjzXLdB8CQcUE5IyL3VSNWyJ1PyiFhr5MKj7LWYKMMjxUDhgP76U3dwa/WTyDqCna6bIdLuits7vqcVv9Os7tvJZTOstMNFxuK83w9re//Zgcq8fA8OyTaJ5lC/w4juO5xDEnkEop3v1f3s0X/ueXqFhjRHGdC60X8/X6TZzW9SKmGzbbw3nOtAp0ujaL5e2ckL0UmGD79u1HRQJ7e3u59957qdfrZDKZY/2SnhcsW7aM22+/HYB208vpXh83TsCm7jzLl48ipWbr1pWM+Vlelruab1U/CYCSecxTkMclJMkiwu7BVnlcVWRusoGXcVnetYqp+WkapkpsUpIX0UAJi7pIgwoNScvWZ0lgs6S4RnBIiS0gadr8aKEJTExJTFOOJ4m1T6wbmKXKoolBWGkCjrBbSTgGTZzUmok4NrYqYMksrsrhikLr9SwRVWUsLGOlzxMpmSzLMjVKlONJgrhElMwhhIOSOTyrE2kpatJuZTxrsWRglBJR2xzmWwnNql9aqZSt9TejG1mysZGt+5ZMudPnLv19qJ7nSIWdiJZaOmraE6VEUKKUIDZAkiqog+amzAeCOGj66plUmFRp2qK4WLTh4SlFu516VGZVaqfiyKaBuIYgEfhJWr1MkkNkdEllbR/2nbf0q5JLs5mmaeljsIUhYyU4WpBVAkeqVms8oyxe230Fn578N741/2NOyr4BIexn5DP4QkW5XH7W4QbGGD74wQ/yt3/7t2itAcWm3Ou4ss9mPpR0uSGJEeQszWziE4iQ6UaGCT/HbCC4fU5TCk9iMBOwtmMOSzbN8+NUcObXl3LT5dM+LjfccAM7duzg0yefR3nGcLCWo2waVGSVSwsDDGR8ck6DREtm/Ty12CIxqZAsK9MOCkAtlow3Qu7TN1NQ/YTxIlK6DJ/aydi3R+nPSMbrFhNJhSypG8M4CwyaHgKdksK8Jehy0vdTm62ZDxUdlsOpvIJX92YpRYZKIBhtaFblJeN1l7lAsDyfzjr++d5ZzsvPseWkLWzevPlZHavjOI7/rHhOVCdXX301B6N9nCNPpdJ4lC5XkVUdfGMMtpdhUh5gd9VuWY/c4f8QV7iccMLGo1qf67p0dHQwNfXCNS1etmwZBw6k+bMHkgdod2B/UOXre1eQKVaxMw16sjX+ZWqKO8zPyThDSJmlzVtF1h1+0mULBErmETJDlFRxZZ6c6kYmHjNTi/QMF0iaVTghFJZwsYWHQGGatSjbpO3QrCmQMRnyupBaBzUNyJcI5hI0CYFIv1wUFtXGLurhGFE8R5yU0dpHmxCtfeKkTBzPE8YzBPEUYTyD1jW0CVHCwVVFPFXEFQUcMli4RKaBbxZoUCMRMbGIqckai3KeGTlFmRmmG49QaTxKGM9gjEbrBnE8T6x9ItNoWQ9ZWOR0jqJuI6ezuMZGIYmaCvHYaLQxLTX54SropdtTkqgPI4tpekxDJ/g6xtcRNZP+1E1MNYmoJTGVOGExTqjECX6SNI3R059Qp+3pSmxYbL5ZJhoJ4/WEyUbMVCOiFEUEJsEWkjbl0O3Y9HuSPg96XE27k9BuJ+SthJyVkLc0edtQsNIEkIKdRhx6KjVQz1nQ7hg6mj9tjqHoGHKWwVVLanpBKZTMBIox36EcqaafZfo4T6Ym6R1WJxcWL+JgvJ2epsjo1x1JklCr1SgUCk/94CeAMYY/+qM/4sMf/jBpYVkxlL+AM70+Yp0KMwZzVfoyPoOZgJVuARuLgm2YajgoAbfW/4UfTYf4iWKqVsAPXSpBhmrokmhJe2epubZfzDB/4m36yEc+Qpca4pLVMfOlNv5jLMZGsVL00uVqOtwGQWwzWytQjWzCRFGJLCIt8BNJLVb4icSVhkHPYb06lxztbPau5FVDv0nvQJFk1xxFG7aah9nDgyzICou6gW7KyCYbCfNRzHAu9V8t2AlFOybU0OlILu7Ko4Th4ZJmXy3kJ8ntFG3NQV/yU3+M9/Sspt1J6Ep6+GFpL+9+97uP+jgdx3H8Z8cxr0ACrF69mhdd+CJuvv17XJR9B99t3MV07S76ssu53b+VRjTBP9cfwrQqMoLlzjrm9KNHbevT19fH1NQUK1asOKav5fnCsmXLWFhYoFKp8MbCZawpBDyy6PJgSfOxb1/B+9/zfylsW8ewGabHdNLmOIxaJcbFLhIdIIWDMRFCZrBkLm1VA4muk2ifRKct3BBNJYQudw0SxfjoLN3DOfQDCW2i/0hp8GGIRNB0DklPGUNqA1MVc60sZKBl5WNkwgIBga7SiOaP8JZ8PBgODd4JYaFUFiUzOFaRLrUc27jExEQE+GaBajRJlNSwZIaKVUQiCXWNejD6pOuyrE5cVUQKRZ0yoUij9hyRQWG3Zj4NmkDUU6FOs9pqG5eMyRCL1LxoCTYOtrFxjY3bbGqnUqBDM5hLs5QS0Wy+pwkzmPQvWwiElFjNFnfaXtZpFRKwl1rJiFQRTWqKnlUKT8oWCTxcrFOL09zhSpyatC8pppeMwTMKctaR+yrRgjARRKYZHdmas9TUk5i6iamLkFk5gW8WCHWdguql0/TTZ9ooWBa0UkM0nWoDOXk7Pvt4X/+1rCm8gt3V7/3aViKr1SpKqaPuhCyRx3/4h38AJK49wGvzr6XNhneeuIPevmmy7RWS0Gbq4AD5+S5eaUVsLxepxekYgR/Dy/PvxlOS2QZ0OiG1yEn9RA1YUlMtdZKVWfxmR+Cp8M1vfpOtW7fy3bcUkYHmN+/yOCebocuFHjehFAl+PNnJzkrM92uf4szMWxiybfbFJeblLF26l7zx0nx1pagkIUUyuEkfRemy5rRexrYvoMKED499AoCTsm+gJqpk8DjV7aPPgz31gBf3ZGi3YzylqSeSO+dcvly+gdcXXs3nSvcyWb2DjDPEoHMiL7HO55uzJRxj8fKOIc4f3M+Xdy/nqpFZ/mzfAm9843M4XmEE5lkaiRstnqMyz3Ecx7PHc0IgAd7+9rdzyy3voMuzUTqtUtlYKOni2n1ESeWIx++LpwiTBkf7bunv72fnzp0kSfKMPM1+VdDd3Q3A5OQky3MJZw2O0uX2cvdckXXFMvOPrMS1I4qWzXxsKCcRJTVHopvtYGEhhEXG7m0SpFR9u9DYDYeJk7Ru0NATjEUTKJlnz/719Ax1sxgdpCImkcLGkRkkNhnR1qwq2qnqWQQII1MxikjrbhmKRMIlHQPUqTAGWvOQS8pvIeRhFwxPDCEkSmaxVaFZeUyFPbGIaVClYRapxyWipIY2DcIkJDEhia6j9VNXuZRwCJIyQVIm0WGzdgiu1YYts1jCJTERka4TJmW0idOWvbCQ0saSmVQ5LlRTLJTupywFJALLSBASEKkwp/lPY4hFgmVSe3OBSC3YhTxCAS1+gcEvmYsv+Vi6UoCUGFK1dkalSTFWUx0dJuAbDhPYaCbiGnXZaIp8FO1kKSiLgi3JWYfsghotwmjwE001ifBFQFmWaVClLsoIIcmJjlRgJVyW9EaBaDBnFNUoJeAOFq5Q+DqhTQ6xs36QSzoMZ1qr2P2UR+mFi3K5TKFQOCpRxqOPPso73/lObrnlFkBiqU4G3ZO4asUcJ695lO41B7C7yggvwYQSywvROyWLQYZluTqLoc1sYGFLQcFOI0KHso3Ut1NqFJp6bBMkFrM+hObpeXMaY/iLv/gL1mQGuWBZwh9cdw4Ho2/hZUcoWJpAp2dtqOFHwVdxrB4e1j9hXC8nFD61aIY5sYe81UuOdvJJG20mnWeORExdK1ae2sP8w3NsW0zXuS7/CvJJhnGzC1d6TAcZPGXRbXlEGiYbNn1exH0LNnvrPn3uJkYbAZP+HQgE9XCMHnUJnpvaSvVZWbaWQlbO9HN7ucQNs3t4w5uuoq2t7Rkfp+M4juNI8ZwRyNe+9rW84x3v4C79IOdkTmHcXcMyVWB/lMdVvczVHmw+culK3adHDlLVJaLomVcnPM/DcRwmJiaelwixY42bbrqJkZERLj/3vfzTugF6RxaYCrroDkF5ksRyWXn2Thr3raXklKmIefx4nDCcwXISpF5qr06h3DxKSDQRjkkw5on86BIOHNzJKaetR1hVjElIhMLYXShVxJIGu9mmlqQD+sooHGOl1jWY5pxgHmVSJnF4G9sXVQLaCXSVSA8QJzViXSP+hYuHwyGEhZIerpXHUTkyMoeDJCZGmhiRxKlHou1hjNWstErixOfQufT4kNLDs/ME0QKJrnH4dUaCj231g0pAB5BUsWRwhDjJkCqpRZOsWzKPrbIYy0GKPJZO983SLORSrrQh9bu0m4IbyzSb/00LISUENkcSyF+soiqvadDuNfezEDgyVWfb8pCKu55APTbURUJFRlSsGlPuvuaIgY0SNlUyuGQo6AL5xMMiVYs3jCYgpmEFNOwGdVEjIWwlD3XQRcYU6dGdeLJplt4UGC0ZrwPUdYwjJBlpkWAYctbwUPBjOoqznJLr5mtB5qje4y8ElEol8vn8Ub2+97znPUxOTpLJ5JDCY1PmSlaodtaueJiukw6iVkZolQPPhYqPHVUoLPgU/QhCi6guKVqCMFQULENOaYRjkUiJnakjhKFcd0gw3FxewPFcbNRTbuu3vvUtduzYwTevtQl1Dz8xo5yTewkzRhDGNnkberKaqpS8rutNjEU+28yd9Kp+2nQB5Upm5QJTZg+BmGeFHiEnLYQQZLVNXyFD9/oO7vnybh61Z1jTcymnyeUsxBEr2cCMHMPobqpS0l1U3O7XEAjaQ5cf1D9LR3YTp4szWNQhGZN+BqzLXcmJbht76g2cjMVwzuaems+fT/2U3xm6nP+1dw9vf/v/OapjfBzHcRwphDk8CPkY4z3veQ833vgj/v7v/+dztYrjOI7jOI7jOI6njdtvv50vfv7/se/g/ucsfOJjH/sYN33ij/nSVcVntZxP3lXnJnUx3/zmN4/Rlh3HcRw7PGcVSEjb2J/55L/w1ffcyIkdgv5MwPfHczwUT7Cz9u10A1QbcdLsW9CUnSJZXHxm/mQACwsL3HXXXVx66aUvqFSaW2+9lVe84hX88Ic/5LLLXsrcP0gqD4/wzz+4hE/Pb2W2dh9bX3YGnQPTTO4b5pybbn/COT/b6sSzu4jiCo1o8inXLYTgM5/5JB/67//IwrQmr7pZkaxqtV2jZrs6Jk7tZ4yDamqxBQJHSGy5ZKKdGmcvpbqERtPQCbNyAV8s4psSjXiRMKmiddAyNV9SYBuTtsUTXUcKCyUzeFYHniqisFPVc9Mn0mDwdYlaOEl0mJH5k+FwuyPRWq/Tut+SGWyrkApuTIDWMYkJ0201EdqEqTIcC8fqxLXayKh22kwPRV0gK2wscei8i42makIikVZ4lpJfXCxsIVs+mYe271ByzpIoxzR/V67k3R+/hM/9zs04IRRtgSWbVVG99JMquRtGU9Eh82qBBXMQS3g4eBRNFzmdJSdsPKmax5imwXtaTcwoiaMOzVNah3lVAjR0OhtZidKM8YbWafQhTVU6UEoislLRZlkIkVZG7/R/SECJ/776Sj46usjO2rdZXJx7WsfthYQbb7yR0047jY6Ojmf0vC984Qv8zu/8Dsake7KQWcs1nRfwunU7WXfJnciNHYigDn6AaSuAZRHdXufgA+uZWehAG0kYKxqxTYIk0pKZukebE9Hl+fQUF/EbHmOVNm6Yu5XvT0/QltnEnP/wkx6Hr33ta/z2b/82nzv/BF568Tj9f6MxJmBF7sXExGwwK+hzLbxmNnqsYXctxBaSM7sk69sqFOwG20udfG/SMCZn2FX9Lq9puwanef6efs1GHjmwn4XvVvG1xkaQtSSuTI31y0lEUdnMxSG71Hamqncxkr+IoWSIu8NvcJbzKn4efo04qeDZ/ayzz2Oz18GPwgfp1cOsstpZiCNiY7CFYLv/bd71Z+9+QX1HHMdx/CriOSWQZ5xxBh25Th4t7+DdazJ8fe8KVtoxj5QtPLGaBf8hsm4PZ6k3c7OfehsO2wMcjEaPKti+p6cHy7JYXFykt7f3WL+c5wxf/OIXGRgY4Nxzz+UTK6+ids/t1BezmCDBabRxjvhNtu5ocHnXOLqhOYnX87P65x53WZaXRZk8ijwL9b2HblfplbDWjcd4Ru7du4/lI2uYG91LKBL2MYZrvCZRS70Rs8bDaia32Ett16ZRtiWWEkoMqmnwmxhIEoPSUNQFGjJEigjZ9IwxzblYIV2UsFHCItYBiQmIk5goWQSqBFZMYMV4sohDFhcXy0giESDJonQHQRwTxnNPQ3xVb/0mZRbXKuJYHVjCxRIuStvIUOKbBYLEJ4yrrRnJNJLMBiRS2GRFJ67uwDMFMjqLKxRSphZCkdYEJqFBRFmWW7nTjrHBOKnIRoA5zJQ8Js20XkJ6myYS6WvymuKeih+SiyRJkNr/pL6OR7aQtTHYWpAzeeqqh4zJktEeXTJD3lJkLYEnDtkRIZqelMLgqRhHGVTzfk0qrIm0oBYLogSCGII4nZNs6FSlbprjDAoBGHx0y7Td1wll7TLVOMht41WmG+PU6/Wjeo//KqPRaBCGIZ2dnVjWM/toFUJQr9dbBNImwIli8lYZbzVQn8PMVIkmCth9BxFtDibOoX1DXDcoGWHphKyJiLWi4uewkoiMaiCjCF3XiChiW2kH/75vJwPO6YzO/uxJtylJEv7yL/+SRj3mgqGIh753OkPCZlrvIl9tp1dl6XAFbpLQCNPxiVqsKUUNIhFzRyPPLaMuI9k8PZ6h20iE383Z+auROiGMoCagb1MnN37xEYJqSGQ0jlQkUrBowFOSdhSLQcRBM8WimadTnU6lvsiPq9+lmFmPaBgq/jTduZMJwhr312+iJ3gldRqMqAIdlubW4BG2mBO4Jf4OQTjK2972tqM+zsdxHE8X5XIZY8yTztpqrUmS5AX5eficEkghBO//0H/jEx/8e/70nisZdmF7uEAsEl7pXcAFy0/n7rksfgLr5CvYWf0mB6Ox5nOfuRpbCMHAwADj4+MvKAJ544038qpXvQrb6uRfN76ajov30xEm9D1wMifJlfxH9RP8dcdLqS0U6RuY4iEzSn/+bCardzxmWfVoil5rNTExOXcFtWAfAHFSxlLtrMm9pBUDWDeLVKJxRg/MMLysm1tuuY3ZeAEpLDJ2HxnVjiOy5M0wGWFjC0nBUtjN5BK7RRwPxdhBWr0Kk6bNtwCw6NGdVEWGhminoWqEqt6y0Umri5JYpekzUqR/B/EMQbxAokNiK8BTRYxIsIWLwsYhQ1Pjg5IuYVwm0dWndd5o7VMPferhGFJ6WLKQ1lxNRJyUn/B5UmaxVY7YBGTIUdB5LCQJhmrSoCp9FuUsC/FBoqRKYkJydi+eaiMjik0bJI/IWEgjqIu0QhkREsh6k7SniTJLMYQWFlmV5pnPyHn2mipREhBSRzcFUhnRRt60UdR58sLBkYoekaXbZLCVwLIEnhLpzKQ40tfRk0vzs4JQw2JD0khSQgDNFB1taMrwsWUq3slZColqmZM3EtM6BxajmHFdYU5OMx7eSxTPYguX7Y0HeFPxYr56WD77rwsWFxfJ5XLPmDwCXHHFFaTTRIacuxKJpNOJGT51GyzWMLFhxw3ns3NykJe+5jswA+XRPm7bt5qsFaehA0JjECRaUHQC+uwIyaEEq4zT4KuT28mqHibCe59ym7785S/zyCOP8MVzTwNC/vTuIQ4mP+Q3Mi8HDtk/QXquzIepofkvXtyeZ96GMVmW5Qyb2gRKxJQixbZFw8BpPVTm6pTGUgFcm0q/RCejOhlh0+44hAksJgF1VaMaTFCKH8a1+xEIYl1nUTZ4ae5dfLf2KQAuzV7Dt6qf5JzMbzOdBPz74r8AcEp+I2d7fTgXr2d4+Mmtz47jOI4Wk5OT/O3f/i3XX3898/Npd2xoaIi3vvWt/NEf/dFjQgZGR0d51ateRRRFrFq1ig0bNrBhw4bnzuD+GOI5JZAAb3nLW/hvf/jf6PNq/DC6l9DU6ZVrGK+n5OHULp9HSllOSUbYCYDAFjbRUWZjDw4Octddd7Fly5YXTIuit7eXSqXCue7r6c0sYnp6SO5Z4JtjNkoY2jMn8LPxYV7bP0UUOFQaD9OdX/m4y7JkDp8yDln0L9hzxEmJ0XArXc6a1MNR2LiqyO49uzj//DOohyl510BitaOETUzQvC01wq7EkFUSZQSROGRXc/j/S21LP9GEzWpcjEahSJoJNpqkRX6WiOSSAbkxuqXGTpIKcZMQahORqAhX5rFxqeo5/Cj1jnw6Cu8ngtYNQv30FKla+wQxCKGYtfZjy7VETQFRRVVYNJNUw0ka4XhrzKAurNRfU7pEwsUyFlqkDeSarBERtCIIU4t2q+XBmcY6xtRJSe2imMY3dWITEOoqiQ6IdQPfaqOmikRqhCRpJ6/dZgs5JfFSpOQw1IeOkSvBUSmxXEqnqUVQimJqOsYXAbaxsFHklY0tBI5Mc7JddVgetkkJpN1kj0pA3lIkcZZFLOJkEcfqZYVcxs8W7+LF7Sfz+uI6NuffyMO1r/7aWPosLi4etaq3v7+f008/nbvvvoeM1Y4n2rjihIcwkYXx03Nj9flbWa3vA6mJyzm+/LNzSXQq0rKkJqvS94mjNHknQApDPXJIjGBBz/PhbT9nW62KY/U+5UVWHMf85V/+JSvdFbzykgOMP7iOEc/Fr19ItwfVKE2DAaglCTPNpKdBVaAzu4V5/wFcu48gmqLX9lie17TZCY7UlCOLhSCtvq89s4+dP58gKw99FflJ+rnQ5zhEGmbCMI0jpUoUzyGlRyOawLMHaETTKFdyF3cC8BuF9/DD8DsIYfGz+ufIe6sAGMify0/iWxCNUT719uuO6hg9Y5ilzsWzwfEkmhcS7rvvPl7+8pczMTHB4fKSgwcP8pGPfIRPf/rTXH/99VxyySWt+5YvX869995LGIZ8/vOf553vfCdSyuMEEtK28plbzsE5sINqbZpGNEFHfoR7xV0MT59LbKCnKRI+IfdqttVuwFZdRPEkxphnbIfR1dWFEILZ2dkXTBVy1apV7Nmzh5/Uf4prvwIxP4+uu9zLg/xJ/0YemhhJZ90imziy+Njaa/hfE09shhKbAFu4xI9DiurhGOPRDEVvdWq6owP27R3lrW+96ojHGZOk9jtI5uQMdjKQUkkDVS2OSGlZSmixhWp5IMZNwhmREIukRZhc49EQ1ablT0Ri4lYG+uHWOoKm7Y9QaBMSxjOE8Qx16SGFgxD207buOeYwMYkOCJIaZWsBKdK5zLpZpJ4sEMaLR8yohvEMGauTmICAOlJIFBYJqTVRRIBDlqLpwDZ2azYyIiYQDXxRxtepcn2hsZdGGCKQR1gjJTogoEbNKqUXTrqIikVrPrXVjj7sQ80WAk/JpgVLmoJT0zGLokYoQ0JRJ2sK9Ji2tNArBa4SLWuhWKcZ3LGGhtZE2rTmITWQUxa9cR+V7CmEukosuxChzQ0z9/KS9hdT1McuL/pXAc+GQAKsXbuWu+++B0t4/G7vemYXRumaL+KsWEBYApVvEJdyhHPt/Pz2MylHFkU7JtKS2KT7XQqT+jyGbsv3UQr45IGd7C0bht1zOVD/6VNuy/XXX8+jjz7KdVsuIirv4y3fX08oSlze1YYrNdMNyUzUoCx8DvAwpfojrMhdSiZxQIBj9RBEU/Tnz2ZNQSKFbnqSKvbVFDMNA7Zg+JRufvqXjx4axzCGOWrkmq4P00HIlFgkkI3HdFz63E0EVNkafI8gmuKCzNtRQtCIZhnJvYgD1R/jyPQc6zZDbMx1893GAV75ylce9TE6juN4ItRqNV73utcxPj6O4zicddZZDA8PU6/XeeCBB9izZw/T09O89KUv5bOf/Sy/+Zu/ecTzHcfh/PPPB+A51DYfUzznBBLgAx9+P1e98g1cnHkr342u40DtZvpzZ1KJDf+++AkK3lrOVxdzUW6AAXMNP/LTVoSU9lG1sYeGhhgbG3tBEcgvf/nLgMU9U/2c79hYL+7E/INmtmGzwazAkZpKJU8Q2TxQcpiL9j7ushrRBFm7h0TEdLirmI4fOyCvTUipvg1LFVEyw779s7iuS39/H5OTaZpPokMaySJS2Chp44sGEpGSwea/pDmft5RxnTVFlmQgkQhJiNK4QyOxcZBGIo2kQCcVMQ8CtPExJMQmQJuYMJ4BaNrfPPZNpHUDzdOrFj5XkNJDINEmYjEZw5H5dCggqREn9cc8XmCllUTTSKMem6Kapequwm7tp/xhlksNJPHSPm5eDMS6ShTXWq10xyriyAy2yOKQxWq+pWvSRxuNnSwZvzcTc0Sz0mkkNgpXW0hSwVOUOny21q+wU9GPkDgyNTtXIiWHuukz2Ug0i0nUmuVcine0EHhSkRM2kaljSZeSmcRIhwf9h9mUXUWXGjm2B+aXjFKpxPLly4/6+blcjjPOOJ1HHpjk3vlTKdgD9E3OEd/uoJyIJLSpltq4b+9qvjHaQacDBUuQkNap/ERhC3MEmQSYj6rcMj9KYiTl5M6nvCiPooir33YNK9zVvOrsST729ZejaHBSpp1N7RVmGx4gGVcT7K5+r/W8sca9jNjDjHACJa+XsfqdvKlwKp1OwlygWDCSqQaMBwGBidlyxgjVuQaLB2pklEUpDpiXZXxZIZ8M4yeamolYkNPMBml/yrX7kMLiVHUZSaKpyBqT0R0UvLV02y536+2sy1xGMSmyKfcubonT7duvH6BWSbj6vVfjuu5RH6PjOI4nwnXXXceePXt4//vfz/vf/36KxSMV+Pfffz8f+chH+MpXvsLb3vY2lFLPrZH984DnhUC+5CUvASHw3DFONW9mq///cMhyMKzRnjmBUn0bN1kl3pp9PSuyDqrRhkOdug6Oan1DQ0P87Gc/Y8uWLb/ypuKPPPII119/PZs3b0bsPZE1bYtQq0MnbH/HQT745VPp9Sw8VacROjh2xK5agBCy1SI6HGmKSURdLxLp+pPOksZJuTXvt2/fflavXt0ikGE8g27OI0ZWnUBVyYoOkrQuRqh9Yh2gl3KtSVXMrsw3tdLpfg+x8UQOYSQOTmombxSW6aUsF0BCI1kkTuqEh5Hdp0qu+WXBUkVcqxNbZlrVDYNu7QsAKV2MCdPWrFDYVgcSSazTuUWgpSa3hJu25I1Dxri4QhGhWyMcjrHJ0Y5npcRSySxCRAihEM2cckt4rVzyJcP3iICGqLWiJvVhxFAiDxP1eM10HIOFxEJiG0VkHCIR0UYurSo2iWNLIGUMgTbUkpg5UQZBy6h8SWmujCTG0CmHmUn2Ug1G0donr/r5j7nvc3n+t35t2tdhGOL7/mPmm54JbrvtNrZt28YXTnwzP5mCxchi24HlOGMxlTA9/qXAZazuUbChw9XMhxaRPjR/nGayG3KWxpYGTyXcOLeTnLIox+Zp7e/Pfe5zGGI+d2V6zuwsSzYXsmwopjOV+2o2d8d7jiCPAL3eRiwtWW11krW6WNGxll4v5CfTNvUkYTaps0duo2HKrBansOG8QX58213UTcxcUmVajVGKRnFVEaVskriHcTVGOZmkEU0ghGSDfREZ47Lcy1KLNYu6gmv3MaQ2crfejkeezdYgO+JZ8laesFECoFzfTk0Irr76S0d9fJ45BOhnOUalRcus/zh+tfHlL3+Zv/7rv+bP/uzPHvf+k046iS996Uu84x3v4Oqrr+atb30rhUKBK6+88nne0mOH54VAWpbFK1/2Gm75zm2cmX0p4/mzqehpRoOfknfTK/YwnuHTMx/nlOwbOcV7JaX4HnaFDx1VG7ujowPXdZmammJwcPC5eEnHBDMzM5x33nmUSiXST4ntDBQv57v/+Gpe8tGtACyGaUbxdMNhsZFFNgwv6bPYOmkTRFOPIYhC2ARJGSlsgrj0tCu4u3btZu3aNdx22+2t2+KkhBDpKZKYAJ85Yl1vxiNW01lFBELYCOEQywzaivBUkbRJ6zYFMqkQRKHSKiSAgKwpoIUmkRGBKB+RmPOrBksVcax2lHCxpNvKC4d0hjMRNko2ZzeNSywsEh2gpIvTVMDHJmgm6KRte2NiLJUjVFWUZeMIB8ek+9sWCmkEqknKaFYms3YPuIdavxpNI1kkENXWDKklXLKyAxu3SQ2TIwikQYKAgk7TQAQCW0hsJFbzvRYYTdWAT0iSaEKtWtXFxOjWiMKMnKcuaikpFS7uEiE1qaq8Tdn4cQ81VSJQJQLt0+6u56B/M2PhJK492Mwqf2ETyVKpRC6Xw3Gcp37wE2Dpuf25Mp7qpmAlPLLQ0coar8eCWxZLbPKy5C04UJP4MZSjBEdKImMwxtDhKLpdyUAmRgnJ/mCCMzq6uGnmqW2TwjDkr/7qrwDBKasifnTTuVy/8Cn+Ytk19GXq3DtfZMw37Knd+JjnzgTbOcFeR5cr6HQNntKUIouDoc9u+QjT9btaj833nsuyLd189vP7aCjJRLydMCoTRFPUgJo9heWcTUKEJ4tEzhDnWC8lpyzySlJPNJUkps0U2GhfzL21lBi+PP9ulBDkdZZv+l+j3VtFTnQThDMUhmqcdNJJR318juM4ngxjY2P88R//8VM+7rLLLuOhhx7iTW96E1dddRXf+973eNGLXvQ8bOGxx/NCIAE+9PcfZN031/P1yie4pue/8PnSV8k5I5TrO1Ay38pqvs//crP61Gy1PYs29sGDB3+lCKQQdppXLZbk+ku+lwoQnJh7PRl3mpe89T8Q4QA33fIiLAFf8+9jRWUt9y/0EhvDD8MfUG3sAcCxuo6oQmoTok2cEherSJyUnta27d69m4suurD1txQOCInRQXP+8PGfZzAYE5J3h5v+iTGNpIwtYxyZwcJKRSPoVG3cbN8uERqXDPPJfoJ44Ve26giHqrVSZsnYvUTCp6onW96VUbIIzd8PP1/jhMdUiQ9HWq3UqagJxbiaIiSd61xqbStjkSMlkMvEJmJhCERaYWxQIzAVQl0nSqoo6aKRFEwnGZMh07QNAo6wBZJG4mA1vSdTAunJQ/ZModbMxRXKcqGlBm9QJW6OKwAgoJGU0SZqinVsPFkkJzvImzYypg0/SfCwGdArKLo9+G6ZxXgCENR1hVjXnoOj9fxjYWHhWVUfAUZGRrj//gdQwuHSgVlcK+LBuW72VAV9XlpxfFlXG5+av4vp+bvozG5hof4Qbd56dKIJ4lLrXFuev5Qt1TWc0i440JjnkVrM04mJ/exnP8uBAwf4xgVnUhrVvOreL/M7/ddijOYDe6fZW/3CEY+3VLHVxSg6w0RGc8CPeaQa0qZcJnSJnfoO/Pp+LNWOFDZn2S/nzLNXMbVnkQf3ff8xn+9nZ97KcjfPgaDGctmHBFZ3nsFUPf18KEUxNwZfJU4W2JJ5PQ/4/wbAyvzlBFrzrdInubrrWqqN83m4/k1mdYM+u4vf/+O/eFbH5ziO48nQ1dX1tK142tvb+fa3v8373vc+Xvayl/Htb3+bCy644DnewmOP541Arl27lgsueBG33vpTEg0b7Yt5KPwhy/IXc6l3Av8y+3HgUOtyMHcBpfpd+EcpkhgeHubmm28miqJfIX8lw1e+8hUgaf0NcIJ3JXNqhnadp7vvYYwWyOkZXvqq7/B7/+tk6skCM2qW6SShP+nHDw62lrg0M3g4gmiKRBcRwj7iA/7J8Oiju3nHO65GSonWGm1CpMiiVFtKSkyM1gHaNADdqj5aVicZuxtHZoh1QGzSsYPERDRMFSFUa+4O0nlJhY2FRUxMiI8SFkY/dnbw2cBSxdTv0ujH+F4+GaRwMCZ6QjKrtd+yRnq2SEmXhauKGBJ8UWM22UOoawgkqlnpzMoOLNEFgIWFayQZ46DJE4mYQITUlU9DVVuksz0pYqOwmrGKSzOlcfMtbwlxRO72UhY30KweghaarClgGSsVR0lJgypauMQEaa6x1YXCJiIgoIo2CXXKdJhu4rTWSURCSc7TIBVPVRo7AKiLiDZvFQv+Q8dkf/4yUSqV6OrqOurnR1HEzTffDAjWrd5DWHfRWtHfvsCFyy3+4d51dLgQaMEKvYFp7mLBfxCDoVTfdoRJvhQOZT1Jm7eOhTigmoSck72C22vffdJtCIKAv/mbv2FTdh3nb55nz/Y1WKqdUzp8PjI6w77qDx/zHFsVgPQCq59VWAj2iglKcpKNeguhiCjag2yRF9KlPJQQ5CzJmnP7+cFtPyHjDOIHB1rLW52/gjbjsSJviHRq9bSumH4vLEQRRctGA5b0SBKLqlykP38OM/VHGK3fwZmFNeDD94L7OM86iQd1g6HMOUyHd/CmN73pqI/P0cAYMPrZqaifvYr7OJ4v5PN5fN8nm316FmVSSv7pn/6J1atX84pXvIKvfe1rv1IFr6eD541AQppMc+utt/LZuX/iT4av5d6Dcwwly1hdSGD20OMcq4fx2k/J2r2gayRJ8oxnGQuFAsVikbGxMVasWHFsX8gzxCOPPMKmTZsBw1VXLamdBSA4vbCKv9ucoEQ/c36DTEcZWUgwlYRHbj2f5ckw+xVkTJaH/BsYVR0oVWjWLCVRPPu461wijUst6KfC6Ohos3I7yOhoSlC19lFWBkcVcVUOVxRaj0+IEEg88ngmRyJiAlXHNwtH5C6H+Kniutmels25PbAwLN1mk3WXE+s6UbzwtAifknmMCR/3sQJB1hkgSqpIYZPoACnt5pzlYwm3pYrYqkDe7scVeWICYtOgkZTxw0mMrh/z6uiS96RqGqkvzS5WgtFWNX7pdYZOL7JZpUlIyAkHSwhUU7maGEM9KeCL9nTZTYGMbKbLLD32cIV0rDWxMcjDxkPSOHUDCKZiH1vYrQqmxqC0whUernFoJ0NOWYfyr5OYeXzKcpGEKE0Zorn+ZuWroctUgoMIkcGYKi5ZVrCaBV7YBNIYw8LCAqtXrz7qZXzta1+jWq3ygyvXURyeQgiDMYLY95jeO4wS0OFESCyG7Tx31o+cEz6cPNpWB11yOfNhwlndAUzAz/wfPOU2fPazn2V0dJQ/HnkjOtnKG+60+NsVr8eWAVXmHvMeEAjanBEmq3ewMn857UmeEM1Y9CC1YB8bs1uwjEUnA7RLl6Kt6PGgs9+jd00bcx9VDNonMi0zlOvpRcXe2o+wsy/lIrufnKVod2AwE7Kz4jBDBTtpIzKauBmIsL9+Oye6L6PhllnwH2IqTC9gC3QdujyKSrz+Da9/1hXi4ziOJ8Nb3vIWPvCBD/CP//iPQJohf9111/Gud73rSecc/+AP/oCVK1dy1VVX8Rd/8cKqkj+vBPJ1r3sdV1/9doyBqHllNqr2UYk28vL8u/lW9ZMA2CpHGM8wLE9iJ+P89Kc/5cILL3yyRT8uli1bxoEDB36pBHLbtm2cffbZDA4OMD4+wWD2PN7cfioNnVLIwUzC5g03szDTRT1y2Hn/Rk5ePYEJLHbP9lKSFcZqt0HuPGha61jSQwqbejT9lMTm6bb/tdbs2rWb9evXtQhk+vwES7pkRUezLeohzaFWmE1q3ROjCUREXrSREBOJ1LLG12kkpRSp2GNpJtI2LkIobFwKsgslLBzjEDipbU05maTc2P2EZPJwkvWLUKoNV+ZbCTeLwShhtEB35kTmTYQxMQV3hJzqxsIlY3LplGaz1b70zyhNkF1DxUzjx/MYkxDEC8/KOmjpC16bmETXMWjqwqLOAokOHvO6El0liF1Cnc5R2sbGls2qohBIk54BjpBg3JaKeqk1LZvk8VBqkCA2hrpJ/1+CMSmdV02ldVY4ZHHwlCIxhshobBRZ7dJmOfS4kqyVks7EgB87ZCKLfOwxJxdxjYMrJZ6S2FrSl/SDAl/OYExIYsAlSxcvfCufer1OGIZHTVC01nzgAx8AYF22HW/5PnRdkZRy2G01+u2YV48u52AtT4cT85CefswypMxSbM6T51Q3rvFYkVfEzcSnM7OXtEZoHg9BEPDhD3+Y1e56/uK3buZf/v1VnOM4+InmgYU8U9WfY6n21khMzl2BLTMtkZbCJitt7jJ3UAv2cULu1WBgr7mPir+T0cw6zgxexMkdksJZA0zdP4tZhG66KMtpKkLSnzubFclaemUGRyZ0u4qBTIwmnQV/JLyRCXcVBdnVsv7SJqQsSyxU04uQe/Stre+SJH8FjtVLyTzK29/+j0d1bI7jOJ4urrnmGl7ykpdw7bXX8ld/9VdcffXVzM/Pc8cddzA19cRjTACvfvWrGR4e5jd+4zeep609NnheCWQul+Oaa97Bddd9mtsXqryi8B7u0HexswyvHgn41rb0cbVgHyvzl/MibzXzOs9FF118VEbRQ0NDPPTQQ5TL5cdI6p9rJEnCd77znZbnWKXiA4p39ZxM3orocCJO6J6ir3sOywvJ5nwG2ufp7pklnOjAGMFZ67ejdy/HVh0sRPsxGKJ4DqwuPCuLZ3cf0f55Jng8dfaOHTtZv34dN974o9ZtcVLCmIHW39JI8sJFNclJqvoURMYQGZtYezSICESIkIpYpoptaNrC4GLjooUmp/NkjEtBuOQthSVSn0HBEI1kAw3rQubjBvvUbsaqP3nary3r9FEUPQihyJgstpcl0FVW6A1Ebp1+sZacyZJJHGyR2tRoIEFTMnUso1BINIaGyKCkTc7uJiZAOwkKm3IySaW+8xlVJqVwyLnLUcIi0nUS4RDrGn44jtHB4y4rFa6kRuRL8HVMZBKiZgVXC90UJ6WVQheLyCSkOTHNuKCl5Qmaj4MIjdap/Y4SEhdFRkkKtsBVDtqkpuBhM2fbkLa2Ox2Z2vk0yeOS16AtBBXhkzEeeeFQtC0KzemRHp0nW19G3mnjQHIvi40yoQJPvvAlpgsLCxSLxaNKoIGUQO7dm9py1f0MosNFBBH+VCeFtQdx2mp8elcblw8kVCKLlWagGbpwCEV3OTnVnc7DGp9ANEgMTAcpYbzTv4knm4H8zGc+w+joKFvf3YV0oRRZ3Bhu5XR7M2FiYzWz36tJCSmzFOx+avEcunkOrmOYhklaTgRrZB8HkoVWZbFc38GWwUvo8nyKZ/Xzv6/7NyaUZjDpIzJ1HKuHUziRBRr0epKVhRJj9U5saThYc/i3yleJ4jmm4zl07uQWkdW6wWjjHgDe23st91QqjOlFACpmjn61ijAbc/HFFx/VsXm2ON6C/s8DKSXf+MY3eM973sPIyAiNRmq91t/f/7Sef8YZZ3D77bdz5ZVXsn379udyU48ZnlcCCWkb+zPX/SvTcpJ7G/cz4p5Omy14x7Z/5eunXsVvbE0HovdWf8A3zRn4tJORAbVajVwu94zW5TgOAwMDjI6OsmnTpufi5Twuvv/973PFFVccdouiPbORDw6ez4b2Odo8H88JGR4Zw3IipNJkCjW6pCGJLcYeWksQuMyU29ig+tjWNNGWMovWPlE8hzHJs6qELZFHISRCeEhhsXPnLt785je0HpOmweSJdB2tNIFo4AibwCjalIu9ZO/S5D2BMa0KmI1FTuexhUMiY6Km56FEYkhwTZaMcelWGYayipzVtCBZitUzAmMEgc6yLjqRktzEnniBqlxk0UxSCSceI06RMoslc4RxmQPRXRiT0J85iQJdjJjVbOdOuuRyBnQXBWWRGNOqri2hgyxZK1W9zscNajIVebTrLmwsNIad+g7CuPK097WUHp2ZDbSLISxjURc1QuUTm4BAV4mSKlFSaY0dKJlHyQxKOlgyiyVdPJmODyyqRSbEHgJdQ5sIR+WxhEtGFsmaIjYOts61TN0TDL5OQENgYiIS5tQMNUr4Jq0OW8KlU45Q0AWKdNDrGVxpiIxoVhcF9UTQSASlMGG80RTikGYVZ5TElqnReMFkGVdTHGQ3G8JN2NKl34MuN2FDUVGKurl7cS03NbZTMHm+Vf3kC16BPT8/T0dHx1E/f8+ePQgheOeKNax958MYr53P/MVLObFnkjPWHmT83g18p/pJ/qTn5ewtdfHT+Bbe1H4tOTuNo/zE9MdZJU4hl7jMyHmmzV5yJk+vZ9jdGG2uRTzhfp6bm+PP//zPubhzFZtPGGfHd8+j1w15sX0qnmywuyJ4Xf4NVOKE78rrWZe5jEn9KENqI/NmnNOzv0lWSe7lQU7X57G692KKNrzIbeNqdQ2zDZubZn36vZiuE4rEShDc38EpVo77OciJyZmc0u2xqa1OI7F5sARreifZOtfB+/d/g/+9+mWcU3o5N0efAcCP03i4CzJvJyLhnug7AMwGhrPaCny3ur+VQFOO9vFff+/aF0wq2XG8sJHJZPjc5z7HBz/4QX70ox9RqVSe0eztihUruP322/n4xz/+HG7lscPzTiDPOusszjnvTHbeeYBN9iVcWGjHUYaLsu9gMTjyA266dheiKWrI54uttsUzwbJly9i6dSsnnHDC8/IhMj4+zpve9CYuuugibr75JyxFUZXq2+hwzmJl3ySWijFGUC0XkMIghMb3s8yW29i90EUptOnxAvqyVXKWbEZ2TZBzhqiFY2jtP2119VPBGI0xPhrYsWMHIyPDZLNZfN9v3pem1ZSTSWy1nIZIiWCgI/Ic8hBMjGZWlkhkGlWosFHGImMyqTqbLFqkrWHLWGSNR0bYeCo9JqFOiaiJDxN2NA+XJcGTkhHZzmzi4sgMrlvAt3uohVNEyVy6Du23qp1LqCbThNInURHtDNKT9OFKyWIS0TARDhauUHhKtdJWlBBMBA3qIsQ2qbWKQlGSJabinS0F/C/i8GSYw5FGJdYJlU8ooKJnEEgs4eLJIlnVQah9gqTcHEuIkcLCszqwRQYpFKr5Vq0y32qnC6EwJiEhIhT1pjVSkUA4aJP6OkYkhCImEhFVuUiDKuVonCAukegyAgvb6iDjtiGlJG91Uk/SimKk0/jDRgKVKI2mrOq4pdp2pCRnSXLNTGQJZJVHpjHEXiEZl9OUGwX6vXb8RGJLgxLQ66RD5t224ZfsCX9MsLCwwMqVjx8t+lS46aabeMMb3sCKFSv4gxPz0JiicYfNmO9yRd8U2vcoV/L8x8lvJOfN8u2xLBfbL6HowHRD4zQ/0+qiTsY4qfhK2AyJdmqxYN7sYU0+x67qE3vqfuADH6C6UOVjb+hB1x3Ou3WSs8Q6NrdBl9fgJ/FuLnI2kVGSNm8VjnGIdcCI7EVLTWRiFqOYTjGQpg95hsFMwIriIsYIelyPHeUCvZ6Pddo6fnLLXrpEhlUF2DtfpKhs1hQC1nXOkvfqKLGcMLaYDwW/3/ca7p0XZOWhz/7T5aWs6/H4cuWHbBLn4FgFTravoJ5oejzBrslvA1BlN7ZSvPe97z2qY3Mcx3G0WLt2LWvXrj2q57a1tfGnf/qnx3iLnhs87wRSCMGHPvQhXnLJS3lF23l8fParvL3jtby41+adO791xGOz7jL84ACrvCH2NMaPan09PT1IKZmammJgYOCpn/AsYIzh3e9+NwsLCy3yuGT2LYXD8mIJxwlxnJC6n6FR96g1POJEseDn2bHYxg8nBQ+Ih3ipdzJXDke8Ztk8ld2/QeQaHmA7jXj+OYvvK5VKzMzMsHbtGu6//wEgncHTxkebmEXhouQIiYjRaKrGwsYhJiaSIXXKrZlHS6QK4lAU6dBduEYRN23IM8YlJ2wyykKQkpNIG2JjiJrlTCUEXW5a2Tq8sZsVDqHJ4JhBJEMo5yQiYqpy8THGxpAS96y7DGNpsqKDmvSRWjChxtOYPt1BVikcKVoG2X6imZOLJMQorKboJ1WQN5rVj8fDk41ZREmVhqzS0GXK9R1ImSXr9GPLLJ4o4so8jsxi0DTCSQBskcERWRQ2DpkjlieEanlSysPMwmMRUxZllElnSmuySpU5KtEk9WgSgXXY+ILEtjpoc5ZRNN04xmGXX6c9dClYsnkclrKuDZUkwkLgSEVWSTwlKFiQs9IKI0DelnjKwqkPsUfPUBd1Hl7M0+tZFOzmfKVKOwmV5IVv4ZMkCYuLi8+oApkkCd/4xjf46Ec/yq233goIfq/wSgZX3ghJQux7tDsxIy+/j/qOTt76sy4+vF6T8QIGs2mM6N2lgD1yDyuilLj2mU4SdMs8fjEJqMVZ9tUX2FVNx2ceD/fccw+f/OQneVPf2axavZdbb3gJv9/Tx2RDcsngDEpqDlZvYS63nqpOQwQyuAghKVgWw3EfW81tdIhzKeo8Q3lJvxcwkK3hWRGN2CZnR5TjhN6ukGDdCD/+7PWstYbpcGJ26DvJcwHTDYf2XJX29kU6ZvrJZeqM+Zrzllf5rYe/hK3S/StlllPaPa4v306l8ShbrRKd3mp2JnezJXMx+rD3oKva+K9/9M5fXiKZOQZG4sdb4MfxK4znnUACXHzxxQz1LOcB/16CaIpKDFPzgj53I3+y8uX86ehPKdd34AcHODH3eh6sfRkw7N69+xkrHYUQLF++nH379j3nBPIrX/kK3/rWt6BpnAKpzY5j9ZC1u/n8rkH+5+ZHqC4U8esZFmp54kTh2SGOiqnG6eRdLZljR83nRaFDpCU9nuTW+igHq7fQmd1C6TnMgN62bQcnnLChRSAhJUZhPMOirhM5dZSwSEyMEOmHY6JTg+xYV9DNyL3UR9IiY/ci7E0UdCGtjpAaUi9ZyNQTTTU2TePqoOUTqVDU/Ay9rpNWw5qCDwnkjdeKzXOa29CW5CjnTmOhsfsx1dlGNItA0hBlytLFVXlKwX463JX00EFiDOVY4+tDFfCM8KiKKo6xcY2DjcI3OZLk6beuD0c9HEObOPWLJFW4Vxt7EAgy7ghZqxNXFHBVkUDMk5gQJVJLHo1uxR7GJkhzwklNy11RwGPJEFwREbCYjJGYGFtmaEQlGtF067hAM03H7sRT7QyItXTpNhI0vmhwV/w9HIp4ukhR9NKZdFIULraQZKWFLQSOTOdftUmrk0XHoAFPajylySpJX0bQ7/dxg387cxxktb+RDuWRVZKMSsmwFj7v7b2WFYWXsr964wuylV0qlbBt+2mN1wRBwOc//3n+7u/+jl27dnHeeecBkjd3XMuLhw8ghEHPaPz5Nt5z1Q0kC5JP/NurebD2KUrhW5he6GAgE3PLFNzi/wsbcq9in9rLmvyVWFoQoMmbNjpMN52Wx7JcglO36VGrmEn2H7EtxhjuvPPOVnXuuvc9TDjdTZhYnNRZojLdiS0TfjrVh5Qe94mHcFQWmaQK/zXiNGwpyEpFF8tpEzYam/6MJmvFBIni51P91GOJklDVDaxTR4jH59j66DfY6a0iu3gFfjhBJqMY8wWlWp62YjrGMbfYxhldhsl6hr9Ydg1/N/FNNuVey0rRze5KwmztPl7X9l4eSA6y0gzw/fqnKDkX0e8tES6DEf7TMnY+juM4jqPDL4VACiH4v//+aV584WWc6l3FF+Y/zsvz7yakzlcPCv5m5Hw+ffBkHg6+y574Ljx7iCAaZ82atUclplm+fDk7d+48qjnKZ4Kvf/3rzd8kK/OXE1KnkkzjyAzv6TyHi4fGECrd/gPz3XxudwcDGcnlg3MU3Aa1WNLrSV4nLuE+v8Q98+2sK4TcWh9lZ/WbALgyz3nuG7CFYoEq+3mESNepNB49Jq/hkUe2cf755z7ufYmuPu31pB6MIbVgH7uavok5dwUd9vKWD2RkAkrJOGFcTn0mTUTW6cORmbRaaNopBVnyeFgIQqMJiYlFWsmMRYxjbLLGwxaKdfpEyt4qZsUYpjmLmZiISPskJiYxAWFUpmamCOMZppMKSSaiz6xgVowRy4AOMciw7kPhkTceI56b2r1r6EwGcDOv5n7/ywBP22NzCY9nKG4w+MGBx4ihEl2llsyRyIjI1NGNlHguBgfQBrqcNQwmy+gmS07JVvV2XFcwKmGy8RA1PXbEhYalinR668mINjImR8Zk6DJ5MpbFYhxSF3Xa3eWUgv2Uox3MqyKzzhAjYjPDdJBVksSkleIg0UzrKnf71zOUfxEb9QY2t9kMZVOBWNaKmQvynMaZPCx20BABDW1ji7SC5giP+ajKSR0NfuD/Uj6Gjgnm5ubo7Ox80rSsWq3Gpz71Kf7+7/+esbEx0otLxW23/Zz/seo9XLFmO+suuYOkmmHyZ5sBKO0f4H9//vX8cH6RP1/2Xla27+ehmX4m6hZVXaeQWceO+vfR2uek7BtYV3DIWQ4b22CksEg9ism7De7y23mgsot0BjJNqvniF7/Ie9/6Pip6gW4nwy1v62Tqng1sO7CcvNtg90IXlw1NEWnFRF2wLvMSDkT3onWErfJMWbOMhluZkMs5QW+kJkv0Z9JUnIUAanGWh0uacV3hNwdy3DgpeHFvhuDk9ez8ejqTeVX+Cja1RWx/0SYsdQ8/3bGRf9s9wmsSxVzg8sX7l7GpTZBRmjvnDK/L/waTjYiqiXnzMo038V5uqHyez2x4LV/cD8vyF3NX8ij/Ppom5Fgyw397/399Vt6cx3Ecx/Hk+KV9cl9wwQVcfOkFPHJzar+wmIRUzTSepajHhv++Hn730dPo1gNsDf4foMnK3FF5QnqeR39/P/v27XtOxTQ///nPWao8jgf30+GuxJV5hs1a+jIhY5U2TrFiOkcmufuuM5iIahTt1MZESc0XFu9jPtjN2zpeS4/I838mP84/5t/JpbkRfC4kMFU88thC0e86tCXtdMVnMiMr1PLr2FX99rN+DY88so13vCMNek+SYxstWAv2UQv2IYSFpdowJnoMASvXS2TdZUgr9ZEESEyCaxxikVATPpEI0/hAItrobsXmAVhG0U4fiUgb5giIVEDdlKnFMySHGZYnuko5PAgOzNbux6BROZvIdAPgCYtOF8IEAp0KRnTYwUTuDGbrD1J0V1AO9h3xGoSwUDLfqoI+0Vzk04EfTuF4GWyRoZlwiK2yeHY7K5NVDLsZOlzIKshZhpxl8JMii2E749YJzIcRs1SIRUJMTEHniUzU2lep0U9KLNosh7zpx9fdzDhDzDgHkCKNo+xICgjVTLNpzhPYQpBpzoeOVX/ChPg5FfNGNsd5VuclBuh0NCNZC69xAjlX0u6AK6EaQ1bmiPDpcBtUzNwLsvoIqYCmp6fnCe9/4IEHePWrX82ePXtYIo5LnxEn5l7PiV1zrLv4TtCSxX2D/OjBkxjMl7ltso9GIljrtFONYKzcTjVWjPuGn9Q/21q+lB4nel20O4YNxRodboNIK6brWSItOSN7CfuyOe7z70NKxdJAyIm5FZyUfRH/5+o7yfRU+NG/jRBryTf2jXBOTwklNPfMdbOnFjIr9pO3+piu3YWUy8jpHJ3OKsaqP6GeWeBCcSFDWc2985C1JH4iSIzhNwdytDsRvV4WsbID4zrccWtqQVSL4YJl+xg4YTcq1+BcrahFm5n287TZEWd3W3xvMuAdKzVrCzlO6ajxyb3whmGbd23/LO/suZYPDv8Wb3vknwH4nf5rWZGL+H/6zWz1v4C0Yv7gD/7guTjkx3Ecx9HEL1Wa9qEPfYipeBtbMq9BYxAorl5d4dPTE2wrtTOULGNBzpJ1l5F1luPrKpZ1dFmzK1as4MCBA8ecFC1hZmaG3bt3s/TlYKsci+Eoga5yzXCOk3smOaF3goWJXoJyjj1VwQ6xlUjD9sU26pHD/1ixmjXO+TxSqRM0BUNzgcVCkFrgFEUPNi6RSajEGkuIdGidIn1JD+vyr3jWr2NsbIwgCFm1atWzXtYTwZiYKJ47gnhJ6bVa4n5wAD+ZI6ROKOrURZ1FWaEmfEJRJyIgIiAhxhcVEjQJmogkFfSImIzO4pgMnsmRM+3kRRcd9nLyzhAZu69lsB7rGpVoHG1CjImZ8R9iQk1TkqkfoyNhKJs0iU+q2l6hNzCYPQsp5GNa2hlnkE5vLUP5F5FxhmjPbKQndxq9uTPIe6uQ8umlFEA655gVHXQxTIeVJhTkrF5W642syWZYWTCc2N7g1K4ymzvKrG8vsbpQY00hYG3BsDxn002BvM6SMYdmKGMRY2ORN14r+zrWGmMMDROh0RRFLx1mgA7TiyNk64NCAgUrHauYkYfmQbUJuT+5iYeqVSYbCj9WFOyEfs9QtCWdLizLxazMh6wuxAy5XdRNaoI/XTuUkfxCgjGmVYF8PDzwwAOcc845TQsxhWsPclL2jUCa2fz+lS7rR/ajA5vK3kE+/MML2VbO8shCWjXLWYbVBUO3l2Canyu3J0earp/uvh5HwtqC3ySPkvFqgYcXsywEHp4UvKb3fF7TdRkCyaDTw39bfiV/uuoi3rbKwWurU9k1RMYOGe6Y475SSHe2ypSfpxpLJsQci8EoQ2Y1QkjipE4sEs6Um7CtLhYbjxIZQ4cTcV5PQlalF1z9nsWatkWmGy5hAqdc3kv24e3cFe4k4wzxJ6ftIJ/1UZkQq8tn4MSdvGTz/fx0usjPZvJsaCvz1hWGexdyvGblAdZ0zjDsZDl/ZB8fXXsN1818nI3tZd7bey0vylxNu234492f5sHgB4DmAx/402eljD9WMFo865/jOI7DMTc3xx/+4R+yevVqstksK1eu5D3veQ8HDhydpd+zwS+VQJ5zzjmsWL6WPfHPWJnJUmk8yg/G2+lJutg6L1nh5qiauZRQhKNYMgvPwHfvcHR3d+M4DuPjRyfGeSqkFQYAgRQOXdYqoqTGanEKRSdk7do9rFi7l2yhSmm2kwt6Gyz4D/G94KfUYsX+chvGCF7T1UuMZtB1Afjq/CSPhotMh9uomDkSImbkfNpyTJYSpcEVFjmdoz1zwrN6HcYYtm3bzsaNz245zwRCWLhWF5Y69IFfbewhSZ0KCUSdhqgRibBJHNNqlUMG27itrOelyERpJLGIyZksOZ2lTRfo0N1060GG5EbarEEyziBCWMRJmXo41iKUia6yr/4TZsUYUgja7IRuN6LoGCwhyCrJsJ1nJFmBJbzHeDcW7UEGzCpGkpV0OWsQSDKiSB8r6LdOoDe7hWJmPUo+tYG2MQkeeQo6T9a0AVAQPfTbGQayhoFMyGCuykC+TGemRs4Om9ORaeRdLYKKCahKn0AElFSJmqwRiAa2sSgqG0tKhBBUdYQSgg7psVr0crJaxgbVxzAdOFIhmjOPjhR0utDrGTZbgyzLX8yy/MVsyP0GPc46YpHQ4ybYMiUVHU5MrFMjaGMEGSumYCWsynQzE8/wu7t3P+vz55eFcrmcVm/b2h73/ltvvRXf91tCmSCaYrXViRAWJ7Qp1nZPM3TOg+jA5h+/exk3VSZ4YCGhFitsaehyYgYyIeuKFXJWxExgcZbczLr8K9iUey3nZH6bLpnhlM6AohOSdxs0EovvjWe4qTQHgKM0K/M1/uCEDPe89Ay+c+EWNuf7UEJzzuW3gJXgdlRYt3oPuUydVw2BFJpYSx4qaXYHP8VWOZapdozRnGq/lFd1ddPrpRdP3dmTaLcVGztnOat/nLN7SpzV3eAlQ4vknYC5QNHV4yDW96Pv2sf+6o1cmXkl3d1z7JoYYvTujZgg/RrSWlGJ4HOL3+Jvdgr6Mz7Xl2/nrqkBOooVvrL4CSyVUI4s2jMn8KV9Rb7j78QVio/N/ij1yU2mkVLxe7/3e8/XaXAcx3FM8E//9E8opR7zc/i5vGvXLk4//XQ++tGPsnfvXhqNBvv37+dTn/oUJ554Ij/72c+e123+pQ8fffEr/8qZZ57Fo/4ca/JXct3Mx/nsxt9m1DfcOh0RmKVkDoFr9RCH+x/XBPupIIRgxYoV7N27l5GRkWP+OjZv3oxlWXzsYx/jn/74Fhxtc9DEnJ7rBCoUV4xTG+9h9MAwE+V27pzzAOgVK3moZHio5NBuexysRzxkbicTXEh//my2VW9gWf5itImZrt3FUgbFdsCzB7BUhkQHuKpIRnVQqm571q8ljV7cyNe//o1ntRwhLDy7D1vlW+3oWAcYErSJCeMyoNEmJojnkMI74thO+w8wmD0Du2k+Lo3EoohrPLTQxKSPW5QVCjolZFnjkTUeCZpYJFgIFEvZ0QYM9Ih2UGuYzM5yIL4XPzhwxPkUJ2USE5FVkm43ZFXbAjk7T87K0UgEk3XB7rhBlxnCzV/K/uqNCAQd2RNZl2ykz3HJWoLlySYmggZh0vRNFJJQ+jRYfFoRk57dSU7nyAqHjE4r7xmTYUVOsiJXZzBXpc1LZxzn6zlircjZEZbUWMJgS5dKnKGuAywUOZ1tkey8cBBCEGpN0VJsyGcYyWl63AhHajwVE2rFmO8xFyj8BPwY2h3o8xLWFKtsbhe8Uo+QGEGkJYHuJjECW8RkrZiiE1J0QhKT57NTM2ybytIr8/R7CodeYhPzWx0r+Pvaz5/VefbLwlL18YnswRwnPWbFYjtCOLyt8138e+2H/NXyd/D7b/ki0o2IS3le9tFXUhELeLgsmAZ7q3mGMpouN6Foh0hhqEQOm9urnNqZcEXYzb3zGQ7WNYMZiSViVnVPsejn+OO9+xmr/oQ3tF+LEjXyVswDCwVqkc2ayCHrBGwZHGXZ2r3YPWUmfrqF27Zt4uJTtrJtbISBrM9CPcedszm+Vf04L8m9ixU5i+/62/i9gWsBGMw08JTNCbVXsNnuo2DDzoUulhfKdHh1LGm4bbqDj058hZMyr+G//MYpWPsm+PaDbXxk5bt57Yn38ve3nsu/Ve7jvN2n8I6JIfqKJcYWutgaTHHTWRuBeb6yaxU/Om+aH+yGvVP9bL3kEm7bv4L/b98/c0r2jazISW6YuJG3jLyXC9TF/H/7tgOav/7rDz8hqT+O4/hVxTvf+U6+/e1v873vfY/29nauueYazj33XE499VQAoijita99Lfv3p4K4M888k7/5m79heHiY++67jz/7sz/j9a9/Pdu3byeff34Svn7pBPKMM87gtHWnc9+eH3C6+A12Ae/ccQPv6v4tyibgUvvF3CozzPuPUAvHEKiWQOKZYtmyZWzfvp35+fknbDsdLXK5HKeffjo333wzD9f+g9Ozv0miq/y4vp+3dyZEi3mqc23sX+imHDr8tGnwu5w+9sdpK9eR7bTZFiKU7JSPMt9IqzOz0W6ieOEx62xEExClimdLZmno8hFxY0eLhx56mKuueh1SSrQ+un0NYKuO1AhbpNXUNBM7ah0/W+WIkhqm2T7Wj2MKuBiP02ENY+O24gZd44CBumygDzsXltJYln4iIhZlBYkkaYpuLGPRozvptl3GtSZ6HCsZSxU5yZzM5nZBf7ZG3m1gq4RS6BBriacUnupiXy3h1vheLNVO1umjT6wmL21clSb0RNrQIGolxQApGZZZXKudRJefdD4yozpQRhGZhKRJ/GJihDjMaD22qUUOB6oFLGHIWSlZjZsm4AA1WW3GNBq00LjGwWBoJAkNE7PKtRjKJgxnG3R4dZQweFbE3nI7ljTEzbQZS6QzjMPZBhkrwpYaJTSRVsRaMtPIUIstFsI0IztjxeTtkKGsz+8Nd5AYAcTYMmQ2Enx1Dlxr8ZmeVr8ymJ2dpbu7+wnv37JlCwAbnEv5rcG1dLsNXjFyGhed+31UNiDxXe768bn0Oi7VqMEucw9Z1cGa5NTWMW4kFv35Cq4VkWhJrBXjfg5HpcdDG9jYlV5WfuyhYQIzymc3/jYd7hyNxGKu4bEq3+CyjQ/hZuroRCFVQm7lBPF8nl0HlnFC3zh79y5nZ7lIux1TixWfmv2/OFYPI9n0K2IhPshAZi2fm5qh1+vlX2b2s9wMczDw0SbD/ppLLe4g0JKJuuLOxQpv6bwGz5F0nz9E/B93UgrhHSfu4BsPn8gXy3dxiX0GO8ISD8510ZGtMlbL8+Zem+2zec5Ytpcrl43xmQc3cnH/HHfPdvEPjzzAa7Pr+f2Ba7EkuNLwls5r2V+DhxuLgCCTyfC+973vOT/2Twem+R59Vss4RttyHE8PlUqFrVu3cvfdd3P33Xdzzz33sGvXLkxzbnzv3r3PWTSy4zhceuml7Nmzhx/96EcMDg4ecf/nPvc5HnzwQYQQrFu3jh//+MdkMulo0vr16zn33HPZsGED//qv/8rv/M7vPCfb+Iv4lbDn//SXP0UQz7BbPMKbO64lTsrsrIR42Fwx2OC/D52GpdIrSoPBFuJpVXB+EbZts2zZssPazccWr3nNa/iP//gPwLApk27vYNLHXRPD2G1V/HqWnlyFRqK4sjBC1l1Gv2fRRY5RsQM/0YxkBe9ov4QL7E28JPNaIJ0JfKJMaABjIhITkJNdeHbnUe2bw7F37z6MMU9ojiylh211YVtdKJlHCqc1v3g4El0no9pbHoeWcFHSxZIZLJnBVnk8u/NJq8mx9qnqOaSRuMYlazyKwqW8nTuLAAEAAElEQVRDZrCNfcijUUREIjqUBY0gFgkNUWNRzFISU5TMGHVRwxZpZF+6jY8lkLYqsDxnsyxXpz3j49gRQhgskX6I5FRCf0bT7ylWqtMYzJzCiNzMkOmi01EUloy1BYyrAyzIOSqySiAaraqpFDaW6njCfefZA2REEWkkgYiIm/ZGvqg2/SrTOMIwsZiuZ7l7zmV3xaMUOvixRWIEiU7FDHXKRCKgKhcpiwVqIq1aulKSlTYdrqHbjWh3G+Sd1C6oEdvMBQ4TdYuDvmainlCKNH4C9UQRJhaJlmgEsZY0Eot6bBEmEj+RhIkk0YKhjjk2DYxx7vI9nLd8D+cu28vJ/WOc2JWKmaT12AujFwKMMU9JIP/H//gfrFy5kova1nNGzwznrdjNmRsfJtM/D1pwYOtGRsvtLMsJdpl7KNd30KeXk2jocSM0sKp9ns58hfZ8FceK8UOXjEp4tJLgScmJ7SGOFfPI5CAFW/DZ9es4eXCUjkyNRmyxqq3Eq866g65l42TbKxgj0IkimOqgsr+fjB3SPzjJTK3AX4/fSGQEtUQxnD2bV+Zex8p8wienP8613Zdy67RgW+0GbGGYjLYzR4X79M18P/wRd89H3D5j8YmZ7fygOsp57QVW5DRbLughqYbc+rMYW8JiLcct04oPDp7Exf11NnrtrCxUKdezTDYcLl+xh1E/w8Pjw/R3znN3yac947MYSi61X8xZ3Q3uXQyYC2Blvk4jMfR5sN5pw5IuH/rQh5636stx/Prhggsu4KKLLuKP/uiP+NKXvsSjjz7aIo/PNRYXF/nQhz7EF77whceQR4Drrruu9ftHP/rRFnlcwsjICL/1W7/FN7/5zed8W5fwK0EgTz75ZDZvPIWZxgM8HMzRnz+bCbHAjFzgf49WkcLwJ4OvY3n+UqTIY4zkaK/NVq1axcTEBL5/7H0U3/e+9zEyMsKVV16BEmklq6hs1rfPIzMBy7Zsp7u4yGkDBzm1q8JlzsuoxelsnR/PMZFUOOgb+jIxqwuGdlvSmzvjKdcrZY6s1UnetDOiTmIwdw6WOpT9LRBYqnjEbU8GrTUPP7yNE098rGJdSg9bteFabSjhIKWLUgWUzLe8HdPHZck6Ayhh45HHITXFzqkuPFnEkRkskVbjbKsrJVIcebWutU89HKPU2MnB5EESEixk6kmoJIOygGscLHOIMNdknYC4KahJyaRB00gWCXUd2Xw+wHLdf4Q/4hLydj+b2iL6Mz4CQz1wWWxkiI2gFCpCLVHC0O7AZruH9XoNK0U3/Z5D0YaMdShFp2A68Snjiwq+KBPiY0iwpIsSDgb9uFXIgjOIQ5aKrFIT6QwjQEiNUgiVWLEYeMw1MswFDvfV5xjzU9FVNVbUYkUlhpIO8PVCavZOQNYU6NRtFC2bgqVYlrUYyoT0Z2tk7RBjBIkR1CKbnJWgDfw4uoWb4x+yK0nn6uYCm9mGx2wjw2w9y1wjw0zDIzECJQxZpSlHir3VHHOVIn7TLN8YgZIa24oZaYvS817Mcsu5L0c0RxxeKCiXy2itaW9vf9z7b775Zm644Qb++q//mj+9+A5WDozT2TNHrrtEuFBg8r71TC10sreaoxzBoNzA8vylDIo2zuoJUcLQn6mTcxt4bkA9cAlim4wdkrMjXClYnk8rzp4T0kgsXrd8lq5chThRKKlZ2T7HKZseIduzgJVtEFSzxJHNntF0hCc/PM2J52wFYOtsJyvVaUzUHWqx4AJnHed0x3gyPTdrcarWf2fPtTxasagF+5iTk9SCfZTrOzggp7hHpxZfl+dHaHM0GUvTfdEyxn50kLkALuit8nf3D9PjSgp2xEzgMJQ1tLl1Hpjr5kUDE/zs4HJeuXYHQWLxbw9tYmM+y91T/QQaNrXDdOBgIfhK9Yd8eyzDSE6wLBfyxdLHkSri2muvfc6P/XH8+uJwstjW1sZFF130tLOsny1+8IMf0N/fz+mnn/6Y+xYWFrj77rsRQtDb28vll1/+uMu49NJLefDBB5/rTW3hl97CXsIXv/x/2XLiSdzv/xtv734vjQTGg4Bhz+XBEhRsw2WZdXyLKpPV2wBDo9HA87xntJ5cLkdfXx979+495pY+nufxJ3/yJ1x77bVoLfjIyvfwyKKikViYwMEdnqe4t4xlxWy2I5QYZH81x30LFifri7jN/1fuBr7S7OoJIbFVVyuR54mQ6CqztfsoW2O0ucvoYJD13mXpfcRNE+0aVTPHYnCAMJ5pPVcIC1t14FrtFK1+HDJIJLt2TLNlyyl87WuH5iClzNKVOQFLuMQmwDeaIJxBCg/HasO1OtEmSquMwqVbrcI1HhKJRreqhakwpkEofByyDLrr0WmDNY34w8IyilgklMUCvlmgGk3yYPhN+rInM6RX0qvzuFLQT57pxG/N9mljmFFT1MwCUigEksRESGGjTUDetOFISagN05QpZtZTru/AUu1IYbPJuYQtXidTDYMSRZJyGzOBxe6K4EfRz5mv7+DN7W+lPe2iU3QgZ9t4CrocjS3TV1GJJI4UFHSeUNUJqNMwiwTNlrkQEintJ6y+ZkUHlrGYNI8SaZ9uhgEIdI3JRkzOsqjFOWxp8GPBKqsDS8J8KAm0oBoLxuuakizTx2qGdQ/ttk3RFhTstPUZ61RhPpSr0psvY6kEP3Tpsqt0t5eoNzxWzHdTCi/m8/MfZyJXZF+tk+mGxFMeGQUFGwqWxlMGT2mc5k81shirKz6zY5DIGLSBdkcwkk33Ud5OWJ/dyVcPlNg3dexnkp9rzM7O0tXV9bjzj8YY/vAP/5CzzjqLVzzwh9ibQ/b9/ETGDg4S7F1ONfSYquW5ZscNFN0VXOGez/ba13lN8b1c1BfR5TYohS6RlsSJ4oHR5dw738aGoo9nxdw9V+C8noiiHXPGyD7C2GJ1xxx5r86in2OxkaUrV6Gvd4b8wAwmUczsXE5psY1c1scYwczuZThewEO71vC1/X08Uqkzojp5tAzdruBFvXVqscXv77qOl+Xfzb5qwgNiGx3xiVRizer8FSzocU7JvpFh1U6+ecVUiRO2l0NqJqLrRI8VOZfcI/s4uxvumM3zksEATwXsrmSZbAjWFWL2lds5q3+cLzy6nNX5mD+6bTUDnsPJHRHDuQb/tt9mVR6+NbvAm/qLXLUsYeXcZZzYHhJpwe/t+jxZ2caH/+f/Rzb79F0Onhc86ySaX4kaz38avP3tb6enp4fTTz+dNWvWIITgoosuYnJy8jlf9549e54wKOXBBx/EGIMQgrPOOusJfWdHRkaYn3/itLRjjV8ZArl582a2nLSF+++/n+sXv8o7Ol8LuOyu18g0bAY9h3uCCV5fOJX/Xf0ZkJDJ5I4qH3v16tXccccdrF+/Hss6trvgiiuuQGvNV7/6Vf75LTdyRpdkys8x9eAaBi+8n2L/LHvuOgVLJthSI4ShFMUsc7PcXhdHqHqN0UTxLDlnE8pb+5Qm3mE8w2wyx6I6QL+3GY88rvFabdNSsI8onvuFZ2mK7lAr0SSv21Ao5rdJNr5+Pd2FLTSiKokOUDKdZVTYBKZKrOsYE2NEjBQ2rioihcQSHhbpYx2zFLMncY3Tys7WUhMKn5zOkzcZFLJlxxOLJK02GkWWAkU68J0eak6JQFepiip57aGEjRCCvHDxTZhWMAVIJA1dJkqqzW2y09lLo8loDyQ0Es2U3E+lls6Zau2T9Vay0uqg04EgEdRiRWQEUbMVnPpIVhltBITaJatAiDTuz5FgS4MlTWv20BhwscjrNpAQ4mM19+HSXKgUzuOOJyyR7Ua8QD0cw3GXlpng64h9NcFkPc2irsWGnckMmdhjJC7Q4UgWQs1EUgEBXbqDLtehvemA5cdpPGHOAksarGZV0LZigshmqG8KJxOQCeskWnJqZxv76lfTZ3koIYi0YT5MsIUgMZKcle6fxIBots5tqen3IGdJSqFgPjAsy6VJNRJItODU/Al8fuoHvKlvBp6+H/uvBJ6sfX3rrbeydetW/n7jeWTWzLP762fzwOhyDtZy9HgBi5HNx8fm6fTWs1Zv4uSOmJngnS3yGOn0vOvw6iw2svzxngkGE4sL+n3KoYsfQ0ZpBrI1Ei2ZKHWyomcKy4qpNTwqQXpRXfczRLUM03uH+fHOEzhrZB8AH39kCLltmJV5Q7cbsyKXcEfV5zb/y3RnNvG7HaeSsyLKUfrZuMdMMmV2s+A/xIO5fgLRoCfp5XR3FZ5KhVWNBEoh3MODnMBGXGFx1ktXMfGTMeYXXSbrgqwFtVjxUMmlkcAOv0qHk+fk7hluGRumEsFMYHGfuJ1cdDaTDZs/3H0dq/NX8JOF+3l17tVEJsGRmp/4Y1w383X+cc076XHXEbr7ede73vW8HPvj+PXF7/7u7/7S1u04DvV6/XHvO7yqePLJJz/hMsIwfExr+7nErwyBBPjSl77ICSdsIogmmQvSq9mGCDDGcE8wxxZ7gJ8vVjgz81YeDL5JXf8iGXp66OzsJJ/Ps3///mccjfhUWL58OWvXruWHP/whK3IOG4pVhDDU/QzxbJ644XDD3hEu7p9jx2KBaizp9wQ7/RrnZn6bHfI+Zmv3tZZnMFSCg1gy87TU50uxgwf9n1F0V+LIfFotDI800V6CrboIdZ2s6kCgiEVMTMzEaJ04TDhtzZnsfPQAEQGBqeKILLJpFrO0PK0bxLqOq4ot8qg4NJ8IaTShQuIKi8DEWE19NIBuzrVmhEPBUmgDodY0dMKcgXk5S4iPQwYhJQF1yqaOTJpiFZNgo1AiDc62jYsSNpVwnEDOYau2dOZSZhhXB+jSaa7vfLS7tT+1Cck2bYQaSUquNNDjhvS60GbbZMovZ6s1xXbxMDPRED1hO1lp0WYpPJUSSUjnE2MNsTHpvKVxCZrbJIVCmwQpFErYGB7/eDaogki9IAHq4UT6fzRHVdSJkgQ7UcxGgnE1xa7atylm1uNG5xBol8UkIBFJamGkXOT/z957h9lalef/n7XeuuuUPb2cmTm9wwEOTaqCiIKIghRj0NgxJn79JjGJxhITS2L8xXhZYgn4VSEKiiggCEjv5XB6rzNzps/s2f1ta/3+eOfMYWiCAkLizXWui73nLWvvd737fdbz3M99z3yucqgphvGiq9EyqbfjBphD5eVIx/9vWgGmFdAQWCxvmGDSb2WgHPMuDSGoRpqa1riGJFAx5zTmcipCHV8XQ0DC0PiGYFRryqHENdTMv4gT6ju5cTLJT0bvYEHq7Oec168kKKUYHx9nyZIlz/j3b33rW1gixduPKIOCsakGHCPiqJYRCp5LOTQpikkq4QSNlkslgo6EJGFWqHM8JmsJtBaMV5NoLThQ+ikf6vsAtdDnh3vSHNmgaUlUUUAQmjQkSzS1jlGYqsOxAipFi21jbZzaspH8YAsT+Xqk0LR1DDMx2sT90SYub15OyoxwpOKJKYv1lR/Tkz6D17mLmZcqESiDfx/Zwbz06Wwv3zh7n2z37uRt6QtpSMULJIh1Hyc8zYZogJHKE7yh4UgaulMsW9HLN//zNtYVHmKysoFL6i+nEppsK1UZMkaRhqQj4bB7uoFJ3yAfRAxPRZxgHI8hBJunI3rSZ/Dnbd38n103c0KzH3f8a8Ee737OTL6PT/bfhvLH+Ncv/9PL+uD8I54f9u7dyxNPPMHBgwcplUq0t7fT09PDiSeeiGW9umgrLzVaW1sZGBh4xr/dd999s///TCXuQ3j44YdZuXLliz62Z8MrKoBcunQpf/Inl/LDH/6IX/t3o3XEdG0npyYu46DIc6u/m3OTJ/Fr7wl8fAT8zpI+ixYtYuPGjfT29r5gZ5vfhte+9rXcc889dFVORWlBV7rA7uEORn/dwDGnP8BFC/cyXUvSnvB4eCKJBIaNIWqUWKPWsifdxu7SzbPHC6P8C+6sVqpGvvrskj6mkSVpt5M12mYDPTlT6j5Ubt6+eZBFq9oZ3V6KO59htpO3gRYOOFDyhwjCCbxgBK0VabsdQ1o4JEio5KyPtECQkiamlCSUQUXXQMCo7KdON9Olm2m0zJg/KAAMfGXQEDaQDzLcG95E1R+MxyldRqwW5plrcLSLg01aODgi7sL2dIqMbKZkNsZjUzUiI4vtzMMlTV557DW241fH5nwnKerRaAwpyNqKZscn58Ydx21Jg760xVG1RvaUWvne1A0cEA4NsovF/gJswybSBpGGSU8zFnhMU8bRNgaSQHjUVAGtI0LtUQsmiaLpp+lIHkIxHMaT6bif/ElNUUJIdut1SCReVKAWjMzO/0J1O+vdAEslMaSJJZLYJGkVCzFkTHhucQXzDJOxGhQCxWBFsiDtUu87KC34lw0dvKNQxzF9u0mmY55wY7pI41QOR0pKocRXAjAZ9nwGK4oxKbCkjMv4jkG9HeGaEZbQSKFJGib35atMTdkcUefQnghJmSHdmQqfX3YUH9l4P29q3cCZqQ9xa/mbL2ie/yEwNTWFlPIZpWL279/PT3/6Uz66uIf212+luK6Tiu/QUTfF3skmdhYyCAFvTq1gUWYxE57g9tEaTZZDXzYPwHC1gWJoMFjJsLOoOCf9AWypeHi8gYmowmvaSkRKknZqeIFFyq3xr7edxhX5uznFOII1jXBcyxhuqoKTLZPrG2RRIc0v7jmJxyaTfLG3iCHKTHkOgxWHn5bv54zkezmjReLIgP5KggfHBcvUYrbKHXN+X4WQLMhoJn3BY8UiEkFVePSzlcnKBhJ2J/1Vn+VnLOXW22/j7vGfEYQTfLzrQ2StiLxvsNPYynDpQTLuIq4dzHFhl8lPCzvoUz08ru+lUhmZ/b370co/4VP7+rmg7kNcPVDhoi6L9229kqWp87i1/B1A0dTYxHvf+96X4cq/QOgXQQj8dxfBeBr27NnDI488wqOPPsojjzzC448/TrF42Aihp6eHffv2vSjnuvbaa/nKV77yrLqEjY2NXHTRRfzjP/7jczai/W/C2rVr2b17N3v37p3TwJrP57nhhhuAuBH41FNPfcb9a7Ua3/jGN/j4xz/+sowXXiFNNE/Gpz71KUAzVdmIa9SRsDuYpkxH1M0yfRRrGn3ekT2S7sTxM4/e362Zpr29HdM0nzXi/32wYMECNm/ezC3lb5OyAmqhRX2izHglw55HV9LUMEXBizlO15UfIdRwmrOQFA2kTYO2qA3LfGk9XMMoLvFq1Ox/ALZO4Mw4uBzYOMWSlV0oNFXh4YsQJWK2IkCz7KPBmU82sYS0Ox8hJIGq4ukiBcZmeYmGkGg0tpRYQsSC1aQJ8ahGU4zo3WyV2wm1Roq4e9kU8eS0pCBjmhxnvmF27ErVqAWj9IfrmZKjBDMdyqaMQ2Fbm7ikMeVhfmykSjEXcqZUPu33P+072V26mcfVLvaUIoYqkgnPJu85lAMbLzJQCGypaHUjLs2egykdhmob2CeH6K/67C2FPFaa5oFoC1vEBoqyiJjRoSzqCQq1fRRqu6n4w4RR/lmDR4CqP0rBO4AXTs4RHfeCUWrBJL4qU/MPPm3xVKrtYaqyiYnKJqaDAXKqBUsKEjOlxhZX0eaGdCY1OUfiK6hFBn5oopRkVJVYN5llIl9PqZCmXE6ye6Il1paUGkdqLKlxDdgrDzAaVhnxPfprVfZUPEoBTHgGpcAg0gJTKgarJhLBhCiQ96EaSvorLpsnG5H+Mj7QfQw/H97P/IYdvKvpL1/xDTVjY2M0Nzc/jYfkeR4XXnghQRDwsf9qhYRNUE6wsGsApQW3HKynM1mjI1HjhvJWdpcsPj94BQ+HN3HBvLhSMV5NoYDdRcGd+WksKTiyQZK1A3YX4eNLa7hmQDmwKNYSVHyHrSPtbCtETFU2cX3xW1wzPsZ9wy1s2baEge3z2fzwkdz50LF8vn+Ypdm4UaoamhRDg1+Pl5BY+FpRDSW7SxY3D/vsUiPcWvkOE/4upHQ5InkRF9R9iOPMN1EOBSkT+pwMaWFTliXytV1AnDEfbx2l97hm7rxlO0E4QUtqLf3luDkr0tCg2wEo1XbRaLqM1yzGgh3cXf0Bx4lTWOGcxd93f4hPdn+I7+1xaYlaeSI6gCcCPrrzu5yS+DO2la8HNCmZ4Z+/8DmcGeOFP2Iu7rzzTs466yxyuRwLFizg4osv5stf/jJ33XXXnODxxUKpVOKSSy7hwgsvfE5R68nJSb75zW+ycuVKbrnllhd9HK9GLFq0iOXLl/OlL31pzvt//dd/TalUQgjB2972NjKZzNP29TyPiy++mIaGBt7znve8XEN+ZWUgIf4STznlFO6++x661AICo4f1tZ9zWcOfEWoYr2ma3JC/zfTywe0AapZc+kJwKAu5Y8cO5s2b94L3fy7098fBSVvqBO4eqeey5TtQSqK0oFRNMJJvYEs+y4MTioI/wOPMY7HRTIkJEkYPPUaSzbSQfxpf8cVF2mojoxsRs/4l4GoHY6a0vG/jOOe992gSSZtyNZagOZStdLSNVClSLEAJjSEMAiOgIKao6mkEkgCfJqORSGsKOmIy9Gi2Dgd1iohAVYmUBxbMnBZbQtLU1KqCcqioKYXSmsXpc9lRiiUKlKpRDYZRVg8GBpaIg1PLtCgFsVe2elJwpbUiVFVqRomytOkwVrF7JqP5ZOwv3cZ0YpC95aUc6bezrN6lEhm4RkQpsCiGBuUwnit9rGafLSkxwW4ZC6RXKTBWegzHaiXh1KFj2XSamceYfow4z/vs6zYhTGwzhx9OoFU8fkOmSTnzZrcJogmCUD9nAKp1iBdMYkoDS8T8s7QVB4AA9XaExmCsJhiu2aSsNFoLXp/LkjEj8tUUQWQQRCZjNZdwphnAkpqaEmwtl8mLgzgygYVNSExLGKjmSBsSXxkz/FBNixvRZae4N9rBYLWOFtdGa5jyJRKLBamjWZ0+wP3TG/hAxyKKwYee9XO9EjA6OkpPT8+c97Zs2cI73/lONm/ezINfayW1YDnseoyHnziCnqZR/umxXlpcaE5UeHQ8xzK9iAZbsyRxNmfXtRPpEloL/Mjg2uEynUaGC9pSdCTK2EbEWM1lIghQWiCFwjEifGVQDGxGawluKv3n7Fg2l3/KautyWieaGR/sIB9IDlY0r03UM1zTBDNZsZuGQjare2gxFtNqO0z4gvXTVe6pXsGy1Pm8NvleClQxDYNVqTSNjqY9dNk0HXfQCyGYpEKZKZSKs9WuUc9r3rCABx54kO377gZiFYRRz2dsVDAsJhgnbghcm/gT5qcl2wua9zWew8GK5ogGxVFNEQ3JvTw63MnyrMOWApye6OE7Y98AoEZAxl0EyiNVX+Pd7373S37NX6144okn+PWvf/2ynCuKIi666CJuuummOe83NzezZs0a6urq2L17N+vWrZvtdh4ZGeG8887jtttu46STTnpZxvlKxqc+9Skuuugidu7cydq1a3nooYe4++67EUKQTCb53Oc+N2d7pRQ///nP+eQnP8n27dv5xCc+8aL3dTwXXnEBJMCVV17JggULGGIvx5qr6UxexqO1Mc5rbKISCTZPSx5XB/hY99l8pf8mpDR/p2aarq4utm7dytDQ0DPqLv0uqFQqfP/73wcsjhKrabQVA1M5Tn3Ng0QbJA8NddGZrNCW8JnQHqEq0682Ua9OIJIBBz2PSCsajG4S6ZiTN1x6YDZYsMwc9U4vCZElqbOEImQ02kXJ65/9EX8+EAgCVaFk5ONxqylsmcQTWSwcapQw8hbjw0WWLutk02P9FGSBiGDGPlCS1HEwqNEIBDlS9IhGDClwjbik6RpxJvGxYpVABKQjC0MIHGHQEy1k0srhUaVRNVGOFGll0JGOSJkROVuyt2Ryf2mKUIYY2iTl9FL29gFxEDlcXY+VcOg1siRmSIjNOskuNUwQzRWprgWjTAqTkpwgiKpImZz9zkwjS2viCCpqipI/xIST5rrygwx6Z7Ms49Jga8qhmOHmKqpRQELbNBk9BHjk1UGmKod9ioNomoiAUEQILVAokvY8LJkgUFXKXmnO2FpSa+nSi3C0RU147DbXUahuB+LsaaN12Jv8ucTHn4oJY4y07+Api6QpKIeCO4K7aZOL6aGVlGGwrxKyOZ9maV2aYiBQWrJ+IoclFfePmWjibGXKjDmN5VCwJpviaHEKgribO+/DpmCMrbqfjJ+hJcjSnhDYRsQCt0aj7dBdOIrv5W8nnDqJOsPClgJLCgxhsTSxkp+M3ca4X2B+uhkhLLQOnvfnfLkQBAH5fJ61a2N5LaUUX/va1/joRz9Ko9HAXR+PWH3GEYRf/hU/uOkdhFrQWEny92sO0No0wcBIC4syJU7rnGaykmJBOotrTpO1PaZqSX7en2JVQrCm0UcBm6dTHKzEmbucpWlJF5BCI4TmQDHNhGfy08m5HaLva76c741/l9Pb3kFvukolNMlaNlM+THgCpU1umZxiS3gHx5pvpF44pE1BoOCY+gSnNn2IYijI+yCxGfMiJjyNJQWuAUc1migt2FfSVHSZQnAQ08iyynkjTp3Jqacdy1//zd8CUJ9YRjkc4zbvu3PGaJvNnNqY4ddTEyihWGo10dscsq9s8cZHr2Ve+nSaVJVOwyLUiusrsV/6UclLyYkExfIOpICvfvE7r2gu3e8vJP7SeGE7jkNXVxe7X0Qr0b/927+dEzxalsVXvvIV3v/+98+6MkG82Hrve987m6H0PI+3vOUtbNy4kfb29hdtPK9GXHjhhWzfvp3Pfvaz3HHHHbPvp1IprrnmGubPj58DY2Nj/Pmf/zl33HEHExMTswH5P//zP1OtVvnXf/3Xl2W8r8gAsq+vj/e9731c/b2bGNdLaLZcVKTYXoD5Gc28lOSWyR1UvXNYmeplU3nf78SFlFKycOFCduzYQXt7+4uShTx48CCFQgGQrG0UWFJz32iO04wIPzSphgbD1QReJFns1LFPzKedRewTuxkrPUYidTS2YbE5GkbpgCZjPm3pExgq3Q/E7i1j5ccQwmR+6gyaoxa6RBueE1IRNfbrDZjSYbz8BKaRJYye3t6adOaRMptJigYcEkQE6Bm9t5KeINIBofaoNzrYs2GU+Ue0sOmxfgI8ArwZa0HzSY4vEZ4IiLTCjSzShoVLHDxaMpaM2Su3IJBk1CrqTBsDsIn9uy1hk9YJHCmwjbhDuN72KYcmtmGS1Um2inWkRFOcrXwKHJ3AlgLHgGgmtmoU3YyrJ+ZsF5e+JwlkOT7Ok+aLKVN0Rr24LGLKKaJQ9JpLaZlpf65GglIAhSBiKvLwREAg4qBWCYXxFPF2rcNZz25HmGRUmpzVh0JRmjWkPHw95unFtMg0gVIURAlHpDFkmkjNDTSfLxJ2J5aRxtIOgY6oKQMdCophSL66lTxb2Wu10uMcS1nmqQRTPDCZo6KmaBF9tKgcLbbDLd6vaLOWsrzWGzd6GNCZiDCExjZU7IajBJOTJvUqTcUoUpB5fB2wt9SK1g6W0KStgPkZQU9hNTUVYEUSW5rUWXEn++LEAhxxFzu9TZxefxy8NJb1vzfGxsZIp9MkEgmCIODSSy/l2muvBSx2/q0g+5oWolqJXetWsL+c4IJlW3DceM6OTTawa6qJhQ3jZJMV9uUbKQQWhcBirOZy3YDAERGuYXLniMXPCt/kstzlrM35VCLJ5rzJeDnDgpZh9k7lmPRNrp8cZ2ctftCsSL2NopikO6X4TOrPaHLzDJTT3HhQ4kqNLSFtCtZPRSS1yxsT55O1JLaEZlfjGrHcktZxU1S9DcNV2MhuGsMmHK+RtgQESjBUgU1hHLg6RpZu8wiElpx89jLWb9jAgQODtKdPpDtawC5jPYbrzFGR8MMxRmuwNpXj8XKeQiD41XiFdiPDx7s+xE1T40gEdwS/5vX2WYwW4gDy8cpVACTtDupyIe985ztfxqv/6oRlWaxYsYJjjjmGtWvXcswxx7Bq1Sruu+8+Tj/99BflHHv27OGrX/3qnPeuueYazjvvvKdtu3z5cm6//XZe97rXzQaRExMTfPazn+Vb3/rWc57n5z//OaXS7/ab+GSceOKJs8HYKw2f/OQneetb38r111/PwMAAPT09XHbZZbS2ts5uE0URqVSKN73pTU/bv1x+ujnGS4VXZAAJ8IlPfILvfOc7TKkxhpRmEZ3sCCZZQCOBgvc1nsNXh75BV/JEBAees5z3XOjt7WXnzp0MDw+/KKufQzpkOXcl/RXJ6W1F7hrJIKRm9THrufJH81iQiWU4xryA8coTjPPE7P67xRA9URsNsoP+2mMMqSops5mU04vSAQ1WD0mzkYnKBnaXbsZLn0pX1EO3nSJppuj2TmEiqkEKKuHkrDbjoWYL12onbbYyXy2LuY2yRlUoEmSpUZoNHg1hERGyd90Yb3r/GtK4FGa6q0MR4igLSxix48tMRqwsK6CS2CputCj4ElNCKVS00MuBaAPmDA/SlSIWIo8EkVK02i4trqAtoWhxfWwjohhYBAqqwidf24dvV/HCuY0vrtWIo12KocKRknBmGkgtsc3mOZqXEDvARMpD6doc+ZxQVckbeXpUG0vMJgKlMQxByhRxV3gE+UAxFXmMGRN4VAnxiAgQMyXpJwfsWoeMVjbgJtM4UQdJYdMb9TEli/hybqa4w1pFG2lsKdFak1JJEkYW12qazVTWdHzcp4qtPxWGTONYjTMd8Q7TYgwkBFEddmRSEoeF071ghB3BL7HMHAmrieHqesIozyQbmEgdzWDUTDUYZUBVabBypP06JALXEDgyzq6YMtaA7Esb2DJBWG0lLws42mFX2aMWOdSiJPV2nF1aaORmpfGaXUG9rWm0QxwDjsr0cdv4Pt7SfORzfsY/JEZGRmhtbcX3fS6++GJuuOEGjk+8kWveMkLd0i2o+k7EHeuo+WdwbPM4YWTgF9MMTzfw0GgTS+pKWEbExqEu9pUTbJgStCUEtQgyhuI+9SDNfh/Hu+38VcflnNQ6wWA5zR0jYImIOrdKueaStX32lQTTYpwwyrM0dR5HOa00Oa1sm4Z5Kc2E5/Kloe0Mlu+hM30yi4LFpE2HlGnQ6yRJmHGwaBsaW2pcqahEkkALUqamGAqKYURWN9Bl1FNvxz0d5QCGfI8JMcByvZoWnYsXKQ0Vjnn9fD7zmX+jNXUMC6MlbBaP4asSGbMN3yrgBSNAfK88Whvh1HQrE3KUr438nCPdt9CVkOwuat5Q38ymfEjVWMP26PCC643pD3BT6VsE4QT/8i//+bKW616NuOyyy/jgBz/4gvWSXyg++9nPEgSHKwbvete7njF4PIREIsGVV17JqlWr8P34d/h73/sef/M3f/Ocgd1HP/rRWS/o3wdXXHHFKzaAhDjIXr58+bP+va2tjf/6r/96GUf0zHjF3n3z5s3j8ssv54pvXUuDuYJbqj/kOOdC7pmoUhU+ZzbW8e2l7+abB6qY1ioGgi2/UxbSMAwWLVrE9u3baWtr+72zkIcCyG/+v0+y++N3YYhY/+5DV57H19/5S9Y0+tw6bDI/bWHJp5fdd5R+iZc+Y5YnV/b2zZZsAapmjm6WscQ9EoVmU3g/g949PFSTM80WCtdqwvOmMaVLu72c5qgF17TwdJyl9Ilv2JxMAAnKUYZpUSYhknTpHqrCi5tltOLAtgkSaYv27jpqBwLKsjrTcqMxEdjSwFACB5OKMvCEz4AokFcj+GEFX5Uo1Q5bRw6klzLf6cY14mBoyncwBLS40GhH9GVKCDSRlkihuaM0xNbKdQAUqvmnfV99xtHMkw3UWxJDQtHX+GpGkNxI4M9Mh0N+1Y5ME6gKofYIoyqhKhOpEmGUZ0fpl4wlV9IbrKSJDPWWiR9BJdTUlKYYBWyXT1D0hlA6nNXUFMLEtVqxjAyGTBCEUyjtE6kSe0u/ZsDMscA5iQ6aadV1BKKDsSfN1S7VRnPCwFMQaImr4uC91zyarf5BlPapRrE4bNLppjJT2j4E06in0V00+zolGnB0AiUU42o/2yr3k7A76baPokLhafdJEE5gCJvmxHJqqoAXFdBEs0oAnqqwy3wc5a+hEpQZL+/HFC4daj69Zh2r6uPsVZ0taAkS5FWBkixSYJpaNYcgzXDNQmlocyVpC5qdkJQZkDRDkmaAa4ac397B32zfwXC0l18fe/4rroyttWZkZISjjz6aj33sY9xwww2cm3kDV1y2gcSCYVRPH+qu/dz1s3N5YLSFfx+9i891n0ghMHlsQrK8Dgyh2DuVY8NUmkfzHj0JhwPliO6kwVY9yGnmCewJphmoBvRlDL65o46C8rDQ5FyXwozG45Tncn31dk4xTuPslmUc3VhlsKLor8jZzP9D40mmgvhhWwiHmZIdZHwLU8D+iqLONGiZUb6xpGbSj/m9lgTX0FgCelMGy41mUmZ8z0caCr6gon1WcwQAt1W/B8CH3vHXbNmyG/q7OcFoJRSwMjyGSCgm9TRDQVxFySaWsFAczcnZen5TGKNLddGvQx6vXMXjFfji/Pfzt3u+zVmp91OvMtxXvRKAeenT+XX1aprtFeTm+1xyySUv49V/daKhoeElP0e1Wp3Jwh/G8+kEXrx4MW95y1v4yU9+AkAYhlx11VV88pOffEnG+Ue8+HjFBpAAn/70p/nOd77Dwcr9aB2y19jOvGgR43KIhyYTRCrBRW0WXxiKMCNNqH43zYNDWcgXgwuZSqUAePvbL+Y7y/6MXcU0x7eMYIkWhNCct+YxPnNDxFHWiSzJGNxWe3qWrKzHmaeXE7jLmQ4PUvL2zj7wJysbMFIWPSyl18qSi17LNnMxZaaoqQJTlU2UDmXBjCwj4Q7Ssg5DS9LCJkX8IHcNg6QhSRiCdGSQ0zbTYUijbRHpJIYQVCKFjjQHt0yx+KgWxvuLWMogRFEv40yG0hAohadDRowhynqcoj9EEE2jdfg0X+7GqIGUGTfKAGRMMGXc1FFvB9RCk0ALpn2Lcc9khdnGs4kRpd35BPg02pKkEWdHXEMwGShMYWLLFIdyfa7VSMrIkSSLMAx8KtSMUhwwhXmCaBqlakxVNpFnMw3JVTRFPeSiRiIUVVljSo5SCSYJwqk5+o1ah1T9QQQCIRNPEwYPwgn2cD+WcxodNGA85bZ7ILiBJem3Eeq4+9wWkibVwVI7R9a9hCei2zBmhMeTZhNS9qNVFYRBwu4gbbaSEHV4lAh1jWk1TDWcQGs12xxV9QeJ7FVYODyTNkgtGKJq1mNKh6zVQSkcnRNoloNRGu0kKeUwbYwxVLqfYR6kN/shyqEkYWoMEWtEAjH/kxAbk+5UXBpNm4o6Oz6eH0mqkcRXNrXIoNsqsjLTQoeT5tqDB1lsHvUsV/0Ph+npaaIo4tZbb+XrX/86IPnPt+7C7RyDIxcgR4cZWreEbKKCFPD37SfjGj5DVZsN6gA9YQ+WVByspHhgqsKSVJJmV1MIBK0JxVvtLlxDs3m8StrIsqMgsYTmieg23p45j7aEZn8xy3yhMYTCkWmObRL0l6HO9tiQT/Cr2hO4pFla7SVlGiTNRhqsHgJdY1T0kwgdPOEzKcd5jViMIaAWCbJWHHRWI5jw4vuo2dW02RpbKsozzWNJQ9Oa0BgyQzmAx8K4YbA5t4DTzjiK7/7zbSwz2kiaMV/S9GxGgxoZlaY9fSJDpfspVLeztOF1XFvcSCNt7JSbSTpdHCVOY029y/dHhmhJraXeMnnYj4NOgaC/fBeW0UBeb+OHX/3liy6/9qJDixfBieal4UC+mLjlllvmWAOfcMIJLF269Hnt++53v3s2gAT42c9+9pwB5IYNG1C/43P+yXjFORa9SvGKDiCbm5u54ooreMc73gkIxqvb8JwSS6KjeCC8gWXh21hghZybeC13BYJ+tZFKpfKCJ8eTs5C/LxfyEKH761//GqX/bxMNdoBjBvSky4zu7aJUTrFYd5IwFZO+RIqnX4J8bQ9VM0+LXEzabEbpgGowim3U4UdTTFQ24rklssHJZAyTrqiNms7hCZ9cuofdpZtm9AwT1JvdlCmBigW3G2QCWwjqLYOMFfMUIy1QWqAqJrYUwKEsRBwgDq+fYMGJrXT9+gC1yKIYRhhCxJI8BowHERPGJJPh/jk8p6QzD1MmqAbjBOEECbsTV1jkfehOxqGNEAJfxWMohwaVGfeXUmBQCASV6OlZWkOmsc06cuZ82lQTtox5dJGK+ZYpw2REKYSI9Sc1mozZRpPuJKUSCAQlWYmFvKVCGXHH9iFfbI1msrKBvNzBmLsw1m6MYu3GMMo/axlZo9HP0sgUqiIVUWQ6SjAmD8zV1iPmoRkWSCExhIUR1tGRgJyTIlc+h4eJuUKKAK2qceOSjjBlAlekMTHxgFB5FLy9KFXjzOT7kEJQNUN8QjLKYVrXKCZXzxGrP4SSP0TabkfKeA67ViuGdAiiMoZ0mKCEEBKb2L88CCeYDH26tYOhYqHyoaAyKw5mYuIIA9fQZMxoptwdMeHZFAKDYiDQQFdSYFdSJMyQ0xoWce3oeo7teGZHhj8kRkZGCMOQyy67jHe+8518tf4eEq1DGK0a8pOE20NqVRfLDGmwA9JmiBcZXDs1QFOUY3VDGV8Z7CtbrKmz6E0FbCtY/MWKQQ4WsygEoZKsKbRTjRQTXkjaNHhH3Xm0uHGA3uB4+JHBfWNZ/iR7HAUfHANKgU3K1LSpeexUD9Mm2in7BqvFMXgqZIfcSJIsoYgoyzIOCXylMURcrq6GkpGaIO9rPKWxpMQQkDQiKpHBQFkQ6ph20OxEgKQSCgqM4VitvOf89zGweRJzj0FjUmAJCDSMBx5paeNKiREuYoj7WZY6n/uCHQyW7uGYzAfZWLwGACf5uhlReskitYJapGYb01y7g6o/QBCOc9m73vmsXsB/xMuPm2++ec7r00477Xnve/LJJ2OaJmEY/x6uW7dulibyTMhms7/zOF9O/PznPyeKIs4555z/0RJTr+gAEuCSSy7hqquu4sYbb0IIA60jBoz9LJQn8YPCzbzBO4u+NCz319Bf2kgqlfmdOrJfzCwkwF985O/4yerzMIQim6zQ0TKG79tUPIe1dWmuHBnkjEwntWDoaftK4RApj/2Ve+d0VtdUhebU0XTrJdSTJE+FHXqQodpjRCp+uOeSqzk58W58QqrCIxE52JjUCCjLCp72MbTBZM2kwXdpc00CDYLYdk4K2FLLE4gAR9vkRIpg3Shr/3QxjfUmYSWkUoodSabDiJQhqTNtKlGWHU8KHl2rnTqri55oIX3pNIrYpzptCoSA6SB+cPkzgce+ksQQcfktOZPNKgZQUSFpdz6l2h6aU0djCoc63YwSCmtG3HzcU6RMOVNqVlRUiBSSajABQmAZjWgU3aKRSGoKyqMkphkLY+26hNFAo9mDNcPxnCnWERLiUWK8um2OkPvz5ds+ucvbMXPUKNNv7GW09Mic7UJVxRTQaCuaHahEkinfpCsZUG8HrKqXLPBi8diCNzh7fo2mUN1OgbklbSFMLqz7EKYQ7PSnebT6IwDOTL6PdjNFOjqGg6kextk/J5CM3XqSaBRpswWHNAmdwjOrTEX9DMl9NOh2mlUrrdYbeVz/kqQ0MQT4kWDC07SYCXLaRQGWELSlJbVIz3BeBZbQdCRq5BxJqCTFwMQQmkpkUIsMjsks45qR9QxFj3BU8tLn9T2/XNi2bRvf/OY3Oe+88/jWux/GVgIxqdFTEd4WKAz00dI3wKO/OZVlDROsH2/m+oMRZ2S7sSRUQo9iYNHiRuwrGdw6LPjY8mGastN8dH2Cd3VkEUJTizQbVT+rjG5Oa/WpRZJiaOAainJgsaOQZn2hwjwnyQ21W/lYy+vYW0owVhPsUo9Rqu0hSJ7AAjfFpB+xQT+KwKAlaqVeOvQZWepsQcaMZZYsGUv7aCBrCRwpZi06AyXxI0HChIeL0wzXktRZJp3JuMnmmOAInJa1HHNmH498+XGWZuNHihAwXFJzZLtSwuLYxDs5KA4wULqLM5Lv5fpi3DTRklrLb6pXA5cwT+TIJUx+Ub0diI0DvHCCrNOHTEzwb//2by/3pf8jngObNm2a8/qEE0543vumUilWrVrFunXrZt/bvHnzswaQrxb8xV/8BYODg2QyGc4//3wuueQSzjjjDKR8xUlv/154xX8aIURsDWaZhFGRotfPVLCfmihjCodKpGh1AwKVZGViOaAYGnp6UPbbYBgGS5YsYevWrb9XivxQyTZSJR4er8cQmsbGKVQk0UqwZbyVuwsTVEUZQ0BfOl5JO1Z8w0jpEqoyfjT9jLI8Y+XHWFf9CQfFGGntslAt5HT3Yk5J/BmrExdSDfNsFA/TYaVoIUuTkaAn4dJlpWnXDViYmNpAofG0YjrQRCoW706Z0JfWnJitZ77M0WlkiLTi4FiBqYEyjStyWAIabclgVGC/Hmd3MI2v4pArmzhs7eZHU7SobhqNBOaMC0o1Ukz6itFaxJQP5TCWDokUVEOY8mOOlSHAEpq2GX5WndmJQHCkPorXGEdwnNvJcXY3y80Wmqw4u6E0BFrPltNLYppaMITWiiiKBXOLkY+nI4aNIUaCbZRre6k3u2ljPt1RD51RB/NUK32qgz7VxQLVS2+0mM7EMWTcRUj5wojojnmYfySFRT7oZ7B0z1PmiySKpgk0JExF1opIGgovgmoU80DrbJ/uRLxCt4zfnl3PJVdiScGY77NdPTz7flF7KCApDTp0M+0c5k2aRj2uWY8hrBmOaI0Qj1DE2p8KRaQDNIqEtglEgG1mcWfE2wMNGVNQb0vqbYN6y6A7JWfoCoe0J30ytk+DU6MlUaHJrTEvXaY9WSXneEz4FiZZTm9cwI1jW1nipF4xouLf/e53iaKIhx56mB++817UkmPR2w6iDnrkH1lAUExhJ6vcdc+JtKWL+JHJmGey09hGva2RQNKMr+GmKYOBSsixOYOGVIlH+3vZ6v+GvG9gCE3GEuwp30qTI+lKF2cEuOOs/N6yw7cmHmaek2SfV+Z9jWeSMGOR953l6mwFoM/KYoh4AWaJJDm6aDETs9UVL4qDPE2ctY90TCeJu7EP23J6SmCIWOC/WaSQQnDALzFY0RQDcA3J2vPnM7hxgmCwiGNospaiEECgNIHWHAzK1J70mzpQuotlqfPnZPJrqsCxztvYIrcxL2Uy6UezMlZHum+lyz2OcriP733vuzQ2Nr70F/zFgAatxO/179VQwt66dS7JaOHChS9o/6faCW/ZsuX3HtMfGo899hhf+cpXWLp0Kd///vc5++yzaW9v5yMf+Qj333//H3p4Lxpe8QEkxHqNX/va19C6ghAW8821TKoBuuVKtrOf/x6q8JvKd+k0TiQlE3R0dP5O5+np6UFrPSsE/rvgjjtuA6AtcSwLM1UakrFAsGUFTBSyrGkf4DvHTvHjow1OaslzrLmQo5KXznYnSjFjGfgcmo5ah2wrX88DwfWs5yF8rUgbFousRs5yzqaXlRwMylhSMhpVmPAjylHEiJhmUO6ddYgJdEQ1ivBULPEhBbS4Pivrarylu8rirGRR2iYpLPY9NkpqRROVKM4YmtpgQgxSkNNMqxoFOY0fznQKC0nK7o5tDGdErBscGFTTbFdD7OAgY15IIYi5kDWlKEWKSqQYqir8KPa7NYSm23U4guWsTF2ApyMabEHOgVYXelKCZkeQnuFvuVLg6YiCLJFXh3VglPZJUU9SWkxTZirqxw/zIAw8XZoNqCMUvlZEaEJ07NGNQXvUwTxjNe3JtSTs5z+3tFazLjJKB3jh5OzfDj08Y56iphzEN2PsEx1noforBhOejR8ZpK04q+4FU7/1vAKDUc9nQIxR8Q8vpixiUfGsZdBoWaTUYe9gUyaQTwnWAl2jRokyeUzhkBY5mlVjLKuFpt2KuwSLYdyZa0pIGnEgkjTBlZAy4+DRV4JJ32ai5pL3HUq+jR/F4vqWVKQsn1okGKxaHJdZSyH0mdRzMxt/CHiexwc+8AF+/OMfUywW2ftBC9nahvArTD22kOr+VkLfQjo+19x5Glvz9WgtqIUm+0uCcxJHsiBdZX4mzj5unrYpRYrTW2FxtkQYGfRXEvS6x9NfkYzWbCwJC1NncdH8g0iYcfLRTAeC6/IDjJUfI9SaB6rfn9FqhIGKJC/jjv2+9OtnA8MRMUkhOEibbkKKmK9cjRSmgEIAByuCKT/OMsYLNwj1YX8vreOM+KQX81s9HeFgIoj5ui0dSRae0sEjP9mFBLxIMOFLbqw+gSEE06HPkHGQUVVCIHgiuJn29ImckmonOcNhrE8sI2XkqAmP5WopizMBnYn4b9nEEtZVrmawdi/nnPMm3vrWt77MM+CPeC5MTk4yOTk557158+Y9y9bPjKduv3PnzmfZ8tWD5uZm/vIv/5IHH3yQ3bt384//+I+0tLTw9a9/nZNPPpm+vj7+/u//ng0bNvyhh/p74RVfwj6E973vfXzzm99k/foNbPN+Q6u7kilGaVNdHJ2uY784mltKV7LaOZ0N3q2z5e4XAikly5YtY9OmTXR1df1OJO27774bkJxsH8ND45KU2UjvvH6my/XksgUamiZpOmIn5b3tLDEjTi0neM9PXsuB1JGMl58gUiWakmsYLz/+W0ulQTjBVDjB3Tzzg7YtfTz1spVt0cOzq3mAojtMm7mMjMqQp0RzWIfGpC8t2VtyqIbQmYxotCNcQ2JIC3/LJJ1n9/C4jrUEi7JEIThIhzGfJiNBtzGPJjPHkHOQEW8zlkyQl3ms0GCBGWfNes16bqregdaKYauRY6snkzJMAq0pRnHjidYWgxWJPZMCSZvQ5Bh0hM1MeIr1pSKhiEhrd9ZbG6AWRQTEwZitLRx5WEcx6cyjQeWwpCCtElTDSWyzHlPGsk372UIlHEOjZiV5NAqtFUp7KB2SsjtpMvtYaJ1IwZ5ixNtMLRjCkGmUrs3hNB7iB2oUfclTGY12YcsEvpEmUo1IYc3higKMeRELlCArNK6hCLXgF5X1vEkfyep6jT1zp0bqt2t81aICQ8YUnqhim3UI0UiztZiktnCkQAqoRIoHq/8PiBctWbuLHF10qSYioQlUNKPv6dNAGktIMoZBxhFM+ooJOUxfNJ9IxMLitoyDeGeGjzpW1kx6cZm9FEZskpsZqTwBOg7NlyTfxCLZztKspDflkbV9AiU4UIYjGxpYnOzgYLCPf1/03j9YN/bg4CAXXHABjz/+OD/4j79hxZJdyHPfgXHrdxn9D5OfPnoy+0s2Py1u5VjjVFbUaU7vGiSbqPDZDQ3MT8KlC2Or1OlaAkNoTuyexJCKmm9TC2w++VgnW+UGXNJMeIrBqqKkfC5r66Dk5/Eig9e2jzPtuewbTrPG7OaM1suZnw6oqQ+SNGG4ZrK5VGazdyMAZyQWIgVsLdbYWr0Oy8xRZ1vsC/NURZVc1ACewxNsw9MlumsxJabTtamzBZMeNDpQDQXFUHBDZSOFcJgz7NfR5zjYRryIDDX0nNvLw/dvY8vAMAMkuLv2I9CKrtRruM2/mcXG8Vg4ZElwl/9z/HAMzQIMAXdH9yKlO6NLCuc0H8miTEg1EvyqupmkM49QVXGsZkyn8Fs1Av+Ilx/5fH7O62QyOdtI+nzR0tIy5/X09PSzbPnSY9euXdx7771z3hsePizUf+21187x7k6n01xwwQXPecy+vj4+8YlP8IlPfIKNGzfyox/9iB//+Md88Ytf5Etf+hJLly7lHe94BxdffPErWlromfCqCSCllFxzzTUsXbqUIBynFI1iSgep57GlWOWiuuNw647jywe/zspUN5vK/RQKhRdMuu3o6GDnzp3s2bOHRYsW/fYdngSlFFdeeSWg6UpKHEMjhWZstJnepbvZ8PgqWjqHqexv4/HHjiSbqLBo9VZuKP4nbemYN+KYrTgiTS51xBx+mmO1zmYpny+GSw8ybmQBOUeUOmE0kFJpxuQQIR6eqOFE7RQDSZ0V9+h+fXwjKRpojprIGS4t+4qE1ZDO5Q2IjZOMVzKkzVamxSTL7XpSJjS7aXy1mGljEfkgpBaFJKXFaA2aHSiFEZaRohbEK9Ztcid94XxCFDXhzTrbGDPByHA1omYaNNrQ4mosISmFLnvlQaYYx9UpElGChLYxkDjCIGNadBgJFtOIzMadvEIcDmyiqkWbs4qqnsYWSSwclFA4Tnq2RHsI1WgKP4wFyE3p0By10mIkgUb6rB5G7EkyKk0oIrZH91P29mEa9TS5SxgpP4oXjDBtD+PMZCElkhBFOJNdFkIihI1SNW4qX8GaxvcQ6Fh30hCCQnCQmn3kbJPT84UQEkc7ONpB2ctwSNAc5fBERD6IaSFDKv6RltKlNXkUS9QyWm2H7mRcjq5FUAmJ+YtGHHQe6pw/EOWpiWkMISlHIWCSNA5ZHUItjPmPxShiOvLZyINUauNzsurbKzfiJN5GV5Cjya2iEbS6AWBRDiUTQYWlyS6+NvTie9U/H9x99928/e1vZ2RkBMdJkmg/kpYlkySf+BIHr1vCnZtW8+shg5wNp9rLaHWhL13BlBHX7lhMQUxiyQRKC7KJCimnhmnEC9qq57B3KsfDE1kaLU0YeuR1AYz5SKDLSVIINPtKGbpTZXIzVYxjcxYPTzjsK0fU2yb3RfeR8U7CEHGgrlSFNcmLZxrj4O7qfyGlyzHWOURaE4oIT1SpihQFXcajRI9eitSSgIhIw8FKXHaWQuJFmo3hQQbL99CQXMnirMCPYnHxA14Fa77mnKMb+fb//TGuaKXZrOPy7J9hCPjq0DdoSa2lQadppw7LENQ7vRSlzXDpQcrOUWgdoVSNeenT6Y56uLZ8N59vPBalBdPhQd7kvomq8rjNu4qvfe1rtLW1/UHmwu8KzYvgRKPj50psTnEYjuO8IpoznirqnUgknmXLZ8dT93kpPLqfL+69997ntMb867/+6zmve3p6fmsA+WSsWrWKL37xi3zxi1/k/vvv56qrruLaa6/lk5/8JP/wD//AscceyyWXXMLb3/72V8V8f9UEkBD7ZH/pS1/ir//6b8hXt2AaDTzOHnoTJ9Pt9bDeH+Hy1g+TS4yzpfxjPrhyNVcd2PeCziGEYPny5Tz66KP09PTMsWD6bcjn8+zduxeQzEsFtLhV7hutwzVCViy+C+/ho7j/8TXMbx4haXvcur+Peb393Hnimzj1/huAWE5lHFhjvp75iVWMGEPsL932guzrnoxDwtYCQX1iGQDT3gFyThc51cag2M5QtI2aWcL1llAI4kBgDau4P7qbPbVbmZ86E8vvZnLjOF1rmhjZNMnCRJrW4GiGwjL7q1W6nATtybiEeUSDT6QFoTIpBpKa0tQigSkES+UJHHB3oGZcWg4Y/WgiBAZK5ZBK8LoGTZ0dUPAtBqsG1TC2YLMkzE9bUOpgu9xFUUyiqUejaCLDooxFvR1n8CSatBXhznT+AuQDi7aERWdtMfvLAUXl4QqLpDSRgGUIbCmxJDPyJnGmLh96OBjYhkHCkLQmBFlLEuk2Jj3BllKFBqsHL5xE6Rqdqo+mZCf71QbGyo/NXotDHFE/nMY2m0nb7aRljjrdRIPKMF4TVEOHCQ82RP04RhYBlENJ2TfpAJJOFxlZz0R167O61CzlWDrNFKYQZIMEFe3jCBOFpqzCuKHKKHNE8iIWW410JAVrGsosaRok5dZQWqC1YP3BbnYVk9w9XsMnRCDYqO9Ba0XKbGZCFEgolzDS1JSBG0kgbsRyDTCkQUolaNWnIWyQQpA0Dn+vlhTkHM3+Upr2ZJUlddMszArumxxhIphmdd187u1/eXx8D0EpxRe+8IUZKRHBwa/aVM76W/b2Sxqu/wi7f3ocA2MteEpSZ8YViowFWVvhmiGRkkx4gkVWIzdXN+PtWEG9HZeL91Zq3F2NxX/jJie4sfoLqv4g89Kn86jejCkc5nnd1CKH6/IjLNDtnNeV4N4xl3kpzUktFe4YTvLghE+rWMBGf4zd4UPUWV2cnHg3r21y2DKtuT/ahGXmMISNhcEuPcw4+6mFBUrGBIaw6FALaZFphtQ0jjYZ8wJcw8CRgnXeCAeiDZxqvpYz2y6nztJszGuuL34Ty8wxz13Ley46kztvXcexpdV01sH2oiLvCwZqHm/Nfoit0TCOkCzNGgxVoDNawDr/ERqSK/lx4TqSVjNCmJzuLOPIhoD+yincPxbTU3qNI6lGiv3cx0mnHM9ll132ss6DVxJ27dpFXV3dnPc+/elP85nPfOYPM6An4akB5O8iWP7UAPLFcJp5NeDEE0/kxBNP5D/+4z+49dZbueqqq7j++uv56Ec/yv/9v/+X0047jUsvvZS3vvWtT7v+rxS8qgJIiJXo/+u//outWw93xtYocVewkX/p66EcVklbNvX2Yq4Z2M4/791LX1/fCzpHS0sL9fX17Nixg5UrVz7v/Q6TuzXbCjGfzBTQ1TCBKrq01OXZNtJBGBlMlDNoDZu3LWb1yi2YDx12MakFQ+y017NcHcVi1ceC5HvZIXcyGeyl4h0AmJWneb6wzCZco45IB1hGKrbf0wYSi0h7VPQUe8IpOkTdbA4ubbRQFP2Y2iRQmv2PjnHUe5ZTvGI7hSCiogKUUJTxGPdNFmZNtIYDZYecE+IacVOICA0CJehKmiw261gTrqUWQWdS40hNJZLsK2lGIo+0YbG9YHBO9zRJw8Y21GwDwXRgUIvAkRKXNHk9TFEoPJHAjRwGKwauIYl0/P1UIjkjiBznFcuhZMoTMd9QCOqES6NlYhux00xNKQKlAQGHSrJaxNxJVWNaFxkJdrPMP4ouJ0mgNL6KZoWOD0GhqVdpUhyHnzyafWxisrIBiSRrdaDMVlKiIc6gqgQp7ZA2rFl+aX/VZ0hto1jbSeScxHRgEIk4sF8pT8HQgidcj8nK0/kzUtg4mJhCkDYFvrIoRFUmKGJhYhFbL7ZFzTRZDkfnIhZkSixqGSLXNInl+IgZjqxtB3RN5IB27h5nNviR0sUxYh92JRQ1HVDTASUliXScFQm0RmmNI+VMUB4Hj3FgGTdfpCyoRCCEgVVzsaSiqif51/230eu20CJXofX65z3Hf1/s2LGDyy+/nN/85je8JnMsv/7brZjHL+JAvptm63Eqm1rYM9xBU7pAlzK40XuAC1Kvw1cw5UlaU0Vqgc3Pyg/RQi9lPcEd/mYGJu+ac782p47moF9lwBhACAPXaqcQDZM12mhUTQREBFqzRHTyuvaQ6wdMXEORsyOmPJvOJFw99T2OS7yTMWOUSHkcI1azIherIwz7NSbCXQgkTc5iKsqjJPJMVnYgkGhL0WQtpE3UobUmqV0MIdFo6izJdKAoikmOlqfQYBtIAXePezyqbiNhdzLfOh570V76FrTjX7UPOwGP5j1WZR06kyFtNYeRGjQHDSysi7v0m1w42mpkQ21GyF+VydemqU8s5dfeE/QFq7kzn+f1jXXcODXOUrOJh7wNjLGXX3znhhfFZvbVioULF/LII3OVG14J2cdnwu9ynV5J1/Zd73oX73rXu17Wc0opOeusszjrrLPwPI9f/vKXXH311fzqV7/i9ttv5/LLL+fss8/mkksu4dxzz33JXYVeCF51AaRpmvz3f/83Rx99NGEYP+wHSneRdufz5T2dfGy+oByafH7+Wj60bSfz5y/4nbJ3K1eu5K677qK3t5d0Ov2897vwwgu55ppr+Enpbk6rncTqesV/blzMZzqG6V2+k68+vow1PXs4dt4Ar+0aJay4TA+0ckndn/CDyW/MHme8/AR3z1gcpt35LOUEemQfKqF5xL/uGT2unwt+OMZw6bBg+ZiRBtkXB2LRPib8DUyKbWw3GpDSYpFxAn1qPpPWXnZ79xK6x9O/foojjOV4vZKBnaNkSJElgSsNepIGhlDk3IDtBYcbhwJKokpVVLGwGReDHM0qTmnRHNU8imWEZJMVLDPEtn3MmQ7VcjlFvpRGCI0lk4zWEozUTCY8wXAtJv/nHIN51VZSpCiIPAf9jQyoxyCAdNROs+wjZkTG110isbRDUsfj7XAcelMmzY6mwQ7IWCGekniRZNI3eXjCZ6+MS6euTpFVaSaNKYbCbVT8Ie5TG6Aal4qfOreEkPSL7SzUK6mTLinDoDU6nkLiKBqMWHz9UCkY4lJjLYrlh+72dlHUo4xX4utum83srZWZ8B1qjscpwPJUkhIRO/wGDlHXE3YnQVSeFW7fa+zBCBYCNklDUlFltpWvnzPGt9d9kMVZzZrcOH3tB8k2ThOFhzm/hh3Q1DpKwq1iGSEtbhtjB88HoE5lqBNuLDavQwoz19nEZD97GfO24QUjSOmSdnpooJts1ID0JWmdoM5w6EkaJAxwZJwxbk1UaXQrNKSrpA2Tc7rSfHb3T14W7uPExASf+9zn+OpXv0rGyPDvK47j8i8PorO9lOefxvgDSY4b+ymlkRyvOfkBrEyZ6lgDHx9/PQfK8Fhpmvd2O5R9h1sGmxmv/JwxHWeep5g7TwSCSjjBDnMjBhZ1VhejlQ3UgiF8p4xrpZkn6ml24w72Ww5KNoitDBbuYUf0NhztMC0nOTJ5Ed6Mo1SXs4bupGSwAvuqVbbJDbPyYBrF5vBOasEIhkwihIUlEzSqJlxDMh7WKIkqB9jMERxHLdJMhz6vcZaRsiBQ0F/WdLkuPeIc9ldrPBL+im+/7wsM3bSP/WMRB2shGSNeMPtKYkhNvS3IWC7+zO1RCOLFw9HO+TzqXYPWPkuT57Gt8ksy7gI+s/9bnJC4jPVTEfNljkGvSEFs4ktf+iK9vb0v+Rx4SaBnOql/z2NIKV+x+odPfTZWqy9cv/Wp+7yQ5+3/NDiOwwUXXMAFF1xAsVjkpz/9KVdddRW//OUvuf7660mlUrzlLW/h0ksv5cwzz/yDi+m/6gJIgNWrV/N3f/d3/NM//TNax7qJpdoeJtI9/OWeCd6SPIm1OTnTFKHZuHEjq1atekHnyGazzJs3j82bN3Pcccc97/0OKfAv18dQixRCSO6q9nPnE0fy9g9fxRUT3yDx8OX8yeK9LLIivFKCHft6MZ/jd6ZU28Mmq0qXcxRNUY6s0/uM2acXgnmswFAGeTE8Y/mn0LqGzzRSmfimT6Aduqwj2BXczqD/BPV2D+sf28Xi49oY2DGFQlNnmjTY8cMuY0ZYQrMw4/OjwiOzIsAJuxNTJsmlDFrcMq7lM1SsZ7ScneX3HerENWVENbSwjYik7THpm2zKK35d+xl+OEZX+lROCJfjSoOcSuNGDoZtMRhspBoM40UFinIClzRlPUUxOEgQlWlwF5BgEQkRC6hnrVg2x5KHNAglvpIESiAQeFTxdYUpfRBbLCfAQ+lgjgNNwu6azQgfgtYKQ1i0W0kcKTAlWNKEAOwZyZtIQzlUHIjyFGSeMnk8VZr9vg7BD8fYaj1MQjQQUQLOJmtBYEBa15NNLCGISqSsZkIji6/KhFGVocpjyKQk8HtoNF2yKvu0MVoSkobCsQJsx6daTFIsZvBDE8cKaGodm+VvWUbEVQM+wyJu/ImMPprowJYSMFGRS0WUcbQNAgzp0JQ6kpRooqqnmQz3E5kBUkikaiWpLAJtEOlYJoZQsr+UwosMDKlYlW1kfWHqaY4+LyaCIOCWW27h+9//Pr/4xS9m/Hgl/7borfzZZ35B0B5XHqYPBliqTPGmLF7NJVlfRJgKu66EIxV+ZNAsUkQ6YspzabQVbanjCXRllsMce7JPoHWIRhOqKoGqYBh1DJUOS3rYMsVCOrCkoBLCtK95lMfQOqIltZaSmKZRdROpOtI6QVl4DAVbONY4MxbgFuARYou4aU0gmPB24UfTCGEiZ9yMUkYTTSrDeFhjh9xIKRimzu4mIyzGAx9HGLH8TlWRNCT1dqz5uLuo2CY38udnXY5hCHb8ZjAWF3dMRmoBU37sLpQxD83xOGic8mGkFjBOkYKRR6kaUiZn5mI4y4l+U6vL98b3crRcwLjcwLIjFvPhD3/4JZsDf8Tvjz8GkC8dMpnMbEZ0bGyM//7v/+bqq6/mhz/8IT/60Y/I5XJceOGFXHzxxZx88sl/kDG+KgNIgE984hNceeWV9PcPorQf+yqHA7SbSzlQ8RmtWXy29/38f/1XsXr1Eb9TFnLp0qXcdtttjI2N0dzc/Lz22bNnDyeccAIPPPQT3pN7F1orjrO7OaJrE6pkcUzyAsohfPixOs7aeya3TE6xoXYDzcnnLpXXgiH2qfuYcLroEsuY5NkDSNPIxvqHz8KRAxgU26kXnQSqOicIUqqCaTYzJYZopgFDmyTtNiLloVGsf3gPF7/ndG774SYsbROoWLsx0jDmxTaEhcCYEwx12kdiapM9lSpvNANqQSzh8v/t0bTJNBnToBhG2FLS6AgWZ0Lq7YCUGbApr7lP3Tdr99igW9DEJdB4vFAf1ZM1XsMBcwfVKM+Ut5eM3YEhLOrtHgJdQRMxKcdJRwlGa7FoeagM8tKgHEJ/RSGJhZWThkGkA3xVwosKDFq7SVCHIZ1Zt5o4zJSYxmHqgRCSJclzmU8bGs2IHxDoCENIJIKD4TRKKAJ8qqLMaLgVLxh7zkCp6PVTlqNYUfwjq4g1/JRQpIwcoYybfwJVJYjKs/7cA5WHCJIe1agXE4NsYslsJ342sYRg5naoBja+Z1Mqp9gw1MWGfIpldRVem6wiZYTv20RKUpRlpsrxNZ2We5CJM2kJcgBEM93rBVmgFI3SYPUwL5qPhcG0KDNuHiQiwCGLqx0yloklYn1IS8Y+zLaMO8+90GKoGrLSTnNR/Tufdwd2HABCFEWsX7+eKIo48sgjSaVSM/qNDzFv3jxuvPFGvve977Fr1y6mpqZYvXo1X/jCF/jNp7eSNZNc9p7vodp60HYCc2qIsVITzQfXoZVBFBlEgYFWgrCUpDtV5tsjRSSSejuDKRUpU/GB3GrWTcJgcgUDcjeVaGrW2hMgiIo0OYvx9NxmgRUch9aaUd8ja1hUVEREQKPsZloPk9QZxuQkBiZCC/rFdqQwGRGTdEftDNV8ssIhVN0MEjfWBFFxtnkp1Iq6xGIadRs1HbKRByiUt2ObzfRGiymKmIoghc0Bv4QnfDqpxzUMxmqwQ43QmGpm7dsWcN93tlCoaZrd2PpQCsGBao2cZWNLSSGIPeQrIdSU5gF1e/wbMvM73JhYzBh7kcLGD8fIuIt4YkrSFXXimSPsjzZz/X898T9OePl/Gp7KzatUKpTL5RfUiT06OjrndX19/YsxtP9RaG5u5iMf+Qgf+chH2L9/P1dddRVXX3013/zmN/nWt75FV1cXF198MZdccglHHnnkyzauV20A6TgOP/nJT3jNa05CqZhdVKztxEw61GSJC7LLeGJScHTqBG4v3DLH1/eFnGPx4sVs2rSJ0047jY9//ON8//vfZ+/evc9qlzg6OsoDDzzIvPQZDFUjfGXw4VW7KZRT5Lf08qtLH+brt76OrRWLLw58c3a/4dKDv3U8UTRNNUhQcKZmshpjz7jdoYCmPrGMcjBK+KSH1+w2ymOUXXPkfQ7hULl7eXIlfaKFQWFRCQaoGVl2bh7CdS1WLuimvK9EypTUIthVUvhK4UrJZj03K+dTQYo0ljBYP1XH4tBi3VSKCbmLNzdlMETEUNXg0ekSD6v9/Kw8xZEcS6gFO4wn5gSjW2u3knPehokgY5p4UUhBFhBIOvUC0iKBZRkEKmLEGGdS9xPpEEemOVhbx/7wNtywHdNPoHRI1T84+92k3fn0GGvIqjT1spWU0YApzdi7WoNvVDhEHNBoyt6+OZ+zKbmGPlpptA1qkebO2g/R2ufIxNtZYDXwxqYsWSskZQYz8j9thEpSDk2KgcmGvMn+apWHghtmr22kSkSqhGnFRPNSAMO1gAPBo0Tap8NdgydKhNpDBeOzY1GqwlDpfsbN7Sx2TqODpbOONX5YYD8lur00056LkBopFTm3yppGxdre3QihUMogUgbrRttJ6OqcY28rX88BZx7t1nLqVCMVUSSt61jBcTxU/TmDUSyY3pY+npzupFnXkxAGfVlzttHJEjqmKgiNbSiO7ujHdSvse3QS0y7zF60+10w/exOb1pp7772XK6+8kmuuuYZyuYwQguhJ9perVq1iamqKgYEnd3MLTskey8dfV+bMc3cgu/6Jj/xTlcevex0yGxDkurCGdhNtGmKkYyHL9t3HLzYewZL6KbpX7MRsKrHr/jX8+e7tpEWOQHj8ZH87WUsy4UeMR2WGjQFcmSZLM6GsIYWLooZtNtPuHsG8qJsndCwX4lrtNDh9yEiwlxHG5X5MXGyZoFMvYUjvJCNaGIy2kDJyLIyWUCNgoroVKUxqZpnNtTymNsgKhy3BHRgyjSacs4hM2B3Uyw7qozR5WSIMqzPbKYaMg6R1HSmdRALtZoon9BD7ow2UpocIozwrUm/jzy44g0J/iX3rxkmZkv6yxpECpTWjcoK0auNAOaIQBYzJKabEEJVoig5zBY1RA0+Et2IaWXxVpVjbjSGTHGtfjCssJoOAo+stvl++g0996lPP20/5lQytf78A+Pft4n6pkcvlaGhoYGrqsD7tgQMHWLZs2fM+xv79++e8fqHqJ//b0NPTw9/93d/xd3/3d2zZsoUf/vCH/PjHP+Zf//Vf+fKXv8ySJUu49NJLufjii1+wqPsLxas2gAQ4/vjj+fM//zBf//o3iKKYDzlV2UTVamd3cQlSwJ92t3PHFhulfbTWL5iwO3/+fPbv38++ffs4cOAAo6OjpFIp7r//ftrb25/Gz+np6QE0Y/4ODGcJKTP+EcgkK0hDsXnLUlpdn3NaU4yNv569pWfuMrXMHFoHGDKBFCZVP7awUzo22Gt0F5D3TPxoajYr9lREOsQyUoRPErCG2C0n1B4V77klUiTgSMHy6DgeYjclf4g6o5PNj/az4Pg2HtmzExFqNJpaFLFXHiTQHkU1d0XpkialUuQsi6ShCLTgoXyJEbWNvcWFrKgPmPQMLAwGSncB8Bs2sDD9JorB8JxjdSTWEEQRlrBIm5J6K8mOChhITCFxDWPGMs+iQ3ZTDjuYVj5eFLLUXsHd0Q/wwjH8KF5QHAoehZBEykMaEkeYNKsG/JlytUXMM4lkyJTV/oz2kwBJ0UDaMGbcVwRLEmczzgF2q3Vsq5aYHnojScPBli6RJtbT1B7TcoqaKBPgMVC96zmvSS2CCcqzY+iv3I9t1GGbWQyZeFrWOQgnmHSHqNeHrcH8cIJNxr30Vd7AksAiCg0y6TLzrRBDRqSzRVRk4HkOKpL4SqCeoWGr5g/TYJxMQttUdYZA+EQo0nY7Ba9G2umhSy0gqR3ShkmLa2DNPE+LgWS8Fn+elBWLj/v75nNkczx3dhU8bjN3obQ3Jwv56KOPcs8997Bu3Tp+8IMfPGk0YuafBg7xgjQbNx5afBgz2eJprjniYlbP62fBxRtRPfPRtSrTN7dRC2xQoKUBvs9w5QQM5XPfTV38n13f4dHXnoGXz5C0RkinSxjCYm/p1whhMmXvp1zcB8Ql62ZjKQEe0YzagNK1me9+jCPFQpQJpdJepHTJ2B20q15Kosqo3htvT0STbkci6GUFJUoUqtsJnXnUWavYzCBa+4SqQlY1UBVV6nSGEE27s4p95bnKDVK6tFlLaY5izb2QENeop+IdQAhJvcpRp1PYQtLu2uyqlpmif07WenF7Jz2ndvK9T91JNQoYDUMcYdLhOJhC0K1bcIxYJ3ZUTjCsdhDpkC5jJa2qkYCIWjDEqtSFTItxjITFdG0P89006/whzsi085vyI8zr63iaXMof8crFsmXL5rir7Nq16wUFkHv27Hna8f6I54fly5fz+c9/ns9//vM89NBD/OhHP+Kaa67hU5/6FJ/+9Kc5+uijufTSS7noootob29/0c//qg4gAT7/+c9z3XXX0d8/iJQJHDNH1R/kJn0N5ybfzs8OpPmnJUfz99seQErzBYuLG4bBqlWreOyxx/jWt77Fj3/8YyBuwY8heLKhz1lnnQFA1R+kNyfZMh2wfqSDC067k5H+TpYv284vftXNGR2jfGXk2R1vDpUiI1XiRPdPSSRNCtrjkdrVDJUfwrXbSFrNJK1mAlVFCIkhLMr+yGz26qli1bbZjCHjjE4YVZ9WOhUIHKttNji5rfJd+tKvp5U2lifPY1IMMR0Nctt9t/P+D17EF6+8DqGNOHgRFuXayJysqGlkyTixy0BZltkbGKSLdZjS5rh6k0XeOZzRXsCQmu8Ol9hWPdzocWHdh+hICvaUuvmld1hAuEV1UBJVxuQEbXSjgEbTpRZFOFLSYBv4CkZ8j4r2kcTBT1lWmBBjJOwOyt4+tA5xrXbanVUEeFTUFL4qURBTONrGkz4VUcTVKXKqDkcYzBdt5Myz2G4/wXj5CYQwybgLsGWCaa+f/aXbKCZHqYvacHWKmigjtKTiDxFGBW71vzP7OVJOL+3WClIqjYlJa9SGL0IOhfSHMkNPdSQqh4oReXjeKFXBJ+YdPhsiHRCJENtsJucuojtawAFjJ9cUf0jK+hNKwQqa3BoZy6cpVaQw08SkteDOA73cMyZ5vHIVAJ3pkylH41SCcRrdBTTrFGUd0q5zDDFBs5mkzzidwD5tht6gMUSsIznhKXaVfXxCyrJKVVRoinKclExzdWEjg0P38GfTl3Pd0W/m3/rv5hejt5GQSTqd02YsQhXMCWQP33stqWMZLT/CmuTFLLUbWZxVtLgB9bZHpCWeir233/e338c7cQrVfS7l6jEY+T3Yg9tpOGeMNZkKorsRa2w/7B3hYPYy3C37KAcmV636E1z7AJm+g2AKzr2lh0UqyzAPonVIxmrjFPP1LM6aZC2N1lAMBQ/ki/QbHkrVaE4dTY9eyuKs5EAZ5qVOw8JhWg8zKgeJCKj6E1T9QaSwUcmAlGjiNGcxtaiOydRasqKFYVVibyVeeErp4okaJZFnQg7QqRcQEZB2Fsze/xl3EQmjnoloP7ZMYGIyqLbQIZdyfPoEUoZkRzDJmJyiT7QwXAsIREgfR5JIHIcrLCZEgRPfvYibb72DRwYepFF2k1YZtNZs9crUkSIp4+5/XytKMk+D0U1WNZBQDk12THc5OfFuDoohGlQLtkxyhHsc+2sV3lDfzu1TB9iu13H/f92HZb0yLCz/iN+OlStXzgkgH3jgAc4999zntW+5XH6aG8sLUT75Iw7juOOO47jjjuPf//3fuf3227n66qu57rrr+NjHPsZf/dVfceqpp87KAjU0NPz2Az4PvOoDyFQqxRVXXMEb3nA2SXMegSqTdufjGllu9m7kr1vfyGj+GOa7e9hTG0Ep9YJ5Na2treRyOfbu3cvOnTs5++yz2bVrF4ZwiXQNOByU3nLLLYDkwroPcUyuyMKMjWtEmK7PVCFDfWOc6h+tpPjagmN47/ZJgqiIYzbgGFmq4eSsYPihMtQDtavoS72WzqiDte4lPO5fT6Q8lAxIGA2zQtUApuMwpYNZiaMn4xDXKGXmUDpC6XBOwKfRRNpHyuRs4FLUoyRlBlObNNHJpGGwbfMAhiFZurSHbVsPYAgLSyRI2a2k7FZM4eCINM2qnZVuI00O2IYm7wvKIYxUTSozBPumRIXRaoo1Vie7jCxpu5MWYyE9KUHKVHO8Nk0jy5ScoEYZX1eoRV04hqDOkrS6kpFanCezJGQMiyiMMzCGkDjKZFwq/Ogw7yxUZSai/bQZi3FkgqKYQBMREBLgUyaPISx8QkwkptZxdpI+VFLhqxIZowVfV4hUXOIt+UN4RgEvzD/jNTh87ioBHgUZ4FPFM+opc3j7jNMdz4VDouMz1oee1gT6cMa5LX08i6PltDsuOYeZjHfcwFAMYVttmqSakdZx19AWtTPPSbFYHoXlHEW9BYESlIL4gZ30HbQWcdAVWGydNlmvY6/bM5LvpRqFeGIejmWxxE2SsWDCM9ldLaOFItJxgFcOYxejlGnMaGpqIiBrWATaxFIGnlHjxIY0kYYjWM4p9atocTXFWhP/0PtaHs5U+ebAveyq3vSkb07y2Z4PUIlMCr5gU7HKQWOI4WAb/77ovfSmizSl9mEaEbYZorSgXHPJJius/NgmvEVnInreiK4NIWvjWKP7QCmCTSHl8XoS+7YhlqdQrQ1MqJUsXP8jZM6gLTdBIlklKrsYxRpLjBbGlTc7qt5oMQkrznxqDTknFlhfkshwwFc0pY7keLmWUMU8yUk/Ii3qqIkyjojv30gHRCpe1EmZpOANMs9eTtKAehtOiI5mPKwxbBzOyttGA4HwYktO4ZAXk0SEVIP4vm5MrsYQFqPlR3CtdkzbRGqJKRyOsDrJWLC5VOaA2Eyz6KMY+XEXPxbNqhWFZrvcyhHH9dDckeaL//ob+vRaghlHoT1yKynRQDJykZiEWjMhp2lRnaS0w5icJKldspbAV4JA2wR4lOQ0WVXPsBhnldXBaE0xnH6E//Pej3LUUUc9633zR7zy8IY3vIFvf/vbs6/vvPPO573vPffcQxgepletWbOG1tbW59jjj/htkFJy5plncuaZZ/Ktb32LG2+8kauuuoqbbrqJO+64gw9/+MO84Q1v4JJLLuHNb37z7yT+fgiv+gAS4HWvex2XXfan/OAHVxEEkuXJc9hc/ikpp5evjN7On2TPZIF1EntqP8UwXPTv0N25atUqfvOb33DiiSeyefNm/uEf/oF/+Zd/mfmr5MzsmWyv7gXtULItbqzdyMSe1/PxFZPUJcv4pSSLFu1m6/bFvHvVZr6xbgUfPW4d7xx5G3dU97C7dDPaUiy2T+HM5mZSpqYaCvor8PPyT9ldupndxKWkI51zGZIHCHQNA2vWPUUg0UKRcbrwoix+mH+a3E+xthPPzJOyW2l3jyDEY9zbMRu0BuEEppEl4fRS9vYxXn4CP1GlweimT/XQoDLsNCIeenADJ518PP27PBKyjoxuBBE3d1jaJhOlaLeSyBlv3TpDk00pOhM1Ai3wI4MHxh32FOpZVD/JPeEB0nYnDUY3o9EuHs23cEaLyfy0wdnq/exlhJVmR5zNAkpRHCwaIn64JgyNLSU7iwGWlGRMA0e6NDuCOlvTaEc0OHWY4hwqocmBis2kJygEUAhCQq0Zp56CyNMp60kaEk+1E2lNJOOgSBHnu1I6SatYAEbc0TxBZTbgDqIJgnD8t2p0OmY99SrHUjtHoGL3j+mwmUpyikowhmvE5PRD16U+GftOj6gSviphmXEDSzEY5nExiuk51IWddESdZKWD0jG1oM/K4hoCDdi1eYzIafZ7mlYzybyUxDZiHU6FSaAk47W4vJ73TX40tZuB2o852noTZ7dczpENNdqTVeoTFaqBTTWoMeW5TPkWkUrRH+6jGDWitYUpJQszks6kz9EtQ7i2TzJRQ0WSUjXBwUIDD493sTBTodHxOCpnkvdtqqFBoCQpO+Tc+SHHdxzFveMTyCjNYreXvJdlf9mkEsaah02Ww7lN83jDwhqZzDoe3rmEh4Y6+dWQ5rbKd/lMzwf52/f/AN6wlErP25DJbvTkOpIPXgflChgGKE2EyZ69PWTax3GXw3DdqTjlIgtPv5NFx/uEww7VoRxBMcVjdx3PWFDjnuoV9KVfzwnWQhZnFY5UWFIhgBa3Ss6RbMwnOU4cSYTmvuh+1orjGaxIpFA42iGn6jCFJNARu4ztBNEEUiaJVAHHnoejLWoR2AZ0JCSun+RgqGalgbxgmKLdRSkYjhegTBHpECksutKnEhEwWtnA0tR5NKh68hSoyCL58jZ+/BQlBzedZV/wIKZKECmPA+Gd2GaOXLKbi//k9fzoh7+kIVzEqIx95sf8HdTZ3UQEVEQNI5L4UciaRCu7qiXyskS9quOgMUibH3OxHtYP4YgMPVEvB40h1hh9jAU+g/ZG6htTfOpTn3p+P8ivBmgBv7eMz4szlJcSZ511FolEYrab+oEHHmDbtm3Pi8MaO7cdxvnnn/9SDPF/LWzb5vzzz+f888+nVCrxs5/9jKuvvpqbbrqJX/7ylyxcuJDt25/eB/F88T8igAT48pe/zA033MDIyDiDagvva76cHxVuIG02c2slJuke39DMnpJPEAQvuESSTCZZvHgxGzZs4JRTTuFLX/oSZ5xxBm9961splcrcVvgNnelTGCzfg67EAV1no83CrgFs1yPdOcr9t5xGXbJMzbd5S88wSkn+Ys0WMhuXc6e6mJ3qYRpUhkIQZ9HaEgENjiRQb2WnPc7G8jUUqtvZl0qwKDqCCWOSiIAaZQJdQ4q4e9iLCoRRNZZrMXNEqjyHJ+mHY4SqTNWYwDXrMWUCnmSVGEYFElYrSWceFe8Ahep2kukGajqgQbr0Rot45IHt/OVfXcK1P7iPxqgNS1tERHjUUCiKskw+mqY5aMQV8TTzdIQtLDoTNpJY2mPMs2n1XCb8XVT9QfLE2a5M5lSE0KQtTXvCpFzOYcw4mSRMyAlJNEPxqkWx9V+kwTUMNuhd9HjzkELgGg6mFHF524Gs7ZO1fVoSVQ6UUkz4JqM1k0lPUwlcihhMRlV6U2kCJahFUAhiRclQxf45Co2rnVnf7FEOdwk/327/QnU7u92AjuAMGmyTRlPQrF3qvJMYpMA0k/jicPn6UOZ0fObhbRuZWKZqJpAI8ZiOBtlfvW3OeV6TeBdpaRNpxSa5iby3/zCHcyYZ25JaywK1nBXpFOUAxnyfAXGQveVfMy99OsucNOd2j5FLFUknqti2z3QxQ9W3kUJzoOxiSgjxMIQkYRg0u4Ljm6c4cfV6krlppONj2AFBOYGXz5AdauWB0QY25ZOkzARJQ+EpSSkQDFVN8n4nza5HwgxZ7cyjEpr0lxKMeSbjtViMPGtBiys5seMA6XSJmzcdwWOTLq4BORsusi/HNUKMthq1tsWYmUWExZ24/U+gh2Y657uzoBQbbzuGWw70MFio520n3sRBcyWdxuOIdAq8+PoWR3IUprPcc7CTJkuwVJ7HctnB4qwiY0ZIAUpDxgoxpWKi6sZe8gKumvoGAkFL40nxokV5ZEUCRxq4UlKJBHW6mSGt0Dq+7mVvH/3pHgq1Jub7zUigEsWZy0MlatfuoBSOxMHkzGLRNRtIu4tI63oOhOtYnDiTZUYb2tCUogoDlQef1tlum81M1HYihCRpNjLt9aN1iNIhb3zLWvoH+nnwvo2UvL2knHmkzRbSVhuRDpiKJojMkCa1lJQwURqqwiOhXCwMimqUtL2YUIGMLIrRKB69tEVtDERllC4z6D3Bzd+9+ffKhvwRfxgkk0kuuOCCOZzkL33pS1xxxRXPud+OHTu47rrrZl+bpsmll176ko3zfzvS6TR/+qd/yp/+6Z8yPj7ONddc83uLuP+PCSDr6+v5z//8T97xjneQL2/hO9WtHJN8B2OM0Bg1siyZ4YbKfiaD9di2+4K5kAALFiygv7+fvXv3smDBAs4880z+4i/+gq9+9auUyzUcEqScXkq1PUhhUwoVY5MNLF6xHXt1xJqx9fzgttdx1uKtrDz9IXQoGdq4mOkAes163tH8OkypmfA0S7NFPrDrft7kvoFFWc359S7l4M/4yuAYO0q/ZJwnOCXxZ0ghmBAFtnm/meVNOlYrjllP2ZsmCJ9Zykcg6XKOwtI2W6vXzflb0plHndmBRJKXCQrV7QyXHqQruYC0aVAvUozt7CSqwklHnMS2xwcpySIBHnl1kEgHGMJCICkak7ikKOoJQjwqwRiWSnNR5kwWpi3WTSpcmeWbC89gXznBf48PcYzTSV86lgeqhrGFYU/CJVQwHWiKYcx+q6lY9PigMUJBj3JRZi29KYksL+QXte9imzmSNHOBcQoHypKHJ2wO6irdsp62hIElYn9sW8L8tCBVS+LV6vGETyGAY3I+kRKUI4MDZUkxkOSDEKkFw3IIX1fQKMr+C/MoP4RSbQ+/4tsY1TSu1UTCrCcjWiiJCaZrB+bQC8ozUkueLmPJJEIYhMpDE6F0QBAWZ+WsDmU/G5OrGZADaCIQMFrZgFIVhDARwpxdVPiqxJTM892x788Z3/GJP+W4TJpTWqdYtWAXluMThSa1qktzbgIhNXX5OnYVsphCMlx6kJPr1vDaNo+1nQdYdc5dyEQEErQXu/uYqojTMoVXSXDx0h1sGengR/tckoZkWR00OIoGO6AQmIzVnFnObt43mfYlk34sbm1ouLOc55+W+7Q3j3PH1pW0Jiqc211ispZgwrNZ3jDFqWffTnjMsdCwimhqI/Z3r2FsSx+Bt4buC7egkylEqcj8JbvQuxdQCGy++5m30/4Py6m/4QHW7VvDwekGyoFNOTTZXUww7glSJqwSHRzRoGhPeHRnpjlYypIPLDpSJQyp+I+dNmPGCLvKt8QOQVYzoYrn24JEalZKKWlAs5Qka+2MJFfOUR2Is3tFdqqQnGogIUwWGjkWGWfwgNk8qyNpGvVEqkRT8ggckSat6wmER4e1ClOb7IzGcbRNIHzq3PlP05E9yT6Pe/3rqbPnkRE58noPppGlqzvDma8/ib/6q49TrA3MjDdHmhx7qreDViSdLpaoJQQoLGHS7MJSnWPE9xgTeY7jeJIm/KhwM8vFa+JjCJuDcpT2qJmBpg28+7x3/8G07P6I3x+f+cxn+O///m+CIF6YXHnllZx//vm8+c1vfsbta7Ua7373u2fltwDe8573sGDBgpdlvP/b0dTUxIc+9KHf+zj/YwJIgPPOO483velN3HHzA4wVDrI5vBPHyNJOBxNexHmpU/iBvxcVVX4nWR/DMDjiiCN48MEHaW9vJ5lM8n/+z//h61//OsuWLWbr1l+xOP1mBpyQineA6wrf4q0T76RleILa9Sma313iP//fBFPeKn7zm8WsyiYoBrC/WmN1ncvyhnEcM2DzRDO3DWU5QpzCiO+xWNrcO5oh0vDmbDd2w4f4l4NXc3f1v0g5vZxkvh7LPout8i6q/iBKh1gywWvcd7DH2MVwZd3TunMjVcLUcbexTL2NXf69hFEZ12pivrmWZlVHo2VRYzGPpXMMlx/k0cqPqKbexnGJVuaZNsMPjXLaKUupPF4jVBpLSgJ68Iio4BEQznCjBA0iRxqXpBP7TpcDaHDgzV1VQi0YrTkMVCTNqpHryjdRntwHxCLkvdaxdOocOduOxZKVxpWCZkcyP+1ygjGPSPUQaGiwFeM1iW3m8IIRMnY7e8s+68W6WV/q/YllrC2fRE/KImtC1lKkzYicI9lQCxkU2xG15fTW6sg5IS2OT4sDg1WHgbJJqWIxWLob4DlL1UJIBCamUYcQclZM+qmIVImyV6LswfgzHOfJqEV5NDGn0Y8Ks1ljiHlzptmIIWyktKiTbfhUGamun0Nl0DqkNXUMlWiKrNHGCr2E9WLD7Jgz7iJKXj8LE2nmJQOWtA1Sq7qMjef43qbFnNaWZ3X3fupzU6jJBrJWiMLin/s+QNby6ckUWHnWvQhTEU4kqR5sQkWSRNM0RraM9mxst4ZthvzrvipTYj8DhbvoSl4OQCkwGawYBMqYFaT2lWI0qJAQJt0Jm3Ff8frGOo454nasVJUL5vdjNxQRRhyVVQebkVaI8Zb5eJ1HQqWfxLX/j/tufBNpt8rqN94NyRQqkcbIT7Hshw18vC2+Ntkj25AjU5T2wR37+5j0DQqBoBrGmU9BHMQ6hmBJXZHO7BQ37evl9vEK/7AiT0OyxM92z2efsZHB0j1k3EUUazup+oNc7R92m7LNZrrdo1kZ9dKblmQzkscKOQ4LokApHGMy2o1lpBg3slgiybJwOa22TW+wCCNt4ekSY+XHkMKmRy9lTIwQipCCHqPgD5AwG8lXtz5tLjUkV7JIr0EJxdKMzaZSL/WijQW6nflONwXh8a6PnMIvfnEL/f0DGDKNaaQwhMWu0o1Pmr8engipCh+pkjye9zGExNMhkQjpS5vcUt7D6dbrmQ59+pIuG6t5elQbIw1bCWSZL3zhC79l5r/6oPn9ZXheDBmfgYGBOTzDQxgenqtwEYYh+/bte8ZjpNNpmpqanvUc8+fP5y//8i/58pe/PPveBRdcwFe+8hXe//73Y9uH5bi2bt3Ke9/73jmNN7lcjk9/+tPP9yP9Ea8Q/I8KIAG+/e1vc+yxx+L6q5gWAUWvn7FkD030MOYpvth3Hp/a+2PK0QsLHg+hqamJrq4u1q9fz/HHH09TUxMPPPAAl1xyCRCxo3Q99YkVKKudrN3FitaDJNIVnti6jFM6C3xxicWdQ5J39Wo25WEs0lSER862GSynKQUW94+ZjPg1dhvbON08ipQZ0pmU7ChIDoaQsQQnOW/jzsr38MJJCtKjXiRpthdzwB8kCCeYiqbZnIC1+njqEy0EwmdH6ZdzPsv2yi9JJN5OQrtEqopSZWyjl6qokJI5MqYgaxmsrq6kYB+k4sVUgClf0WBLRh4a5qRPHUtnzmUi71NvSUxpEGmLQLlUI43SMU9Rk6AtIUgYzGQW42aDLdMpMpZCEosOe8T8rUOo+oMEtk9VhVQik1oUUdQeFgahdnCkpNlRmFJTDSXlUDLuB7PZO6UVQ2KKOtHGoXxevrqVjtzptLmaBjskaweYQlMKTZrJELIAieCJKcWRDSYJU2KIuLM2ZUGL5bLAeOOch+gzQWuFxscPx2azfi9k0WIa9STtViSSxIzuaJu5jMCPqMgCvizhPWn7Q3I+KSNHhhyOdqkIiXqGcx7SHa1PdxBpxXhtCwANiZXYMklR7ybvRxQCg1I1AdUEw4V67igP8gbTwbYDhNRxs4pUM5JPirZEFUModGASBSbVg03cePfJLGsZokfvIwkgFdKK2Drcwe7wXqQw+UzPB1laN81YzaXZrbGq0UdrQTGwqYYmvpKUQwtDwI4CvGfhFEfM30XjKXvQoUa4BjgOSBP8gHRjP6pgIadNrLHt2DufIMgniJRkXu8BZDpA1TciqyV2X7GCizNrWNU4TN5z4chugnX7mK6kWNs6zHglzdbpLLVIECiBr2C0pshaEik0+/I5NuY1H19aoz5RZs9kEwNlmPB20Zw6GphlC7Ai9TYC4aNQ7CrdyO7SzeyVSd6o30nOMVioFjLAXbPXv+IPEakSWjfjh0VsM8N208DzFrDP2ElNFWiUXYwB7anjCFRIRcfz3RZJbCNLwdv7jPPr79pOZMI3GK7GXfIAHaqFtGVQjhRnvHEpmaRF/y/jx0Rbck28GH1K+VsKiz3GDlzSTCOZ1sOs1sfgiYAWlSNQkIuaqUtILOFQCTW79GPk7Rwj049x5513kslknvd98b8N+/btY/nymAP94Q9/+AW785x00klP01p8JgwODtLX1/eMf7vsssuexld8Kr74xS+yefNmfvWrXwGx29NHPvIRPve5z3HUUUeRyWTYs2cPjz/+OFofXnjbts111133ksjM/BEvLf7HBZB1dXX84he/4NhjjyXlL6aoK7MNKK9NvpcHx+p4Y+44rhm9mwceeIATTjjhBZ9jxYoV3H777QwMDNDd3c2yZct46KGHeO1rX8v999/Pcr2WA85+Bkp3sXv8Uhat3cBRRoTxs35ef8URPHpujrXd++jJ1mMZIfunG/nVoGRjPkGjI9gRTDDPbCBf28/eaDFNlTR1luaHk9/gvc2XEyhoMOMgS+mQ9eoOlhonsVAtoC7VxAj7GC0/wmRlA3vTPSwTnVhSsPD/Z++8w+S6yvv/Obff6TuzvUvaXfVmWZIt23KvcsfYxnQwtjEhQEIIAQJJICEhQCqGAKEZg23ADYwLuHf1XldaaXub2dmpt9/fHyMEDuQXkkASQN/n2WefZ+aemTNzz7nz3vd9v99v7FZGgjyT0hBjpRcJw4D93nM0agupNxcxXnqZmcpu9FiMaa+eRckIKTUgDBVWVM5hX2QrUwzS5NUBCupEhdJQkZ7Tmig+PkLeDehL1KwJy8cD3YhcKxP7Yc15JKYE5BwZN6xlcewACq6EKoEuQU7OUa7UZGp6Yhto8RtxfR8XnxG/gBLKTMhjzPhD+LZNPGjGrCToCboI8fAI2RI8ixAaYWiRq+wkx07qoytYY76Ro9J+0rQyVHVIaRoprRb4NETKVF2Vq9qjvDTVxIBVZtqvcqAQpdmUCQE/AEWCel1ipdNJGLuE2XCckjPx/9XjBF6lOflvkY4so+plcbya5Vy3eQaJIEk01KlXa9lGTa5t1UgQYVJMIqMiRK0HU5ETJPRuYlIGFZ2M30BC6AyLKcrkf04K6Ccw1Bba/E52y7vx/AJdsQto8luYYgJJGOxnmCsjjcxWosSNKo2xAveeUSWRLBCtK+BZGkEokETIy9YYy0Q9bYkZOjuG8csGYSjYuX0pEcUjESsR6xwnqOoEtkZhKo0TyFTsQb4w/22saj2Mqng0leL4gYSuuMxaEerNMgAJs4IkQqqOxjndFRae/zLh5afgKOuRSzMQ+ITH94RwLOSBwwjXJdw9jDY+QTDpEdhxzrzyRyiLVcJIC1IhT/Fxk6cOLuT2VTuYKSTYLzroaE9y/98WSQetnNucpSOVZc38WgbPcTRmC3Hu3t9H1gbblzkwG+MdfVka47MM5Op5/e5vnviO/dDB9bK0xNaxiqXM+Dbbg6fR5J8qJ4RBlfGghOYmeLryryce/1kWvxeUEUgIUrT53bxQ/RpQu6b1RjRO125n1HLYzkbKzgQFhjlFuYRmbTEVOWCfOMRg6SkA3pC+nSva8/xV/yyvbUxhRAUBgpRoxg18hpwyNLssu3YOL/3dThRPoiW2jpHScyyIXsXB6mOvWke6nGCs9CKa0oDrTbMy8jpkBEfZzQ3xMxmuBsw34zgB9CXg6WyZ+eESDvEYn//85zn11FP/3X1zEtDd3c33v//9//jA/2XIssy9997LzTfffELuDmrmGo8++ugvHNPY2MjXv/71k+0Lv6H4rfSJmj9/Pt/61rfIBrte1ev4VPUr+CFgLwNg3boz/kuvr6oqy5YtY/fu3dh2LQek6/oJVnYgsuTcAWQpxnA5ilcxsCsmynwFeWaCNtOmLjNDT+cgXiBjKh4ZA6ZcC02CIfZh+T43Ja9ho3U3UaV2t3ZF/DbqNFicdHGDkIjeSRBUqNiDHAo20S8dZjjcR+5n9B8Plr7P9rCfhCpoM2WWGRmWhUs4zXwTzbHTUI570no/Iw0zXnqZEXmQoyVBVPFZnHJRhUyd1EpU1JGliBdC3oHJV8boWNdMRAZFCAwpJCIHGHKNCOSGtUwjgC6FyALiSoAf1ILKkarHgZLNltky+yu1YOEngdik38/ciEmXHqNLi5HAREJgU8I7rn3phRaj9g6esO7ioHSYA9I+vKBC0uhBkVNATQJnSbiKeXqcU8UpnBlpY2lSo+zBaFVl1lUJjwdChuyzOOVjChUVGUUIqj5MWTBaDSi5tdJUTBEsk7rpCZbRra2hJbL6P1w3NT9iDUmKkDIX0hW7gJgxlw4W0qGdgqYk8fw8/aWH2Vr5Fs9bX+fB0jf4fvlufmTXpGx2V7/PsLWFcjhDyaoJ8MqSScE+ynDlJTw8MpKJKiQyQR29/sKafMvx7+Jn0agvICpUpqu17GND0MTG6p1Mef34QYn+0sOMWzrT1Qi2p2LqNoZh1TQifYlKMcZsOcqjozHM0MTyJSKGhWtr+FYt8O2dO8CahXtpnDOMUD2E7BP4tcuOF9T+L2scoz5dE7tvrZ+iPjFLxdE5kE/x7Fgz/3qwhR8f66Y/20iIoKllAi5aiJdqxY/V46Wa8BP1hFqNgCHCgLDoUD3czMRLS6hsTeFOJZF0FylugaIgHJvSjwz6dy047oBj0Z9rgBXtHNo6gVVyaTE93KDmzz2bTxL4EppWy4wuTFZYknIZq5jYgSAdKTFRSHHDzm+d+H5lKXaiL7kl6KYtIvOKcx8dynLaxUL6YlccXwM9JDDRJXFCrulnETd6iWjNJIxu6pU5dGkx2mNno8gJmnWNZSkbWUCeCpafx3Yn8IMqzapJoyHRG1eYG8xFU2p2rFd15HlmIsUQ+yh5NSZ+GIJNlbxUJCfPcMmbe3jq6ac4uCdHKbSZPN4z2UXTq26U4kYv8vGKwULtPEJCzFBjSExSJ7UyWg1IqRJOUJPtenhmmpzIMZZ6mbe9/W288Y1v/A/3zW8sQggD8d/64/+4E82/RSwW4+677+Y73/kOp5122r97XDqd5p3vfCe7d+/mkksu+R+c4Un8KvFbl4H8CTZs2MCf/dnH+MtP/DUpVjJSeYEwDLiv8HlWRm7klOhytpZ3sHXr1v+S7lhLSwtDQ0Ps2rXrxB306aefTjqd5uXcQ7w1824eqD6LIfsY9bNEOib57p9dx4aHXd7+3q9hDTSQHWjj5YlmOiJVLm6dJgjruWPiDt6auZ0mMySm+JxXeRNjVcGcWMC6+hBVcjHkgBnffZWHddE6RJFD6GrTicxFS2wdp4pl6JLgaMVhVEwxhyYWJRQqfox4aSmjcg5CyISNqLHIiab8SJggpUHZk3FDQb2qMORDV9BBvaphyII6DcY2TzLnul4aOyJ4gxWOlgV9CZ9W1cUOJAquhBvU+seqnoQhw7FyiBX4hGFIKXBOZFN+FnNiF3Gm1kNHJGS0Kii60KLpgE6Tv4IZqVbSUUKJQX0MhwrxME2P1IBkLKsFuJrNtJRHCzXWZTTSmosuB/Qkpyk5OgVHY89shH2zOtNWPc2mgx1IhCHEZYUABSFqLO8x22JSyjJrTyEho6DXCCxyjQEtkKg7ToAQCIRknsj86WoTaX0eEjKVYIaSM0a+uu8E4zxmruewt4m0NpcO+XxkJAJCKsJiv/s0rl/E9mrnNAgd6vQ+FoXLiMcyWJRZySJazFq/4FDFZae0j5agkxYlTpMhsURcw5QdctQtsD94CVOuww5K5P1RnrI3neiPPRhuZo35RgakvfykY3ZbDspenJjm4HgKkaqJrrrMDMxhrBxnuGJQcH0mpCEOl5YSBBLFYhwGwYhWUVQXKWKhRCz8QpTKVB3V2Rj7Brs4WjLZfcl65qzaiNqSp10PEREFZJnFRZuzJ022PXYWE8UkKbOCH0gs6Osn9e4IXrodJBmpNI1SmEbKjiM8FyybcKqMnzdwyibj442k5w6jtuSR6mQIJIL+PHt+sJ7vHZjPuW2jLOo7xA83reGTw+N84D1xxu8dZWldSFTxKbsq+yZbeHoixtKUy1mdAxiaw1DF4NHJCvWyye8vGmdwNs2NO+961RoOgjIJcz4b9PNZnPL5xvQQNybfgCqgJ+Ezack0Gj5PTXTTbGgU3eBET62mNDBPP5O2MMOYmGF/9TEuib+ROk2wpZznithiiCymJ+6yvHGMrniU7IE0BwOFebFLOFp5nvsLX2C5dwOL9Qwzx8/op+bewouTChuLs5whr8MJBBE5YHNWMFR+lq7oOcxd69HR0c6nPvUZlLADqPXpvjb5Tp73dyBJBn3mxaxU23jYfoJsdQ/10RXsKN+DIqeYkrMcszdyReRaBNBgwGA5JGsHiEAgpwdYuKiPv/mbv/lPX3dP4j+Pf6+v8deJ6667juuuu46BgQG2bt3K6Ogo5XKZ5uZmurq6OOOMM17VF/nbikKhQBiGP+cZ/rMIggDf938jxfN/awNIgA9+8INs376dH37/CWp5o9rd3OFwGwuCU0nLY6xatYpcLvefVmYXQrB8+XKefPJJRkZGaGtrQ5IkzjrrLB588CF6Ej5Xsh47cPAqOlrEYlHzCMrXN1N557vQv/ivjL/SwPOTIRe3ajRFSqyoq3JreDuPVPYR2AF/2NzHyjqN7+dH6Ii0ElN8im5NrLhV01Cc1M+JVf8sqcIOSigKtJiCeXEVy2/jB8UjlPItzI+ZtJs1seCfZAsr3goOmPPYWL2TEX8vO4pJGvQoihQy5lSx5DIKgoofUPFh1hUoFYeOzVNkTmtl7+GDpFQJVdR+BB2/Vs62/JoWZNmDWReOerMAREMdW7h0xS7gWOnV8jOT7kGakz3EVJ9mZMaqPgEQHE9nxmSV1HHhZt1poxS4RCSViCwRVWtyKmnNpNU3iSpgyAGNho0m+8eFsgVFTyGlBYxXJYqeRNRVkESIFwo6ohKjlRAnCLH8gIr4abdhwRtHFgpCyCceU0Qt4yZLMWTJxAt+KliuyQkAiv7kCVean8UR+SCL/DPQfYWUolP2PQJC/FCrCcYHFYLg+Oc2uom7GdzAxwijzDLOZFBBs2NkdEFKVeh05rLF/SG+dj66U0dHRGDKAsWRMeQEgpprkeXNvIpcVageYCMHav2aCJpia5mfEMSUgOFS/ESG1vJrWo0/uxdGis+xsrWPmXKMiGajaQ6Oo6GqLpFEGa9i4Dsq5ZkE+XySoVKc1Q1ZulbsQ19UJGxoBkXBjyYJjCjCc1AGDrLcfpmRnfMZn6onEa1Qf/kwnlSzOpNK0yj5CeS9ewi9EBQBmkzoC2b2dQPQ0jLOxL456McstIgFgeCVbSsYq0Qx5ICOxgmyk/UMlEzetPpUMmacOeVdiKaQZKSMoTlkiwkWWzqaFJAvx4gZVVpNm1mpyAV1UcbLcf7q6CwJc35t3XsFUnoXc/z5DMlHEQK8UHCG3kFCg+6oy6lNo2yeaKXRqDIvlsAP4WmndkPRGTsXFxszMMlRYW/lQRZFriKjC8arAbHQQJZqWXErkMgka/spozdQKh0hFevgXONGXvJ/zI7KPZSkSxjz93Jd/LVsydV0UzdX7uL3mm9HoiYEf3/h8wCsySzk6rev4W8//WkqlQqdsVassERFTqBKAterMDdyPvNFCwkNSoUhgsAiKuqZBhTJpEKBi4xrMOQaW32oHGLKgraIzGH7KLZe5O67n0RRfqt/fk4CmDNnzr/bV/nbivHxcf76r/+au+66i1yuVllpa2vjTW96E+9///tJpVKvOn5oaIirr74a13WZO3cuCxYsYMGCBbztbW/7X5j9fw6/1TtYCMFXvvIVTj99HUcOapTtGo2i4oyxyf8WmtqAGWqk0xmCwP9PayIZhsHy5cvZuXMnmUwGwzBYv349jz32GJ8ef4EFrMIPo8x5/Fwuu/m7AGT3ziEV7eDQ06vpXXSQy8ba6S/qjFWbOK9lgouXbefNY8189/AcPj8+xB91ZOjKN/EvuY1crK+lJx5wtKzSHYPPt15NXHXJWgYvTevcV/4BAJ3KShJBgkYpQntEIqKEqAImHXhzfTdFV+Kbs9uxgxJtYj6nGg1k9JD1jUXWuRpnl27n7yfuYY/yEkyfTlIyqAiLxqDthJi2dtzNZ9q1efLJfbz23WvZ+e3vM1Mdpeydx7oGDzuo9UKqUk2qJKbUso9aqHBUPogXWqgigh2UXiU/E9W7uUi/hLIHDTrkHYEQgoJvYYlati8VRCh6giPBFHkxiSabLGQOmgymDK2mjyEHGLJPTK1Z2sWNKmEocH0ZTfL55kiVbdaDBEGZi6LvQJNkUpqPH9YKiUlV0F+pMigP4UgVGoMOIiKBpMikw2YCAmxhMRu+ms34s/I7AFV3Ai+o1PQXw/BVn1USGgV3lHZ9OcNuif4gT5QIeqgiIegw1zBQehxJqpVnV0rrCYOACi4SEhIqW53vs7GaJ2UupFHuIU0dbcZKDvvb2FvJk/bn4YU2iqyTq+wnorWSUjqIaw342lzc0CIuMmT8BlzhEg8jvOI9zGXGKZzWkGXzdJqNWZ1Jy2Mm8HCExapoijMaysgiZHFS4wmnk3uGQs6stpLWPMzxgIji0ZueoinI4jkKRwc70FWX7eNtLG8cY86cY5grSvjzFkPgI48cRc7lkBIJkCTCWAx1HQTbJEzdpq1zGIoVpGIOJfBRjh2i/ytL+NTLt/KZGx/G7JhATjmElkIkM4ten6c6Vs/zz54JgBtI7MjFOVQMiMgSNy8Yoan3GC88U2tlWXBuI8G2Y+yYrKfFrBLRbDq7B+lM9aNvWcrwbJpUtITrKdiBxAXxFhQp4Gg5wrvbVCRxBkMVnYgckNFd8o7K9pnFZI67TGZ02Jp3+PBlz7Jn7wJaI2WaYkU6SlFyjkyyUo99nHSjEcEVLkf97YShR5/cwHg1oD+Y4vRYEwJYlfaQRMjkTB1N6RwXtxa4p9DCKrGQBys/tf9s8Bs56j5P3vVZlJB5Ip9jYfQaZAGmEvLxwc8jSRHe0fAWFty8gFde3sHoQZ2VkRvZVrobqLkQHbMqlLwJ2tT5LKsXPDNl0RRZQZQ6+ksPEzPmUrKOMOyOEYkluNKoZS9fLE9zYbSBV0pHGA528eKDL5JOp/9T19rfTAjC8L/XJRb+gpaGk/i/i+3bt3P55ZczNjb2KqLQ8PAwn/zkJ/nyl7/MXXfdxfnnn3/iua6uLrZt24bjONx555284x3vQJKkkwHk/wVEo1EeeuhBTjnlFGwvRqu5msHSUwihMEc7nf3lB4Dwv+STDbU7i9HRUXbs2MGaNWsYHR3FdV0sfxf7I7ClMMHw/iu5YCzJ/Atf4qP/8DY+9OG/Y+5Df8SPT3+Zd/7VvfhdPYhqEf/ZcbY9dhZN9Vne0zLOxQNz+PFohFt6Z3h0ZC1fmroDOR87IQw8UDKJKxESGixI+PxBdAOHi4J6A5amqkSVMjHNoSk+i6E5TM6m+Pu9jcyLwZWRFTxVGSIIA+wABsuCgWKC5WmPZsPltfEb2G/nGZWGMIK5zFHqSGmCiAJZC6ygxsSOKgZb9o1SrVq0LXY49uIBhlnDrnycvBMgi5rGYkrziSoBLaag4kfYMbOCY16B/mALGbmLxeYqdCETVxTaIjXxZTeAsWptiR4Jx9GFgSMcHFFlgiFy9hGqzghzYhfRFXTg4FP2JCxfMG3JGLKMIaskNZ0V6YBYaBE3K8hSQMpT+JO+DHn7OsYtnbGqjC4FKMezpyE18k9Z1LQW68M26ojhhR4VUWBajBASUHBHT7QS/ES259/C8ws/l3X8yfG62kCd2kXOc9jqfB/Pz9MT24AZRkgEUVJBmnRkGTGzxlLNiQJ5qcBsOI4idFI0Y5gxRiqbKFiHwYBAnssyMZe42UPqeJWo6MKRSpXLMytoMEJSqk+DYVPxFLKOynhVYmHSpiPq0JwYIQxXoqsHyJXixFSfSQvsMGCuESOqwIwTMlAyqfgSXgDnqJeyg720l5ZSNlQaDZ8pW6UzoaLIHrsO9TFainOoaHJe6zgNmRzRxhx+11yEXcZ5OMe+zatIxIt0vqkfAP9IGaEFdJ+dZd9jZ+DaGigSUj4HQUA4U6b7jO184ZJXkJojhJFaplfOzqC7M4S+xANPnsOefBSAvAsZPSSlSXxo3TbaV+zn+w9exmcPSVwzV0ZZ0My7fv/3SRbWcmtLI36ugU57GFP2aW2eYLRQR3vnCIVckr5qhLhSOyeG4jFYivKBI1/kzZnb6Y4KLF/mh+MOupA57FTZXLkLSWhsPHc95Xyc/nyaJQ21Gw9FChksh9jCwvIKNMtzma/UE4TQLZ3PlDidlCpR9EK6wnq2l2dZEU0iiRDLl4ibVUqVCD8eS2C5YxxVfyoENCd2ES+XvoFAsDgpszvvkZdynKP3IAuYtATXJG6jJy6RPTVOrAn+5a/+iQuUN/NM+NSJ13nBe4SqM4KuNnFRXYZtOR8Hj7l+HwelXTTHTmOyspOF0WtYpraw2Tty/LoSsNps4FA5y3bvKe785p0nvY5P4rcS5XKZ6667jtHRUTRNY+3atbS3t1OtVtm5cydHjhxhcnKSSy+9lK9+9au8/vWvf9V4TdM488zaze7PBp//l/FbSaL5t+ju7ua+++5DSBUGS08iSQZCKAx5O5gTu5jV0bVA8Crm2C+DV155hYcffph4PM7Y2BjnnXcen/nMZ/D9WrnckBI43hTP299j5nA7UsLlfRc8zT/fVxNXbUnkCRMJnNYFWAvOhatWcOoNj/P43iVks2naMtM0GS6m4jIv7vG61O10R84kFSR42nuBR6xH2FHN8w9jd/DQRIX9BZhwHMarIZYvk9RtUkYFTfGob5imq2mc13TYDJYDHB/MIMKAtwlZwJKUxwUtFVpNCz8U9CUCUkRoDGoyLymtVo5qM336EgGKqJWmVQkWSM0889RmLrjgHAA2WXexq5rnYDDBUW+WQ8UAN6hJoBhyTXOxxZRokxNk5C700CQmqQRAyfOZdWCyCmPVgP5SwOGSR15MUJJmCQlwj9svVp0RAAZKj1OvamQ0jZQmWJwK6EmEGDJUfCh5grytM1mOMVVMMluJUrRMZFGznktrLt1RF0MOj2cePfwAJAHdShKDGLEggoqELSzsoIQdlI57F/+0tB2GAQgFQ21Bkoz/cP2EYUDVGcEKZxmWxk+0I0z6/UyLEXwCYqFJo5hDmlYAPDwcKrUeRucYBabw8TC1RqJ6F1G5vsZcD8MaUSmAJUmLhUmPdt1k2g4YqQgGKwpFVyWqeMyLlXiuNMXWrM6+fIrZSpSKo+N4CrO2SdWT2CUOUAkdumMhqzNVTq/30OSQ4TJM2eAGARom35q5g38Yu4O/GH6A3XlRK2ebNqOlOCNVg9MacmhKLXNmXqYjfBfh2Fi5BA8dmk/zshoBLNQ0rJF6vOkYoy8tJZWapW7eMMFsQDiRRzg2tDWiLI0gehoJGpvAMEFR8cclQl/i8POnMFQxyeg+mhwelwAKKXshumEjRIgm+SSFQfTUNvJHZjmjcg2n6m3YgcANJEZHW9Aa8iQac2QiJRTdJt0yScnVaYyUaYkWiSouT08K3lZ/O0tTLsvTeVoiFd43v4oqpBPB442pm1ly/ktEU0W8QKIxk2OylCAiB5iyIBEkuVC7gA119ayoC1iaCmk2JOokAzuAqCIIw5A2Oc6ChIspB5Q8iXR6htlKlK/lvoIkRRhiH9JxcpxDlavit/HtZTdxedcgt8/Pc6bWw5Tts6KuxBkNJc5t8ghSJhfeuIR//KfPnbCkK1R/anHWrC1GV5vo0c5koBQy49vEhc7pdRGWhysRSChSlGkGecJ9kfe3tVJw4ZHq90hqVV6Rn+AP3/+HJ63qTuK3Fl/60pc4cuQIH/zgB5mcnOSZZ57hrrvu4r777qO/v59t27Zx/fXX4/s+b3nLW7j77rv/t6f838ZvfQbyJzjnnHP47Gc/w/v/8APYTpUr4u/k+8UvMOhOszr+RrbLB7jxxhvp7Oz8paV9brzxxhMNyqtXr+a9730ve/fuZXIyh642MV7eCNTkOP7p2dfxx6kiybkjTD8mE/7ZX3HKU5+G77wL/fAmxv45Tsv6nYRVhXd85E4e/Mx1WJ7MaS0jPDfSQWe0TF/C462aiReUGSmfQkJ1cAKZV6Zv54niGEXPZDsbyc3uJKbcTr2hsz+fQpcDzpIC5izbz2vmDuE/diGPjOos0jLsKkxzStrFlH3GLZ2yJ3GoAPcV76QxsoycfRjbneC52m8Kf9r5Tk5vnGJePML9QxEiikRGF1ReNFl23TLaWhcwMTHO1spP2ahbgcftNt7TeCUdEZ963SWpufTGVZK5HvZaeYbFDDoaW637yYiFxESGgdLjAKhKhi7jNOr9DEWpzFD5GVaaNzKsHWKyvImr4rfRl4B5sQoxteZsYPsK3VGJfbMRjpRCdhcEV7REMSwTNxRYvoQTSBhSQEukiiH7FF2VQ0Wt5hstQ1/UJe/IREodjFoOPiH1fgZfdnGxCQkwlTR+YBOGHo2RZXihjR2UTtgFCiFhau34gY3nl39O0B1gurydabYDNfJEoXqAAjDGi3TGzqXN7yQe1gLSkJBiMIXjFajX+4iFKQCq0iyz1hGK1iHcqEWcDAknxWIpTX/RYHm6yHmdExjHyTCOqzJWTFF0NIquxnwlzlezd0AW6idX0EIvTWEDm8MXyFf3sTj6GtbVxcg78L2cSlpVmHAcdoutTJY3nfgshtrCfHU9F9VluKRjhOaGKb747Jl0Ri2u7tuPECFHp5qo7x5BjEwi1NolKN4T8Ecd30RpqYJSh/VsyPC+Hubf8BKp6Wnu/tH5vP3sHbBsDk5TradKeLVzHSoacmUWaXYa78U85eFOXty6ElmEnJLJoko+JVdnqlo790vrJ6nvGcSrGDw/maYSVmg6oxXzhV38+Rm7MXSbatXA82Wa28YJbY3ZiQxR3UKvK6Imy6wPNzF2tB1VdSlXTT6xNktD4zR6pIrvKthVA9dV+WCkgfMn3sFQReXDl9X6fB97ZS0dsSKaYaNKAUMVjRHL4ZJMEgmQRUiTaaOKkHpDIaLUauAtpselbWXqzTJChMxatbYGSQqYqsRIGj2UnDGuMs/kbi/LXPVSXldfz5V9+6lvmsL3FEqFGK+TAj65J87TEzGSKjxdzHHDR+bw5JNPsWtXzQWn7HsnrExPjbyeXiXJRNDJXrGbZ71BTldWsSApcHyIKwqRIEGvegXbgxe4PnY+h4rw3dIPeX/ztXzH+jGnn7X2d04oOqTGwv5v4ZdzRj2J/wO45557+MQnPsGHPvShX/j88uXLufvuu3n729/OW9/6Vt70pjcRj8fZsGHD//BMf3X4nQkgoSbCum3bNu775vdpNAJ+L3o7/zx+B/fOfp4V5g0MOk+ybt06ZmZmfq7R9RfhBz/4wYlyzKZN29j88gHe+9738ZGPfOxVZBaAvxn+PO93elFaSnz0td/nm/ddyRt4P8pf/C3BwXtou+olghkILlmNc9cBrrj5Xt7zF7fSnsgz60pM2QaSDUNTaQw5xA1gd16nLVIjcuyvfJ9b5r2V2xMLSOjdmNphcuU4GaPCrlyGP36xl08GEm2dw1y+eiNPff9sphwHXalj+4yKIavUaSHTtmCrfwQ/KHFlZAVXLWhFFgGG6uD6Cm4wSUyzqI8VuMhr5+kJA1WCRtcltzPLH1zxDh7/5gE0SWLaq+ITUCeZZMMyIxVBXFXoTeVQZR/HU2gyI5jjKSwfXnSOoMpxpspb+NkuQtfL8vp0B51Riyk7Q1/iekYqJh+vJSDRJEGD7uGHgllHxw0kLF9i3FJRpJAV6ZA7pvegji3l/GYZJ5CIyD5xzSWqeEiETFg6WVvB8mus645oSJ3mMOua5B2fLMVa+VyqYlFCRkVBp0ssQ9dORUdB+AILF0/4HDKCmsWgXyahtpKgAT00KIlZZvwhKu70z/VKws/3Tw6WnqISXcGCcCUAeqijChNPjhEhQSJIYKDSJTVxMNLM0dKPsIICnrCZCgfQq2upeFGKXpzhcoSY6pHWah7TQShwQ8GWnMHjzhMn3rPsTrHL2c6un5nH2bEmmg2P/QWFx8pfBI6X4JUmUuZCzlLOpkGXSGtgyCGaHOD5Mn/4ozVEFQEYnJ8sMDbRyEg5xuRAO62xCmpTAaGHSDGQ0h4ibuBs9BjYuoI5p+yBeITP/eASAgSdH1zNxg0WTac+i7Q0TZhIIQ0PEoxblPZ38MqmVVRdFctXWN5xDEO3GZ1sYLSYJKJ4NJhVknqVzuYxrFyC4SNdLE2VueESj+lUyAUbvoQcUQkNE1GYhapFWPIIbcHUdIbBmXoWyQFKr0wqfQTVtHBKERoUD7N+Fkl3CVyZ4lAzsuIjSQFRw2J+cpaL5k1Sd1o/2791PgsaxqlP51BUFyFCDhdDpsQsfzv2JGdp15Cnwml2it64ix0IuqMuMdVlfc8B4qkCQoTkpjPsOjSfG05/kf2HenhhMsmnuk6lLVqi6s2gjFzF63uHaGvcThiIWuA+2M7OqWbiqsupKZO/G6u54tx44/VEIhG0H0a4PHYrP6zcSUpReX30cr5Xfp6rG2N85GjtWFNrY6FyNpNelXQ1yqjlUQoc5oh24qrCueG5NBohz01b3Jy+jCetV1AbZe68804k6Xei4HUSv6MYGRnhj/7oj/7D4y688EJ2797N6173Oq6//noeffTR31gdzN+pAFIIwR133MHOnTt5ae9TXJa64MRz26v3sCH+Rh4vfZO6unStHPkfYPHixTzzzDOcc845hGHA5/7l03zmM5/ita99Dffc850TxxlqC5Y7hlWOgAdG4wzLm0Ypj2eIBRZ+19mIwEcZG8DvvRJz3V9Tfb6eW5btZ7YSpcnw2DmjEVfh8cIY58dbCEJoMWWix89gZ/QcghBakzMYmoNhWnR1DZGbzmD5CpZfx/ODc7imcZpYJs+7lw7wkS1tvCF5Fd8uPsol+sVYvqDo1novLo3ewqp0lahmETerxKJlFMVDVnyECHEdjTM0Bzfo4WBR41g5xHhqhJW3LKb9gQFsNyCuRAnDGuuzV0rSbPg0Gza64qLKPrri4vgKy+psjpV0rtTnstlvYY+6hZIzhixpmEqGJjGPjdmAnoRP1lYwFI/WSIX3N63k6clTWJQM6UnM4gQyliczXjWp+hKv5CxmpCKvbcigE2OGCn4YI6F6SIB7nIkdhiqTloJzvGyty7XejoKrUvUFUUWi1U2yVxyhEIxj+wViShOqMLCFRUGawaLEjD2AKscwpRSyUHD9Eq6fZdbRkDUVmXpiYZKqXKBoD/3S63am2s+gGQU2IBAkRCOyohIQ4AmfMFQwJIlmr4UpYw5lewRJ0nG9LK9wEGGbdAVnstKaR1LVMY9ntJyg1hv5grfnRLnS1NpQpMiriD5Q0/Ks+BI/tLb+zGMBhpIiI3cx7VVxAp28I9Nk1ISpd+cynN/sMFDSsQLBzEwKy9UYKOuMTDbSGvQTOhJSNIBMFCwHf9Bl+kAv39u/gA+euRU8n6NlmYwecoV5Cp97IeSa8Sa0Rz2ECClbc/ADiZlqlLKrUnA1VjSNEo8XGRhq5/e3R0mEOjd1Gghgbv0EfiDj2TqmYbG6c4DC2evojL6MiGbwdRMkGWGYSONjUPGY2rgQ7zjzfGjHfOZ1vozQBNEFo5hlhdBVIBAghRT627GrtWyxY2uEoUCRfeat3gUexKNlVNUj0Zijkk/QlMjTm2jksalNpPRudrGNipflfOUy7KCWKS97gvmpGdqXHSQMBM5sjHCyHkMKCMNacLiirsLqjqNkiwlkEZDSoCGVZ2SyEcdT6FVdDuYauOrUjXxn42l0xWrZ26VLVnHN1dfw9F9upVStXfOCoMKYW2FxKsJVwZkc+ZmkeRB6ZKVJzlD7akoMgUWdZJANqmS9Eu1yigWJMnknxjR72e8eYNODm046zZzEbz0ymcwvLcWTSqV4+OGHefe7381ll13Gww8/zPr163/NM/zV43cqgISa4PdDDz3EyhUr2eds5ZLMrTxT+QYAT3rfZU36LLZWXua55577/wqh/gSnn346v/d7v8fdd9+N6s/lc5/7PH/2Z3/K/v0HOHiw1s+lyD6dqUvZeKSei1cMIXd57C+28cEH23jfvs1c9PGNVE65DlrPRFgV/J7T8J7dj57wmSrUcXbfMaTBOdi+xFrRzluWHeLZwW664yXKnsqLkzG6tS72WwbnmoJZO8nAeBtzGaNtZT+twSBrZmNMHGtlptSAg8mcxUPUH5jLMd8jlPPkZR9LyHQkFa5Ve4kpAXkhE085KCrsHZ9HgCCu2eiqgyRC/EBiYfMsi1pCDNVBUY4x6XZz0aUJsluyHChqOD4sTjkkVJeUZhHRHJJxG0kK8XyJjFHhiFNHJCqR1jy60jqrymdTdqHghvhhiCSg0ZAINY9Xqhbjwy2sqXcYDzUaE7CqNcu81gmSmRnsskkuV8feyVauimj8cDyFYQr+oHse3xorE4tCg+FheQoFV2GwqmL5MBvClOsQlxXimkSoh1RlQTwqSAuJRCBjVbvpl8p41iShWsIVNnmKFKoHCQnRjDTNRg8+DuOVfoRiYSg6kCPn58gdXzNJcz7d5lqK/hTF6qF/d239FD6loCb2PaxuRxZJZDxsckyRoyCi6P5cUppBu7SQwdI4mhpDlVsQQqJYPcS4/xyP+M/BcRe6mNFNQmnFUSpk7e2YpsnC6JVISNjCJh+rpyPsQw0VNla/RV5I6ELmwthqhrUl7A5fRpF00lIHhXCCMVFhKLTwAgcjTHCWvJxHZjz+eHGBUE+jipCqiHCw3ExrKqC/0sT2B16L7UuMWjKGBHNitX7SsiexpLmCp2iM3NfLZBgyWg1ZmlSYn6gyVG2i6GgIETJSMVjdMEmgqRT9CEbEJ1lfZd9ILy9PN3JFm0ACKrJHRneZcetQCaEqk+rKIXe59CdXMn/0AziFmhyO0GqOQUHRILtvAQ9sW8Ur0wov+Nv4EEswnneJN2VRTJswFDizUVxLZ9+BPrZPNVBvOHQm8uSPl5g7M9MEpkxuTx+zborO9kFEIkQJfUoTMRY2OGxwNrA7HMShysrgVLrSPi2RKqrwOf30jUQXjlHa1U5xuo6pbIZD2UYuXbuDg4N9uLLCOSv2MzjWSiJV5qXhFq5eOAS6zJZ8G5ct3IuvalxxwUs888palrbO8OCxFvo6zuG9730DG+87TH6ySn1cJlsKMH2TjniMzWWPelXju7NfxjTN42uxwHx9HkKVOexNs8isZ4c7Rrdo5E1zi3hBhc8eCTg9PsZ94y9w/wP309PT80us8ZM4id9sxGIxKpUKkeO2s/8RJEnic5/7HPPmzeOKK67ggQceoLW19dc8y18tRPibQvf5FeOVV17h7LPO5kMf+RDLly//357OSZzESZzEbwXy+Tzvf+8f8scf/iDvf//7/7en87+Cf/zHf+TRT3+Ufz2n+7/1Ol87MM2LjSt/I6wMf9fxxS9+kX379vF3f/d3QK3F7Utf+hK33HLLf9jneP/993PLLbfwsY99jN///d9HCIHv/+dVYf6n8TsbQAJ87Wtf453vuJ3WxBmcqiymJyHYNxvwaOkrxCSdUlBhenr6/5uWHhgYYHJyEl3X2bBhA6VSmVRkMbe++wps2+Lv//6fThy7znwDX7tqC/VXj0O+yOH7T6XzlL0QCEpjDezf38e2qQbunSjxmsY4b7ngSQYOzmO6mOCUZbsxMrPsfWUFzwx1cOtVj1Acq2d2Jklj5xjF6Tru3bGcvxz8Co+dfhFHZuqRRIgsAnbOxPHDmo9zm+mgSiGaFNBglpmxTT40uJszpDVokmB+MqArVnP9AJi0NHQ5oE5zeWYiSlKDVekimhyQt3VmHAUvEAgBmhQQjwka/vBsxLefpb44jKE6RKMVVNVF1RyEBIEv4XsyMzMpsqU4Px5t5mCxtll0USsZKwIWJl264yWiqs3h2TRHShoPlWql1rdneqgEEroIsEOJuOzTl5ylu2GSVKYmYxIGkM/VMVOKs2u6kTFLJSKH9CaKxDWbVKSM7WrkqlG+fSTBw6WvANAVO49FdNMblwiAWQcOVCr4BFiSxb7qo6+yc9OUehxv+heuj6Q5n6icYfS4w8/PIqK3E1UaAXCCMhV3ipTeTZpWDpR/gEDQGTsXgFlxmM9/8RO87W3voFq1iJu9NMk9zITDzFQOgJBOzCmit5NR51AMspSdcVwv93PvDRA3e6mXuxDIuFQYt/bgejkaoqcwVa6VqhdHr6ZD1NETl1GlEEXUJJ9KboAsamVugeBZ/yUK1pFXfS9LI9eSJkZMUnjf8kHmze8n2jaFUH2CqoaTj+HZGoGnYJdMCrMJyraBIvtYjobtanx2b5plSY0zGrNsyaVZ2zCFLAKius0Pj3UiCViYKCFLIY2REt/ubyWiwvJUlXl108zpGiI/kyL0BXX1M3iOgiQHRFIFhBHwwvKPsu+uQzz+yig7/CdZLp/HTR2CznievG1yuFDzrG42HVa1HyUMBRVHp2yZNCZr7Oeqo1FwTL45EGNdBnQ5wAkEa5vH6O4YIrO8HxDk93UT+hK5qTSxeImmZYcQCRt3LEVlqg5FcxCKT+jJ2OUIew/2MLdthFTzNJODrXx1+1Kiasg1vQfwfJmd4+0kdZu37X2aby45k4qn8tJUkr64w7LGMVLxIhXLIBapUNc8zf3PnUl7tMi3B9K0rmtizdVzmf3Ci/TpoxzI1WwO7x8RDEqjaKGBHuoc8l6k6ozRE7uUK5KtnN6Q5eWpDH8/dhcbojeR1iU+cNZG/va5NTQYIQOlgBfthzjt0jO48847/9Paur8t+FUGkN+q1J0IJt71rnfxrne961cww5P4VSMIAi6++GJ6e3v5+Mc/zoIFC8jlctTX1zMxMfEfjt+0aRNXXXUV4+PjvzEB5O9cCftn8Za3vIWtW7fytc9/i/vDXdzo3UDF9rAsh2pYBXw++tGP8ulPf/rffY0//dM/5d577wUEZ555Bs8//zzV6jY+85l+/vEf/onzz7+QH/zgIQCe9x7i4L7TaH7tMCJe88iLrHCZ+m4zM9Mpdo7WMViSeE0yQrEM5dEYCWUWRwi2bFrIeVc8ztIVm/AqIflDDbSt2c3u726gre0IdQmHRlGhWq3y7d1t3NR7jMcGOzklM8NCI6ToKezN6+ycgFVpmYwesHmsjr6Ew/D0RvLRFZQCh1NiKqrr4HsKVV9GC1yO5jXCmE+X6lKwJXwrIBktkrUUfEdi2pYx5JBGw8Os2PjbjqKvmoP/yCCKZCNsDxmH0A8JAkEQCCoVHc8KGc1FkB2PctmlTlWZ9TxmwpAFCRXdc5Fdh6hapk0V2HKS5c48nnBf4JjUgyoFRJWQqhcQqPByKUmdPEtgJVBVD9dVGJ1JkbVMnGpAYPvIakC1LPCqKtgGzckZYpEiSyJRDpWvZEflHmIihaQGuFaIJoXIjkCzJIqhS0EuUa2UCcJaD5kiJ3DsGfyg+gvXhyE8ElIE2w5fFVwBVKuHyPLqEnaxNEY8cg3VahWBoCJXSIb1GJHm42MsqtUqtn2QvDSG402RMOejoDNr10hIqpxh2hlHl2IoQYaKU/45x6Laa+1kkprHsapkSOndlOwZ1mrLSMaWM1r1mayUeCp8ivun9qEqGVqNlRSCmn7hovBUmlSTuCrwLCiXf6o/KITETu9JbHecVZGb+OAL9bxvOsqaRXuI1ueRVA/Z8QhticCWCCowkzMZKSTZmE2wd9ZlQBqlv/QdPnvaGUzO1FEpp/inkSSyEGR0mV3VHK9viWL6FnIY0BSd5PeXTFOXyeG5KrlcHaZSwFfgX7as4fTGLJrss7T3IOXRGI/Kl5Pp8RnfMU3GV0n7Czk9oaK6FRqNLNP5ViKBw+68RsVQmWNGODSTQRYhK1uHaGkaolWEhKFgz94FnBYzOTYj0xYJWZ7Ogu2hSxWMxgpP//MGTr/oGSpj9Rwd7aGvpQoFgaI6yNEculYAKUDIAX5FR1ciRGnhwc2Lefulj9M5fw89e+dS8mR0Knxx23JeO3eYf9zTyi2JK0iIQf5hTzNOWCaNhh8PyFajWK5Ga3qYzzxwNue3TTBRiJFpiXD6jX1M/OsWUsVZDK3Cc8MKKQ0k2+eIvZkl6nm8Uvnm8XOp8JrGRgbzAVqdzbFcwDX66/jm5OfYedE5fPyxVVzSluWDR6ZJKEMk56T50pe+9DsbPP6q0d3dfTID+RsASZJ46KGHuO222+jo6MCyatf75ubmX2r86tWrefHFF9mwYQP79+//dU71V4bf6QAS4LOf/Szbt+1g68sHGKs6BKJGDpCOexl/5jOf4bTTTuO66677heNf85rXHA8gQ55//gV+Iq3ZHlzA4/+wi7d86PUcOLCP4WMVqs4IX97fxtmFImEqxb6xduYr+2m48BAPfOI0xqoqBwse41WF0xscfrx3KQBVT8EPBWP3XMNrL/oxC+YfYvBoJ62+hKG4fPlHF3DLJY/zuqt/wKXHlrNpX47B2TosX/Du/hFuSCyl0fBoMgMmrJrQdlpzOK3e4Ugpwtvqb+dbs/djuWMsKdzOaDXJjAM5O0SXBO1ROFjQKHvQaEBncgZF8qn6MlO2zFA5ZEGy9smjiou+ZT/urZfCcwZVy6Nq67VeMV/B82WqrkbFUxitRJmyFcaqgvWNCocKgpf8A1xoLEaVwAkkcpZZe13VYVn9JH7YSLp4JiOVAFUSqEJQ8gOKvsvL7g95NHsuH50fI6bZ+IGE5SmMVUycoGbJp0kBbijoiBUJQ8FMOUYyUmbD3MNU/R7apFtZlJBpMV0kAYNlFTuAmCIz6dn00cr6+ptRBUzZNYtHGYmMqtEZlYgqIRJQ9gRTNuy18pi+RiWylsagjQQmcVnFkAQFz2eYLEe9LQghUXUmAciKGr08JGTC3ouqr8QPa82LqpIGDRQpQtE6RNzoZQVnYIUurrGIc5JpmkyPjO6Q0S1kKcAPFlFwdMYtnS9NDnK49Oir1rCmNHB55Dp0STASLKfg+TiBxNKURFyJAes5Vj6XZ6pDHCzVfsgieidIkNYFeSekK1xAUR3F9Yv4QYkwDE5IGW2u1Dyin9sObK85Dbm+xUJtPZ7w6HeeJ66pKGKKa6Md6BKkVIX+2Yf51tI34HlDPDDQydFywGOVr3GO+SZUtxac5F2Fr/Qn+ciqo/Scu5Hszh4OH+lGiJCKozO6bQWf3pdgk/8Ih4uXMj8Bd/Y30WDAoj/uZOSpYY4UA8b8IudEu2g0HKKqy3cOzKfNdHhpSuOazlmiisvubAOOL3H5ot2YkSqJnmHktIVoS3PWVc9zlmXjD7o4k3XMDjciKz71Zx/E2lvH3LZhvFKE7HgDpy3fgRav4JZNvIqBkEKE7GPOncTLRVAzRSTVJ1uJcU7XAC+9vJpjxQR3DBf57nnDaJpD2YM/39HAjR0OEcXj6wc7+XHlDhZHX0PeaWLndBMlV+GK+fv4qyfOIq2FzFgmh70Ea9+zhNHHBlCPTbN6fj9XPtFEVRzk7YkeHi4NcJl5NVOuxXmRmzkto1L1BN3RMpIwedc+mzmBiyQEG8+5iPXPDXHPkjQXb7qPC1JnsVMdZ/ODW36mZ/J3G2H43wui/7vjT+J/FqZp8vWvf52PfOQjPPnkkxSLRV73utf90uO7u7t58cUXueOOO36Ns/zV4Xc+gFQUhfsfuI9ly5bx9MTdvC75JqhAEFicZbydve6Pee1rXwvIhKH3c+Ovv/56tm/fzic/+UlAcFX8djaGO9lXup99O6Dp3o/zl3/yUXb8zUa+M3KUYbuKvcdAvTTFOWs38p0/vogrH5hh+4zBv0zewQ2p27mmc5YHB5PcvGCKiXKchOrw9HiKcUtm33eu5C1L9jI0k+Hod67kgrOf41vfuoK2L7vct3w9C7sHmN86wpHxFlpMl7fKS3g+azMkjXC49CiXxW5lWV2F1ljNGaUjkWd3tgFJXMOXp+7g+fIEtrDoDdtY3yjwQ0hqHg2GxTPjScarsD/bwNzkDHWaw9acSlITROSaV/VYJUr5sEzDvhx7O05j03f6qfg1dmdKVUioNctiO6iRZIIQmk3oSxSRiHHn0Wf4RmULC8yLmVOopzceZagS4ewmh77kDD2JApafQpVkRish067LbGhxkM1Y7hirUimGyjZLjGqNLW5LJFSP4YqO5QtKkkRKc7E9lbnNo5iRKqruEPgSNycLPLV/ETHVRRIhQSjQpICjZR0/lDjNyNCgh9gBfDX/IoZIggwdfjfTrs2W4lFGKpvwgxJ1kSU0SHM4WPk+S6OvZUHQy+KkRovpkdEtGs0Kjq9QcOJ8b+hicn6V6UiWMXcPBXf0xPqy3QlGxS4iSq0xe66+Dj+AXeUayz8IXXwREBM6rUacpBaQtRVGKgqKiKDLIa2mS0J16Y6V+SO1lY3Z23nE2s7Y8bK6402RVAULkx43pUposodxnCg1a0XYms3gBDDm1e6KFTnF1ZHLaTJqHue+IugME0xJi5mw9/xCrcufRdUdZ755KTYWVVHGdiew3QkS5nx2Fap0GCYNhkAUFJqiRTYPdeOFsCcYYb35RgakQUarO+jRzmTSEnzyjP30nvcK0zt6+cgj65l2alaFK9Me+2YVdosX8YIq35n9PD3+Bk7Tuvhx+mlOrz+L554cxw9D8lKevJOgv6hR9WRkATvzOmc0OLQnZvijLQ2cUadz65oteK7CnRvXMmfvEjqTOeYvOki0dYrQNbByjQz1d9PRc5TkmkHcoShf/95VvP7Sx9izeRlL1m7DLsQgkJBUD9+utceYzUUKu7qYncjQvn47SAFz6idJJGv7NKLZ/GuLTfuK/ex7YRXfyH2BP267lawT8NmRKVoDlYQ5n7vW5Zgt2wwW6ji9/Ri6YbMwadNoVDlWinHmuzoIq1NEt21nMIgxmUsjo/CB1i7+ZvQABjGSqiCpmlg+fCH7PLdnzsANBX85cj91+hzW1Xdw+bzDbB9v496lUQ7k6/jzeefzNyPP8tj3H6ejo+O/dC0+iZP4bUFvby+9vb3/pbHJZJI/+ZM/+RXP6NeD3/kAEmr0+0ceeYQ1a9bwYPkRzjLfykbvh2znec6JXMhzle+S93MIIeF5LrIsv2r8Jz7xCY4cOcI999zD49XvUPUmqeXjBF/8wZeYs+iD1N24gJu/adOXmKUykaEuN0XdBVVadhWo/NUh/um+Q7S94TaenXQYLEURAt67S6NDROmNy+QceN7fRFuwlsnZFAnd4lA+TXUmwdKUy1emR/jAXonbZlfSaNbKqRHFp+pLrMtodEdbqDduRBJ54rpFXbSEJAU8caQHQw64ce4oqridByrbSYVNpFSFrliBOqPKVCVKQ6TEvHiE7TMqr0wbTNpNdEcrNBgwVA6ZdSVMpZa5yjoygw8Pcdq7FvGN+58iH2TxQosWt5eeIMO4W+UV+x6CwGJO7CJWWfPwA0FXrMLyyA1kiHN+o0zBlRgqQ851eWZCQxUpEppDk2ljByYg2FsIaVdjrDLOZUI9h6QKccVjploLuLxAYtpWydoCN4Rmo6bNqysuudkkHfEy0cYcSsQi6SpsiJUZGW5FkgIOTzdS9SVSmg/IRJWAzdmQJ91HOEO+mLMbJBoNh9GqzmBZ4kC1xM31b6LFrHkhR2SfGecdCGDcqrG9B8sKh4sKuhyhJ+7QYlaYDFy22vcTBJXjDiKvlpCqOiMg1zI6FVEiED/V0yvbR3mBr6EpDVwsv4ZnpzyOScPEgiR6qJGRTDbnIKNFuaqjQFR1WZ2BQ4PzObduBUesEqPyEE/b/Xz1yOMocoImcznnakvJOz7rG0Misk9fImRJZR3jsTl0BR0Yck0vM++AHYRsCQ4xVHn+58r0PwtDbcELqlwZfR1OELCPY7T6baxL3c6P3VeYKm+hPnEusoDDJY8w9HB8hSAUTFtQJIsf1nOu0cOCxm4SqkeDOYOu2/iFKIEv86i9nVPFMjoinMi21kdXEBy/+WvyG5iwXK6/5i2MPDdKsxLQnJBpsrsYtTwezf8Ya2qaZnMlr0supiVS4Y493Vze7HPL+T9ieqyRU388QkqVmDvew+q6bppH25kTL+H4EgGCKy98EnPeOAe+s47+8RYuXbKDsf4ulp25iX0vr0RVPOKxMgCS5OO6Kl984DIOFQP+/LQDZLf2MTLcStfcYwAoqosRLxNpyqG2Feiae4wvj72JLTnBk9kK62MdPFrdw8jtebyKhVvVcXcvAuDxvUuoejLbckkuf73KVH0zfQ99jX8eWcBNvce4ZtsEf9W5lD8+tgk3qPKW1IXMjbnsmVX5dvYO/nruLTToVZ6eiLDBvJZLWi0uX/0chZkkLZEyjq9woFTi7vIrfPbv/+6EFdtJnMRJ/PbjZAB5HMuWLeP+++/nqquu5qDYwkrlYjzhsynciyVHwc8BIYqi/JzQuCRJfO1rXyMMw+PlbIBa0FGxB7n/ji284RNnsvmsOoJnoXugg7rKGH5HN0uW7sUqRrH61vDBP/gSt+/pIvAU/v7x83k0ewA1XML1dSrluMIF8lISap7hYpKUblF0FbKT9VzYc4BLx27hR9bd/PFgPRdqF9EWkTBlUKVaSXWwbFD2FGKqiyxCbE8lrleRBDw/qRNRklzclmWdOw+ARnOcTLxAGAqSRoUdky3MT86iSQmem1TJOxKDmDQaHqokc7gIfqiRVH3iSsDWnVMsylZYvb6PF3+8D1mo2FhsCvYxXH3mxHc3UHqcVcl3MlCKktFd3t6mMzcxSxgKpi2TUzMu9w+meMntZ4U9B/m49l1a85i0VJp1jWYTOqMOa+pdjpQiFFyVqOqiyR4FV0MImLBC0rqgyXSIyB4lR2fWMpntj7Bc8cisPIiUDNCbZ4hm8owf7mRe/STHSnPJOzUCSUrzODWj8OGuRfT0PU28dwhJ9whdGWu0no8ON/H4rip5R2W4orG2foaE5tAYLVAXK1GoRNg22cJgWWegFKJJGknVJRLKBEEF4MT/f4uY0Q2Ais6If+Dnnu8wVjHiF044AM2LXcJpkbmsyVTIOypV36c1PovjKahWhEXxJDk7pEOLsrm0hTqjl/Xm2yiKCu/r0sg7tfLtthzEVBgoO2TlHKP2DpqVFiKKjirAVGBbdZRj5R+/aj662oSppLH9An7g0G2cxhqtg4VJH13yGK2qPJndy2H7Uc6ou53blDV8orKN+wtfAODUyOv5UMc7mbULFFyVrljI9f4K3KAWtE5aCg2GjSL5KIpHcaSRh7eu4sqIgR/CQ4UhLMr0xDZQIovrZQG4plXlQWGxcFk7n3vfj8nny5SlEqPuLoLAZZF6Ltd2xKnTPFSpyrcHkrhhwJV9+7n72fVszep0K82sM5uYn3AZrcK+WYX5KY818w8hK7VA9cija3lxYB5XrH0F35NpXtLPnudWMzhTT1/TKJF4CS1aZfxYO48eWEBUCbhtwRQVy8D3ZHpX7sHOxynmUqTbJjCasyinRBAlk2IuSXusgCoFXNVZZm7bQb5wzRbCjja852cwAHVfH7vH27B8ibGqwo2XzDJ0ypWsn/koWwaXYPlwMNfANxYZvHvfFLnKTj7Y/k5WZfL8zSHB5spd3NxwO4eLYMgBHdGQc1rGWbliF8XpFPfuXoYbCK4480Hu6S/x9ttu5dZbb/0lr7a/GwjDX4ETze8sxfUkfhNwMoD8GVx66aXcf/99XHPNNTSIDPXKXK4wT+ExTEa9Ml5QY7PW1dXhui6K8tOvzzAM7rnnHt797nfzjW98gy996UvUdr9gwD7GS/9Yx0V/uop/HXiAz78kc/hdKigaklzhTx47g6/96MtU3vIBEl/7FEjwF+cdZdnfvJY/P1zhA8cO8a/z53DF1ntpiK7iCnMtrWaEs5onSKZmGZ9oxAtDDLWeknWEB51v0B6spdXvIHnck9kOfbKiQE6MI5BYJRZyTUcVy5eY9Xzeuvfr/PXcWzilfopUpEwyXkSSA2YLcUq2weGiQc5RSakezaZAlWrewhndIarIpFSFoYrMjCNjyLAoKXPs0THOvXY5W54YQAQyrWGalNpOc/NiDPmnQtaSAC8UVDyZBsNmqhqh5CmUPRlT8bh14SB9I3M5XJRoMqn1t/kSmgSLUz5+KDCkgLZYgaRmM1yO0V+I02JapHULAfQldCJKgO3XsneWpzBQiuEFgkP503lNKKhfcRC5UyXWPsuc9i042QTdvUfo39/LsZkMW3NJeuJVTN0m0jINnkzgySCFmF0TGK3TvL7vGON751EuR+ifbGb3TILDQyluXXgMVfHojhVJaQ59CZmE6pDSLVr0Zt4WvZ0jFZsCVRYbKZoMUKSQWUegSPCIfxCAFr+RBElCczUHxFaaRS+HrKeQUdluPVBbn5ElNPiNrEpXWdQwznQpgRAhTXU5ylWToWKStkhA1hb0xOFc9wYOigGerX6FntgG5qSgaJt8f6SOtKbiHU+IJoIEtjvBlD5No2EyY0sMVVz2Vx78ub3kB1Xy1X0IBMsi11MXxDhWrbLHqtImJXlNZ5lvN5+GqazC8afYms1wW8NtTFghXVHB8royslQiaxnkHIUtOY96TaUnEdIb9+hN5pmxDWYsk3I5Sv9wB4bssyZTIWtrzIm1MmN3MGXD4/YMshQjCC0mLJWrrl/KSy/sZFvuBSrOBJ6f5w3p2zFkOLOhzJaczIGCTFqHW+ePk44VGc7VU3AVVqYdfjB6FENuwvIlGnSfxUkbTfaJJEoEvsTA7j6eONJDRnewyiaK6vLA/ZcjiwBFCjky1cR0IclMNcL81hFUKWRZepa+9iEae4+hJkuUBptQTZvOCzcz+eIiwkAQX+OC7RCvz9Np6yyMHaFuzghapkDQ24v7yDja2UlEqUjhgQjPTkaRBVy5tMzERZdwivNFNn5pGbO2zsfOe5mth/oo2Dr9pe/x5sztnN5YUxLQwwim1kZGD0mpAY4vcWbTFPXxAkIEvHRwAX4A17/mq1zwVZW33XbL8RaekziJk/jfxObNm1m7du3/GIP7ZAD5b7Bhwwbuv/9+rr7yGubgEZR6aaadkpGlaAtcv5bJUFXtF7rVnHnmmTiOczyAFAghEQuTeJMVHvv8Tt56+5U8/hdbgc0I10JPFdlj5Rj7wUISl5QQURCmSlif4TXvuRvjn69je24VfjjDtYl3ktEFqzNV+tLT1CdmsW0dTXU5v1lQHDuTlzlCEFQYLD3FhNrEIvVc+rQ0UUWh3q3nkCsxIR3jxWATK0qr0eTaLW7c6GXnjEJbJEbCrOC6KsIPcT2Fo4UUUSXg7skc12YySMdvqg259vl1KcCTA+bGAoYqKkPlkLgqCDZPsuTauaw7dTE/2vQKx4SD4rWQdxQWpzyaDBtFClClAEGIIoW4gcSMrVNyFcqexO6ZBF2pLBd0DPL0cAcFR8WQA1QRokpQ9SQUKeRwyaArIZGOlCm5GgXXJO+qhEDVl/ECgeVDRIayp2LIPoYccLii1bI0o83EmrJEG6YgaiLP0TC7KphekVUrjrIiZ3Lq5sXsPdZNtphgblXHLUQZ6+9C123i9XmM9CyhJyNEgGFY9DWP0pLIs32ilVw1StKoEjeqaLKHH0oIERIguKClwu58hBZNR3EETgBlD6ZskAV0RmGp3wdARJIxFZNFScFyZz07iiXqjHm42MyNnEuDX0+9bKIKgSGX8XwZU3VqPY1SgCwFyCJEFiEZXSKiBHRHVY5UFSJ6Jx9ob8TUay45ikjjBiGGJhAI+sOtSFKEMjMUnC4sH2Z4dcZUIBCSyU/IZCEhdcSYG9GZsgNsr5ah+86gwYq6CAnVRxEhEiG7i1V0IVPxNfYXInRHbWQRklQ9VtSpNBkuCdWjKVLGVB125dJ0xWqf0QtkNNmn5KpkHZmRiqDsBTxuP0pcbUaRo5yqXMekorHm9EYe/9Ae1or1jBo59pS/x7KURwBkbY3BckBvvNa6IEsB06UE09UIKdVDk316giUcLHqMV2XmJ6A9VmDlst0oEYv8SCMbh7qp+hJzUlnGJxsIAgk/FExbEQ4VNao+aBKc3ZSnUIpyVtcR2ucOEp83jKR72ON1yKqP2TZFfvtcBgfbWXbWJvBkwkwdib5BjPQsflVHyxQQZ8yFrQeRDQMkiTCRpCE+y+pMjETER33DGhIju+iIPsVE9CJ25NI0DXayct4h/vq5tQAsTHoYssef7DHYWv0al8VuJWcLLu0cZfNEM3nbQC4kUY92ECA4b+lTXPQVn7fc9i4++clPnmRcn8RJ/B/A9PQvlpP7deFkAPkLsGHDBh546H6uvuoaGhWDfiY4hTVEzNN5rvIgM8EwEPKlL32Jd7zjHT83fs2aNWiahu/p+EEVLVQpuiG5LZO89MghznvPcqzDAml+C1rbQcpSmdc/sIrHP/AKlatvJ/qDz7P7U/NZ+sYJLr1jNztfdxZjlShXtld4YSrKE+Mme2Y7mBdrotGsMmPrbJyWMYSKqmRwvSw9sQ2sN7pYkPBIaVXcQKLgKvR5aQaKGV72+nlh2mNOVKM7Cl3hhcd/QHXqKzFKlknV1Rgpx3h+yuAFp59hews7869lWSqgxXRoiZaoeip+IHADibInMyfm0B0VTNkKBRd2PXKM1VfO5dlNOwkI2CUOMJx7BnJwhvkWOvU4S+p82kwLSYTYgYQd1IKrlObhhYL+XAOn9Rxkg2Gxa6ydilcLLhNqQPq4a4gfqgwVE8xNztAcLZK1dUYqGqEpCELYOGMhCcFlzTJ2IJG1NUarMvsKDgJBzunj6lKczgMTtC89iJopILfLkIgRtiYI65povj5J56GnYWQabyxG4MqkMjP0H55DXSVCqmSiaDW7x2NjrcxUIxiKx8LMFA8f6yCje8QVH032mXVUXpxS+GH1AWx3nPe2vJOoCt/OfxkqIAmNWxtuJqrAjAPPe0/xZs7jR+WvUa1WWZu5lWWpMpe3O1j+fAqOxtGySd4Rx9nyIc3RIrIUMK99CD1iUS1Fsd0aaSOheiRUueYJrkqscedSEd3IwkJTPL7f38NoOMP6SAYAQ5bpCJYQmIvokxo4Vg456OYYE0dQ5BSGmiYiZ5CEjBdalN0pPD+PpjRgCpnTGypMWjqWHyOq+ExbClUPDhcV/DBEkwQ9EZOt1SyHKllSpQyxrEm7HqHRgLkxF1P2iakuVU9l70wdR0oyK+qrZIsJ8rbBU+MJtpTz7HIeOlGybo+djRNWsN0JXnC/xoLzfo/tO/byeP+/ANASW8fn+t5OnV5h32wcNwAn8Nme91iW0nB8hZ25NJYvsTBZYEXXAJesqCArHlqkimLU5Jw8S+PYvh4e6e8j70qYcsgr4634oWCoIrO7YHFEPsSsN0pCaeZj7T2cuWwnqTkjKMkyoS9ROdaMbNqYcyZhGHY+dibfOdTDTQv3gxQQHskjRUHujqCvSeLXNeMrfWg7XmLshSWkewYhWU9gxFh4ym7u+vY8Trl+EYVZlbOlf+ThL76WeY3jvPem71IareeFbSv5l8k7eEfD7Sypm+KZ8SZ22t9mYfQalqYkLusc5MfDHahSSG/9BEvOfYXdT62lrX0zNzx3hDe/8/dPBo//XwjC8L/n/x1y8rs9iV8eTz311P/o+50MIP8dbNiwgQcevJ9rr7oW14etEThfPoO0eQpN7iL2O49zyy230NfXx9lnn/2qsbFYjBtuuIE777yLlLmQbZW72SE0zjHfxF3fu4+l897Jj2Mf59LRzyDUkL+Ym+B1O7/K/g+cQ+8/76d63rUsjT7CE39zJef+7XY+9I/3cucHryAElqYcnp1UWZaq8sR4hF3OLBWRZdjehu1OcE7k7VRUhzx58k7IuKUwWFGYdWCPlT/RIwegxq5ggdyBIUGd7tNo2KR1G9tTmHYj/HA4zo/cF5kub6clto6bkjcwbnkUPYU2EdKWypEt1rIzfihIaS5BKFClgDqt9sMaHTqA2tjN32/ohMMTlN0k/YVbeXYyZJvYyabSYTZ6qzhTn0ujAX2JCt2xIooUIIlaRlKVAmxLJ5WcZYUUsHe8DVkKkICY6jBUjpJSPZKaTdXVAKg3LEarKkVPrmXbVJmjXp5JK01KE+QdmYNFj8PSIFNeP1LpAh441sLS2TqMI7219yfEDWRMxeWs5TvILNuKWBjHX7EcuXcWdeAY6boSK1qnIJAIfInyZBrH0fADCUPxuGegkRV1LouSZTZlo7xcLNEhJ+iOSTUiijtGwpyPLod0xVz+LHIbIxWJsaqPG8KsC/1lm0S0ZnG1NHItBvrx3jaTsqdiBxKqCFlWN4upuPihIAwFuuJiaA6plmlK2RSD483ce7idrlgtkI0qAbocsDBZYUFCYPm1LJ7laIxbEnvsR2grvQ5ZCKa8Cgu0elojAlmAGwCk8TwPV68yPzyFOWoMQ4aBqk1WLTCs7CMttXNVW415nrU1UqrHWFVlyq55pPclQnSplsl2A0FbJM2BQpqZwMVUFH7y85u1FUDBK+vMOoJDJYf1jeL4OJnd+Tg/qG7HokC9Mf8Ew3y49NN+22g0wnkXrObjH/8rAM6L3MxFjRItkQI/Gk3jhdBshqzJSCTUkL7kNAdnU7wyLZFQJQw5hjLUTX2kiKZ4hKHADyRKjsHW6XpGKjJ+WMsuOr5gOpSw/ZrqwMK4wUIWs6JuHvOSM+jKFPsO9eAemI9EiK661Cdm0Q2b0o6F7B5v4++O+HxswTTdCw6j9xTxlq3CjSQJFQ1t5ADqni2MPdjHc7tfw4tTCf7QUWg/dxo/lsa8SuetDS7DHXFO3/OXfOG7b+Rdv/dVrOF63JKJatp89XCKj3Xexrx4if5Ckp0zAa9P3USjARe2jXJsNs05raNEdYtkvEh1PM2sPM5Nzw3w1t87GTyexEn8uvD000/z0EMPMTg4yMzMDL+M30upVGLr1q3/A7P7KU4GkP8fbNiwgfsevI+rrryagn2Uh9wJlqoXsFc8xxrjJjZa3+Kcc87h4MGDP0fZ/9znPsfWrVvZs2cfCWMBbfJiDoujNIe9fP3vN/LmPz+Lbbtfw6qWz3PWsh3U9S9l5Y+eZvf7zmTeXx4lTCQ4/8NP4r3kwOnNvPEv7mPRW87hT7tTXNtp8dR4glVpl4HRCEv0BvrCTjZrW9jNFs5STqNLxPDCkMPFkC3hPpJhPZKQuCp+G62mRJ0ektY8ZFHL7CzITNGSmSaeKqBoLp6j0h6fx+6dvQSRgA5/HikNLF/hYMEnruislgLqoiX2zmQYLKtsyVtc3KzSaNi0RkvE9SqK7OPs2kr13D7m2JuRRcgpwNWOimVHGJ9dz3g5hhtUiakuhuwR02wU2ScMBVog4QcSiuIhyQGa5tCZzDEwU8uMzTo6UOvFVKTwRHm45KpEjjvoqCJk3PXZVr2bc1O3U/ElRiq1vtCOoJ2SnGWPOIBWWUh3VMENag40VU+m7Elsyvl87HAPf7h5NZet2kzT5fsJ6+sJ5nQhtdkYnovI5vCnYHa4iZl8kua6HI6rclGLQd7RGa8aZPSQs6QU48c1x/utIgA9YhWR4/qRc2MV5sYg72hsyckEIazLaDhKjVV7SiSNJ/l0xSoUHJXE8UC94GjsyScouRK7Zj2yYZkbW1rYsGAvQvbJTqfpz6f5/OQdvM65nWV1gpTmYcg+DUYVXfHwfBk/FOyZbGFbsYjvF3k5eAlNinBD6hQ6Ii4tZhVD8VEk/7jepcGMvYYjJQNJhGQ0nzX1IfWGih8uxw8EUbWMIgXEFR83FMhSiBsINubLuMIjRq1PV0GQ0TSSGoSoxBVBo1nrw5uyZQpuTZs0osDp9SrrW4cJQ8H+XD0ztkAjQt47xoyz++f2skBw7VVv5MiRYwwfdTndfDOXNEu0RyuUPZU6PaTo1toH3EDCVALyjs59wwFH5QO4ts3I+CJ2ztShS3XAT6SoavJVcUUmrUFKC3H8GuN/1oG8G+CHIYsSMl0xm+cmDf5gYCNVZ4SG6CoWBMto1016EiELEkkqvsKMrVHxJa5tDMlZFi+8tIbktgrxSAXPDylZEiV7JQPFs7l/WLApeIZ18rlsPdxH284d6JUyA9vXMDz/HM6wPsZDD53B7/3Bv1La24FViJLsHmXPc6t567w8mUiJgzP1vDCpsqY+JGtDXA2IaDZdyRzLTt1B4Coc3DOfYv0hbnhxgpvffbJsfRIn8etAsVjkpptu4oc//OF/aXwYhv+j+/JkAPkfYMOGDTz40ANcfdU1zBOnsLlyFxdHb+EF74kTx/T19f3cHUI8Huehhx5i9erVFPKD7AsOoCr1nKZeSWto8vVPP8O7P34RdeVzmbvuh3zopbfz5yNVbnymma+/P8eiTzXj9bYjz5kkrBQgCLh/fZ6Lny2wUixkbcbnYFHlqhaBH/qkNY8znVN5fjI8wWSFWglvuPQMXeZb6NQjLE97NOgWfijIOyrHygpZW2VLroPW4TZWZmZoTc7QPe8oC3r7+aSzmLfsl9hYuZOEuJk6VeUHpX9hIHwNS6aaWd51hPmpGRoNgyUphZ15mYOFCOuBbrmWpdG2HmBmxSmMRhajD49iaA6K7KNpLp0Nk9THChSqkZrIuKdSsA0sXyEMa9klVfKRpxqZ21YTUXZ9GU0OOFyMMW0pVHwQQL1ZIaCWFarTbXKOWiPNyAHrMxGaC7dh+TVxXlOBWadMvYhTTyf7SvdjRWepjp/KpS2CjO4wL17ADSRSWhwvbGLaEjy8eTWZ3UvprJsmHi3XCD1Vk6lCkjAUCBHSms5S3zyFrLnE4yUisTLFfIJv7FhOZ8Sl0ZB4fjLEEz4RvZNuJcm6pjF2ZRsouio9yRmaoyFdcRU/kHADifEgDsCsEzJRdlheJ/PClEJzKYkkoNnw6Y5WkaWAshcne1yKUZZ9ytkUpaqJH0jIUowBu8T8IEJKCmg0K8gixPNl3ECi5GrsnY0iU7PkdIMqF2pnokk1i76co+NZEpoU0BIpkzYqtMXzrGz2Ttj82Z5ac//xZSxfxvIVxi2dMATrOIkprUODESWqhPghWL5g16xD1nEwZI2OiCCj+7iBYKQqc7joUQ483tgdsCA9RXPDNGEg2HFsLpZfk7k6R+8jHe9j26zNqDTJSqWDjgiYSkhZVli7YR0PfnYLqhQhiooqhXQkZuifqT+R6TxaEkRkaNAFj4/GebZ6B82x04iRYb90iO3OLEEYYPl5bDeHLJk0Gos4PVyEEILJqiDnBOQ8m5ik0mIqSALuLexjcPSn5aWW2Dp6/PnUqzoJDSJywMFCjKGKhB/CgUqJCXmcJWIuS1MRgrBGydOkGrt3z2zIy8FOXp9aweuTZzBUkcjZOlObF6CaNvsX3UTPxu/y6A9O43Vvvod777gJN5B5zZU/ZPpAN2EoWDG3nzCUCEKJY6U2orLPoCdxY2/NsnHx0r0QSBzYvQAa9nHetyxue8/tJ4PHXxa/Chb2f3f8SfxG4T3veQ8PP/zw//Y0fmmcDCB/CfyknH3NVdeyPnYhduBzoX4h99v91OR6IJfLkU6nXzVu7ty5fOtb3+KSSy5BluK4XpbtyvPk3GWQha98+mlu+cgbiOmTvH3Do0Qfu5BvDYZ8+OU6/vjdYyxdvpNISxanolMe76SxdZz3t5zNX41uwZg5ldYI5B2ZkicIQ+iMVumJx7hOeSeP2T+maB0i79UIES9Uv4bPm3CzUTqjEeJKgB8KMnrA4qTDjKNy78Qs/zi9h/c0nMnVqktD0xTzmkf5rLWMbbl1jFdhWZ1Pk3k7ewsO9x3TaI5liGg2I+UYGd3imjlZspUYA8UY7kwGVQqQZkLkZ4eonrKW7OaNpDQbU/HIREpEdJswFMhSgOfLVDyViaqJGwiGKgrOcZ5SZzRKMlLG0BxU2WfaMvACwUgFSn7AijqPWVtHCGqsbNmnJ17ECWS8QGJONKQ7ClHFww8FR0smESXNSCVgIc3sR5AWHWwJX2Zgop3X1c3BVFz6GsfpaRzn2HQjY5Uoh4omIxWdw4X4ifM8L1GkI5Vl3sJDmA0zqM018WdvOgaBwGyYITVnhPd3jvL1xy9EFSHlwGNdMkWptJxD/jSq7BFVPB4e0RmrNtFouJiKhwRYvsxUqNIFtEQEbbKG7btkdHEieFSkEMuXiUs+TWZArGTQYlYxo1Wcqo7lamzMGhhqPXvCl2jInU9aMwimDKp+yGF3hsPhNhrlHi6JxbihXSWqnIrly6S0InW6RUy3sF2Vp8aamLQExqxOSgtpMx2iikdKt1COl6NTmk3e0bF8mW0zEbbNVuiJRFiZduiOFZFFyEAxwWhVZWvOI6Uq9MY0Kl6NOGQHMG7JZC04bBdpUqK8p7fK3PoJGpsnKeYTPHe4j225CFkbCq5HQlVIagFn1WsMlzuYn/Qoe7WycuNZ7WSHSwztzXKqOJ2/OHWIqGFRqpoEoSCm+pQ9hbLnMy8ukXclnnR2AeAEFQas3ShyFFnSMeQUTeoCHLWKQKLV7wQZxqshO4NBCuEkC1iKEILd5SI6ChnRRE/kZmQE4yLPWHgIVcjMi0ksSZUpewpPTAj2S4cwiLFY6aBdmseKuoB6vZZlrvoyWVshawtmPZfrkys4Wg7J2hHmxAPaoiXKcoZDyTejPrOLqU0ur3njd/nqV27i5WmDT1z0AkrEJj13mETzNGqsSuBLvHCwJiPUEqly3pzD9E81c7gYY/n6jTizMQ4WbN63eZLb3vPOk8HjSZzErwmTk5N84xvfQFEULrnkEi666CJaW1tJp9O/1J4rlUp86EMfYvfun6/A/LpwMoD8JbFhwwbuf/A+rr3qWs6Jno8seviL7nfy1NQML1S+xxVXXMGPfvQjIpHIq8aNjdXs3PygCCg0KX3kqD02evgAzh3jeLe+j/MXfpib5Me4518uQRaCBwc6SEVLzO5YjCRC+vr6Adg5ozFZ3sSOWDN7CxqXpZrojrrcuPZlMguOcWU2wd6tS5k3cAF/N56nZB2hIbqKEJ8JMU6d1031BAkFzmieJK5X8QKZDb1FotEIvr8dIYW4tkYQSnQk8iQ0m5en0hQ9ibOb8lzc6jFtmRyeqWd+/QQZ3aLqKcztGCIxnSGpV3H82vKyPIXJFweIntVNubWBwrGZmph3MU6dVitby1JI0VUpuSpTdm1c1YdjZZcmo0b8OJJtoKsuS8k2aDRrJe/ehM+so2MqHkJA2VPYORMhooQsrytSb1aQCCm5OrII0GQfN5DwQkFU0ThWljgaTNMWW8+pagfjdhMDDPLZyYc5O3cJS7ILuLBtjLa6LEvn9bNBd9AMG8Vw0JIlJNNGitgIJagRjz2BPZTGLUYpTtXx0r5FNMcKLDt1B0rE4qzOAfqnm7i0OUaLWWZhopFJS0VTjqJKAbO+y18Of5WI1kmj2ke738bShE7qeLzaZrqEko8dSEQU+Hr+Kfy8x43xC1lW52P5CiVXIiIpnDpnL7GGHKP93ZRdjbwT4vhFXC/LC5JJLlvzwY4bvZTsw4RhwPmJc+mOuqQ1h6ytM1pVSWs26UgJVak51KxMz3LP0SSGLJCEoOrpyEInIIp/PBHvh+AHsK9kMyoNcdR9mU2zMFK9ijo1TXtEEFVqTPreuMrBosOw45KRDaKKTNENKXg+hiQxJU9weWYuuuxhGhaT443cd3A+Hx/8PFG9Gy+ocpZ6BV4AM07NTnJJyuVwSWWkElCUPd5+YRsP/vMWLmzSObt1GENzyBYTHMmneWqitmdbTLimw6Y9VqDgGBjSYnZJS8h7LnljCSEBMjIxDGIozPoOY/IkOgpWEDLs5+mv1LIHjlniPOkcLqiL0R21UCWdkhcyVlUpew1szEdYUadxaecICbPC53f1ElcCLtUX02CEpFSfOt1h1lEpeTKmHBBVPDK6TRAKFiZVmsw8s47OlK1xRssoTS2zHDrrJko7Zzjw4Cx/dPPTPH/fJTw7YfCm3gnKxSjaQAt1yw9jJEPCALwxk6ytHxdCl9k93kZLtMj73vwdigc6+MbTi/jzY0+dDB5P4iR+zXjyyScJw5AnnniCs84667/0Gtlslre+9a2/4pn9+zgZQP4n8JOeyGuuupYzI7Av38vZ9XW8rWkZb3zxJW644Qbuu+8+VFU9MWbt2ppMRru6mmF3GwOVZzC1RsIwYLF0FpObK9yTuYf4DR9hTcNf8tDtD3PTF66ixfS4d/8CLu8+SsysMjOVoX+sjYtb83xlGq6va+ec1jFemfRZ1zpMsn0SpIDcUDMVR+fCtjGC8LVsmXEYEINMugc5QzuNlRkoufDKTBVDKJya0VnQeRTPV9g+MI86o4KhOshSgBAhVUfH9WvOO3NjFk+Mm3xl5gjnqaewOOUTV3yO5OpxA5mxqoEk++i6gzOr8IOhRlJaSIPuASGDTw6TuXQeL316G/1lm2FpnHo/w1wjQUSpBRxuCKqAOfGAvrhPva5Qr7soUi0yyZXjCBGiyx5xzaIxmUeWAoZz9UxVojw4pPNC8CzdLGH/bIqrO2SCUFDxZcqeTBgK8q5Exav1u0VkOOJswvbyRMzFLNA0KHaSkRvwwpDBMrww3kQiW0/DuI0uezRGS6iyh6HV7P4ALEejZBvsn8kwWlXZNxuyJxziNC3FmkyE+J4qQSjIleKoUsDyTBY3kGiRPRpNA8+XydoaaUUhDAPK9lEG7KM4sbNYEi7FPV7K0qSQ1niJiqfQaMicVTqbHeEB/BBGKholT1Dx4G/X76W+fRwCicmZOo4VE2wJDuF6WYSQqLhTAMhSjCalj6J1CEVO4IU1hnYQCp6dlEmp0JXK1chRiocp+wwPR1ElQUb/qS2lG9ScabwAil6tLzAMQ/wwYF7YwvLoddTrgoQW0h21sXyZii/hBoJ5MY+BkkRC6GR9i6HAoipV0DEIggCDKENliSt6sggREoYCiZAzzLfwYvXrXJ96J6pUI+9MWDnOj7cQhAplr+bps+KSbtxJmzNzReakC2ybaiaj27REazcYjUaEQ8WAlXU+K1uHGJ+tI6FZzE9KGHKUkarGUFkh59lUhYN/XL5LFTIhPmVhkw9K7KrU7CUNtYWiPcTD3n3sDE7lSr+LtuPe6lElwJAFi2NRFiYrtNVP8fC+xTSbNcLYYMVjS7lEr5YiriqUXVAkqPohHRHBpR1jxPSa20++GmW0EmVPXmZbvoOzL9uAPeJx2c4HuOItO3n2wYvIWhHe2DPJ8gX7ibdNYnRlEYYARULIMsdeXkZnrMSumSRntYyx+sxXMDqnOPbkqfxwfwN/cewpbnvPbSeDx5M4iV8zxsbGWL169X85eATo6en5pQg3vyqcDCD/k/hJJvKaq65lrQH3DD7Du52b+b32DP/8gx/w4Q9/mE996lMnjl+4cCHXXHMND97/AxYZG9hrPUzJqjWoeZF1LNeaGH7E4v7MCyjnv4817l/zhStf5B0Pns6b5xW47/AcYmpAg+7Sm8qxuPsI2TPm8IkHBI6vsDkrOKU+wuOPn0dv4xjp+ixNqRleODqPeTGL53IepTBLi7qY0+pr+n9pzaMtonCwoGIoNdmZSKLE+F6TP+0v0yt10h2Vjsug14gBjcflSppNiBZT3Fe6n7vzWYLQQZZirNNfS4chUy7GcBwVy1PoiPi8PC0Y8ywa5QiT923n3X9/ARtbnmPnzlp5cDa6Cs1aTlRSCABDkpgXlzCkgK5YiUWqe7wk7WH5CpanYPkKji/TlZwhCCRa2kdp7hohO9pIa6yR3sH12AFMWSFHShHiis/hksLz5Qn2lL9HwpxPxRlDEjrdxmnocoJGtY/nKyPMFc2UQpvN1btqJ7AC5OGcyNupV6O0mAJFpP4fe+8dZdddnvt/dt+n9+l91LstWZJ7L7g3mjEOGIMbcIHQmykJJk4CRFxMMxiwMTbGuPfeZVm9t9H0PqfX3X9/HKH8uEnuDTUkzGctrSVpzt5rnzLf8+z3+77Pg3HYBH20ZmJ5Dpog4ZNkRp0CmqegCTK9QuvhwSORgXQKyxUJKBbNoRyqYrFzopWsqbJhRuGiDoHhioKHy8LAJewp3w/AXHce88IWmq/eKtEbyeFzqxTyMRp8Fd7a4bIovwBdrFsrtQZKhPUKgUAZs+xj74E5HMzFuXl8N9PV3QCcH/wAPUGRhOaiiy5Nvho58xr25FVqDsQ0g9Zwln+Yk0X31XBdEaOmUa74MV2RsGrhlxRCikfNEcgakLcdsk4NhfrNRkCU0SWRpOYjpEC738HxIKFZBBULVXTRJZGcqTBUUZj0cpwSjbIsaiAKGo6nc3u/xCb3OarWBKcErmbfVDOLm0ewHYklsQK3TLzI/MCFOJ5HumaxNq6yOBqkIzyE7UoYtsLmchNzLuhlzw93stBX5c5DSQIytPtlFNHFJ1vEVYdjEgKL4hm2jbcxXdMIKTbThspoRSRnQtY2mRFzZIVxZDSa3DbC+DhB60EVYbzqQOCtBFwfccmH43mkNJmYWk9JUgQPv2yj2vXPeYffZm3PASxLYX9RIW14bHIOMlh5gfOCV+OXYH+pRkCUsTyXaYoEzAR7swkCsl3PKbcUknqNy7uKyJcdg5iEk6a+gu+CGfofXY2mWLSrWbo6RpBVCyVSJr+1i/UbV3LOh+8H0WXOOzdi3yHTXwxy/CVPIh3TyIufuYBJK8vn+5/nho/MisffF496v/Ufdo7Z1/2vBcuy/k0b3O9KT08PN9100x/piv7fCN6fU67+D+LRRx/lsksvY4l4KnlZ4yS9k3sLD1M0+3niiSc4++yzjzy2UCiwdu1a9uzZw/nhd3HQqdEjNJFxquiCwqqoxs6CzaUfXcHchQWWrv8Rml7gY7dfxtHxGj3hHCOlMDlTYU4kT0d8ho65/YTmD5Pf3cXkUAuxZIZgY7puLhwpobZmERt0XvzGGSxbtostW5fy8FAzpzRlieoVnhhuZXUyh+mIrJ27H1U3mJxM8dHX29EFmZpnowsyc4IKjb76BK0ketQcEdsVsFyBaaP+5dpfK9Oq+pEEgY8sO4SumuTKQcaKYdKGjukKGK7ITE0ieXonkRVRvnLTbWSNQ3ieRYtvJV1ON6IgMCgOM2ZsI6nN4+3hpXQFTE7o6CcYKCNJLuPTSaZKYf55n46ESLOmc35bkSVNo7S0j1Ir+ykWQuwaa2O86mekrBJUXBp1k5yp8PfjT6NLYVYLa3iy8nM8bBQpgmFNstZ3FWWxygSHyNYOYDuF/+tnIOpbiC5FSHntRN0gAgIeHhGpbiUUVSWadFgYqRDVDGy3Hs+4KaNRtWFe2KXmCiyL1m2LdufCbMp4rEoIDJVF3qxOs1RNsSDiMidZw//584n9y51kcxrv2bud90ZPRRZha9bi4jaXpF4lpldRD8fpeZ7AZDnEzmyYrVmXfm+GnDDFGdpSTmio4HkCjf4ycV+ZloZp9EAFfzyPrJvI4TKC5ILogi1RHmmgOBNj/2Anr040srcg0hGotxkYTt34vFGHhObQ6DPQJQflsGl5cyiHplh1QbOgD6vso5iJks2Hebq/l7RR71N896J9VAwN25XwqwaC4JEtBzFshYKpElZNOpNT+PxVRiYb2ZdJ0leqRxeuShQIqwa2K9JfDCOLLkHZhlMXoXdF2bVuK383/F3Cvvlc4j+d05tKBBWTgGKSNXyoosO2TJRHZ4pc0hgkbUi8lMvTq0Yo2w5Zx6AglpkjJZgfFmjU6xPsUL/J+k1/YtGu+46mdJcm3aAtWKRqK0S0Kn7VIF0O4VcNWpPTWJbC/fsWUrRERMEjJLuUbJFnMgUMwaRHTBCQ660KT1X3EPCinOBvJqTUK77a4cmfhgvnsOjYCCvWf4f8YICH9y7k+OZRNk62ULZF3nfSy/ztw6dwsFbkvR0KLYESZ5z3NGpXASHiZ+f3V2E7Eppi8dD+BTw3leMV6z4+8tH/NSsef0/WrVvHY7fcxA+On/v/fvD/hZ8dnOIeM3QkWeTGG2/kxhtv/GNc4ix/YTz00EN88pOfZO/evf/Vl/KfZlZA/gE8+uijXHbJZSySTsGW4uwo/5L6ppkHiGSz6SOZ2QcPHuTCCy+kr6+POcLRhIQFOKLH6fEwKc1muKKws2JxzRePoVFPc8zEP1McaORrT5+MIsCaVB7HFRAEEAWPpmCBluQ0PVfuwEtXqfWnuOK7l3DnNQ8zsq8Hn15FVmxaztlBcUsLr766lnmtw/x65zKOSswQ0quUDJ2qrRDVKyxeupv+/b3ctXcu9xZ3cZSwkHa/SLvfOVwtqgsUD4GqLZMxVLKmTMURmK7BRmOcvZUH+UDqOlbEaixvGEdXTYpVHzOVED86GGbUzeHXNG741pnc9aNnefa1RzHtaWQpzCr1YpKSjymnwobqHQCkAiuZ5y7lkhaFt6/egKrXsAyVXQfm8vpUA18a/B6twRMZLb3Mx1tuYFmsRHc0Ta4aIF3zsStf78lr8Vn4JJepmsLmLAy4ad7VGEMWPLZmFfqrFV6t/gRZinK0egHS4ZlcB5cxaei3vAT/T3xqK8fKbyGhKMwNQ0h2D/d1OjQGSqiSjSS6OK7I9pkG8pZEXLWJaQZz4tMoh6tJhaqfTZNNTBkyXQGDsGKS9FVQZRtB8Mi5Ifj0pYhf/zW5oszP+lXmBlV+UXweF5dfL1tI2FdBOSwea4e9KEcKMTalI2TNugXOFrePy8JzsDwYLns8UvkVpj3N+1M3sChisTg+QyxQorFhmnDTDI6pYJT8GBWdwfEWBnJxfj5QF8gnNkgogkfRFnEPv85JvUZXNE0sXECSHBTFQpIdVJ9BoCGD1jGDMZTEdUSm+jrYPdTJA4NJ3to9RU/TGC8dnE/RkgmrFiWr7uP5m2p00l9mwZw+PFdgb18vkujiUw0eOtSDCHQEalQciRcnZdKWSTVc5ZPfuohH/2ETP9n6j8T8SzhHPYmTG2u0BkrIkkPB0PAQKFsKaUOlN1xkRXcf/lCJ7XsW8NODTVQdl4NOGtmTODYUpyNgY7sCW7MilutxVW+eZV2HMGoaM4UIpi2jyjbNiXoqhOcJKIqNJNtHpnLL5QAHJ5vpbZjAdiRy5SCHcnFen/ETkuuriOWCLkHWANuDnqBLwRLZmbewcDmtQeG4i0NU1ywld+trZCdswopFg7/MlnSCLRmRjywd5CObY7h4VIQyX+4NcO45z1IcT9Lw9kmM1z0m93SzY6CHuw4leUvHPj6473Vu/Mhsz+Mfwh9TQL7RspSHH374j3Rls/ylUqvVaG1t5cknn2TVqlW/1zmy2SwPP/wwV1111R/56v59/jCb/L9yzjvvPO67/z72uC8QE3JcGb8REGmQ5gAusVjsyBDNnDlz2Lx5Mx/72MfYa21gr/kwttvPk+kZHhpzKFpQMU3+6evPUVYTvOz7BMHmNF+66AkOFB1emYqQMzVKlkJ/Mch3drVxx9ajmH6kEyGi4ltb5f5bf0Rg2QTzPriPttO20LhmF8bBKMHFo8xpHkWSXN5+1CbGyyF2zTRStRVMR2aqHGbH9iUk4xmWx8ocJSzk8cpd7C2a1BwBxxOQBA9RgIhWI65XCasWquShiB6yAL1CA6f6rqZJdxmraty2p5ubN85jXyaFKjq8raPGtso9yDWJ1x7YzzmXLcd262khtlNgl/c6PklksT/Eaf5rAJgub6JZ9fF3Y6+wbf88JNVCC1aZ3zVAQqt7+bmHp+A3ZGtM1zT6sklmaj7Gqzq6VPdWnDFkCpaMIMCCsMinuzVO6xjgjJ6DXLtwkI/NN7ip4zqCajNHhUKcEA9wfCzA8mCIxd581vquQpVTQL1nMKT/65dC1RzlucptPGE8w4OZKYbKElOGSkg1cVwRw1YoGTqtyWkuXr6Zi+buZ3FimuZAsR7B50iUazp70vXzD5QEnpvQGK/6SNf8CIKHgId6uNo1Ug4xWvGRUlVsD06WT+aOhctZuWYTbe2jKLJN1dAoGzoHMin25kMULPBJ8Jz1Ap1uOwnNYazi8WDpDlzP4tvz3sdZLTm6Q4XDyUIitiVTTkcZ7etkYKCDQ6NtZCoBao5EmjILwgpFq27no4oeftlDFV1aQnl01UQQPFTNRNFM9GCFcNcYWtsMM28sIN3fimuo6L4am2fqWzaabOHzV2kLFukIlo8MelmuQLO/SmOwyKJ5B9BDZTxPJBEqMH9OH22tY6xM5LA90CWnbkIvCAxKQ5xz8dH075nmZ9u/DYAi+IiqYLoiFVumYGhokoMu2XRFsixNpIn7ylSrOrGFAxx/xktc3plhwM6xq/ooaXGS9cUcv5jI88yUzeKIx0eXjtKdmEL31WhsG2fBvIMsmb+fpct3EmtI4w9WCITKaL4qnitQq+kUiyEE0cP1BEYySfKVAD7VYGFykjObcyyJVlgcqaKJ0KTb9IYcekMut2V28S8TtzEizHBBs8hx52hUjlvBvV/bwXO769ZVumzTV4gAcEV3luu3BEgJAearUdYtFhmv+vnUTy9jZjIF01m0RUW29/fyyHCSy+Zu4xN9r86Kxz8adUP/P+QPs+Wdvxp0XedrX/sa73//+ymVSr/XOfbu3Ts7RPPfifPOO49f/fo+Lr/0MkIyXJO6kdWJKg+NnchzpXtoaWnFdR0EQUDXdW6++WYuueQSvvKVr/Dkk0+iORFO9F/GlkoGBYV5Vpza7a+jvO8kHsh/irf2fIabjjnE365vZ7Cscm6LSWewTM0J8o2pZ4m8egrNm4/m7V95CK+xAU/VcEMxxP0ZNj9wOvFInlb3AN2nbGTX4yfS3j3EMV2HuG3LUrKGyvxoDl2y64kapSCnLtnOeHU1D/cXeKF2F+3l99DuFxgoy/glnaRu45fqW5MBySFrKNgeLIxILI1WiWgFVMkh6isfGcIxbZnGQIlvznk/D495pLamaTh3Hm856+08+sQvCOlzOVE+jflh6AxWOE1yuNi4hntHHNY7uzlXP5VXJj06B9pp6RlC1Q1O6T7IaGURwcxiooFGGmUNy3PqvoOuyLQh0eqziCowUVM4VJLQJVgQNljeNkRj2ziWoVIdbKczPo0sOpyWO4WwUh90mKqJ3F95jXRlJ5IYRJOjmPY0jluiWDvwbz4HsqiheRo+GfySgyrWjdALlorlimwe7KHBXyLsqxD2VbAdiWwlyIuDKZ5Pl1BwCYoyIdmj2SfgegJZQ0OTgtiugD9Q/yaxPBiuSGQsmxnT4+OL0xx3+svkBlv42rPHc6BkkqOKg8MgW+hkEadG41RtaBYXsCqioYoWTT6Jq9WraPW7rGoaQBA8tky0kjYUEv4SuXyE57Ydhe0JdAQqRzw5dclhgRZlV8Gk06fSpMOxDVOEfRXikTyC4GGaKjVDQxRdfMEyvkQeKx9kdOsC1q1fyefOeR6rqvH89uUMlEXOb8vR216PW3RckRXdfSx3BSTJRfNVkVUbWTOQFAfHkpBkm1TDNL5ICX/PGCf6DOYOt/DA/gW8tauPyx2JOd5yVpzewT9+8Ve4bo2wbz5d7gK6gzbLUpMEtBqaYqGqJrYtI0kO+VIQSXSRZRvPktEX5Tm/+V5O2NbL4KHjKVT9mI6B44r4lBk6miaQRAfLUjBrGpZRH56TFZvqRIqpdBxZcpAlp+6zadeXW1F0eelgJxVHJKI4h03W65VoQfAo2zJbMiqCABFVpOYIvJiu0CC0clHDNaxOlFl4us3kSWv48c2vYRwy+crqfrLlIDvSSTzg+UmHvxt9mcuDFyELMC/ssHUmxXhV5vbsg3y1V8VrTHDnx99CxlA5f+5Grtu1mas/OLttPcss/1Vce+21HDhwgJNOOom7776befPm/U7HDw8P/4mu7N9nVkD+Efj/i8izgrAlM5cLW6o8dTAAbgVRlPE858jjV69ezSOPPMKWLVs48cQT2W48S1w9hj32i/SLLby8PchXf6gRuvZ4bt/097zn1C/zo0iBU55RyQ3N4eRkiDmhCncmj+LHByTe2e3xw89czlmLdtJ24ha8yhT33v0O5ianSLWPIwVquDUVw1JY99QZfOD417h25VZ+tm05eUPHUw2awjkMS0EQPI5OTrNw6hKywjg/z93Je8Qruaf4NMXaARoCx3C2dgyOV/frO7GhiiR49JV8DJT9NNgykujyxlSK3lCZlmABv1q3Hmn0VZkbDFOsQfbx/fzNO85jwe4ECwIlElq9tzMSLqKqJq4jckJHlFeG5vL0hMtPcltZOjoHv79KMJpHUSzO6xyixddMxmykryjQ4qsRUCz258PcV9hPc7aFt7ZoLI6UyZoqrgedoQLxVJpKIcirexZzsBjkrM5+wlqN1UkHxxNQBK/ur1fehoeH45YIKQsoGwP/7vuvKY1UrGlSahDThYhqkTV00obG3oKCezgir78UoObUBcHWrMXyqMJYFfazkYLRj+vWp2vJw0Wh62gPyERVg5ojU6gopADHrQ+t9AZlugI2SxfsY2DLIn62czEvlMdJCyNMlzfi4bE4cBlz5BhZAzbUJjk12ExQcdlfVNhXMkgpKm/vqW+hbplqZm9B5ZhEGb9mkCmFmKgqzI9UkASXjKkT12pEtRqXdxqkDZ3tWZWHx11emGrgrhvvq4vHfJDJwVZ2jbXRECjhuiKH+rp5c7yNTw89xfqTd2NUdHb391CxZa6eP0Rb4xSqblDIRAhqNUqlAM1t42jBCgCuI2LXVGrFAJq/hm0q9ajGZA6pQyc+L0O8NMz84dcx02GSzVPo3ddT2DLG0dkUS1M31H/vkhWOaTtAc9sYouIgSg6uJWPWNHKZGFVTYyAfw3AkTvYEOt2dKA1FYqsOEj2qD7es4JZ1jEwE1xERJZfsWArbkbEshaqhYdkyQ/k4kuARVusiVRJcqpaKXzWQRJdfHehlR95GETxCsoIkgutp+OX671TOhJACSc1jsCQSUODsBh8JTaYjOEPyqADjJ57No9/cTs+Ey6VHjfB4fy/DZZG5IZtPHvoBAH+TuIGQUh/YCcgOB4sa88I10teWUBqLvP0d1/K/lgxj5Gyu2bqDqz80Kx5nmeW/mn/6p3/iZz/7GaeffjqnnXYaF198MfPnzycYDP5fjyuXy9x6661/pqusM9sD+Ufk0Ucf5W1vextr5JWsDS9nsibyUv41DlobWbduHR/60If+zTEPPfQQF198MccGTmCcEP2lp1jru4o10SCxJp1FH1lJ3/Oj9GzeynnnPYVjKpjFAIXpOAPjzbw+0cTK1AzLF+xlYqyJnROtBBWT7dkoH738QQIrs9j9Euk93by4bQVlW6bZX6YrNcmusTYag0U8TyDkq9A19xBapIxdUxncM4dnD81hvKrwT2O3crT/CjZX7qI5eBzXxJezOpmmbCtIgsdIOUBAtpkbS7M3k6TZX8ZwJJ4Zj7K7VGG98SsEQWaVeiEL/fW85OaAy8KPrcLePY782h4aAgU0xTqS5hILFwhGioiiS6kQ4oV9C/ni8H7muwv5/NL6pLnnCWRLQYYKMdKGRlSxiGo1LFeirxhEETxSusFUTWOyppA2YGslx+fmeWxKR1EEj1a/QVc4hyh4PD3aDIAuekzURB6v7KHmlQgJCQQkFE9lT/l+UoGVTJc3AfUeSMOaxqe28PbQuSyOWPSGCxiOxBOjUW5P30pD4Bga6SLqBtEEiXOaBeZG8gwWw2zPqegSZIx6LF7eMQlJKgFJZGnM4/zeA8wUw6zPtbDsllN54kMv4rMdDpVcPrF8iIZ4hu++eTQ78xZzggo+uW6nU7TqfalpRpgqv0lD4Bg6vHk0iUFUUUQSwC8LrIhZuB6oksuJnYdINU5TKQWYmE7Sl02S9FUIajUSoQKhcJFI8zRqqIIUrILo1rdiqxqILqWhJmTd4JHnTmHDTAjHg5RW79v7ZXEHf9/RQ1c0Q3fbCIneYeRgFUG1cQ2FzN4udu6bh+nItMVnaGyeRPXXMx/L2QjZbBRZcpjMxahaKoPFMEuSkyxdsRPZX6tfhyVTywWZUebSd9YVLH/qXxDyBoLooWgmkmzjb57BruhU01EKmQiFUpD+dAM5U+X5CT+/Lt3PXPUE5kgJViU8TmoZIR4p4Dr1SE3PE1BVi4lMHJ9iUjJ0iqZO0VQZr+pM1CQsF/YW69P5KyI+Tm3KkPCX2J1u4J5hgRcqPwLqNx6r5LeQlHVM16XkWjSqOh0B4XBqDzT76z21QdmmNVjA6mjCeOvJHLhjD+2DfdzYt5WSOc4tXZeyOaPwhjnMKqWdquPSFRCZEzKYH0uzJ5tge1bjvLY06ZqPefFplq3eysm3LuWQ+jLX3zA7bf3HZN26dTz2D1/ie8f+bhWk/5M7+ibZ0LZktgfyr4iBgQG+8pWv8MADD5DP53+nY38TZfiboas/NbMVyD8i5513Hs8++ywXXXARk5kZzo6eyiJtDQHF5cMf/jCKonDdddf91jEXXngh559/Pusf28Jbk5fyS2+KjbUHUHOXM1jczxd/bNH7/uN4pVrFeEhmZWc/rXP7aZg7SMP8fpbNROk/2M1tL5/Idac/x5KLXgDg3KKO1FAFPUh1MsIr25exvH2Qs18S6XS6uaJ9LjHNIKDV8GkGmm7geSJqUwamokTCBVY2TrAnneI0/zU8V7mNuH8ZK7wlzA2VWdQ5QCBSJJ+OcrTscHCkjUO5OK4nsDMbZUksx7KYgV/2kyucTVHIoDoyYzWbbcJ2pIrClXfHOeaDy1j/7AyViSgpzSVtijxfnGSh3MNZzTVWtw/g02ssTExxYXoFj1f2cOueBVzYFiGhV7FckfGKj7RZH+iIajBSDjBakTk2VaDBX2Jt7wS1mk7/TAM792j0F3VGKwIBWUARVXQpxFDZR8EUsD2QBYGCCadrC9Glug+f40HBgkbvfTiuS00vUKwdoGqOAlA2BvixcSuf9V1PwtBpDhQ5ubFMQLmBF4vTdApxBFkgoog0+oooostoVWG4YjNGln3GC7ieQbtvLcuEHlbE61O8yWQaRbYpzrQBMFNzaZKgQRfJVoJUTI3BsseEkEOvJgjJImOGwQbnaarmGGv0Kzg9egydQY+g7NKgm6iiW488tBQsT6DFX6E5lCMazSPJDnuHOvnxwThhRWRlXEEVQ5BOIYkuqYNVkoEifs0gHs8iyQ6eK1Ap+49sBc/UdIbKLitikNQtXFTWiEuoOgYRfxnXEalMxWEKaiU/o+NNFKp+JNFladdBIo1pPFfArPiolX1ks1EKFT+jxSiHigGafQb7ixqm28zmp5pJGzKLokUWNIyD4DFxydkEt2zHmBAIhG20QAVJs5BUi/T+Tvb2d9MST2M7Em+MdPL4mEyrXyKiwCeaLwYgqtiYrsg3d3TwUPkX+JQUbw2eSUKD1ckcS9oGcT2RxmSaPUOd7K+GmTbqFkaKCGc1ibT7a8T0IqYjcU9fB44HftHhNP81+EWJkCzVWx5kcFyRoHI4vvPwLX1S9xDxmKyq4IPxRDfBy1czcu8+eoYP8ORElPP0k1jQ4PDSlMAL9kskxE76q6MsC7eS1B3mx9K8ON7MBT19pPQUE5UAouCRimVZ+YMEo8KzfOOWb/ybdWmWWWb587N582ZOP/10CoV/dQD5S67xzQrIPzJr165ly7YtXHTBRdy1637eFj+HlHU8Qdnm+uuvZ2xsjC9/+cu/dad/5pln8uijj3Kw2k/BGMWnNLIyqtNQmUt5rIr1wzc44f1r+KW9m3ufWszpB+YzJ5xHlWyaYxmaGqe4ULEY6Osit2Mxi+cdILVqL4JfxpssgRvDQ0BVTb7cvpCEXiXhL5GM5vD5qwyPNZOfbmSpahJ2Bcx8kKd3LSMgWyyIz3CB08ha43pGKwLtfo/2cA5/qESofQJJtslMJlmxZBddM3E8T2DTQA/PTyQ4LpUjpdeYE4rSX2pkuOwR1wRWakchAuu3TMHWrbhvCXDgh9OIgkKD7jJZ7OMkrZHhik5XPkqnPkE0WGJhxOTX5QLTVo3nJwOc2giNgRLzozl2ZGLENANZrCd2fHvihyjiDSy25bptSvMESwIV1oVifHdnL7uqeTZWfs5p/msObz27DNgZACIE0ASJkCcR0wT8kocqecRVAQGN4ZpBq7iIoH81mqccntYepuoV6CsKqKKPpK9CezhHQLHo8MfwyTYRxaJiy4RVA1Wy6fCbCKhU0yHCWiut3nxODyeYF6pxdPMI4WCJcNMMniewLFZvqhYFiKkeHYEqA6XQ4ag+jxVais6Ah+GCJGg0uucTCMGiiEVbIE9cr090245E2apPaIcUE79iEvZVkESXUjHI2EQjT40lebh8J3F9PrtG57GxUvfEvLn7WmTBo2Bq5C2Fcn8vniegSy494TzHH7OR/FSSpF5jbdLPoZJEQhMIyQ5RVWZHTme0Mp82v0FPJIsoeGydSZHQTFoCRToaJ9B8NcqZMEPDbfRnE8R99Sqk6UiMVXykDYm+op+AAutnFOaGPE5vG6W3YwhFM8l2LsRLBOhZ/wyC7iDJDrJu4jkSE/u72Ng/B12yiSUzFHNhGnxVlsUiRBWbmGYSUiyqtszmTIAHS3sYKtXzq5eoF1GwPFbGTeK+Mq8cmsuC+DQtDdO0xevT1jNVPx4c/gxaALw2mWKyJpDSPRKqTatfYrRSj2ysOh5NisC8cA0BGKloTNQEVLFeuRUEyJgSIdkl3dhI01XL2H3PAfzbR3goGyWuwZyQzXhVY+u5KAABAABJREFU5vHq/QSUBjR7iNdrW9hthXlj9Qq+uWEFc0MWimxzz0CIyztKXPLZX3PNl4LkfCZP3PcEJ5100p9hZZxllln+X7znPe/5rapjMBj8T0cZlstlZmZm/pSX92+YFZB/AlpaWnj51Ze59trr+Mndv+KiyNk0cRLvbRX46le/Sn9/P7fddhuapgFwww038Oyzz/Log49h42Ha03x7apI16qX8akRkcd5k59ce5rrPXMCD4lN85N6fcZLvak5rUGktRrAHRN6ybCsAet7EdSS+se5q4qpFQq/RXwzy4pREXG+haMuIhs7ObJS2bBKfbKFJDiGtRq2qU+prZff2RQyVdY5JlanZ9b7IE5um6EhNEY1n8UeLiJpJbSbKcH8H390+nw8sOUAkVESWHealJmkL53h8qJ1G3WZ+NEt7QKJoqXRH00SDJSxb5qRChCcfDnPcTWvY9sxT7O036fCLvCt8HAB+yaVkaliWQqnqI66azJQ38zKbMHg34mSIC9oNmsM5VssWg8UIYdUgqVd5d/yGuqWOVuPzm1r5wnKFluQ08UieSzrSrCiGiY5dQ3dAZarm8rq7iYxxANvJ4VNbiaqdzLcW4pZUGnWB4YrLjFOhWwvSpmtY1RgiAoogEZUVlusLj9iviId/1zXZoi2SQZdspqp+WoIFEqECguChawZzOoaQZIcPSc5he5fdCKKHJDsIgosaqiAqNqapElVrOMCkXSOflqg5fszD6YlZu8bD5bv4XsM7afBVyBn6keHNlK9CUyQLQNXQqDgaB/MRcpbMnjz4JIG5YZfl8fp1Qj1NRpPjhIUGZFfi7MAHWJ2QOKah7ijgegKNnoCu1HPJk7EsoWgBLVKmNtzKqs5DRMdbmR8RiehVSqbGnHDd69CvmGRrPmaqAfblg/SVRJp9ChHVIFcIM5lOsGmqmZ05ld6gg+VKzEtMIQgejaE8VVPjieFWCqbA8SmTZalJgnqV1/cswhA1wqefgv+ZTeze00UyWGDOov2YJT/FTBTXFflBn8Y/rpkk3DLN5HgjouARVurJOaMVnbzpJ2/Vt4/P8y9kwJtLQJawXI9f5b/LWzuvwHRk7hgQObXczlpTx7BlLFfCd1g0AgyWQhwqKcgCrIjVfTFNVySk2MwJ1c3xs4ZGxRExXJGyLTFWrW9dx3WPsi2St+rvRaY5wjk3LOGVO/ax44V6k3xEdgGR4bLEG+4OGtVFSPYBdhmHAJgbFvnCy8tp8oHtCewYb+OitionXPgrTv2CghVpYtPT99PR0fEnWAFngT+SkfhfbvFplj8yGzZsYOfOnRx11FF89rOf5cwzzyQcDv9O57jmmmu4/fbb/0RX+G+Z7YH8E+J5Ht/+9rf55Mc/yfmRY/HMpRwy9rLdeI4TTz6B+++/n1gsBtTvHk455RQ2b9pOp+80SkL2SJ/dUf53ICDS0Bniqs+exKZH+vnnez6PIIjM91/AKq2VxRGHX07m+dmJ4+TLAZ4c6uSqozczOZNgKB9nqqZz+2iRj3TpnLliM44tMzzWTLYSxAUCiolfNTBshZ/sb0MV4cnqHlZLC1ibtAkrNn0lnWczBZb6IhybqrIn72N3waYrINPqd3lksswO5zla1RV8oKGVixbv4I6tK6g5Ai7wbC5Nv7eVi3yns72W5lvLqyiSzY6lpxKbH+Wlm7dwf3kr7U4vfkHF8VyOjvp4z+K92I7EWD7G5/d57Kzcz2fa3o8kwExN4L2LDhINF6jVdPZNtuB6IIsez47HODZVRJcc3rrtLv6p9/20B8o0BQu4nshAPobl1u1PLFesD9CILoroUrFlqrbMm2kfIxWbF+0n+OeuM+gMFegrRDhU1FiVKByJcNxfkKg5YHkeiiDQFoBViRwNgRKy6PDGRAtPjsN5rR7doQJhrYZp/+v9myB4KIetekxbpjmWIdk4Td+hLr6xo51rl2aofeJtHPzMs9iGQ0IzGSz5yJgCK2JV2kMFfIrJdDlEzlSZqWkcnZymu3mMUjnAgelGMoZO3pJ5YLxGWaxytJ7ig8sOkIxnKJcDbBvpwHQl7h7UaPfL+CRYmyzQFs7RlEiTL4YoVP2MFCPkLIWIYtEUKOFTTGxH4pnRZkKKy1GJNGG9Qmf7KHqgQqUQPDJ0Uin7MUyVwXSKVyaTRBSHhPabZBqbgqVStGQU0SOm1r0wG8M5gv4KydZJZN3AKvuolfxUKz4sS6FY8bN3phHplAUEFiZI3/o6AcliRccgmwa7WdE6RHPHKPe9fCJXXvoQ+lFVZh7r4MCBHlxPYDAfp2gpjFdVDFegSbc4tmUEn2awcbSD16f9JDRo95vMieT49WADt03fypn+9zM/rBCQPQqmwPpShi2VuwFY7n87qwMJElo9ylMRPQbKKiL1LWrXqyc8OR5kDYGiXfd8jKn1qNFpw6NsO8Tnh7noE6t47Y59vPLCfrqUMB0BgTvyb3CitJoBO0+3HOaR4o8wvHq1doG/mWtaTudAIc4r5Um+MldlRXcfUyfu59KvWpxyzrncdttt+P3+P9ta+NfGunXrePQfvsT31s7/g85zR98Eb7bP9kD+NfC9732Pz3zmMwwODv7OwvE3PPLII1x00UWzPZD/ExAEgQ9/+MMsWbKESy++lB4vS1pO4hqw4eU3aE10s6tvC93d3QQCAR5++GGWLFlCOT+Mo9ark6KgMiIcwCeEiQ76+fHNz3HVp4/ni+o/8Hd3foH91Sfp5CpGqzKnROL8w5txvn3Fo0SDJS5+uo0PtUUwXZH2QJnvHF0kV3X51gsnMlCuf0E16DJhhSOxdNtzJs9Wf4Dn2Vwavp4FYdidV/hJ+qe4nnn4mb2LM2SBou1DpP5lWDBFjo2G6C80cbD0KOOhG8gXQ7T6DZamJmhtnOQ6S8F1E0xmhpgohYn4y8TjWWo715NbewlnnB2i/eWlbEgLDNtFhsT9tFWPYc9kC285+WVa80F+HGnhmYH30REoIghQ8KmsH+3gLdEdNLRMEonm2dvfzWQlyOKIwYaZEKuTRT7bfj3fmaybaLdV/cyL5PDLFsPlAIdKOinNJqxahJT6c/TLNiIex6VcBko+5Oy5DJQF4prKxw49wJWRt9MTn0ESXbypZiZqAWQbao6A7ULagPGqH1GA5lCOo1JTTBstfOzgj7gidg2nNlaIaTUS/tIR4QhgOjJVu15xNUZa+On+Th6v3s/Sqcs4GkjoJpbn4pdsArLLRE3i4VGNNYkkDbpJULEQoS7IFBPD0Hjy0Bz+cfJ1LvKdwHDVREVmVSjFOa3TzDt6J6XJBKapEtNrbJ5JcHqjhy6ZNPiq9MSnCfirVGs6w7kEe3JhMqbEyniBlL+M6ciMFiKUbYWRisAZTXUrnq6OYcIt0+SGm3BsCUl2UDQTnyegaQY9oktjKI/rimQqQTI1H5Lo0X44uUUS6kJelWwmC1HKho5lKUSieSTZRtFMVJ+B64j4yxXiPQb7TjubpgcepCDopA2dfDHIVbt+xsQxC9m1ewFXvfM+pLd0Yr+wn2rRj+nITJZDtAQLjBQjNOgCp8/dhyzZWJaC31/hWPkQyxt1yoZOvubDcUV0Cc4PXotPEhmreLzubmO89NqR93Bx4DKWaQlSukdAdlEO57inNIdDpXrqToPuMV4VEADThaha9+q06zHbBGSB5kVJTvrwMnb/8gDKtklOikaIqw7fmdnBCu9oFkQgWo1iOB5zfO1M2SOcGFlOt7KSmu3x6RPfoHn1LsQ1LdzxusoHP1viy1/5Ch//+Mdnh2VmmeUvjEwmw5o1a35v8QjQ0NDwZ+2ZnK1A/pno7+/nwgsuJNdfYLl4FotiFW4bf5SyY3DvA/dw4YUXAnDdddfx/e9/n+N97+TV6r0AtAVPZqK6jajexVx3OaF2jfd89mRef3U32+4c5xXjbtr8a+hyujkqqvNGrsQ/Hl3fKv7AS11MSOM0Oc28aT5Il+943ptqY0ksy+aZON+YepY2aQmNXpxpIceu8n3/4XNYGngrXWKCcadIlxLmA/Mn+HlfM/PCDnvzEvuqRc5IBhmtCOyq5lkRiBBVoOLA+e1TzG0bplrx0dQ+hhKookWLIHo4NZUBTqN/2Xkkf3Iv/WMR0oZO2ZYo2iJntY+wN53ixN4DJBpmGBlqpW+mAdut++BP1XyooktnqMDirkNEm2eQdAPPEzCLATLjKTL5CA8c6ubB7Bjvbmii1VdjTfdBwrE8RkVn33AnI6UQtisiCR4+uR5VF9Mr6IpJzVLJ1vz4ZAtR8IgHigR9VaqGxqaxdsarKhM1EREOe0HWxcP8SJ6Yr0LNVvj1QCOPV3cxUd3Gef530KCLNOr1/koRj8maxGjFY5vbT5PTxKKgnx+nf4Zfbeay+DlcfOvJuDc/QFzKIwkuA/k4VVuup974S6iyTaYaYLrqAyBweKp9QzrIQMkhqkoIwNKozaJYlrWrNlGYjvO551bzpj1IwA2yrXIPF4WuY3XSY1VyGoCqrfDSZIJXskX8gso/rhlizuL91AoBAATRQxDcI9Y4kmrhORJbNy3HcUWigRKaYlGu6WTKIWL+EoLgIYl1tVSo+jFsBb9q0BjLkM5HUGUbRbYxLIXpYgRNtghqNZobpkjOHUJN5sET8GwJRJfN7R9Bk/Isd27HnbHIbevl4deOY1nTKJ09g4R7RhFPbsV+ZpKXHz2dkF5lX7qBYzr6sR2JXeOtdMfSZCpB3phOsjBSJKZXUUQH1xNwPBG/YtCfS1C0ZZ4ZVwgrIo4Hd2VvpTV4IstZxIKwdEQwAqhifSBnypCp2AIhxSNrCAxXHFKaRKPPI646KIdjQl3q25biwkbmvWcxm3+6l6H1k0gClG2PmuPSHZSIKB6jFYHuUD3PPKUbjFV1/JJLzpQ4qWUcVbJZ9e7HWPulOQxWx/nF3b/gnHPO+WMua7P8B6xbt45Hv/5lvrt2wR90njsPjfNm++LZCuRfAd/5zne47777eO65537vc1iWxdjYGJ2dnX/EK/uPma1A/pno7u5m/Rvrec973sOTj/wKf+ktrNQuZ9x7losuuogPfvCDfOMb3+CWW27h5Zdf5tXd9xw+UmSk9CICAjPlrcSD7UyPufz9V37CJz5zJY4ywyvfqzJUeo6T4tcyL2RQc4J8ZYvG3X/zDOtMlUveNDko7mSOfjJjzl4emUiSM5OsTua4r2kJh/Ix3pjR2FB6E6hb04SUFgJCjClrP2VjAEVOEHWDjHtF9nsbUcy1AJzSWOZbAzU+3OnDmQjx3EyJpOQjiM7mco44fp6p3EZH4APMbRvGdiQmR5rpXLoPOV4C0UMsa7SOv8ZMaQXS+XM5a/vDlLLheu9jOcBoNsFETWXvWBudNY10Mcxjo1Emajbnt9ardz8dNlkZSjFSCtF0qExvwwR+fxXXEyhX/IwV6q0CAiIvTLqc3KCzf/syTmicprtxnNZYmryhsyUTpmAKSCJEFY+k7uekjn7amiewLIVsLkK6XN/KtR2JmXKIgGJRK2tM1VwM1yOlSaAJtPqt+rSzqVEwNUoWKGicqb+NlF6vZO0rQNay6RdHsLFpdJrpqz7BiNJIurKWkNZOQEoyWKtvT/7LAQ2vmsLCQRNkzmyUadLr0/R+zUCTLRoC9Qm+iqmRrvlZHKkxJyTSG8qiSjZ+1SAaLDE53Mrfv76UN+1BGp0UfdJeOoNnsDbpcWrHAK4r8uJIBw9OVFlfvRVJDPLzJRfR2jYGwPY9C1BlG022iIRK6JqBKDoUiyEOTTcSVOtT10OZJGVbYXM6RKPPJloM0xooEfWVqZgalithuyJzktN4nkBArxEMltE0g0I+TKYcwvFEQv4Kie5R5GAVOx/Aqdar9FPR5WSVBZyS/zA0+BF1m1igj3c0pbErOv554wgJH/aLo3z/zivqiTslhe5ohobWCbbvXERMr/Fgfxc1R6BogV8KULIUYppBRKuSCuUZz8VpCRbYNN1Aq1+kyVc31L+j9d0kfRVEpusV2XKQKUNlvCIiiVCw6tvccdVloCwybTgkVIk5YYeUZtbN7516qo8HsKyNrrfPZ8P3d7FzwySjbo6sOMVCby6W5xKQRQbKAiEZJMFDEjwmaxrt/iqHSn5Oaxth+0wjITXL+7/chhCDDS9tYO7cPyxWb5ZZZvnTceyxx/LFL34R27aR5d9PmimK8mcTjzBbgfyz43keN998M1/58lc5P3QyrjmXfcY29lmv4nge5XKJcrnMO97xjsN3IiIgIEsxenwn0uY24hclHi39gLntJ/O3n34nBw/t4xvf+mccx6FLOZaHzpD55w1H0eTzeN/RWxifSfLu7WV0gmieThsxDgijDFRfxq8288nGU3hy0mRB0Eej7jFZE9hXqhGRVdp8IvPCFg16lT35ELvy9SqI7Xlc2u6Q1Gus26/R6fOxImZx13iZ/e56GuV5jJk76FHWEnaDvF79Kd+dfzVLUxPMnduHqDg4psLYcAsnvdpPi7yYZGOIj37tIp782kYuU+vDADNVP+MVH5889APuWnoljYEimWqAXw5EuDf/Xd6fuoEFYYtfjFewsNlWqQvvk3xXc1ajQnewTECpDzdUbIV7B4PcX/geN3VcR1K3eGVKoyvo0aTbTNZkXksbnNGocnLLCEXDx8aZBK9M26yKK5zROo4mWzieyGghwkMjYcaNGhe1SGxMK2y3Jgm5Ac5MBWjQzfrghCPRV9IoWJA3PQ5aWRqEMIogUHEdSp5BUvKzNinQGywhiy4b01GqDuwsGDieS6fPR1dCZNU/nsJjH3wR13AwnHolMaUbtAYLLOjup1L2U6r4qZkqhZqfqq2QMzScw96a3uEeT0nwGKvqPDXh8nz1xwiCiiQGUKUQH214C8c3TTGndYQ3++by4HCY56w3OFdfw8q4yQXLtpCcO8T47l5ufvVoXjAOMlLbhGWn0ZRG3hW5jIs6ZuhMTDOSSbItE6doicwNVUn6KrRGM+iqiSzbZPIRpsshSqbKio5BmjpHyE2kCESKOLZEKR9C99UwTZVguIgWrJCbSHJwpJ2JcogtmSCoIid8aTX2C3tpOrCdub39BJI5RMXGdURwReRghd2vrOLBg3MIKg6aWI9dPGP+bkTJZftAD/3FIAHZIW/JhGSH7nCehsO9l6apMppNkArlyZRCTFaC+GWbxmCe9pbxw+bmMuPjTQxnE2xOx9hXgLLjMjckoUseRUtgqOwQkiUafPXf6orzr3nXfglqLqSOb2XxW3vZ/r0dPPvGKIek/aj4aXFaOTXpR5c89uREWv1QtqFBd/HJLnHV4okxnY8vH+C1sTbOeN9POO8bEVYet5o77rjjD9oWm+V3Z7YCOcvvw/HHH89VV13Ftdde+3sdv3//fq677ro/qIr5uzArIP+LeOSRR7jinVcwhwWcHzuGMWuYn048gSj6MN0yllXjc5/7HLfccguNUg+TziCKnCSqdXFpYA2/Lr/BdYnVPGts5/JPXUQul+OWW27BNE0UMc6Tq09k63QjcdWkO5pmqhzmH/cp2IKDhY3P01hf/Rkfb7mBpG7z1uVbeXnfQgJK3Vhakxz6CmFMV2SiJiECCc1hbrhIwVLpL/nYm4fLOorcPRgkJItMGCZvOM/wzvC5nNZUr4K1hPIkQoV6VGLVx6Fskl8M6Ex6Ja7r0Ljs1BcAGDrQzb375rPqsmaK3e089ZWNxBSPExtytEey6KpJzVRJRHNs6J/Dr4cCPGk8RsUY4t3xG2jxe/w0t4XjxKPQRIGa69IdFOkImARkG9sVEYCEXsMnW8T9JUTRZcdUM+NVne5gmf5SgLQhcnHXCIsX7WXjtmVossXW6QZ+Nl4gRYiUqmJ5dREtCAKbvV1cm1xMWLG5d8RmTBrjeHUOXQGPoi3wcj5HWpwi6EXQPI2SWMTFpddrZXFExnRhoOQw41TZzRtcGT6ddr+D44HhigRkhybdoLsxT/Z/XUnkW3chmvXp55KhIwoeyXAeRbF5aM8inp50eK5y25HPWWvwRBa68zE8h5xYIuaGqAgGo2I/c50FzAvqLIma+CWnPsgjeLQEC2iyxZ50AxszOhe1z5AK5YkESwTDJSolPx95bimG59KqqyQ1mBMy6InkiPrKHEg30Ff0My9cIqbXkASXkVKYfxrKM00/52jHcXZLkfZwjlQ0h0+vkpozzExfG+NTDeyaaWR71k9vyOS07oPEk2mMqo/x6ST9uUQ9SvDwxLN7xnKMlgTv/cT7uS51PYJQF1VdgSrzk5ME9Bov9M+hbEsMlSW+O3Urc4Ln8Q9zwoTUGo4noogOecNHayTD66MdHCop3J57glKtfhOzbu41nNa7n4bWCbRwuW6gLngYhSCDB7uYKkQ5mI+Ss2RcD6ZqIuNVl4QmkjM9MpaFLkoogoAuiZRth7RTQxNk/GK90pB3DE6/fCFLzung1W9tY+/uDKooookCM5bJnIBGQIZmn03ZloirNhWn3jJRtEVypsBFHRN0N4/xpnaIax/N87GP/y033XQToij+uZa1WQ4zKyBn+X3YvXs355xzDnfeeefvZa/1wgsvcPrpp88O0fxP5/zzz2fDmxu48MIL+en4U5zjP53bVx3D/9q6k5Inctddd3HzzTezevVqLr/8cgB86FzkX0Nv0OZqdTXfmnqGL7Yt5XOf+xyf/vSn+bu/+zv+6Z/+icxkmWigxCmBEs8cmkO85ifuK3Ntd4wf9Ms4gkNRLCOKOt9NP8Y18XORZJuTF+7kjQMLiOsVYoESEb3KWDFMT8ilZKlUHInNmQgB2cNyBXK2yXjVx4KwyKasyaKwip0/DUUAv1yP8/vBnnbaAx6LI2XCqgHAspjE1myQD+z9Abp0FRed9SyRcIGj4nk2PCCw9nOtnHBxG0/dO8iTY1G2HxTQPIVvHzdMNJlhbmEKYaiHM9VzWZASaPaZeJ7AJf6j2Vosc32PR0SrUbZUqrbMvMN+fXqggh4q130BXQHHVGhqmGZ8soFizUdAttiXj5AM57GMetqJfnjAZW0wwXDFYcAo4+ERl3w0qiLnS0tZEs1QMDUaFT9VO0nasFkQFgCRgKcx4uWxBYNmr4OwW68ENegyKc2h4oiMigIhV2ORt4b9RRPPU0loHr2hCl2RLNFAiUhDmSzQlJjBrXo4toSqWBQPG3BXqjqHShJbeJVkYAUz5a28PXoDKR0UoW5Lo0o+ugIWUVXGL3eR8GXwq0Z9mKQU4lAxRN4SmTFUYqrFlKHS5ncJ65V6Ckw2Tr4U5FcHeukOwnDFxXYhrLg4nsBM1c+b0ymmayLzwgaNgRKabJGKZWmMZvlWMEbBXMTq+a/jeQKi6BKI55H9NfIjDewf6mTjTIrxqkRY8TihfYBoLIfniZimguOKxLQaPsVEFh3c5gT5YzsZ+6cNfKr1OpKaRUStDxENlH10R2We3LeATRm4rL3K/54+RGvwRC6JdCKQQZEcNMHCrxlEAyVeHurm/lGHje6TdMvHkPKfSpuukTFd+qeakCQHNROlWtV5YO9CXp32UEWRsFIXaK1+D1mAV4tpGgiTtS0U6j/zPA9FEinaDlNuiYJUIOyGcR2NoKxw4QdW0LY8yav/sJmxwRKu52G6LkFJZm1cRRY8fLJLQHYQgYmajC56TNVEAjLcuHIHjgM/E/fzrcfL/PSOn3HppZf+OZe0Wf4PPOqWV3/QOf7A42f578WiRYv45S9/ySWXXML111/PRz/6UUKh0H/6+K1bt/7pLu7fYbYC+V9MLpfjiiuuYOMrm2k2j2O78RBrgot5s7QDWQzx4KP3sHPnTj7xiU8AsEw7jQsbFlG0RfqKDl1BiaA6zo+mnuRvbriGRfMXcd/NG/lgKothy7RGM/SlG2gO5omHirzUP4d7R2C3sJ2p8psEtC4+ED+Xz17wFKHOcW7/2duZrKn4JZfuUIlXpqK8kSsREjQsXPaJexCROFZawvEpm0Zflaotc/+wRtYxSMo6KxPQoJmUbYmfj5fZUvkFHv/6MdOVZo6Rz+H4hM7KRJ45qQnauoZJT6S46ZUVHOoc4FOf/RsmvvUquXEDwxVJaPWBkLPm7UXXDB7asZwFsQztiWlk2ca2ZSZzMXZnkmxMa9QcmBvy6A5WUUSXoqVQtutJIQVLYkfO46A7TcqLsjau0qjbBGSbiiNhOiIntA5z1pv78DyXmzvOYE9epeZAznLJ2zYRWSaqiJzdmqc1lCNXDbApHT+SXdwdqFfINqYVRowqg9IA7U4nEUljcUSiK1D3BpyoaezJS+Qtl6pj06yrNOrQGTRIHa6WKqJLQQigf+4CHvvgi7yUHUJBpVOIsyAscWJT3Tz2rkNJGvT6RH1vsIpPrvs6Op6A44qokoMoeOQMjZwlU7AktmddHil9H1kKc1noSt7SUmZeYgpdNQkGyvgCVRTNJD2V5NBEMz7FZLwcIqoavDSZZE/eIaxIXNKRIxUoEvZVsJ26uJUlh2wxhE8zCAXKNHSOIUgOhYkkBwY764+TbUTBZbwUoWCqCIKH44qsbBmmZqqMFSMEFAvTkShZ//rzUcPHkk+uInRoPz2HngHAqGlUqj5y5SBPj7RyyZyDXP6mx982d/HomMiT5XpG9Fsj13NcyqYtUCaiVSmaOk+NxbBcSOne4YEVgZXxEpYr8sy4nwGjTIPsI6yIjNZMxoRpumkkqsjMCXssCBdRJZdtmQh3ZA+wlF5Krk2/OIiIiEt9YCjuJtE8lZCgIQoCggInf2gRLY1Raj/bwPC4x2PpPCkhSEqTSWl1b1FVhCbdwnRF8pbIUFngmITFrrzCl89+CalzgKtfamHPSJUHH3yQpUuX/ukXr1n+Q9atW8cjX/8yt65Z+Aed5+eHxtnYsWi2AvlXwOjoKIODgwBMTU3x2c9+ltHRUU455ZT/VBZ2qVTi9ttvJ5PJ/NkqkLMC8i8Ax3H4/Oc/z7e/9W1avWPpludxWusBvje0mf5a+t88fq7eTZi1nBBLkTHqvXAhxeaJcZXLru4huqaZ7ufuxe4vsXOild7YDIat8NpEM3NCRfbkw9w6s4mAEKO/9BQA70/dwJfOfon9fT38/GAbMRWyJkgC7CxWeN24G1HQOVq9AAmRnFhgX/VJXLfyW9emyikWqqcRI8gh8RCTxm4Ma/LIz9f6riIp+biso0ZXJIsgeAzlY1RsmbUd/Xxz80J+mr6Va953NQvmrmDzLXvrk80SdAUd3rp0G4nWSRxTAcBzBYyKD8PQsC0Z25YZyyR4erSJXXmbAabZU74fQZBZ5L+IgFv3viuLFfbVnma+fiYnBBo5qaFAT3wGn2ZQM1UmixE+vD/DaHUjZ/neTotPIqF5hJW6ELBcgYRWzyiu2DL3DHu8UruT5b5LuaatHhe3NaszXHFY776OT4zQ6LbztqYgxzRMUjE19uUjrJ+RecZ8gZI5zhr1YppVH5IgULYdKq5DQJJZFBHQ/RJH3XIKX7rmHrK1LB1OO0lFY3XCI6paVGyJl6Yk9ruTLJAaCcjiEV9BqEcxhmSXqFrfqpYED7/k1JNyIhlamycIN80gKja4ImbRTzETwTRVJjNxRgpRGgMlFMkmV/Mzr3mUQLB85H1VNJPJ8Ua8w2LVpxtMZWMcysWpORJVR0QV69PtiuBRtGU8TyCsWHiAKjokffW0HIBMNYCAh+OJxH1lbEdiqhogZ6qkDYVTrghRmdPLgqduQ1er1Mo+KhU/wVCJUjGIJDmUqz6C/gqhaIG9B3t5YriV+/ODvDfVxtaMyIRZIyprdAZEugIWPslFlRwcVySsmiiiyxvTUQ4UXSRBIKoKdAVdyrbAQEkgpIAARBQ4vXWSkFZFFDwmihFmaj4KlowseohA2pB5bcYhTZmjA1EA0pLIGR9bRkKGTd/Zyf2TfXg4HC11E1IELBdCCvQGLUYq9UEcWfQQhfpk9/oZlaPjFq44w4+t12ntnc8999xDIpH4A1ekWf5QZgXkLL8r69at46Mf/ehv/d9vsq3/s8xmYf8VIkkSN998MytWrODq915NQKoyXTqa9zYH+WL//f/m8Qdq/ejCGHL+JI4NL2BLRqY7JLE0Ar+8rY+Lcwbeee+gd9P9nNi3i7GJRh4bamNeuEJAsVjTMM227EoA+oGA1sVPsvewYsPFNPkrfGLtFh7bs4SCpVAwIS1m0eQEkqixoXoHmtKI5RRx3QrzghewUm7HcD12uiMMGhvYVrmH0/zXsEpcgBZYiE+GgAyyAKrkoQiwt+DngWEfr7ubmCrXF8dXUudyamOZn6bh7rsf5ZvfPBbhFJEtT44z5GzHypV4aeoCrp1boCsxjU+v4Xri4RQXsB0Jv6/K/K4BelpHSWejbBpvY9q4Dvlw4khPOM++XJSDxRA5YTm7SveRE05kYnAxDAY5NlUfSHgz7WOlmKCq53micgenu++iOyjSoBuk9Pp0t+lKFEyV/UWNLd7TuJ7J6mCcguXwo+kR+isv4rglwr75uDgs90WZG84iiw5ZQ+excY/nqz/E8+qiaUQaodGbS1SFsCJRtiUUERTBI3B4Kz3pxpgvp2gPc9hj0KWvqLO74JBxKuSkSQZtHwFLo03z0eqrC14XAZ/sktRrR8zSGwIFGhNpVM1E1Q3Mop/sdIJK1cdoNsFU1U/FkXA8gWZfhalKkG3ZEDtyLhdXArSHCnieQFt8BtOWeW24i9ZAmaS/SLoYZrAYYUvGh+VBUvNo1G3ypoLhipiOQFhxqDn1qrAkeJiOjItAwdBwPBFdshGFf72/9TwBzxM477hpxlaejH7nM0ykUzSlpvGHy4QOb4dHW6ZwLZnB/T2k2scJLR4i2j1K45tLucoTeH3QZGVCYbzqO9xDCA+O2UQklXa/xhVzB+npHqSUDyEJnahSDNMRjlxnxqhvRY8ZJlu8FzlLPZs5hQi6FKR42FYpqFg0+8tIh/slw+Ug4COsBBAFi5lwhBOuXYY9WuTOdTt4JPc9FgQu4oJoJwWrPmSjS9Dqd/CAVr/FGzMyj9Ye46ttZ/P6tMr3r/k1//zoYtaNv8573vs+brnllt97enOWPwGecGRt+r1PMbuF/VdDKpX6dz0c/5JrfLOrzV8Qb3/725k/fz4XX3Qxd+fTzM2ewI8XXs2myia+M7jttx5b8wzeqDzNpLOf8xOrGK20sixqkdAU7rt3mHNnanjvvpTh6SEa9m3jsdwkP8kN8LWOpZw0Zx8XloPE9SqnFq/BBbqCRYJqmhfGmrls6+sMvq3GoeF2nhhuZaXWgCScy668wn6hhoNLRamxw3iC/aWHCfjfUa84Gi8zVz+VRiXOa9ajzBVOIGoFKZlV0uIkU8ZeGrQF9Lg9rIpqvLO7QHz0GG4vv4ko+rnrQBfXLNnHD9z3cvPIKHd+/xmu/8SFDG1/Amd8EWPCXsbI8txEimQ2iu0KpI36ApvQvCOTr6c3uqxqHKe7fYTeuYewDJV8JspMLortSly+ciPpdJwTpzr51eASWvwCTbrDRE1iY1rg5EaHnqDDyrjFqd4yHhpZgXj4LnBnzk/R8qOJIAjQ7neYFzJYFzuOwfLpvDFjo4oysifjuPX86qjUwrHyQhp8HpJQF3Q1R2KHsIWU/yg8XAREltKLIgo06XVT9xerw2ieTqu/bhIOoAoiadNEEVUCsshYVeSp6n6mrf3ElW6a3S4AdEHGJ4NPdsmaEqoIsuBhuyIiHpIgUDJ1lHyEiUIUTbYpGBo/PRTCcl1ObhAJyC6TNZkmn8X66Sj/MvkTFvvO44qGOBvSPrZkfMwLW/QVIvSXNBZGKgwUgzwzFsPy6n2XilA3yZ6qCRwsyvgkgbgGYcWj5op4NvgkF8MVmaj6yRoqDXq9V3Z/IYjpCiyOSIRVk4Bisbx9hPGzLqfyUj9vblKpOd34BruYGyrTHs7hUw12TDUzVPaxLJZHkW3UUAU1laP3uK0cWr+cRclJtk01I/s9Ko6EJglEFR+9oRpXXf4rSmNJ+g910ZBI0xLJkiiGcDyBNU1j+FSTew/M4eXKBGHC9IrH8Jq7hY2jPua5vayKKyyOlpip6RiORKO/TCJQJBEo0h720ZeLU+5oYsnfLGXs+VE+/qNPIokRPt5yA7LoMViq+4j2hhw8DxZHc2xKx2nxGayIi5SmzuFv+37A5tNP5eOP9/LzoVe49dZbueqqq/7Uy9Ms/0UMDAywaNEiAG688UZuvPHG/+IrmuVPQSqVAuoBJGvXruXEE0/E5/P9p48vlUr85Cc/IZPJ/Kku8d8wu4X9F8j09DTveMc72LZpO2uFE1geaidrWrxZfZSNheEjj7v33nv5/Oc/z759+5jvb2a+tpI2tZ27Cq9QMkf59vFXI105H6ff4fUf7eWq7hG6W8Z4YtdSjmkZZvHxm8gPNfGL147jnce9huqvMnCgh6amSWamk8wUInQ0TiDLNpWKH88TCIWLXP7oQoLoyAg8V7sLz63i4bHK/y7mqhFUCX6euxPbKfy7z08Sg0T0Ho4Tj+WdXWXKtsJUTUUVPU5qH8SwFG7d3cFRcZvI+fNRu2Lc9oUXeb38UwAEQcTzXARB5kT9Kjp9OosiDpLg8diEw/ygxp5ijZeqP+aOJe+mO5rm5dF2duclZAHOac2xdsEeDg51ULVUGkJ5HFdkKBdnRzaC7UFQdkloFktTE8iSQ74SQBA8BosRXpr085K5n9HqBo5VL+PcJpW2QIUlTaNIost4Ns4dfU3cmbmVjuCppK1+bmo9i+5QianDJt9Jvcrbt98FQNS3kBPlk5EF0EWRpF6vPo1W6i0EKR0iQYHlt5zKr69/Eavq0OSDzmB9eOiOsTLbag9xqv4OEqrKmFElLmuc02Iiiy5pox6hlzYlKrbA3JBJVDWp2DI5S2a0IuMB35+5h5PVS1gRVYmqDvdO5VimJ1gQcZiqSfQVHZp9Ek9V9zNUfo41+pWckghgOAIZEwarBjFZIarUt8+LNkwbNo7n0qCp9IY8FNHDcaFgidScuvBv9Jm0+svE/WUkwcV0ZPZmkkiCR2c4T8xfIh7JEwiX2N56GdMtndx/05t0+AT+ZfxWrk7ewOKIRUo3CComG9Mx3tIxxDPD7UdMvZOaRXc4hyB4TJRDBJX6FrXl1jO6WyJZmhqnuOmZ4xir2axNiEzVRO4pvUKmsp15wQu4trGJCxbvwLIVhqYbeG2ygZdnTPyiTFdAImfChGESkGSeMR6mSV3MscoclsVsNNFjsibTeXIL8Qvmsu1n+/j1i5vRPJ2TwgnezJfQBYWlYY0VsQoTNY2A7DBUVjFdMBxo8nnc9OUf0P3B44g1TJG1C9x3330cc8wxf7rFaJbfi3Xr1vHIzV/hO6v/wC3s/nE2dS6c3cL+K2D79u2sWLGCNWvW8Prrr/9e5/jmN7/Jxz/+8dkeyL92XNfl+9//Pp/65KdYGe7i4uAKhkoxNDnNr6bWc6DWB8C3v/1t4vE43/jGN9i0qZ6dLQg6H2u5mvkhi6aUQ/Gyk3Ecj/QdWwgaZf5heJpvL9TZm42jii5XX3kvI5sX0nXemwiBetOcV7UQREAUuOcf38EJi3Zh1DQy+QgLV23npw+dhyK6PDam4ngeL1pPUjYGWBC4iKPVVkzXwycJbDWm2VGuJ+qs9V3F+urPfut5XhC6jnOaLeZGMzREcuTKQabLIR4biXJ7+lYuT9zIO762Cv/+Ppq2vo6mmbiOiGEppIth+gtRqo6E68FoVeH1bJlW1c/pTQYxzSCmVWmMZpkpRHhgsIXhsstj1Xt55KiT0RWTZDSPqprMZGJMFiMMlULsyqvsLFbIiUWavRirEwrjFYGFEZv+koztQYvP5dGZIofYwd+3r6LBV2W6Wu97O3feXsKRArlslH2TLeiSTVdqEr+/ynQmxgN9PeiSR0h2+PWYxQ5e53TlVGKqSFStR9ula5DQ672fNQf2mDYf/PFZ3Py+BzhODdPos0lp9arcixMRvjt1K+cHr+XYVH370wU6ApUjU+RZQ2NTxker32V+uIAsemxKRxkuC0wZNlXXpsOnMyfkkjZEtuVrVASDDjmMKIDlegw42SM+mwCfarseRYDBskDJrg8X1WMUJeaHJCKqy1RNJGvApGkyJI5To8S7ootIaTYJrS5w9+WDDJYFZAGGqyb7xT563B7ObpRZEssS9ZXJVAPsD3fTff3R/OTzL3EWBnvyKhM1lwmryoVNOie0jJCKZanWdDaOdtATyTJWClNzJBYmpujPJRiv+Dhnzn5STVNIio1jydTKPjb3zePOQxEadJHHK3v45pwmlnXVbXx2DHRz70CcqAoxzSOu2siix5aMylTNJu3WTd6b5QAbvV1M1/YSUBtZ6q0mqWg4nseSuMiKd3ThLWlj43d28Oq2cVw8AoJChgpHB6J0BFz25kUUEc5oLrJhJsRUDfaaaUzBpECavLAZzzW56m/+hq9//euz/o5/ofxGQP7vYxb9Qef5+cAYm2cF5F8F4+PjtLa28sEPfpB169b9Xuf4c9v4zArIv3CGhoa47rrreP2V9ayWjuOoYA+tPouW5DbuLW/i3u0m4WiUXC4P/79J5yuXa/z4u/MQahUsPcqu0VOYEZawZNePaV64HWQJRBFvsoCgCjhpicLeTqLH9PHlv7uWoOJw8aKdNM/vx987idAWBdPC2Caz77WjmXPULn5w/wX4pLox9XhV5fHpMh+b6+J6ArtzIY5OZFElhx2ZONe+5Ul8TRk8WyRzsJ0nt6zku4MWGys/J+5fxhJvFV9bOUF31xD7+3p4dqSVrVmXg94EbssQX/nq3/LDf3ia4EEfymFvvKVhjWWxCiHFomCqDFd0HpnJsqVyN83B4xgvvcZn26/ntJZxVqzYjlXVmRxvZPtYOy9NBTmtqXDY7zJEwZKIqTZNvioFS+VQSWe8Wq8Euh4MVUy6Ayp+GSaqcEKDgV+q9/BZnkBcNREEj5ojsTvnJ6k7nNnZT1v7KLJqIQgelUKQ/pE2hgtRHFcka6oYrkBKM4lqBq4nUDBVRqs6aUNEEurem2HFRtBk2r56JsbfP0SDnEOTLcaLUWq2xFTNx5tphavnjdGWmiKTjzBaiBFUDRTR4UAuzqaMzsGywfnNdVuZN2ZkREGg1Q99RZdhp8ACLYrleuQsm5esh5DFerXUsHO8O3oFAaXuWdkVlFgWrU+3b8oEmK7Vhz0MB2YMG0EQKDomyyM+VBHiqkNErfd5ep7AtKEwVBZIabAjb7NXOMS0tZ9l4il0akGiKkRV77D9kMBoBToSMqs/v4pXHx5EXD/OsljpyGc9ptX48cE4z5jPUjL6WeK/hMuSCU5uGaOtcZJk2wS1QoDMTIJAoMz4ZAOaUn9PbEdCEDxeGOxmoKywPFbhuO4+ZnIRXE9kqhzkUDHE05MOFc+kWwvS4INDJfeIUF8Qrr+moxV43HiJijWNgEhCm8OMsZ8rW9/BGR9ajKjLPPLP23ly8lVEQaLZ7eL8ZIyqLRBUXDamPVYlBCKKw3BFoWrDpmKRey/YycqHS6jBEoGozm233fZ7ecTN8udjVkDO8rtiWRZnnXUW73znO/nABz7we51j//79XHvttTz//PN/5Kv795kVkP8N8DyPn//853z4wx+mTW6lWG7lLcH59IYsbKbJNTzJA3ss9uZqR475/FskPndsBDFYRVwQww1F6dMvpW90GZ3bH2PhnF8h6CrYDl66Sq0/xcT+Lg6OtnHaOx9i0RdPZ8LaiyoFuTJ8EivjZUKqyYFCiP6SzFu7x+hsHufmV1aiiPB8ZZgvdEVp9JdY0N3PlgPzOPnE16hkIji2TGLuIPmBFt71q+P48lHjpGJZAqEyouSwZc9CMjUfmmSzpG2YwalGNNli01Qj35zaSdJr5fLzj6LjzBZu+eyvmCwN8dbgCbT6XYbKIm+W65PqKUL0BlUOlEwisoxPEtllpJkRx3h3dAklW2BjvsR13QLHz9tL45xB7IqOUfIzONjORCGKKjnMbRsm2lA/ZzkbxjTUI3Y2kmphVTVsU6FYDFEs+ykbOoatUDA1soZG3pLZlZPRJYhrdSHkk11qjogi1qefW/xVYnoVn2KiSnZdfFoqNVtBxDuSHBPQajQm03iqwu4rPsKSu/8Z1avi2BLpbIxyTcd2JXI1P4tah3h4z2I+eegHXB65nit7MhwshNmcUegIeCyNFpFEj4KpUrZlBMEjINscLPpIGwIZoz7hO2SWmJTGGSo/h+e5NAeP413hFdRcmKx6mG7do3ATW7C8Kou8VUxK0xwsPUpD4BhszyBT2Y4kBjk/cCU9QZGYVu/9HCqLpA2X3qB4OAMcoqpNe6BMWDMwbJmypeB4IpLg4ngijicQv3IFms+l7ekHEADLkjEthUOZFKNlP3MieSJ6lYlSmO8d1PEJEpd2mKxpH6B9Xj8Ag/t6ePTgPHblJC7rzNIcytHaPEGsYxy7ouPYMr984WT+tv8xPpi6hKDioogeG2YEJu0KzYqfQbuA7EkMS32c51tBR6B+A7U3L/Fw9Xly1T0AdAbPYLD0DHPnzuWzn/ks23ds5eXbp9lZfp6Y1k3ca+arcxUeHI7ToMN4FU5I1RipaBiuQM6E3pDN+y95gMvvaGF9YScf+vCH+dKXvvQ79UXN8l/DrICc5a+BWQH534ipqSk+9KEP8egjj9HoHcU3FrQxXgkR12oYjsiEe5A+ZQdeegVHB+dzzRfvxM06VPsbCCybpuH6Rfz83GNxLjuOJuNN5h28l7t/dS4/HfRYEvLzZinHL07vJxQtYFR0rntiJRu815jvHc2aaJDuoMm2jMpXz36ZaOc4VjHA9FAzVz09DwWJVVEf71q4nxcGuzl7zn4sW+aM16epWNO8xXcRF7ZVMRyJu4Ygoag06CKOB29pzbKodQhZsbEtmXwpyPbJFnqjGYqGzvrpOJNVgWUfXMK0McXXvv4llvvfzjGBBD+a/i4eHkf7r+DShhCCAHdOTbGnXJ9ef2/iBs5uzVO2FIq2zExNIW8JdAYsvjD8GFVzlGsbbqA7WE/4mKkJR7ZFFwYCLI5YhBSbaUPlpSnviJfgpeHrOT5l0+CrIQkeMzWdnCXT6qvREiweiWAUBY9GX43Jqk5fUcH2IGt6KIJAsx8CskdPsILtCfx6SOVtnQZJvcpE1U9IseiJTxMNF1g/sojwF89l4otPsWVC5vHKHrL2CMuE40nKOlFV5NTGMm/MBJiseZzUaHFUagLDVpgoh0j6KriewM5sjINFmQbdI6Ha9JUUHi3vZ7D0DLIUxnGKJANHIyBSsic5WT6HNr/MlnIegAYxyAbvDTLVvbhu/YZFUxqRRR8d8lGMurspVPcBcJT/HbwlEWO0IlC2PaKqwETVYWGkHu+XNQU6/DaS4PHspEhAEknpAq1+h4Il0qTbfH74aT513jUsvKibsW+8SsotULIUxqoangfbc3DQSZMXZrgstJDjGnIoosNQKcRQWeXYhiwVW6ZgqiyIzxALlOibaeS58SiNPpe5odKRHtwfzvRhUmGqsp0PN17Fac0zaLLFWCnMSEVnuCLR7HN5bsrk1JTK89Mm7+5y2Z3zM1B2ub/wPRYHLqODBOu91zjrtJO49MoT+Pld95B+OsaSkJ/RisO187LcdiCOIgosjtQNwkcrMjkTNhrjbPuHh8humsPSu30I2gCNHS386Ec/YtWqVX/+RWeW34vfCMhvr1r8B53nroExNnctmBWQs/xFMisg/xvywAMPcMP1N4Cp8YXGFUxV2lg3/RofTh3HiniWoVKIG758J9kX2oiuOARzmrHXFxl6czHveraHC3pTHHPjXCTVZeXYOvKbYoxNpejPJeiMZDj2iscxRuK8+PQprF21iadeO47duRATNYHuoMOyWJbj1rzJy+tXU7EVvtA/w7FqDw9Wnuam1lNY2zyK5cg0J2ZwXImPvLAARRRp0iVOaSwxXdMYKCs8V5xknpQiIIsoAuQtjyG7wOba/YiCyi+WnEtvcpK79szn9WyFXGyGT/z9Zdz3q8d59fm9LPFWoQkSz1Z/iuvVp5QvCF3HBa0Giuiyr+AnrjoEZIeGw4bnhitSMBVemJK4srvAJw9NsUKYgws4nkdKk9AP9x06Xn37GkAUYG8tz+ba/fxk4eVM1TRsT0ARPPyyg+0JtPrLJPwl+nMJ3pgJIIuQ0l0WR/NMVX3syutEFY8G3SKkWLieQM5UmDJkfprbwkRpPc8feyHNiRk2DfTwxFiYUxorKKLLlBtgzs2nM/j5p7GqLsnD/Y8+2UKV/nV7eLwcQpdteuLTVA9nYldsmYqtsDUbYEuuRlhSmHIqbKjewSr/uxgXhxivvHlEEJ7kuxoPj5xYolOIM+rm2WU+S0TrIF3dc8T7U5VTNOiLaHBbyYozDFc3oMphTDuH57lcGLySpCZyV+ExysYAvcFzOFbtYU6oXtmbqklHXuOo6hE4nLTieQLHtg7xwnAne/UwF9y0ijf+9w5e2DjEO1t1DFegZEmkDYGxqsujlbvwq81HhCvA4sBlXJpo4NiGaXyKScHQGSsH2V/QyZgQV+vxi7rksLhhnL50ipsGsjQ7DbxcvZ2j/VdwQTKMJNa30QuWQFTx0CUXn+Syv6iwIGwhiy77CxqmW8+mbtJhxhU54b3zCC9K8ub3dtI0MY3lCbwxI3JGk8XrMxodgXr1ta8ooEv1XOyvnbqRL7ywihuW7eGyDUMU3AE++/nP86lPfQpFUf5s68ssfzizAnKWvwZmBeR/U3K5HJ/4xCe46867ONa/hmczL9ERPI2PNfdyfNsgoUCZ3nPXgwTWaBjRZzK6YQl///IqmnweGVvkvPc0Yy7rpXr/NsQ9Ixy3YDeNSw8yvauHlssOcOjOpXSfswFzPEJxuIlKIYBlKaiqiWmqxBtn+Ju7T+OSdoM9eT8nN83Qk5qkY9FBsiONqLrBzGQKUXT5wmuLKNo2iyP1ieCjE0UafGX+994GMnaNtJhlxNlBozyPCWsvH0q9hUbdZk3zCOlyiF8NJhmtmsTmB7n8U2v4u6/cyvSQxQnSUeQt+7dEpE9t5YOpi1iVyAEwXvUTkG3kwz2KMa0uMJe0DzA81chUJYhftihbChVHRhE8fLJF3tSYNlQUwSOk2AhA2ZZYnpwmXfXz4mSU2uHp2Lhq0+irIeLRVwqyJQPjVoV3tKkULJn9BZG85RJV6kMSjgf9lRoT0jRLxDaOS9ksiOZoDOcI+isMTDXxg30pkprIMYkqtqLS8tUzGfz80+RLAgMlkamaQ5NPIm967LDHODPUSpOv3jNZf94qTbrFaFVhV85lzC2ieQoOLhuqdwBwhr9u4/Sb/OylgbeySk9xf6W+HZsMrEATQoyWXgbq1cbfGMOLoo4kBrCd/BEvy7Bv/hEhd6zvb9jqPEPVHAXg7dEb6kNCTv1mYYO7Gw0fMTfBXDVCxrKpuBbnNKmc2dlPTfSRedfFDL8+ze13baUilGn3GrBwWRtXmR+uENNqaLJNUK1RMnV2ZeJsyyqIAnQEPDwPpg2BmFpf5h7OTnHAeIlW/SiujPfygeNfI5eJMjjTgCh4TFYCZAyVV6dlJq0qS0J+OgIOLb4ajf4ypiNx32CCJh/0BmuYrkjZlnCBsGJTi0fouXoplbyN8ctNlHI2E1WF59IllgdDRFUYKHnUXI+4KjJVs/FJEv9ryTDv2+5x0/I+btg8wuLlC/jRj350xL5llv9ezArIWf4amBWQ/8159tlnef/734+v4nF9bAm/HGzmul6LExfvJJOJ0fPTNnxbnwTg158+g57ENEfduJ78s0meePl4QkuTcPEqrG1j+J57k8UdB3FsCVmxkRSbbXsXsDsb46T2QQ7MNDBUDnBs8xjHnPoa1ZkIe3YuxHRkGqNZZNmmUAqSLQfZn4/x/ITKhxaP0tE0wcB4MzOVAB4CI2U/n+r/BTd1XMk7V2zBNFV+tHUpxzdkKZoqHpDyVbBdkZyho8s2e/MhXpi2cD2PZee3s/Lsbn74uecIFDVmKLLDeAyf0kiHtAzN0/Bw2VZ7CFFQcT0T163gU1v5371n0hPNIAouFUvj3v5Gnq8dJOYmSRCg5tmkFB1NFFClutALK/UKWbPPxPEEqna9cvb4pMG7O0TSpsKunERP0KPNb5CzZNY0TqBINm+Mt9JfVvhJ7glUMUi2uhPPq/cDpgIreUdoDctiFZr9ZVTJpi8fo2xLaJLLtqxGV6Be3fQ0maNuOYXiVx9lMifz9ITAlFdgiR4HOGw2Xc8oV0WPiOJScwSmDZGBssNBxhA9kRYvRckz2M9G5ghH06WEMVzvSIyiLNTjGh+vPkjNGicVWIksaIyXXvutz52AwIm+96IKIjYeL1Z/ekRE/gZdaaZmjQPQFjyZkdKLtAVPJuY1sLP8q9+KtwzpcykZ/bwn/gHWJGt1k/K3HYcjKlTvWM+WdJgDBTip0WKkrDJRA8cFSaw/73mhKklfhaqtsCkdYU/eoSMgIQpQsaEn6FCyRb4+8l38WgcVY4h1c68hZ8ncN1WfLr8yfgMnpGrMGAolW8R0hcMpMvBw7TUa6SXuhun0+VAEkMX6xHzBqifVZFft49r3f4ADTw3z8r0HadMlMobHk8bjvD10LlEVsnWLS3KWy6UdZSarOo+Mu7xYvYvjom1srQ3wta9/nRtvvBFJkv74C8YsfxbWrVvHw1/76h9BQI6ypXtWQM7yl8msgPwfQLlc5gtf+ALfvfW7nJdYQcRcyalNFd72nnt45Vdv4fjvjvP8B9o5/V0Pguxx6Ik1OK5EPJnG8wSUHpvtvR/AEyR63/g1MekQmeEmXtm3iO8fErn/itfYvnMRa059lX+5+1KuPOZNQsksz712LO3RNJvG29Alh68NT3B1qpNlsXrf2Y/7gnxy6SQPDLSiiFC04O7i0xwjnszaRH1LblmsQGOgyNzufj735IlUbI/jGyx6QwXSNd+RyLuiLbEnLzFUrWFic/5Hj8Knq7z2jV24rovlelRch0khy57qo0e2Y0VBRZYiaHIUTQqQqe5nlXYZMdFHyTVp0/w0+SCm1n0fdcnBf3hLWJVccqbKwaKP4bJARIFGn4smerhAzpSoObA4UiOgWPhlG0moD1UMlULokkNnOEdjNIvfX0+vqVZ81EwVRbaJRvLogepv2clMziSZKEQZLgcZLGnkrbpISYQlTvrmyRz67DOIVr2qtb8AfrlucO64ddufmOphuVCwBMarLjOWwZhUF3FBN0KrGKXomAxKA7Q47cREnYJrMiFNMGX3UbMzWPa/xmcqcuLIv//Pv7foRzFSWX/EMP0/oiFwDFPlN+vvh+hHV5I4roFhTSIIMooUo11fSdiN8oF2P78elui8IM7pZy3F/d6zdKhTvD7eSlugwmTVx9MTIi/bz7FWPAVZEHjRfoIT5XPo8Ms4Xn17ekO2xh5xG73uYq5oU3GBwZLK/HCNJakJKqbG5pkUnicwUZMO519T70O0D9FXegKA7uBZDJSfQZESrFTOpUsLMGmaKILIIJMMWhtpiszlonctY8WKZXzzm+v4jLeU7dkwBUvgidIg74x3EJIddMlluKLSqFsMlBWeL06yq3wf4BLUVdYcdxw/vO02uru7//BFYZb/UmYF5Cx/DcwKyP9BrF+/nve9731UpnIstU/ge+fvRwtUePXNVZzznV2865yTmBOCj5zxAomrKuTvkYhcUsXZVGBi53w2NF+OsLqH3j1P0jH1AvmJFDe9uIqFEYfeUIkLLqh/qWb7W/jxa8dz31SWXjnOlT1ZqrbM85Nh3to1wad3qfzsxHEmczHmdg5Sq+o8snsJB4sKFafe8zY/7PCulRtJdI/ieQKTBzpxXZEvv7KCEaNKVNbI2DWqgkmnHKZJF/HJdWNtxwNTllj96VWU9sww9sBBNmddtrGbjHkIQZAIKy1EvUamvH5K5jhRrQvLqyIJMrKg43gWAiKWV6VkjmPZacK++YSkBgBCXpx2r4HlUeVw/KJHR6BGg6+CJlt4nkDJ0iiaKjVHwgNk0UWXHKKqwUTVjya6NPpL6IqJYSvYroQq2QT1KrpqHjEdf2qkmW+M30Z74CRWCHMYcnJECHB0VKNJt6k4ImVJ4fhvnMwrH32RDrmKIHhMVlUGygKOCzEN/FLdVma8An1GEVtwCHgaGbGA5mk0CkEARsgywSFUwU/ZmaFkjv6Hpu//N0TRf6QfUhRUPOwj1VUAWQoT0joQEGlnISICGXEGgxKT5Q14nkvMvwTHsyhU9/HPve/nb/t+yMdO/gKrr1/IgX/ZSmdhgpypMlZV0ESP+ZEStiuyIR1EoJ7XPlSt4RNl/JJIm7+eaz1aVfjO9H28LXQZZ7UUyZkqQ2WNsg0FC54y3mQlR3F2i0t7oEzG0HBckU0ZnR9O38q74zdwUmOFqZrGj6cHqVFmlbCYASdLxAtQEmqICDBvio988CqMyQqZX+4gn3GIqnWBH1RcGnWTRl8FyxWJ6VU+vMtlb/nBw6+Qx0nJFNuNMt/4l3/hPe95z++UezvLXy6zAnKWvwZmowz/B7F27Vo2b97M1772NW655R+55plFPD7RR+YGl+rdNpd2FLlix514z1yP9ZTAV/7ml/zgwxfxgY/czvPblnJc6WFymW5GTj2LbOMCBjceQgCadIMXJyIM/eIyxqsypzTPcH7vAZbFkuSMCpNVP/NiaT7SNsRYJsGz71nP3h0L6WicYMuBefzoYAzTdRlinJVaM1G1nuM8PtXA999YzUhF4NTGCg2+Cg0+GDLqU8o9Pj9R1U9I8ShY9cGW3whIy3LY9p3tHPvZVcwMlel/Zgs97hwWyvOpejbTpBEQSYqdRPQmTKqogp8ep/e3tk4NbCx1CagQ8vwEPBmfJGG6LnnXZF9RosUnktBguKIzWtUJKzaKUK9C6pJDk7+MLLqYjoTpSqRrPobKPvbmoeb6qTo2k0KeNmL4JIkhu8CW2oM4bonO4Bn4PJdzAu/lvBYbx7P/P/buO7yKMn34+Hfm9JKT3jsl9F6UIoiA0qxgQUQRsLu67uq7umJb+67lJ2tZG4goIEgRKUoRFKQXqQkEQghJIL2cXmbm/ePAkUgnoQjzua5cZObMPPPMJJzc5yn3w8bKKHQiKAoUuLRIMliDsR/tohzsKDFS4haINECkHtxSsJXS7ge3pGAPSIgIGBQdMgphsgUZBacSwEeAMs0B/JILSfDjk511focEQQvIdQLB318T6+yXZRd6bSw6jQVZ8SMKOmTFj1+yY9YnYvfsxe4tIMyQhlUx4UciU06nicWA0dqROY4dFDp+BuDGsAd5/dAaHm71JN0fbMWer3Moz3ew22tlh6eaeMFKhkXLAZeNPU4PesFHvwQRBS1zXMtxOPMYGfVwaDhARpiWMs9QPJLCouIwhqZX8NyBYDd8tTsbQRBZqKynh/8BNlZE0CrczrRCK7lyEcPCHyJcDytLzRg10MvQiD0uN9+5/0d/830MSgaj3oTYpznRvdKYNvVHOmzVUeHRcEVMDQoCMQYtMSYXM/Nj2eb2olU0VGoCWJUwIk1tqHJvQa/VEH1VN3Z+8AGJiYkN+l6gUqlU55oaQF5iDAYDL730EkOHDmXMmDGk+mJI+KiIXbe0JSv2EI8mPMy97X+j73IN4qTbSDT5+fWrwfTMyuGtVZ14pvcapr8Uw9WjU4l+4ipiP9vNM2sX8nhcRyL0fg55tARkDfkVwXU7a/06ZhUp3KOJ4MmtJmQUYrf3460eezlQGo+kiAxO8jGpQCLbPZtsZ3CSyyj5RvKdmWRY/GgFLUVuIx/nS7jFMnSCjoKAHwLQyxhOviM4U9UvB8f6yUowkLRWutn52XZaPtiWqwtdrMreR7VYgRYtGnREyeFIyMiHA0a/4KdCrKGRGItZI+KSZAyikRp/ALvixSJq0YoiHjkYJIVrghN+ZAUaW4Nj7CRZRCGY8LvSG5wgc6SLu8IXIMEYzP8oAqkW0AgCPllPojeWar9Mmd+DQ3QQaWpCB6ULbWw6ovQSiSYvtX4d26p1FLl9xOr1OP3gkmT8ioJBgR7AihIr5bUBwnTgDgSD6hq/gvPwygMWjQa9KBKOEUmR8SoSGrRoBRGX4qNcU0FA8aATzShIyLIfRZHRiFYU5FCL4vEcHTwKCGg04fgCZfgCZcccW+uuJc3aByNWJPxIkkytWEsTfTIQXAv7NlsrCjQtsQckSgIuomxxtH4kncWLNiCtcdE2wkf7SD/N3WEUuYLjGd0+iNTqCdOJhGm9yIqWlkIPCqxx/OTbhlLShrYRehYdkjkolNBEjOXRVgc46AhniKkPkgw1ml7sYj99TI3QCBJxRj/T91tpFS6gq02ia7TE+NJdXKlpSZReQFJghXsi11nup2mYlq06M13ua4YgiHzw3A9cF9CRXaNhuv07cu3Xc0OKh28L9OhFE9nKfgbY0nn/0IfotNEk69vh9hUQGRHBJ59+zNChQ9VWx0uYrIj1Oj84V1+lujipXdiXsEAgwHvvvcfzzz9PZ1sWd8c2p1eLQ+w/mEj3Oxby45c3savGRo1fw5CM/bTosJ3FP19FnyvWsmztFbibphE+uAUHdlbz4dfTuV5oQ5FLYYlvOd5AFdPb9sAV0CMKMtnVEVyTns93extR5hbQihBnUugeV0JKbBn5JQmUuKwkW2vQayW2l8ciA1ur9KRYFHZUKfgUGRnQCQJJpmDAIAqQbAqwpUqL7vCECatWZp9Dg92voBMF0nol0WpIOt+/thFPuQcFBYHg0nheRcEnS3gUCbfgQ0QgQAARDRGY0AsiJjF4LQgu2edTZCJ0WiINkGSUSLK48Usa1leY2OiqRIsWp+CkkiIUJLSCESNhJEqJpBpMWLRHAjuZcslNlaYaP17MihWzbMaIDg9+7KIdAItiIQITMXodkgIV/uD6ygFFxqfIaAUR0SAw+oNreP/hRWi9AiICvqMCOh8BAoKESdHjR8Ir+NApOjSH/wCJCLgFHzISAgKSIFErVOBSqtEKRjTocMs11Hj2hsaPnqlgUGlDpzEDwQT4Rl0U4WICNjmCZrooVkvZVPryaKrtTiNtcOWb+Y4J6HQ6/vnPf+BwOBn/3ucYtMEPKB3EHhgFkQidFkWBTdIBWpBM8wiBdZX+4PMTNfzgmMhLGaMQgTcPLcfpLUCricCiT+A6Q3e6Rvv4othBnrQBkzaK19KbU+IyUuLVohcVVlV6aB0W/Nm9VxyckX592GiywgUcfoFKL8yyT+T66wdxy01D2b2sEP/P+SiSwr8PfE530120CzfyWfksGhm6UyRt5+OsTkzYG8Yq/4+4faUEAm4USWHEyOG88847REVFndVzVl38jnRhv9epTb3Kmbq/iN8ys9QubNVFSQ0gLwN79uzhL3/5C78s/5n+vftz68jbsB7pE1WpVOeMJEn8/PPPfDNlCtbwcN5//30GDBhwoaulOsfUAFJ1OVC7sC8DTZo0YeHChaxcuZIXXniBB8fez50twrkzqi1mnR5/QIvdbcJq9JBdHs9ju7/i8aSxPDtmKr/Ovwaryc22qI7E3dCM8twa9s7ag+zw0SrCxcpSM3c0OkSZ28KEPD12wYWASLxopUR20MEcTpxJodon4PJD60gf6VY7e2tt5NToWO89RFdjAjoRdCJoheBEEFmBPY4APkUm3agnoAS7r73SsZ93dKKAQQOdxrREb9Pz63+3Ivlkwg7nXg7IUO1TKPK7cIluohQbWoJNjlpBwCRq0IoC+sN18MngCsg4JAnv4ZbLSrEcPx4EBEzY0CgafIIHN3YCihcFCZ1gJlyJxSpbOaQ5gEMqx6KJxqvY8QRqEEUDIiJOXzEg0spwLVpFQ6FmLy6pGosmikglnnA5DBEBPxI+IYBHcGMwannm/aF88PBifJ4AWkQEBBQU/EgEBAkJCUkIdtrLyPgFP14cuORqnL4SfIHyY57dkTRHZ0sUjQhokGQnWk044cY0IoUUwuQwJCT2SGvRiRZMmgji5TTamsKZXPEZ3U13UaqpwEEld948kOadE5n3xkbyayrY6poJQIL1ChyBcmTFS6q2PVliHGUBLztYh92dS1/LKO7KdFHoMLO+QsNc++cAtLLcRAIRxBu0mDTBiTYdIgNEGPwsO2TCJUl0ihLYVSOy2LeCGvcuepvvJlanZ1lgLZ5ADU5vAV1Mw6nWV3Pr4G40uzaVBQsXsPKHA8T507BhJE8s4IBjOVpNOF3117PK/RXXWu+lf4LEhwcPkVszn0SzhDY6lTffeosRI0ag1apvuZcLBQFFrufwBLV5R3URU9/NLiM9e/Zk6dKlLF++nOeee47rf11Jpq45h2Q9D0R35rEBi3lzXRJjw+9la4mP2p0JuJwiEVofd2X8D/uaBOaF30eXZzqTMzuP/HUHaGN289GWGGbVfsQg6wMUcYAEOYXdwkHSiEXQShxwBye+tAoPsL9Sy7d7DfhxUa6poL0mDa8i4TjcGxtlgDIP+GQZWVawiiKIEnohGFT6AsHJJRDMAQjBgNMnwPqPd9Dtb+3pfG8LNny4DbdfQXP4/VsvQbxkwOPXIykKiiLjV2SqFD9eIdgVqlV+z7unQ4OEjFfw4RG8aDBiUsIwKgYkZNyih0qhLDieUDBjJgqdYsAhuLBjp1I+RJVre53nf2ScIUoAsyGFPCUbjaBDRIOIGR8SDlwga9AqmlBQ6BV8aA//V1U8CgG3hI9gqiGv4McreJEI4BXc+HDjVzwoyPhlFzWeXcedEPM7d71+p44+XxD8OJylFLHhuNfcB6whGHTmaHJoITdj0OBOtOyZwosvvE/uvtVoNRH0NY5EJwiUO9wkkI4WkRz/VoyyiXSDlc1eP+25DZskMHGnAa/io5HZwKNR9xJtCOCRRJwBgWVVlWxwfc19sQ9jkHyM/e1zRkY9TGurwqwD1VSIpdT6K4nVXcmiyolkmQdS6FzHuNSHyBMEtib9zIMP3o/P5+PNf31B9p6dtBWvxiP4We3+GkUJcJXpXjYHfmap41PebXIfpR6ZR7d9hFY0EBEVxvNvvM7dd9+triSjUqkuOWoX9mVKURSWLl3KuHHj2LFlG7fFZHFfVhSNMw8RdU0+2hE+ll55I117raE4uxHp3bfwl3dGcX/rXNYaOmO6KQuNWyFvWg67djmwaIOBXblPJls5QHNSiNRr0ApQ7AngkH1YRT02rYZrErxsqzaGkio3DlPItQv4ZYWmNojQyWytCq7uIQI1ASk4nk4jYtIEV3KRFajwSUiKgkYQ0AkCelHAatXR+x8dsB90sebjHShKsF4aESxHpQGq9Co4JRlFUXDKATz4cYseAgQwKgYMih49WkRBQIuARhCRFJlaxUuFpgwn1ciKhEbQEUY08VIMRkGLQ/FRoanESTU1gSIcnjzg97yJLqWKam8+AiKioMWojcCmSUAigEuuwiYmYFMiERURWQi2JAKEGS08/fkNfDhmMW6XD6fgxS/4cQsufLjw4cYrO3D7K5AUH7LsPWV+xnNNI1rRa8NRFBlBEBGEYIAuIOKXnPTu055Ro+7ipRffpbxIDqX6yZXXYdTY6ERX9lNCghJDitEAgDMgY9WKxBig/PDvjzOgYA8E2CXuoVoqxi85kJUAvXQ30DdB4O2SjaQrzYnARDVuDooFVHj3kGbozG7H9/QyjSbNZCRCDwKwWqik+60xXHnlFSyfmcPE7/6LQRtDqqYdVcJBDjnWcI15LDvF7RxyrKGxdQADLZm8X/IBIBARZuSN/7zNvffei16vvzAPX3VBjR8/nrmvvcJ7HerXhT2toJDfGqld2KqLk9oCeZkSBIF+/frRt29ffvjhB54b9xx9f13L2P3pvJhgxPsfAdf+3+j5/tWsfHQ5rgNxvDFsIa5qG1/OKcSyqpQuNzamy986UvbTGpzfy1gCAZJMIgUOK9nifjI9KUTqdEiKTJmmggpFpImUwKZKIxlWiZ5xTiIMHiRZpGWEnl01VsJ0Eo6AhiY2ha1VCgkmkWSzhho/tIrwsd+hp9IHRZ5gt6tR1GAQheDEEAXKa30sfHMTQ57rTKeRWaz6YhcCoEHAL4MoBoPSCL1AOBq8EthkLS5JT0A2ASAfnrwjCEIoQJUUJdidfTjIlJXgrGcNOvx4ydPs4aBz7Qm7g/2BCmqkIvSiFQExNHPZ4z+IZAwQpU0nSkwBoEYoxy94CVdi0aFHp/zeeiUpMg7BTaVYToQcfXhCjxdZkVAUKbTyy4UmCMHmYV+gBll21kmdBNCjRzdGj76bt9/8EtfBcKJEK26CM8BjxSbIyCzzzKav4WbiTFo8UnB4QYxBpNqn8EnlQpppuhONBa8iUSM4cSlVRGvSKfCuQqcJ4xf/XOKrhxIuJLBX2UJA9qIVDfQSeuLTt2AvwWelF0Tsfpkp1Z/Qr981PHn3GPbtLOW9fyxk08Ef0YphiIKOXe4fSTR3QiNaqcbFk/FteNKxmp4WmfdL/ovVZOL1f/+bsWPHYjQaz+8DV118lOD69PUqop7nq1TnkhpAXuYEQWDgwIEMGDCA77//nnHjxvHpW36GxzTnud4+koRwste14+l1aYxt7OHRvVsZExXG8Oa7eGGOjm2rDnD9ve2JfCOMJdO3sWz5BgKBKnrbsvD4dRg1Aqs8i3C5CgDIFa1IDgcczvwiCnquMA6nV7QZvyzglQXckoBGgFSLQIUHjBowaKDAqccegEOeADIKMTo9Fq2ATgy2KPpkGZ0ooHFJrH77N3r+oyM978li65RcJOVIUPh7zkRJUZAON8BbNSLRFhGjCH4l+HqtX8EZkHDJAYrFUjwaR7CrWAnOnjYIYfgUF9XSAfySE1E0o8jyMUv6HeHwHcSoi0IUtJgNadh0SWjQUeXfT6kvm3B9KrIiUe3NJ8rYGB16EpQIDKLIISGY6NspeNninoWs+GhuuR+zJpJsCQqlbbh9pYiCHkHQIwjiWSUHPxFRNIMSOO3xkooigwBZpv6Ey2FUaqrY712HgEi/ngO5+4H+fPXfn6nao8GMjUrlAA5fCVZ9PDrBTCMpix5hWdgDMjvcNZSKxTjkCipdW4HgOtsD40ysKJVY6Z0WSj9UIWhRlACS7EAjWtnttjMwPJ0Zjgoei+nJugqZjUo2hc6fGWi5n1xByxLXZ4zq9A/eHfkeBqPA5P8tZf7Kz4i1dEIUtLh9RSRbBzO5fTs2lUeRmNwUryTwccE+2kaYmV71E++88w4PPvggJpOpwZ65SqVSXczUAFIFBAPJG264gSFDhjB79mzGjRtH82/382QjiYLqdkRodeTZNcxom8neaje1bjPf/H0q7066g4fHPcAVV3TnvtFjaXVNJJ999hmTd35JlDaLFrpexOuaEyv2Jk5jxqbToBMhz+VmG2tIFluSobPgDASDNmcATIfXoDaIYDvcAygrwRVE9jv9VOEij21YpWjMARtJSiw6QcSsEbHpgi1f9govK/69mZ5PdaDlHbDxq1wqvMFWQ48skWrSE2MMBqo6EURk7AGRCm8wr6JfUagOeCnQHKBGLkKnmNELZgREjEI4LrmKWukQsuJHEEQ0ogFJdp8weAQISNU4pOrQtsdfTjPTdRh1FvY6fsDtKyLM2JQM45VI+LHJFtKtOvY7/ez1rQGGUiIW0MjSn0w5icZWLVF6hbZCItX+ZKp9we5cjySjF0UkJXgfh2Q7ufJ67J7c0LUzrddywL3mtIPMk+WHhOC610e64y1KBH7Bxx7HfLKds4FgAJpu7knjTuGMfKA/E9//kcLfnLiEWtxSFUZNOFZ9PJISoNy5ikrdXgr9bdjvWAIEV7W5O/IufqM1sYKVbCGXOaWJ5Egr69Tt6Off23gH/eM1bKuGQ441fIaOZkoz4pRk2lofYKl3DkNSH6DVHZG069CMdbPz+e+sl0gyXgXAPxI60iE22Cr84pYobtw0kYGW+0mzHWRO2QYqqODVZ17mkUcewWKxnNZzVKlUqkuFOgZSdVyyLDN9+nTGjXuOssJSHD6JXsYRNLUamelcSQulI0+3cOEM6BiXV81exwLSI66mQx8bt902jE2bNvHVV18xjOuYYd9DF6E9WgHijCJ2P9gDMjpBoDrgJ1yrJc4oIimQbJLRHB7jKCkCVT4BVwDyXF4KxUPs96wh3tiaSCWODDGaKL2IM6BQ6fdTKJYAECFFECkGW4IiY00MebYzBVvKyZ6aS7MwCRkBZ0CgzBPs1vZISqiF0isreA7PvhYFAb8iUSs6KRMO4AiUBtdwDlSdUWvciWhEKxZDcmjMnihoMWhsaEUDWsGIASsRcjQJQjgRFj3DP7ma4cNH4na7EUUjOk04Pn/pMd3DEaYW9NT0okLysE1ZQZZ4Jc0NEUTog0H4PreLvZqc0HKCwZnU2lCrnc2YgVG0cdCxqk65R8/YFkXjaeeLtBgyEAUdPbp3ZvT9N/L++Cn8smruCY+3GhvRWOzCFtc3aDURNDH2BjhqCUBItHY/pn5/rKcomrHok+sEzp3NI9jmX0J4WDzP3zaShD5prFq9iUMz3Uj2AN9Uf8idkQ+jKJDjq6RbWFRw6UwJapQiZld+hyjCS/96kccee4ywsLDTegaqy8v48eOZ++orvNu+Xb3KmVZwgLlaHdLhhQIeeeQRHnnkkYaookpVb2oAqTopSZKYOnUqz497HkdJNbUBPdebh/Ft7cf81r8Pb65vQbdYH+8fLGG343tAJjIynOHDh9O7d29+WrqcA99rwS5jFEUK/Q6iRRMlSnCCR4l4ACMWYqU4BAQiRAMVshsDWiK0BnYpRVQqB9AJZtKlJsRrzUToRXxScJUWGSgJOPEKPlLFCCL1mlAqns3eEpKUKMJijAz6Zwf27inks49noVfCCFOiMCsWDIoOk6ALrjgDBBQZURAwHJ7w4VdkvEqAWtHJIfJwS1X4Avbjrr5yNrQaG7LsQa+NxqZPwX24hTJem4VW0aJBSyn5RJsTeOPTexk+fCRer4LNkHkaM6yhsXUAdqUCgFLneuDwbHDFV+8A+FRBpICAQZeAx3+Q/v37MXr0Pbz11jts3Lj5uMfHWjpR5txImLFpKOgTDndJ//GYFpabyXbORhC09Dbdw2r/PLz+ktAxoyKu4D9FH/Jk0sPEGQPIQIQuwL9L9tOudyxDhw3GUehhz6w9eA7YSTMHaBZRzbS8GKZWf8j1YQ/SPUah1KPh3YMf0NSUyB5PMS+88Dx//etfCQ8Pr9ezU13aGjKA3NqkqTqJRnVCBQUFoe+tVut5XaBADSBVpyUQCDB58mTGjRuHp8JLC20XMvRNyfO4eKVdNQsLkqnxwyznSipcmwBISUlhxIi76NChA/PnLWfJwk24XS4iNalYlXBcgh0NOjwEg8loOR7f4ZQ6fsGHFzd2uRSASDGJVDkZHSIVOFGQ8Ql+SsmnyrMXqz4xmP1Q8SOgQSNo0YqG0DhFncXH08/eT1W5k4//Owe/349BsGLAhFGxIPF7kGJVrOgULV7Bj1bR4Bf8eAQvfsGHgwocgVJkJYDLW0B9iKIZnSYMSfYSZkjBKNoQ0RAjJ2FSDFSLNRTLOTi9RegNElOnTmb48JF43B6M+iTcvqIzutapuqHP1pEJM0cHs1qNLdQ9ftNNN3DrrUN59dU32Lkz+4Tl9DCNYr9mX2h97D8yG9LwS04CUhVplmtC3dtHiIKe4RFjWOvdR5VSTHu6IAoiUXodv0ibmDaiI6VdrsThkvjvxPGMsnfisdzP0Gtjaa3vzybXlFBZJn0yPfRXstO7hhK5iKef/gd/+9vf1NVjVKdFDSBV54soiqHlULVaLXfffTfjxo0jPT39nF9bDSBVZ8Tn8/HFF1/wyiuv4DhkZ0RSI7qGNeXdPB0jEsOQFYEXCxfi8uVzJAtus2bN+Mtf/oLNZmPe9z/x/bw5eDwetJpw2uivI1awUkwVtUIVWrTUKIcwCuHoMKDDgB8vfryIiFiUCKqEg3hlBxpBS5gQhw83dqkUp7cIrcYSzPEoVYQCGrMhDbM2CovZwmNP3YZW1jP9nbVIdjk4exsZEQGjEJztfKTb2i24MChG/IIPP158uNFiwICJSuUAATmYR6bafeKg6HQYdYmYdbHoRTMeqQanvxRFkZBlF4KgR5IdmEymUADpdgdzL5r0yYcDqup6Xf9cEQSBUaNG0rt3b/71r1fIy9t3wmNN+mQsulgkJYCASJV7e2iN7iPpiI6Ms6x2Z6MRrRh0Ubi8+9FpIvFLlWhEAxpFwacEW0VNQhgdjcO4pncjugxNRTBokH7ayYHVlTy2eyKKItPOfDtbXN8cVRMFUNCJViQcPPnkkzz11FPExMScwyelutSMHz+e7159lXfa1S+A/ObAAbY1aaIGkKoTEsW666ULgoBOp+Pee+/l2WefJSUl5ZxdWw0gVWfF6/UyefJkPvvsMzas30AzYxO625oTrUllVPtttFrwG7JSy9FLKbRv3553332XAwcOsGbBPibM+Q8ej4dYSycihSR2O75HELToNJFoNSb0ogWXv5yA7MSoi8HlLcCgiydMn4ikBPDLLnSiGZe/DAERWQmgICMKWiTZTUCqRRSNmPVJ6EQzftmFoPHxl8dGkZKayNtvfkFtuUy4kIBBMWJQDBgUHQZBi45gy5VHkimQqjkkFiApfjSCDg064uRkKsRSSrw7gkm7A1Vn3SUsCnpE0Xj4+2C+wz92kR8vgDzCoIsPdd+eDr02lnBDGp7DLYQO795TdoXXqa9oJsnc5YQthQB6vZ4nnniMtLRUXn75NQ4dOnH9BEFLU8tAcp3z69TDpE8+ppXVoE3AGziSqkjmyO9XTEwMPXr0oHPnzvz666/8+OOPdOvWjdtvvwOLxcq3337LgPx09lTr2F7rZaV3BlrRQryhFUXuDcQasjjoWg0opKWlMWrUKB5++GHi4+NP+7moVEeoAaTqfDm6BfIIRVEQBAG9Xs/YsWN55plnSEpKavBrqwGkqt527NjBxIkT+eLzCQgehVilGdneDXQ13c069yTg96BAEAQWLlyIyWRi//79/LagmI+/fx2n04nN1Ixa967TuqYoGgk3NkEjaPHJbryBanyBipPOgv79XJExox+md68rmPHuOkpzahEPt0TKKJgFPX5FQkZBQsaIDqtGh0eWKBNq8ONDFmScVBOhxLHLs/SctwL+MYA8sozhMfd2kqUJYy2dEBBDYyGPJghatJpwFEUCZAzaKEzaCLSCES0GnHIFPsmBQWPDJztCCdKPJzIygqef/n9IksTrr7+J3X62Cc2V4/xb957/+te/cs8999C2bVtEUaS4uJg77riDW4fditli5ttvv2XJkp/QCvH4JTuS7GCQ9QEWOP7H0QGoXq/nlltuYfTo0fTt2/eYT/Uq1ZlQA0jV+XKi96qjg0qj0YjT6Wzwa6sBpKrB+Hw+5s+fz4QJE1i4YCGiRkPAHzj8J/rYP/4TJ04kIyODQ4cOsXTJKmbP+YZ27lvYKmyg3PnbKa8nCCKRptb4ZTdOX9HhLl8RFOW4wdUfDRp0A/fcfQcLpmxi9+IydAQnzkjIWEU9RlHEJUnYFS86NPiR0KPFRwCroKdQKKNaKMErO6jx5J3RGEOtJgK91obbV3harX8na4E8+XVs6DRh6DRWArIbr78SWXEhoEVR/AiiCVHQh3In1ldWVlP+8Y8n2bZtOx988D/8/iPB7KkSIh8vSPz9ZygIAl27dmXQoEH06NGD6Oho2rRpg0YT/JkFAgEKCgrYuXMnRUVFzJ49m6VLlxIIBD9QROmbU+nbCwRC5QoIZDbK5LHHHmPkyJHq+EZVg1EDSNX5sn///tD3Ho+HVatW8dNPP7Fs2TKKi4uBw4tiHJ7J35DUPJCqBqPX67n55pu5+eabKS4u5ssvv+STTz6huLCYGxOSmX4g//CRwYDp3nvvBeDOO+9k4MCBXHtdL1auXIl9USYc4KRBpCBoMeri8R9ufdSIJmTZdUZdsQsWzCU/P5f/9//+ji1NZs5X64nyJaFDCzLIig4FBf3h/yZGQYdB0BAu6nFLAWLlKOKIZrOy4ownqASk6gZttTw60bdWY8OsT8Qo2nAGygjIbnyBWozaCDJNXdAqWprqotCLAtneSrZ45hBjakOEkEChfwvp2k6IiOQHNiIIIi5fcWi2tVGXSIQhnUOONcfUoV+/vowdey9ffTWFJYt+w+/38HsQKBBcAygYSMaY21Pu2sTxPlhER0fTvXt3evbsSc+ePcnMzESv1xMdHX3MNb1eL/v27WPfvn2YTCaysrJYtGgRTqcTo9GIwxEMiit9OcFaCAImk5kRI0bw0EMP0aFDhwZ4+irVcTTASjSn8TlYdZn742SZZs2ahf627tq1i6VLl7J8+fJzcm21BVJ1TimKwsqVK5kwYQLTpk7DpDVQ7XIc7iqtKykpibvvvpuOHTuSuzufefPmkZrTjunVHzV4vcyGNCzaWOLIIC4ygpv+2gm9Rs/C8VsIlAVbzSRFQQTcioR0ODD1I+EVfDhFZ2hyT6V/H25fMSCfUQB7tDBjU5qKXdgtryFJ24pD0m7snlyshsbEaRtjNpl5+dM7eW/0D/jcATbLPwVXtNFEoyBT5tx4VGkCZkMqfsmJJDsRBT3Xmoaz2PMt/kB56BirsRE6wUK4GEt4wIYGAQUBvWBCEiFDZ6PGH2Aja7H7ivAHKkJXsJmakSq2BqDasJ/b77mGtu2a8dZbb7N9+zZAITw8nDvvvJOPPvqoTt2Cgm87GRkZ9OrVi65du9KsWTNatmxJYmLiMWN6/qi6upq8vDyKioqIjo6mUaNGFBQUMG/ePF5++eU/HC0gigJXXXUVDz30EDfeeKO61KDqnBo/fjzfvfIqb7drX69yph8oYFtTtQVSdXFSA0jVeWO325k+fXpw4s2GDYiiBp/Pe8xxYWFh9O/fn4EDBwICCxYsZP8qPZtLZ4YCtJON9TtdNlOz4MxuTQzRYgI339aV1n1TWTNpF8VrSvArCrICCgouSaZW9uIV/EhIOEUHNcohyl2bzzhoTLR2p6vQlhrJj+mofJMysEn5NTSr26hLRFYC+AJlx3RhG3WJh1e/CSY2jzO0QJI9VPpzkRUPFsGGLPiJExsxIrE3KypKWeGaydFNGmFhYfj9fjye4+dyjBRTqFYqUJS6PyONaCFFbIpdqaHHoJYMHDiQ8vJy3n33XbxeL926deOmm27innvuISwsjOLiYr7//nsefPBBjEYjXbt2ZezYsQwePPiMuo1lWaa4uJi8vDxqa2tJTU1l7969zJkzh8mTJ9c5VqvVotPpiIyM5P7772fUqFHnJa2FSgVqAKm6PKgBpOqCyM7OZuLEiUycOBG3243b7UWW606AEUWRrl27MnjwYJo1a8a2dXuoWVWL+YCTNw6ceaukIGgREDHpk4jTZaFBh0kxY5KNGNGhF0SyOsbT64FWHNpRxdovd4ErgFdWcEoSfkXGpfjwCQFcghODYsQh1lDk3YLHf/Ck125lGUoK0eQIeex3LKZu1y78PtFIAATWr19Dly5X8N//vgdAkyZN8Hq9eL1edu7cSX5+Pvv372fPnj0UFhYCoNPp6NSpE0OHDqWgoACtVst7772HLAfLbt68Obfccgvp6em8++67xMTEcMMNN5CZmUl4eDg6nQ6v10txcTFLlixhypTf8yL+UUpKCrfeeis9evTA5XLRtGlTmjdvTnh4+AlbD51OJwaDAa32zEbO2O12CgoKKCgoQKfTERcXx6ZNm0LdNEcIgkBKSgqlpaUMHTqU0aNH06dPH3VCjOq8Gz9+PHNeeZW329ZviMT0wgK2N22sBpCqi5IaQKouKL/fz4IFC5gwYQILFizAYrFSU1N9zHHJycn069ePa665Bo/bR/byfUxfNp+DJTtPa8LM0WIs7YkSUtEpeqLlcCyiFhnQiyI6QSAu2kD7e5oRkWlj6+RdHNxcjgzU+mWqAn4qhFpqhHIqA/uDqYMUCW+gKjQOsoXlZrRoscpmrIKebeK2o8YMKsDv3fdRUVFUVlYCkJmZyb59dXMl6vV6BEFAFEWmTp3K8OHDsdlsNGrUiLS0NDIzM+nUqRNt2rQhIyMDg8FQ5/wVK1awceNGWrZsyTXXXHNGwduGDRvw+/2kp6djNpvRaDSIoojP52Pr1q0EAgE6dOhwTiafBAIBiouL2b9/P9XV1SQmJrJhwwYefvhh/viW1bp1a/bu3UvLli0ZPXo0w4cPJzIyssHrpFKdLjWAVF0O1ABSddE4ePAgkydPZvLkyezcuZMwcwR2Vw2y/HvApdVq6dKlC/369aNdu3bk7NxD0ZpDTFr+OS7X77OTjyyz18oylJ3OWTS1DqHAu4EUQ0cUJDwEUxpcIbYmTCcgAhF68EjBrziTQkzXBDKGZlG0vZK8mbnUVPgo80ocUCo5SC4GIQwNWioD+9EKBvSilcHGLrQID+CSRF4rmnk4n6MS+oqKiiQsLIzly5fjcDiYNm0alZWV3HzzzfTq1Yu1a9dit9uJj48nMzOTqKgoBEFg9uzZiKJIly5dzkk+r9MhSRK5ubns2bOHjIwMWrRoEZoF3RBkWaasrIzCwkIOHjyIxWIhLS2N1NRUcnJyaHd4RqvVaiUtLY19+/YRHh7ObbfdxujRo0Ovq1QXmhpAqi4HagCpuigVFRWxdOlSFi9ezJIlSygvLycpKYkDBw4Awck5//rXvyguLqZp06akpKSwedN2lv+8hJ3bSrEIyRx0rCLG0p4wIQ6zEkaUbKNzhIlfq+20s4YBwTWzMywyXllAK4BRIyMjIKJgD4hYw3UwMINmnZLYNSePnKVFmAQFpx+a2BQUBZwBAUcAtjkcrHF/ebh+wSUZ9+/fT6NGjZBlmfj4eG6//XaeffZZ4uLizuh5HGmpHTRoEDqdrgGf9OkpLS1l69ataLVa2rVr12AtfIqiUFVVRWFhIUVFRYiiSEpKCikpKdhstlB3+uLFi1m0aBEul4vevXvTr18/+vfvT6tWrU454UalOt+CAeRr/KdN/QLIGYUF7MhqpAaQf1Jz584NfX/ttdees8l7ZWVlPPDAA0BwKM/MmTPPyXX+SE3jo7ooJScnc/fdd3P33XejKAo7duwIBZM///wzOp2OlStXMnz4cLKysli3bh1uTy133x3M57dp02Z2b25NRq6BVSXVhAtGzFoNeQ6ZgbEWKn2Qag5gD2hwBkSiDRJbqzT0S/RS6jEQZ/RyqMqMptZP7Vd7kDZUkHJrE5J7JbFvTh6vLv03Wf7riJOj2a8pOGZd5iMKCgpCYxD/85//MHLkyPP5GOuttraWnTt3UlFRQYsWLcjMzKx3wCbLMuXl5Rw8eJCDBw8iyzJJSUl06dIFnU7HL7/8wscff8ySJUvYtWsXXbp0oX///syYMYNu3bqh1+sb6O5UKpXq3LnppptC75f79u0jLS3tpMefbSDocrmYM2fOef8wrQaQqoueIAi0bt2a1q1b88QTT+Dz+VizZg2LFy/mf//7H+vXr6dZs2b07dsXh8PB66+/Tvfu3ek96EpSU9NosqOKPZtKMeRV4yn3UOkDSYFSj5YhGQfIr45ieoGRrtEy+xwm4ox+dKKMV4JVtT5idHqaFJUw4+kyeg9Ip8M9zXi3z7vMm7me9TtXU+PMpatpJOvck0Mtj263m19//ZU5c+aE7sNqtV6gJ3jmXC4Xu3fv5sCBA2RkZNCxY8d6BW4+n4+ysjJKSko4dOgQoiiSmJhI27Zt2bt3L9999x2LFy9m7dq1ZGZm0q9fP1599VX69OlDREREw92YSqVSnUdHlhU8HfUNBM/kWg1BDSBVfzp6vZ5evXrRq1cvXn75Zaqrq1m2bBlLlizh008/5eDBg+zdu5e8vDzy8vLo3r07Y8eOBcBisRAXF8e6Z6ZRkO1kWWEyJq1M2wiRgAyVPgGNoGVbtZ6f3Qdop0vhipgAzx34mRvN/cn9qYhNy4sZeGsaY//en+EF3Xh78jvk7VoFSLRq1QqHw0FRURGSJJGamsrjjz/OE0888adII+N0OsnNzeXAgQMkJibSp0+fswp8FUWhpqaG0tJSSkpKqKqqIiwsjNjYWKKioli3bh0ffvghy5cvx2Aw0LdvX+69916+/vrrP8VzUqlORWmAROLq+LI/v7MJ6M53IHi21ABS9acXERERWgEHguMOj4yby8vLY8mSJWzduhW9Xk/nzp256qqriB3Vgc4GA1FRUURHRxMTE0P/Jn+lnTYanxxM+9LTmMohj8TsYj8ZmvYs820jTk5Gp+j44IsttP2uEHNvA//859MUFRVx6NAhZFkOTf648soradOmzUX/RqAoCpWVlezdu5eSkhKSkpK4+uqrCQsLO6My7HY75eXloS9FUYiOjkYQBCoqKpg9e3ZoPOtVV11Fv379eOmll2jXrp2aakelUl2S/izB4NlQA0jVJSc9PZ0xY8YwZswYZFlmy5YtoYDyu+++45tvviEmJgar1Ur79u1p164dNpuNf/xvCEOGDDlhi9ukVmNpFV+Mzerglz3N+CK/gF+nzGTCLCMvvPACffr0QaPR4Ha7MRgMZGVl/SneOAoKCti+fTsZGRn07dsXs9l8xmX88MMPoQTfFRUVFBQUsGfPHnbt2oXX66Vdu3b079+fiRMn0qNHD0wm0zm4E5VKpVKdL2oAqbqkiaJIhw4d6NChA0899RSyLHPgwAGys7PJyckhOzubpUuXkp2dTVlZGYmJibRo0YLmzZuH/pVlmaysLEZs+V8oj2IWMFqW+fLLL/nqq68YN24csiwTFhZGbW1tnTrMmDGDYcOG1fs+mjVrdk5a6pKTk0lOTj6tHJHV1dV1nt2Rf/Py8jCZTDRv3pzmzZvTrl07br/9dlq0aEGTJk3UiS+qy1L918K++D+Aqi5fagCpuqyIokh6ejrp6ekMGDCgzmsVFRXk5OSEgqIffviBd999l3379mEwGLDZbKGVVCIjI2ncuDEtWrTgmmuuYenSpQDHBI8QXHWnvjQaDc2bN693Ocfzx8BRURQKCwuPCRJzcnI4dOgQ8fHxoeC6X79+PProo7Ro0YLk5GS1K1qlUqkuE2oAqVIdFh0dTY8ePejRo0ed/W63m9zc3DrB1I4dO5g7dy6zZs3CZrMRExOD0+nE7Q4mM8/IyOD5558nIyODyMhI9u7dS1hYWCgIPZ9d236/H7vdjt1up7a2ts6/R76vqalhz549oQDa5XLRqFGjUEvsyJEjQ0GjusqLSqVSqdQAUqU6BZPJRNu2bWnbtm2d/ZIkUVBQEAosd+3aRWVlJQ6HA7vdzrvvvlsnWPP7gyl+tFotNpuNsLCwUFB5vH//uE+j0Rw3+DvVPo/HAwRnA57oGjabjaZNm3LDDTeEup3PVdJblUqlUv35qQGkSnWWNBoNmZmZZGZmMmjQoFMe7/V6Tyvgs9vtHDx4kN27d9fZHwgEjhtoxsbG0rhx45MGn2FhYZjN5j/FpB6V6lKgAHI9xzDKah4f1UVMDSBVqvPEYDAQGxtLbGzsha6KSqVSqVT1oo54V6lUKpVKpVKdEbUFUqVSqVSqhqYI9U/jgzrkRHXxUlsgVSqVSqW6SOXn59OyZUtatmzJBx98cKGro1KFqC2QKpVKpVJdpDIyMvj+++8vdDVUZ+nIxMU1a9aQn59/0mMPHTpUZ3vFihUoyqlnUv3xvPNFDSBVKpVKpToH6tuFXf8ucNXFQFEUhg8ffsbnXH311ad9vCAIpxVsNiQ1gFSpVCqVSqU6R84kuDs61dqZBIQXIkWbGkCqVCqVSqVSnUNnE+Bd7Hl71QBSpVKpVKoG1hCJxNU84n9uaWlpF30QWB9qAKlSqVQqlUrVwE41aebPTk3jo1KpVCqVSqU6I2oLpEqlUqlUDa0hEomrs7BVFzG1BVKlUqlUKpXqEuD3+8/btdQAUqVSqVQqlaqBne+8jD6fj5tvvvm8XU8NIFUqlUqlUqka2H333XferhUIBBg6dCgLFy48b9dUA0iVSqVSqRrYkTQ+9fu60Hehqo8JEybwj3/845xfx+/3M3ToUObPn3/Or3U0NYBUqVQqlUqlOgfeeust3njjjXNWfiAQ4LbbbmPevHnn7BonogaQKpVKpVKpVOeAoig8++yzfPrppw1ediAQ4Pbbb+e7775r8LJPhxpAqk6ptLSU1NRUZs2adaGrolKpVH8aCkK9vkBN4/Nnd2Qd7Icffphvv/22wcqVJInhw4cze/bsOqvdDB8+vMGucSpqHkjVKU2dOpXCwkIkSbrQVVFdZCRJYs+ePezcuZPi4mJqamowGAxERkbSuHFjOnfujMViafDr7tu3j99++43i4mIcDgeJiYmkp6fTvXt3dDpdvcq+FO9JpVKdf3feeSdTpkxBEAQkSeKuu+4iPDyc/v3716vcI8HjzJkzQ8GjoijccccdTJ48uSGqflrUAFJ1SlOnTiUsLIwhQ4Zc6KpctEaNGsWkSZPOWfnLli3j6quvPu5rGRkZ7N+//5RlCIKA1WolPDycrKwsOnbsyNChQ7nyyivPqC4FBQXMmjWLJUuWsGLFCmpra094rEajoX///jz66KMMHjz4jK5zPN9++y3vvPMOq1evPu7rUVFR3H777fzrX/8iJibmtMu9FO9JpVJdWJMmTaKmpob58+cjCAI+n49bbrmFJUuWcMUVV5xVmZIkMWLECL799ts6weNtt93G119/fV7X3la7sFUnlZeXx9q1a7npppswmUwXrB5VVVW88sordO3alW7dutGmTRt69uzJzJkzL1id/mwURcFut1NYWMhPP/3EW2+9Rbdu3ejUqRPr1q07rTLuvPNO0tPTeeKJJ5g/f/5JAy0Ivtn98MMPDBkyhOuvv56SkpKzqrvD4WD48OHceuutJwy0ACorK/noo49o3bo1P/7442mVfSnek+piEFyJpl5fF/oWVPWi0WiYMWMGV111FYqiIAgCTqeTQYMGsWPHjjMuT5ZlRo4cyfTp0+sEj8OGDQu1dJ5PagD5J/bLL78QGRl5ToOoqVOnAg0zrmLDhg1YLBbefffdMzpv8eLFNG3alNWrVzNr1ixWr17Ntm3beOihhxg2bBgvvPBCvet2sdNqz11nwaZNm+jevXvoZ30yu3fvPu7+5ORkrr76am6//XaGDh1Khw4dEMW6by/z5s2jV69eHDp06IzqJ0kSt99+O9OmTauzPzY2lmuvvZZbb72Vjh071nnzLCkp4cYbb2TlypWX5T2pVKqLg9FoZN68eXTo0CEURFZVVXHdddeRn59/2uXIsszdd9/NtGnT6gSPQ4cOZerUqce8N50Pahf2n5DL5WL8+PG8+OKLeL1e7Hb7ObvW1KlTiYmJqfeYDb/fz+jRo3G5XNTU1Jz2eRMnTuS+++6jV69efPfdd3UCqREjRjBhwgRefvllbrzxRjp27FivOtbHW2+9xYsvvljvctavX88dd9yBLMuhfYMHD6Z79+6nXcbUqVOP2y0tSRI1NTXs2rWLefPmMX36dAKBQOi1kSNH0qxZs9N+jh06dGD06NEMHDiQxo0bH/N6UVER//rXv/jkk09C+3bv3s2tt97KL7/8ctqflp9++mkWLFgQ2tbpdLzzzjvcf//96PX60P6dO3cyduzYUGue1+vlpptuYtu2bSQmJl6296RSqS6ssLAwfvzxR3r27Elubi6CIFBcXEz//v1ZsWIFCQkJJz1fURRGjRpVp5VRURRuuukmpk2bhkajOR+3cdyKqS5isiwrlZWVyu7du5U5c+YojzzyiJKQkKAQzFOrAMrEiRPPybW3bNmiAMpDDz1U77JefPHFUH1feOGF0zpn3bp1il6vVyIjI5WioqLjHvPUU08pgPLXv/613nW80EpKSpSUlJQ6P9umTZsq1dXVJz0vPT29zjnLli07rett2rRJiY2NrXPuNddcc9JzOnfurAwePFhZv3796d6W8sEHH9S5BqBMnTr1tM7du3evotPp6pw7Z86cEx7vcrmUbt261Tn+gQceuOzuSXVhvffee0rPyCRl6ZVD6/X1WEZ7ZciQIRf6dlQNpKCgQElNTVVEUVREUVQEQVDatWt30vd4WZaVe+65RxEEoc55N910k+L3+89j7Y+ldmFf5CZNmkRUVBRZWVnceuut/Prrr4wYMeK8DKafMmUKEBwjVh87duzgtddeO6NzAoEAd911Fz6fj0cffZSkpKQTHgeQk5NTrzpeaH6/n1tvvZXCwsLQPqvVypw5cwgPDz8n1+zQoQMff/xxnX3Lly+ntLT0hOfMmDGDefPm0blz59O+zsMPP8zQoUPr7DvdmYIvvfQSfr8/tD1q1ChuvPHGEx5vMpn44osv6rTiff755+Tl5Z3wnEvxnlQq1cUnNTWVxYsXh/5+C4LAtm3bGDx4MG63+5jjFUVhzJgxfPnll3VaHocMGcKMGTPO6dCm06EGkBe5G2+8kZ07d1JUVITH42Hz5s289dZb5ySNyNEURWHatGmkpaXRo0ePsy5HlmXGjBlzximAZs6cye7du9FoNDz88MMnPG7v3r0AmM3ms67jxeCJJ57gl19+CW0LgsCkSZNo2bLlOb3ujTfeSGRkZGhblmW2bt16wuMzMjLO6jqPPPJIne1ly5ad8hy3231M3rTTWRYsKyuLm266KbQdCARCH4aO51K8J5VKdXFq1qwZCxcuJCwsDAj+rV29ejVDhw4NNYgc2X/ffffxxRdf1AkeBw8ezLfffnvBg0dQA8iLXmRkJC1atCApKem8DpJdtWoV+/fv54477qjXzK7/+7//o6SkhJtvvvmMzjuStLxDhw4nHB+iKApr164FoHnz5mddxwvtiy++4IMPPqiz79lnn+WWW24559cWRZEmTZrU2VdWVtbg1+nQoUOdbbfbTXV19UnP+fHHH3G5XKHtbt26nfbP+d57762zfS6S4F+K96RqWPWfha0mEr8UdezYke+++w6DwRBKNP7jjz9y1113hY65//77mTBhQp3gccCAAcyaNatOb8SFpAaQquNqiNnXeXl5PPfcc3zyySdn3GJ6JMVBz549T3jM6tWrQylUzkewdS6sX7+eBx98sM6+QYMG8dJLL523OihK3WQhBoOhwa9xvE/LPp/vpOf88MMPdbZPlAfzeK666qo619y8efNZp9s5kUvxnlQq1fnRu3dvpk+fjkajCQWRM2bM4MEHH+SBBx7g888/rxM8XnfddcyePfuiWlRADSBVx5AkiRkzZtC8eXPat29/VmUcaX6/7bbbzmoG95GgJi0t7YTHfPTRRwBcd911dOrU6azqeSGVlpZyyy234PV6Q/uaNm3K119/fd5am2VZDg0DOKJRo0YNfp09e/bU2dZqtaccx7t9+/Y62926dTvt61ksFtq0aVNn39nkXTuZS/GeVCrV+TNkyBAmTpwI/L7k4aeffspnn30WOkZRFPr378+cOXPOyYf7+lADSNUxlixZQmlpab0mz3z66afs3LmTd95556zOb9q0KXDi1rBt27Yxbdo0bDYb48ePP+t6Xih+v59hw4Ydd9JMRETEeavH999/T1VVVWg7Li6O1q1bN/h1/jjur3PnzqcMkrOzs+ts/7Gr/VT+mIZn586dZ3T+qVyK96RSqc6vESNGMH78+FCOSEVR6nx/zTXXhLq7LzZqAKk6xpHB+WfbfV1UVMT/+3//j/fff7/OBI0zcc899wDBJNd/VFNTw8iRI9Hr9UyfPp2srKyzusaF9MQTT7BixYrQtiAIfPHFF+d80szRtm7dygMPPFBn3+OPP97gg7MdDgeff/55nX2nGhNbWVlJZWVlnX0na40+nj8en5ube0bnn8yleE+qhqUgICv1+/rD6BLVJeqRRx7hpZdeCgWOEGx57NOnD/PmzcNoNF7gGh7fhZ/Go7qoeDwe5syZQ5cuXc64deSIhx56iL59+x6T5uRM3Hzzzdx777189dVX3HXXXaGxYps3b2bs2LG43W6WLVtG165dz/oaF8rEiROPmTTzz3/+s17P62iHDh067goHkiRRW1vLrl27WLBgAdOmTauTTua6667jqaeeapA6HO2ZZ56ps1JLREQEY8eOPek5f5yMYjabz3gcbVxcXJ3tM0lgfyqX4j2pVKqGdXRmjVPp3bs3V111VahhITk5maeeeuq0l5k9Wq9evc74nLOhBpCqOubNm0dtbe1Ztz5OnTqVlStXNkjX2oQJE+jZsyf/+Mc/kCQJQRCwWq088MADjBo16qKZiXYm1q9fz0MPPVRn38CBA/nXv/7VYNc4059dfHw8f/3rX3nyyScbvPVx9uzZvP/++3X2vfrqq0RFRZ30PIfDUWf7bNZh/+M5DbVi06V4TyqVquFdffXVZ53FpLi4mMGDB5/xeYIg1EkHdC6pAaSqjiNrat5+++1nfG55eTmPP/44b7/99imXZjpdo0ePZvTo0Q1S1oVWUlJyzKSZJk2aMGXKlAuyjikEx5r+7W9/484772zw4HHLli3cfffddfZde+21xwTQx/PHYOtsunD+GGz9scyzcSnek+ocUYJpfOpHTeNzKfhjpouTOboL+2KnjoFUhdTW1rJgwQJ69+59wpVfTuaxxx6jffv2x+SrU518pZnzOWnmj3Jzc3nooYdITU3l3XffrbMGd30UFBQwePDgOgFOeno6X3311Vl9Ij9f55zMpXhPKpXq3BME4bS/zuacP557vqgtkKqQWbNm4fF4zmr29bx585g7d+4xaUpUQX/961/rTJqBYALxVq1aNfi1li1bdsL8gi6Xi4qKCrZu3crMmTP56quv8Pv91NbW8re//Y2NGzcyadIkNBrNWV+/tLSU/v37U1RUFNqXkJDA4sWLiY2NPa0yrFZrne3jLfN1Kn88549lnolL8Z5UKtW5lZaWdkl/6FMDSFXIlClT0Ov1ZzyZo7a2lgcffJBXX331rJeFu5RNmDCBDz/8sM6+hpw0cybMZjNms5nU1FQGDx7MY489Rv/+/SkvLwfg66+/pnnz5owbN+6syq+srKRfv37s3r07tC8mJoYlS5aEUjOdjosp2LoU70l17imAXM8uaAXIz88PZWd45JFHjllCU3XxOt5kxkuJ2oWtAoItLD/99BMDBgw449Q7Tz75JGlpafzlL385R7X781q3bt0xa3kPGDCAl19++QLVqK727dsfk47mtddeO6vlDGtqarj22mvZtm1baF9kZCSLFy8+45bW8PDwOtsulwun03lGZZSWltbZPpuhApfiPan+XDIyMti5cyc7d+5Ug0fVRUUNIFUAfPPNN0iSdMYzeJctW8aXX37JZ599dsEmglysjjdppnHjxhd00szx3HDDDXXGvLrdbmbMmHFGZdjtdgYMGMDGjRtD+2w2Gz/88MNZrWYUHR19zAeZgoKCMypj//79dbbPpLUQLs17UqlUqoZy8fwVU11QU6dOxWKxcMMNN5z2OW63m/vuu49nn332vCbA/jM4stLM0WPmLBYLc+bMOevk6udSx44d62yvXbv2tM91Op0MGjSINWvWhPZZrVYWLlxYrzydLVq0qLP9x6UDTyUvL++k5Z3MpXhPqvNNQFHq/6VSXazUAFJFfn4+q1ev5sYbb8RsNp/2eePGjcNisfD000+fw9r9OT3++OOsXLmyzr4vvvjinCwT2BBsNlud7ZKSktM6z+12M2TIkDr3ajabmT9/Pt27d69Xnf74rFavXn3a5zqdTrZu3XrS8k7kUrwnlUqlamhqAKli6tSpAGc8+3rmzJls3boVvV5/yvQCkyZNCp330ksv1Xlt1KhRDXk7F9znn3/ORx99VGffM888w7Bhwy5QjU7tj0vsnU6Sa4/Hww033MDy5ctD+4xGI3Pnzm2QlRAGDBhQZ/vo65zKihUr6iTT7dChA/Hx8ac871K8J5VKpToX1FnYKqZMmUJ0dDTXXnvtGZ23YMECfD7faR07aNAgDh48CMADDzzAgw8+GHrtVCt4/JmsW7fumIHu1113Ha+88soFqtGpSZJ0zHJZKSkpJz3H5/Nxyy23sGTJktA+g8HAnDlz6Nu3b4PU67rrrsNkMoVmHq9evZqcnByaN29+ynO/+OKLOtunWqcaLs17Ul04CiDXswta7cJWXczUAPIyt2PHDrZv384DDzyATqc7o3PPZNzj0csOJiQknNUkhIvdiSbNHFnd52I1YcKEY1og+/Xrd8LjA4EAt912GwsXLgzt0+l0fPvtt1x33XUNVi+z2cywYcOYPHlyaN+bb77JxIkTT3re7t27mT17dmhbq9WesnX9UrwnlUqlOpcu3r9qqvPi66+/Bs58/eQ/m/z8/GO61RsyR9efbdLMEXPnzuXxxx+vsy8tLe2EQZMkSYwYMYLvvvsutE+r1fLNN98wZMiQBq/fiy++WOeDzRdffMHcuXNPeLzH4+Hee++t0zI+ZswYGjdufMJzLsV7UqlUqnNNbYG8zE2bNo2UlJQGGd91OTvepJkXXngBq9XaIIGq1WolJibmtI49dOjQCa/p8XgoLy9ny5YtzJw5k2XLltV5XRRFPvzwwxOu0zx69GimT59eZ99rr71Ghw4dzvg+ExISTrkedKNGjXj88cd56623QvuGDRvGO++8w/3331+nZTs7O5uxY8eyatWq0L7o6GheeOGFk17jUrwnlUqlOtcE5c+wYreqDkmSSEpKCiUVHj9+/Fkl8V6zZg3dunXj73//e50/ZudCfHx8qL7/7//9P958881zer0/ys/PJzMzs86+ffv2NcjKOYWFhaSmpta7nJO55557jhkDd0RGRsYx+QHPhlar5fPPP+fuu+8+4TENuSzXyZZcPJokSVx//fV1upcB4uLi6NixI2FhYeTl5bFp0yaOfjvT6/UsWbKEq6666qTlX4r3pLqwxo8fz7Tn/8M/G9fvg/n8st0Utkvg+++/b6CaqVQNR22BvMj5fD62b98eajnKycnh22+/rbMixTPPPEN2djbdunUjJSWFsLAwUlJSSEhIOGnZU6ZMAc589vXp2LZtGxUVFeTn5/P999/Xqe+HH36IVqulQ4cOJCYmkpKSQnp6eoPX4Wgej6fOtlarbbBl4I6eGftn1adPH9577z3atGlzoatyDI1Gw/Tp0xk7dizffPNNaH9paSk//PDDcc+Ji4tj0qRJF22gdSnek0qluryoAeRFrri4mE6dOp30GKfTyUcffVQndcwLL7zAiy++eMJzJEli+vTpNGvW7Jgk0g3h+uuvP2GrmMPh4LXXXgttn6x1raEc3QUIMHLkyNPuEr6U6HQ6bDYb0dHRtGrVis6dO3Prrbde9CuaWK1Wpk2bxrBhw3j77bfrJPg+WlRUFLfffjsvvfQSsbGx57mWZ+ZSvCeVSnX5UAPIi1xGRgbnYpTBTz/9RElJCQ899FCDlw0X3yLyP/30U+h7nU7Hc88912Bln6uf0ek6n8/6Qo94GTZsGMOGDWPfvn1s2rSJ4uJinE4nCQkJpKen06NHjzpjCE/HpXhPqgtPAeQGKEOlulipAeRl6kjy8Et99vURR08WGTVq1DHjIVV/LpmZmZfcz/BSvCeVSnXpUtP4XIa8Xi+zZs2iU6dOZGVlXejqnHM5OTkUFxcDwUkI48aNu8A1UqlUKpXqz01tgbwMLViwgJqamsum9fHo7usxY8aQlpZ2AWujUqkuD0K9V5JRV6JRXczUFsjL0JQpUxAEgTvuuONCV+W8ONJ9bTAY+Oc//3mBa6NSqVQq1Z+f2gJ5mbHb7cyfP59evXqRnJx8oatzXsyYMeNCV0GlUqlUqtNWWFhIXl4elZWV2O12FEU5aY7eC0ENIC8zs2fPxu12q+voqlQq1TmkAHJ9u7AbpiqqP4n9+/fz7rvvMnfu3OOmwTteALlixYpQL1tkZORZLSpyttQA8jIzdepUdDodQ4cOvdBVUalUKpXqsifLMs899xz/+c9/kCTpuKnFTrRiVkxMDC+++GLo9UGDBtG4ceNzWt8j1DGQl5GysjKWLFnCddddR3R09IWujkqlUqlUlzW/38+AAQN44403jruq2amWWm3RogV9+vQJBZ1HVpg7H9QA8jIyY8YMAoHAZTP7WqVSqS4kBaFeX6DOwr7UjRkzhiVLlgDBYFFRFK666iqef/55XnnlldNa6ODoHsVFixads7r+kRpAXkYEQaBJkybceOONF7oqKpVKpVJd1pYuXcpXX30VChwbN27MunXr+Pnnn3nxxRcZMWLEaZUzePBgILiq1vr16/F4POey2iHqGMjLyEMPPXTOli5UnVogEMBut1NbW4vdbq/z/R//Pd6+QCCAzWYjLCyMsLCw0Pd//PdErxkMhgv9CFQqlUp12EsvvQQEA7/09HRWrVpFTEzMGZeTnp5OREQE1dXV+P1+cnJyaN++fQPX9lhqAKlSnSVFUSgsLCQ7O5ucnBx2794dSrlQW1tLTU0Nh4oP4XA58Pv9+Hy+0LkajQZR1GAULZg0ZgR0+AUZCRmXrwyDNpZMIQ13QCDBGk4CYbQI95JzQKRKp6BRCtnrkRA1AQxaD7WSnyq/hFfx4ZJr8cteJClQZ0C2TqfDZrOh1+uJiYmpE1zabDYyMzNp0aIFLVq0oHHjxuh0ugv1aFUqleqSVllZyapVq0JjHN97772zCh6PaNmyJatWrQJg9+7dagCpUl0MfD4fe/bsCQWK2dnZ7Nixg+zsbLxeL3q9HqvVitvtxu12n1aZkiQhSRJ+fNipQocJg6jnatvVDEuPYWGxhdWBbHpZWzAouZZSj5G/5n4GwNXmMbSP1pMsCDQN89Mj+QDf78vk6sRDLD+YgFGjIMnwatE0BPwkWTrQTdeEn7zrqajIpqmhD9sOLgbg448/ora2lurqarZt28aMGTPYtWsXXq+P1NQUOnToQIsWLWjevDktWrSgWbNm2Gy2c/asVapLhYJQ/zQ+ah6fS9bKlSuRZRmAuLg4brjhhnqVd3TwWVpaWq+yTpcaQKpUh9XU1JCTkxMKEnNyctiyZSsFBfvRarWIoojWL+CQgkHioEGDyMzM5IMPPqCyspKIiAjcbjeffPIJTZs2JS0tjcTERIxGI1OmTOGee+5BkqTjXtuPG7/sRtTms+hgOrekVTNMSKTc46FFfDHPrdGjKH4eS3yc8Qffo0nY9ZRJ+3jGcjWlDhsZFg+HnGFYtME3pIwwNyMi7iTOCKlmH7l2Pe193Si0NmJ4VDL/PpSD21fEs3/7FI9Ui8OTh6L4EQQdkuSloKCgTsD82WefkZ2dTXl5OcnJyWRlZdGqVas6wWVCQsIpZwyqVCqVCg4ePAgE5yZ07ty53uWFhYWFvnc4HPUu73SoAaTqsqIoCsXFxaHA6EiQtH37dkpLSzEaTCiSgCxLSASQZYkXXniBDh060KRJE9LT07FarXXKfP/990Nl+/1+9Hr9MdcdMWIESUlJXHPNNXX2x2ibUx7YTWNjX/7ZOJKn9xXwVEKAH4sjGJZRSrnHSFltOP9trmF9n8Hc1ljH4itu44G4NEzaZFIt1YiApAjkOcwYNcEA8pp2m+maGcb9S5tT4DQyIMmJpFhw10aR5xDRiMHxkJIS4MPmvfkyvy89zfeRYL2ScEsLTJpIypwbD9+XP1Tf8vLyOgH2vHnzeOutt8jPz8dms9G8efNQQHnk30aNGqHVqm81KpVKdURlZWXo+8jIyHqXd3Tv1/kafqS+q6suaYqisH37dpYsWcLixYv59ddfsdvtGPUmogw6ZLOZrGbNeWDsfTRploWiKGRkZNC2bdvT/k8dCAQ4cOAAeXl5hIeH1/k0KUkShYWF/P3vf2fmzJlEaRLoZmvF/KrlxFm6EkUSV1v6Y9EKLD8I09pKzNuvpbktmA/MK4skRVXw8/5m5HXsStucFewqi6JNdAVuv46WqfuRJA3OAxkUuw0kGL1U+3Us3NyJj/b7aKw30CvOS6u4g9j9aeTYdUQZYFxEP8K0EkaNxI6UTO5/sillq4qw/2pjQ76fgz43equZYuev3BrxGBatwKSKD1EUPz179qRnz551nsG8efPYt28fNTU1VFRUsH79eqZMmcLOnTsRBIEOHTrQv39/+vXrR7du3dQJPapLnqKAXM8u6Pqer7p4HT0UyG6317u8kpKS0PdRUVH1Lu90qAGk6pJTVFQUChgXLVpEdXU1iYmJVB0qJ7VJBt26dePKrt2JiLKRm7uHsP1GPvl+Epv/9RIajea0r+P3+8nLy2Pv3r2YzWaaNm1aZ33xp556irfeeiu0bRLCqZTKmV/1M1nWGzDJZirEQ3xb8x29TKMJ1+pZXpxEywgXYTo/VR4jRlHm57ymaIwCCYMasXf9LowaCUkWaZF8gPxDiQRkDbFmB3/rtZI9O7KYu7cJu2r0DI4x0TayhtSIClJSi9i3qwkVVBCmjaJxmIPRu9az40YL8laY/U4NPQY3IWtcTyzrSji4KJ+2B80coCV5/hqi/OY6964RLUiyM7Q9ePDgUPBYXl5OeXk5ANHR0XzzzTfMmDGDadOm8d577yFJEldffTX9+vWjf//+tG7dWu36VqlUl5XY2NjQ97m5ufUqS5IkNm/eHNpOTEysV3mnSw0gVX96drud5cuXs2TJEhYtWkRubi6dO3cmpqAKv9/PtddeS5cuXWjVqhXl5eVs2rSZXVMO8N81/8HjCY4VeZS/nvb1jg4cbTYbXbp0ISYmpk4QNG/ePL7++msAzNoEuht7EZCsHNCU0k3fiF982YiCSJHzVx6Of5gsmw9JlpAUAZ2gYPfrcAaC/z1FIEwbbJG06X3IsoTDr6egNB6H34BGkNlvt/HL3IHc1noHGkHhrfumo0+uYve8HmhEie/WXYFeozA0LpIil8DUfeE8ldAXQVxNrya7sO3PZNdkJ/usFrrdkkTKuK6UbCzFO3MfYWUaNvuLyLJeTyfLPeyW13CFcTiCULebRFH8RERE0LhxYxRFobq6mtLSUtq3b89VV11Ffn4+ubm5/Prrr1xxxRUsXbqUp59+msjISPr37x9qoTw6CFepVKpLUZs2bYBgL9muXbsoLCwkJSXlrMpauHAhLpcLCI6pvPLKKxusniejBpCqPx2/38/69etZvHgxS5YsYc2aNWRmZtK/f3+61yTRKK0PV2Q1xnqbwOj0dLZt38769ev5+ONPOXiwJDSm7z+8cEbXlWWZgoICcnJysFgsdO3a9Zi0C++//z4bN27kiy++AKC1sStNdV3Jlg/SVGvmrsgMfipzk0EmPWMMpKbcTUDx4pNEJEUgTBdAFBSi9D5sOh/ugA6NKBNhCCABJq2P8oABrSjjk7SYtH4aJxahKUrFI4UzN7sl3eNLmPf9ddw4fA4HK6J5c1ss1ycrXBVfzvqyaPolViMKCjuqw0mZsoH/Zj3Edc13cNvcXwDoa3mI3s2KKO/pYfCrvan6tZC5n03CYa/mkYTH0df2xC8EiLN0odS5PnTvRwLK4GQcgcjISCIjI8nIyGDo0KHY7XY6derE008/jcfjISMjg/Hjx3PgwAGWLl3Ko4/+BbfbRVZWVqh18uqrr64zOFyl+jNR6r2SjNoyf6lq0aIFycnJFBUVoSgKb7/9Nu++++4ZlyPLMq+99hoQDB7btWtHREREA9f2+NQAUnXRO/IJ7UjAuGzZMgwGA3379mXUqFG8qPOzzt6LLRWFXPXPocTHx7Fp02aWfb+K9es34HS6UJTjz34+XeXl5WzduhVZlmnbti2JiYkIgkB5eTmfffYZXq+XkpISPvroIwC0gpkW+m6Uab1cGybSxxKLPaBQ4NTQO8aIRStj0/nQCAoaQSFK70WvkUkJr8Tj15NbFU200UPLuIPodX7KvdE4gJyqSBoZqgg3uql0WxBkka0FmRxymwBoF11Bckw5cX4t078aRsfUfJ5uq9CmVTb/mNOP7nEuNleG0zO+jASjF502Gn+gos69LnV+FPq+pqaGHck7mH7tFPbt28f7B//vuN3NFmNjXN4CIBhIHj3xxmAw8P3337Nlyxbee+897rnnHlq3bk23bt0QBAGLxcKNN97IX//6V0RRDLUm//3vf2ffvn1cccUVodbJrl27qvkpVSrVJWHEiBH8+9//RlEU3n//fQYNGkT//v3PqIx//vOfrFmzJrR93333NXQ1T0hQTmehRZXqPCspKWHp0qUsXryYxYsXU1paWmfcXM8rb+WXga2Zo+uBratA48xG7Nmyh7nL5rJhwwa83gA7dmylZcuW9aqH1+tlx44dFBcX07x5cxo1aoQgCLz55pusWLECk8nEzJkzQ8dHiskkatuxK7AKSXbQ3HIjrbVJxBoEWkZ4MWokwnR+9KKESedHUQRKXRZ8skiM0U2irRpfQIteG6DWbabQYcMe0GIxC8S+dB2uV+ZxsEpHlMFHvsPE+kqFl7rkUe6wsacmgjijmzC9j1qfgRRbFXavCZPOR7XbTM+u69m2tTXlLis+SaTUY+LVg+spc6w/yRP4/eexdetW9Hr9KT/h9rE8yCrfXHyBsjqB5BEbN27ko48+4vPPP0cURZo3b86AAQPo2bMnZrOZlJQUUlNTsdlstGzZkry8PKKjo6mpqQGgb9++od+DZs2aqeMnVRed8ePH89Vzb/P3jD71KmdReQ6lHWP5/vvvG6hmqotJZWUljRo1wm63oygKRqOR//u//+P+++8HYP/+/WRmZgLB1sWj08CVl5fz5JNPMnnyZCDY0JKYmMi+ffuOmwnkXFADSNVFo7S0lK+++orJkyezdetWwsPDqa2txWAw8L///Y+RI0fyZtNHSW0Xwc7mIp06diAvZw8/Ll/MqlWrcDqdjBkzhs8//wJFCdSrLoqiUFRUxNatW4mJiaFNmzZoNBpKS0sRBOE4Y1U0gMAQ6wNEGzTsd3tZ7vqcOyMfpmmYTK5dZIlvPXeHdyHaIJFg8hCu9+IOaAk3eIkyOzAbPeSXx7GjOgK7X6RtpB2b3otF72WvO46YFwew9PGfMfglog0SVl2AgCzSJ3MPJdWRrC+LJc7oI1zvxagNEGetpcplZVVJLClmL9FGD9de8zPl+cn8lNOS+7K/OG6AdyKSJLF792727t1LZmYmzZs3P+mkI70uAaM2CpfvIJLsOOZa8+bN44knnmDPnj0AaLVaOnTowD333ENKSgphYWFoNBruvfde9u3bFzrPYrFgtVqprKwkOjqaO++8kzFjxtT7w4JK1VCOBJBPpF9z6oNPYnFFDmUdY9QA8hL25ZdfMmrUqNB62IIg0KhRI4YNG0ZSUhKPP/44EAwgV69eza5du1i0aBFz587F4XCEVhrTaDTMnz+fa6+99rzVXQ0gVRdUIBDgxx9/ZMKECcybNw+LxUpV1e/5sRYuXMjAgUPIGdWf8ZouXHVVawIBme8XfcfPy36lpOwAAPGGTnhFP1WuLfWuk9frZcuWLVRUVNCuXTuSkpIoKirizjvv5JdffgE0/PTTYkaNGoVGo8FZmkCVNw9/oAKtJgJZ8SHLLnqZRjMwQYdFG5wcE6H3YdX5kRSBGJOTYoeNYreRCF0AZ0BDqVdLmtmHXiMRZfDilTSUuE1U+rREWhUavdaPA+MWo/P7cQY0mLUScSY3qREVFNcEUw6lR5ehEWU0WonEjAMIooLPaWR7dnO69FyLxuBn99p25JXHc8vmL0/5LCorK3n44YeprKxEp9NRWFiIKIo8+OCDhIWFIQgC7du3Jysr64TBpCDoGGR9gAWOj+lvvo9Fzg9Dr8myzH/+8x8+/fRT9u7dG9pvNBrp2bMn/fr1o2nTpsTFxXHw4EEeeeQRysrK6pQfHh6O0+mkY8eOjBkzhjvuuENdLUd1QakBpOpMPP/887zyyiuhIBII9awcHaId3dtyJNg88v2///1vnnzyyfNYazWAVF0gubm5TJgwgUmTJlFbW4skKXg8Hlq1asGOHTsYNWoUTX7W0b57GBuzImjTsjWr161h8eJFbN26DVk+ekyjWO8xjkeUlJSwadMmoqOjadeuHUVFRTRu3PgkZ4gkWnty0LHq9z2imYfjRtHM5iXW6KHWp0cjKKTbqgGQFQGD1o/Z4KWoOoplh6JpEuYl2uDFrPUjKSJ+WQRAQKHcYyKg15L+Sn9Knl+EzxMMSH2SSJgugEkjIQoKsWYnZS4LXlmkUXgVHbtuorwgiZyCdDLjDhGbWILHaSZ9+uYTtjwWFBTwww8/8NNPP4VmUe/evZuBAwfi8/lISkoiNjaW7OxsoqKi6Nu3L9OnT2fWrFk4HA727NlDixYtjjtO8ehJNn+kKAp5eXnk5OTw66+/8vrrr4deS0tL4/XXXyciIgKDwYDT6WTcuHFs27btmHJsNhs+n4/bbruN0aNH06tXL7WLW3XeqQGk6kxNmjSJhx9+GLfbXScw/GPQCHWDS4PBwCeffMLIkSPPe53VSTSq88bhcPDtt9/y+eefs3r1aoDDYzoE2rRpzbZt29ixYwd/a3onTYVWiE/bqNaGU7pkN/e+M4aamqrjlKpBlk+/G/ZEZFkmOzubffv20bZtW1JTU5Flmd9+++24x4uCkV7GOzCIZvyyjNtURSuuoFukmWSzn0RzDUVOM/vsVtIsTmx6Hwatn4CsQSsoRNtqCUgaJEVEJ4BXEjnoMpFmlREFJRhkaiQMmgAWnZ9yOdii5lcEAoeDS5NWQisGj9drJGq9BiINHgxaPxaDB2NMDZndy0ndvwXZbUDy6KnZGcnTKQ8B0Np6B9sd04DgG9H48eN58sknURSFLl26kJSURGJiIk8//TS33XbbcZ/Dzz//TL9+/WjTpg3JyclUV1cDMGTIEHr37k1KSgoJCQnEx8fjctUSG9mWG2x/4Xv7/+oEkoIg0LhxYxo3bszgwYN57bXX8Hq91NTU4HQ6SU9PD60ilJeXxzPPPMNPP/3EggULKC4uDpVTW1sLwJQpU5gxYwaJiYmMHj2aUaNGqemBVOeVQv3Xslabdy4f99xzD3369OHf//43EydODK0sc7w2PkVR0Gg0jBgxghdffJGMjIzzXNsgtQVSdU4pisKaNWuYMGECX3/9NT6fD7PZHMq8L4ri4QXlBSb174u/3Y2EdUlALrTzvzmzWfHrD3Q3DmKL9yfs0u/Z+vv06cOXX3551nmzjuZ2u1m3bh0ejwdRFFm3bh0rVqxg1apV2O324IDkgJkmuma0C0vBJsbzs7OEPZ5laEQT/Q030SdeJs7kwenXYdRIVPn0WHV+ogxerDovBp0fr1+HUecj3OJEI8qU1kRQ5rKysjScSi+0jQyQYQ0m57bpvciKgE/S4JdFFIMO47PXc+j5RdgUF4nWWgxaP5IsYtD5qXJaSY8/RFhELcVFieSWxzP42qWIugABh5na0igWbOnArVcvZ+qyPqwsNfBNdXBlGbvdzv3338+0adN44okneOGFFwgPDz/t5+fz+Vi+fDm1tbV4vcF1tJcsWcLyn35G5tiW4TamjrSzJfBVyY91xqrOnz+frVu3MmDAADIzM4+ZqFNWVsaoUaMwGAwMGDCA7OxsunfvzrZt25g9ezbbt28/bv30ej2SJNG/f3/GjBnDDTfccN4GmasuT+PHj2fyc2/zRFr9WyDLO6ktkJcbl8vFypUrWblyJQcOHKCiogKfz0dMTAzx8fF0796dvn37nrd0PSeiBpCqc6KkpIQvv/ySTz75hPz8fAKB3wOFf/zjH7z55pvccMMNDBkyhJrJm2k1OAtXozRqt5Ty8pS3qDpoJBCowR04hESAiIgIevfuzT333MOQIUPOOpVLSUkJCxYsYNGiRRQWFhITE8PNN9/Mhg0b+Pjjj/H5fIePFBAFI3fEDKSjLQq/bGCvQ8NnZR/yXNpDWLQSRS4tFq1CrCFAZpidco8JjxQcBxih92HQBNCKCnGWWrwBHZ6ADovei9XoRlEEyh02SlwWxud78Ql+hsfG0CaqCo2g4A7o8Ekitf5goOPV6sl4tR+Wt7/BKLsw6PysL06lyqfFqpNQFAGvLBClD7bqXZm2j6iYCmJa5SEY/Bxc25qvN3TBJwlYtDLOgIgzIHL91KHcfffdlJeXM2HChBO2NJ6Koijk5+ezY8cOWrZsGZo5aLfbCQ+PwmrIxC/ZCVMsVMsHCSi/r9v68MMPM3jwYAYPHlynzNjYWIYPH87o0aNp27Ytt9xyC/PmzSM6Ojq0bFdERASDBg1i4MCBHDx4kOTkZF577TV27Nhx3Hrq9XqsVisjR45kzJgxoWS+KlVDUgNI1eVADSBVDcbv97Nw4UI+/fRT5s+fD/ze/N6qVSvee+893G43119/PSaTifz8fH6e/D3a1AjmL/qBXYtlNh78EU3Ai0MJLoX36quvcsstt5CVlYUoimdVL0VRWLFiBR988AGzZs1CkiQUReHBG0bQd8SNfDd5KT8v2kKhbzMKAYbZHiTNqiFMK1PrF5lm/427wtujERRKPQJxRgWDqBBj9BOu8yMrAqUeQ2iyjFEjoRNlilxGks0e0mzVBCQNWo2EXhPA7dcjKSKHnFZ+q7KwpcZLjE5Pzzg/GVY7dr8eSRbxyWIoIBUMGlJf6Y/prW+IN5XjcJtYXpiKRxKx6SSMGhlBUDCIMi2iS+l83QocBfHs3NmMtMSDFJXEU+22oBMlChw2tlSZeeyXR2nXrh2dOnVi0qRJNGrUqN6/A0fWwY6Pj6dt27bHTKwJjoNU0Gtj0IoGkP24AgcBCAsLw2KxUFpaerhV+ncTJkxg9OjRvPnmmwwfPpz/+7//Y8aMGXzwwQcMGTKEJUuWhH7WoijSuHFjysvLGTt2LH379qVnz54MHTq0TplGo5HWrVuHJt5c6E/zqkvHkQDy8bS+9SpnSUU2FWoAqbpIqQGkqt5ycnKYMGEC77//Ph6Pp86YjdatW/PSSy9x00038eKLL/Lyyy/Tpk0b7rhjOE0zmjJ/wa9kbRaYn3cIh2YDW525gMD8+fO47rrrzmht6qMdWRt06dKlTJ48mR07dmATI3mkeQy3ZVkoa3UL3rZNaLV1Ev6tLtbta4JH0vBLiZmvKj/iCtNIHmwkkRSVjw4tFo0BQVAorolkcXEMnaKcNIksZ0puGs2j9rDb4cUvGWlq1VPjSSXZ7CXe5MLh1yMICja9FwCdKOOTNDj9Og66Teys0bHIs4N0KZPRGaARFPyKgAi4JA01Pi02nYRo1JDycn94fTbxhgqq3RZ8koYN5dFU+QSsWoVmNhe3XLcEd5WNNVvaohVlUqKCwWa124L18PjIWreZtaUxLE7bFkpVZLFY6v+LcJjb7Wbt2rXodDq6dOkS6i5es2YN119/PeXlFfy+wkbw30bGvsTqDrLRnU2jRo3o378/H3zwwXHLX7FiBT179jzua7IsU1RUxO7du5EkiaysLNLS0kIfPnbt2kXHjh1Dy34BtG/fnpycHIYOHcqYMWPo3bv3WX9YUalADSBVlwd1Eo3qrPh8PqZMmcK///1vsrOzT3jc9u3bGTr0Vnr27E5NTQ2vvvoqjdIbk72wkK1f/EpRkYtV8s/kenYB8OmnnzJ27NgzqovX6yU7O5vt27dTVFTE2rVrWbZsWWhCR/eIVL64sg21Fd1INPnY27kLJESQNG0uX25qCsC08oPIgswLGX4yozvydfE3jN7hRAasVitdxSuxaKFKWcHG6kp+qI4hXGtgu3Mx3lJXnfo8HP8oLcJ9xFrs6D1mvJIWd0CHVedDVgRkRaDWr0dWBHY6HYgakc4RZpwBHzIgyYdn2AFaUUEG5MP77AE9dmcsIsEgvbnNjk/WsK3agiOgRWP0smZLW3Jqwmlqs1PttKIRZBx+PQ6/nlaJhfgCWmaVbOe3/StYtmzZGQePsiyj0egP1xCOBIFHxjOaTCZ69uzJxo0bWbFiBVdeeSUWi4UVK1ZQXl5++Jy6n1vzPIuoCjRGkTTs3r2b3bv3HHPdtm3bkp6eTlZW1gnrJooiqamppKSkUFRUxK5du9i9e3cokGzWrBlOp5Nff/01FIT+9ttvfPTRR+zevZvbbruNsLAw7r33Xh588EFiY2PP6NmoVCrV5UINIFVnxO/38+WXX/Lcc89x6FAJivJ7V2OrVq2OO/asSZNGXHvtdTRp1JRZc2aTOXsfB/aZKfNK/OZdQrmUB4i43U6MRuMp6+Byufjmm2+YO3cuO3fuZO/evaEM/eHh4bRt25abrIn0bNSMDlEWXljTgkSpjJSkWg4MGYBVr7Dj7Y38O99Eul7g7sYVGDXxOAMaJpV+y6LSYJdqZGQk48ePZ+HChUyZMgWAK664AvfaQtJ7NKGyspLH+j3CgAEDaNu2LbGxsZjNZj4s+YiBybcjCArJkRXsLk04nDDcg4jCPruNErcelyQgIFDqzaFU24I0s4AogOfwLGuDKGMQFSRZCAWVdp8exRd8XSMoxJrcEACjRqFHaj6luzJokVLAB7ta0zxcpqAmkkqfns7xxWQ124OjysaW2iq2erYAAldfffUZ/w5oNFqOBIACIsrhiTKCoEGS/IiiiFarpWvXrmzbto0VK1bQrVs3nnrqKe6++27mzp3LN998w9KlSw+XGLy3tFZWtmzxEqlvjlZyY0yS+eCDD5gyZQq5ubksXryYyMjI06rjkWTvR9aa3bVrF7m5uaH1Z3v06IEsy0yfPp333nuP7t278+CDD/LGG28wb948Pv74Y958800ee+wx/v73vxMdHX3Gz0mlUqlOxuv1snbt2tB2hw4dCAsLO6Myamtr62QL6dat23lb7lXtwladlkAgwJQpU3jxxRc5cKCQQCA4WSM5OZmuXbvyyCOP8OCDD1JdXR1qZUpKSmLEiJF06dSZ7B8LqVpWgDEQ4I3Cj4gxt6PctQlQmDlzJrfccssp6+ByuXjppZf45JNPqKmp4aqrrqJ5xXZaJEBkbWNMvgwWFCbSOEzm1lbbeHtdOyJ0sK0mwK0tQBpxBYEaP5s/3k5jo5++6fvYeDCFuYVabk/34pSreCRn1h+uGkwTtH79etLT04mPjz9u3YqKirjrrrtYvnw577//Pjf+OpFNu5qhKAL77DYs2gBeWcSskZi8X0O7cAMmjcKs6kL2uBYzJno08UYFk1ZGUUAjgAz4JAG/IhBlhSav92XPM0vBF8AR0JBk8pIVVU5A0uAJ6FhfFs3Q5jlIssjB6igK7DZ8skiZV0eVTyDT4qdp/DZGrltHTcCHx+PBYDCc0e9BeXk5CQkJSJJMB9NwFAR+c08lWFv45ptv6kzEURSF3Nxc9uzZwxVXXFEnEMvOzub2228/nM9RRCPakORqbDZbKB0PwOuvv87TTz99RvX8I0VROHDgADk5Oej1elq2bElsbOxJc0SuWbOG559/njVr1vDEE0/wxBNPqOMkVadl/PjxfDnunfp3YVdmU9kpWu3CvkRNnDgx1OMWGxvL/v37z/g92ePxkJ6eHvq7+9VXXzF8+PAGr+vxqAN9VCclSRJTp04NTTbYt29fKHj0er0UFhby5JNP8sgjjwSXpHOlc0v6DTzy8N8Z/3//pRmp/DJuLdtn5fF/+f+lxhdsqap0/QYoLF68+LSCxw0bNtClSxfGjx/P6JZedjxhZWRZFhv2DWHdxrvYXNiNafviOeD2ke8QWbE3C50AhzzQKcNC9IPdCK9xYJu1ihiNRFZ4LbvK42kcXsWdmW78ioDyh/8ONjEeEBAEga5du9YJHqurq1m0aBEvv/wygwcPJjMzk02bNtHZ0omkCYvZltsUm8GDpIikWR3oRJlSj55Sj4H+8VoaW30kmPykywm0N96CKIA9IFDh1eCSfm9hlBQBnaCEWiVlIKAIJJm8xJlc6DUBzHovv1VE4ZEFft3fiICkodYXzAlZ69ew1y4gyaC1bODB39ZiEo2A5ozfqCDYKtujRw8MBj2b3d9gVozoNBGHXxUYOHBgneMFQSArK4sWLVqwevVqSktLQ68d2XfnnXcCMpJcDVAneAR466236sziPxuCIJCWlkbfvn1JSUlhw4YNrFq1KjTM4XiuvPJKFi1axPz58/nll1/IzMzklVdeOaZ+KpVKdTYmT54cmjNw3333ndV7stFoZOzYsSiKgqIoTJo0qaGreUJqF7bquGRZZtasWTz77LPk5e0jXGxS5494v3798Hg8PPHEE3z00UcoioJWa+CRG+6gxQ3pkFfJ/rfXIJU5ydLIZMQIpJgf5vuKX1AULwoCTqcTs9l80nps2bKFl19+mZkzZ9K2bVtW/13C+fNANvwYwxWp+ex3tGBnjUL/pHLWlsWwuMzHencNe/aH0doGVzQWSXqwPe49FZh/XItPMtA+qha7T0+k0U1udRRGjRTsLsbGleGprKkJLo9YK5cAAs899xwZGRm4XC42btzI2rVrycnJAUCDniameG6N7sCwpGQc3kg2lVloEW6nUUIxYS4X966NxCLrGJPhZmWpmU2eMpprY4gxCLQOh0iDDVmRKXCKGDXQ2OrDGdBQ6dMQoZewaCUspuCzz7LVog34iDA5kWQRUZTJq4ylxKNBK8Bt1yzDXWNl66Fk7AEtWlHhzmY7mXhoMx9traC1NYHtvrKzXit85syZrFu3jq5du7JixSoKA5vwS5UEP4uKJ+x+yczMRKfTsW7dOrp06RIKxi0WC1999RUDBw5k3rx5zJs3D6fTefgsERDIyclBq22YtyqNRkOTJk1IT09n9+7drFy5kuTkZFq0aHHC4RNXXXUVy5YtY9myZTz33HO8++67PPXUUzz66KNYrdYGqZdKpbq8uFwuVq36fQWzs02hBnD77beHVu/65Zdf8Hq9ZxWMnim1C1tVh6IozJ07Nxg47s7H7XdzZ9S9zKyeifdwC9ERMTExuN1uXC4/t3R/hJtHdkErSxycvYvKXTXsqRXwKwpeWaFNhEBi/BL+siGbUy09uH//fqZOncrXX3/N9u3bSU9PZ5Q5jEd6uzmUl8nyfU2waAMM7Lwer8vIc8uuIM4Idj9U+RTK/T46Rxjo1tSDcE9vPLvLKZ2VjahAtMFDjMlFldeESevH4dNj0flxBXRIioBXqWZ97T5q/DJ5Tg8lPjvl/lqccjCoCRNiaGxOpLEpDiNJtAqzEmMI0Dm5gHK7jal7E2kb6ee3Kh0PtNxHqcPGxooo/DKkW7wMbr+JrXuasr0qkh3VWnwyJJmC9+0IgFED0QY5uFqNwY9N50MQwGAW0DxzI/r/zMAkuyl1WlEQ2Ge3UuMXeaPwIx6Ie5hXblpEbVkURVUGfiopY1FZEWsqqjAKelxyABDOKnisqKjgL3/5C1OnTuWOO+5gxvQf6W0awjLn14dHQ4onXB7xaEVFRWzevLlOEPlHBw4c4LvvvmPQoEENklroZJxOJzt27KCsrIxmzZrRqFGjk87AVpRgq/lzzz3Hvn37ePrpp3nwwQdP+UFIdXk50oX9l9R+9SpnaeVONsfYQ2O8H3nkER555JGGqKLqAlu1alVoIl9UVNRREwzPTkxMDJWVlQiCwKpVq7jiiisaoponpbZAqoDgH8aFCxfyz38+y84dO0nXJjIy5jr+ceUhmsz+EgU/TZs2JTc3N3ROeXkFI7Meoc89HYjOtLB2Rj5pOftI1HlYXhVGl2iZTrHlzMyPZ2ibtXRakA0IyPLxAxi/38/IkSP55ptvMJlM3HjjjfwzrYJBHe0UbmhMWYHC+gMZfF8kEKY18cDuAwSkWm6PuIJN1V6SDAYi9AI3pvqIjvPivPNavLvKkedvoV10NUadjyqXlbzaCML1PkTAqveh10hoBIVfSmJIMBppbkjArxO4MkxGkgXWlGtxS37CdBqs2mBLn0eCJjaJcq8GWRHZUJRGhq0ae0ChW3IBspLGvqpobhi0mGtkAZ/dzJoNndi0uxl7a22kWVwkmwXizQ5ibTWYTW60WomKqghq3WZaZuUS8OkoLYuhzB6O2SxRBWyvjGLjQYGmYQpxRj9GjcxNLbfz9NAUzJmfYJckxv1cxPRdLiQkosQkPvzodW699VaioqLO+vejb9++FBQUkGLoRv4cMz0Mt1Lo30twjrjmtIJHILSc4Pr16+natStxcXHHHJOamsqjjz561nU9ExaLha5du1JWVsb27dvJz8+nTZs2JwxuBUHg2muvpX///ixYsIDnn3+e//znPzzzzDPcf//9pzUJTKU6ExkZGeoYyEvQrl3BzCOCINC2bdt6l9e2bVuWL18OwO7du9UAUnXuHWlRGTduHJs3b0YJgESAPYH9xCplNJmjQSEYHOTm5iIIZtoaOtEuvCnNB7am2aB0lM35rHxuB8MzdnD9AR8t5GZcmyAjA69vD+fvLQq59acCBDQcKNx/3IkLHo+HsWPHMmvWLD7++GNuLniadybF0rRpew6s9zF+UysWuLdR4p6DXmujsXAFzySPoHNMBeVuFzpRxiPJJJqdSGYD7jv64s+roHL2TiL1ClVuM0fm77aPL8bpNbK8OJHvKyrZ4pqJKBqRZQ9aTQRtDYNwC24kIUCSHEeXSIFCp54av4RfVsiwCCSbJYpcGqq8EKWHaKOH/fZwwrQCKwvTyAxzoBUlPp99PQAVXh2tImrRiTI2vZ8St4kn9nwKwK3hD5FqEWga5uGTAy6ujYpEq5HIrYpmbbmZDItEa01wGcfrW+7gzg5VaPUBNNoA+jAXtYdi0Ji8zJ7Ul8d3/EqJz46CAmiokIoa5Pfk4MGDVFXVoLXIFAsHCFOiKJTz0GPGhwtB0J52y2ZycjKKorBu3Tq6det2Ucxwjo2NpXfv3uzfv58NGzYQFxdH69atMZlMxz1eEAQGDx7MoEGD+O6773jhhRf497//zbPPPsuYMWPUpRJVKtVJVVZWhr5viHRhR5dR39bM06UGkJexZcuWMW7cODau34wSUDBajCQlJbF7925ERB6PH4SuJgqLMZflNVu5JfoaBidYWGFJpe+YZphxUfX5SvJ3+9haqrCvPIt2yDS2ach3QphOoV+8wr2/rcWulPPrqhWhFqij/fjjjzz66KPk5+fzj4xOjKr9G1VFjRjVfgv7ShIZvzMarSjTTdMaW2QbwnWg1yiYNTKLi2O4IsaORlDw+nVUKGFY7+iGu9hJ9le7idCK2KxefJKWPdVR1Ph0rNodS2XAR5hGoZctmr4RDwPQ2OolzWrHI4E7EMYht5FST7CbOd2qYBAFQMGvgD0gIgpg08MBl4YKbyRNwrx0i3Vj0gbwyyLFLjMROj9+RaDap2VHtQ2dqKAXZXyHJ8WMS30IraiwzyGwoQpamaI45IYnfrPQyWLm0fbZJKUVIRl0rOUW3G4ju/e1QCMoBGSRRcXR+GW4v3UulUoZh3zV3B0/mEmH5jXo70p0dDR33HEH77//BeHGRqQq6XTVXMtecy4Vni245IozCiJTUlLw+/2sXbuWHj16nNHa2+eKKIpkZmaSmJjIjh07+Omnn2jRogWZmZknnK0tCAI33XQTN9xwAzNnzuTFF1/kjTfe4LnnnuOee+45b+k0VBcfhT9mO1Wpfvf7srmc9YIZRzu6DLfbfZIjG44aQF6GVq5cyfPPP8+vK1chBHR4FTcPPPAAAB9//DEAMzsM452ccN6+opCYKDfr9gzhvn3fEdt3NAO6t0G7bCu/zK9lT41CuT9ApFaHTScgKQLhOoXXCj9ncqvbeCu3kkq5CI1o4eeffyYqKopmzZoBwVatxx9/nBkzZhAlJrHq7mhaJu6nNjeV13/sw44aH4lGPQOTfDQJr0SvCVDqCk5a6JSxF1Ejo9f7MNsc7M1tRCo6nLf1Q68pp5P3/7iuv43C/FSm78rCJwvU+qHGp9AxSibaoOAKSPhkBaNGRi/K5NQaePbAKvyymyfjB1DsFkkwKcRoJQ66tZR7BWp8CmE6AbMWanzgk6FFuEzPhENEWBzIsojLZ6DabUZRBGr9OnyyQIVXpMil0DxcYEWpQu84hScSHybXDiICU6s/RBC03Ga4nybhMve1qCUtOYe49ruRHCayN3YB4LfiNKrsArFGL15ZpGu0k70OMzllCTS26rDqBA75Khr8d6Z9+/Z89NFHyLKEN2Bnp3YDrZUuJJNBsj6ZNZ7JHEnlc7oyMzPx+/2sXr2anj17XjQTUoxGI506daK0tJStW7dSUFBAhw4dThrkiqLIrbfeyi233MI333zDSy+9xOuvv87zzz/PiBEjGmwSkEqlujQcPaSorKys3uUd3ep4vj6Qq5NoLiNr167l+eefZ/nynwn4JWQlQL9+/XjjjTdYvHgxzzzzDAD/6pRKVVU09zSOJr1ZPqMmDaS87W6efGg0ppJDrJ5YiLfaS5ReItrgwyNp0AgKu+1GIvQyv1UKPNNpD9tLkvhr3ip8vj0EFBFJ8WHUxmP3FvHxxx/z9NNPYzQaeTIpikeHHsRbEoO9LJKv111BqUdDnFGq01oXofdj0QZoHnuI/VUx7LVbuSL+EBaDBwSF0v7X4rJGYv9sNfiD61J7JA2SIlDp0yIpUOsXqPZBnBHSLD7SLA6SwqswG7zEJZWwfmsb3s4JowYnZsXI7Slaav0acu0aqn3/n73zDpOqPPvwfer03dleWRZYeu8IImKwxyDWqMQSNYmaxBI15TPFEmNLNMYYY4xRkyj2YEdFBKT3DgvswrK9zk6f097vj1k2ECuCRs3e18XF7syZd945e+ac33ne5/k9DuV+mV5eE59qs6Y9ne926eAqVMWmpiOXxrgXr2rxWp2XYwoM2lIanYaMKaA9BSeXRKjIbmFpXS9itsLjrXvItwvIUdx02ga/HNHB5BPfRSsJY9RksXvVcDbU9+LdjiCn/XEaLb+ch0ilI5yyJGhM6IRNmdq44JL+Lfyh8Q32hmS2RsOfOC/xk5BKpbj55pu58847u/pUpyukp3guISzH6EhtotbaDMCPf/xjbrzxxu4TpBCCbdu2MW/ePFatWkU4HCYSieByuTjjjDMYN24coVCIqVOnfi6Vg4eCbdtUVlaye/du+vXrx8CBAz9Rm8P9vqk333wzqqryy1/+knPPPfeIRBp6+OJz//338/gRKKJ5p30rHeN6fCC/irzwwgucddZZQHqF53BEpBCC/Px82trakCSJp5566rCquj8pPQLyf4Cqqiquvvpq3nzzTWRJBcmhuLiYu+66i969e3PFFVewZcsW8pQykiJBxEkfyD/udSGjSx20k4dg9ipiz4u7ia1vojqqkO9JexT6VYfKsMz0wjhP1aicVgT9Mzsozm7H54+SSrmobixibk0ea1JPszUaQtc1DMNgtH8Qz/5sNxkxP8mWIPW7y6huKcBBImGp6IqDLSTcskXc1ggbOlFTYUdYxRJQ5BX09SdRJUHg+ArkwcWIJxYRDkFTwkV9UkGTwK0KOlIShg35HoEqQ1tSwhYwMiuFV7XwawbDy6vIKa9H9SQRtkLTjj6s2l3BizU+WuwkZbqXTssiKRxq5XrGqeV8b1g1pSUNzF09jqDLYHWbn4a4gyMg15225fF19am2HJk36l3M7BXjuImrAOhsyaYzHCAnqwNvZpTW+gJW7isnZikkLYWgblEdczE0P0ngxyfS/pu3SHZ1TnSAmKnQklJ4MryMCjGCIcFdPNGwjJmZFzG380kEgs7OIxeR3LRpE/fccw8vvfQSjuMw0Hc6+SKbxfHHmV0wnapEDasj1ZjC4cKLZrNnzx62bdtGc3MzEgo+ORtdcqOiE6aDpJ2uGrz66msIBoP88Ic/+EKKrM7OTjZu3Aikk9U/6R2+aZr84x//4Pbbb8fn8/H73/+eGTMOT1T08MVnv4C8qvT4wxrnnfatdI7P7hGQX0Gqq6vp168fkE6Feeedd5g2bdqnGuvdd9/luOOO6x5r06ZNDBky5IjN9cPoEZBfYWzb5g9/+AP/93//h20LTj75RC6++OL/9rR66OF/DtM0eeONN5gzZw7nnnsuv/3tb3u62nyF6RGQPXwS+vTpQ01NDQCTJ09m8eLFhzyGEIJp06bx3nvvAekOcLW1tUd0nh9GT2LOV5StW7dy6aWXsnnzVpyESkqE8Xg8DBgwgJKSEqZNm/ZvGwHkLjuWNF6vn8eu+xnSoFwS/9rBa/NjzOl4BF3N5WvubyADfQIyNVHBS5G/MtD3dYpENpXyLr6ZOZihwSi1MQ+WI3Fq/0qEkFhd15vxpXvw+uIYhk5GMEw4lEEs4UGVbYSQMG2VpKGjqRZCSHj0FMFgJ7LsYJo6lqUQiflo6gziALpiEyrshfuccVT/bSMNOyL09RskbIn17RoO8ELnIxzrvZByr07YTPssHpWXYHWbh5q4SVQYhOUI1/TKYFhBHZIkcLkM5lUORJUF/TNDZHrirKgvYXmrgiXAr8pkaFDocSj2pHhmn0KVXM3srP64ZIEqOygSZLsMamNupvXaR0skg22dmXiUdHSywJMkQ0/xxK4s/Bpk6gptScHwrCS6rLCiVWNAJphOulN0hk9i4M3TaPr1fEjZxCyZlCMjBNTEFSTgxJI26mMBXmqfx9ZoB6dkXMDjrX87KAIphGDOnDlcf/31SJJEJBJhYkYFK8LVdHa283G0trYyd+5c7rzzTk499VSef2oFZwem0str4VIcZKDTVGlKyvhUeLb1JeqNegCuvvpqysvLiUaj7Ny5k3A4jM/n45JLLmH8+PEYhsGSJUsoKSlhwIABR+y7cKQJh8Ns2LABSZIYNWrUJ87dnDlzJj/72c+46qqrGDJkCA8++CCnn376ZzvZHnro4QvLBRdcwO23397t3Xj11Vfz+9///pDGuO6667rFoyRJXZ29Ph96BORXDMMwuPPOO7n99t9g2wLTTDJjxgzuvPNOxowZgxCC8ePHH9R8febMmbz++usYhsGEUafxy+vPIlPZS+vvN1Fd6+Zv9Q9zWuB79PXLZGgOz7bV0xrLBaBcPomtoXdZb7VwbdGVVOgRVtX5yHfbZOkmj68dQL7bol8gSpavFctUMaMuNu3riyrbyJIgZup0JD00J134VJuAZhK3VMJmOv+wJSXhU9NV0oYjYwvI1E30bA/+M8bQ8OIOKteGaE46rG2yKXTpJGyTvVaYRCJBSrLJ8Vr4ZIn32qO829nM3sRSLDuMLLvJ947i9p15VK57g3zfeG4qHkmeHqcm6uF3VQGW2suIp9IRAJdWwET1VI7L12kLyzxR10RVYjEneM6lMCdOfcLFjk6ZARkOeZLBUF+UxVVFbGhXGZdjMjzYTMrS2BvJ4O12mXc6nqDNCiGjIBCIRgeQGOo7h356Pm5FoEgCyUjn3RkJB9mwkYWDB7AcCY+VXs5e35BBzJI5J7ecb9ftYk7kGe598G7C4TBCCDZs2MDDDz/MM888w7e+9S2OWgmteWu5Zetmjs4cgK57PraK+vrrr2fOnDk4jsM//voO3846Hr+wWFwr8CoKOS7QZIGMTXMMqsINCJGuCNR1naFDh3ab5/4nmqYxadIkFi9eTDAY/MCK/S8COTk5TJs2je3bt7NkyRKGDh1KeXn5R/bV3k/fvn157bXX+Mc//sGll17Kk08+yR/+8IcP9Z3s4cuL4FDLyj54jB6+ulx33XXcf//9xGIxhBA88MADVFVV8Yc//IHy8vKPfO3evXv54Q9/yCuvvIIkSQgh8Hq93HjjjZ/P5OlZwv5KsXr1ai699FL27tlHMgopp4Pf/va3XHvttd0Xt+rq6u7uHvfffz9jxozh9NNPp6MjxE0X/oZxp5WRt+o92t9uZkVTHi+0tfHN/GxWtkoscZYzXT2K4VmCsCGzPmSwWiyhlzyMGRl57IsLijwSeW4Ht+xQE1fJ7/rZFBIZmkXYVBECTCc9H5+aPsXGLBlbSJgCdDndB9qv2rQbKglLQpEgy2Xjlh3KA1H2GpmU/GAS7pp6fO+sJMMTpzaUzcrWLFa2m+yVa2k0txNL7QFAQqLM/zViopVyMZTV8X+S7xvPFGUsbaZBo9KC3wlQ6SxHlVzkKL3ZHX2je99O8VxMpuKif0ChxGPhVhxMRyJmp/P1mpMyuS6HmCXTP5BgWF4jpq3QHMtgb9RHxFQo9SUJaCa7I37uaVhIR3IzGUqQsB0FbECgqiqWJXFGcDb5uo8Cd1qQKW6FwXccR+VP56NbJjKgyfv3nUK7odKRkmhNCfoGwOddySvNu1kVauvyhEyTk5PD0WIc/zciPe+/by9nfWwDiyNLODowlcXhRR95jN1666389re/Jcc6mlKnhHzdRY5LIm5B1HJQJIk8l4SugCLB7+r/SJ5rGB5aqUnVoUgubGF9pFBtbGxk9erVHH300V/4Zd7W1lbWrl1LIBBg9OjRh2Qk3tTUxA9+8APmz5/Pfffdx+zZsz+RCO3hi8/999/PYzf9jisPcwl7QftWwj1L2F9p/vrXv3L55Zd3i0BJkpBlmeOPP55jjz2WoUOHkpWVhSRJtLe3s3XrVt59913efPNNHMfp7qUtSRJ//vOfueyyyz63ufcIyK8AiUSCX/7yl9x///04jsA0DQoKCnjyySe7E2sPpLGxkYKCAqqqqpg6dSp9+/blB2d/m5y8JMqcVSQbkjy+K5/BmQ6GI/FmW5hjg+migR0Rh82iivrUBky7E49WyDHqCQzIUDFsqIpZHJMvkbTTkcJ9MYmABj41bXmzO2KTchz6BzSydUGGlo5CWkJKL1uraZFoODJuxUaTHVqSLjRZUBfX2NRpsdRewPXXfodsXwZX/+IKdKWAGa5vsNRZRl+Gszr+T0Z6z8UjXOQqHhzg2HzB+g4VRQK/CpaAdxJVtDu1dMQ3MzPwPersCDVSJS3xdQcJnCmei+nr8ZLrAkmCsAn74hZBTSVuO1iOw3ZpD4Ppw4+GNRJKejEdmYSlkqmnWNaSTUBzyHMZbAq5qY/bvBufQ8huA/YXjHxQa0eJWRlXcUKRgaVp9LrteLb++B06Y4Is3catOMSs9OvDpkzIkHAr6WVvlwwlXpNMVytvtbQgoVPqyqXc42NvzEOHYdMmv8NbbbvwKionFxbwRM0exrhOYm3q7Q+t4H733XeZPn0669ev56LJd2NJFg4O22Ivcpz3MoKqRrZLQgI2xjewJrYMCwNFDqBIHgy7mY9rZQnpTgp79+5l2rRpX3hTbtM02bBhA62trYwdO/aQTYFffPFFrrzySkaPHs1DDz1EWVnZZzTTHj4vegRkD4fCNddcw/333999A7lfSH4UB24jhOC6667jnnvu+czneiA9S9hfchYuXMhll11GZ0uSVCoFwPHHH8/f//73D10WKywsZNOmTZx22mmUlpZyzRVX01csIuPFjdS15fC7rQXMKLSoDKusSDSxJf48q+Pp5duU2dQ9js9Vzjc8p1DmF2ztdFhsLUSVXZTHJvNEaC6a4meANI7hUiZhE5qSJnvlRvaaK1nY5lDiHs10dwUdhkPKEZxdliTbnSDTnSBh6uyLZLAj7MWrCmwhyHVbnB6wuPzYb6IMKmDznaso9U6jJrqAV8w/M8B/GnnCx49Lr8CnCtyyQ8ySaDdkppZWsTPSl0m5ceY3enmy40FUJQPLDjPSey67nBa2xJ9/374a6T0XDYUdiQiFngBhMy2G+/pUWlOCXU4T22Iv8oPCK7lk6A4KiprYWdWHaMrNllAGAdWFLcCn2HgUG9OBhLybkN3G0qVLOeqoo3Ach5tvvplkMsnEiROJxWJceOGF/OEP93PnT//FOGMQPjV9orCEhEf5t7VR0pZRpPQ9oC6n+4EbDjgCWlIaGVoRZVoRSQdUBFtiO3i25T06rSSOAAeHmG3yWmsO+YrM+tSbTPKe+KHH28SJE9E0jVGjxpDvm0iJ6EdYDgFQLdcwXa/AdsClWqyMLcKjFnDTTd/j9ttvxzDS3XTylCIkSftIm6H+/fvT0dHB2rVrmThx4hc6MqdpGmPHjmXv3r2sWLGCiooKBg4c+InnPGvWLI499lhuuOEGhg0bxh133MH3vve9T2QX1EMPPXz5ue++++jduzc//vGPsSzrIGH4QUiS1B2x1DSN3/3ud/+VHuk9EcgvKeFwmB//+Mc89rfHcGwFw4oBcPfdd3Pdddd96MUnFovxi1/8ggceeIALzr+Q0046kVHNjxJ9xWTxnn6826RT4JFoSgie7fwTEtJBS6CQFo4BrZDhznCq5XpkZKoSCzndfwGr7J0U2cWss+bhCItj9TNICotqpYqW1Ha8Wh5eOYvm5FZy3QNpiC4FoMg/mdbkDnxaPllKL6qjbyLLbjxaISmrHcsOAzBo0EB+9auf89RvVlDcYHNuxT6y/RFk2WFHYwnNCQ/P75PZIK1jqjKBU0sSlPrDPLqzkHfMFbTE1hD0DEaVXQSlEnyOnzppB62x9Xj0EhJGHeO8FzA1MxMHiFvQnHRIOg5H5ab36ZaQhOEIWq0kNg43DDQp8HfSGgsQNlysavPzaMdrJMxmftHrQgrcaa/M3VGNqqjNa9EHCShuIrbxvqXcjo4OTjnlFLZu3UpVVRU/7H8Lk3INYorO4DuOY8ONCzATDhErfYLxKAJVgpiV9reM22A46UIdWwg67BQKMqokowAL4o8hKy4MOwJIXH3197uStiXS3o4OEjBIP5ZtxuL3iTzbtvH5fNx5551cc831TPFcTEoy2WK9yyB1Ko1yDX3tARS7LZ7teIz90cbKykpuvvlmOjs7efXV1z82AgnpfN6FCxdSVlbWbT7/Raezs5NVq1bh8XgYO3bsIffGfvvtt7n88sspLS3lkUce+dJ87h4O5v777+ex/7uXKw4zAvlux1bC47N6IpD/I2zbto3bbruNZ555Btv+6HOkqqpccMEF/PSnP/2vFR32CMgvIa+++irf/e53iUbidIZDgGDChAk8+uijDB069CNfe9NNN/HXv/6Vn157ExXZLiqWP8f2dTkUZYSIJD38cWsx1VYH6+JzyPeNp0j0xZEcqqxVlKmjaaWGltgaPHoJSaOecv/xxEQHI8UoaqVWgk4GjUoDkI5uTVD6MzSYzmdM2jJLW6HB6WRdfM5B85IlnUzPAIqlgVRbq4inavDoJeTpAzBI0Bxbi8/v4r777uHFF19FX1TCmGyHXJfJc/tkLqtI8LfdPk4qEvTN6ERXbKo6g4RNlWeaOtlizMew3m/Uepz3Mnp5dGKWoN00SQkLE5saZSezvGPYGIlTpVRyjDqKEi+sDaXoJIYhmYzQCsj3QC+vSZ9AlJaEhx1hN01JyHFBuc9ML70nNGxHYnfUYWKuw/L2dl4OPUOmPoDW5Nbuu83W1laOO+44Nm3axN13380v/+8hzvSfSolX4PHKjLxrOhtuXEAkKgiZoHUFuBQZbCf9f2NCELHSJ542EUMTKiE5jC1ZxESIutgC0kJRRgiTnTt3dp98HnvsMS6++BJcUoCUCJPnHktLcgNCmJx55pmsWbOGYDDIhg0bAJkx3tmM8QXJ0GBnxMFwHMJOilzVQ6Yq8Xb0ORK2TbvZ8KmjaZ2dnSxevJiJEycekX6xnwemabJx40ZaWloYP378Iff6jsVi3HTTTTz88MP8/Oc/5/rrr+/pZPMlo0dA9nA4dHR0sHDhQpYuXUpDQwNtbWknjdzcXIqKipgyZQrTpk37r7eA7RGQXyJaW1u55ppreOGFFyijFzsSOwHBn/70Jy6//PJPZMB8/vnnc/zxx1MR2seOv9VxysiV5AyuxklpXP2n81kX62Rdci62E+VE33cYnaXQL5BACIm2lM5Pq/+Mz1VOmTqa6f4i2lJpObI7FSFDclEntZGUYhylVXTnPoYMCJuCPJfEe7EWNsWefd+8ZNmNhIqmBCh1jUEVKp1SCwoaOU4hAN+8/ihCqTruvPNujvVeyrigC48qiFkSY7PDjC2vIp7wsK8jh5f35TI/sYt+Thlvxx856L3OzryC00pj6IrNllAG6zsEL0ceAuC0wPc4rsDmzQYJtyKjyzJBPf0ZV0U72eGsxBYp8rQB9HF6My7ooo8/RYkviq7YSJKgPhqgLuFGlx2ak2r3snKhR2A7Ev0CSa7Y8TAA06ZN49VXX8Xn8zF//nxOPfXU7lQEkBnuO5czcnJIaRqTfjuNVde/SyLupLvqGGCKtHjcX+0Zs2w67PTrU5KJjY0l2Tg47LHWEEvtIh1tVADBzJlfZ+7cuYwePZp169a97++yZ88e6uvrmTx5MhlKGUVaALficE7+FJK2h6gp0W7AtniE3rqfRiNJUHVR4JbpsGt5vv0FPknO40dRXV1NZWUlxx577BeuU82HIYRgz549bNmyhSFDhnxkP+0PY9myZVx22WW43W7++te/MmrUqM9msj0ccXoEZA//C/Tc1n4JEELw9NNPc9VVV2EnZRKJBDuo5Dvf+Q633nor+fn5n2iMZcuWMXPmTHa8NI9euyPkazrZg/ZgJ3WatvTj6rGbycgM09wyiVd2V7Ci1eHO2oe4IPsKSryC50LV/LrPd5nbGMcSNh1d4tESAr/kQkKin5RPnktBkmBPzCIlbPbK+6iOvomu5jFCP4Hv5l9Jkcchz2USMlXmN9msFosJJ3ZgO1F2ma92z1tCol52ceY3LqBXWS6/ufZmANY4ixhsHc+Fw7ZRVF7Ljq0DuH/VKHp5bUbmtDE6K0XErKDcLzgq9woMB2xHotBjMjy7ibWteUQsmd0RCcNJi5uf9bqCQRkx4pbK26m5uNVs/q94OitaZYKazCB3Jl/zzuDO2j+xN1XD+MwraEpCoUcmbmkUZ3aQFexEaygiaeeQ5UoxMifBnJo473XupbazjmL68XVnbPfnW7hwIUU5o4mkqhHCJJFIdBdF3XfffTz67nU8c/rfqU0JJgEJO93TO6CmPS2lrq6CpgMxK30v6CAIyWEiUjuGiCNwyJDyyNH6kDDqcUSctOSUmDt3Lt/+9re56KKLmDZtGtlKDu12BwUFeTQ1NXVbSUgoDNKmMcyfxZvJLdzZuIwSeQgdUgON0eX4XOWsCtfSz3ciLY6KnCxCknLIV0pptuvw6L1Imo2fqr1ieXk5LS0trF+/ngkTJnyh8yH3I0kSffr0ITMzk5UrVxIKhRg5cuQhddk56qijWLt2Lb/+9a+ZPHky1157LT//+c8PeVm8h/8OAnDE4R2rTk94p4cvMD0RyC84dXV1XHnllSxatIhYKIFJihNOOIF77rmH4cOHf6IxbNtm48aN1NfXc/vtt7N06VKmeS7gn7O2smTzcI4ZtZ69e3uxvrGEgdmt7OzIwRYSV1Y+xvcLvkddPF3EMiFXcHfjIjTZy2R5PHV2BE2o9PP4COrpXs8rzCr2Jpbj14s4zTOd1pTFHlpoFDuZIE2mzKuSqYEt0pHJJal9NNqVRJI7EeKDXdNGDjqen/3qEt64az3PbX2RSHInFf5TKXOK+Fa5ybhee8jJb2XNlqE0JrxYjkzcUjCFxMYOFVmCTjO9xDohR+Go/BbeqstnT8xhobWUlB1mgDKJb+QGebMlgY3DHnk7v+0zCMNWWN7q5azyRjK9MRxHZkNzEfMbXXgUiYEZNgMzIwwqrCMz2ImiWXS0ZtMWzmBencxTjaupTtVQUVFBTk4Oa9asoX///lxyySXceOOPSV9mJO65527OOussevfuDaTz/yZPnkw4HGZPVYhLis7jlAeO460fLiQctSn0gFsRJCyJllRaQIZMm7hjYQuHqJSgXW4lLjownTi2sPAoQQwnTiixset9Ff7tVqcADtlKHu12c9eelyl2T8TBIYdi8uR8ZCTiwiAix4gRQjdS1DnbSTohJEnFcmJIkocSfSS1qWUAFGq5NJodgPSp+3MbhsGCBQvo379/tw3Vl4VkMsmqVauwbZsJEybg9XoPeYyNGzfy7W9/m1gsxiOPPMKUKVM+g5n2cKS4//77+dv/3cv3Sk44rHHe7dhCdEJPBLKHLyY9AvILihCCRx55hOuvvx7HcYhGo/Tv35/HH3+co4466hOPk0qlWLlyJY7jMGbMGM4++2zmzZvHnu/14o0FJxN0pThu/Cp2VfZLVw63pw3Cr931FyQkCv1H8TV9FEUe+Ev7ApJWiOn6aYScFC5J5cQCle1hhUKPoMRjkrRlKjLCvNOYTcqG4UEDgOakRqcpkakJGpMS26JxBvq8uOS0kFxn1pHhZJCQk2xLzqPYM5Z2ay9Jq4bf/vZOtq1t5qHH7+z+XFM8F7NXqaY2upChvjP51/G1zN82lB1hN3tjAlMIWq0EUTlOVOpEw4UmdJJSjMl6X2QJMjR4vHM+4cQOPHoJPi2P8UxgZJbC8naD0Zkupha0k+WJU5jdhm0r+ANRMgva2LI+nWua4Y1TVFaH6jZIdPpJxjy8uDmfJ+o2syFWhUfKJCHSBStCWKxZs4bJkyfTr18/HnvsMb425Qywk0TF/m4xSndhTWVlJVOmTKG1tRWPx8NTTz3F899biNexydIFKVsiaUPEgojp0GEZ2DikJJOoFMWSLMKiGcOJkrDaUWQXlp3AtDsRIk46fixRVJRPQ0M6b9WrFjHW05cGq5LqZBsBKZ+Q00x62VvCo5eSMPaRFp0HnjrSkZZAwE8kEjmg+ErhcITjgbS2trJ8+XKmTZtGIBA47PE+TxzHYdOmTTQ0NDBhwgSys7MPeQzLsrj33nv51a9+xaWXXsrtt9/+ibvg9PD50iMge/hfoGcJ+wtIW1sb559/PuvWrSMcTlcfX3vttdxzzz2HVIwQDodZsWIFWVlZjB49mssuu4x58+ZxW/9pvLWwP++1uLnr1BW0N+WSm9VBZ0MJ7YbKb5teZbT3mzgILGGxzKhid/sbzM6+koqAg1dx8KgqAdXCpyUYlmURMXVcik3M1Og0XPTzm+yOarzZoGAKgSY5FHoUXLJEp5EWHg0JC0WSsIVgsqeEUVkGdzbswaVmsy/6LgLBRRdeiG3JPPpkOkexwn8qQ6VeRGyLx4ZmEfTNwHEirK/uR0AzGJFlI0k+Hu14lxn6sRyVq+NVA1RF3TQnoTIeI88N0wtbkSTBpNzxNCaOIWIpBHULr2JiC4tCj4xbTtI3r4nOmA/T1NjWWMzTezI5rTTO8MI6MvxRNM2kvSmXSMxHWySDP+3dzL+aV9C7dxmP/uFRvvWtbx1UADF//nyEEGzbtoObpj/GdM8sZOCNxAukrAZkSUGSNACEMKmvr+fNN9/k7LPPBuC5zkc4SbsIGRm161DQJPAqMrrsQgDNhkxUipIgfew4OAjhkDAaUCQXw7TJVJorSYkwoNDQ0MyCBQv4/e9/z7/+9S8WRxq6Zisx9evjefPNN7Esi7POOpOnn376gCNMZt++vZSWlnY/UlNTw6uvvoplWfzwh9d8bGebQyE3N5c+ffqwdu1apk6d+qWyuZFlmREjRhAIBFi6dCmjRo06aL99ElRV5YYbbuD000/n8ssvZ/jw4Tz//POMGTPmM5p1D4dLT3Smh68yPRHILxibNm1i5syZOI7D3r17AXj00Ue55JJLDmmcpqYmVq9eTb9+/bqtQPZfcNd+7UQCgSiKbNPYkoemWuTltrFk2xB+uqeOcfIgAKqtDkrkTLJ0hWMK4l0mL101vJLAERKGI5O0FXTZYU/MRWXYIVuXcSvQaUJ1MkaR5iXHJZGppV9fF4ek7SBLoEoS5X6J/oEEjUlXV0GIRIchESvyc+KPR3H7Lx4jc1+6rV27HGaCu4CLBu5jY0sBvQNhsj0x9oWzWNGawe8bHmR29pVMK4iTsFSerDXYp1QjIdPLLqeP20dfv6DUmyKgGURMnYZE2qjaFhKSBOW+BC0pnePK9lDaq449e8pYVl+KADxd5t2NSZVBGQn6ZnZgOzKtCS8NCQ9/rHuBPcl2EsnIBxZ8DBkyhJycHN57bzljXWey21yIiUOKBLaT6OpJLr8vYnfRRRdxxhlncN55sxksncFIT5D9qYCGk45A2l3GshHbJOEkaRF7abS3E7ea+OBLmdz1L01bWxPz589n2LBhDBgwoDtfLxKJ8NBDD/Hggw+yZ89edu6spKKi4pCOxyOFbdssXLiQkpKSL63FzX9+Nz9NTqfjONxzzz3ccsst/OUvf+G88877DGbaw6dlfwTyu4cZgVzYE4Hs4QtMTwTyC8Tzzz/PxRdfTCqVwjRNXC4XixcvZvz48Yc0TlVVFVu3bj0oyvHqq68iSRLn9SohMyPCrtpSVrfmkecyOOu4BdTuKuf5mgDf8A8mqAkWtCYY4MqmzAcTckMkLJWIqaHJDrLsELdUGpM6dXGJlpRDsUdjfnwvMjIjrFLcikTEcqhRqnBZA5AlHa8q4VbSOX8dlkGnFCOHAL2EzpIWD4tSu6iOvgmAy+Xi97/6Lf/855NsrHzzoM83O/+7bGnNx3QkVrfm4FODeBUH04Gri65EkeD+mhib4y8ihIUsuznFexEpySFmOczp2Meufekoq19o9HLL5HRpvXS3HC+GI8jWSxgwcivexiS64uBXLfbGPERNmTKfgSMkVMUmarhoSHiImAp93b2pTXXgdvv4z6Xbzs5OIpEIRx99NO+9t5yQs4OY04GqZmJZUSZNmshVV13F7Nmz3/c3vemmm9i6dSuzZn2Dp+e8RAan4ZEClHpVsnSwHZm47RC3bTqsvWw25mNjIkv7u7hIB/yDtKB8v1DdH+k8kEAgwA033MANN9xwSMfhZ4GiKIwZM4b33nuPgoKCL3yrww+ioKCAqVOnsmLFCqLRKKNHjz6k4hpI3wzeeOONDB8+vHu14je/+c0hj9NDDz18sVi2bBlLly5l27ZtdHR00NnZieN88q7qkiQxf/78z3CG/6ZHQH4BcBynu+o2Go0CcPTRR/P8889/ogrr/aSXRrexd+9eJk+e3J1n9eyzz3L++edzdFYR1w0YQDiisrQpnyKPwUkj1xEPBWjoyCagSUS6Oq0UaB6OyU+R5UqR6UoQNTPIdScwHIW6uIcdnSrrE+2E5RAZTpAN8SbCdiNT1WnEbYcMXUZOQIbIJSlM2k0JJaET0CSStkOHHKFdaqRexDE7RhCSo+xN/LsP8/nnf5P29g5eeeXfFdmypPM1z0UsaYFyv4uUDY1Jh4k5EmWZEeoS2eyJSmw2m9JC1nMmXuEmQ3ZhCkGVvI9edgkZZOJ396VQykCRJWyRFo4A7SlByLQwcTiqdxWqN0nAHyNqql1WRjKZmqA5qXFCr1oUySFpqzhCImZJNKQiWMLkP8VZOBzmpJNOIhqNcuWVV/KXv/yNqGhBlTxYIm2rs2zZsg/925aXl7N161bmzZuH7YR4N/53QOIo59tMCqaLmKIJMIXNLnMZ2UoBblc/9sWXsL9d4v75pLvAHLml5c+bYDBIRUUF69atY9q0aV+qpez9ZGRkcMwxx7B8+XKWL1/OhAkT0DTtkMc5+eSTWbFiBTNnzmTjxo089dRTZGVlfQYz7uFQORJV2IIvvuNAD0eGhx9+mLvvvpuqqqpPPcYnaYF4JOkRkP9lwuEws2fP7o5GQLov5l133XVIFxTHcVi/fj1tbW0cffTRBAIB4vE4f/zjH/nJT37CUE8F1/YeQzSe4rjl8/lV2QC2hd2c4Y/j2ApLm/IJaDAxN0KBN8rJZRbZ/ggd0XSSfrY7wYb2bPbFZBbH60hJCSbpFWw2bXY5a4gmqpEknc1KFecG+xE2JXyqxCC7gGYnSUKYVBpRvCk39Uo9QZHNMAbjVWRSkiBbymFIxrdxhCDa2+HEE4/hRz+6obuVU55vLKPEGDRZZlhQppc3hU+1KPBF8WgG+8JBHCFR4oWj/UEeqgtxdn4OtgO7ozK7EzGypBy2SOtpia3hkpwrOaYgRqEvSp+CBry+OIm4h0jMx9amYmpiHspHbkdSbVbsGkDEkkk5EjELLEdiTE6clliAcRU72N2Ri0u2WRBezNbENtLi0eoW9C+++CJ///vfaWxs5O2332bUqFFM8pxKnb2ehBXCLeVjwse294N0VX59fT2zZs2iqKiIN954nDLXlchAxDZptCuJiU6m+U7htfDBfpv7xz8SBS3/bQYMGEB9fT27du36r3VhOFxcLhdTpkxh9erVvPfee0yaNAmPx3PI4wwYMIAVK1Ywe/ZsJkyYwNy5cxkyZMhnMOMeeujhSBOPxznvvPN45ZVXuq93H9TK8IOE4cc9/1nTIyD/i1RWVnL66afT3t5Oc3PaOuVf//oXM2fOPKRxTNNk1apVGIbB1KlTicVi/OxnP+OPf/wj4XCEk3IGccfYIva2yty/uZSr8i/GEQ7HFbUiKQ5G1EupL8nATIscd5z8zBCK7LCypg/rO7y8Ht2LTQi3MKlMvIVHz+fCzJPYHbW6TcFdWgHHu06n0KNgOZCtp5eqZVOmAA+G49DoWGQqLkrVCnwqRExB2LLp509b7dgOvJGq5JpLT+W5556nrq6++zOGjVreMtfg1or4hi9dPV4d8ZO0Fd5udFFrxFiRfJjHh5xPhp5itKsAr2JSkRWmJZVDs9HE3sRSLDvMGO/5TCuIMTC3ifLyGhTNQjgSLm+CQDCMrloUdwaJNuawY1c//l7lJd8tEdTTX1C3AjFLpcwfxjQ1RhTVctO6GGuimwCJ66+/jhtuuIGXX36ZHTt2ABJ+tZgy9Rgum3Yfwo6zMTW365NJrF7/zsd2ENqPLMtcccUVbNiwgcsuu4w33nibdsPExCEsYoRYwxBvH96Ov/u+134VhON+ZFlm1KhRLF26lKKioi9dVfZ+VFVlwoQJbNiwgcWLFzNp0iQyMjIOeZyMjAz+9a9/8atf/YqjjjqKJ5544pDPIz300MPnz2WXXdad47q/v/V/Ckn44L7YBwrN/0Y5S4+A/C/xxhtvcN5556EoCm1tbXg8HrZv305ZWdkhjZNKpVi2bBlCCGpqavjtb3/LG2+8gWWllyhH+gZy/5QcXt06kJqYxogsB8uBhoTM14Pt+Apb2be7Ny7ZIUNP4dVTNHcGWdpUwIstHeSg8sOSIrJcKXaFfbzQdjL9lVwMJ11+McB/Gh2innGMZXS2jFexiVky7YZEwoKUnfaQzNIV+rsyyXI5uGWLPTGVPXGT3h4dW4AQUJtwGH9yFo5j8+KLaYF1duYVHF+UJMuVQpYEXs0gy1tHNOlhSyiDuk43jhAUaV76KyfTaWpk6Cn6+R18qk1xZgczhMTunWXstt/A6yqjUA5Q7G9m4LDt2JaKYypEQ/9uCWVYKnvDQXLqC1nfUkC96GSoK92OTpOhwGNhOxJhw40kCzIzIgzz51CbHMi+ZIR77rkHCQW3mkueewwj5XHk6W5UGaKWg1vPZp+ZT4fTDAiGDRvW9c7KJ1paVlWVzMxMfvCDa6jwnUqNtYek3UKHs5OYE6WffDKOeKd7+6+ScDyQ7OxsysvL2bBhA1OmTPlSGIx/EPvF8Pbt27sjkZ/G5keWZW655RZGjhzJ7NmzueGGG7jpppu+lEv8XwX2O6weDof7+h6+2Lz66qvMmTOn+9yVkZHBz3/+c84880wsy6J///5AWig6jkMkEqG+vp6lS5fy2GOPsXjxYiRJIj8/nyeeeIITTji8oq1DpUdAfs4IIbj77ru55ZZb+MEPfsAdd9zBeeedxxNPPHHI/W4TiQQLFixgx44d3Hjjjd2icT9D/XncMbQfK6oKSNoyPlXwTrPByYUaF47eQEG/fXRUlRJOeGlMuNkZ8bGxQ/Bm6mUSRh3nBq/kpOIYJf4whq0StwOcmpVLtm4TsRSydJU+Vi+gF2W+tIH19rCCW0nnUcoSqLKELEkEVJAkCBsy66MSi+ylDBajqU6kUJEodOt489ycccYZ3PTzX+BSS/hewdfRZcEb9W72WCnOKQxQ4k23VVRlmzMG7MDnjSPJgur6Yv61txdHlVaSNHRoyyJDMwhmhHGERLaWzSDfTPKcbKbkwfgJa1G9SexQgOb6QobPW8g9/S5neHYbc6oK6e13iO3tS01M58z8LJK2oCUpUeJ1yNQsLCEhS4JQZwYZ/iiTczLo75tKU8JFrstEAHtiLtpSEhujEfrrbjJ0QXNCZlc8gd81mM5EOw4fLhht26aqqqrboxHg6aefZuPGjcRiMcBmT/xVLGEjoeJRcrCJsiT5Qtex9tUUjgcyaNAg3nnnHfbt23fIN19fJCRJYvDgwbhcLpYtW8aECRM+de/vM888kwEDBjBz5kw2bNjA448/3uMX2UMPX0DuvvtuIK0LMjIyWLhwISNGjADodmE5kEAgwMCBAxk4cCCXXHJJdyexlpYWTjvtNObMmcOsWbM+t/n3CMjPkXg8zmWXXcbixYtZuHAhY8aM4fbbb//IyElaKIDH4zkoklBVVdWdgP/XBx9DddxYpHMoJWRuGTCRydnF7OnMojrqoTGZfo/rBsUYWFyLbSvUbK1gZU0fXq3zELZMRgRVevkkJtonkefRWWJt4SizP3ubCtgSkvjx2EoA2iIZ7OrMoi6hI4REvtshacu0pWSKPIJeXoN8T4KoqbEv7qElKdNupKOMpoB2yyBP6kOtUken00jKDqMlPNxw9aUsf28rubVTGOn2krQhqAteCD/EsyPPpzYmaEq4aU64UWRBP0ujlFZSpsafthdwbnknj28dQFsKnux4kNXHzUDTTKra86hLJdmemMserYh7+wzFNhUSDbnEIn5iSTfvTj6NSLKTdW25VCdSgIte+RbHFXXy8r48dDm9dF3gNvCpFraQaE54KMuCRNJN0BOnLelBlQUdhkanKdOWkmhLOfTW/agyREyJmCXYbC8mZOxERib9FRQ899zT/PCHP+w6FiT+03Znv5H4d77zHTQjm0wKsJUIITvK6tWrGTVq1P9kBa6qqgwbNowNGzZQWFiIrusf/6IvMH379kVVVVasWMG4ceMoLCz8VOMMHz6cVatWcc4553DUUUcxd+7cL10Hnx56+CoTDod57733uq//v/jFL7rF4ydl5syZzJs3j+nTpxOLxfjWt77Fpk2b6NOnz2cx5ffRs7bxOVFTU8PRRx/Nvn37WL16NWPHjkWSpA8Uj+FwmKuuuoqsrCz8fj9+vx9FUZAkGUmS+frXv87ChQt55513ePnPbxO3IyTFfvGoc1rgUqbmFrK8qZCNIS99/AlGBA1OLA4RcCVRNYtE0s2elgJWt3lZ6WxltVjC2lCKPVGbjaziPXsDA5z+rG7TKXQb3Dp1A4apsbmxhB2hbHZHXcQsiSyXwK0IVEkQ1AVB3carWiRthcaEm7aUjOGkl37dSvqfX1YJOhn0sksZy0RytQpGjx9Ir/I8lj+9l7OKdc7rE+LsvrXUxWXenXwaumKhSAKX4pChmwzIDJEX6MS0VJ7f1Y+zyqJ0pFz4VEEvn+Bk33dYXVdGZziD/rlN/HJkG7/tdzkP9T8Bl2bStK+EDdsHsb66H3s6cqkOZbO6NZslLTL75DoUGVpSOgUZIdpSIp0HKiBpKzQnXbSndNoNjVjKjRASumKhyWmTdVtApyEhAYVumVJv+m+csgVvRZ6hw9iOwMbGBCzA5qyzzqK+vgEJDZCR0JElL4ocRFcLyfQMBiDgGoisBWi3GxBKPiAzduzY/0nxuJ+ioiKysrLYtm3bf3sqR4SysjLGjBnD6tWrqaur+9Tj5OTkMG/ePGbMmMH48eN5++23j+Ase+ihh8NhxYoVOI6DEAJN07j00ks/1Tjjxo3j5z//OZBelbztttuO5DQ/kp4I5OfAokWLOOusszjrrLO47777PjJK8sorr3DFFVfQUNvEAE8FIUIAqHIQHYWK8l6ce843WT9/E6//czH1duVBrz8tZyKZwsMbNaV8c/B2gsFOfv/eJBQJ3mpUuW/GLiTJYXdrAfdV6ixJPEiZfzrT1GmsFluoiy5Glr0c5TqHTE3lp5M24fdHeWfzCLaEfLgVQcqRGJUVpSTQSdxwURfzYzgyQT1BrieO7chUdmbSllIw7LRoBAhqDpIEjlAY7fUytbARw1ZJSEWYF53Iqjm7OCfTTUtK5ZGdSb5bnM8ppa34XEnWNReyL66hSNA/kCCUcrO6NZdNHRJtpkGh20PEUnDJghyXRU1UZ0unSklbHr1zmynLbMR2ZFa15FNXOYiIKbOlU7BabKTTrCVltqMpAcr1CYzT+pKyYWROGwFfjHV2NSd4+1LitVFlh4ihEbckXLIgYeoEpSgNkSAxS8V0JBQJclyCuJ22CJIkMGxoSznk65l0JJtQcVGsjqC/N4+d8RZU2Ue+3BdHEuxmHW2JDQhhgzCwnQidiQgAkdROEsl0VLrTqIYemw8kSWL48OEsWLCAsrKyr4SNTXFxMYqidPfQ/rTL86qqcu+99zJq1ChmzpzJbbfdxjXXXPOlzRf9UiEkxGHa+PS0svnqUlNTA6TPX8OGDSMzM/Mjt7cs60PT3K666ip++ctfkkqleOGFF/jTn/70uazG9AjIzxAhBH/605+44YYbuPfee/nOd77zodvNmzeP2267jSVLlgBwasZ5rI3/2xewSBvGjH5TOP4nY1jx+jYefPpPCJEAZL7+9VN45ZVXAHipbTFBdxuzpBl4PQmeXzuWpA3/jMxnwyl+ssvreeH1E9gT9bA89Q80NYczA4N5t7OdElHOQO9AFCTKfRqzejdT0KuOtetGsjviJctlo0mCUl+cvtktuHUDbyrtwB2zNDyqie3I1MX8NCQ0Uk5aSFkinQ+pyYLGpMLOWIJeXhetCR+v12Uw5sw+OG3t7FnSyKmDW7hjUy7n5BZgOzadKTerdlWwIwxRy6IioKLLDjnuOEX+MLZTzD1Nb+NuOpFCt8yUvDg+zWR6oc2L+zQKO7IIGS6K/WFeriniqchSvuGZjCzBZrGboCigt1xB7ww/2TpYAoo9DiOyO/FqKWqaCxhMPusjMUZnyzhCwnZAlUCRoTy/kVjCQyjlwurqzKNIgizdQjJVkl0iMm6BV1U4wXcS08Q0WhIKblmn1TCx3QkSIk5cqkRBoz26lfSVwz7gKEmn0x8XHM2riWVfah/HzwKfz0dFRQWbNm1i6tSpXwmBVFBQwMSJE1mxYgXAYeV4XnTRRQwePJhZs2axbt06/vznP38qy6AeeujhyNDR0dH9c3l5+fue/0+xmEwmPzSX2efzMWHCBBYvXkw4HGbJkiVMnz79iM73g+gRkJ8RqVSK73//+7z00kvMmzePo48++gO327FjB+eccw4bN2486PGQ2EeRXkyDtQeAil7lnPCTsbz76lIefvp+/HKQiIgjhI0QAllW2H+7Gkpu467ZgvkrJ+BWHDZG4lybN53s8rksXTSZiKmxJybzndwLyXIJcnSTbwd8VGSG0OQIbQkvsgQTxq6lvrqMumgGvf2JLt/FCNn+CEJIJFIuLFvB70qS4Y4jkGiMZlATdxGzoNRnYwuJUFJGkWBPVKHNsIhJKUp9ghur93HT0OHkH1/Gj//vJm4oPppdoWwGBHTqE1CfkNkd1YhZ0GEaxIRJQyK9hKzIDmUZHUgSaLKHBqeTEikbB9BkB0USfK1Q8FYjnNlLpSXux3IglNyD4ZpMbTJFFrn4hZsSlxtdSQtCnwyFHgO/lmJbWz6mkFhgziOW2sMPtNls6wykjcdtCUUSSJJgU2MJLSkdn2oT1E0kIGErmE665SNIuJW0iDYcSNkePAoEVIeqZAeG00HMbsF0klhOvKudIYDEmWeewahRo7j99jsBeCe0oUc8fggVFRXs3buX2tpaevXq9d+ezhEhLy/viInICRMmsHr1as444wyOOeYYXnzxxUPux91DDz0cGQ4sevX5fO97/j+tyVpaWj6yGK64uLj759ra2iMww4+nR0B+BjQ2NnLmmWeSSqVYvXr1B17MhBDcc8893Hjjjd2PzZw5k927d7N582b6uvPpTBSR0L0M7lvG2T87gRdffoFnn30GgaAxsg+v1wukQ+DXXXctv/vd7wBYOv041m3MpiyznQKfxh96xRhx4UKsWhcDSvdhOzItqVwSlsSE3HamTVmOnhVGWAqJtiBNNcVomsnObWmD5qH5DXhcKVyuFJIsSCbcdMZ8mLaKLDn43QkkSWBaKj7VZFgwgtXVI9ujWozOTuEAYcNFwlJpSwXYFZGZIA/BnDGYBYsXk1N7FJVZHu6pf5Apnospc3kp9IBLEfy1/QVSZhN5vrEMUCcyLLud3vlN2JbCxg4Jv5KP3/bQ22cjhEQo5cKtWOS4BKeXKsRthXWNmayKdnK8+xxqkylGZrqQcVEbF6QcgSJL6DIosqAtpVFZW0iG5nBzzUMAPDzoEmJWWqCn8xxl+gXiRGI+Cn1R2lM6LtlhYHYLzbEMqiN+snUbB3ArDm0pHcMBp2tJqtWuYk7H6zgHRRnfz/PPz+X55+diGHFee+01OjvbDufQ/EqjqipDhw5ly5YtFBUVHbKrwReVIykii4qKePfdd7nqqqsYN24cL7zwApMnTz5SU+3hPzhcG56eFeyvLgcKxP1NRA7E7/cjy3J3G8N9+/Z9ZHHMgT6QTU1NR3CmH85X4wz7BWLVqlXMmjWL6dOn8/DDD3/gMlF9fT0lJSXdv5977rmMGDGC3//+9zQ3NzPeO41SVzGyIzOxdCwn/d8Ynn/pOZ579kUEUjo37j9YuHAhANlKPu3hfNa25dAQl6lNODw8axFOp0DSLfL61ZDXr4Zpqo2sWcguEyvsI96Ug+5LoPsSWLZCJO7FdmSC/ijZeW1YhkYs6iMS9hE3XBhWurWfIju0R3VUxaY17kOTHVyKjRDQNzOMSzVxhEQ46cWwFeoTLoK6hU+1ya7Io3BYDv+8voPTCv0EtRR39P0OUVPBQWA6Ek+FdjJSPYGV5t8ppC+TcpNk+yLkFzeycfMQ+mfAi3VLqBULaWg9lTODZcQsie1hg+XOO8iSRr5SQatdhUfJYnV0KdcWXYlPFWwPpwVdwrYJ6ioJCxRNYmdEIWIKTAG9/TM41TeAiGmiK2kLn6akRmMCbMdPgTeAJtsYjozpyHhdKdxJC1kSWEKizBenNekGIGw6qJKEX5WIOxEcHNJ1bBKOYxKLxaisrGTHjh1UVlZy6qmnMm7cOCBtFt/Dx1NSUkJ1dTU7d+5k8ODB/+3pHDHy8vKYNGkSy5cvR5Kkw4qwulwu/vKXv/Dggw9y/PHHc99993H55Zcfwdn20EMPH8eB0f/W1tb3PS/LMn379mXXrl0ArF69mmOOOeZDx0s3rUjzeaXw9AjII8i8efM488wzufnmm7nuuus+8I/46KOPHlRttXv3bhYtWsQll1xCUOnNN7O+TZ7Lj4NgcLmLsh8MZ+5r/+LZZ5/v2n4n8Xgcr9dLZWUlGzZs4KyzzsLr9VKkZ/L0xNF0xCTKfXFqYn7G54BtKTgRN5Ju4S5rwQ75iOwtJBn10tScR8AXI6ewBS0QI9GSRcAfw6UbyHL6zqetOZekoaf9FQGvnsKlmqQsjUjSQ9JWSdoKe6NeFAly3SnGldSQm9eGJDkIISMcCctUicV8pEwN25HZc8YkXnnlPQYmMynMiHP5jmc4P3gxEjAyy2RvTKPM7sU2eR0SEptiz1KfuILTe+/DTOm4VJOdYbi9/FJKvAn6BNtQ5D20xAJ0GrkUGAPYHX2DMOkvVqhrn5sC4rbEGnsXe2JvU+CbAIkR+FWFpiS8acwjW+3NCAYwSR1Ati4wnLRhQcqRsQVk6hCzYEcom1x3EltAmT9C0tDZEw2gywIVQZY7gVc1aUllEzYlNFlCkiBu6YDAL+cRdVpZsmQJEyZMYMyYMYwZM+YzOT7/F5AkiaFDh7J06VLKy8u/Unl+ubm53ZFIRVEOWrI6VCRJ4qqrrmLYsGGcddZZ7N27l1tvvfUrkTvaQw9fBgYOHAikI4dbt279wG1GjBjRLSCff/55rrvuug/cbvv27WzcuLH7+1tQUPAZzPj99NxeqiAAAQAASURBVAjII8R+8fjII4/wzW9+833Ph0IhRo4c2V15dccdd3DjjTfyzjvvcMkll9BXH8Y4z3Q6DZsdqXa+OSCfAd8fxcuL5vPUU091j9OvX7+unw70Ckz/fG2vk1DRSFoqEVNjRNAgbsus3DqUqd4kqtvAMjT27OyD7cj4PQlys9vRPSn0QBxkQXtDPpapYnaJvM64D5dqkpURJjvYiWmqRGI+bEdGVyz6FjZQ25JHY2cWPtVhaHYrZflNyLLD2xtGcUtNAwnC5IgSBqv5fG9QA4P67aYxdzRkeJj/+lrGWyPYHPIyxXUupgPTC5K4FBtVFoCHYGwSL7Oea4uu5LiSWhTNYuPmIbyxr5ihQUGnKaMnXSTb8lEkQdCV4oqh1ZyX8PNa7ZUsiDSxJZYW4G6tiKQNnQZUR98EIG538K79KqrtJUstRZO9VDj9yPcq9PXbmI5EpymjSjJJWyJsQkCFlICdEb3LpN1hVzgTKZKBIqWjp80plWPKQsRTLhprcyjypH0to6bEQE8Flkixx6pCRWXq1KnIko4jLNK9tHsijp+W7OxsCgoK2LFjB6NGjToiY9q2TU1Nzefmr/Zh5OXlMXbsWNasWYOqquTn5x/WeNOmTWPx4sXdCfc9IvLIIeCwq7BFj8vCV5aBAwcSDAYJhUK0t7ezd+9eevfufdA2p556Ki+88AJCCJYvX84//vEPZs+efdA2iUSCSy+99KD2h5MmTfpcPkOPgDwCfJx4fOKJJ7jooou6f9+9ezd9+/Zl69atnHbaafilQm7sO4GFjRIuNUH/rBYGff941Jp6Rixt5Bj/qewyWwnIzexIVHeNcmB2jGCsbxzfKPUSSuj4NJMcTxxHSMRNnYArSTLmJbugnT0rRuLWDVTVQpIEsuJgmyqqN0msPo9kwk1tey610QBCSGToBpmuJAFvHJcrhWF46Yz70BQLVTOJxLy4NJMSb4x8f5i8rA4iMR8PbRrA64lNjJGGckqxQaZuABGGDqxE8ZrUj55G5UtVnKaO4tQ+LYyo2IkQEi5vEt2bAKBpbwnJlIv2aIAzwhehy2FK8pppb8olarjYExPEbYeAqgAqSUfGq6SjpkG3TszU6ec32RHOBt+ZRKR2Bjj96DQEryVfR0JCIAgndlDmn06OU4DbduGXKij2aGRq0JJKexDZIt2rG+juquNSwCVD3JbJlG0kSWA5EhYSqiwIqA7bm4uwhURQB7ci8Kk2XkUi3y1T5BnFW50lVMjZbDWraDA3EbZryVMHIElqT7HMYTB48GAWLFhA3759P1VvaUjnEd15551s376dt956C8uyeOSRRz61X9uHYZomt956K+Xl5Zx++um4XC40TftQG46ioiJGjRrFypUrOeqoo8jJyTms9x80aBALFizoEZE99PA5IkkSxxxzDC+99BIAr732GldcccVB28yaNYurr76aWCyGEIKLL76Yd955h1NPPZXMzEy2b9/OAw88wM6dO7u/s2PGjKGiouJz+Qw9AvIw+TjxuGXLlm7x+IMf/IB7770XRVEIh8McffTRJBIJAopM2HBjKnW8mXid2354G4F4NX22vM6qxHgyELwxLcGIN6vfNz7AtMB0Li3rQ8xIkOmOY9gqhq0ScCUIemPomklWeR2J1kzC8bTgA9BVC02zcHkSxBpzaK4rpCmURcpS8SoWpRkhCrLbUVSbaNTH2t0DiFsqMVNDlgR9MztoTfgwHZnB+Q00hLL5Z2U5tQmHlyMPkucby49G1DF0yHZkzSLaFiR30naq9ZORbId+uyv5+og6NNXinysnsimkYAs4r08bg0trcLuTBHM6KJIbGGio2JaK5jJIRH2sbs2mXwBWtFvsNVuJhXJZ4ixhiBjHRb0l4oaLpK2wKaSRq8OkjHzyXFkokmBPTOISzymkbFiY2EfQDlIg+bBlgek4uBUFR0DIAE/XN8TsEo+a3JUYL/7twGg4Ep2mgiYLXLKDJSRMS0aSYFfEj4xAlgSmA2FT6fKJNMkDMhwfEWETVZOEkw2UaROpMVcQVPsiS14cET9yB+v/EH6/n969e7Nt2zYGDhzIP//5TzZt2kRmZiZ33HHHhwqkWCzGfffdR3V1NQsWLOiODuznP9uFHi7xeJzvf//7PP744wghusVpSUkJb7311ofmcZaWlmJZFsuXL2fKlCkEg8HDmkePiOyhh8+fmTNndgvIOXPmvE9ABoNBfvazn/Gzn/2sux/2448/zuOPP969jRACSZK63Fhkfv3rX39u8+8RkIfBx4lHgP79+zNnzhxOPPHEg07y3/zmN7t9oCJ2jLtqniZEJ7/4xS/QYzKj2p5ga/0w/KrN10tsSitqWK1OZHNdJl5V4sdbVxG14KLi0ZxR5iWUiBP0xFAVG8tR8GgGLs1EUy3crhSqP8GupWOp6zK8bkvpjMxpw7IVnPYscrJCZOW2U9RnH96iNtSiKJJXRUQtREqibuEolLY8dNnG5zFRZIddoWwqI27KfAaPbhlAZcSg0A22EBzrvZTv9UvSt9cWPHkdvPTKSUwZvIVkSw6VA86hdk4lGbZgc2MJbSkXP695GtsJM8JzNrftUBmxbzRT82MMzW8g4IuRmR3C5Y1iWyprqyrI0i2aUyotUogtsefZ0rVfjyubii6n2wquaPXRkLAYna0gd0VsFUkwICNOddSDrMEUpxemgJpEEhMbFRnZkQiZoHW1FZQkUKS09yOkC2/S5jzpfEpVgC0kXAhMJ73MnXKk7u3jdrppYdJJRzHdCsio9PEnOC7Py6utnTQntwISNeYa8lyjaEmt73pvFZAwjB4heagMHDiQt956i7Vr1/L973+/+/G77robkJg//y2GDx/e3XO6sbGR448/nt27d5NIJACJ4a7TSUoLiIsQIB3R6GNLSwsjRoygpaWFv/71r5x00knMmzcPRVG48847OfbYY1mwYAFDhgz5wNeXl5djmibLly9n6tSpH2gFcij0iMgjj3OYZdSipwz7K82sWbO49957EULQ0dFBTU3N+1wWbrzxRtasWcPzzz/f/X08sOJ6v3gEuOWWWzjhhBM+t/n3CMhPyScRjwC6rnPuuece9JhpmrzxxhsHPdZmt3Pdddfh82Yy/s23ieX8u5vG5N5V2IZGQaaFE1dZXlfGrKyBGA4cl9eMJEXJ8kZJmjoJU0eVbTQlbWmTmRHGnxXm5Wdm0pFKR+WStky5P0afgoZ08YwvgZ4VQe8dxenXBztzKCIWgngUyRXCqUmSXdZITmMhjdFMbCEjC0FjUkeRoDWpUeaz6B+QiFk2KUfGq6jYjoQ3GCbenM34fjvJHbiHna7T6Wy2eODt7biEi4F6kI1mE5YdAmBD/GkAotJMSqLFFPoCFOS3oOomyILm+gIUycGn2pgJjb5yXrd4PNZ7Kd4uy5wtnRrLEg0MVgrZ2OEwOFMhC1jR6ibXnS6A2R21yHOpFLqhzOeiIS4Rt9N10ZYQqF1f1v0ejvsvpeKA/20BliOhyelHbQFJR8J2JJAFspSOXtpdL0o56chmuyET0NJLlINcQQTHY7lsNseeo8OqIV8fQbOxEa9eQtyoJzMzh6ee+vsnPDo/e2zbRpKkg/qzf9FwuVz07duX9vZ2SkpKqK2tZaz3GHYktxITbXzta18D0onqr7zyCjU1NWzevBmQOTvzB/T2pW8kimLnsCG1mCZ7G5rmPmKpBbqu09LSwp133snFF18M0L1acdJJJzF9+nTOOOMM1qxZ86HisKKigmQyybJly5g6dSoul+uw5tQjInvo4fMjGAy+zwP6P5FlmTlz5vC73/2O22+/nc7OzoOeF0LQu3dv7rrrLs4+++zPcrrvo0dAfgo+qXj8MHTdy8iRI9iwYUP3YxdffDH9+lVgP/YvcksiRMN+NrUUUpERxuVKIYREZ0cmPm+C8UW1TFYtWiKZKJJDytJQJAdZcrAdFdNWyfDG8ftj7K7tRaJaJ0NPMrCgnozMMN6MKJovgaKbCFtB9SZJtWfQtqOc1pYc/P4YmuZB1VRcfhf+skaiLVnEDRc+zSCUctOWdJOwJToMcCsSnaZKczL9WaYXJDEcmQVNGdS9NYNCTxK/ZvDW7lFk3Hg0v/vdA0ApUzKC2AK2hJ5ndvaV1CZTbJU2cn3BaADG5teT4Ymnl60jPtrastnQUIojJHyayTEFMUZluejddiVtSSjzCxwcbCGRrcMEUUR9wmSbXEm8oz931z1CqX8aeYkiQnI71bE3yXAGUmgMQBM6qlDJEF6CqouAmhZGivxv8SdLoH3AtVSV07mNAClbSXerEWDaEoadXvJ2RJe4tKHFMFAkmUiLikuW8GtQagXZKHZR4j+G2uhCmu10VZ7tJA/5+PosiUQi/PGPf+SnP/3pAY/KH2gt9UWgX79+bNy4kfKcodxYejUn5Y7ia85oDNuhKlnLy6F/sXHjRsrKyhHC5lvf+hZ///vfebbzj9ApATKamoXgyBY1dXR0MH36dGzbprGx8X3P5+bm8re//Y3x48fzox/9iIceeugDx9nfBi2ZTHYvZx+u/2WPiOyhhy8WiqJwww03cM0117Bw4UJ27txJKBQiKyuLkSNHMnHixP/KzXyPgDxEDlU8vv3227zwwgusWLGCtWvXko5jKfz5z3/mrrvu4t1332Xq1Kl87djjaPnjQsbrLty+JjQ9/afxqCa6brBx8xByAmGiCQ+qYmOYGppsoykWbXE/ZdmtNIeDZLjjlBY10tySy5qqChRJkKEnsYXMpvpSMttS6d7QQ3ahuEyQU8Tq82iuKyQU9VOQ20ZOcRO2paLqJp6SFpyURvWeMkrzWjBNlV6yQ8rUKAsH2daRRV1Cw3Cg2APnD9qJx5WiIxJgaI7Kns4sNoX81MZg7JnleBpTjKwZS5Nksz1sYiOY6rmEEq8gZmmMtUezMaTyzT4t6IpFwBejoy2b9s4MKtvTS40F3hiZ7jiSJPDrKaYqFvtivoPq0tMG3pDn0thkptgqbwagKbmZk7OGku3KYql9CX5Z4z1rAZHkTgCCnsHMkI/FcAS6LJHq6uWtSKDL6ehkykmLSV0GlyxwKw6adPBaU8pJd52JmOklfdNJ95dpt9JL5YqQiToSMhK5jgtVApfw0CH2t7dKj5eyWkm/6xeD2bNnd+XsHBiPdbj88suZOHEis2bNOuyijiPJli1bePHFFzn/gjMxH1mHYcvd7ptr43sO2laSVDo6WnEchzlz5mDbNmBjWs0HbnVE5tXR0cGGDRv4zW9+w7XXXvu+5++66y5+9atfAfDnP/+Zc845h+OOO+4Dx5IkiTFjxrB8+XJWr17NhAkTDvti0iMiDx/B4RuB96xg93AgmqYxY8YMZsyY8d+eCtAjIA+JQxWPr7/+OqeccspBj/XqVcr48eOZNGkSMjJnTvsG551/PuKxxYzTWsjL6sCXE2LDqlFETBW3ZrCscjAZeor2aABdsdBUi/Zo2sXechQ02SFp6Hj1FL171bF861AMW6Y0I0TAkyCectEcTVeiypJA1w1qd/SluSOL5pifXG+se9k7u6iZWEcmiZiHnJImwrtKqdtbSlZGBNNUiSY8xA0XKUtjTzRAxFLIcdl4FYdTBm/Gnxlh9dYhWI5C0B0nx53gxIwQZb3b2HHSUQzf/Ainnt5A1a4+1HVm87sdLpYkHmO8cyUDMgAUdFlQH/OTslXaEz6SlkqnkV6ac4REa8JLzNTwaSa6YiGQyHenkCRBc8JNQ0IjbEJbykGXZYY4w1iUeg4A02pjbnwV32A8Fg6VUg2mHaW3fwZFdjG9dB8uJX2h1OW0cNTkA9sQpk/qmpSuqlZlgS4LbCGRdGRMB9pSkLAgbju0WylMbAzJQhUKdcoeUiJCplSYfg/hIWq5yMRHnsjBURyiegmOMEmZ9UfgqD2yDBgwoOun/QIlHXl85JFHeOSRR7j88u8gxOH23zgyPP3009xyyy1UVVVxxjdmkRgYJKO2joihI4AZORUgpdgcq6PDCqPIPrKy8ojFOonH47z44osHjadKKhn6EBzHOWyBtj/vsry8/AOXnevq6kgkEtxwww3s27eve/sPQ1GU7l64mzZtYsSIEYct+HpEZA89fHpuueWW7p+vueaaT+0G8UWmR0B+Qg5FPFZXV3PjjTfy3HPPve+5ffv2EatP0F+bwtVHj6H0e8fAiyvIDNVhCBWXO0WyM0BrPEC/jAheV4oSQnQkfLTE/XhUEyOaiU8z8OopLFuhV04LwWAnWaVN7N3SH022mTBwG96MdHuk1oZ8bEemI+GjKe4jvLcvCUvFpdg0J900JbzkupMMym+gcstAbl9Xzv0nrMKIedi4bRChlJsNHZn8Zt9DjPWez3BPJiOyTAZltTPWHSeU8BEzdQLBME8uncxP9jzLT0vOo69fJ8uVJNsfoWXQWDztzbiqWxCKREFuK9tbClnvvItbKyJhQY7PocSTXv5Oi0EPuuyQ74njVa2uqKKFIjuYTrowxhYybsXCo5p4VJOGuIeYBZ2GwKPINKcMUsJivD6TZqWJ6vgiWuJraJTGoCKT6WSTcg2g2C5BQ0nnPjrpwpmknRaOCRvi1v4iHNBkibx0cxmEAFNIyKQLdFRJImZByLSooYWI0o6NiRs/fpGJKZJEjAZiUgsuJQMHBxkZv5JPvlOCR3jxqDnEzf1Rr8/vgl1dXY2qqh/Z5eRg8+p0ND0tIhXSotJEkmSSycRh5+MdLmvWrGHr1q0M9w7Ht2YrWaeWkvPsejY3luBSbAYGfPT1TSJs6DzfvJL3Ojdj4zBu3Dh2bKvkxKzxTAzmUqQXsCcR5YWWZexMbERRVEDw9NNPc9ZZZ30qMen3++nVqxe//vWvmTVr1kH7qq6ujvvvvx9IW3ts3LjxE72HpmlMmjSJRYsW4ff7D/CM/fT0iMgeevh0/OpXv+r+rlx88cUfKCC/7CJTEqKnzuvj+KTisaamhttvv50///nPH/i8InuZ5vk6JxXk4svWKLl6EvHFVSjL051SVFkwoKCefW15eDQDAJdqoio2obiPprifkKEjA30yOpEkQcpSKQh0MmTsJoQj0VTVC39mBJcvjjs7TLI9g9a6QhJJN6GYn86kh1AqrX5CpkZdXKcxARNyUwDUxXWOL60nJxBmd0sh9XEvK1pd5LlgZp99lJfUkVXahOqPo3hT2FEP9VsqiET87Gwp4MnqDNqtFOvFe/SVx1AiB5lUrDLoF0fz+v3rmS1vpzC7neaOLDa15uNWbGwh4VFsgq4kWZ4YMcNNXcyPDOhdxUA+zaQksx23bqBpFqapEk+6MWyVllg6Mht0x6mLBNkV8ROzJGKWRFsSol0GjknbxiXLeBQZSwiazSQuScWnpHMRQ6aJT0nfU5lCkHRsLOFgYuORNHyKSqYm41Eg2yVwy4Isl4VLdnArNilbocPQ2NqpELUcms0kKcmkTW4hSZSo1UI0uQvRtTAly14kZGwnesAx4u/63en6pwASHo+Hp576O6eccgqapn26A/lDaGho4Oyzz2bJkiVdj0jd//6zYGTbtm1MmDCBaDTG/jaM+9GUXEy7uWveaXH53zREf+edd/ja177Ghg0b2P2de1GvO5mC11+lc2uC9qQX25FQZJG+KZM6uLdqLStDzZT7fNw6aAwDMz2kTI2kqWNYKp0pF6+3VPNy6yZazQMT2T9dDuizzz7L7NmzGT58OHPmzOn2bjMM4yBB2d7eTlZW1ocN8z7a29tZunQp48aNo7Cw8JDn9UFs376d6dOnc+mll/aIyE/A/fffz19+dh8XF550WOMs6dyMOSmTl19++QjNrIfPi/03fZIkUV1d/YE97GVZ7v4ufdg2X2R6IpAfwycRj7t37+bWW2/t8maSCGoVhM09OKQvvhlyLoXaOPxKPsflBeiTE0f79njUXbWMbXydSrWMmKXh15LsaSnAq6fwuxMkDZ26cBaF/k7ak158qsneqJcs3SJi6LhVi9KsNkpK6zFiHrZsHkxOIEws7Ec4EnogTiIcIJ7wEEu6aU/4qIv5cCs2++JuElb6ApqwIWqqxG2ZGSUNAOxoKqI66idhyXx38F7KSurJ6bcPxZdEGOnDxknoSJpFblk91u4y/lGdwTvGG2iyB8MOUy2tR3PGUXjMUGiLcoZdRaY/Rl1rLp0pDxWZIVxqWmCoso1HN9BUi5pwFpokCJkajREPKVvCpQiqI34mF9filxIosoOumURTbjTZJtsTA9IRygEZEZKWiuHIbA97iJgydQmbWqmVEE347CyK7HyyVTd9/WmLHVNAQNVxSFdNm45AkdKRRa8i41HBq/47F1IibSYe1Ew02cZ0FFqNGG+370HBzYpkNVGjDtgvwGT+LaxAltMi/kDx+O/fRde2ICF3C84jTUNDA8899xz33XcfVVVVgEy2azBYHbTb6eXzUn0sdebGbiE4ePBgnn76ac4++2xkWT5ISKqKC78+nFBya9f29n/VEH3y5Mm43W4mjj2Rvww6meDKSppHHYW+ZQEZXe04FdnBrRm4NJsHx43AlhP43A6SIwhHZWo7s2mIe7utmAZ7RjCmz1CSjsHrretZGNqIjd11ETg0IXn22WfTr18/vvnNbzJ69GgeeughLrjggu7q7FtvvZW//OUvzJgxg3nz5pGbm/uJxs3Ozmb06NGsWbOGo48+mszMzE+3Aw+gJxL5KRDplJvDGuIwX9/DF5/9Po5fRnoE5EfwScTjvHnzOOeccwiHw4BMrncMHkMQ6hIOw1yTKFFGUuhx4VXAwsGcOQktadBv7ausrq5AlR1KAiEU2aE97qc1nm4VuC+SSbE/wrrmIrJcKfxaujWhY6QjUMNymxBCwrYUNq4bgWGrRJIeVrdmU5ERY1BDI3WhbExHIdcbJaAnaW4LYgkNy0lXCqtAH3+6Vd+U/DYG999FRmkTVtzN3LePI8edoDCvFceWqV47lFDUT3F+C5pu4PImcAejqN4kHm+CU4sNCttPYU0sxD59B6HUHna4FuOdejLvPLwNT30eelMuc0I7GeDkkhJuvlGsUOxNUOQPY1gqzZFMomb687UmNQxHYkOngSbJDM3U2NxSyIDsVlTZxrRVLEfBFjIpS6Mj6cWwZfy6gV8zMGyFcluhLqER0BTyUkXErUJcioQug0+lWzxKgL8rsGeL9IlbkdPbabI4qPp6f4ZfsSeFRzWpScR5pWUj74V2ISFh8UEi4sDHJBwnLbwKlD442KSwSBDGtMP8O3VeAUlBOAlM0+S11177RMet4zhs3bqVpUuX8t3v7jemlbqeSwvBJ598kh/84Ad0dHTgl/M5JXARQTUTw0k3T1tqbsJttVBjbgIEkqR1i8hTTjmF6upqfve73/HAAw/gdrtpawuRNJvorY0j39OPJmszIaMy/c5SOor6eQvJjo4ONE1jqFpKgTdKcOtqGiZeQNYgDbW+9aCLu93V61x2fMSjkDI1DEtFk22Urg5Dy1uhzulksCubMp/O17Imc3L2OP7ZtIj1sR2Ac8jL92PGjGHNmjVceeWVzJ49m5KSEo499lhyc3P5/e9/z6WXXsrxxx/PtGnTeOuttz5x/+uSkhKi0SgrVqxg2rRpRySdoEdE9tDDJ8flcpFKpVf2DMP4L8/ms6FHQH4In0Q8Pvjgg1x11VXsX64r9B9Ff3swKTWFLLsISoVUyzvYmvg7t+RfwtfK9hKdNIZIsZ+sf/6LXR3F6IqDrlgkTJ3WhI+woRN0pYgYbvI9cVoTXnZGdGYEwmiyTZHHoDWpEdBMBBIZ/igrtg4jbOjsi3u4r3kpFwePJmZq7GwtwKXYuBWLLH8EVbE53R8hFPOjKRYuzSRhuFjfUkCuO8mQ3nvQ3SncvduofXs0I4pqkWUH4UgYtk5tey5BT4yaxkKaY34yXCmG969EcxnsqSuhLuHCpUB/PchwZSKmPpHsqfnEOlKsXFdNm9xMQ3ID47VTKfZqLEjtIm4PJKAZSJIgkvLQEE/73VlCosBj0Gmo9PPpeFXwqQKPatESC3R1dpFJWCoSdHfISdgKzUkPvf0RZEkQt2UCqoODRIaW7hqT7giT9oK0RTriuN8o3CH9mCaBv6vqWpHS+Y0ADhIaAp/qYIk4D9Qs5b3QHjJUF7naMAJ6GRtbnmHXrl3s2LGDcDiMJEndZq979+5l69at7NixA1mWCQaDuN1uTNPENM3uE83y5StJC83EJz5m33zzTX73u98xb968D93m4Fw6iTLfDE7wDsGjQIcBO6xWOpxaGpLrGeo+CcfYzr9t0/9Nfn4+d9xxB9dddx1HH300hYWFLFu2jLOLfoJXlRnrKqXVNYKV8RWE7DrojtIpn5uQfPjhh4lEYhRnjKY4ezehiB9tXSUtwyeSWf02ipy+FRBCSlsvOTKOkIkZLsKGi4Sl0pBw0W4oGE76hmNT5DXWxcPQka7Yn65NY3rGiZyQNYnnW99iT7KRbE8BcZG+ofwknzUQCPD4449TVVXF97//fdauXdvdxnDEiBEsWrSIGTNmMHnyZH70ox9xzjnnUFBQ8LHjDhgwgEgkwqpVq5g8efIRsfnoEZE99PDJyMrK6rbo2rVr1+fWXvDzpEdAfgCfRDzefffd3HjjjaQvrOklvAH2ECbnuFjSBnuNlXh8M3Fsk1vLL2FYVgfR8j50jhmB+cgiCjxNyMkstrQW4FZscKc9BF2KjWErFPrDuDWDcFselgPZnhhxw4UmCXLdJoPyGikprSfaGSBmajQm3Kxrhyy5uMvMWsbryAS6im2EkNB1g6Shk+2PoGsmmmbiM3QKohlM6r8dVbNQdBMnoaCoNrLsoCo2tq1Q3VREzNTxaila435u221yek4+5fmNJFMuQgkvzUmJsAF5bij1WrhU6DWzL62v7+LMggDNySCN6gCStkNj0qLQKaXQncJwlLSPJYKEpXYVowhU2UHWIWLJZGgOXsUhYand0SJbSMiSQJEdhJAwhYTpSCiSIGrqpBwZTRLIMsiSgyMkNDm9TdLu8nkUaZueA/0aFSm9PL1/ITm9+Jy+SCYsCVUGt5CoTrayOFTNUcFeXN9nEmeue5Emcysej4fhw4czfPjwT30MStKh5znec8897Nq1i39XSKfzGHv5puG1dTppAdvChYlXKqJU7U+xWyPfLWiIS+yNJ9iUnAMIJFTypBxOyavg5ZZ0ju4HLbXk5+czd+5cJk6cyNlnn41EKT7Vhy5DgVTMeNfXWc8awkYNKasRsJkxYwYXXXQRZ5xxxmF3T/koIpEIAwf2Z6yhs6OxBK9mYCyphh+eQqevALU9nUe8f5nQFjIxUydhqbQbOm0pjbaUhOGkbyg0GY51ncPb8UcACCW28WJiG8PtsxnpymN2/hnYciNzW9ZRGTdIiQSXXXYZd95558daG8myzAMPPMDEiROZPn06zzzzDCUlJUC6o87ixYu5+uqrue6667j22ms544wzePTRR/H7/R86piRJjBo1isWLF7N582ZGjBhxRPZrj4j8ZPw7EeXwxujhy8nQoUO7BeQDDzzAiSee+JX7nvQIyP/gk4jHp59+uls8HuX5NhUeH6oEI7MNflX7Lj8rmsq4xJUUeSzy3UF0JcY+VzG5J01g1xPb6N0YoSGQy7t1xdQlZGb2asWjGbQmvKzr8HJUbhhVtinMb8HrSlHozyToj2JHZEYV1pGd2Umfk1ditfjJsmTy+9SyYNEU9sWz8Rh9CRlQHdVxZTioso6uWNiOjNcfI6uwFVU3sQwNx1SoripHkRxqGov4zkZ482SZ5ppidtSXUpzZgWmptEcD7OoMokgCw5apDPu5pixJRdY+YgkPf982gA2dKcYF4YTiDvxaiqStYg/ujSw79Nm3mYp8h46kl9akmyxXirqYl3wPBLQ4pqOwsaUQB/CoFkJIxCwVNxDQTCoCNl7FQpEFUtcpVZCOGqVsBcNWcABNEqS6IoWpLpEZ0CwUSXRHEG0hEbFU3IpM1FQOMPmWutuGOaQte2wHEg4kbamr2jotJDJ0yNAs+rnzmZRZyq5YO7+oTL/fkSoa+TTj7N69m7POOou7774XWfYy0XU255ToxG2ZmCWzO9IfRwiKvRJZuoNLFqQchw5DZlGqCskOAaK7kOed+F+4IvBdoBJwcGlZmHb0fVG1wYMH89xzz6Xbc8bmMV0+gUJlIHFbIBAUSv042juBiGnS5Oxm5YLNzJ9/IRdeeCHf/e53+dGPfkT//v2PxG47CJfLRUNDA/80ajnTLiPPZdLWpFK8sglnxGgq/7EdoLvi3hbpY8Gt7PcQtfCpXRFKIGLK+FSdavkkdkffQFNzMK02NsWeZVMMBqdmMUorZqq/mAsKkizr3MoTf/0Hf/3rX4lGox8rlkePHs2iRYs4++yzGT16NE899VR3t5zy8nLmzp1LW1sbzzzzDD/+8Y85+eSTWbRo0UdelFRVZcKECSxcuJBgMHjEkvR7RGQPPXw0M2bMYP78+UDa0m/06NHMmjWL0tLSDyyEfO655z5xnvPHceGFFx6RcT6OnirsA3jzzTc544wzPlI81tbWHmBzks7tyvIO4yzfMcwsayFmanQaLta0e9gYiTHI66MsR6bfteOpWtXMhI0raI772BzyETLhlJJ2yrJb+evmAfT2W4zMaSPXHyaYGcbtSRJqDwLQFsnA50oiSYKWSCaTjlqJb0A9cnkWTjCbhvt97Nzbm4qyGjSXQUdrNqaldkdY3K4U2fmtaJ4UWkYMWbOQFIennp6F6ci8Wq9T6Jb5WlEnpRkdlJXUE+oIsrymD3FboS2lUROTqIzHGBHwMS4njhASy1o8+DUYnxOlV0aIzqSHl/bl8HJiBXfcdhU7FtXz1rzNZOKjwueiyCMYnBkhZqn0DnSyL5JJQ8KFKgsyNQu3YqPLNklbJWkr2ELCp1r4NJMMPe31eGAE0nIUUraC5cg0J9N5XrqcFoz7RaXcJR4lSWA5Mo5IRyANRyblSBhOuljGpzooXdunHJmkLROz0rmiMuBSBH7Vobc/jiY76LLNndWLCJkG38w9i5tr0t1CPovK4/05kB9VhT18+HCmTZvGAw88QFFgKt/KHEP/QIKba3dRF138keNrag6ZwkVItGM5CdI5mzLnBdM9pJfEV7PPWAmA6I7LHvxZm5qauOaaa5gzZw66kkmhMhQFmZQCY5SRKJLE8KCER3WI2iFWhCtZGdlKzE4iENi2eUS7KbS0tDB16lRSqRTlTdMYHMjEp8JaX5Lv/fp4vvvdK7v70ef5xuKXcvhOXh9KvRF2JRpZF26izYCYDXHLIWYJcpQ+RDWHqlg6TUBCOqjISVWCTNbPYHDAjSMgRTP/bHkem/3L5R+/pN3S0sIFF1zA/PnzufXWW/nJT37yvv2y32P2qaee4h//+Adnnnkml1xyyYeO2dzczMqVK5kyZcohVXR/HAdWZ992221HbNwvO/fffz8P//Q+vlV48mGNs6xzM/ZRGT1V2F9C2traqKio6KqP+OAVnP/saX2kSDdB+OzpiUB2sXnzZs466ywefvjhDxWPQgjGjh3b/bsse3CcJHGzhe3RBCMiGdTFdVa2m7wTf5Ax3vPJdUP5+UOItSYZv2kltdEAT9bI9PXCWeXNlGa38vz2QeyMGoQMnepoAdML3QzVDQxDJ2no3abh9ZFMKsN+Og2ZVS+dimFL/OqWh7FWWhReW0JeMIwSSsGSneiVZYSac6iqK2FdWy6bQyqnlIQpy2wn0xejbMguZM0iQzcIGzpjsmB0ThvFmR2oik1jUz4dMT/thkZdXEUA/QM2vbxeHAR1cTejsju4esweZEnQEfXzek0vXu1oZVPsQYYNG4qeq/LMwvm4pQyOychGl2FQRgTLkQnqRnek0SEd4Ws3NEo8NqrskKUmMR2Z+riPuoSbItJ5iL4ue6P9olCW04KzNenBozhostMtHm1HxhYSYVPFFBKGvX+pUsIUdC13pw3BvYqDJAlMISG6HvcqDl4l/beWJIFLFpT5oyhS2ocybLiojofo7+lDlsvqOkb+O7Y1ixYtorGxkUgkAsB0NS0egY8VjxM836JI9bHEWIiVquHAzjcbzSYiUjvFyiCmZA9keexdqlPVBJQiIvbBLfgKCgp46qmnmD17NldeeSU1NUu7n6tnKZflfR9Fcsh3pxCJIAF7IjnuLLTEVjqcWnQtA9tJHbF9mJeXx1tvvcXEiRN5N/EESTGbgb4svGGNqo3NnHX6xex+OkK2ptHLK1HiMahhAXfuqCZkfXDuaZ29GZ+ZhSy7cZwEAij0T6I1sR3LDmHZISqVrbiiw+kUSZqUEH1cx7ArNR+QDypG+qh5v/7669xyyy3cdNNNLF26lMcff/ygZfATTzyRkSNHct555wHw6quvkkwmueKKKz5wzPz8fAYOHMiqVas49thju3MsD5f9kcipU6dSXl7OZZdddkTG/WogHXYVdU9058tLTk4Ojz/+OOeeey6pVKpbIH5YzO5wY3n78+w/z5WAL06PtP8i7e3tzJw5k2uvvZbzzz//oOcsy+Kdd97h+9//PoFAgObmtMFzlmckTlef4h/kncmF5YLWpMbKdpMl5svMyvgeqlAomV6Kt3cGpfMWETc03qh3c1KhwvTCCLn+MK/tGsCf29ezwlnIU6EH+XPzgzy9J8C+tjxqWvJJmRouzSRsuMlyJzix9x5+fOICfIpNULeIrCtG9hi0/0nQfmsLxtxmnnnsXH459wRe3zKcpU35/KTqYc4oayegGTREgmTntaHndLJzzTB0xaI8s4Ov99vNyL67yMtpw+NO0hHzEzXTET23Ah4FmpIK/QJxjitu4NiSOlyqxUs7B/LzZYO4coOLv4c2U2ksosw/nfNmXcp7Czayp30BzaIaw4aA5tCScqNIDppsE0q5sYWELqeFX46etlURSOiKjVu1COppwdiUcBEzNUIpNx0pNx1JN0JIuFQT05HRZRu3YqN1FUbIgCI7aSdFSXSLR00W+DWbLN0m322R1+Xj2G4o1MZVamIKTUmFdkPp2t5Jz08SaYHpyMRMjYa4l7qEG1OkI3KFnrTg+DS5i4dDc3Mzv/jFL5g+fTpDhgzhiSf+SY4vfZMTNlU2hTwA5PvGA+kImab+W4j43X1RkNlnhwnbbV2P7s/cktgSe56QXU9KMlhi1OJRxjNAPw7LCSF1VR1LkkplZWV3AdCpp55KdXU1iUTiADN9h0daHqApld6X+W6DoC6zN/YOHU4DmhLEdmLsr/g+UvTq1YvHHnsMTVNZnvw7T7T/mWXWYirn7eZrx43n+FKFo3ItKgJxXutYyP1VWwlZSdKrCwpCiO5/tm3z9ttvExMhHCdKOkpr0xhdil8vYqT3XCZ5LmSyPJoCt4YLFRuTXamFXbMRn1gcK4rCzTffzGuvvcby5csZPXo0K1as6H5elmXmzp3b/XswGOTKK6/kyiuvJB6Pf+CYFRUVZGZmsnbt2sO+WB3IoEGDePbZZ7n66qtZunTpx7+ghx7+R/jGN77BsmXL+PrXv44sy0f0e/ef/DcWk//nl7Aty+Lkk0/G5/PxwgsvHLRU9NJLLzFz5swDtpbo5ZqCrarUx95DkmTu738JNTEXD7TM5afFp1HoTjG/0UNNKsaZEwqo+P5oSl7+F8HwHv62ZgxDMyM4SBT5IuyLZFIV9dKalHgv1sKm2LNclnclgzNMAppFvieO2lUgoisWpXkt5OS34i9qYe+GwSyt7kdd3M3onHZG9tuFy5NkztIpvNukMDXfxnRkdkYUjsmPUeCLsrY1l7aUwjVTlxLqCLJ0b18qgu2UFTTi9ceQZEEs7CcW95I0dBbXlrG+QyWgQVBP27vELAnLgdaU4PnI30A4jHOfy8rE37v3UmFhIQ/84ffcde2LbGhawPkZZ1LgSUfwAppN30AETXYIGS6StkLU1FC7zLiFkPCo6aXssKETMjRMIeFVHHyqhSwJIl02Px7VwqdaWF2da+Su+3XTURCkK7ltRyZsqiQdmaQt4Yh0d5kD8x5VWSBL6Rw4SFd7BzWrO5qZ0WULFHAlSJo6SVulKe4jZqk81fQeOxPVPDn6VE5e9Tzw2S5hz5gxg5///OfdXVZaW1u7tthv6i0xznsBhbKfk4stmpMar7ZG2O4sI5qsOmjMKZ6LKdA8NJkJ6uVa6o31pMwmDrIR6ioe8rrKiKdqkCSVLM8QpqkT2WtuZEtyNSmROmDU/ZY96X1gWRZ/+9vfeOyxx7rFxQjvSM4t6kO5J8iemI/dEYVHW//IvzvaSIe0D1tbW3nvvffw+/0MHjyYzMxMfD5f95343Llz+ec//8mzzz570OvuvfdeXn/9dd58880DHpVJV09/9Pu3tLTwxBNPcP311x/wqISqZJJLCSEaMJw4jkgdtD8/TQX6vn37OPfcc1m3bh1PPvkks2bN6n6uqqqqu+PMXXfdxS9/+Ut69erFc88994FFXIZhsHDhQsrLy4943ukDDzzAbbfdxurVqyktLT2iY3/ZSC9h/57ZBYe5hB3ehNOzhP2VIB6Ps379epqamohGo9i2zbe//W0gHT286667jlgO5EUXXXRExvk4/ucF5I9+9CPeeOMNli1bdlAboW9961v84x//OGBLhaBnCDlKbwbSm/4BBY8i2NYpuLBfJ8cetRwrqVO/r4Tjljbzi37HUHHDeIqrl1Le+Da7t/WnNZpBKOXGraTFid+VRFMsmqMZvFCTTVvKotyXzioYkGHiUWxCpkrMUphW1ICmWIydtpwF847DcBTers9icyRBQNEZlSUzOb+VspwW3O5kWgzGvOxsLqIyHCBhyeyJSZxcHKY56aElpTIsGMGtWIzutxNJFiQTbgxDx7IVYkk3f9vRG9NJV1X38prEbZntnWlLE1sIIpZNvkvlnx2PIMteCjzDaUvt4lsXnUZ+VhlP/mkRg+lDX79Cli4wHMjRbQJduY4SELFUhJDIcSUxHCVtiCQ72I5MwlaIWQqqLMh3J/FpBv/P3nnHx1Hda/97pm3VatUlW7Ysy713YzC9h1BMDb03pyfckOSGBELIC8lNboCEwCWEktAJndDBVBsXXHCvkmWr1+077bx/jCR3cAWb+PFnP9buzpxzdnd25tlfeR5DdWjuIm+uFAQ1G4FHBl28hgenK20k8C7dlquQchTau6KKniwPKEh0RXbZE7pYXUS0xJ9F66pxjPoyPevp7tBtzfqJWSpZV+Hl1g+pzq7hl/0u5Ier7wf2LYEEOOOMM5g2bRrPPedFoITwI+W2OmPTItcxKCIo9tm8Ui+ZKz8gll7ByNA5RNwQI3KCNGVc6q0UrU4Nq8y3txlj1qxZHHLI1C0emxS4GIA2tY0yp4CwZpJyEyxMf0in2wY9adottR9XrFjB3//+dx5++GEaGxsBwcDANzgup4okDTzS9BS7QiDvvvtuHnjgARYuXLjNc957YvPCC//ijDPOIKLkosgAYc2g1qxhiH8ovQ+t4Ixpp9DR0UFrayt/+tNd7Ax53Brr1q3j1Vdf5dvf/g6byOLWaSRlp1/X9pDNZrnkkkt4+umn+d3vfseFF15IWVkZADU1NUycOJFYLEZlZSXLly/nhhtu4Pe///12x2pvb+ejjz5iypQpX9gdviuQUnL11VezaNEi3n//ffx+/14b+0DDXXfdxX0/u5ML95BAzop9hjxIIL+22Bm3mv0Z/9Ep7H/84x/8/e9/54UXXtiCPP7lL3/pIY9C+Om+qHWkl3FCsD/T+mTpG7RYE4cbx9TwjTNfIdSvHiOU4ekVg4ln11P4rZE4dTGKV8zCSvv5pK4PrhSeb7Pu2RMKIQkH0iRtnX4hyenlNlOLY1TlWHRaKrNb/bzR4LI6JphRV0bK8pFqyidoZJndEsWSUKT7Oa23xcl91zN26DIqRq6g98hVFFduIDcSo6qwkaDq8vuGZ/nIXM3GVJC4rZKjucRMrw7KdjTa2vJY31RCZzKEz2eyoLkUnwJ9QpKI7qU01ydVYpbLhmwKV0Kp34tOXlF4FRdHL2CSMpzy6HCOOfZwXvr3m5Q6ZYRUhbKA00PUTNfrnrZcr4nFa17xOqzBI48KXiOLprhoXY/LrkYWQ7XJ82W26KzulsvobpDpvlldRLJ7u4AqMZRN5FFVvA5c8KKQ3YLR1YkAKzrDLO7IZW5LEXObi/m4sZgPGvN5vynCnFaD6qRKbcphRXoFVYHeNGa+nHLia6+9lsmTJ/Ovf/2L7mhZ2FfR83w0MBSfXoKmRng59TSftJmsjOsMDhscphwJQInMJawYNGckK51m1ihLyOoqPhEmqBbTnb497LDDOPXUU3HdTeQ0YPRGRSGtZGi0V7JOrSFhB+jj68t5RecwPjiZiIjSbcUohNaTkh48eDBNTU2bnSQlq9Kv8GrbB6huIQKVLxI+Wbt2LQMGDOCee+5h9uzZPeRRUwsAlWt7ncSYcAXIDJNzRnD66acjpURXoN2tp6HLY3yN1cD7H7zHgAEDuOaaa/jf//1fpHR2i+BVVlYyffp0pHQ3S3m7W93sPfph4fP5ePzxx/nhD3/If/3Xf9GrVy+uv/56pJRUVFTw5z//mWw2S2trK0cffTS/+tWvdjhWXl4ew4YNY+7cuT1Cx3sDQgj+8pe/oGka11577VeSUjuIgzjQcCCrF/zHNtHMnTuX66+/nieffJKKigosyzu5r1y5kl/84hcEAgECRgU3lJ5AxHDoFUwS9ad5rlrlhg1v8/Dww7n2qtdxLY2m1QMRCsQ7c3g2s56/XPpTKA1T9eYjBPsmePClk+ifF6eqvJFAMI1l6sRiObTEI6SQTBmxmsN1m3QqQE1DKbMTecxI1jPJV8YhUT8lfgtVQL++zfR/oo2JviLO7OUyrdcGigtb0P0m2ZSf1ngJsXQ++WVNKLqNFpEEsBhttzGgcwrHBPuQH0mT50uj4olrl+QkWdJQxX+vSfGDXoWUKEk2NheSVQ0m985S1GUR2JwOoZkqQaFQ6AYpC6jkGpKw6pG8jWmN5oRk+KEBNm6so7Z2PQOD5YwsUPBrkqStoiNwUIgpKj7FRREgNImtqDg6CFWFrkggeAen31GwXEFCCZIXsBCahkQjJCRZR/UKh4GsrSGl14Ed6Kp9zDgqZperjKGBR5e9ntluaRYFgV/zmmUcKWnM6DSlFGKWRzRz8PT/UEDxQwgISE90fFlqFdInObx4Eq92NmOaXu1Z97G0N7F48WIAJk2axEMPPUQolEsg4NU3Gj4oDY4hopYRlGFMkcEvg/QThUgkMaFwVIlJccZgYesE5jvvkbFacK3Mpgn8/ShTh9FqrSBAABBce+21XHvttSSTSUKhfMqC44jKIvyuTpAoKbUvfZ1KchQdR1WwNT/j8g9hrDyETxKLWWV+2DW4gmVZrF69mieffJIjjjiColAvEq7XAd3Icl60khxbfAQfxWcBgmAwh87Otm3eh9mzZ1NXV9eVOhaEglFcmSVfzeGEyCVE/XBaaDDRznf4JL6i5z265Por+Otf7+VnP/spoVCICy64gIKCAlasWMGaNWv2amfyvsTtt99OMpnkkUce4eGHH+bnP/85paWlnH766UyaNAnTNDnllFOAzz8Oy8vLaWpqYt68eUyYMGGvXcQUReGJJ55gypQp3HnnnfzgBz/YK+MexEF8XXEg/9D6j0xhNzQ0MGHCBC644AIOO+ywr3o5B3EQB3EQXyusWbOGm266iRdeeIHjjjvuq17Ol47uFPYFxXuWwv4k9hny0IMp7K8jHMchkUgAXhQyHA7vVRmzLwP/cRFI0zQ5++yzOeqoo/jtb3+LlBLLsrYoXg36Kvhe8YnMa3M5rFDQZqqMyosTMbK8uL6QU8rbKIt6ItvPrq3g19c9yux/H83PVgT43q+OI764mePb/sVna6uI2wZV+c2UFTcRKfMaHlJtudRtLKNPv1o0w8TK+Ajkx3BMjTfen8o1y1/k9/3Poc3U+OaAlRSUtGCmfazd0AfTUUlYBhLh1VHqGQKGieOq+HRPGsd2VML+NL0qNqLqFutXVWK7Krpq40iFlniEpW356KrL8k6Dh1r+xqTABZxU7KMurTIqmmFgXguWo7EhEaE1YxCzVVQheaclw+z0YxhaIbab4Aj/uRQZBg2mSWCwwjnXT+HnN/wF6SgMcIdzfJHh2QQqLo4UNGe9SKFPlRiKJEdzyNEdUo5C3NIwXUFIdQlqDurW1oK6hehKR1uO2vN5WV1yPZ2WiuUKwprXoZ5jmAQ1s2cbpMCSnrak4wocqRCzdFK2QtrxXGt8qkueYePXbKSEuGWQsLx96jMqlgttWZu3E8+RdmOcGD2Rd9OLSWU30NnZyr7AmjVrOPzww/nb3/7GFVdcTTqd2WYbv15K2CilJblgi8crwseQkM0MdkfT1+9nRTaGg8OilNfwEzDKUJUgicwavGIAh2NzTuft+Mv8v//3G372s5+xfPlyjpxwOUm7mcO1YwAveb5WtrAy/XZX9zQIoTHBfw6lWgCfoiAEtJkmb6cexOuu9iM3ayr5Zs4VmFKywlrDWN9QNCFosUxmpB5mk3e4uk0kctGiRZx88sldJ1+VaHA4vcUgVKnSqjTQZq4lqBeSSK8l63aydu3az631mzt3LuFwmCFDhuzS5/JVQUrJ8ccfj6ZpvPbaa9s8f/311/PBBx8wc+ZMcnJyPnes1tZW5syZw2GHHfaF2+4q8vLyOO+885gzZw79+/ffq2MfxEEc6Hj44Ye5+uqrAU91Yd26dT3uUwcK/qMIpJSS73znO6TTae6//340TeMXv/gFt912W882fqMv0/QTKBZpxoUMfI6F39YIuWmcDJxQ2EpVdCOXf1DOaxfP5LcnvMGv7r6c3228jzu+/UcSCZvg+4t5KjGaVXGVv7fcw/8OuJqPZ/fhpsnLcFyF92r6M7Kgmc4NET5YM4hD+60hWryR+R9N5s9LJY8NPQ6FdvoaEr9IYsgUmbRBiARtiTyaMjpZR6HD1KgIq/xxvU2RG+WbZRoBzcGnuBT6/RTmNKGoKlUDloHi0r6hhGQyhJPOIeRmwYWwqzJcnEkv10dTJ4zMTeCzHX4zu4BWEsxPPQDAoPCphN0cPk09BkBGbGRw8FQSKZN1mQayIs1FRx7JvPeqGRAfiSUdQqrKqhbPuSWkCfyqxOfYxG2BUEBRJVlVEnZtXFujLeXVj3UCEV3Br7r4u2R5XAFmRkFK0UMiPYtBUPBkgKJYxG2NlCmIJTV8ioolg3SYXko649Cl++h91h0mmK5LgU8wKMciz2cS0UzyjDSq4pIyfahYqOisTgSwbYe0De3WepqSG7i85EwerH+u69jad/qP9fX1JJMeSUunM6TTaQytiD7+8fR2emEIhYRlssGtwUc/EmY9fj2fqNaHylRvEm4xnSLFg233kx8cRVtqEUcFr8SSDsusTwkrpRyiTUXB4eX4fawVH5JOJ3rSjxUV/QHBkNDpmJbNMmpIESPttJNIt2yx1vdTfwegLHwoQ91hpKVFuTiWVamXEMJilP8sFqafBlyeTt/LzRXXM8QZxJq4Q9xxsV2XTMYGKZFkAYFhBLZoxhk/fjwzZsxg+PDhXe/JPKZEJvFs7K+MC17AcHUAUakwwxLUmDO7mk0UpNy+uG5VVRWffvopw4YNQ1XV7W6zv+G6667jggsuoLGxcZuO5+9///s8+uijDBgwgB/96EfceOONOxSfLy0tpaqqioULF3LEEUfs1dd/+eWXs3DhQk4//XRmzpz5ubaLB3EQ/2lobGzsSV+PGzfugCOP8B9GIO+9915eeOEF5syZQyAQ4M0339yCPF5RfDlvp+rJOF7EanJxM82pEGlbJWnp+DWHiYOW89eZk3noiCXUV/fhmkcOxydMbjzqv+lzaBFN//sJfXxJCn1JokaESQVX8KcNTdxSFcKVgrvmD+HE3p1kbZ1L3+nP0QV+zqqsxYwHeXN9X84vtxncaxUd8Zwej+dkZw4bm4pZ1V5AfdpP3FKY1ZYmKZJEWgOcll+KX5Gsiit8nGql1l3MtOCxBPT+9C+to6MtSk1LMe1ZP41pP+WhFEPyW8jYOn3CcQp8eSQsyYi8GBlb49WNYd5K3UN+cJN3rkWWWlGHpkYYZ5xOq9pMJ81k1TQZEmg5JqPGVXHXT16lVA/iVw004dn/JW3QhefoIoCygE3MUsk4Ap8CzVmDpK3gVyVOl8B30vY8xqWEgOqRyIyj9NQudsvsGIqLhJ5O7KhhkXFUUo7nJNNuKrRloTaTJdNF8sLCwJQuEVWnLKBSEXLIuAobkn6aMkFasrnUmWka1AZsbDQ0Im6UkwvyGBXN8FRjLUElQH9/KbDvxcOPOuqoHku77uidxKVTNuBXQmx0l2K6SbLZNhw3gaL4KdEGUeyUsEhdRo6ST1CGCPn60ZFezsjQORRpBqutdgqVCkqdIsYVgSM13jEr2WhuwBA5WFhIaSGEjiL8BGWImGvRKFeSMut6dFA3hxAKigjSll1Ds9GbEnJpVhSE8CFlFlMuY3OdycdaNzItWo5fFaQc6JQZ8gLDaE99RtCoIG1uIE8tQAiNzbuYc3Nze+ZcuHAexx16DWF/f8aHojwW+zeDnEM4IXc89zd/0jXfJn3JrT+voqIiNE2jvr7+gJGf6a5Z3F4TzMiRI1m9ejV33HEHN998M7quc+ONN+5wrCFDhtDc3MzSpUv3yL99e/if//kfTjzxRC699FKefvrpAy5FdxAHsa/QbW0qhDjguq+78R9DIN9//31uuOEGXnvtNfr27Ut9fT0nnHBCz/PXFF9LW9bg3NxBtGTgmiseQy3OklpazKtvHkPMNDh2wjzemDORS0YtpmL0Ml5/9XiWMIu8nHyuuPRI/vnIy1yQVolEUxiaTTSQZE17IQ+Oz5K1XX4+cxCn9s5QEW3lurm5HJGbw3mDVxDq28iC1w7nrCHL8fmyNLfnsaK1mD45nVi2xuq2IpoyPmwpUIUk44BPqLSINKvdeXxY34jtdFAcmkhUlDKcQ7BcuHtZIf+e8y8OD1xO/2AAV8LoPO/iubytEENxSTkqaVuhKifF+kSI6qRG7yD0tg+nPvkJulaAKgzisokiKqk0htGsNtJkrURVfKiqjo6Po4+ayIplNbQ0xVClxgDDhyogY8Lf2u7hO6XTcR3BwliKqQUBYqZAU8B21Z5OaF3xtCa7LzFpWyBVBVVASHPwKZB1wbQVYmgU+7M4UmC6m9LfWdcjnYbq6U4W+x0MRSXjGJiujqEIcg1B3IIOy2Z2spV/p+sQKOTKQgLSTxg/vYwA5aI/ugK9g5KygEWBL8GGZBBVhsi4Wd5qW85JoUvQtSIsu3mfHbv/+Mc/+Oijj3pcPsL+/hhKmJbkAlpYsM32Ao01iddY03Xfr5eRseoBOD54NTmqRtJxmZ96AoC1aoTjlAsoNkx+3ecEglqSQn+WspwUz6ypZFXcpdFOUqgEaXPSmHYc181QHJpIU3IOVxROp1dAUui3SFiqp78pBU0ZQXNGEneakdJEEQYbzO73SeWo4JXkCp01cQBJSFVYSRsZqwOh+DCduNcgJbtFuzdFx3r37s3ChQu56KKLmDBhAtOnT+fOO//M/Zl76B0+nFX2bIZYJ/Hjsuv5Q/3dPfttj+wLIaioqKCmpuaAIZCTJk3C7/dzzz338Ic//GGb53v37s1dd90FwG9/+1uuuOIKioqKtjuWoig9Ud2ysrK9pkUHnhf3U089xcSJE7ntttu46aab9trY+zs8dYg9daI5cDt0D+LzUVpa+lUvYY/xH0Eg169fz9lnn80f/vAHDj/8cKSU9OrVq+f5qH8EhuLjmc57+EXkev7y7cfRBmuQtnvSpRPLa1i2YiAL2sMcM7oDLZymT7SVrN3BuRdPo25tO30/zSNc3oJPtwgHUyTTAQr8afJzO3l80WiOKHaJ6CafNZURlhLbhapRy7Hacwj5M+i6RU1jKe/UlRI1HAr8Bmlbpznjo9PS0BWJ5QrSDhQYBmVKGUbGYIXyPhON0ylUvI7TtUozL6Y/wLTj5AdHERY6NeksE6I+QprDylgOyzsVxudbrE/pVIU9G8U2UyXfkEQNm/r6T5DSwqflYihhfCKHDEniahvN2eU4bpaw4enQGQSZetRIXn1qHoY08AmVTlOidTHD64unk+3KHgaFTswUxG3P3SZX3xSPclyBEPRI92QdQcrxKGW3PWHaVsi4gpSjoCs6Asi4Cmnb87V2pJemFgKCutMlnSQJagLHAl0RhDSvphI0/E4exU4ECxcdBV1RyNFUdMUTG48a4EpB0lYxnQCdlsJh0SEsT6/h/fg7DA8O4lu5F+wwurWnqKur4/LLL99MGFZsIwi+Nbxo3SZ0k0eAhDRJWCbN6qbUs+3EWBlTGBTRCakOK2JRBGkKgiZnV62jIx1iRUceq+IqK5JN2Nk4QV9fTDfB2MD5fJx6gUwiQ47qI6L5EWi0WEnqM0kSbgwHrw7VlSYJWU+3JuI6pYZBTiWKKwiqCraEfCefarsDn1aAaXcCAlcrBHM9nizQplSslBZvvPEGf/zjH7nvvvsYPnwIS5Ys5wTfSF5wO3k1+y7TtCmbvRNyh1aCffv2Zfny5V0d56Gd+GS+WvTv359bb72V//qv/2LSpEmcd955293ul7/8JY888gg333wzf/nLX3Y4XjgcZtiwYcyfP5+jjjpqhynv3UFBQQHPP/88hx12GKNGjdrKnOEgDmL/wZo1a3jttdd4//33WbRoERs2bCCbzRKNRhk2bBgnnHACV155JSUlJXs81+DBg3v+rq2t3ePxvgp87QlkKpXqEV6+7rrrAHjkkUd6nj8qdBa6LGZAjsnMQScx8QePQjqDu8FBaJKO2lKSlk4sFeSVmnLG58coHL4WYdiU99nIvB8fwbqxwyh/4nGSgwTJrCeeq+k2hmUzeshyVq/tR47mMDjawYqOKC/VuxxZaDCpsBUzGSDZHqG6uYSUrfFeY5QOE/oEHdbFI3zWoTMwxyGq2ygCNqZ0AiqU+iVJWzBeKeAofRpJG5ozLvV2kja1vodk9DGOYWqxIN+QqCLNrJYA72dqmGJU8GGzyoAcaDM1mjIKn8XSXNJPsiYeID84jJbkgp5xdK0An5aLJnyE9BKCSh7lTgVh16B0aB6BgJ+W2VnyCJNyLRzLRSAIa146Od/wahD7h3W0rqieX/G8pxvSAkVAVAefItEU6TnECC+SqAtPF7K76SbtKLSZGh2mhtrlX206XgoUPKeZkCZxuyK2CpIc3Ys6OtJbh65AsR+CmiCgqjhSI2EJ2kyIWS6mC5YrcaRKSAPT9YTjNQGm4+e75adzf91rJByTmvT2fZP3FJZlcf/996OqKnfccQcff/wx0eAwzOwKDC2XtLlxu/vZTsc2j2lqlKBRgkQSFgZ5lDMqcj05uughyylbYCiCXgGL2zbUcnzrIMqDLlOKmzikVy2HazZXKy62czgZ0+DdjX2I22l+v6GGUq2c6kwtIBkzZgzLFyzrmllw8skn8/bbb2OaJrlaDqZSRL5RSZXbD0UIamgkYnk6rKvEfGwnRtAoo9QYTn32M3KNvozRhjAz9QZ0FSx0k8BzzjmHDz/05IKWLFkCqDzYeg+HBS7jo/RDzFKGUOIbS3N2MT5hkJbp7ZJ9n89HSUkJNTU1DBs2bC98evseP/7xj1m4cCGXXHIJZWVlHHHEEdtsU1hYyC9+8Qt++tOfcv755zN16tTtjOShsrKS+vp6li5dyujRo/fqWkeNGsWDDz7IxRdfzKxZsw6Y9/gg/nNw2WWX8fDDD2/3uebmZt577z3ee+897rjjDv7yl79w0UUX7dF8o0ePZsCAAaxevZp58+bR3t5+wMiJdeNrTSCllFx11VUEg0HuvttLY61bt47LLrsMgD76JMKilG8Pa2Fwnxp6jV8GGQdrneFFHhVJMhHCkYJFLSX0DlokbR03qyMzBoHBnawfdjIj2+5HD7WzrG4AHVk/ucEk7R25hIJpUokQy1qLqYrE8GsWr9ZLhoZ9jIjGGNxrA7iCZDJEytaY35bLmoTNCaUeKVoV1/EpXvo25Sg0pjTsLmKVdUUPEWrLQqvpoACtajNRWcKAwOWMyAkwNj9Nob+TkG6ysjOPIr9kiltB2pFEdIWQ5tKYVng3uREUMJ1C1iUEveVg0r4OAAaph5Ajg4RV78Kbcm1cRxJQNIKqwvCjy1n6wUYKhEFGuLRLC1dKIoqBLSGkbWpesbqsBMF7DRtTAtMFQ4GM6qUTu4W/DdUjjJriElSdHnFxM+MnqLpkHK/72pWbxnW7IpBefaXAUF1CmkvGFcRsi7S0yTh+cnQFXYAmBDmaS47mENIEAU2lwPGS6J5DjSRHc4kaVk+dZdxWac5qdNpZkH5W6d1kae+gs7OTa6+9ln//+9/E43EuuugiotEoAPlKH9K+FLoS3CGBBCgPH8lwOZhSv0aRb1M3uwKEdYlfdQlpFrm61fN+AwghMR0VBYV5iRY+6GhgdTrA4FAOg3N0cn1Z/LpJ0JflpH5r+Xd1PgCtdndEU2XevHmoqq9nTCklhx9+OH/+85+5/bC/sCDTTq4TwhWSVpkEAa5w8UmdzvRKAGLpFRSHBxDQC2hIzKIweBa6koPlxgG1J5I4ceLEHgIJChP9JzMu0t/zbxdXsUasR2p+TtAvZLX9LqszNV1r2rahpqKigvnz5zNkyJADolZPCMEDDzzAhg0bOPLIIxk7diynnHIKP/rRj7a4EP3gBz/gpZde4txzz+XTTz/dYepMCMHYsWN59913KSsro7i4eK+u9+yzz+5pqpk9e/YBd7HcVUjpnY/2BF6T4EF8GdiwYQMAwWCQ0047jWOOOYbBgweTk5NDbW0tTz/9NI8++iixWIxLLrkEXdd3GPnfWVx99dXceOONOI7D7bffzh133LE3XsqXhq+1DuTvf/977rrrLubOnUtJSQmO46BpHmfuqw9gzZ/Xkz3pDPwLZ5D+UMc/sBmzOo+Vn4ym78B1dDQU8buPJhA1JAWGw89rnuKXfb7Fd7/5KuFhtcyN/Bg3o9P3nZd48pNDuGHN/fym37XUplSuH72MnHCSR+ePY3i0k+p4mBurn+RQ42wu7ueiCcnUQcsJR+K8t2Asb9XnogsYnGuyIWnwP3X3cHLoGkKaSoFPENEh3dVFnGe4rEsomA7MsWvokBsZIycQUjVKAwoFPklIc+kbSlEWiuO4Cqs787CkoCmj82j7KoIyh6nBMj5ONVLjzCdtNnFC4AIGRTSaM7A820FWZPFJH72UHKKGSo7mndAsF0zXSwPrQY0T/nAY7986h2xjioa0S7ttYmJjoBFWdfyKQr5PYLl03ST5PkHShpp0GhuXkNAJqBolfqXHalAV4FO8lLaErlpIz59aE5KWrEbW8Yi06Nq+u3HHcqHAJ8k3bMKaQ1PWoDmj0GFCUPMIq1/1Ip6qkAgB+YZNQLMJqjaG6qIIiUBiuQqxLhvDmKWyNqHSYaZ5NvY3SrShNNoriMc7+NOf/kQikWD48OGMGjVqt6I4qVSKE088kcWLF3PDDTdw722v01tW4Qsa/Ojv3+D88y8mnU6jKH5UJURIL2YQEyjXw0wqdCjwmUR0kzx/GkOzMVQbXbMJ+LJomtfJvKg9zjO1DbRlLRwJtivo548yrWQo81sKWdAZ45XOV5DSRLKJaBlaIVXKZNJuHUdGJzMmKhiW18o/1+mszC5jaWoVcSfetbXgkUce5rTTTuMXv/gFDz30ENXV1dw07Ne8kVpLnltAmZpDm50hLUxalSZarNUks9WA53hTZAxifeLdnvlz/P2JZ1bRWxvBRnsZ3bJDwWCQkFXBFSXHMTw3yftNYTambAKqyivpZxmiH8VGsYK7+g/hmqVvk3Dq2Z5lopSSN998k5EjR/bYBB4ISKfTPPvss7z66qu8+OKLRCIRHnjgAU488cSeberr6xk+fDiHHnooL7/88ueOV1NTw/LlyznmmGP2aiobwHVdzjjjDCzL4uWXXz5gut53FXfddRd//emdfKv4G3s0zuz4ZyiH5hzUgfwScMkllzB+/HiuvPLKHSoGPPHEE5x//vmAF92vqakhGAzu9pyu6zJ16lRmzZqFqqr885//3GNS+mXia0sgX3vtNc4++2xmzJjBhAkTAHj66ac599xz6aeNZfGagbh6CL11HYk7GzFyE7iWRu/7BE8OP4RBvWv57/fHkHFcz3VF9yI4szqSaChcf0oRgTPHEP37szQ1Gdy1yuCqSsnEvuvQdYuZawbxRn2IUXk2C9s0nks+xyTtZA4t8PFYx3L+X7/eDCut4+P1laxL+BibH6PN9PF6ncbLifv4ZvhaooaXPg1p3q/Z5qxHfHJ1qE1JMo6LI73awIimkmsICnySgOqlgJO2QocFD7Y+wn/1upisI1jcabFOqWOiVsEH9hI2JN4DoCp8EoNkX0KaStx2qKOdNtFAp70RTfgwlDBRUcpg0ZugqpCje4Qtf0ovqo4sY/n/zCNpw+qEhYPERZKVNjoqhboXjYrbNpoQRHSNyrDEkR756z4AdQGaAn5VYrmQtAUxa5Ncj0cgoVfAIW4rXZ3aHlwJQc2LFvpVrzkobin4FEnvYLbHF9sjixLHVci4CnZX403GUVC6VmJJQXPGI7hJ2yXp2AgEWemwVPkUn8hBM21qzA965teEhpSSgBIk4XokShFB3C6P6m6ikkqlePddjxTpuo6maTiO03O7++67+fDDD0kmM4DgovzpLMw2s9p9mccf/wd3X/E6gzSdKUUJhpevpE20U5+0qU9a1MagKZuhwzKJd6XiE5Yk4dhYjka5r5w2u5kGq4GQEsEgQrvbHcXc3mnAq1X0sHXETuG7pd/hFye/zcinIgyTo/Cj8GbmnzhuomdMDQPbM5pk7dq1vHrSHTy9AVYpKxnqDsYF3s8+he3Ethi9KDQeR1q0pRZtNa/bdetut3K7P1l+WPZtOkx4LbuAhuQsTg5dzavJB5DSJj84ilMDUzFUixfbn6XRasSv98J20thuJ9XVa6moqGDZsmXE43H69+/PrFmzOPXU0/noow8YNGjQDptLfv3rX2NZFqeccgqjRo1i/fr1DBo0CFX17fMO/a1RW1vLlVdeyZtvvsmoUaMYOXIkw4cPZ9myZfzjH/8gFAr1iBfvCFJKPv74Y8Lh8F5PZQPEYjEmT57MaaeddsBFXHYWBwnk1xfTpk3j+eefB+CFF17gtNNO26PxGhoamDZtGp988glCCK688kpuvPFGqqqq9sJq9y2+linsVatWcf7553Pvvff2kMdkMsnPfvYzwkoxKx9aiWzSwDZRli4n3jaWovwYLWvLuLv/MArDDUgpWGzXUUkJjoQ8n0NrVuUz+QGTg8eS+cYg1j25miEtOu1ZP+DiSkFLLBfbUbl/nWBEDsxuUXku/n/0Dh1Gq+xEE8V8v2QAvXIa+aS2H62mTrHfJqR76fFOx+Ts3OsZkAMgyToCBdBUSWPGpjygs7jTIiUtwopBSFXxq4J8HxQYLgHNa0lJ2ipJG1qzLlXBo8k6gpYsvJN5nFH+b9JiWnS6dT3vWaO9kgqlHOF4RElBIUucgJqH5aawZJqoG4WudLTjQsqF8YeV0jSroeey3g1HevcMoeBISdyxSUmTMAZ9ghDWXCK65weuCdnVPe2RFaNLdHx5zEBX6CF/rvT+TzkKjvSIptGV3+kwBZmuhpuI7qAKB13IrppHFU1x0bv8sx3p2R/ariDjKGRdhYQlcPGipB0mxLuIY4w0FjY+aZBWMthuFle4BPUogzicQYFiFCVNi91KpTGUgBKh08ryYeINOpx2KoLfYHnqeVzX5eGHH+amm25i48Ydp54BRhqnUBLsQ0jVupp9NuH03knWJRdxb0Mtc5a2YW32+y+qGUS1MLYTot21SDqNXc+ogMPSdDvdxCvpJkmSAlSktGhoaODll18mLy+Ps88+D9vObhEduuOOO3juuef45JNPuh4RhDSJmfHzz+HlfGvxHAJKLo6bpjJ8Mq1ODbH0cvobI1hjfoaDoKpqNHdUXowrbTqsWtbrUcJuDn69kMRWBLI5OY+q8ElkfbGeqCSAphYSVEIkrVpAoGlRsnYr4JJruKyIS+oTHwPQ5qQZFTiLRemniWWrKc6bSoFP8PPosdyy9hXarE3Hf79+/QBBr169uffee3j00Ud7upg3uVV5hHpzTco33nijx3f6N7/5zWavoMv/8ktGnz59eP3113n88cd57733+Oyzz3jppZfo1asXv/rVr7jwwgu/cAwhBGPGjOHdd9+lvLz8c0XYdweRSIQXXniByZMnM3r0aC644IK9Ov7+hD0Oz3wtwzsHNo499tgeArly5co9GuvXv/41AEcffTRLly4lHo/zwAMP8MADDzB8+HDGjh1LcXHxLov8//KXv9yjde0svnYEMhaLcfrpp3PllVduUeT6s5/9jLVrqln8fwUomoL50jrUaJJ//u0iTpkyk84NxSSTQUaXbcC0dG58bxStzMESWYplfxa0KfhVeGDQIUTP6otMxOnbOI8Zrb2I24JjiiTtps3li7IoKAxQDN5LbmRN9kOOC1zO28mHaVD8/KY2xgV50zHdMipzEhT4MxSHYsQyQZK2xgV9HcqCbWQdlfasn3QX+Vkb9zHDfJbx8hSOLAiRoyloiiRpg09xCOsORb4MLoKkpdOa1WjIuDwf/z8uL7iOlONFUK8pvASA51MLcJxNGnKJzFreYS1V4ZMoliX4MCgTA2kXTVikSFnNrNLngz2WjOMnV9fwFfkpqIzwyd2LSKehIWtSJ5rxST9FIocizY9f9RpkOh3JcuZQrAxA7SyjKqyRsBVydZcCn0mOZhO3vcMxR7fYmArgSEhuFsAJdWXTMo4gpLn4FC/6GrcUEhbEbUnUEAh0ooZDWLdRAF1xEUIS7HLiwVVoM3WStkra9jrCna60d5vp9lz6o5pO0FVJuQ4JsmyUK/Cr3fqDgpXmTFaam9b3MfMAL/06Wh9Hvf0chfoyLi26CFXVAElAK2aUbxp9jCghTaIqkowt8KmCjSmHT+w3+cx8nc9MT37nB7lncHV+LnmRcwD45dp/EU8lGR0pokI7FFPVeG/ZQ5SVleHzbao73FWUlpb2yARtTpC6ceONN3LSSScxZswYuomUrkBzUyG2q/KD4kN5urkVNXw0JU4p5fRmWShARuRxceQK2i2TTsug1VQp82kU24NYlXyFgFFOhTaellAeAREh7jbTnvJ8v2sz8xivf4NPlAZcN4Oi+HFlhpjVRnf62rFbEWiElUJMVzAyKvh3V4BtVvoRKsMncHTgCkKqxtvtHXyaeoxpkeu4pOhCHJHko7YMn2aeYYTvENZY82ioq2fp0mVdFwbBwMA3qLUXEpYhWuyVqMKHEArnnnsOTz31FAC6EuEY/wUYRgtzE7Ootzd0vY9fbvSxG0IILrjggj0iZqFQiMGDB7NgwQKOOuqovZ5qHjRoEI8//jhnn302Q4YMYdy4cXt1/IPYP7Bu3ToWLFhAXV0diUSCsrIyKioqOPTQQ/d6ecSXBdPcdNLf0+/FzTffvIUPvRCiR1x88eLFXY2Bu46DBHI3cf3111NeXs7tt9/e89iMGTO4++67Oad4CoPUT2l/pxLNn6Xts0EUBVK4jkoyHsZxFRo681jcnkfvoEJz4zyagQr3Knr5DQZGXAqG+EkOqyLn7y/y1sZezGm16RfSGZRjUh6Oc0THAPyqFy1bn1Io84/izcT9ABzhu5hxUR+V4Sw5mo1A0jvSjqK4BN0svYJJor5Ml3SQQcQw8TsqhurwRr3OGaFzKQ0IhkSSaIpLwtLxq57YeL7hHdRJS2dDykfMgg+dOUz2X0SH6RErX1dApDppo4rtf3mbnXUUUYyKQlZkUNHJVXsTUUvxEyYmY/hdnQ5LMvGwCqrnN5FO2MRtl7S0qJPL0YSPiBxPzIaKkNdI02FqdCSW0cEyVgkFJR3Ep+dziv8U+oQCFPgcnK6u6dKA06N3WZ1NoiAICI0OS0EIQa6mEjUUNMWreXTx9CEtV5KyBa0IdEUlR3PwdzXfeFI8Opbr2RaaroLlbi4hBKYDGcdB6fpC+xUFQ1EIaSohR8N1RtLKJr3HsvChxKw60mZdT6o66OtLuT4a1SlgqO9QPuz8mA/xTgIFvpFcUXg0aQca0pLqTIJ1yjKq3OEMC4Up98Naewj1yU6k9OoyG+R7LI63sLojw+2cximlfamwpvBg22rqrY/B6o6e7XtsckqQCOHjneY0EwoLSNs6/UIpxsWLWJD2DrKo5qO/PZICJYCQGkNyDNbEYU6bRYlhkCaGQCOVXU+t0Ehk1lIRPo6o0gsRVGhLLcK0m8kYWQoCw2lOzkMR/s3S44JNupACjDz+1PQKIbUAgY7EI2/rEm+wbqvXMcddhpEezqBIBEWBvOBIzi0eS2mgko/jC1g9cz6nH3cqBXOLGJsbpsP0bPg63TG81DKTZjPOU089jabkMC44gGPzRjAkJ0nY0JnuH8n3FmVYk+pECG27ZPxAQVVVFRs3bmTVqlX7xObxpJNO4qabbuKss87is88+O+hUs4+xdu1a5syZw9y5c5kzZw6ffvop8Xi85/mKigqqq6v3ylzPPPMMf/zjH5k5c+Z2n8/Pz+e8887j17/+9V7VHf0y8M477/T83e2GtTexOaHcVXjXjS9PO/RrVQP50ksvcckll7B06dKeIvi2tjYmTJhAoCnJp7d1UDtjIiUDaojVFfHsnMm4QJ9Qko+a8ni9s5Gom8NxRX4sKXi8fQ3rEm8A8N3S6YwvSpH/g6nIedX87sENBITG2DyDUr9FVSSGT7NZ0pZPQ1pnaczBpwiG5wp+U/tXLi2YjqFAjg6GImnNCiYVphjU5TmdsXXCvgyq8FLhSdOPKwWGamM6Gp+2FjChsIWK4kZUxcFxVVo6cmlJ5dCa8RO3NDakdFbFHQxFoc02SZBhiT0DTQlSqFUSdfOpYSkJs54i/xBidgOOzKIKH/HMKgAUJcjQwMk0s54qdxhlepDSgFerWJ0yaSeBiyQgfVx/53F8+tgqmha00mk7bHQ7WJh6sufzyAuO4Jv+I+gXlqxPCj7NNPNZ8ultPrcpgUvp5wtRGoDJRZ3oiktdKsjrdRqdjklCpPFJA1s4rBcriVt1hPVShssx5Kh6TyWcI6UXGxOCXF0hakBE9xqKLNdLcduuQFU8Qtkddcw4nltOq2mjCkGBoRLWQFU2NfMYXY084DnlxCwvOmpJiSMlqhAkbYe0dOgkyTLrPTLWBjbPQQ0ePJgVK1YzvfRiatNZmrNZMsJHLzWfXgGVfiGHXoE0s+OrebpxLq1WiqCqUaDl06IkePzxx3qaaL6q6NZf//pXvv/972NZDqBwddF0CnwS0xW0ZuHD7FpKnVLKfUGK/Zve25AGPhU2plxsCctkLVE3SrPSSGN2SY9WZWX4BModj6jOc9+mSB9EiVPGUvnR5+pfKsLAlVnAISjy6KWPwVRcTNJEZJQCkU9YidJKioQSJ0YzU9WxZByXobkqUcMrUSnyOViGzvDfHM7rN80m3ZTGkTAy6pVbVOUkKAwm8OkZlsYS+DWbf9VV81xdHddV9eO0vEPYmNT57oonybj2Du0TDxR0dHTw4YcfcuSRR+51r2zwmgiOOeYYRo8ezZ133rnXx/+qcNddd3HPT+/k3KJT9micufFFqIftfg3kjBkz+H//7/8xd+5c2traPnfbvUEgE4kEV199NU888cRObV9SUsLDDz+8RcPX/ozZs2czZcoUXNelV69erFu3DsMwdnu8faH2IITAcb6c887XJgLZ2dnJ9ddfzx//+Mce8phOpykoKCCg+Jn3Qx1h6VQcN5dPnz6OtmQOA6PtvFNXggL0C5l8Uynm8JIWTCdDfSpEde2bVIVPIihzGJefZPXwIQzPqHS+W88adTnH6OPoMGFUnhc1bEyGEXi1eUMiKkMinu7i6xPP5NMWh5cbsvQyAtSaScqNEC0ZH7LNc4cI65bn3pEOUpMIYEk4vKQFXXWIBpOcW7aRYCiFZRq4UiAcSTwboCkdYGmnn2cSC1BQ6e8MoIZqdMVHpVvOAP1QUiJOk72GFtYR1orI908iTQxVaPRVR5HjhpiFRyAjvgqWJP8FQBNzKFLGc2RmEgU+QS+/QZGbj1+F0oERgiEduaqNyhwJKAy0Cxjln86KdJy4kiAl4l36jjZDe6UZnsxjUcd0/tl2D0ND00iKDmJOAwvdd4lYJzEiTyCQrE+EidsqhxVJhuUlCekmPi2OEJKs3Yu29EDeb4zSmvWaXDodi4y0MIWNg0NA+mizFXo5AfyKwK8KNCF7IrC2K7AkpGyvmzxpew1J/UMaZUEXQ7FxpOghnRtTgoaMTTspWpVmOtw6gkoeOTKfoWoZVWHFS0U7GjFT41+pD/GrOWQsiU8r6arRkwQCAcDhnoaHtjh2FwAkBDSDIny4MoOmRNC1YlJ2KymnDdNM8e9//5vOztavNPVz/fXXc/vtt3PJJZfwm9/cTlPGpSULpX5Bjg5HK/1J2d4PJU2A7ULMcqjNmKhCoTLgw1Chv1rBY7FPSNvtFPuG0KLopLLrWZd4g5OKp1OTcshm22hXaqmgL1XKRBayYwLZHQEGSMl2Vpuburcbttiyu/lG8AyzPDedtiHMyTxKaegQBjiDOaZI0LK4jaKJRcz+1xreSj/AY+0u+cFRRBvLaHPW0plZ3RPl7MaSukNIdxQzJs/CJ3QyWDsULj9QEI1GqaioYNGiRRx66KF7PbqhKAr3338/Y8aM4dxzz92s3vQg9gYWLFjAG2+88aXM5TgO5513Hv/+97+3eLyoqIixY8eSm5vLmjVrmD9/fk+atrGxkdNPP5233nrrczVK9wfEYjEuu+wyXNfLW/32t7/dI/II9DRUHqj42hDIn/zkJwwdOrRH49GyLC666CIUNP46dgx91Fqk20lsUSUrW0oYW17DPfOHk2tIMo5Ch6Vyct8NhP1pTEvnzbp8hoXOZJKvhIqwS7DAYswZlaQf/oQNCYNj9HHEbZeQppC0dKQUdFh6T6dvRJdEDJOmjMFnbQX8sWkurdklnKpdxga1hgoxnLit0GYGCGkufYSk0zRY0O7n1dQyzssdStbRUCyJIlxSbQUk6nsTM31ICWHDpC4Z5o16g0XuWmJWHSOVI2hUW0jLGP3lGAKqRpGTS0waxNRm+sjBhBwfuapBzLFoVgrJdyOsVz0VfCE0sttpZrByJtJhehcOXYGIDhWHlNC2oIk81fEsCAX4VUFEFxT6cjDUMKooBSQhzaF3Tgdl4RhvNBQTCQymL0VYbgFp+pLQUnS6GTJOCEcqGIpLVThNYSBFcW4HmuqgdPlhu45CfjhO2tZoyvhoMzXilo+04yPrQML2tlOFoCIkMFRPSNxQJAHVxXQVUo5CKiuwu2SFHCkpDagU+iVB1cFyFZK2QtoWNGfhI3M161JbnoQTWgGFxnGUBxWStte53WlKaswEfiWHpuQngMByuv2iBTNnzuTVV1/F7/fzjW+c2vW45LrrruHee++lf//+rF27FlCx3RS4qZ4UqGXtPyTEsqweOSxdEeQZgkK/d0HwBNg9t5+gKglo0JCRNKottLg1kJ7I4LCPYr/DFeok5rRZvJP4G4ri7xl/WSKLhsBxE8TSK3ACU+ir5mGHzur5cbNjdBOcHSVWvB873c83JefQxBwA8mUZWWxqUwHSMxsZeEZfXnx2Hv1Cx1Gf/Yy21CIcf5bOzCaRdBAEAj4yaYsORdBmuqyM6YwNj+S9ztnIr0EXxJAhQ3j77bepq6vbrIxh72HgwIHcfPPNXHXVVcyfPx+/3//FOx3EHsHn81FeXs6aNWu+eOOdxE9/+tMtyKOu6/zxj3/kmmuu2YJoLV26lKuuuqonvZ3NZjnjjDP47LPPvlA+6/nnn/9CFYGdwaGHHkr//v13envHcTj//PNZtsz77p977rmbuYPtPo488sg9HuOrxNeCQL777rs89thjLFq0CCEEK1asYMiQIQgUru11PKdNXsPGpVW8u2oI5x37DmPLa/juBwOYkbqHE0PX0D+kMTTX5JhZb/JfvS4nqruENPhR3xzKww2EfBlav3E8cnkt65en+LjVoSJg8Imspkj2pyFj4Fc1HCmIWQoR3WVUXjv3rcxjSETltXqHQXIkY4sn83DHm0xWjiTluLzbkqZUD1AeVFjUHuBjdz7NqcU4boIPnb4k7Txas9BqmozM9WoJW7MwPOqwZGOEV7Pv05FagqblM8h3FIarUeQUUC5KUBEkHZvVyhpcXPq4gzGkRo5q0OAmaFA3UO5U4CJRUJgQvJA+Wg6qEGxQk9Sq69iY8GRqXs+8wEBjKgUyQpFuEHcUCseVsPqhxagKRHQvXN5haeRoDr0CNiWBFIbqEPZl8OsmxQWtxOI5nN2nkJPsI8g1TNqzBhvTIZozIVpNm36hNFJCgT9Dc8bPss4clq8sYZGzgdFqOf3CguN6NWBoNr1zOsn3G9iugiMVUrZGS8ZPm+k5ylgSOizIZASOqzI41yWouoR1m4yjE1QFUnppak870+varkvr1KdgldnJYusdbDe9XWcXy25liXydVe0RUtn1APj0Evobh9KeWU63tIwrkz37+P1+pk2bBmzbqPLXv/51738x9jJc1+UnP/kJ9fX1DBo0iOLQREKaIFf3xO41IWkztS6NTU+svNNSCagqK2NeCm4Gi5iRgkMCl3Bebx9FhgEpNjXJuBnWKTWMUwZQFT6JDdn5fGI+y08KL2QkxRydM537Wp7Eslu3s8LN6yIBJD41SlBEMfATEiFsoRFX0/jUEK506OcOoUAJMCiikWd4Pz7WJ2HZ3EbGXj6QZMlc1q3dVEWZslsw1AJMp5WQUkBaxsiks0wKHUofrZAOy6LDNJgSGcWMzlmAOOCjkLquM2LECBYvXkxxcfE+iYD/8Ic/5Mknn+Q3v/nNVt3sBzb2tEBsbxSY6brO8OHDmTBhAhMnTmTChAmMHDmSjz76iKOPPnrPJ8Crr9y6BOHpp5/erm3lsGHDePvttzn22GN7SGRrayu33HIL99577+fO84Mf/ICampo9Xu+DDz640wRSSsmVV17ZQ44nTJjAAw88sMdr+DrggCeQqVSKq6++mttuu43KykrWrVvHUUcdBcBk/5n8bGoNT759DHNa/dxx5hs01vTmn0uGMSIimJGC/iHNc0hxBScFL6U8aPJErcN3B1qsjOVQHo5h9uuNrCzBuutN5rX6GRZReTfeSK7MRxVeSrTe1FC7gh9p23NIqcpRcSQ0E6dI5FDqd5ioHElMZqmW9YREmDwjxMq4TaebwRSpniaBBc5brE/2pzW7mgLfAEYykj5Bm14BQZup8pm5qVvVtttI+eMk1E40NFxcHCx0fMTdZvoynKzI0qLU4zrlxNQYGdmJLRzSZOnl9KLCH6Qqx4sWjnCCNGVG8hwO9YmPEUKhU7QQdcO0WxblI0pwXUlsVTulfk/lL2GpJG2BrgvCuoXlKihCkjJ9OK5CMJIkm/UR9WUpD5ukbZ20rXmxIAl9ghq1KQUpoTalsCjVyQZlCQ2JWQCsBPKsEUSNwyjymQghkVIghFf3GLP0nprGuA2NGZfVbiOtbGAsY1kd1yj1KxT6PXeZsO4S0LwPzKd45DLlKKxPSuY5a1if+RjXTeI3eiGESo7RG0MJErPqegjjSN9J5BIiG7CRSJrVJuqshVhOB5trKB7I5GFzfP/73+eee+7hzjvv5IILLkEIDX9oIlU5Gapy2+nMBjBSQQxF86woFYnpQpttbjNWoRrAr1qcUGbxVIdAIntIdU3iLfSwj1w3n6SvkpTTzkttLZxTVEBUd/hByXk83rlJw3THEGSdTtD95PuGUumWA7BBNNNBI/n0wo/OgByNIp9D/5wkWUfFkUGshKDu0zYOP3wqazcjkN3EtcQ3DsXpJEohg4xJrBIbmZ98BkPLYZJ5DKN1jVyliE63ZbsrO9DQu3dvampqWLFiBSNGjNjr42uaxgMPPMCUKVM4++yzu7r9D2JPcemll3Ldddft86juLbfcskWW5LLLLvtcz/NAIMBDDz3EyJEje7qaH3jgAX7yk5/sUmRwX0NKyfXXX99jcTh69Ghef/31gw1fXTjgCeQvf/lLiouL+fa3v82KFSs49dRT6WxMUfPOZAoqLP547GQcF747ZjmPvH00P15zP69OLOXkOf/igrzpPNTxAg8OOYqAZhGz8pnZ7OObpQ43rF1Hwmni/vxxqEcdSuaNFSzb4MnS3NfyJIX+wejCx9OJ+ZxoHU1QhQ7LJaIrRHMkG5NhqsIm1UmDgPQxNNcg18hybh+JIjQcWdKlP+igKxorEjoBJbfndaXNjTS5GTTFT31qDs8ToLl99XYbCSSyp9mnG2F/f1JmHYaax0LLa2wZG/wWrnCpNT9FVXwk1ARFbj4DQwGCmidlk7YV/KqkNOByRHYMbcHhdMoMHXTQonQQkkEKJhSy7pNGlnVINuoG+T5YGbMxFImhKLzeaLBAfowidFSh88rEAuIdEZZu7IuhOMRMHwvbcxDAirjD+/ab5NsV9E/2x5EuWWwsYWMQIC84goRZj2W3krKaeaKpjf5KAVHD89cOaV76XErP+nBem42FS1baoEBvWYWFyyyzBtNMcWRmKDm653Dj6/K27jBValMqb6RWsyEzD8tuJejriyrKyNcqqHL7EVI1bNcFbRTrtVYaWcPC1LOb1d5JNolad9fZfb0gpSQ/P5/vf/9HgEBXPSu6rKtQHYuSa2T5qNmgMizxKRLbFdQmJTVKbc8Yfr2MAt8AYo6FLQVJU+fC/Ot5rOMhkDZC8SOlyerEK1vM/Rkr+CwJVxdNp8Qv+XbREJYaw+mwXObIBT0/NLaHrNXIYF8FbTLN0GCYk6LFvNlQwmz5MXUspy4xgKLOQnxNPppFB3VyHpWMIvPRGr5x5bE88sg/2brXsDHrCZwrSpCNqcd6HlcVgxK/Qak/RtJtY2u3mwMVQghGjhzJ+++/T9++fYlEInt9jtGjR3PDDTdw5ZVX8sknn/SUSRzE7uPLsItMp9M888wzWzx24403fuF+gwYN4owzzuiRw7Jtm8cee4xf/OIXO9xn0aJFPTWIe4KddY/57ne/y3333QfAiBEjeOutt8jPz9/j+b8uOKCvcrNnz+aee+7hb3/7G4sXL2by5MnUrm5g/t/8RMcfg95SS47mMLagHcdVeKVecnzwamJZH0cEruBN8xNuKD2NkGYRM33MbnXJOJLXG21yZSETxVQ6Rw/FMoF5axmaG2dcvoVtt5F22qlNehEQBZiVqafBSpOyJVHdpsPSaM7q1CYluYofXYHGtIElBYbi4lcd/Ir3RYjoUKQbGAS2eH3F/mGkzY24boYGc8nndqFujURmLa6b6elu9ekltCqNbFTWETUqGKJMocjNp9wXQEqvW7Y5I+iwFNpML5qo4HlFW8LCxcUvfWiKStXEEmZ9vI61biu5BjSlYZFYxhJZy0xnKTNSD9CRXtbjItKSiNDSlocrBQnLYFmn183pSMG/E/eRyKyl1VqHhiAtTCxhkVZSqOj4lDBhowxdK0BKlwbWslhWsy6VoS696fUK4UWRJRINQVTxYUiDoPSTlTZtbi21iRl8aK5mbizOwk6TFTHJqrhgRdxlcTxFTXJGT4QpVy+ntzqMvk4fbOmySK5mHY00yBhtop6W5IIu8ujpEXq3LcmjlNbXgjx040c/+lFXJ6cD2Jh2E/c13UN71rvQO1Lh5F5JooaDEBC3FTZYCRrMTVpmfX0TKHZ7E1A00rZKwlbJOJKIrwJXmrhuBil3fIGYn+zEkp625/CozZCIwjH6OI4LXsW44AUMDU2jMDSGkK8fmhrt2W8hSxkWChMxINew+GZvh/NzjiBl1rM29Tazs/+iVcRoopr21GI+TT3Gc7P/jO6DgQMH7HA9rpva4n7GqidiQG1aYuN1qn9dEIlEqKio2G1tup3Bf//3f5NOp/nDH/6wz+Y4iL2L119/nVRq0/dgypQpOy37dPnll29x/9lnn/3c7SORCNFodI9vO9P88t3vfpe//OUvgCfX88477xxwkkP7GgfsTzzTNLnyyiv5+c9/TlFREWPGjCEZt5h/+lD6TC3GyXagLF7CQ3VDee6kNVzw6jBWiFlMVaeysD2XioCggslsTMGGZJg2U+et7DOck3Mes9L/xtAilOccTe7xVWQen8vwwjqEkKxYOQiJJJatYVhwGgOUIl4z36c9tZi+4aNRzAoWtAe9iJ4LCdsm7drUpzRCusCWBvmGSkBzUABbCjpMSDoune6W/aL1qXk9fys70G3cWVhOnITbiistypQhhPFTGfQR1rs7kSFuuSgCwppCxoEGM806dS0ICMsoAoXy4flkTYsPV7/HVOVQVAGdtkOHVUtM6D1yQN2IiCJq4hFmNxeSqzvEbS+tH9Fd0vami2vKXA8BsLBJKgksPEH2ABEMJYAwFJJWI81JT5szHppIJjuEvqGcHj/rRR1gShdFCHRARcXBJSvMHjK7LvEGNcKgV2gKPjeA7viIizbq0h9u0fAQJIKOd5JpVTqpTX1I2FeBKnTaE4vZMuIIm3f3fl3Rbe83adIhbLIUVNiYVigLCLKOSq6RJWbpdJgqK2OSmBIjnfacd1QlTIlTiI2Li2RdQkdToMXK0pFe9nlT96BGLKc5M5k8QxDSHHI0h1K/QtLRSNm52G4US5bRmoVOy6XDzrJcWcRgdzClAcnGlGBNPMCU4lYU4DpxEbXJLv9218YRmwi/bdvMnj2HQw+dwupVXt3V5t3e24OULkEVLLe7FtM94GsgN8fgwYN56623aGxspKSkZK+P7/P5eOCBBzjuuOOYNm0agwYN2utzfFnoPkPs6Rj7O1577bUt7neXkO0MDj/8cDRNw7a98pX58+fvs2NrV/C9732PP//5z8Am8lhUVPSVrml/xAFLIG+//XYUReEHP/gBZ5xxBk11baz9nUOvQTXI2jbcjkZuufkanj1xHt96dSjFaoDRwSO4btRyspbOnPpyKnNifHPe07yXOYlDjf58p+g8/tzsFegf4zuNyWcPRKttJraig5n0Y0qfalTFE5COyhLq5SqWxP+FEBrl4SMpdMtQuuzwVOHFafIMDc1WSDkuFWFBoc+mw9R4o8FllvsOitDppQzBJ/24W11kDDUXRwmgCmMLO7fdQcRXQX9GMsifi1/11pd2YG5nkjp1I0np1Wr1d0eS5wSYYb5A1mrcZpxDxl/HBx/NICDyCKoKb8TqWZF+FUPNI2ltuUZF8WOR5dsr/4krTSrDJ3CYMYAhEa9h5c3WTRdjn1ZCtVJPq1tD1oohpYNfy6NcDCXsBpH0YZb1SM/2tsyynNlUJI5hSK4X7co4NnVqIx1yI7milEZnJYnMWoTQCPv7k69VkCsLPVtCmaFN1NNmrtnu61yT2PKkqKlRDCVAym6DLYwbu0njJuL4dSEL28PEiROR0uH111/n1FNPRVVV/tZ8N690juPb5YMYmJ8k7EvR1lDGiWUWU+1iLHkNf2yczyg5mn4hg7q0wxvpJ1mpTOBwYxBDwz7KjOkkHJe0Y/Mps8k4HWTMBiQuQaOcrN2G7cRoz6zh78l50AJHBK7AEAplfp0iv9f17de9etZ+IUlAdfCpLjXJibzfbNOU8dxz/tDwFKfHz2VQBMqDNlFdpdPy80lnnDIxENOfIEcrpT7xMR9/PItrrrmSRx7eOV07gIY02PLAdNn4IhiGwZAhQ1i8eDFFRUX7RMduypQpXH311Vx11VXMmDFjn8xxEHsPixcv3uL+lClTdnrfUCjEyJEjmT9/fs9jS5Ys+UoJ5Pe//33uvvtuYBN5LC4u3idzXXHFFXt9TCHEl9bkc0ASyMWLF3P77bfz7rvvcumll/L222/zv8OnUmQuBttBJOKojY1MLhpCU2s+69VV9FXHMiYvg2FYNHTmMaKgmfZ0kMsLpvNBtoakLRmXbzOh45uUBYMMHhBmxFHlZO55h3/UWowMhxkYjaAgGewOZYlYQMbpwNCKiPh6Y8oUaZFmZCBKVU63H7XAlgIpFSrCXr3drBaNZzq37Lg1QgHylT6YVnKLxy0njusmsfbC79CO9DLWBnXWmz4kLpaboiO9DJ9egi5D5Gq9iUgvPJ+VznZJlaIoHHLIJG6//fdkpGeb55c+wr6KbSKP4HXWdjh1yC6ypaIj8Lq2m7M6jWKTq0vWbibti+FIC8tJIqVF1KjA7mqsMIVNWfjQHp9j002QzK5nvjqAcWo5ptvlGGOFSSpBdOmjSBtAgrU9zRmt1jraxQZ0JUDG7iBt1u20U4grTZJWM2mzDo88bhlx/DqTxu3hxBNPpLa2ln/+85+8/PLLzJgxg1+snUdRbQ6ddgqBQqlRRJlRxNBgXw5VxuJTNQIq+BQBuEgcso6k2C+wJXTaklVKNW2JRdvM53Slir2OeAlIZpvPYrkJgukwhXoBRXoeOWoeitObOuIM1YqZUOAQVF3G5xmsS0hc6ZWGrLHaIZZHjqahKpB1oFltxCSN42aJyhJk+BAWLvyUcDhMZf8+Oy158qb1Mafqw3ruf92OjX79+rFu3Tqqq6v3WcPDbbfdxogRI7j33nuZPn36PpnjIPYOuqVtujFgwI5LPraHqqqqLQjk0qVLOeaYY/bK2nYVP/zhD7nrrrsAr1t8X5JHgIceemivaqt2O9EcJJA7gOM4XHnllXznO9/hgQce4Nlnn+WEyKlccsRy9N5pWl8ZQMERq1n6+OEMLl/PI/PHMlY6nFCWwZGCj9dV0Zj2MaW0gfJoG6OTYaaoxYwtW01LIsIt+S4Prgwx6KwBZGfXkGzMMiv9CEcWXE9nNoAtBa0iRspupZc+kvGBCnoFIKx7tY8Z12F+m8J79mx8Ikwfpx8dSowXm+czQJ3MOrlgi9dTFj6UUrcvy8z3euoVe16ru+d6V5ujO43bDZ9eQqVxCCtSrzBMHIaKQkZkWcj87e4/YsRwbNth+fIVlAQPYZ5dSws1WE4CQysipJegCIW29HJc19M/jKVX9Oxfby2hKFJBm6kRswRlsoDCwOV0dImOq+gkacF1swihYckUjrAJCJ0wBlF3GKFwHq1ujSfkLG0ssizpVDG6XGOqtHwK7BxipCmXRcRDY2hJLiBX690jS7Q7cN0UaTOJF1f+zyaP3SgpKeHHP/4xP/7xj+ns7OStt97qabK44YafMPn0qcyaNYtZ6xcCENTKGJYZR55SzvH+b9HqpGlwMiRsnWqaWZZ8brvzbB5992wKveLXjOPVq37r6otZtmwZy5cvp6WlhSFDhrB8+SqWIHimE4aHzmKYVkyOJkjYkipnIJ/KGVRbQRJJ7zs3Qf8mEZFHQlFImxtZab9JcXAUA4xTWDK/lsOnHklzncZoDkUXKgpQrdTT5tb2fK80NYLjprDdLFlnky/51ymFDd4PyREjRjBv3jzKy8v3WEx5ewiFQtx///2ceeaZfPOb36Rv3757fY59DulZ2u7hEPs12tratnG42dXPauvtV63aNhjxZeDGG2/kT3/6EwCFhYXcfffdNDU10dTUtMN98vLy9ok26s5g68a+L9PCsBsHHIG86667aG9vp7i4mN///vccEzmea/tHyRlcS3JxMfmHrKL+jZEU92rkg/ljCWkuo/O8LtsOU5DTZW0HsKSpDNsVjOtTS8CfJeqoqIrLiHFR8qpy4M4P+KDV6zbUBdQkQsxvgxp3EaOUI9Echfwg5PlcgqrDmoTOM4k5JO1mMlYLjpsgGWwlZTZzkn8aC+RqzOwmoW5F8VPs9qFJ2bgNefwyMFk7hZViKQXBEeQRIO3atIs0nentN+tMnjyRTz6Zjeu61Cc+plEJep2zwsCn56MJH34Rpm0HTRBjlKNI2mAoAtOBioBB1oUcy6DJNXBwMJSwF7GUNqabJiCCpKWFhoLbdTq13WwPQe2WfKl0exGXWVwkbWobGRJUqsMYaI6GEBS7venw9eshI92ag7uGrdPWB9GN3NxczjrrLM466ywAbrjhpzz55JNIKVm4cCFjx44jZdcz1+7urlYpDx/FcDkYW0o2uJvSYAKBUALbNKh4egNpVGHgyG4iD/ff/2APQdsUveh+XrAk+QxLgMMCl9OhxMmqGfwyQn93JGt9GrHsRtara4nIQlxcCkNjaEstpT27jlyjiBWzGzn63NG8968NNNLCFF8fCnxwtK8cR/Yh4xxGdUKQdlzabYvVymqCih8dHxZfH+K4OUpKSohGo6xatWqf+AEDHHfccZxzzjlcd911vPLKK1/JBXJ/gOu6xGJbGjz4fD58Pt8O9vjy0NHRscX9YDBIKBTapTG2jvB1dnbu6bJ2C08+ucmGt6WlhWOPPfYL97n00kt56KGH9mjePXGT7v5OSCn3aJzdxQFFINeuXctNN93E7373O7797W9zbN5ILi7ry8lnPI8IuYRGNTP378fTf8A6Fnw2nIyj8k6jyym9HW6rm09EFDGYCs4oNynO7eDxNb35zphlpLM+mpqijBy4ijnLhjLimgriM9bw0rIIz8S8urtOS/B2i8nM9MN8I3wtQVUhaTssiCd5LrViCxmRKYFLqQtupCbxFv0YQakR4aXE3+kVmkJQL+ohi4MCJ9IhWnsiY6oS3utRx60hhELf0DGMpIocTUUzR1BiGGzMZqhR11OTeGuH+06aNJF77rmv537PBV6apLIJMlYT0s3u0H3jo/RDrFEPoTI+GL2rwSUlMtjCISQDnnSPCBLxVZCxO3DcLLXqMhCgCh1HWthOFomDZ3rozbM68Qqr8eoU/Xo+2FCiDaLZMgkLg6HuWNLCJKBFSWa9tQT00l2sK5Vs6rL+z4487gy63xshBGPGjEFKFyklc+bM4ZhjjiGZTNGcXU6rXs74cC4ycSTrw0NI0kFWxunIrN1OA4L3eXeTx+29/91ppzvvvJNly5bxwQebos4fpf+GR/69mroWFiCEBtIh7jQxSR/ORiuJo1rEtTwqjUOIuhFSi0xKvl3KoWXDWbGxiSdi/8K0m7foFs8PjmK4HE+J4WdscDhxGwJKAMv9/KabAxnDhg3jww8/pH///l02nXsf//M//8OwYcN49NFHueiii/bJHPs7Vq9eTW5u7haP/epXv+Lmm2/+aha0GbZ2hdmd42DrfeLx+B6t6UDCunXrvnijzeA4Du3t7SxZsoRXXnmFZ599FsdxyM/P529/+xtjx47dRyvdPg4YAiml5Oqrr+a8887jjjvuQFNCPPftOqzW95GOgtNmYLXmUlFRS1tjIQ3JHNYmglSEFJZ0QEtqPnGthBPy+pPny1LbWsRxZZ3UtBahKy6GapNKBJHDyrFCIVa+0cCr2bdx3AQV4eNwJCSUFJMCF6MLwQbTc2upy8zcpo5OQZDvFuKEjwQX5jEfV5oUuKXILukeTY0SlmGywkvHfRnkUVGC+LQ8AjKEUARlQfCrBp2WpFMkP5c8VlZWEgqF+OyzxTvcZmcies2pxTS4HtkWQkPtkunJU/ugomOTxcXFlTbSdZG42E66p47SdbPbvE9qV9RSV0NowkdILUSXPizpoAhBFpuYEiNleamWSGAwyi7Lq2wefTyI3YEQgkmTJvX8AMxa9TT56vg4aVIu8ihw8ikXXvG8PzCZNidNm9pOm6ylJbmAnU3oDRs2rEe7bcmSJaxYsYLq6mpefPFFZs+eTTq96TiV0nNRiqWX8b7wUcVo+jmV9Nf7o0uFXEPDsiUbl7RSME5gbViGdNNd+236QdGWWsQHLIK0J3gPEHM7u+b4ev7QiEajlJSUsGLFin0m/J2Xl8c999zDVVddxfHHH/+Vd+fuKvY0JiTxagrnzJmzxeP7Q/QRtiWQuyNYvjWB3BtWhbuD6urqL33OioqK3dpv/PjxXHLJJSxZsoRzzjmH5cuXc9lll/Hqq6/uUhPTnuKAIZAPPPAAq1atori4mI3rG1j2bBXq8H40/Fecps+G8mFdOWeOWERbZy4LGnpTnfSxOg5Z16XabSVglHOi7xuENCgKxWlLhWjPel/C0xc9ysvjz+GT6kEEvzeST/61jj9UP0h5cDJa0Mex/kG8l2jEEia9lDxWu80sSe/Yk/ej9EM99YVpkSbtdDA2+C2alI090UZDi7DM+YhkqhrYs3pH0R0R+4LTlXTTpM0UtUIHDeo7wmhSpU1tZ2Xqpc/dd/Lkicyfv6BHbmF3sfnrlNLGdjroSHfQKVZ0PbbrwhfdY6bNFGk2ktQK6NRySWh9cLBoz64jk95UIhDPrCFolG+RxhZCQ1fzcNz0dj6LbaOPB7H7uO6663j22Wd5//33WZ94E0PNJ6WMJFftTUDoWNJBlwr5aoBc6adCljLTH8MQftrSi8gx+hE3PVmdL6ovHD58eE+Kdfr06fzkJz9hw4YNPPfc83zrW+fhOA5PP/00IGlNfUor89n0OXuf9TnRq3hn5ttMOWYsC5+cwya7xO5jVWxx8xyiNh0zX7cayM0xdOhQ3n33XaqqqsjJydknc0ybNo3HH3+c733ve1ukGf9ToCjKPhFu3xfYnTKD/9TShL2B4cOH8+677zJ58mTWr1/PtGnTWLRo0T5t/NkcBwSB3LhxIzfccAM33ngjP//5z7nvMo2yiWPRaxbw9oqpvLhB49IqzyqvJRHBpzp81JqhfzBAKutS6y7mMPVENlpJ2jsMTkXSmA5Sk/SxPOYnLziCtbFcjEl9EQ786d+/5yj/BbyT+BuKMEgbUwlIP2Uyj3aZZmnmhS9csyI0NjpLAcjVemFLTyuxG5aT3K6fryKML9Sa2xpfRBy33i6ZrWaFuWGnO5DBS18///yLu7SuXcHuEMcdwbJbsexWEmy/llNKm7TVtEXE1NAKUBUflrM9j+Xu93eTQPhB7D4UReGZZ57h0Ucf5Tvf+S6m08Ya5z02lQsq5AdGMkEcSp6howoYkZnKYvkhPjWfjNXAmMB5iF3URvX7/T0dlrCJfEopURSdbbU9AQRPd9xLdHaUS649l9zc/K4arW7f7e5I5I6+g8rX+ngJh8P07duXZcuWMWnSpH02z913383QoUN5/vnnOeOMM/bZPAexa9ja0i+dTu9gyx1j630O2gTuGkpKSvj973/PeeedR3NzM7fcckuPAPq+xn6fj5NSMn36dE455RQeeughirVeXHLtSO/JuWuZ1eJnaK5Gni/NmqZSYqaPtqxBH3+AjAOdTpbJyuFkpI2OyoiIjzmNZcxo9FMasJjdkaSSUcxoNQgdU8k/n3wN20mxQfFkbAaETiRuOyhSoYM0G9XqnSJelhPHkVkKtUr8hGkTDVvU3O0t8ri72BXyWFhYQEVFX+bN+3QfrmjfQOwgYrh1g0ZIL6FMH7ZXiexB7BjRaJRvf/vbPbWR69ev59577+XUU08lEPDRll7IG6m/Mis1l+ZslqAwyFP6YLtJAiKHjMju8Ro2r9OU0kZKByklTU1N/P3vf8cjiV4UsaMjzurVa5gwYXzPvlLafPDBB5x//vm0tLSwuSboBRdcwMqVK3fpe3agYvDgwTQ1NW3TULE3UVJSwp/+9CemT5++T+fZm5AIXLlnNyn37+jcQQK5f+Css84iLy8PKSWPPfYY2eyenx93Bvs9gXz00Ud58cWXGDlyJCtXruS1R3JRnSxaWy0n/fwyAIbmpnhhfSmWq9KU8fNRs4YjQVfAwaXTzXBogVebkWdIblhzP5VhyR31S/kk+zRLrLfJHLKW1ngTK+Y2c1bkalYmvJTuysRLvJy4jwXWa6wXK3daCsZ2YqSy61mXeIPViVd69tO1AlRl+1+QrcmjrhWQHxxFNDAUv17mFfxv9bxfLyM/OIqi0Hjyg6Pw6Xu/RmjcuLEsX76CZDL5xRvvB1CVMNHAUAytaKejs2GlgFw3H0XZnkfqlifxXY18HcQXo0+fPlx77bW8+OKLtLW18corr3DqqadSY37Mm6n7eCd1HxvS76NIhZjbzPLU88C+iQYXFRVx+eWX95Bb73+b008/jd/+9tYt5pw6dSqPPfYYBQUFXQTURUqXRx99lIEDB+71te0phNARQkUIba8dx36/n379+rFixYov3ngPcPHFFzNq1ChuuOGGfTrPQew8tm7uSaVSu3yd2FomJxqN7umy/uOgKAoTJ04EIBaL8f777385834ps+wmWlpauPTSSwHJH//4Ry49TGFkqYmIdWA/vpqqkMH4fJMc3WJQxKQwmOCn1a+QcV0azSxr0klmpR9hcjTMu60JAkLjlZZOjg9eTcIW1Cc+xnVTuLRx1lnTePLJp5igDNxG6BtAV0M0Jedsu0h2HOXaZgytAJ+Wi6aGvnAfRfFT4B9IsaiktzKMct84ooEhBIzeqEoYTY1S6B9Mb99oBsuxjJRjGSrHUWkcQtDXdwdEaPcwfvy4LzX6qKkRdK0AXStAU6Mowtjp9xi8msiO9DJMu/mLN+5CRibIJ0jQKP2crfZ3VbavB/x+P9/4xjd48cUXWbZsGddccw0gu3Q/Tb6qLviSkhKam5tx3QMzSu3Vfj6Nl6b3/NuFEMyePXuPxx4wYADNzc37NDoohOC+++7jqaee4u23395n8xzEzqOgoIC8vLwtHlu/fv0ujVFTU7PF/f3xh9eBgM19unf1M9hd7NcE8mc/+1nPybq5uZlfXVeCXLSR7NApnHv3NHwqZByF+lSQCSV1PLa6nBH6MSjAUrGImemHEULDUGB2+h/YSFa6sxiRq7M85kX7JgUu5uYzb8FN6PgWjaDe3H4IPmO17HCdqpq7w+c2h0BBoCJQUNXtF5wLoaAoQQw1jxBRom4u+W6EHDeHIqWSAmMA5cFDKAwMQUWnwi2n0h+it9+gzAhQ4OYxUJ1CWXA8ecERaGoERey+0K+maYwaNZJ587YvLr6nUJQgmhpBU6P49BICRm8Cegl+LR9N8eO4MVxp7nQkcXcxQYwjKx0sZ3u/ng8Sx68KQ4YM4b777sN13Z5IoJc+/vLrCnNzc1FVdRvhZPBKbc4555weIeL9EbfffjvTpk3rutednofJkydvk93YVXxZUciKigpuvfVWvve97+E4zj6da29Ayj28fdUvYCcwdOjQLe6vXr16l/Zfu3bLWvWtxzuIncPmkd/m5p0PnuwJ9lsCuWHDBv7+wN977k8/PYfeDTGsk4/m6VOixFyT3gGH1xpcNMXlggVpXk0voVos4eXEfbSml1ERPo6f9L4agHHBC3g//Q+O0o5ndkeKt1J/4+TQNRi6Rt+T+tDyeg1Z1+aj9EPbXc+OuqQVJYgrt5WvUYSBIgx8egnRwFAigcEE9UJcaWE6nbjSxqeXUByaSN/w0QwKn8rI0Dkc4r+Yqb5vcYj+DYqcYmzh0KEkiCtxLLLkyHzy3UL6OgMpdyqIajqOBEd6At2Fmp9iIvR1+hNVelEaGEtBcCQhX7/d+hyGDx9GMpnc5lfi7kIIDU2NEPT1pTJ8AoMDJzLAfzSlgdFEjHL8Wh4Sh2S2hrS5ESnd3SLAu3JBzAuOYK1sYLGYg2k1bRXt7Pa99mrbviry8p+O/aFTUwhBSUkJjY3b2ny6rsszzzzDD3/4w+0eeytWrOCHP/zhV0p6fvrTn/b8HfJV4fVQbuoo31OFhS8jCglw/fXXk0gkeOqpp/bpPAexcxgxYsQW92fOnLnT+yaTSRYt2tIhbevxDmLnMHfu3J6/v6yu/f2WQN52222oYpM+1I1HmSTW9sI3/0MuX/ow06ts5rUpNItOHtyQps2u4Qh9OEmrmRz/QI70f4uJ6kDasoIF7Rar5TzC/kpyNJWP0g9RGBrDpVVJrjyzH4G0SWZJIzPTD+/yOl03tV39Q59ehKEVENDy0ZUgPiWM6Sa7un9T+PVCQnoJUVFKL6cPJU4hfUQ+xVqAkKIRI02L2kpSpNCkSr6TT9TNJ9fNIZcQYeHDQGO9HWN9NklT1iRuu6hC4FO8jzXPLSRPFpMrSnGlhaLsukbX+PHj+PTTPYs+KsLoijJGUJUgivAR1kpQUHCETVokSbqtpOxW0lYrabNpi3pQV5oIsfOHqkBQENz5k1B7ajEr06/TnlqM7Pq3qSN3W9/rg/jPxY4IpKqqXXJAAM42ziG/+tWv+NOf/sTHH3/8Jaxy+ygvL+c3v/kNsLk9pMAjkhJdN/aoLtLv91NZWbnPo5CGYXDTTTdx88037zHpPYg9x0knnbTF/RkzZuz0vh988MEWn+HYsWMPOK3P/QFPPPEEGzdu7Lnfr1+/L2Xe/ZJAVldX87f/+xuW66WTrztWpffAPILXlfKTH11O3/DRaIrLGqudAhlhlTsHXQlSl81SagwnkV3HSmUVUUPwWSLBm6n7iaVXcIR6FBuzHtlL2W0kHYPoUf1oeWsdLzZ37LX161oBAa2AsOF9EQQKGSeG7aRx3ZRHppQAhUoFpU4RYWGQoxr4FIHpujTIGJawCMggAemRaAVBAWHCwiAgVHShYOEQU2Isct9jpvMWc+Uiljp1tDqZLhrkkhJxTFJEjQoKAsPx62U7bOLZHsaMGc38+Qv26P2Q2GzuAOJKi6TdTFy20iEbqMvMpzOzlpS5nqzVsN1o7y51RwvBMHcchaExn7uZongSTn3DR9MnOLWnYcmrH3XYmjwejDweRFFREYlEYrvdpmeffTajR48GIDc3ugUZ665Jamho+HIWugNceeWVFBQUkKOWsGWCVGXTj6bdR1VVFU1NTdsQ6L2NSy+9FNu2eeyxx/bpPAfxxTjxxBO3EAOfOXMmy5cv36l9t7YB3FRicRA7ixdffJGrr766J0ujaRpHHHHElzL3fqkD+ZsfX4lKDjbtAFw3IA+p6fztnGGMyUvQL1TFtz57iLGBc/EJlXhmFaoSZkaXn+4hgUuo1MK0Zl06lE4mBS5GQfB65hmcLlKaNuv4R9Fazk2N4zvP/xa5h673fr0M8OR7dDVEmfAKgV3FxRRpDC2IrRWQdUvwKxFC5NHLLSZH01EA03VJ2C4SSbGIYEkXF4krJYoQ+BQVQ+nWIfQeb1DrcbrE85LZapLZarZ21PYidwrRwBBUoRHUi0AvIuvEvtDKLz8/n969e7Fo0Y7dZ3YGUrrYTscWa0plO0mbdftEtijXP5jJ+X4inZN5mQUAFIXGU0w/fNJHi1JPQ2Yxpt1Me2px11EGW+oAHiSOB7EtdF0nGo3S3NxM3759t3n+lVdeoby8nO5jqZtEfutbZzNz5kxuuuj3nHPOOV/uojdDaWkp//d//9flWb51VF3grVnbbfkhv99P3759WbVqFePHj98LK94+dF3nl7/8Jbfccgvnn38+ur7/KSPsOR0/MGogg8EgZ599Nv/4xz96Hrvjjjt48MEHP3e/lStX8txzz/Xc1zSNCy64YJ+tc3/E7nRL27ZNR0cHS5cu5aWXXmLu3Lk9PthCCC688MIvTQppvyOQa9as4ZHnZmB16V99c6LB0MFJEv/OYVh+CynTR3PGh5Q2n6Ye66k36o5a5QdHMSv1CJOj0/m0I0ujWEOtm+ghS931baoS4Mwzz+D5514goPfdRV/kbeFKG7+ej1+Loik+4qKNHJmPhgYyAAJ0fASUCEGZQ4GbS1jVCKoKputiKAp+AZoQKELgSEnSdrCRaEIQUFXUrnO9LUGVgglKFaYrsfRBJBSLD9IPbtNs4kXuXOLZDfj1fAwljCZ8oEb4IrGFMWNGsXr1mr0m3yOE0lMdLpFd9/fK0F4tape2Y0d6GfnGERT4VOgKZgZFHm3UU5/cUQpxc/K4Sc/vIA5iaxQVFe2QQPbu3ZtHH32UCy+8kG76IKXDd77zHQA0bd9G5nYGZ555JpdddllX9GdzFx2F7u7s6urq3U6DDRgwgHfeeYchQ4YQCoX20qq3xYUXXshvf/tbHnnkEa688sp9Ns9BfDFuvvlmnnjiCSzL+7H90EMPMW3aNE477bTtbp/JZLj88ssxzU0BhCuvvJKqqqovZb37C4466qg9qu/enDhKKSktLeW2227bW8v7Qux3Kexbb72VXDUf70QGp2YPpXNJJTM/nsyQAWtQFZe3Gja94QGj1xb7W26a86LTac5As9JGwqwna7f1NJF0E6xx44cQDod4590Ze0weASK+3vRShpCr9iYo8tDxoUkNTao4wsYvQ+S5hfRxyqkUhRQbPkoDKn51E6kVeOTR+xvCmkqJX6fQp5GrC3yq93xEV4joCj5VoCsCXQhSIktV+Bs7bB6xnQ4sJ4ktsyjCK5zXtYLPfU2jR49mwYKFe/zedENKt6fGUAgF6e49sdOthcGz7qZjRNcKiMg82rObG9dLvGPM7rp1O4p0p9oPNswcxPZRXFxMU1NTz8l7a1xwwQVce+21XfdchFB7Ut7VmRqEUKitrd3uvl8W7rzzzq6/uo972OSuA5WVlbvdDBMKhSgrK9vlbtxdhaZp/OpXv+LWW2/dgoh83VBdXc2wYcMYNmzYbjmMbNiwgerq6m1uW5dT2La93e2qq6u7hPJ3jP79+/P9739/i8fOPvts/vznP2/z2Sxbtoxjjz12i3rggoICfvWrX+3ya/u6wNOb3bUbeMSxmzxWVlby2muvUVZW9qWte7+KQK5YsYJHH/kHdle922mjBe/UjGJwuJaxw5ZSXd2X25dEmGU9h6ZGsZ0OUtn1lIePpJfTl0I1SMKxqMkmWKssY5gcRYNejOWm0ZXAFt7HZ555Bi+88PJOFWELxDaRPUUYKEqQiK8vJaIKBQVNahS4efiE5on1CIErJcUyQr6uEdIhRwNVgCWhIQ3NpklCZlFR0FDIVQ38qkKBT6Ar9EQdLRcCgE8BnypJOwLTAVV40YN8crFlLhO1a5hj12CSoj6zCNtp76kfzFqNOG4WDAipBUijjKwaImO1IGUGVYn0pJqFEIwePYrXXnt9r3y2W2NvO76EfP0o1YcwlArKAioZR/JI270oSpAq31TCbhC3Jy3XTR5hU5RRUFOzbrtRpYM4iM2Rl5eH67p0dnbuUPT4z3/+M8uXL+e9994D3C5nG0hLyFGDVFQMQEqHr6pEIhKJ8MEHH3DkkUd2SaVtHnX3LBo9fT+F2tqarrT8zmPgwIF88MEHDB48GL9/15v3dhbnnXcet912G3//+9+57rrr9tk8u4UuKZ49HaNfv3689NJLuz3E1KlTd0pFY+PGjVRWVm73uUsvvXSbesWtcfvtt7NkyRJeffVVACzL4rvf/S633nor48aNIycnh7Vr1/Lpp59u8ePLMAyee+65L5X47E/Y0Q/Rnd2vT58+XHXVVfzoRz/apxH/7WG/IpA3Xn4t+Vo+TV2aiy8tNBgTbKOyfAOJWA6rWouZ576D7Sa3iDgd7xtO1vXIVls6zSfpfyCEzoZQMR2JZZSGD0Gg0OEuA2DIkMH06VPOzTff+rnrUZQg0k2jafnYTidS2gSM3gBEjQrK3H4YUqNeqcPBIpdCIsJAFV5kUBUCy5WoQhDQIKCC6CKPzRmv7jGoqOSIEKoQ+FWBT4GAtokoOlJgd722fMMjXY4UBFSJgsBQwd1MLyxlQ1m2mFXqMnKM3phuLonMJp0t2+kglu4gGD4EKR0ECorQ8Ol9CWlFpJxWUmYdffqU4PMZrFy5ao8/V59eguV0brdbXQhlt8mkEBqqEsav51OlTKTYjZDnVwlq0GkKTghehb+rbnSjjONKiy3Jo8rmaeqD5PEgdgaKolBYWEhLS8sOCaSmafzrX/9i/PjxPRfv/MBIOjJriDsZr7RFCWC7u279trcwdepUbrnlFm666Sa870T398EjkTlaL+J2LX369MHz9N55CaLc3FwKCgqorq5myJAh+2T94HW/33zzzfzoRz/isssu26dk9SA+H6qq8tRTT3HVVVfx5JNP9jze1NTEa6+9tt19iouLefjhhzn88MO/rGXuV9idqKumaUQiEYqLixk3btxXKry+3xDIpUuX8u9ZH+JKL4UydniEXtUX8cMRTazf2IuQP8Nf1wrSVsMWROT7ZdPJ0SSNGcGapMkK8SkSSchXTpJ2L+ooHSy5qbP3tNO+yZtvvk0msy2hAY/wlPpGUpeZj+WmtvCtHqMeh4NLngyQkhbNShsxt4EipZK+FKApCnoXGZQSdFUQ0kEXYLqQdjzCpwrIMxRU4VkuKgKMroijKqT3GBJLAghyNRe/6mK7AiFBlWC7AmRXv7AEvwqqDn6hEZUl2IqNo1j4QxFakgt6XoOmRug0a5HSxbRb0dRccvRSIhShajp+NcL4sSNYvmz1XtGty1qNO5Th2V3yqGsF+LV8AmoUvwjjSpeUa9GQgVZTIe6Y6ELFj0LGdYkpMWynnW7y2Ct0FHXJD7vWcDBNfRC7hoKCAlpaWhgwYMDnbvPwww9z9NFHc/vtt3PTf/+pS5FAYCNR3QyGmrNHTSt7il/84hccddRRXRfwLUmk0CMoTi6ujAEuP/7xj/nd736Hqqo9+0speeONNzjppG+QSMS2iIBUVVUxb948Bg4cuMU+extnnXUWt956K/fffz/f/e5399k8B/HFCIfDPPHEE5x99tn84Q9/YNasWdvdLj8/n/POO49bbrmFoqKiL3mV+w8O9LT9fkMgp19wLcVaKRstT8to/pIER5VphHwZ4pkAR858m7LgRKL+QWjCx8n+iYyMWixsh/vbXmGCchzvp700kUCQNpswlDB9glOpTX3cE7EsLi5i4sQJTJ++4xONrobQ0Cj0D2agM4SqoB9NgYQFhgoZB1KOS6fr0EcWM9boTdTwmltsF1TFI4yGuqnINNPFw0JdKeygKjFUiYLEr7o9xBG6WjmkIOsKDCkIqi5CSGxXYCOwXbFFd5/TNSeA6UCJXyeezvVqKhE4lNI7OJgWpY6W7EpsJ4krbS+dLRSK/EPwEyLkhkgqHfhFLuNGjGHDig5Ghs5Bkd7gSSVBTDYRt+pImxvZFWxNFIO+vuTq5UhcEnYTGavN09Tcya5sy27FsluJ7+T8ecERRPRyEtYGTs09D1UW8CwfHiSPB7FbKCwsZMWKFbiui6LsuJT8yCOP5Ac/+AG//OUv+XTBPEaMGMM3wtfyTvZFRqpjmJd5hZBW+pWSyKlTp/L+++9z/PHHk81m6SaRsXS3nqNCt53sH//4v3jRSBvXdTnnnHN49tlnAY88NDY2UlxcDHjNRj6fjw0bNlBRUbHP1q8oCrfccgvTp0/nqquu2kJS5qvE3ujC3huFPtXV1XthlF3D2Wefzdlnn826dev49NNPqaurI5lMUlpaSkVFBYcddhiGsfsOaQexf2C/IJCLFi3i40UzMfDs/frmwfp2weSiTpoSEUK6yRj/mXya8DS/qsInEVTh42aNZ2P3ANAZ3NQprKq52E4HqtAJyNAW6e5TTjmZ2bPn0Ny846LgVHYDttafXFlEs9KOk8plQDBIgR/qUhKnq4i1vz+M6UoiBmgKCAma8NLUivBIpKpIXCkICdAUiSbAUCWqkPgUF0ORXRFHjyRKKXClwJKipzvLr7hkXAVXCrKuggtYXU0iQniRRyG803zEkLhdaVkNhajmA0DKAGlSaL6RpGQ7lpvqaqjRPWtFdNIijYuDQ5r+Q8v46PnVBFw/OioBoZHrhCikgLU6KEInZW7oueht7wKoCANvNYrXkIIkPziKQqWCgBtEdzUSIkGCJsBFU3PR1ACaEsBxs9huGsuJb9Mg83kQQkERwa20JCUR06DGrqGffghvZmaRyn45XqEH8fVEbm4uQgg6OjrIz8//3G1vu+02XnvtNS655BJA4lcUJmonUaNW842843m5/XW+6o7/ww8/nLlz5zJy5Ei2jETClooEno/2SSedRFlZGc899xxPPPEE3/rWhYBDSUlpz49FIQT9+/dn7dq19O3bd5+6CZ1xxhnceuut/PWvf+VHP/rRPpvnIHYNlZWVO6yrPIgDH/tFF/aNl17C8FA/krIDgLZkBUKoDCvdSFEoTks6xCmFuRSFPF2xDEnmxxM8G/sr4BHKJVmvcDc/OIp8v1cTEDfrqHM3CZoGAmGOO+5YXnzxlR2uRQgNV5rE3AbWmbOQuIQVA9OBxbEsS506VrvN+FWlp8GlIe2SsLr335SO1hTZE1n0q5Kw5hLRHYKqQ1D1yKNfdQhpNgHNxq86Pf+HNZug6pCj2fhUbx9HCkKaQ76xiaipXYQ0pElCmktIk7RmJUVasKe7O0dTEELQ1y2hl9ObYvpRqPYnqvUhqOYBoEiFgAwQIo/yikIQkiXrl9OqNpMSGRJdkUG/0Klyh9Ff+//svXeYZFd57f3be59Usatzz/TkqBlppFGOKJCjjcAWQY5gbDDX2Fzfq8/XgQs2F2xwwARjc0Fgkm0wwWQ0IyQkhISEkJA00mg0Oc90rq50wt77+2NXdc+AQGk0kri1nqeeru4+VSdU1al13vdda53L4sKz6M2fRiW3jp5oNcVoxVzsoJJF+vLrWVi4kIH8GVTyp9KXP51euRBpJdNygv1yB1vr/0WttZNMO3uTojdMWY1Q8kco+MMEj5Az7gjj/JWsr/qJ/IFjlnA2Rnuy2wHB7vSOOfLYrT528XghhJhrYz8Scrkcn/zkJ/nxj38MGCYz91na3/gBQ2otL+67CLD0505/QkkwTxSnnXbaMWM9x9e+pIwoRqtwxNLj29/+Np/4xCewVvDqV/8axaAjsrF873vfm3vc4sWLabVaT3o2rxCCv/zLv+Sv//qvT5jtWBdddPHz8ZQTyDvvvJMb7rmPmcRtyqI+wUp1EVfkXkeSeeSjFvXUp54Jxup3AlDX49yVzauDj2Y7yHQVT1VYZc9gkV1NObeW5cEFc20YJYs85zlXcODAwZ8btdWpos00t5H3B8nZHFOmSWot94k72Vr/L7Y2v40vBJ6ASAmkgNi4NrW2bh7R5VMLjG0TSjVPJj1pEcISSIMvDVGbNEZKE0hN1CaNBS+l6CeUg4SeIGYgihmJYpSASFmUtITSEklXzYyURRsYzQsy0/Ggs/SHMBxJRqKAsgwZtBUGdD8RRQJyWAx5W8C3PgVTZNmaXu6/fxuHGvdyJNvGfvEQB9U+dPtLpSgCek2JfjPMiFjNkFpFv1pKyRuhGC1vC1sG6BEjDJlR+llEn1zEgHRtrEkOMpZu43Dt+PkYKTwCkXcWSIR4IiTRUzwccsEoa4ov47Lcb/OK8ut5cfH36MufzoLoDBb4pyJlHl9VAENFLuLc6Cp+UjTTRRdPBB0hzaPBOeecw5//+Z+jlOTGxv8lEh5rcy/gXyc/yfrobNbll1GLH+Kpto4Ow7BtFdOJ83S+kMY0uTL/QkAgZR4hAsCn83lqpvOWMM961rPm3C2UUixbtoydO3fyZOMlL3kJy5cv54Mf/OCTvq5HA4v7Lngit2eCkXgXJw9xHHP48OGHTcJ6KvCUt7D/6LWv5+ziqXy/6gLV++uXsVc9wHMql/Jf21fzV3s/zG/3/z6fmPxnAFYVX8KE2cOa4FLuTV327GzLKYXfMvxafjDV4EfxV53amHmiqE2NF7zg2XzhC1/iJzFSvIBeu4ApcYixxn0UwlH61VJm7VGUVRRFyIGkMUe3y9Ey7kmPsDQbYGleYazkYByTE4rewKPgOfsGXzgltZKOOBocqfRxLetIaZR0pMzYTsXSYnFtbCUMUlha2iM1Em0krTYpDaXBl21TdGGJpEFJ5684FkuWFDyM9YiUm8ucTaGlOypul3JTNj1onGO9RhPio1Ccfeq5PLBtO5W2d2ZR9FM2vVRlnYaYZX98F0k2dtxco6cqRL7L/R7Jn0mOMqGNCG1A0eaoixw1OUtKzGx6ECVDStFqjE3JeRUqYhSLpkWdmp0gFEVG7UpOCTeQovGQ7FG76TfDlGyeBWFEJXAvyXDORQ6uTy9BCKhncEi+hq/Ofgolc0ybg9zRcnNa3apjFycKAwMDPPDAA484B9nBn/3Zn/G9732Pu+66i02THwEEv1x6I3978MP89uBvsbf1WVYWSm0v16cuAWk+Bq1jrA9gua81yWDh7LkLeQd3DtJzs8uCTq72F77wn5x//vksW7aMTZs20Wg0yOfzT9p2d6qQr33ta3nTm95EuVx+0tbVRRcnC1u3buUf/uEfuO666+YiUcGN0Tz72c/m6quvfsoiIJ9SAvmDH/yA2x/awlm5ZwOOQB5UTVbbM7lhepIJeYRTC6+koZ3PXzM5iialIPuRRjJYOJvxxl0IEfDrva/j3umUW5qfAH7au/G0006lp6eHW265de5vQkj686czaBfTELNMx85uQ5uYo2YbSoZ4KMbkDGVbIC96Cf1haskhtmT3sQXmkk4ATin8Ms14gAU2pBI4u56WEZSVQTIvklHCEUVtBbSJoRSWxLRnIbFIAdpKpHCVSICSn6CtZDIOibRiOvWce5twy0ugnil8CVq7eUyL245Ou71mEjSGTGg8qwjwEAh8FJ6Q5ITPirXD3PqVhxhiGQDDptd5c1oIRcCkP4g2zbm2Mzh7oJqeppJbh0ASWmenkQmNsE7MkzN5kFDyFyKFIiBHQJ4B3U8iMpqiSSyapKaBUj6JSJEIRrwcFV+ygnVEyqnWBU7VPhZbWlqipLMwAphKMja3Pk9mG2C7VccunhyUy2WEEFSr1Z9p53MsfN/n85//PBdccAGTk5OAYps5gqcqfGryi7yq76VcV/0KocgR26euwnDaaadx9dVX85nPfKb9FxdxeEjsZohlqKLPeHPrMfGknWqlu98frKea7GrHJTr8yZ/8Lz7/+f/kU5/65M9cb6vVIpdzKu4kaT2ueMLnP//5rFu3jve///38+Z//+WN+fBddnEgkSXKchdHAwAAXXXTRo3782972Nt797ndjjPkpv8jp6Wm+9KUv8aUvfYnLL7+cf/u3f5sTsJ0sPKUt7P/9v/83z+1bz22N6wC4MP8CppPdXNpbwrc+58hTOGgf5D+m/4nF6gzODq9kT/1GlurlKBSxqWGt4dLoag40E65vfYpitAJPVciFi49b1wtf+Hyuv/4G0jRFioDIX0Alt55I9CCtRKCcgEMVEEISqCJrxDkcUYfJyNAYRvQiQq9Cmk3MzRd2IGXEtDiCsZbMWmqZM/9uaUE9k3Mt7TniiLu+T62gpRWNzKOZecymPrH2SLREW0Fq3P+mk5DpOKKaBERKU8/U3HNYK0iNIDECX1oC6VromXXbIHC+kq12WzsTmlQ4UhrgkRM+gZCEQrJwtIwfKNJdGf2mhyX0U1AePV5Avx8wJIucZs9lQ/hiRooXUM6txVMVpMyTC0bxZIhPSMHkMRhSMlKRYbAoFCkxJdFPmUEGzAKWmAWUREjBhgQ2wCfEYKhnE8SihbYu5nFJwbChkrK6lLKskNIfGlIDd+u9/Kg5wR31Ce5KDnFXcoj7xU7sTxmFd9HFiYUQgr6+PiYmJh554TZ6e3v54he/2FYKG7bHN7E2eg6jufO4vxHwf8+8AEg4Mfrbx49/+qd/+qm/Ha5/n/sb/8VY4z60OTaS8dgkG6jqo6SkuJERZ1D+rW99k+c+9zn4vs+f/Mmf8NnPfpY//uM/RgjJeeedN3csOzPLj1cI06lC/t3f/d3jTtI5kbBP8NbFMxs33XQTL3/5y7nyyiu58sor28ECjw5/+Id/yP/5P/8HrTXW2rnUmWNv4MbUbrzxRp773Oe2L0xPHp6yCuQtt9zCzZuv50+X/DrfmLiHZYOCmXoPzwqu5MfTKb0yx11mB6fZc/lhMMWw7aPk+RibkBMeD4q7qTYeZLBwNjvFTvK2TDlcTjXehTEtlAzJBaMMBevwygnnn38ef/AHb6UvfzqLWccB8SC+yNNjB8hEhkVT8RajvZQBO0qvKVFWPjVbY0ocIhCuFbtQnoLMSaabDxy3P325U1ipT0EKQVMbfKmops62x7SJYI+vSdstbG0FHWc0bZ0tT9wmhZ60+MJS8DJkm3DG7YpjS0ta2r1xpICkfb8cGGT7lKOtMy0HV6XrQLXfcBrNjBgnVkUKpkDJ5gmFwpOSJev6mNhZpSQVUkIgJVK4im7Jd+k4xuZITY5lWYWWNdSClKpoMCEPI5HkbYkQjyYeCkVoXSUhFilF20NoA3zrURA+BeXegtIIhCmQ2QxfrSElRiKpigYqkVRaIS0zT9unEsE3W3fT1FP48hQGTAWsEw5NCLCmhafKbpbINLqt6y6eFPT39zMxMfGYMnxPPfVU3v/+9/OGN7wBbRrk2tX6JarCXYcqvKRf8MXxG8iHy2gmB56ypJqxsbG2R998ddHaDG1rP7F05/+SDRvWs2vLUV7T9yZiI5hMUnbJgxx46ADNZovzz7+Av/mbvznmsYI77vghIGg2OxZClg9+8IOceuqpjytd5tnPfjYbN27kfe97H29/+9sf8+O76OJE4dvfdloNay1RFPG7v/u7j+pxX/7yl/nABz7wU0Tx4dCJMtyyZQtvfetb+dd//dcTs/GPAk8ZgfyNV7yeV40u5/+OHaL2kYDi72rOyxXYph7iN3rX8659H+Z5+TewufVxwFAKfW7RLjtzi7yfmdY+lhafy1K9hBYp+9QOUtPE2owlxStYZ1djrCUSijOvWMb41iqXNK/kqI2ZkrMsseuJiQmsT8nmCUQvdZsyoSapiRlm1DgHGnegTY3AG2SNv55FUcQKkccyip+/gkDNi2aaGUymGTWTcBfbIIWKHWJ5MkBOSXoCQWIU/aHBFxaDnGtpayvQRtDQikYmmIgF2gKEc63nDjJD21wcWtqirSGSkiMtSdFzKvDEdCaRnEdk1hb1lDyFtgHKSIRZ0BbPRARCUvI8pIDBtRXGtk2TGnfF09Cahk0JhQf4lHxBX+Ba4iPC5UZr66Ftjpbup5FB0208AzbEa5uqt8c1jyt5Z3Z+G/NKoqTHchHNiZBa2jJpElKrubM2Q0pGXdaoMcFE6yGKwQJ61WJSEo6ocepMU80OM9vcBmjQzrS5iy6eLPT397Nz5865CsGjxetf/3ruuecePvjBD/Lj+Gt4qoj2z6FcG+WqJUW+OqG4uJhj88ktKByHgYEB/uRP/oS//uu/plKpMD098zOWtHSsft7znvfwohe9iE9Ofog/WfRmrihoFhQK5LzleA/t5s9e81pypp+xJgSiSEt7aCMoBgkPTFf4zJEp7q1/HhC86U1v4k1v+m+Pyx/zHe94By972ct4y1ve8og2S1108WThpptuAhzJe9GLXkR/f/8jPibLMq655pq53zvE8eyzz+YP//AP2bhxI0op7r//fv7lX/6FzZs3z5HIT3/607zlLW/h7LPPfnJ26CfwlLSwb7zxRg6O7+KXh07hH1YNoA4XAcGwV2Ajp/CufR9GCMkEdVYWXsBo4VnklWSycQ+RvwCFT6BK5K3zjTygdhOQZ8hfw2n5K1lhVhBISV/gMxhJ1l4+yo4bDlDPNGNyin5bJmed9Ytv5+dsqrJGnWmm9D721m5AmxpKFlkRXkRNtNjVqnM0zphONLXMMhlbxlqGfY2UQ0nMhK2zU20jsQ0Mmj5TxgC+dJWzsu9mH1MraGaKqcRnIvaZTjymU49G5trQ9QyOtjR3N6b5fuMIP6xPcn+twf5GxlismUw0+1sxR5IWxsJspplINNOJE5DMJJZq6oQzM6mlntk20bWUPMVQEDKqyozKHvq8iLLnjkFqLP2ryuzfOkVqnd/lOLNMy1mOiCkOpnXqmWU6gdnMrUtb9yaKlKXsw0AISwqC0bxgNC8ZjAQl31ViC57zrPSkI7reMd+3npynepmBemaoZq7y4guFb101s2CKDNrFbAhewErOoN8M4lmPaXuYmh6j1tqOU44e613XRRdPDiqVCmmaPmbrGCEE73vf+7j66qtBVglEngujUdc9kCWuHLiIzZNb6QtPaYtqnhq8+93v5sEHH2zPEx5rjf2TjVb3WXvhC1/Ybj8bJvVhWkbyyz/6HFOtHPpHe0lGhpnML6To5dBWUk0C9jXy3Hq0n5aWnBMNsqR4BZE/2n5e/bjSsC699FLOO+88/u7v/u6J7P7TArt372b9+vWsX7++rZDv4pmALMu455575i4sH63Q5Rvf+Abbt2+fI4VCCF71qldx22238Wu/9mucdtpprFu3jle+8pVcd911vO1tbzvuAvbjH//4k7ZPP4mTfmay1vK2t72Nt55d5NTRSZZfdQPPev2rgH9lIJAUfJCNiPPCq7hH38gZ9gr61aI5BfFoeAZjehf1eDd1fzl99OARIpH0m0FGVQklBKF0OdH5lRVEIHngzqPE1rBEDFIJPBra0NAtfBQ10aIpmnh4KDwS474MStFqlqmNZGSMy0NEFLG6l0j4NIwgtRqDnROlpGRU7DAWQ87k6FEB/aETtfSHdq7imBhJPevMLboKHLiKXFNDUxv2mWmm5QQT2U6MzRjwV1KyfeRMNNcSlghaxsy1pmPjog/rmTPcaZgUXygUgpLnudhEIYgUlHBtc2NdxTI1lqDkUxrIsXfbJA2TObV2p0pKRiwSjiSKeuYTSEleSTzpRC2q/bxeW8zTEfXEx1TdtXVCF22dSt2t3yJFp+LK3M9IScCjrjOmaYKAwHr0yCK+EAgpmNUpU9SYYD9j9R8yn3Ht5q7c+63buu7iyYNSip6eHqampigWi4/psVJKrr32Wqanp/nOd77DPbW9JF6OyxtFVoZncHbxMHfW7qPf6+HC/C9xa+MrT9Je/HysWbOGP/zDP+RDH/oQu3bt4uHnM+dV4+9+97u55ZZb+PgPvsJbljyb/zj9teyvF8hMk+zeMaZWr+Xo13dwuCm4szHBtux7c8lWvz/8+ww0F+CHITvSA4Dm4x//OL/zO7/zmLf7L//yL3n+85/PH/3RHz0lcXkdG58n9BwWli1bxle/+tUTsk1dnDxs27atnezkLhif//znP6rHffrTnz7u9+HhYT72sY/9zDjQt7/97dx8883ccMMNAHz+858/aVZWJ70Ceccdd3D3D77HH71AM7pxK7f907O5tfmvVHLrKPqwvOBELrvVNpQIubX5rxQ8Rdou46bEc96OBkNNNBlLtxHaHNK63ONICSptb+nFl4xw/80HyCPo8TwCKRlLEnaaMQQSjSEVKVPiEPvtAzTsFMP+KWwo/CobxSUM2h4iGyJQaFJikaCtIbYZGQaJIBI+ZXIMUmLQ9DJiB1iiKpR9RcGD3qBNrNozi9OJZDYVTMUwk8Bk4tTEE7FlOtHsy2apyikOx/fSSA7SiPdysHknR9hBTdRoiraSGkPNJKTGoK2lZQyTacq0iTlqq+xV+zgippiiQVNrEmOJ22c00c7gdic5V23sX1lm6mCdpJlhrKUmmjRlg1QkCCQGS1MkVE1CYgzTacZEopmIDeOxYSKG8RgmYphOmRMS6bmWNEwkmsNxwliSMJ1m1LWhoQ2zmaGpDS3ttjFpC34CqeglT78osCgoMBh6lDxFKAXGWqpy6ifI4/zgfhddnAz09vYyNfXwfqWPBN/3+dznPkej0WBn9j02hoPccDjH9lnBMvkC3rX6BSzJ5fhB86uMBmc9ZdVIz/O477772r8J2peJx9zmEQQB3/rWt0hJ+Pu93+IvHvoOB+2trBzcx+2bDzJ4/gh3TGV8duZL/LjxH8fFon5k/LMUbUSP6aPTRXjDG97Ae9/7Xox5bMKiCy+8kAsvvJB//ud/fvw73kUXjxPHRkguXLjwUSmkrbVcf/31x1Uf/+AP/uAR7a/+9E//dO7++Pg4+/bte9zb/Vhw0s9GH/vYx3jR8ALC2YD3fPmlvH3PPyNlRI8aZSqBDxz+vwAs12u5Lf4U/9+iN/GNqTF26TsZLT6LiCKhP0ySTdBjB/hx4z8A2KHrZHqKhYWLWRevpZoq0ghect4gn/yz79HvCWZT2G4OszP9Pkl6FIBitAphJLXWLoxNEAgWFH6FRfRipKviCSEp216klSgUvlBEUrUtdAR5JYna85DazMcLhhLyinbbGlqJZLZNqo6dhzXWsj+p0xQxTdnASIPCZyTcQNUcppGOoU1MPR0jUU2Wi40IfArCJ9cWoczqlIZJqMsGu/WdNJODWDKGC+eRE2WatkU5K+KjmM0URc9dzSjh2usFT7L8lF6qu6oMhQEtbSloj6qO2Kf2kIoYTUpJ9DOoh0itQQkJ1tIwGbHNaGQt6rJGSoyHR2Bz5GxurmLaEjGzcpa6dF+2JfrJmTyhDQjxUEISCoUSAiUEvhAUPEkoFYFyc5fatj0ts7apue2hz1vJVLaDBbnzmTaHacR7u5XHLk4aent72b59++N+fC6XY8OGDdx77xbyHhxtGbbpMY6wgwWzF/GqgRWsLnyXzx2+C5BzaTUn+z2ez+fn5rGE8H/u+l1rP8H3Q7Y1D/B3O/fzdzvhO7+0nynxdjacPcIFu17OreMpmxsfnXtcpqe5qXktC4oXcWnuddyafIVTwwVcc801XHPN/4cx+jHNmv7e7/0e11xzDX/2Z3/2qLw6u+jiRGH//v2A4winnHLKo3rMfffdx9TU1HHv8Ve96lWP+LgrrriCcrlMtercEe655x4WL178CI964jipn6hGo8EnP/YJ+rKLuPGmi7l2wlUS+3OnslCPcv5AfNzyz4p+C1/AA61NWGswaBpUWRieQSV3CvvMfXPLptkE1hoO1G7m+uYnuN3+iOELS+zdc4i7Dt3DnmZMXWsqpsxwuJ5CtJxSbg0D3nIKqp9itJxCuIxK/tS559Rto+wyOUZshX5K9JInFO6wGdwBzCtHGHOqY6vjyE7Bc1nYQDvHmnaKDBR8CJSrSo6lCbFIqMopDIbQRuRsnpwt0CcX0ReuJOcP4sk8ZTVCIhIslkAqrLU0tWs3Z0JzyD5EomdBSCJ/Aca6ylyfKVMUAQXpkW+XwkXbjChSglDCwMoeartmKPnQFwoGQo+yDBjRixiwo5TFEGVTQSERiLa3paAoPYoiIGdDLJqmneFwupV9+sfsFw8xoSapyhqZ0IQ2os8uoM8uILQRRhhikdAUTizTNBkto2lpTcsYEuOM2ANJO8mn89pYjsoJDtmHmMweIvSHaDDbzbju4qSjr6+ParU6l77yePCc5zwHMGybjRmKJGvUILGus7umyazkrPzlXN63hLKnOC36pRO38Y8Tj4a8ep6HtRprDdu2bWPDhg381qb95Lfex6Uv6OdwU7CyGDzsY8dbD6IxeCpku6nz2wsvACx/+7d/+5i282UvexnVavUx2aecSFj7xG9dPDMxOzs7d//RCrluu+34dLZFixaxYsWKR3yclLKdY+9w+PDhn7P0icNJJZBf+MIXWFGx7KsO8fK7/oO9Ndezz4tearLB7ePh3LK71IP86mLB9yYSMj2NkiF1PcH+2ndJaDIsVlJtPogQEk+Vj2vtWJsxmx5kw6XDbNr8LQ7Ubua29Bs8IB5iTI0TUaToDTniaHtYoddwlriEs+QVrLZnMmh7EELgC0lJBQz6AXnlqo6eEO1EGYsvBCM5STlwpLBjmeNJRwyVtK7ZI5wwxBNQ8i19gcuujhTUM3eGaImY0ObI2TyhDQltQM7myNsSCp9IlYlUmYyYVCRE7SqEATIsAkFNzhLIPKHXQ+QPEaoyvohYahZT8UKKniKn1NzMJIDsWARIQc+yElM7q0gcYXOzmx6L/CIL6aVP9xHZENV+20TKzUEWPMVA4LMqV2SpWcQgS8h5Faw1+MJZlIQ2pGjyDNtelosBlosBRmyFiimSs+511xhSNE2b0rKOSCoh0M7DnMw4tXtirKuA4jHT2gZIWunROWulbvWxi5OJXC5HEARPyHfwl3/5lwG4ofkR9tQTVhYlryg8j0qgyCnDAzMerxm+CE8I+ks38UxzCVy9ejVf+MIX2N9M+NjXv4RYO8ImdTerSynPyv32Ty0vkDRFwsXeiwhkkasXL+LVC9ZzzTXX8KlPfepRrzcIAn7913+da6+99kTuThddPCLmc+Xd+/DR4I477pi7L4Tg/PPPf9TrGxkZmbvfqUQ+2TipBPLaa6+lVT2br9c/8lP/e+1QH5+anDevnYp34QmL397EvOrFWkPoD2PQ7EpuI/IXkAsWEfkDeKrnuOfrHTAsW7aI733vFgBa6SHGkm0cSrdQZ5oCFRaYZYzYCkN+xOIoZNCPGFKuwuhIlKTkKSLVblNLOSceGQw9lhUllcASKYvEEa6SD0UPegOL3557BBdp2BsaSp5BCUcsJ2MnXqnRwsPDJ0BaiUTQFC1aIqYpGviEFEU/PWKEAhV8G1ClybhucMBMU6OFxTKo++m3o/R7Kxj2T2GxPI0legVF6c0pnrW1pNaStucMG9rQ1BZ/KIe1cHhvfU5h3amk5j1Bag1FEc6bjktXheyIcqJ2i3lhFLBKDrLRnsNadREDZiF9upd+Coz4OdYWA5YUFEsKisV5n8VRjkVBgSFZpEdGlGVIWYb0qIDBIHACnfa7tKVhPDGMpwmJ7cQypjga3Z157OKpgRCC3t7eJ0QgL7vsMv7xH/8Rz1Pc0fovYjvLYAhlH2Yzxc5Gk0z38CdrNvDdsXGeaQQS2iTyS5/jP++9n6n9u/jfL3geu+s+G3tyxy0nZZ4kG2ObuY3EGhaI1fzxvSGt2hWA4Dd+4zce0yzo6173Ov7zP/+TmZmfZUPURRcnHoVCYe7+oyV0t99++9z8I8CZZ575qNfnwgkcGo3Go37cE8FJm4HcsWMHN3/35rbKdv7LXskik9ke7p9Zc9zyF/ovZSZVXN9yiqSQIolsUPD6aeoplobnUTAF6rJOixpjZhtGFtHGmdxeeumz+OEPf3ScvUZnWDvv9VNmgMB6aGGpZZqiJyl4ApsJMM56RwlBICFUkPec6jmzzkw7lFDw3IscG0FLz1ftcsriS/ClnVNYCwlRO/c6NpLECFra0tBOvZ2RkYgmDVHFYohNDSU8hFV4IiQgT9kUSURCVYzTEjnqdgolfAr0UjELEAhiG1EyBfIiwBeSvC/JrGtXS9GZI7Q0jJ1r0SdGsmhJkbHdVY620rZ3o8QTglC57O0ez71VjHVta2cuTjvn27Xrwc0oRkpS0gG51CMzBiEFPZ6i4M+r0YWAzAhSC41MoK3CWjc/Ot+mdvOiiYF6Cg1tyIyhYROKIiTJpjC2iZRFjJm/2uuii5MN55M4/bgfL4TgLW95C+eccw4XX3wxHzj0cUByYe63WacL3J59g1eYX2J9tIbnDR7krunaI84hPh3x8pe/HJD8+zev56oXPpfi9ZamFhSjFdRaOwGQwsMASTbLtuh+luk13Nb8JHty6xCiiLWzgH7U+3/aaaexYcMG/u3f/u1xGZM/XhxrevREnqOLZyaOjTd96KGHHnH5er3Oli1bjvvbY/FzPPb882Rmzh+Lk0Yg3/E//g8jahkHsj1zfwu8QTyV471Ln8W7Drj244LiRUgUt6ebWDz9UoxxTLpi+llqlzBhZ7i/+QNq6gDWGvpya1HCx9iMRfkL8AlZqId5/mWX8pXPudxr0Ta87hjSTrV2MCP2sjK8BGV68IViInHt0swYUmsIpE8gBWF7ttH7CWJjgOlUEGvXWs1586SyQ5AamSAzgki5iuNY7FFLYU9DU9MpE3KGmpxh1hzFmJRGOo6x8XEZ07lglIXBBsqmQmRDcjYkUU12NW7CmAaeKqOjtTTtIL6Yl/mrdnUQoKkzmsyfzGo2pilbNGUDz3rkbI7zV6zmwM4pajYhJoXMEebeNE+knOpZALKtfgbw2gQboHbMedwAvoDhSCLa+TgFzxFsZ93jUng8afFwhBtcxVNbQUs7Yqk7RuPWkcd9usqUHOew3uLIY/u9YUyTY21EuujiZKNSqZwQ5eNFF13EkSNHeM1rXsN3vvMdbm1+nOcOvpk/il7BQ7OCSxZPc0FlEZvG7gAe3tbj6Q5rNf/9v/93youWcdryXfzdnTOcJi7hNna6uWzhE/rDxOkRjtTGmfR2cGrhlWypf6H9DJ2YhEeP173udVx77bUnlUB28f82Vq1aBThl9UMPPcTRo0d/rhL7xhtvROt5kZiUkgsvvPBRr298fHzufrlcfpxb/dhwUlrYWmu++NX/5EC2a+5v1qYk2Rh/uuBF9IYtDIaR4gXU9QQHajez0jufH8aH2uQPDogHSdEctA9isWS6SuC5tnVAjsHwFJboxawTi1myqo98T8jtd92NlHmsNeSDReTDJUgZYUyDvD9AZEPKMqAoPXwh5lTVSkh0myS1tLulFmIDDe3saaoJTCcwnVhqmXXKYA31TNAyLv+6qQUtA2Ox4HBTcKABW2ZbHDDT7FF7OWQfYizdhhI+Uvgk2dhx5BGg4A8iUJRsHokgERl7W3fMkadMV0lMjVB4xDZDt+1sajZhSseMpzE1m9C0GZk1ZNYQ4lEwOUqmRM66svfwih527xwjFRmB9cjZgAo5fCkJpUuTKXoCJeZJnaHjIem21ZOOSHcMwzvzn75wx6aWwkQsmE7cbSKWTCWSmfatmkqOtAQTsWvvz6buuY2FWZ25bTJ9SCTauEqt+xLttq+7eGpRqVSo1+skSfKEn2toaIjrrruO3/md30EpwcfG76KeCUbzmq1jIyyLOl9Cz9z6VG9vL3fddRfB6aOcXejjnJ4inqoghI82TdLMOTVYLEoGDNoKffnTGSqcS+fzfuutN88931sW/OHPXd9rXvMa7rvvPu69994nbZ+66OJYnHXWWUgpEUJgjHlEg+9///d/P+73jRs3UiqVHvX6HnhgPl55yZIlj21jHydOCoG87rrrKBdqHPtFL4RPKVpNS0tCpRmPtyGQzLZcqXfQ9vBg85vYdptVoKjKGlONeeV1JVhKXvTSYwdYrJfR54WUPMn6ixfy0O2H6U0XsTh/ESuLL2TU38BCfwML8+ezovA8zhIXsyboozfwKPuKku9mGzv2MU4o49ajLcR6nkwmpkMWDZm1ZNbS1JbZzCW0TCeCqcSRzMnY/TzcMkwkGTXhrG5mtGunS+HR0lVm2u2bY1GMVpAXvVRMBY3BYHlQf580m5hbxlNlPBkywSxTcpoJeYSmiIlFSlMk1EVMU8Q0RAtPSHLSc/OFXp5R2cOIKDOoSgwvqTC7o0XehvioOaGMbc9LdiIRgeNEOG4fHHmMjimIqGN+7zyupR0p3FvX3DFT49bqDPfOJOysGQ43HSHPjCPqiZmPiZQC8lKREx49FDC6M5bgfOKsTbvVxy6eUoRhSD6ff0Jt7GOhlOIDH/gAIyMjHGzcwmk9LVpa0sw8VpV8NgyEXDE4gBD+nK3PMwn5fJ6bbroJfdoS7qnNooSz8DE2wdoEKaO5ZfuDVRSlx8XqIs7kTIRwF70XXnjhnP/m+p6fP8LS09PDK1/5ypOa0kH7/PVEbs/cS4Qu8vk8l112GdZarLX89V//Ndu2bXvYZbdu3crnP//54/wff+VXfuVRr+v+++8/bsZ39erVT3j7Hw1OCoH8k//vf/GCygpAsLT4XMBVIGdbD3HnpGZHtcyi8Cxq2RjDhfMoRas5KMaO27yZeC9jzFu05IJRFD4+IZ5VFEXAVJbwYDLNkvOH2HvbUZbQz2qzjBVmMWtYyOlyCReo9WxUSxgJgzn7nXy7vepJKHlyTl1srCXW9jgz7GNhrEt/aWnDbKaZTjQziYs4nE4sk4mhmmrGk5SZLGEPRxiXhzicPYAnQ3Kyh7zqp+gNEvkDP3XctIlp2RoTcozD6jDb5X20UlemVrJIObeWUriExfYUfDyKtkjBVshEhsVQsCFFG1G2eXooOKFPe74xr5wgSAhB/+ISOtE0jrbaPozSVXlxaueWMe1oQ9fGDySE0s2C+m0umRmXotMh2bFmbvnMwERsOdzK2NWqs89Mt0luQs3GTGUJNW1cPbE9U2na68sMxNp9oCKpKEoPrWsU/SXPyC/OLn5x8UTnIH8SURTxv/7X/wIs359scut4yu56xH/tXsKvLhvg5vGjPFMphrWW22+/nbAv4uzVC/jh9PzQ/3DhnLYwsnLcY/oCybKCx0XRa5DCtej6+vqx1vKmBz+KEPLnmo2/7nWv4yMf+cgJqRJ30cWjQSdBSQjBzMwMl112Gf/+7/9OmrqCh7WWTZs28eIXv/i496XneS7m9FHi+uuvn7tfLpdZtmzZidmBR8CTTiDHx8e59957uf3oBgYKG9lT2wy4CuTbl76R/tBj+6zPGhbx3OA5nMMZnC8vY292F0P50+eeR8mAnOhBySK5YJQ13iUs1ssomx4EkhnbIkWzbM0QnieZeXCGsu8xGAQsLfisLilWFF1G82Do8pnVXAyfu4Vt8++gLZ3OewJfCizz5t+dqlgn0cVaS91kNI2br0yMpZppZtKMqSxhn5nmsJhmTE6RiphZM9ZerokmJbVNmnqKerz7p46dNu4NVbMT1JkmL3rpz61jQ+FXOS16CUvl6YyI1URtGxyDJWdzLLR99FOkpAJCoQiFc250y8znSHSiDQeWlTi6u+o8LLEYa0nRtGxKvV3Z09Yi2x6WlQAGIugP3f3Orey7/9s28eu0tl010hFXicDHI7QBRZOnKEIK0qPkSUzbiH0+ucYwmWZMpCmJMS7eUDRIaDAiVs3NtHbRxdMBPT09J9w+4/Wvfz2jo6N8cuzTLMkH7K0LbpqeYcful9ATSS7oq/BMJJGbN28mjhPG7p2gfvokB9VBzsi/CikCluk1BLLIcG4D+XCJi4ZVEr/9bbW2kOe86FdwZzHLP/3TP9HJ5d60adPPXOdll11GmqbdWMAuThpe/epXc+655wKORB45coSrr76aUqnEokWLKJfLvPCFL2T37t3HVR9/67d+i0WLFj3q9XSsrR6r9c8TxZNOID/96U9z8VLJ/a2voY/5wrc25e17/nmOZKwsKs4fMGzsdfYwA/5KcpQZKGykklvHRvVcyraXofzprPIvoscWKMuQwHpMyXEOqr1MyyrrzlvInh+Ooawjh0M5GAid76InnbVOrl1x7FTPOmINv92K7YhllIC+0P1sastMaqmmhunUVeUaWhNb4wxvhSS1TlWtraFhU1I0RhhSEhLRJCUm1lVa6SRJVqWeTZCaBs1s8mGPXehV8EVEP4s4hzM4xa5gpVnPlDjKhDzMmNiHFhmpcPOBofUp2JBIKSq+TyQleaUoKI+C8gik84DstN2ztqXP4NIyR3dXSa2eW7dAYLBInIVP1iZ3JR/ynqXHt+SUxZNttbSdb+9nFmYzSz1zvo2d17iWaULh5iuLwtn1FJRHb+Ah27OVHfFMai37dJX9TLBd7mA/E9QzTaxB4bMzvYXOF+cztY3XxS8Wenp6TrhVTBRFBEHAVVf9Kj0+HG4l7BXb0Cbinaecye1TE5yeO/sZ9/6v1ZxbRuOeI7z4kktYpEdZ4fWyLv8yftD6LEtZ72bb/TXU9Ti70ioCd47ZXm9Rl859AQT/7b/9N8DiC8ULX/iin7lOKSV/8Rd/cdI8Ie0JunXxzIUQgk984hP09vbO/W6tJUkSDh48SL1enyONHYyOjvKud73rUa/j/vvv54c//OHcczzrWc86sTvxc/CkqrCttXzsfX/N+sal/N3KtVx/RPIN7jtumZcummV1/1FaaYAShihIKHgrqEyeQk8gEKxymc0WxuI8S3UfSgqMhLGswbiaoGYnCEWRhpxmxXn9fOv/3kdOdRJinE3EsaH2FleFC9RPz5konOK6oR35GYsNM1nCrGjQT5FAKlJjaNmMovTJS8XiIEBC25LGMp2lGCwaQ2gDfHxqwtCijhQemZ4m09O0fs7YXilaTY+3kMV6GR6Smsj4kf0exqaITBGqApmJUconR55UZPh4FMjR0hptJT2eaouCOjncrnKqrWW6nZrhS8ng0jL33rCPovSJ2nOgxkLLGGo6ZUzMMKEl/bpETbu3jAT26ml865MXAXnpEUlHohNj0NbgCzkXS2ja64qEIGwr3POeex2aGqYTTc1k1GghrXTpNLJBnWnG422My5DUP4N+08fzyy/nm9XPt1/FZ6YStYtfPPT09FCr1ciyDM87cafWcrmMUoq/P/iPLCo9m0Y2wacn/4mrV76S/3nGQf7m7tv5n8ue/Yyx9fnud7/LLbfcwpVXXsmeH02x+Ndy7OrfxM379+N7/Vib8ePWV7g0eg0+klvMNn4Yf4YdnMYisY4d5gc0mp1xJg/QgCXwR0mTvWzfvn1OAfuT+M3f/E3e8fa3c+DAAUZHR0/WLnfx/zDWrVvH5s2bednLXsaBAwd+ZhSntZbR0VG+9rWv0d/f/6if/2/+5m+O+/2lL33pE9rex4IntQJ55513suvAOGm8hkqQ8j1948NsgOVwtcJMK8femV58L+O84cMszM97MJZ9S29oKfuCmslIjMFa227Z5ulnET4hIyuKBKHi7gceZCzWbZW0cCKWpquIdebzOrY8oZyvRqq2YjhSrno5k2mOZHVapBRtjkgqIimp+B4LwxwjkcfCnJz3QDSucuYaK46WdqqCRVMiR5kkm/2pY/BwmG09xMHGD/hR9i3u5Ta2yi1E0j1+tvUQ4/W7qadH8QhRKIo2R79wxqWx1aTGcCiJORon1DLD0VbGeJLSas8I5ZWi4nv0hYqBpSXswSb9oUfZl5R9QcETFJSkID1867PD3MFd3MYP7T38yG7hbrudrdnNHFb7nZG5tRQ8QcV3x6fi+5R9j5LnBEoVX9IfKAZDSX8o6AvnRTapgYZxLfOUDIlwSTwmj8LDVwWk8GhQZV2hwKr8AhaHF+Oo//xb+JlWheniFwthGBKG4QlvY1911VV85Stfodls8j9GTqHiLaacW8vhepGr+k/jBUuKvG/PDawIVj8mg+2nCu9973sB+NKXvkzc1ExumeCiiy5gtPgslkTnMlp8FsY0KEq3L+uVq6hMNe5jS+O/5uJK+/KnM38OUNSTA0h8Vq9e8zBrdVi8eDHlnh4+8YlPPIl72EUXx2Pjxo08+OCD/MVf/AUrV66cE9Z0bsPDw/yP//E/uPvuuzn99NMf+Qnb2LFjB5/97GcBR0CXLFnCGWec8WTtxk/hST3bXHvttbxsST9XDbaoZz4pe+fc0vP5Mm9e+ia+NnM3tWSY3ugw5/QWIfAYHK6xpGrYPuujgXzO4AlLSSmWB3l6Akc6FpqABxsNLJZYJFx24TruvmsrJkhoak1eedSkxAiLlpZpoKAkgYJEucSYTtygtvNXBYkBkUCPlNTTwLWoUfhKEcp2Mo7nCG6nilmwIDWQSappSlM2aIo6EomTh2gONX6I8pvk/ByPFlK00HKCOhMgJMVCiThNMDahN7+cQTHIQnrYzyQ1aggEWmhKpoS0kppskZo8nue2O2srmpUQ5DxB33AO5UmKzZhcj3JziNZVfIsWCtpjMm7gpZo420VLG4SQRP4w+XyeIW+EIVtyKulwfk6pczQ7xuDHVXnb/2xmEAtIMVgJIT5lkcNrt8+bNsColJaewJiYUbWYzFfIEM4rn8VU7V6kKpDq2txzd4aTf9HQ2a9f1P37RUGxWGRycvIx2W88El7xilfwzne+k29+85to32NRuJQKp/C/j97H5xf38IEr1vDPP4z59337WRAMkc+XmJl5+LGYpwPCMCSXywMKQsWeuyZ4/nNezKUP/IDJ2GPLtOAr+ofsyY2xghF8U6JAD8a6mXAlB1iYd3NlTXu8QfMpuVVsbW4lSZKfWek577zz+NA/vp8//dM//ZnLPJ2we/du1q9fD8Cb3/xm3vzmNz/FW9TF40E+n+cd73gH73jHOzh8+DAHDx4kyzKGhoYet+hleHiY7du3H7eOkwlhO5k5JxjNZpMF/b38wYt+l3N+4zlPxiq66KKLLrro4jEhTVNe+5rXsvn6zVx66aVPyjre//738/f/8/08p/ySJ/Q8DzTvof+KYlf408XTEk9aBfKLX/wiPTZkxbYm7/ydL/BLfX18dPJunh2cRV8I5w1Uee+uW7i/vgdQ/OAH3+f8889ncdTLx88+l4cmRrh7Kk9fYFiYj6lnikamaBmJL1zaS9o27D7SgnAoz/P+9Cze+Uef40Dzfnq8UXKUyZkcBZvDF4p+zyffDoU+VnXduQiVuIpkaoRrq2ZtP0LjlMSxtnO+hKESaAO7khpTaoo6k3gEhBTRpFTNEWI9QyPe/zOPUeANkOnq3JX1z4OUEeVoBT1yhIlsD5muUwxG8ETIArOUWTnLLOMcqbkw9sgfwfdKDKtVKKuQSKbEEXrsIEVTJMKnonzO+KVl5AcivnftA3Ptd3d8BHmliJSbnaxqzZRucb+5hTibohQuYVAsY4UYQrXrjb4UeELgSTcikLaFN5m17WjI+b87g3DnMdlBTkmnjHdpkqQGaplhv5lGohiWRYZDRajgoeYOvju7iSX557C38d2555iZmffI/EVCmqZs2rSJ5z3vefh+t1X/dMWBAwfYu3fvY0qQeDT45Cc/yVve8haurLyKwaDCRAuOpAlriwH/84rvMz3Ry9GZCvdOWd6+fTMJDUA9LSuR3/72t7nqqqsI/YX895GXsrMmee5bN7D9R5N8edOdHND30UonGM6dzkbWUjMZe+VBjqbbSHUDJX3y/gBXeOfTE8D2esJ3G58EYHnheeyqX8cf/MHv8853vvNh179161aMMXz0ox990ghkF138v4AnjUBee+21XLVskJGoxpliiLdt+xCvG/h9vlm9k7VmHc/tr2NbChl71E2DDRs20Gw22dZsIuRhjs6M0kfKoEgI0ow080gzg9YST1ryyqCtIM08ZCJYtL6XiQemGJjuZUwOMN46QEHFlO0AxkK/KGB8Q5I6Atg0UGM+KcVrz1t2fA6lhZwFr23fgwGhYbotKW5YqOuMLdxxnLm5kkVK4WJS03xYa55j0WRfOxnnkXOcVxYvox5P06CBNpKpxi6qcoyV+StQWpJKTZ060gxjMeg0YESvJGcKhHgcVIeo2VlaIqFBPyN6kCOkBEMhO3eM8aOmMzjN2xKRDSnaHAvDHNaDSEAItGKPVeZ8ZuQshWaeflEgF0A900jhRtldC9y2fSM7JvCOjBY8SSY6ZuFumaw9k6mEQEtBJCWeD4GAnIScAF+7xKGyhLLReFgWiJBms8lefQ/NpPmMEA+cCPi+3yWQT2P09vayZcsWPM87oe3Rq6++mj/7sz+j+LKApde30PgcbVmmrebw7n5yYYyftTizJHh+7jl8fvJzgHxavlde9KIX0d/fT3bIx08zkqbiwJ3jiHUZd//b5xkpXsAyexphPcB4Bt8KQl1ggTgd3/pILZjSE9RlxoAQlDKJZxcx23qI+5tfoeyP8p73vId3vetdKPXTIrtTTz0VbTT/8e+f44Mf/OBJi33rootfNDwpIpqdO3dy4w03slpsYEFlkgsGGpxaeCULc5alehWvWmz55v4hdjbGqZvanJ/f7/3e7wFw4+481VSRV5qc0uS8jJzSjMUesXGbHEiDEJaKnzGSsyw5a4Cp+8Ypez4LzBL61VIqdoiSKVIkIpJybhZPAi1tmUgyZlIzRx4D6VTbSlgi5ax//HZ+83hsGU8MsbHMZs7jcat8iFhXEcck7GhTY7r5wM8lj56aP2E9GvII0KJOSJGacRW2yF9ALhhi0u5jTE6SipicKFPyRyh4g2zkYk71RliTK7E0l2OhXkCvWEhEkdBG6HYy9uCiMhN762TEzOgDjLOXCXmEUCgSY0iNqxrmFKwoeKzOFTlFDbPYKzEUenPm6lnbHxMgbueJZ1iUkERKtdXd7v+ptdS1ZiZLGLN1djPGPjPNgbTuTNcTS2YdsS95MJqHxXnoDy0Fz1D0DKOhT5/Xy6liI6E/PGfl0xXSdPFUolgsorWm1Xp0n+tHiyiK+IM/+AM+8YlP8J6D9zEYGcZsDQvU4wjPy7AI8kHMi0dKnFpYBJifa6z9VOGjH/0o+/fv56jZxWzmzuf7fzzOaaeewvn9v8awWYpvfXrJ40vBYChZE/SxWg2wwu8h3/a9rWYpLe3m0ZepjXPPX9cunWbz5s0Pu34pJb/8y7+MMor/+I//eNL20+KKD0/o9qRtXRddPHE8KRXID33oQ3hYnrfuIIfHhnn9A5/gm+e+kpsPw275ENce3s7GAY+Y4z3T/uVfPgrAtsZRNo3/kF8b7qUSltl8aIi8gt7QsGtWsq4HfGmIlHa5zFFIeXmZsc/8mPU9sDjroZ71tOMH5z+CSrjfp7UhNgYpBHklSdrn2JkEMuMsZzrWN8ZCUxsEgpbWTFBHo6mrGhLJIv8M+uTl+Cj2qn2Mp9t/LnnsZHM/Vhyo3cxo8Vn0ycUUTBHln4ZG41uPIVl0Wd7t7S340qmcpYsFrKWwMMwxYEYZT2MAfKEohT6VBQWyAwmjehkHleRo634Il7BfjNGbVijrkKLnfBoLnvPQrBjJeMu1l6eyFG0NGQaLJRI+OaGIpMITzJHr1Fha2s5VJ2OraZEiraTHzgsOajYhTQ2eCOeSbDqinlrm/DhLnmIgHzKZTXGKb/HIkSDmlO/PFDuTLn7xoJSiUChQrVbnBIMnCm9605t497vfzcuuXsfbPvJhXlZ6E/0h/Hh8iKP1IksqkxypVphJfd60fAX/7b79LM89i73J7U+bz8OePXt44xvfCAguz7+YdT01dtdKyOkWs4cbXLhxBUfuHOf+ZAJPCAqeO+/0h+7cXMugoX3G9C7KokK51YsvBStkP52Ua23qCDxe+MIX/cxz7eWXX87X/uur/PM//wtveMMbTtr+d9HFLxJOOIHUWvORj3wEJXz6Fh/lhgdOZ2Xxhbzoji+woHgRLy2V+OjhQ9zR5o7XXHPNT7V6fjihOdC6lb/ZA1L4fHDNr/OuA3u4tHUqIzmYzRSB8ih4GdpIChv6aR2soWZbVAKIlCSnJIkRtLSYy64GN49ngFBKCp6i7M/7Pra0ZTrN2CeOzimoF+lR8tLHtLVGBRtSFQ086+FRJmdzRMLHaxMl+UgVMJu1VdmPHYcad9KXW8MCeyZ56dbjC0Fv4GYVpZiPD/SFI49NPZ9FnRpntutSaCQDo0WyloZqRr/MIfVS6sEESvjENIlFgUDmmM2gBPieI3LjLWdxVNMpM6KOFE417eNhrIcRkBhDgqv2dvZWW0Ninem6RDCk8nM+kdo6chkbQ2w1B+IWSZwxLWcYZw/Trd1oUyP0BnlNeCVJ5lpTec8yYFcxI3NMNx+giy6eapTLZarVKsPDwyf0efv6+njXu97FW9/6VsDw1dkP8xe9v8/hpk9mCoyWp1nUN872ag+rcyOcV17OXbN38nSqY919993te5KQBVjbYl+rSaRyHL5ngmVnDXLkznEWih6EcOdu1T53tzRUU2iYjEZyhGpuGkuF2cwQSoGnKizMncne2g3Ydq7W2NgYg4ODP7Udl19+ORrD3Xffzf333z+ncu6iiy4ePU54C3vz5s3UajX++4rTkH7GDUfy/PkSdyI9VPs+i/p2H7f8e97znuN+H/D6OZAcaf8mMDblUEtxeXAqs5lhV83wV3s/zN56QD3zsEB+3SDV+8dJjat3KeFa0Xllyat52xhtIZKSkqfoDRSDkfMiNEA9s0ylKSmGGTHGRLaTo+k29qjdzJgWLZuh2y3ZHltg0PQxYgcYEmU8BJM0yNkCZW+ESm7dzzw+xiY/M4LPU2WEkO09F0gZIWUeKaPOo9E2ayfEzJPHvOf2Q7VbzZ1c78wwJ/rJKyh4LpWmY/BdWVSgerBOwRPO09IvcCYXsNCsACCwHk3t2vyzGdQzR0qVdHOOLVJqcoZZOUtTNtBoUjSxdbeacS3qo7bKQaaYpEGK+zbo8TwKnqISOF/IwUgyGDpvSq+TxS00E+xnvH43mZ7G2oz+cBWHWxmTiXtRW9oynm6nGu8BXMLR06Xa0sX/myiVSszOPjq/18eKt7zlLdx0000sXbqUSqXE96d2IgX0hwmtNKDWzBFIg7aSvzptVTs/fognyWzjMWPNmo5Ho6U/9LhrsohA8M3W3dx/x2GGN/SzK6lxJ3dxu/0BafsiuJ7BVGKZTFL2y8OEXoU607S0QQmBQPDGwdcyYBZQjFbQMRLrRLz9JDpeez1i8ElNpjFP8Pb0eNW66OLhccIJ5Cc+8Ql6/ZBXregjrhb59OQ/MREHALyi/CZOiZZwenGYN6+dTwH4nyvO54NrXk8hXMnfn/ISYtts/8dNLG6ZilACZrKEsi95cfH3GGtBoiUTiU9xbR9TWyZpaEl6jJ+jEO5mrFNQW+t8G8u+84D0hbuqnU2diCOQithmLDDL6POWomRIy9aoyyahUPR4HtoaAiEpqYCcUKTWMMYsDVEnFk08QnKqt21y69CbP41ybi254OcnH+SDBShZRsqI3vwGBnIbWJg/l3K4nHy4BF/1UJKDNESLptVEShIpNyfoHUOSfQk9vqY3tAxGlsHQtZ5LPvT4kqKn6PEUI4uLpEfqLCsYVpY063tgYyXgrEKFjXIFPTIipzx84Yh5znNEtBLASOQx6hdYbEZJiakzTVVO0xLxXLW2k78tkHhWEViPUHj0eB455QzYXVqQI75F373ieakoqYAKOYqi/7iZ0UONO9khDrG7OQ5AIAoYm8LjrOp20cWJxpNJIAEuvvhi7r77bi677DKun/06905XGYia1JKQyWaB3jAmNZLBnOQ3Ri6nZg4hpXrKTcb/+I//eK7Sd0r0IhqZ5d6ZhISMATvKN7Z/G+kJWksPUxEjCBSpsRxppRxtaeqZbkfExigZovDJKTV37hsIDReVK+2wBgEIrr322oclz1JKLrnkEnzh5iCfLgS7iy6eSTihZxRrLddddx1rouX4fopJFaPFZ1HLFFeW38hbN+wFQj5z8WlMNnw+9OABerw8/3RgglcUCmyUV7BtJsdo9Fy2N7/D6dEvsTE/xGAIMykM+CEtDYOhItEghcUMVZBKMrO7ijGCWuoRKdu2ihE0MzcD2BZSu/ZuO+/a0FZhS6c0LniKEQpMJ5b+rMCEWIC1hsiGIFwLeMAPmc0yajqlRUoqUqblBE07Q0tXCWWREVaQiYwpcT8jhfNYYJZRVTNMywMk2Qza1B72+OVVL14YUpJDlG0vFVOk4oVkci01Uqa9Gp5RCCShcOY5noCcZ2lmAm2d5c7CnCZShpwypFZQzxSehMQIcsr9DCT0LsgT752mP8zwpSGzgsxIGlpS8RWplS6X2rhj5EuLEi7Ps92wZyqDWXOUycY9gEuHGJLLqZgeMqHR7YqjQOKj6PVcRnconYWSalv+xAamE0f2fekqCqEULM+WQA521ze355kMs0zQME0kCkwPcTaBFAGGEytc6KKLx4NisUitVvupjNsTiUqlwmc+8xnWrl2Ld16VB368gPNGDrF1YhApLEoYGnHI84ZKfHf8Qu6LbwUMzWbzhM9mPhrs3r2bv//7v2dNeCqX9Q8yIJfzw8mMaZq8emEeTwbcM3UJD91/iPUblvGjvUeopYcZMy0yDNr4pFYzKWfw8CirEYq2Ql1rfCEoeZJDTcHyYsbzo1fwtdq/AIItW7Zwzz33PGw6xxlnnMHdt2xh6nCdbdu2sXbt2pN+XLro4pmME0ogt23bRnV6hjOHXsLI8u8T1/KU7QCZEYxEgl3T/WxYsJ/NO9YwnSh+e+QF9KqFXDig+cZ+uKgvz/Jig1Oml/Haxa9jIEpJdEo1VSgpWFywjLUE9QyWFi3TiUff2j6qD02R6fkh68lEECk3rxcbRxS1dR6Oqn1Ct0A1ma9bKeGqkuBUfY3MZ6GtUE3NnFehaGdE9wcBDW0gg4e4i5n6NoxNEEKyMP8yek2JMTnFSOE8lupVHFGHaVHDF/n2bM5Pw/f60TbFEyGDZphe8pR8j+FIIIREW4/JOKKpDTWTYayda29EypAaSSAFftvX0mV9G6SReH5GZgXaChItMAh8aSkuyGPu3oeUBk8aAgCl8aQilIaWls4Ts13V9YVFSQikGw1oacnCMGRn2k/HbW6ycQ8zcie9uVVEooeIIjmbJ2d8elTg2k3CEUcl29Vh62abOse54ElyCiIlWETASLyKKF9gVkxiMQgkM3YnRTnAtIiRIiLy+5jNfjE9ILt4ZqFYLJJlGXEcE0XRIz/gcaJQKPC3f/u3vOY1r+FLSG5d9GLqmUIKWFScpZUGBErzooFzKU32c2vza+TzRUCe9DGPgYEBPM/j2UM5rhwZ4o4xyw3x53lOdBX7Gh79oWFx3jBxb41Tz13J1q/VkMKnLmLK5GjalJzwCWxAYAN66acmasRWo60gspKWFuyY9XjOSEp88A1sanwEgM985jMPSyCXL19OJmYph/1s2rTphBNIe4wzxRN5ji66eLrihLawN23axBmlXhbnymStgO/+6EyWMUhDC87pb3CwGXHf4VF+NOlz9xTsqS7niuGYYhAzlLOsKLZYUZnkjzcc4KLho4zm6+Q9TdnX9Aaaip8xHGkqAfz1/g8zmwl61/Ux9cAEmYHZdrUxbYtmYjPf0i14El8KLO73VltcInEf8o7QpuhbFuQ0y4qGvHLm1qm15JSk5EkKnkQCTZ3REDHW6rkZRWsNoY0oSI8Ftp8Veg0BHgZDQJ6KHSbyBx722GV6itQ0WGRXu9atp+gLHdmy1rV5R3KCJQVFUXr4UqKtZTSvySvDQJgxktMsymfklcGXbk7Sk6ZN+AxlP2MoSlmYixnMpYSDOZKjdVIjaWlFYiSpkXjC4kl386U7g2kLrbYoSVvBbCZdu9mDhXrxcfuiTY3x+t1U9WEsGs8qwva1imkrqmPtjNrrmRshmEkNtUwzm2Vz1kF5zzIYGRbm4NLCAi71T+VM1rMgG6GRHSUvBzkod6JNjVpr54l8K3fRxeOGUop8Pv+ktrE7eNWrXsWll17KunVr2TlVoa4VsRF4UjNQniE1kouHJlhXWIGvejjZk3WNRoPf/M3fpFQqk2UZhcC5QGzsn+SNg6/lDnsb11UP8Y0jDQ63JMMHplizdim1aIqcV2FcHqJlU3ycaK5s8/RSpJc8ZVNGW8MkDQ4lTSLlLkQnEw8pBL35DYDgve9978PaGS1ZsoSWyVgrl7Jp06aTdky66OIXBSe0Arl582ZWRUvZMq0oLjvEwH11VpUqXDI0yXgrx7rKNH25Or8SxBxpFDBW4CnN4XoRbQRlPyEXxCjpPuyJdtpmX1p8LJHSKGFZUmjy8cpvsj+FnpUVHvrsg8SmnW6CIx8dG56wvW0tDUiXjBIpSzURHGglhMKpsQueaM/ktZOrjSNtsYH+wJtLUcksVDO3zIQcI7BFlHQtocHcaZR1nnLguQqlhpqN59rRRemDdzYPxHt/6thZayioATDgHN1cGo4v3NxmRxiUGsFgqKhldq69DK7i2LkaSI1AKYsUFqzACNtWXlt8aVDCIvoLgCCdaJK2Z0etBYNL2EmtmPN4FO2bJ8CTds7SJ68gUBYlimyXG4lED7Gt0dRTBLLIYtYxZMrOB1IKZLv6a3ACn8w4T8iWNrRMW3xDhp9JAqkoB5BXmnxOU8wUZV+STxR3Td2BQFAKVvBQ7Rsn8i3cRRcnBJ029sMpgE8khBC8//3v56yzzuIfoxHOL/cx3pJcMJJRKDTIxhSVqMGrVxziO/ecw259PSdjXthayze+8Q1e+tKXkc/nAMvG4jL+8HzJQzvdWEvFdyeYB+pfAmBR8CZOma5Rm25RWj7N5FYwGOqySWTLFJSHtYpAtosBiWWCGhPyCAVbAfIUPDjaEvT5HlkrJlCDJPooN998M5dddtlx27hx40YARkLFddd/hyzL8Lyndk60iy6eSThhn5Ysy9j07c1cVX4pPRGM3buKjWfew9nn38nYnlEOjw0wUJmm0j9F0grZuW8x944PsenAMEpAOTBsqxZJjWI289qzjK612tCSaqrwhUfJd+KRBYUazcEFJNWY1ri7+ix4EEpnBN4ZPfKEM59OjeBwy+NoC442BQvyltG8T2Zhx6wjmGMxNLQilI4oNrUjaNZCYqFmzJyq2ReSpWYxxi7CeqeRYZBaMOCHTqGsNZk1jPoFcqpEJYCyb1meLqBkfp0j6hB5W2LU9hNJRSWYT0zY22xxKG2wPzUMewVCKfCFYCASFDzLQCQQsSN8B5qCyUSStSuoSkJv4MhmKM2cAl214x99Kd3P3h7S8TqpFu05Sdlub89bAUXK4gvrEn8srvqYuWVcdROGopRlgwnn9G8k0Yp6ptr2SZLYCKYTRxRrmaWaZmTWzvk1JtZ5cYZCkVMeykiqtsEWDmETzXn6FCZin4J3fJX4cLaTFf5Z1OT0iXr7dtHFCUWxWDwpFUhws3wvf/nL2bp1Kx+4/yYGCmdy5O5z+JvzW2xcvoPZWoFSsc5HGOXXf3wOR+IftgU14klpZc/MzPBbv/VbfPnLXwag0WgBHmeEv8TMxBYaSUigMi5feAjDxcyWL+FQ03Kn3sFgdRWnPVhlw4bV7Nv6AEv1cvaoXVRMkeFIUmp/Y00n0FAeURbiEyKRHG0Zip7z9S36cHp8MXfK60BLLr/8ip/yhFy9ejUALcYwmeH222/noosuOqHH4onWersd7C6ezjhhBPKOO+5AJ5oVuX4uHd3H1l3L2RA+SLHUIEs9jBWkqU+zluf27W7WpJoqUgORb4mkYSz1+MF4gYZ2tjplXzGatyQGJmJByRNUU8nnDra4uDLE2RdVaGyfohKYOYI0V4WzAgkU/YySl1HPPCQekXJVvbxyrd2WkYzkJJ6AULmPq8VVLgse7K0LptOMmknxhSKzhlAopBD0KB8lBC1j0NbOzVdqa4mUoigUo3mJL2Ao0vjSAB6X9JawtkSgLH5bKZ4YSyMTHG5aAiGx1hIKD20tICj4jriCI8klX9BqE9zpxJGrzgyhsYK8J/CFE8/40hK029Gt9jm0r7dI82iTeuaInsXlgCtAWUHUPhYGMVev6Nj4JO3KaKScJ6cSPoHSSOHWYQBlLOMtQS2ztIwj1CkGD4ESkrRNHn0kBaUo+QJjJcQ9xLbFEbuDG+0UBT1ASI6cyaNQSAQKH43lUO377vXq2vZ08TRDsVjk8OHDJ219b37zm3nOc57DDTfcwEte+Hoyafjwvav5o7Pux1pBoWeWodo0yitADG1J4ZOyLR//+Mfb5FFSitYy4C1nV+06BkPItGK0d4Jrt6zl1at2syQfkxjJyhIsrq3i3pmExdumuOCyS9n5Hx5F5XOKWU2NhN7AnftaWrRFgS68IG9L9JoSRrpwA3AjSwrJaHg6MxQYTx8gSRKCIPip7W2alI3lUTZv3nzCCWQXXfwi44QRyOuuu47UxGydbfH//cq3+Og//war6zn8mQKz9QL1JIIatJKAGw73cGpPwkyqyHt2bmYP3BzjXfERBm2FxXnXgK5ngp31hMEgoD+EoggZzmUEK/po3HaAsp+hRGdWT6CNQApL0dOUgwRwpLA39ADFokKCLyyB0kzEAVJIMgueFfSHGdYKYiPIjGAwgm1xnWk1zYw9TFkOstwsQglJXkk8CSXhiHBibLvl7sQso3lLpFzVsjdIKfkJORWSWoHfbienRlJNPSQuC9qXzk4o0YbUalIjSYVrIrucaUHWnu1saWi0W9kdI24hBNUUmpkTEuU8HFET7qQLrqJa6StQPdKkmkqOFYpKHKHtqLrT9rxiZpzZemosiTEUPPflE0pDYiSJ6Si2nYq7lgrGE8NM5mw6BIKC8PGFxJMuH1LiTN9LvqCvfV7X1uPW1lZmWzuwNmMC4ZJlyLDW4KkKmoSd6Z08SUmcXXTxhFEoFKjX6ydtfVdccQXr1q3j7//+72nEe7A5SzOD2/YuZ1l5mqX5nVQqM/zxyNn88Y6beDJrW1NTU4yOjpJOL2GJXYPUknL+VWytag5N91EKm0zGEGcuDCHnZXjCMpoXHGkFHNk6zSm/tZ7+YoRpGSphQJQqWhpKvrtAlZkgtYZxNUHO5vGEExGOpQkNm1D0Skgh2FX/zlzH4+tf/zpXXnnlcdu6ePFiCq2IMwolNl13HW9729uetOPSRRe/aDhh38Cf+cxnMFi2N8eY2bKceqbYe2gB1bE+6nFEM/MxVjI8NMZE7D7QobT0Bpr+MCVqxw3cnGxjS/0LVGlSy9oCEkm7zQtrygm/u6rJst4W/qIK2e4JonasYSgNEkeyQmUIlSYzsq2GE5T9jCWFhIqf0hvGFLzMZWlHmtF8xnCUEimXsZ0YwWQiONoEaSUWTVNP4duQuk0ptD0YK4GbBcx7UPIEkRJt0Q6UPEPQmec0kpb2UMJS8DIKnrPOke3Kacs4dXmkoOIrctIjJzxSnFFuI3MtdWuZm010c56ifV8QSEkoxVwlVIgOyXQ2SOMtdzvSAtWf48iBJuMxTMSuillNmTMMb2gXHTiTOAPfPc2EQ3GL8TSmZjJSMz8mIIQlkIZQGSJlyCu3z4tyktPKEef2FDm9VGBxLqA38PAEBFI6H0sp2ybnlqJvGY5gAxeyuvAievOnEfojbfN195xaV3G15SfHHqWLLk4ECoUCjUbjpGVRCyF429vexle/+lXAcHPzWoSAuyZzjDcLxLU8xb5pRgsNAq//Sd2Wnp4eDhw4wAZzOqH1WR6W6KdEpCStzGOsXqKlLfuqFaRwoza9YYvlpRpn9aUk0zGtiRbLTukjUhLZPl90ghGMhcnYUqXJgeRuAGKbUcs0sc3YYm5mPM4oSo9FhYuxNkWIgA984APHbWez2WTfvn3cONPi3Mogt91220kbO+iii18EnBACOTs7y/bt2wGoqDJTR/vZ1/C4f2KIialexhtFjBUYK5iaqvCqZTP40lD2NT1+RqQ0M6nHdydn2VPbDEAqUiyOBHnS0h8otIW99YBX3/MZjvYvRNcSxFQDX5r2vJ9FtCuRzUwxm/rUMw+DIOdl9Pgpw7kGpSCh4CdOZAKU/YySpwmkde0eT7MkH3NqT8zaHsMZxRKjeiGniUtYZAcZ8XMMhILcMfVbgSN/Jd8lwQyGjohOJ4pqKpmIPRptpXPnoHvtCqQBEi1oaNrVRJcyE0hFKBR1ralnhnrqiF1snMhH2846BT2+oBK4Nn8ns7rQTqjxpVt2JrWMJ4aJRJMbzDF+qN7Op3Zt6UbmbrOpI5HVFKqpYXdaZYoaU3KWhoiJbUZqLUORJbMCa13F17aFN3vritnMVS9hXtQk5qIW2xXRdlXUbauh4meEyrK2kOdUOcpaexYLwg34c194FkuCUmW6BLKLpzM6XovNZvMRljxxePWrX83HPvYxOq63h1oNYgM7Zwu06jmivio9YYsk65huWcQjRa8+RuzZs4dPf/rTgOTUiuL83jzregwbKwGjecH+ehGAvVmVXbUc1dSj6CcMl2boz9foDVLKgaW+fYrcqhJ55bosh9IGd8/WaWlBNRXUtWG7/RHN5ABH2E0sUqZMi6PqCM30KGO2jraWIbMQgLy/gBtuuIG77rprbltzuRyrVq2iluxlYS7HgmIP3/3ud0/YsbDME97He+va+HTxdMYJaWF/97vfZcGCBRw8eJCXjQqMkUzEsK8RsmC6D20FfVGD0YExPvnjM3jeogNMxSFlP6MSxrQyj5aWrIpKTKqXUGOC7cn3WdZ6GcuLlv5QMxy5tvJIFPP5wddiTymS7nK+fwZXYXQCEIESrnXcUR13lMeh0gjsHNmJVEZ/ZEmNRFtBPfVpte9HShMJS8lPGc1L+sMcBxqRq561R4c6ZK8jOun8PZRuBpNMUssEvnC/V1NXgRyLc0jmxSnVRLC77uYsBYJASBdl2K4qesdwpXrm1qXEfHxhR3EO8y3oDkntiGJa2rXWU22xEkqDOXYemKKZxPhCoXCETgl3HK21xNZQpUksEjIyEtGk0V7PMrWCpgYvVTSFJVDuuB1oSGZTtz0lz617NqPdfnfkWltBaixSiLnjZ3Czmn2BxhOKvCcx9TwiW0AYXsJkuJ/Jxo8pimGm9RG6BLKLpzOklBQKBWq1GoVC4aSt93Wvex2lUomrrrqKG5ofpWpehS+HabUiTOqxcsEBFgfnsy+5FUdxTsznKE1TgiCio/A+O3olZ1QSIKHoJ4RKM9bKkWjFkWaeO5uf5ILkd1mQm7+QrxRqrJWafY0lzG6fYv0li9j3X3tIrUVjOKB2MxFvwJdw2Mxi6HR3atRkjUxmHM124MkCsUjIqTKn+j3cHZfp99dST/bwD//wD3zyk5+c2+5zzz2X2p4aO6f7OKMwzKZNm3jpS196Qo5JF138ouOEVCA3b97M6OgoHgGn9taZni0xnWqMhcMNd/LM+QkrX3Ibly9wg+XaCspBgmrPIvYFGXkPcjaPsZpQlSkqpxgeilosLc6yslSjHMQkWuIt60PvnsA7pm0NEElDqV3VDNtt8dRIfKkJpMYiqCYhLe2EPUq4k9BUHNLUimrqcbTlMxUHNLWinnnUM4+BMGNZ0TKadybaxx481SZsHVud2LiK4oGmZCZxiu6pWDAVK8ZbHrVUcLApuWk85oaJGnfN1qibjLz0WZKLGM0FLMr5lD1FXkkCKekNJEW/3Rr3Xeu8N7CUfEso3fo75NF2Zhfb1kaJnk/g8YWgZzCP0YbmpPNky6yhZTOmTcyUjpnRMVWTME2DpmiRkeHh4dsQ34YM6iFmM81EDAcagnunBfdNKbZVJd9qbONrrev5Qu2/uKF+gINNg8CR6pLvbnkPwrY83ImHmHtPdMh/JCGQAmGhpSeYaT6IL+Cc6Pl0vvS6udddPJ1xsucgO/jVX/1VOgKZO+P/4Nsz93Df/qVYK1j+otvZGK1oL/nEy1tpmnLttde2M64N7rOpOL9nlOF8nf6oyUC+zsKeKVb3Tsyd86/q+V3uryZMJU6AF2c+aebhKTfSNLlthvySEtaTHMncDPqB2s1srTXRFvopkOoaUubpUaMoPFrUaKZHSLIxFtJLpAQLcparyr9G1RwiUAN86lOf4sCBA3Pbf/HFF3M0PcqpC7bTq5ew+WnoB7l7927Wr1/P+vXr+dCHPvRUb04XXczhhFQgN23aRBzHLA6WUk9yfHXPYkYi6AuydjXPMQQxWGBh3wTbDi8ks4JQaUKVUZYaJQzRbEBGRlNPE6oCC/LMzdPl/JRm6jMRR1RTnxWjfeiv3o8v7Nx1tC8sqr0ubSWiXYEESI2i1a4yStGuOhqXylJPfRraVdAamcBrxxwW/TY5SX2amU8oDbGRbbW2qx422ovk29VAcO3lloF6Cpl1qsGOxQ7tbR2PnZobC0Xlt1vWYk4lriTkPFehM7YTJej+58l5tXhqBEl7zKqTepC229vHtj9M+/9KQGkwojbWoih8MpytTs0mJCJDozFifm6r03DvXO3HosmYiolNhX0tS13W8KzHaruAB7J9SCQL5Sn008vSwPmyhcrNsXbQ2Y+Whkb72EzFitQXeMJ5XWrrjt1+u5W98S1EoshVgy/hcD3/ON+lXXRxcpHP52k0Gk/Juq3NmJqa4uqrr+ab3/wmn9h/LpdOF8hpweeu+TovfM+FfLd6G0+ERGqtee5zn8tNN93EYn8Vl+RexYyU3Fv/PCuLKdYKcl5KOdeg0lOlR0vyQcyeqQHWlCPWCY8FuSbaSHZP99EbNSmHLo50ZqxFWkvJLS5Q3bqPoikBUBcxic4RW03BHyQzLZp2hj47QCjc2ICUefJq/oSzpGAZSFdwQM2CHueDH/wg7373uwF4wQtegMHw7X0pi4LVfPbBTRw4cIDR0dHHfVyOxYloQS9btqw929pFF08WiejzAAEAAElEQVQvPOEK5MGDB9m6dSs7d+5kNFjMgsokmYX1PSmDUYwvDTkvJRfG6F0JQlqUNFgrEFgquTqinXwyEmkeqH+JYW8N54nznUVN6iqAk80cM0nITOKzPd+LNpAdcZnSSrjnDJQm52XkvIxQOZGKwM4rtNvqbGMFLa2oZz5Tcch06jGVKA43FdVU0NCCSLltlDiBiC8NBsF0IhiPnb9hS0O5XQ0M1DyBy6wTn9S0s6qpZ86WaGdNc6RpmUrcHGDRUwz4IXnlFN09gcuoDhTk2r6WZd9FLCrRSYNxqvRaJqhngtnUqaRj7eYY620RTDNz3oupnc8AD6VrYw+OFGhMtIiUJJTuLRAJn9D6hDaYuxVMjqLJUzZFcjbCJyC07iQ9Jg+xLfse22tf5/xolMuGNFfklnK2WsmQ6WdBkGM4ctsuOEb4Iy1Be+4x1zYj1xYmE6imkti47RECPCGQXhEhAlq2Ts1Uia1+om/ZLro4KXgqCSRAb28vX/va1wDB1yfuYPhjD5JN5PH6Grxx2SgKyRMhkB/60Ie4+eabedPCl/GXqy/j9cuLvLx/AE+VuW/aJ+cnCGGptXK0mhH5YoOBvkkW9UxyzsAEG3pnGMg1yPkJiZF859AA+2d7WJhvOGHfziqVlSXG2UM/BS7I/QapSN15V/lkJkYKj4LopWhzBDaHsQnGNAikE9/UM0HRM1waLSVOjwKCz372s9g2s1u1ahWrVq3ivsZejjRzLK2McP3115+Q499FF7/oeMIEcvPmzaxduxZrLa9dkqO/d4qz++osLtQpBwk5L0NbycLRQ8g+Vx08WC8ylGu62URpKIYtBvKzCAGvKL+JK3uWsrbkMl1bWnCgEbG7XmAm9RmKYs4+o0C6fxrd9i8E5oiqFBZtJbbd5pQClDAufi8NmEl9WlrR0orJxGdHLeCBGY8DDXHcTGNmhMuXVo489gYpeaWpBO6ZhWhXGtsqZ3DRewXPUs+cH9lY1mAiSZhIMiazhMRoWsZlckdKkFOSSAkKnqDoz1cw/c48Y1uhHSpLpNz8YCcRxxfu905L2Jfzwhpr57MmUnPMrb1vxYGI+lgT1Z55zCmPovQoy5CyCMnbkJwN5uLDUpFhsEgrUXjENJnO9jEabOSlxd/jOSM116ZWcGaf4YrBgJGci2E83ITDTcvBpjNqn01dxbRDaJV0P+fb8E7dHUhLTyAYNYuBkAG1jE1TtxKbbsu6i2cGnmoCCW4W01rDhz/8YcDyjv8sEO/r4wWX3M25PYvpU71zZOrRoNlscv3113PLLbfwp3/6p5xXPJVXL1MsKU/TE8ScVpnhvctfRaCgELbIBzFCWNLMNbsKPbMsXbqPlUOHWd5/lOHyNEJYJuKAgmeZiEN2zxbZ2aoxvmOG4qoAT0RMUGdDsci5uUECBS2jKaohvHYKmC8UPaaEr3pYUryCgufENztqmsw6YWEhXAoI9u7dy49+9KO5fXrhC1/IjUenkFjiVn831rCLLh4lnnALe9OmTfi+T4/s5fQ+xV07VnPWoj08cNip3wKpOdooMHTlPrIHQzyV0Re2sDiC1luuEoYxxih+qTTLVbkWB48Oct/4ME0t6Q8TYq3miGI98ygtrZDsmWlXEb15E3ERzlULRVsok7bznVMrqKUe06mknrm4Pk86gtkXzPsdynal72DTnxPmdNJYCm2l9mAIDS1paUk1lW2jc9dOrmealtFM0uAhewcCSa9czAKzkEEvz7KCs/+JlP2p9kZH8GLaqmbB8W3qWM/XCzrRgqItoPElhMH8c7hlnXdkaqCpbVu4AvmBHFN7Z9HWtpd3HpKx1VRp0pB1FB4SiWcVCkWFvLNWEjPMZAdpJkfR3iqWFRVbqwXqmWBJPmNleZbMCLbPlvjq4SY/TL5CpqeRImB54dksbo4y6Af0hYKyD0ORMzkPpSXnaXxh50YMEhOwKMzzQvnrSDXF16v/xn7vwbnj1VGQducgu3g64ulAIDt44xvfyMGDB/mrv/or4upFvHZ5hT8+byu/ummCZ5dfyo216x7xc2StJZ8v0DkLlVWZ3ztlA1I0uGtsiCMtnxcsOsjC0gx760sJ/ZRCvkG9kefgdB/bxkYYKVbJBzFSGgIvQxvJeKNAQ0vWlJxDxraZMgMqx60P7OW1z7mYih3m1KjCYGTnAg76w4DR+FSqch0ASgnCTDISbmCBXkg9g1AKdmTT7Kn1Uw7gcv85fLW1DYAvf/nLnH322YAjkB/84Ac5c3A3YmoF/3Xdddi2p+4TgdPCPzGcHBOoLrp4fHhCBNJay+bNm0nTlJJczMoVuxmt5zBGOeudfI2JRpHxOMDsbZBO9VNv5CmHMftrJZaX6wRBgh8m1Kolyj1Viv3TFEo19lcr9AoIlWY2CTjcCskrQ8lPyS3pYezHh2loN6EXt50BoVO1Y45AxkbQzCT1TDKTdtq8jkwZIK8kJd8pmoueE54Y61rAh5oeLSOJpKtgdiyCOs/rRB+uGlhqP7aeQdXGbOdOfJkjlEXWmOUMRj4Lcy47OlKWkudyvfUxpuVZJ1LQONLYavs+doQxmW1nSB/DPJ1S21X/OpXLnzzpuIqlU/oYC4WBiP13Hm37RToieyyXFcg58pi3EXnhz5nxxjRRwmMwfxr9ZpBYg/FgST5lWalGzks5VC/y8bH97E1vJ9PTc8/boMoRkcMkvRS9iFabwDufN2fFFLQV85409AUKaxWVwKPkDXJfPMpYuu2JvGW76OKkIZ/Pk6YpaZri+yfWLufx4B3veAf79u3jfZ/4BO/bo9hx5fmcO3iU8caWR3zskSNH+Ku/+ivA4ske1nrP4rzyYir+LNPNAvsaPvvqlpHeSXoHJgn3LCEXtSj3zpBpD19qtkyX+fr+HioBLCs4z92pxOOhWcWlQw1OHT6ItYLZJMCXOZo7NVHZZ03fYvKxQVtoZKLdHXIdmKIn5xwoUiNZlC1CIfElTCeaKXmU6bSXtT2GeubBrAtleOc739neH7j88ssB2FI/xAtGVvLJLTNs2bKF00477cl5Ibro4hcET4hAbtmyhZmZGZrNJr8xdCE9y25D7F3AAw+uJuelJJnHRCviO0ckf9QLUWmc3h3TzDQKJFphrGByusLqMx4gbuboX7kPr9wgryUX1nNs37+Yg7UyD1TzHGwIKgGsHvToHSqy68EGFSuYzo7vwkfKUlAaX4ARFonAl27GMlIuxSVSom28zZzpd8FzMYhem7jVNe38Z2d4rdrCGsk8QeuQuqStdE4t5JRkgSgQZRfjIelTPuVIkPfmxS+qLRTpsN6OerqVdUzBoW7mK4exsXOJLpnQ7VayxEO6RBzpkW+3wzvRiJ02tmmTQyFAtWuaxYGI8aNNZjONtmbOMkhbQ4iPZ9WckMZgmbEtUpEyLSepmwmk8PEIKZNrE3JB0ZNUk4DZJOB7R/NUTIV6tJqJFmR6BiECYlNjWkJB5DnY8qhoj5IvSLRAd75fPYiURhtJ0ddt70hBJA2+kMgnPnXRRRcnBb7v43kezWbzaUEghRD8y7/8C3v37uWuu+7iB3tynNoX8v3WGP994e//1PLvfe97ueaaa5AiwNgEhc/64GLOKp7NkoKl7Gu0lUQy4wfTNdYXiuweG6Z/aJxYC665aQMfftkt+F5KM/MZiRIONEJ21w3fqO1jR+1bvLT4e5zea1nbf5TBgQmMlixu5TijN8cPJyA5VOP80/tJ7zuCtdAy81XBsO1xG8rOhbkkSvLt+FeXcjXe2kFNrSIxijN7YxY0L+JQ7XuAZWxsjMHBQQqFAhdccAH3PniQ5/adwtLyMjZt2tQlkF108Qh4QgRy82Zn+i0QXLnYw19QJd66nCTzWL1oH0kSsHWqn4bJwPcQBZ8w3yLVionE56LyDEoakIZiZQZVaCFLMbJHEtwfE3gZpSBBmwLTqeFH8RiHR5fwyskW1+8fR6M5u9DnyCKOLJV8QeoJevxsLv85MS4dRrbJVdrWYWgLoehY3Qi8divVWoH1nBCmhfMx9IUji3B86xhcu7gjEomUoOQLBqMIJZxIJFBOONIhnM1MkrRzozMr2r6Ijoh1FOVxOw98NstIMWgMBktKRk3NuEogPkXbQ0HnKZqQvFZzEYNu/1xr2rTNu6UAlCBXCWlNtgikxLbb9Kkx+EIhrEC2FeapSIllQixatKjRsjWs1USqzIhZhGq3yKWA2Uyys5anngnGYkdyI4ooGZAZiRAemY2J0yrj+kEK/hAj6RoqcQ99KsfCnCI2gh4j6Q1cJdkXrlIrhEWKmJ2t/Sz0z6ZmJub2sdu+7uLpCiEEuVyOZrNJuVx+qjcHgCAI+MIXvsAFF1zAa390PbQvsOPirIsMbX+evvjFL3LNNdfQJ5ewsbyQipfnnPJSeryAgldHSYNsdyWm44hpOcNnZr7N7xY34kUJbzr3R/z7PRsxWuH7KaOVSXbNlllZ0lw8GHO1309qfp2h3BjDlSkGh8cIopjxQ0NsnRxgV01yasUiDk2RDBcZ2b6PeqYgVRgJnnFz6p60lPx2hwh3/m20Y1hnU0ukKuSVIjUCXxqeH27kq3qGyeaPue6667j66qsBuPTSS/none+nEtV5drnA5s2beetb3/rEDra1mCcow34s86lddHGy8YQI5Ne+9jWazSZF2c/yvjpWC2arJdav2sHAqTtoHhxgw1Qv7zp0lOnvLqTnlTHlRUdY0wrZOdOLpzQz9QI2U9RnShTqEVm1QLR8jJ4lh+mf6GOmlWMoyjB4LDPDrFg/RHpghqtGChxqejR0J6MZqqlmOpEsLrhEFm1dKztShtQIcsoRxURCrB1Vi7UjnqEEYwRV7RJY4jYj9IQgs5ZG+3Ms2+3gQHXmFV2FTwpH/IoelAM7VwkEjjMNT40gw3252Iy2abcjltq6FvhYrEmMJraaunBejQiwGA6K7TSzKeJshtDrIfFGiFUvmekh0xF+m9UKBKm11HVGZueb2n3DBUxmSKupa2sL4YimEO1SpcRai48iJaUpGiQ0aNkahhQpfPrsAieyaVtlaOuOa2pgb93SMppUpEgkRX8EXxVRwkfblHq8G4DpbIIkrDPtL2TWjpLW+4i1TzN0BLgTASkFeMISCoUSin4Vsb/LGbt4hqBDIJ9OqFQqfPWrX+WSSy6hXq9Tr9dpFL6Jrwa45557OOOMMwGLFAHvW3cZoRKUw5jImyFqK6szrZiNnTH4dJLn1QML+NLY5cA0rdkChXKNNeVZHtqzlOULne/i0uIsLe3RGzWxVlCOGhSiFoVCgyDfojVbYPfREbQVjOQsp/bUyY2Nc+b6Uao/yJhNPWeFZpyo0PMMBa/dKbGghJPhKSFoZm48CQ0NrTnc9PFlyNl9CZLL+NfWg/zar/36HIG88MILec973kPqTfKq02d56aYHSZKEIAieipeoiy6eEXjcBDJJEm666SYGBgYYbQ5RKDSwLUWpPMvgxgfRtRz5xUdZsHecN/Rt4IeHvslzpqbwKobhM7aRv/80do4Nc8roPid2SX1237WevsEJgsFpgv4q2ki0kYzkWiQmR2oEi1dF2KMTRMrgSfDtfPWvZjLGdQoUCKSiL9BuHhLX2o6NI35Be8YQHGfypSNyQbuqGCmnrE6txROdtvPxbW8p5tNVzDEXiQ0NJnF+jmXf/SO1whHHtsn4sXBXyrCv1aQpEjyrCPCQQiAQeFZRlw1qYoajyQPE6RiWDJAEqkRqGzSFAgkFHdLQpt0SF4zrBrOyRlWOo0kxVnNR3/nUpmKsPXYfLNoamjajKutMysMIJD4hPiEFW6FEHzkbkbMBIQrVtv+pZYasbb1T04aZLKEhYloiJm9LlG0FIyxGGA7wIJG/gFZ6CIBMN4lVjZqcYcbk8RNJqBRHW4qcJ4mUbc9ECoQQDAVljJx5vG/ZLro46Xg6EkiA1atXc9ddd3H11Vdz44038vHth1EozjjjDAAiqfjqRRcxEB1BCEs+1ySM4vnZ8lZIJQkYr/ZwqF4klJYhynxvf5lXDoxTWTDNguIMrTSgXi+gjSQxitfe+2mE8Lhm9A1cvuAowwMT+H5K0oiozxY4WCvxj4f289sDS+mLmuQnD1FdeOpc5GsjEzS1IKcsRc+d0yUQKEOIoSkkCR0fXRhKl3PUVulL+9k1K1lVVgxEsEStZ3f2I+I4JgzDthE67K63uHKdxBc+t956K5dddtlT9hp10cXTHY+bQN52221kWcbExAS/vXwpUa6FLGUMnrILmUsxzRDV02Jw8SGmtm/nhV85yLu2n8mzN0yxus/nzEV72Hp4lCjX4uD2ZRyd6uV99y3kDWsmeO4puxG5hKXrthMGCd96cD0AQ1GKWFAhu2c/ZT+lL1DMZpKCB9OJwEcSIxhLE4rNECkUBW8+IzuUlnp7zlBbp3I27fZxJ0lGtwmeEvNZzoGU5JU7IUnhyGU9hSNJQs3GZEITWI9I+CwIQkdIrdsmy//P3n9HSXqd573ob4cvVuzcEzGDATDIiSBBkCIpkRQlWRIpiwoOouQjKhwrWDrykb0s2/cEJfsu+9j32LKCdXxN+UoiRVukSAUGSGIQowgGpBnEydM906m60pd2uH981TUDApQIAiBAqJ+1evWg0FW96+uqXc9+3/d5ntrqp7ATsjV5zG1TklMxkEPGYoBU9Xxfx80ivCBCEwmFRKCcJBQBZXgFmWpTuhHGZkgRIAmw1NW+ochwztfzkULSFhGBU8Qioi97FCIjXBD0NzIq70mlJJQghcR6T+ZhKLZZLx6mNGs0oyMkqktLzNF23VqRLSSlr9tX2tfq8OFkhrLwlpLa06jhUxIfksp69mvsKrS4nkE0YDtcxfqKUKYktIl9nVYkgV7pKawgtWJqcWQmZH8uaLNV9r7Sl+wudvFVR5Ikz0sazZeDvXv38t73vpcbbriBtbU13jJ3PYuNgh96qSed28ZubZINUzZ7XYoiIggqgqhEhwYdViRW4b3gZmW49+IeIhmwmilGowaLM49z6133cPr+a6iMxthLozW/fPgHuWNhhW5jiHcCazSjUYNTF5f4xHrKa5MrOdrpMdcYwNaIfhySN5rYvCKzgosZtEOBFpJEODyQmXoEZjzphOxMSjrhcDhSVe/nn9uUHGzAbc3rONn7LO9///t54xvfyJVX1uk8D21ZehcWuHVGcvfddz8jAul5NrJ+drGLFy6+YgL5wQ9+cDqf8fq9LaL04lRdIjuCIBgg5hJ6LuO/PFpXnH7uwc/Bg/DQ372exb2rnFpfZO/rvkD/81dw6uISHyz/mJsufis333s1e7/5PqJ+n2Ql46r2NmdHTdqpRc43MefqKtRO3jVALCWlDVjN65bzhcKipGImrElkqhyB9ASyno0ZW4f39eB1bgWBvKTkNt5Plc7GQ1PWVUmoyWB/cv+xL6lEhcNTCgi9ZrMyDK0kmrSSC+cpnSNzhm0xohA5lShwyk0FIW0/g/QSOak4aiR6kk2NlzgUQ2FpMUeoUowqcIFFERCRkDOiICMQIbGPaEtNO9BUzlNWjk25zthvEYkmndkG/c0xubXEsiZokRQ4r9hyjpwhRXWhfu5uzMCNMbqgkBkzfpERGQgwE6Ko0UQ+pKDECIOVhsSlpD5GUAtzdqBQSCRKBBRuiLMVkWoS+pAIzdhZCufIba2aT3VduS2VwiE4HO3j3uHHuBTcuItdvLARxzHr6+vP9zK+JJrNJnfddRcnT57kmvXbecMVj9BqnUJLRb8KGA6bPLxWt5VnovwJs4/WS5yvo2FPjCL6tuDRoeFnP/cQ9oGc3/y+gigqKKqAURHjJnGzp4aab7qyj1aWPI8Z5TEntub5gzNt3tH7T/y9mR/DedDKEqkc1gdkizOsnt1gq6Tee7P6YK9lPdtdWsFGUQsghZjEywqYtTM8LD7PHSywGMN/vPjfeWn5rdw1M0dje5bf+Z3f4Y1vfCNxHHPw4EFWqm16/UW+fd8Kv/fBD06V2rvYxS6ejGdUgdRaMydjOqpB1B5hNxPK7SbybIWazTCnSn7ij4aMzRPPYaNByt4DKyy1e+CgGKaMqpBvDP8WD/XhsdMHWR7dR7BvwJJ8lCAquXJzhq3OFWxkOVW/4nwWE4jaO9BPNqaZSFI4Ta+yKFF7PY5Mnb6SKnAIYuWJlOBMmdGT2wQ2ZM6360rf9Nxa2+MEQtDS6pL4xtXVR+dh29aVR4dHoUh8SEeHxFLQ1GIq6qlcPUg9EGNKUeKEqzOlCUlcTFNET/i9iPp3O++pvKPwlgJDRQlAREIyqdhNKa8ARUDbNZlTMclkNjF3jpyKkjFKBKS0mZ/pMtjIqXCMrGNk60HtoavoyW1y1588/5BGsEBDzGOpGLst+n4VJQK0iGqrH6HQRDTpTteivMYJR4XBe1+374VhKIcMxCa96gzj8jTeO4SQ2MhgdQVumdTHNESAEGI6enC5mvyu9s38wcbHuZS5K6ZekLArqNnFCw8v1BY21O/7f/gP/yHveMc7+NEf/VE+/DuKb722YrTZIUqzujroJMMq4H3nY0qX8jH3MbbG9wMw37iVwo4wbkxlRxi7RbfcT79/AYfhDz56gO89ukl/2GRl1KJXBfw/1/0D5uINiirg8fUlTgyabFeaz295TtsNvj59KzfPGGbijCioKKoAd77H1lyTi/kG+aRFZL1nNfO0gnpPH5g6HWytLImlohsqKgcX1Gq9Q4U1qTwQv4RH/APsGd3ByztHecc73sFv/MZv0G63ufHGG3ns459FSscBewWf/cJHMcag9bOS+LuLXbzo8BW/Mx588EGCIOCmVoNHNhY5MkhBOqpRQv5ICxVW/Ld7PH9y9qEn3fddpzb4F6/pcXprnttSyez1J3jPH72G9+fvwvqS/3P2WnyukIsBmiEz7gzN7S1M+wqy7Qtk2nByqFhOatNp4wX9StErd5JY6gri0AgagZhkKwuU8OS2btsCnLX3kVebzMZXo0RATHOa+bxk99AUES0UgaytenaSXgAkAocnk7VRcGhnyKxBoicekfVJObOGoS9ZVacZ2Q2My/DeomVKR+/lgD1EW0aEsq5a7sT+9U3FyFfkoiAT2bQV47GMRUZAROQTAkK0b5GJMYWoyF3AXKTolY5VN2BdrTCyG4QywQlHqxtz+qF1NkSfLSfrqiGGseqzUZ2YilyiYIGWWGTGzTMWI1bye3BuBEKgZJs0XCJVM1gqMjHCYxGTCmPkEyQSKywjOWLABtvVWcbF6Se8Drx35GaThp5jJIcETiMICURdfQ0mSTVqIqR5dBgACjCApSaRkp2G1eUq0l3s4oWAOI7J8/z5XsaXxEMPPYQQgt/9r3czKM7zS+YV9La62I1ZKqMRwteJXWaTtk8p3ZAbGm9mr59FC8uD/jhrnMD7DLD07Cl2ugM/+RfneG37NYzymHs2G2yVcKgRECvDya15Hhs0+YuLnk+4D3Ezd/Gy5hwLsWdfOpwm2IyKmP65jGh/wkfM51l0B1gWHUIpMd6zlksW4vqAea7IOafOM+PmcGUTCVQUbBUnqJq3MhdYrheHuB/HH47fzd+beT3wCd75znfy1re+ldtuu41f/eCfstKbZTbMEMCJEye4+uqrn78/0C528QLGV0QgR6MR58+fB+A1R5e5d63FKzc7RHlEVYSYeJs7/8t5NszgsntdclD8+ftO8JaHDtIKc/zIIVsF/+Cac6zc+6389HXbrPfGzB07xMz1PUSaEOot5GpF1e7SKc8g0yFSdHigB9d2NJUTDKu6vXy2GLMht+i6Dm3RnApoLteuSAFNEWJtgbE9NvOHkCKiMutTw2zTfBV73EEaVlN5QSgF3kPpHIXzVFgKUbDpz2BcQa6Wafgu86bLaDLvU3hLJkoeF/cxzFcozdoTruNQPEaZjtnnj3BIdCfpMoKRtZTeUYgKIywKTeAlFSXrnGNQrpAGC3TlXtq2jROOTIwZygFNG7NRWLZswbpaYdOcIisvYoJZdBATzyge3XyAY/mf4lwOQpMEi/XfdUIeAZw3E3KYcaL8JNbVueN4jxCTVjQBMXU1tMJiKLBUVKKgEgkOx7ZbpV+cxNj+U76WYj2LIqDhmjSJSZUikAI9IY6181Dt49kO4IbGm3lg9E4uTRhZalL5zFIjdrGL5wJxHGOtfUFWsoQQvO997+Onf/qn+bVf+zXSYC95GdJMx2xszvGD9+X84uEljm1rvjB+Bzc03sw3Bd9Cosc8lD3MQ+N7GLjeZY9YH+a8N1xzzTW86U1v4uLHHmd93OT22RHnxjHtwLJZRlgveLSvmIvgB+NvoB04mroinNioVbaemwyVwV0YcOXtB1gZfpxhfDXI21l2HbTaSQET9EvYkNucyj5OP76awN6IxXEu/xjeG0YVVKHgyqYkGB2BCJRvcTg6yA/90A/x1re+ldtvv53NquAzG5rN4gCLzUWOHTv2jAike4ZDkLtJNLt4IeMr2tEefvhhAimpnKNdHuYT25Yzq8tUVjOsBP/zg+9hw0zsZ6bEcceGWwCW/3z3Yb552TE8vo/W121yxys/zW9dPYvShlveOcM7/DW8cusDjGaW+NAjQ+7UnjPR9bQffYjtPOHBQUaFZTZvEgimqS1f8B/BGcN+9YY6JWZSbbReIKlTaioHDaUp83qWshtfSb84NyWPACvje9gTHySzhkAEVM4zNJaRM2zJAZkac678PEW1hvMlffEYgZ5hKzpMkzkarkkpS0qRkVc9Krv1pOvovePi6C/J4h5p9UoSoQmlwnpfD4j7EO3V5CoKjAjJ5DxGF1hfkdFHsozymsSnZGLMOXWeNZ8wUj02zSmG+eMAGJtgdE67G7Ny8aFLhM6XjIqThHrhSeuzGMZiQGUvKZ+VbNIM99CWy8y5RTwOIywVEZkY4SZE0lAwMhtk1YUvSR4BOnovLT9bJ94oTSgvJevsGAXHqhZAtQPHVXKBB6bzjzsE0k5fW7vxhrt4ISEIAqSU5HlOs9l8vpfzJERRxK/+6q9y5MgRfvZnf5aX/vkFzr/lRpI047+KvSzOnGCruJbS/hgrxZAHqk/yWPU5jDe05SL14Q0uP8AJEfCKV7yMCxcu8Pm1JXJbO2ksxmUdCqAsv3LSABlf3+2wnFQIIJCeVlDRCCq0rM16x2XE+VMF1y8mtSl7dYGLyRkSGyGJCaWczKUbVvwjGNvH+oqhHFNR4n09q90O6zGkuchhveR0f4E/zD7PN8/u58TKaba2trj99tsBuHewxbhoEoddjh8/zhvf+Mav3h9kF7v4GsJXpEQ4duwYapKqkhd7kcDn1pb58Moefv7YRVbzgn+w/Lfw3vOzP/uPp7/Ke4v3hna7zf39Ib93UvP/fAJ6xw06zfnw2gb/9G7L6vBj/Mx9nyd9y5jr//4J3vRLQ/6PPx8R7k2ItjZoRzlfvxCTiYLt0mM89YyLBIFiXJzmmHyI0nkyw4Q41n6Q+9KSO+YK7lpwfN/M95NGB9nD1dwZfNsTnqNzY/qyT98X9EzFWlVykjUeV4/xmPkUp/JPkpXncL6eTXS+pKgucGH0adbt4zjhSHzCjJvjoL6NfY1XolX3Ka9nbja5j09wXD7Cls2x3qEQtGVIKi59zYkGh90VXMMdLKqraDKHERaLQ3qJx2IwjESPsd8iry4N73scmenR6TbZ2noymb28OppGB5mNjqDQrFeP4l19GJAyJg330JILtP0MDR8R+4jA16TNUFC4IUNzkfXsOKPi1Jckj6Fe4GDzG+j4eTquRVOERHIiHGIyLuDqQ8FO7GMnsNzUFfzA3I/xjekPE+h5LlUfHbuax1280CCEIIqiF3QbG+AnfuIn2Lt3L2C5uN5ABxWzex7j7auP8Jsrf8j7h/+VD2X/hUfKz2J8XfXvu012Ko7eV0/4uuaaa3jooYe4ZzPgkYHiUGeLa2bXiZVlLY+4Lu5wQ9JByfpQf7kgEmqBTlEFbBcJ51dLqtKyb98+jO3TK0+xrjYovENNBDNbLmdG7kXKFOMLxmLAqeozQD2r2Str4/FUWZras0e1kCiW9REA/vRP/5QrrriCmZkZZhqP1RG3tsWxY8e++n+MXeziawRfUQXy2LFj5KaOBkxkSuEc/3rlQW72N3IsvxcQ/NfVD/D/Bd7+9rdP7jUhBtYyGo34E3sPcA+swlq+n598ecRb3v84sQwBzz2DkwCcm3Cd37v/IN8Ut7CrQ5pxxpHmmIX1FgCphmbgOTWCQf4IAGO3Rc9V7EnCugU9qT42tGFkNIebQ7xvcX32KqSTXJEkfPSyWfcrmq+n7dpUomJFDDlRfnLqX/hXwXtHYfskxKQiJBKKtk/IXBcS2KpOPaFVDFCZDSqzQZ+HGKdbLIkjdFyLmIDK10IdiaClYhpCMUtI00T0GOPwOGEpRcmWq8cKtIiw3uBcjhQhabSfrj5A3FQEQcDm5hMJpJRx3c4GAj3HQnANqW+RixGF6YEQSJHQCPfR1su0/CxLvoOSEuc90gsqUSGQGF9Q2RHWbj+horsDgSDQ88zGRwiI0F4ToIikRAvBjp954SZqSln7aCrqfOxuWJvKpypgOPg2zsQnOTv8MHUVcqfKvTsPuYsXDl7oc5BQr/Fd73oXd955J3e+/wFubze4p7+K93BdYw+bZgDISUtV/dUPBrRaLXq9HtuV4zv25xw5eBoVGMwjitVsiRu6htxKWtrS0AY3SeQyvrbtGhYxSjgSXdEKPOfOXeTgwf2cOnWK0mxzQT6M1RXLXIUUEKIRKPakL2He7WWLi5jJnnbU3UpDQzFJrumGlk6gaRfzrOczHG6kvP/97+e7vuu7uP7663ng/tPcM3o7L49fwvHjx7/ia1oP2eweanfx4sVXVIG89957AdjXCLFe8a37PCvDj/P+0a+T+S3qU2lFWZacOXMGAGvrSp1Sio9+9KOTX11Xj37z+DY//Ec9vIdv63z3Uy5reW8b0R9BYWg1xqzmETNBgPGelvZ0A8NSLDjY/AYA+vlJMm/YKiG3gkElaQY1oZiLCg52N3lgW3F12OGWZmtq07ODgbuIxRL5Oongi8ljEu4jCpae8vrsC28lFSEdFTAXahbCkLaMuMIe5qC+DSG+NG/fHN/LI/mfc1adYkP06ckBPdnH4RlbSzW1F3KEXiMnxHyd01Quo7B9Mtsjlm2uS7+dl8V/hzvkN3CDP8p1revI8+JJH2Y75FHJJldFr+aIO8Q+P8fIb5GGS7Tiq0nDZZp6gUW3jznXIZZqKnaxOCrKqUWP8wYhE6SM6y8RImWKVm3CYJFQt1AEBD4i8dEkZab2koS68lhNqsehhNJJcisprKRytflRJ/TcNdPg5ep6mvGVXGqh7W7Yu3hhIY5jiqL463/wecbLXvYy7r77bl79updxX99ROjiUfBuhez3eu2kH6YurjU+Fz372szz88CMMbMWdVzxOlGY4q+gXMTfNbnL7/BrXdfosJjmxsshJ9dE4SWYCSqsoTMCoCumXgpWzmxw4cAAAKSOsL+p4VVsXBiyOyMccsIdZFh322gMkwTwAq2qVtdxjJn6/I6MYG08pMjILrzuQ8oEPfACACxcusGm3CFSDl8+2Ofbgg7txgrvYxZfAV1SB/PxffhiAPO9yIde8ft8KP3fgH/JLZ34FDzz8cH1qe/e73z29jxCXZmTuuusuvK9nXO69916+93u/lz85fhyQ/O7Gf+N/f+hfcO21105/PhQB33/9d2HWRqwMOxy95jH2nc74wmaLN+zNaGiDFJ7VvMO3pNdxXhzlcbfGjIjYrhzH8wFvXmpyRaue5Tuy7xxhXBA8cCXXdi2h9Lx35Ykb4eb4XvY1jpJ6yap/ZHr7bHozV3ITfdlnxRyfeibuQIoQ7TUdFXCoWZOdykOsNLnVyEJwdeNbOFfd96RK5A6M7REQkYkx2mt64gIj1SOmyZKZJxaaUEjwmpiAsS9ZFIcY6wFN36HtGtzWTElUPT+YGcF2BeN2wni74kjzm6dq84qCRbePfapNN5A0dV31W808V5c3sCm32RIrKAIO2SNcEadUzpM7z8BWrIkeA7VJTJOWnyWWTdrxMiVjjC/wWJx3eBylHWJcRmVH9Fklk9tkapG2n6FtGiRW196ReApvGIqMc0WDuSCkqTWprv04d9pWsfIcbgp+pPHNPNgf8P7hf5um9IDcnYfcxQsCURR9TRBIgNe97nW87nWve8aPszMm85f2TymrI8jA8j/+4qW0tOH1N30BgEG/xWCcsjVusp6lACTa0NAVSjqGZcRGHrNdgVupuPbwHdyeyqkDRmQDlhu15desjun4iOWGohOAo0lr+9XczcOcLT5HO+jS77eZjxUtbdk0lsfH72cm/Xu8fHgbp89+kFOnThHHMSGH+OUrvo5EZfTPDrhw4QLLy8vP+JrsYhcvNjxtAmmM4dxqPde2UvU5tu35jiMZG4VAiAjvM6666iqgniu5/H5BEDzp8W6++WYefPBBpAymA89XX301P/qjP8qv//qvA/DQ4w9z9//1B7RG61xwkqg5Zikdcl23QTsoaQQVUnhi5SmdYDmWrIxiELBuMh4TX0CJV7DQ3iYrIqIkY7vX5Y65gtJJumFJLOpKYzs5Sj+rrYfWxBm0OMS4ujQfqEVEX/QZ00cJTRQsPYlEKjQHG3UUH0Bl6mhDCXR1hDALuOAGHv0SBFKKkJwhISmVKBiaiyRqhlCkpDIgVZJtY7A4rIcARds1iUREm4TDaTQVFvUrQWlhu/Ls76ZUA8NRriB3lrEvmVUJS0mthky0J5Ce1UwSCEEiNPOuS4smAYqlICHVMKhqQZJGoL0mpU3qG0Q+wOMpRYtMZFhhcDisqGovSaFZH9XPeeeabcsmjWgfbbVMShvl65dkT14gs1toGdFyiyxkS8yrlKVI0Q4vkchGaAmEx/sWlXsLny3+nC27c10vtbNhl0ju4vlBGIYv+Bb2s40sy0iDvbwm+Cbm5j5NPmiwLx1zaHaN7oFVyu0mShuUspRGTwmkncSiBrI+4M7FOTd1A7Y3NPvummOfauO9J1F10ECsIJSepqrb652g3sfWcsE9fAqPx9gRx8VHQb+KSLbohBUXRD1isyHXeGm3C2fhIx/5CJ1Oh1KscaTV5+j+08yd7XLs2LGvmEA+UxX2bvFzFy9kPO0W9smTJ6cl/aXoJt6Xv4uXf/j9/E7/bgIRUith62pjVV36wH4q8rgDIcSUPAJIKfm1X/s1VldX6XQ6XHf1nSzu03SKFW5cPsdwo0tpNbfNbtIIKpKgpBHmKOHr2pOABdGgcI6hHHPU385MVGKdRCuLNZokzjjc3kZLR68Myb2hm1zHrbySw803AHBxfC992aMyW5N1xcyylyU7z157kAPyRg6HL+eK5utZaLyEZnwlneQaGi6tPQwnJCeYqMG1hFRJOjpkwc4TB3ue8no4X3Jh9BkuFA+wYR6nNAMWOcQN4gAHUo0SgsxX9OWIoagztD0e7RXOe9YKy4N9w6MDw5mx5Xxu2DQloqUYbhes2zGVtxwIG+xLFN2wrubtJEx4D6GChTBkOYw5GDY5GKXsS+sNu6EhVpJQKlIfk/gE7RUB9RfUop2cISO2GPoNNqoTrI8+/6Tnat2QYX6CbXOeARuMxYBcjNiuztLPH2N99HlODj/IveZuPsd9HBsPeXzoODeGlUxweqR4bKiJlOeblhN+7opv5o7mrYDjYHTXl/OS3sUunlNEUURZls/3Mr6qyPOcf/ovfoT3jf8b3guksoTKcOW1jxK0xqRLm0TNDKUsrSTjypl15uKcUFlibUiCkjQsaIYF83FBdziis5zgvacbKq5oCK7rGA41SvYmFYsJLCf1HltawVbpuZWXcU3z2wl1h8Js8Yj7NA1t0cLzynQPcbCH2Df48OoejnZiPvKRjzA/P89GNeLGw4+xePgsoZ95RnOQzwZOnjzJ9ddfz/XXX8+v/MqvPK9r2cUuLsfTrkAeO3aMbhAjO01W1j87vX2QHwcc73znO6e3jcfjyb++Mo++paUlvv/7v5//8B/+A8N2l8baRbqLa3gvWWxtMy4jBnnCTGNIaS49lZnQc2xgSGR9WykMDS3xvk5WMFWA0obPrM+TKlvHcYkxh7mF18xHfHrjECeoldgOh1Yd4mCWA/JGbg6WEAI2SkPsAnIq2rSR7MXIWvAyJxNi5QllXRFV4pKfVyhrS6GxyGmH+yntNs6Np2uXIsT5EudL8moFZZto1SDyEQ0tWcsdI2vqdBexTSUKmr6LnqTpnFFnCYiQSAJCAhdwUZ7DC8e1nQW2BkOMsHSIaQWCVNcndi09uRUUlUBJSCdrBYGeiFmkqE3OLxFjQSQ0eEhEgATMRPBjhCH3Q4bmAll5Fu+/tKOZx6GEJiSl7WfYFusI5FTh7vHk1Qor1QoX5b2kfg8zfj9hlVIyJvN9knGbl8ijnDEjro1exXayxdn8HuqZyEtG47BbidzFVxdhGH7NtLCfLWRZRhzHRHqGDz1wEy+/8hH2drZo7L+IbOVUa21sGTAap4yLiFERE0qLEg4tLVpaAm0IlcE6iR8qdKw5siehW+S0Ast8VNIKS3KjqJygV2msh9MjQeE8C2GIKxdZ0zNUdsQt4tWMjaITlvX+pZrs8XM8Osp5+YEGv/mbv8m///f/nvf8wXt47ftu4v6fPsletfd5V2IfOnSI9773vc/rGnaxi6fCV0QgpY+YmZlhfX2LHQ++rtxDz53ju77ru6Y/u2PAevz4V/4G9N5zyy23EMzHpPev0Zjtk203aTeHjDdrQ9okzjl57gClqyMEu6HliiRmq7QkNuaOdovDM49jrMJ7QRCW5FnMoJKcGUmWE88Xxu9gX/NVdIIWL5vTWP9DZN4QOU0atdjrZ2kpzf7aN5teJdiSA1Z4hEi0WHT72CM7RFJwqCEJpSOSvk7AkR5r68xWeRmXViIg0jNkZU0gtWpzKHkVm+4Mm+NaqCSEphMepKLiYlEy8hVjkXNePMrm+CFmkquY88ukIsR6x9BvkIjaXDz325Q+oz+sW/IiuYmtviT0muUkqImth8wISlFfOyEgFODF5Zrm+t/W1x6aZiJysZNKtERQeIPDU4iKbbnJpjvLoDiLsb2/8u8b6gXa0T46Ypmm65D4CCkWIQApAowbI0WAkhGRbE4jFHM/ZMuepbJD8mqFNDrIpwPDufFH0f77+frW6/it/LeZVVeQKUtWnvuKX4O72MUzwd+0CmS/36fX6/FP/+k/49tbP4YUY8oy5OCh03gvEIFHCI81imZzxCiPKW2depMog5KuztwWnigq2BcVxIOKra2M9nJKcCajHRi6UU6kDUpo2rb+KBtZRTsQzIQSLQAiri1eQhK9nGtbIanOMU5ysGEJhgkOz1WNmJcuNXjbwxu8+93vZj5ocWL0Qcx4P6+ag/sefOArug6eZ24EvtvB3sULGU+bQB4/fhwpHEeOHOGRRx6b3OrpuXO87W1ve8LP/vzP/zy/8Av/iqNHj37FCxyNRpw7dw6lBP/3e27ilvZhXnPtA8RJjveCsQkIw7qiNDKCQEA3MBxqKvRI0bItrmxWFCbAOkkSlIyGDbI85oFty8vmBLFyzKY3U/oxTW2Zi0pKl9IvQwoH+1ytttYCGtrhPSghGLLN+vDzAMyn3wtAO5BEqp4lDKRDOYFAYPwlMrZZVTjhkCgqeymtx9oBh9weunQZ6jq5xro+HsdYDDgtcnp+FY9jY3wfzpdoEdNxDZpK07e1lU7m+2xkD0zV1TvodmdYe9TSElHdUr88gltAIPzETmNiocOlLOrc1gSysHWsYzkhkJJahW2EpRAlYzFgw56inz82rSA+FXaIYypmSH2byMVEPiQWAYFXRHY/HTUPCgIfEHpN6DRSCLQXlN4xlgVr+gJZuJ9+eZbzo48BcE/1R8TD7+BlrVv59ODzvDZ+K39S/sZX/BrcxS6eCb6WRDTPBh56qD6wduPr2TQ5WjqMVeSjlJl27ZVmy4C4NWK43cI4RekUStSkMZYl1STNKwwq1vsdPr++QGsl4xPRp3g1VxNPOkfGKpTwRNKRaosUcMZJFlOHFLBZStoywvp6XrxwkrZwtQeICJjXIXMRBJsvB07zoQ99iG9a2M/7Lm6z+gO3cOOs5u333v88Xcld7OKFjadNID/1F59hZAve9773cdttt/G5z32ON77x2/ngH3+K7/7u737Szz/TduHVV1/N4uIim5ub/PrFd/NW8yZeA1ijyaqQuXiMEI5mWLAQWTqhIdWGK5uWuShgq9BEylEaTTsZ00wyWp0+28Mmf/tAwVyU0wwLfsbdxcfXYb2A+Qj2pyXbWmO8YLuUFA4ONgwLUUnpJLcS0exfRbPRYU2cYYNVOrZBw9Q0sd6gIJoYrksBlatnCEsbosouFSUXLhtDvTn9Hlpa0xVttP8WPml+C+8dW/ljZMEWWkTkpkdpt3C+JI0OsuSuoK0CEiU573Ji0WTst/ji8dYoWGKmvcDaYI2FqG7lOupqIhKEr1vr3oPxk9Ozr0nj2NSksXKeynu8r6Mhjfc4PAqJoVbVGwx2YvXxpRDqBdJgHklA7odYYRgLTcvP4rxDo4jQNH2HSEhCJQmkQF2m5HfeU7qQpo3pk7EeNdlSTUblGbyvWBXrXKVmKHxBI7DP6DW4i108EwRBgDEG5xxSfkXOaV9T2Gn53izuZH+cEqtNup1tmnM9hPb4SqCbGfl6FzOJLKzb0CGJrgiVoZ2MkdLRGzU5P2wzqBTJZs7i4gKtk/X7eWQCQlmTRi0dDW1YzcI6xWoykhNI2PCjSUwqtLSZ3FdyOy/BeViIDBfGC9w1s4dPbK1gZcEPzv8Uv/ELx3m12sfKPRcZDAa0Wq3n7ZruYhcvRDwtAum95+Sphxi7urL0uc99DoD3vOe9vD79UZIkedYX+M/+2T/je77ne/i93/s9svIU/3H1V7jqvh/m22+8lwNza4RhiQ4Ms80BewYdrBc0g5JQWQZVByFgOalPvWlUsLhvlaCRcSg0LC+uIYRn0G/x2ijn4+sHeWyguKo9pHIS6wWZUZhJ67YTGBaTMVpZ5uOIuSjlRjNLv5rnD7cusiG36bgFRqa2wwknSkIx8Us0kzxthyRUATJfYpDcxPnhX+DxRD4kUZJWAM43kEVt8K1lMo0kvBxKREQ+JJSSSAmWbQscbMsIkSj65VmUjNAyoaHmaDUamOHq5G9ZPycpwE3a0o6aNHrq/7fTsh5bR24tuTcYHAEKLeoPQudrAglQUTL2W2TV2lMa6IZ6gW50CCUCJKpWZtstxn4D5w1jvUVLLtL0HWZci1QqElU/N8GlGUzn67a5l9AhAAuVn6fUGbnZpDIbHB/9Ad58IwDvHrzzSWvZxS6+WgjD2uGhqiqiKHqeV/Pc4/jx4xw4cIBv0TENXdKOcnrbHeYOXxojcUWAKQPKMqByCodgNY9oaI2WnsopCqPZyBM2ipDcCcYbOQsLC+S2ZLsKaGnD0CoaE3/fXhmyUUqsq1Xc1tcxh4UoCZxmaOprv5CO+JPzbQBagWBfOuYvLrb5oVs1n/hzeHi0zZ4Q0NANIlphykMPPcQdd9zx9C6E5xl7SO4ake/ihYynRSAvXLjAuCyJaFNQW/lIFL/0r36Rf/8Lf/icLBBqC6C77rqLdrtNvz/gX688SCe4jpfsP0XaHBPGOTOdPnv6Q1ZGTVbGDVaykLEVNLQnkJZWnNHu9GkeuIBMClRY1V/a0F5eZ3GU8NNFzPGtOTbyeJJYUw9nQ20PceP8BRZmtpDSkecx84M2uQkYlhGL0SxnxwH39HLW85hOIImVJVQWbRV6YpRbOImSmspJxq6iobrMNW6hdBnzKqUVQKqgZyoa4QEG+SMYlz3ldbG+IFM5mU1QQhFJwZJvktiQVLZQk0qjJqqtdpoRYuzIrae6bDhHClELYHy9XVnvJ9VHjxCC3FrGk4riDnncSTgHqKjb10PRY1xtPGHuUSCIw710wgMktIl9g5wRI79F7vqMyws4XxLpGZx3OHFpYUKIaSV0p5XuJmsUMF2j8x4jDMbnmMsyx3PtCIoIKRSXNP672MVXF0oplFKUZfk3gkDee++9zPYctxzdQEuLEJ5mY4QQHjfWeCsx45iqCBHCs9DaJqsC7t1qsRRrAuGZcaI2FHeS0glKWxPIG6+9mRPms+Q2YJ2AUHlaRjMyioGpYxUSDb2y/mgLJVyr50m14IZuyf5mHyk8Aii8JVWaK7qbDKqQ1+7pAmfY1xac6RX82M/9z/yj2x/gyuYmx44de/oEche7eJHjafVTjh8/zsGu5D/deuv0NodlcXGRlcFHn+21TZFlGYuLi/zwD/8w4FkZfoz/6cG38YHHapGOCiuyLKabjGgGJYF0NLRjMTYcSHP2dTdZml8nSnKCxQFCObwXnDtxgMH6DCqsiLoDrj18gveeE3xiPeJYPyW3k83Lwev21eSxO79Fe3abdqdPJx2x0Nrm8NxFrpvZ4mg7x+I4WYzYlxYE0hFJR0sb2kFJJyyZDUsaqm67XFDr9PwqWsRcJV5CN1C0NDS0Z28cclS+jCTc91cKUTIxZuiqiTpaECtJW4bM+TYzfg9N5khpE/mYpBEyGpRk1jKyjqGxDI1lYCy9yky+KrZMxZYp6dsK4xy5N2SiRCKm5BGg8nUOdyUMmRgzchtPyN8GCINFuuEVzPl9NH0HiaSiYGTWGOYnMLaHc2Oy8hyD8hx9t8q2WGcockbWkNua8I6tY3TZejPrKJ3Dek+FpRIlue0/Qe2d0mafvpHSrHP5OLsQwVSRvYtdfDUQBMETbM1erPDe86lPfYr94RIH5taYbQ6YbQ4IoxJvFdVGG9tvUG432diYZaU3y6nNBSon+XB1HydHjge2Y86PG4xMfdBWAsYWLqxmRLMx9/U8m6XkYi55bKA43g85nylWM8FGAWs5nM8EuRV0grrKOBtCJ6iIg5KVUYvPFhc4EEfsSR2V1Xzj9fcTKcnvvOQ1vP3vNlgKI37j4v+H3rDJ0bZ43q18drGLFyKeVgXy2LFjXDOr+fbXPA6fv3T7X+Xx+GxgPB7T7Xb5gR/4Af7tv/237Fiz/N8XHuUVZ/dy5ZGTNFtDvBdcl2TkZUhWhijpiIKKhfkN4kZGMtNHJAKpDHo757G1ZcTaEq9Ic4IkJ+kM+aGrRnxhq8PFXDAXeUoraGjYN7NBd36LdH6LapSQjxJGeYxWlrlujzgsOT1oc1sn5TPbQ3KriJUlUrYW00wGxMcmmMxDwsPD9yJlzOH069krW8xG0AwcpROEEuZEg8XwOs6YLcA9SRRTmh7DYIO+aNK0wRNmBCtvCQnxOIwwOG0IY83acEjmStxlrRH5FDZLDk9MQOHdxGfS4fAY72oDcxwDOcJiyMSoJn7540+wJBIIAtUgpU3iYxwejyMSCYnuYl1BUa1O2zTWDhiWUOkxQisqP0PDJsQuwHo3bZ9HQiGkrMmjdxSiouLJIoVz7kGuDG4h85us2TNcF34TG+E2q8NP1uvbzcvexVcJYRj+jVBinzhxgvX1dV593RGiqH5PhmGJEJ7Repe4NcJZSW99lrwM+cu1Ba5pD9jIY1bGf8k9qeawvI7cyok1j2JlLDiVlaiVDV4/G7FhM/Q4QQnByNjpvrdlCySCVAZc3dLMRJaWtuRWIoVHS8eojLFOkosRR9uWPUlBv4gJJmt89dE+emMft87Uc5b7l1c5uN5+3q18drGLFyKeFoE8fvw4h6M2wcGLALz29oQLD3V4y1t+gO/7vu97ThYIdQUySRIOHTpEo9FgNMoQCObcEu96fJYf6vZYOLDCzMEVhPB4qyj6DfJhivcCpQ3JXI/02gvQSBANCLIB3XjM6rDF1tosc8trBEnBkfmLbBYxx7br2cLcwt7E0+70iTsDdDPD5hGPnj7IiX6XhjYszm3SaIzY0xiyUQbE/YDtStEMBLOTiqgQtVG384JQOj48queBnMtZsIvsaSpmQk9LWzIrUUIRSsmCXUKnr2bgN9guTz8h9cbYPhv5I+wJD5F5S4JCS4kCUhGAB4UiIyNq1n/q1WyNUhU43CSPOiT2UW2PcxmRtFgCr/DeM5JjJJLYRxPCWLAhV2ubIJdRmN6T0ngAlOqQqjlCnyC9xAk7Ed0EpGIGQhBCUpo6YtL7EmsHlEi2xBnW3aMYl2HsiEC1aIZL7OFq9jNTk0fnalsjOWLk13HeEAVLOG+ozAb97CHWm8scCl5N6T/IA+UfE7t5wKNVB2P7u96Qu/iqIAiCvxEE8tOf/jQAb7gmp9EqsFsKqRzOSqoinH4vy5BHNhZ5oCe5sVtnYf/g3A/yqfEaLV0HrY4qxcVcsFk6zos1etvnQbyecFazujFRc+OoRMWaXGHdPIxWCS/3r2V/apiLSlpBRWkV+UStXVrFRhFSkJEox3wy5vSwxe3S82efvZ2XXvko61sz3D5fp48157ZZ1jP84X1feNrXYtfGZxcvdjztCuSdLNBaHHHsZ1ocOpxz4B9v8Vy/zHcIZFEUjEYjADyCz43fzv957few1W/TGvRppjlBd4gQnqA1Qq3NUI4SdFgRLW4hGiHEET6McI/0ObRnhT/9zF6WN+ZpNOvHXV6+wE1lyMfWDnFu7Aik4EjLkTRHBM0MIT3OSs4MOvzJuYQfuGqDqtI0WgVLrW1GVUhwIWFYSayThKo2x92BFJ5uWPCKZB8B303kQ25rNmlPyGOoHP1K1Wk6kSQo2wSVZoFFyuBqhtGAh4eXTGUrs0Ev3iSwAZIIHGgpCaQkdQHS16SwlYSURcW6OYvxBdZXhDKhI+qILo1G+ro5bYShEDmlr5BIRqKHw1Gpsha+0Gc9fwhjNp9yyFvKlL3pS5lzyzRdgkLWGz0VIzlJpzFrOF+hZUocz9CWy7T9DF3XJBCKWCoCXXtnnjJ9NuRFJJLIhVNfeounEgaBJBYd0mBiCeRjiignEyOavoMWAbdE38rJ6gucNp8FLFIIjiSvp1AVZ4cfftZfs7vYxeXYUWK/2PGpT32KhaDJ/qWC0Vabqgrq2Uc72VusZjROGOQJD2w3uKbtaUc5Sjr++HzInekCy0lOrwwYW8GF3HHabnHOPQgWtrdHNGcjtjaH9OQGBUOsr8jMFgejO7hR7ueVC4blZMxskhFIy3aRoETdBSqsoqEtN/ijLMQ5s8mIU4M2ZR7hEFzYmEMry2yztlfbXFlgQbd49NhnqKrqOe+27WIXX0t4WgTywXv+kq+fuwOfP8bVNznO/OHtxOo+/sk/+dnnan0YY7DWEscxWmve8IY38IEPfICdNvYvHUv423u67NlY5EC7xzVHHqd7+BzeC3RctyWSveuo+QqaHXzawDXa6P1rLA0fJ/7c7ZwftjlYRLSWNtBRyen7ZpkJ4SPlQ+wtD/BPD60QJAXBUg83iIFa8Xd39Wd8e/5yrFPooKLTHLKYJ8SqSe5qshjrqq6KTlJwtHQsNYa8bhluLTqMjEIJQyA9DW0QwtMNJYUTWC+onOAq3SCYDB5ezFs007/Ho/6eaWb3meyTlMktdP0ibdekS4QSgkhKcHVSjEwdWVaQ2S0qO8K6jEImEEIkWig0gYgQKDyWMX2saCKRlGTkdptc1hXHnd/7VEijg8wEV3ClPUJbBcSqrmvWvpERlW8zdAtsqAV64gIJbZbsMntlg9moHhdwHiIJofIoAfNZl4t5m4E1BKLOvLXO1ublwpP4BMk8oQ9o+oRYaArXYCyaaK8ms5uKq8OX4MMOp8YfojQbPG4+yOHk9cykN+5WInfxnEJr/TdiBvLP/uzPuGO2TdjIqLKI0YUYYxVSOuKowBrFqIg5uT3DRzbG/MQRSxyUVE4xsBUvbQTMRjljowik5IqGpFPO0c6+jlPqJP3eiE435aIf4LEYn5OZHuPiFK+c+2Zunqm4sr1NoisiXREFFbkJJgSyDnYIpOPWmVq9vTS3wSuigofPHqAbFgzLmFe9/sMUvdqy57/ffzOv3HMGkDz++OPPyNN4F7t4seHLJpDD4ZBzmz3u5xBu8DGwknGWkllDs9l8zhaY5zlCCIIgQAjB+9//fl7/+tezvr7OF75wP5/I3sZnTs+xP34JTd/hO8++iu+6eIxmc0iYFKSz2wjlEBJcu4udWUI4i19aIGaN777hPk5fXGIwaDJnFEJ6DrS32CgiTq/+OZvxlQhxJUJ6fKmweciD917P2EoW1OGJD5lDKksc53TSEXuTevBbCF//P+GxSCJdkYb1XJAbtXBAoi0LUU6sa2PczGhK6egEjsIJrpxcWiGYbH6KIG+DeQn3qgsY28PYPg6L9pqAuvUdyNr6JpCCwEmCOKDIDKmaAzWHmhCmgJo0anSdZO0nLwkBDlcrps0GWbVGoBpPGUmoZJPF9Gb2uEN0SelIjVaCVNcxjlB7YJqJJZDzAZVrsyzmaUpNK1LMRDAbemLlEAIi6dCyJt4SRawkmQ1xl6Xh5E4zMJrCWySCwGtioUmVYlYF9CvNyBs8nlDWKvUj5ghz6R4e8/ewnT3A49kHUbI1jZD8Wp2L9N4j5U515CmqwiLG+Z05UXHZ/b72nuvXIv4mVCBPnTrFvffey09+wz5MHjLotelnKQ1Xhz5Uk7hZ6yRrRcjNLc1KVtGJGpwZtthmhHVdtPQsJjkj20AA1gkOxAmquJLt3pB+6xTn1Cpjt8WSOMKyeglXLUS8ZDZnKRnTCEoiXRHoOtWmERaUpk66GZYRzaBkf1p7TzY7A6K4QArP5rBFpCvi67eRj9Xvi+W4YL49ZCaY5dixY0+TQPpnbuOz28PexQsYXzaBPH78ON1A8/v99/FrZxaxRcD2IKVfVczMzDxnCyyKgjiOEZcJRP63/+1/49WvfjW1iFxQmXVODN8HwH0jwf9xWvBNjR/h+w+PefVN9xF2hqg8xydNfJjgnUV0ZpEnLrD/podZ/fAc1kmE9MioZLbTZ9+oRSM6REsvo5UF6fBWYrOIQZFQOcHt6jAz8Ro6MOi4JLYZzXzMYlyb2F7R2p5GcjkriIKKNM5Z2+5O0xO0dCjp0dLW1jiTtISu8Bgv8L6OGPReUDhBrDShlGivpkkvcbCHRXeAOVp0gzqiUF92vYyAMFFkWYGj3hgVAYqacBgKDAWaCC00FQWZ7zMya2TFmWmb2tge4osEN0o2OZy+hsNuL0txQEPX1hnGQawueUtaX6fZjG1tGxT7gANxNLUtagaObmiIpJsQ38l18wIlPIm+ZBhgXF2ZHRjJxTykV1qErRXikZSkSjIfQyg1ohQMbYUSgm4gaeqQJRcyW76Kx9ODnBh/EOsGLMa3cTGv55y+Fkik954HHniAu+++m7vvvps/+qM/+it/3vmMHWLZCA/RDg+yMvz4V2Glu4C/GRXI9773vUgk33pHTqM75JEHryG3GlckNWkctYi1oVfEfGZDMReBlp7H+x0eG4bc1YqZiUqME8TKkirLyGhCBXMSDjRC4u2EZlsysuv0smMcTG/gcBJxpGlJlGUmGRMogxSecGIarqUliOp/G6doK4OWntwoyjyiu/cicWNMY32W/rCJn5shDAa867a3MDJNhPQkvsOxY8f4ju/4jufxCu9iFy8sfNkE8sSJE+xPE+7fXuWxe1+HlI5PrSxRec9P/uRP8RM/8RPPyQLzPH+Sd9qrXvUqvu3bvo0//MM/5KnHlAXvH/06G49/H73yDr7VKPZfdS8iG+IWD6P6F0GHiKUmsdzg8GNnGQ6ajHstwjRHSUsjKPnOxt+iqSEI7gPADhPyrTYbeW2Y/oa9GTPpkDAskcqhAsPq5hzdwNBHTTNdhfAoL+rvqvZF22mp1Ik19fdQ1S1sgNIpMqMnbWxJ6WGj0IwM9CuDE45ufBXX+duZ1zEHGpKG9oQSJB7w5BP/tMeHnmaSMB5nDMsLCCEJVJOu2ktAROrbJD4h9TGR0FTesi57tIMFLoqI3GwS6Q5dfYChvUgvu6RInEuuY79bZn8SsJh4YukZGYlxULj6BK0kBLL+dyAFA+vQQlJOzMp3qqu5rS2CgokBu5nMb4aTaxgIjxSekdGMrST1nplQAApVCSrvSZRkLq5b4N0QPIrI1EbujtqMPNGwQEhQHaYdv5mHqz/nYn4PsV6gMEM81Qu2pX3+/Hl+53d+h7e97W3TyLgD4X6+b++NXNuOWQ47zOoOoaxz3ysnKa0mMxEP9yP+fxc+yJnyUebYw6uTH+T65vdwbPSuF9zzfLFBa02WPbWf64sF73nPezia7mF2fhuXRXgvGFUhxtWK5tVxykYZsCfJUUKwlntmwoBA1qldM7Gbvv89gkg5WtrR0LXwMFaOOTtmdfFqfmhmjkf0awikYE/qaQaGWBtKo2sCKV198Ae0sqjJnhLpCi0tS81t1ketel9p1/Pt436T2e42Pm3iu3PccfQ4N2YxUVwwp7ucOHHi+bq0u9jFCxJfNoHs9/sEPqURLfGr9x7l65f6HBttAnDPPX/5nC0wz3PiOH7S7e985zv5wAc+wJve9B3UlZW6GnlJ+2b5zPi3+MzDktPjH+P/de0JosYa/uoUZJ2z6psthNZ0917k/GeX0NrQdAKlLb0i5pULOdfNXSRNxkjlMMOUzQvznB6lBNKzJx3RTDJ0WIF0SG2Ig5JWYLBeTMkj1JuYEB7nJd5fFslHXaGr/13PPUJdccytIreSsZXkVnB6BL3KsOFHLMomr25/HQuRJZSWbphP0hfENEVnUE2IlpI0kojReEherQBQqTaHo1tZoMVMENAKBK2grh4ClC5hs4Bjbo61+AIRCQt2jrHYw6k0YFCeI1QtrnY3cCCJWEw8c6EldxIh6jhEfE0cG9rT0B47EfgIAk6VQ0zhsD6a5G8LpNDMRZ5u4Eh0vflbVwtpACJtpop27+vqRTcEECRKMjI1cWwHtRF6qGqxVSglUsB2WddSAyHInWPoKoQMWIxfwkb1EINyJ+1HwRdVWp9PjMdj3v3ud9NoNLj++uvx3vOd3/md7Dt3lFs7+/jmfetcfeA0QVQCm3jfA8A7gTUKYzWDQZNEL+N5A7+1GnC6/ASEkpbc/7w+t78peLH7QG5vb/OhD32Inzx4Daq9RrXRwTpJIB1jo2kFJYtJxsU8YFgFLCcAgrNjKKxnOYHcClpBNSV7naCaHrB3DpUMc/buX+aM32QhlnQDiJUjVfU+uDNvrpVFTjK4lXQE2mBdbecTBRXNJENJx8bGLEvxw3iraM1v4YxGDvvYuSUWbnqU4x96GTOLG3SDWfr9/tO6Jrsq7F282PG0CGQoIr6/87e4f5DxsnmNlLVp9I033vicLfBLpTfEccwb3/jGp5zJc87x27/92/zcz/0cZ8+e5V+f/U/8yP13cuAbNxGmwIUJwkwsNQZDkv0jZh/bpixDepszjPOasC4mY+bafeJGXTkYb3Q4t76ABObjgm4yIgxLkvYQnMRPyGGiDTNRQTPOiIKKYBK1VVUBWR5RGo1xcmKS6ymdQloIvKCwiswEZFaxVgQMK8HQ1O1fgEMNzW1hm25o6Qa1L2TlxdTnLJlstIG0zLvavqJftWimCbZwKNlECMm+5GWkNqYVaDph7XnZDhyzYUWibH2at4qXVzGZPUxua2KY24R+9XX0SxgYT6xq4rlDtyonGFZwLrM0lGQ2qucgG8oidV1tNE5yphQ8oo5zzraZGc2R+oiG1BRWY2PFDBBMyLfHM7ZqQgod5WQtflLh9EC/gpGxzEWKQSWmaTW5hczAwFg2bE4uCgSSsRhx2n0O7y3O10puIZp4PwQs9YFEPuNKZL/fZ3Nzk6qq0Fpz5ZVXs3O1/rrHHI/H/OIv/iL/8T/+R6qq4nd/93fxXvBL+76Hmx4dsvTKEa32PbVBfpLj/WW5AE7grMRZhXMSrQxHnKznv5Kv49+fyblQPkCq9wC8YCuuLxZorV/UM5B/8id/QlVV/MArB7iRZnRxln6eMqwCBDUJFMowFxkSbbiq5RgZhfWasRFktk77CqWlG48JlMU4VY/4CDc9RPpszOGlCJcYNko1TaQaGE2sNGoSYRgFFc5JnKvfE2LSvdj5HsUFYVgyzhJcESCjiiAtMLmHrW2UMYxX5xhmCTrNqWz4tAnkLnbxYseXTSAHgwGp0nzj3k2+Nx2xPLvBffePa/HCc2htUJbl0358KSVvectbePOb30yj0QAsP/unt/A7d/wOUZ5RHLkVFyYoPZH8Kk8YlvSHTTZGLTazhNxqltIRSZKjw4rN08usbczx5+f2ckUzYzkZ04hzgqDCWYnwvp6RdJLSKm5cPkccFYRhhRAOY3RdVSxDRlXIoArJrCRSjtzWFVHn69Z1bhW9MuDEULBZWirnWI4DDqQwF1nmopKGrj/oV7KEM+OAWIXcPrtNIC16MjgOsJk1WIwNQUPTz6ETX4kWEYfdFexPIg41PItxSTcsaYcFnThDS4tWtm6BWkVhAsZVSL+MKJxkWAVsh4p+JRlUNUHzXtAN67zw0mmCTGA9lBZ6pQA0SsBGIXjP+D4ulF/A2EsbcjO+ko7Yx3X5UZo6pB0KgolqsvJ1qgSo6X/byZejrnASC1wmcR42irol5qmrG73K8KA8zrp5eOpXKYR8ysOHEK1a9OSGO7cA4ssiWA8//DDvfve7efjhh6dfFy482R8TBHGwjBD13z3LRk+osvf7fd7znvfwL//lv+T8+fP89E//NG9961s5duwYv37d3+ea1jk6zSE6qAlJkcWUeUSRRzj3xAq3EH46YtFu1mb73gu+c/EW/t+n38V5e++XfD67ePaglMJa+3wv4znDr/7qr7I/3MN1t19EJI7+ZoetPGZQBXTDkiSoD+zdsEQJRyA8Wnj6gUJQp32NrUAIpkSvG48ZFPX7Qk9mok01xqUBDW2xXjC2dbclM4o1YiqnaIUlM17gJl9CeLSylE4i8PSzlCQqaDaHyDxm/aFDLN78CLo5RihLcbyNCAzjXou9i2sk+9aYC69mYzB4Pi/xLnbxgsPTIpAtrbj1ykfpLq+T7F0neXQBh3+CwOXZRlmWpGn6Fd03TVPuu+8+7rjjDn6//2sc+/Nv5NDKYzS+5yF8Uts0kMTIzriuMm7C2rjBuXHCvjRjNh0ihKO3PsvGVpd+lnLH/CZpUDLTGBJMbHe8VXgLmxfm2c5THPUHd/1Vk8dxlrA9arA+bnExS+iVtT9a6AXGSXKgtIqxVYyM4vNbirPFmKHIOKJnuWWmYi4qSXVFI6hIgpLNrMG5ccDd/QscZI5bZiShqjfrQNUKxEVpyY2inyi2xhW57XG9ehVv2ivZk24zG49pRvl0Zujyuc2d9rtzEjchJZXRjIqY7TxhPUtZzSNWMsWggtxKZkNDO3AsxGpqx9Ov4GIOsRI8nA04l9Wxl1KmCCTt+BBL4gjCSxpKI0RdyQwmc4tKeOZCM61CqEkeduU0g7KuXoyqur0fu5qUaVET8pE1PCwfo1edeYLZ+VORx/r2DOunadsIEdEMDzAsT+O9e5LApqoq/viP/5hf+ZVf4YMf/OBlj6SZCa/kxvAmtIixnjrC0V1g251lUK0ikTgszaRNrOcxwlOZHs7XleV9wUH+0fJ3cdMfr/HwR38B/umbufXAKWI/mvqRZlVCVQUYq9geN6Z/Jy3rv6VWljgsicIS5yWBNsw1Bny9bPCutb1cLNb5uuQtXFS9J/iLfjHyPOeP/uiP6PV6vPWtb/1r33u7eCKUUi/aCuRnPvMZPvKRj/AfXnoUObOF2xb0+m02y7pz1AzK6YG0HRYUVtEMSxKjJ4ldin4pGdt6D3STQw7U732oOypaWSIzYJgELCYZ+xqWtTxhNFF3S+pKJMDaoMNSu0cwEdIoZYmkJy9DxlXEMEsmIROWPIupBikqLlFJQbHRYfvCHHEjI8tiVLvkYOo58RVUIN0zVmHvNrF38cLF02phz0Qws/8C8eIWwRUFJNvP5dqA+gM6DMOv+P433ngjv/zLv8zP/MzPcMeffYrXfvzv8Z7l30W9GsgzfJogtKJ75CymDPjAycP82UXLrd0mJ0cpr/WCOCxZmN1ixvSnFZyiDFGTIW1rNM5KBqMGK+MGW0VIZTRBYDBGk+cxg3HK6rDN+XGDC7mmsII9SU1AzcTiIreSgVH0K8FaWbKmNmi4BvtSwd40ox0WNKOcNCzQylKYgF4JD4z+B6fjq/ke+wq0tES6mhLCRpwzX0bkscRsOdrBXv7OUsoVzQGz6YhI1zNHZpLWIIVHSkeoDVFUEkcFShuCqPbUNGVAnsW0Rw2aYYEUXTaKBqu5oRtqZkNIlWM+qnPErYdB5vi0v5cD5RHud5dMu3diDwfFWa4NX8KiToiVZKOA0gkSVRuqz0WOODDEE3KbW8Ww0lhfq70LW9sDVThyY+jqiERJSucpjKUkw7onRx1eDiWbtONDVG7MuDg7Ubg7vC8YFI8SyDYGg/cFQgR87nN/ydve9jZ++7d/m7W1Ne68807SYD+vCr+Vm7sRBxsFi3HG3EQVGihLYVrkZpasupmtImZsFQ8PB9zTP8ED40cZuTX2hXu5Oj7CDY0r+Za9Jftm1kmTjKDluBdopCNc5inyiLIKyMuQwgRkVYi9rF0XKjNVoe7YpyjpCMMKreoP43906Fb+1+N3c9r+GXcE38bDl12Pj33sY4zHY6y1vOMd7+D3f//3py287/u+73vKsZJdfGlorV+0Fch/9+/+HYcPH+Z7bnUQBdhewInNeaAmgI2grL0ejZ7OMzbDgnCyf17ME5wP2K4kI6O5OGqz2Kj32p2Ws5KuFhlWIwZxyEJzQKxLWlFOL08nYjHFoKrHf3plxLyThJPqYy1cvNRZ2Ro3GeQJaVhw6OAZtk7so3tgFRVVmCJkNGoQJgUn15a4NpXMRYLN9a3n8zLvYhcvODytCuRCCDoukWkBjYST28/9ibosy2dEIAF+6qd+in/zb/4N58+v8J0HLPfd/QpuP/Bn9f+c6+LDkPDIFvGZMX/7+gfphNewnjsWoxIlHc10TBCW6GAiSjAaOTkZS+WoihBr6gqQcZK5CdmSwtVks6o/4AurOTMOWMuhE9abq5+YhWdWUjhJNSmMFd4Q+Zh9ssO+1LCn2ScJC9KoIIoKhPC0i4g75grm4x8jVY5QDrFeTolE5QXOSTITUClFrxjyKnUbe5IB4WQjtU5iJm1q5wWBqn0tAeRknjKVlrg1qoVEZUAQlYRRSRhUGKtYyyM2Ck2vhF6lCYSnsILNEtYKy/08zMrw42xHZxkXpxEIDjZfx167j7aMWIg0rcl85I7HYzX5ShVsFZLc1vZESniGlaRXwdhAZl2duS0FLQIkYL2nV9Wt/0yUaCL8F42za9VGigjnK4zt4fyYYbmCEiFxuIwU9Vtjj7oOWfZZsV+g7/soNB7BbbfdhkDTDg7wd+Zez9GVOf7X64+yr32eVjomTurxBh1UKG2R6hJ5MFVAMY4Zj1Nu6nf4hvERzo1vRsuK+ciw2Ogz2zpLGJYEQW1Eb139HhgOmhRDyaiIGZURmQkmNkn131xeLjgA0KCsm9pJeTepUCrLjd0G//jQa/hXJ+5mNno3N8a3oGQT58c8eXxfUNd43KTdXguNdmcmvzy8WFvYZ86c4fd+7/f4O/MvYeaGL+C3HMPT+1nJUowT7EkyGlFONNkrIl2RSkc7GVNUAYG0SFG/sjaKiIFRtIymspOq4sSxYufQo8wIhKA7VxLZYV1ll/VhujD1mMmgCsitYmvcnI4ZBUGF95IkKkiKkn4RU1qF9ZJsnGKNIh2kBLbAlAEPnN/P1++5wFYR43NHYZr0t3dnIHexi8vxtCqQV4YK7wS+CMBYzpYZz7Va9dkgkFJK7rzzTt71rnfxDx/6TXhIMnj5AiqsCJMMul38nmXaV55DhRV3jhPGZcSwiImCijjJEdKjlEEqh3UKNVEJl2U4/X6q3+XMOOLG7oBQG3RgsKZuqVoveWTQ4PTIM7aO2UihpKdygn6lWCtqAhDI2tqmoyIO6pTDLc/BxoC5Vp8wLGtiEpUobXFOcoNT7GukFFYR6ycS+nJSeRqbgFJJzgzvYX90mESbqccigPOC3ARkkw04kJaWq9uozkm8EzTtNjrNCaOSqD0kHCVI6ciKiIVRi3ioOTkybBSCxVhxbDTijDqJx7E6/ly9juI01zbexJVimUMNxVzkJ36Y9bXMraBfSbYrCETtIxkI0LL+gKkFRYKt0rNZVWwxpCdrJwBLxZY5S242sXZAqOdIgwVacpHCDylNnW0rhETJNmm4REstEpKw7VZRIiASTQx1pXKvu5KGj0gJaCQHeUVwI+erUwzcFkNTsS+a55r0Cq5qGQ63+jSjc7UJcVjPehV5RFmGtZG8dGhtkdKiQ4MQjijNCaKKJMmZGycsj1NKW8/JhtpgrMIXEVUVUBlNJuoxjhPri4xH9Ryqm4inAllbQk1HDiZjEUrKacXcOomUtU2KmFSZk7DgDXuaSH0771g5zsj36CjQYoZvmnkpRxsznM0kn+9FPCQ+M7FvEtQio7rN/7XgmflCwIuVQP7yL/8yrVaL/+U2idyfQFHwyENX0a803cDQier3UxhW5GWIFJ40LEiTfDpiIYSncpLZMKBfKRai2npKCVcfhifasEAbIlkirEF3BfEox07mx4PJ+M2OA0UxaYVL6ZDKEUT1a9R5QcdorJNUTlFaxb0nr+TqxRVGWx2askd/q8NWEbO1NseexoDqXBtNxDgfPa1rUxtRPMMW9q4OexcvYDy9GchQYPMIl4X4rT575xwv33/nc7m+Zy1/9D//5/9MWZacO3eOz33uczzyplcxt+8C+uJpxKzEp030wVWa0Tn2D1O2NmbR/RaBNuigQocGpQ3OSnRQMR40MUZhKo21irwMCaTj6taYaxdXUNpijWI4ThkXEYXRrGaCwjkOpIprWgW5lfSq+vZe6ZmNBF1dW9AcSBUNDYtxxd7Wdt2C0RalLUFUEiQFrQk5jQcl68M2jbAg0pc2yrwKyUzAyjjBhZYlfyuHmxtYX880Rrqi2xxSGU1hAh7cmuHEsDbuvaZVsL85oBNnpLagHMcI4VBRhQrrqpietEOV8GwUnnvF/XT8AlW2xDE+zfboEVrxEVrRAWLVYY87xEvSWeYiz0xomA0vrXVkFL1KMzCwmlsCIWhoyUJcK60LJzATM/LcOsa+ZKRG5AzZLB57wnwjQF6tUJgLZMEeCrM1nXn03uF8iRYRDbokLiUVLUIfkLp6YF8haaq6mhkrSUMLGgFcExyioa8gkNDSlkQbZsOC0irWRi2cr22DrBO1gTK1uChWlkZQkQYlzTAnDstpSgZAXoZUVk3U+fX3cVn76NXpRAGZSoiBx/ttssyTGTlpB3pCWX9PlK2tnJR9gh3UjpjATyrSO1YnUngiXfGm/Yv8wA0x3gmUcuigIkrPE6aPUQxT+lsdNrev4NHNOzg7Svm/Tv8hG/YMbbWXnj1HHO4nL88+4/foixk7BNL753Zm/KuJhx9+mN/4jd/gexdu44avexCyEnNecWZ7hrmwYiYqmE2HNJOMYJIMk/qCdnNEmoxJ4oyiiNDKYqzieuE4P24ghae0CiHqbspOPT0KKhrpGF1mBF1P6ArKMpyOaOzMcIfKspknxLpCa4OSFiFqIhmG9TxmpCswMCwjfuvxNv84HdLpbuOsIk5yVvOQ9V6X9azB4MwSgQgx1lAUxe74xi52McGXTSAvnl6htRBgygBdBgw/fRUX10/yyXOfes4W573HGIPWTyuy+ykxNzfHm9/8Zt761rfS7/f55GPX8FKrCDtD4mscXgX4pUVU1KM7PEuYZoQXFgAQshbDID3Ce7AQN8bYSpNnMcZoRnlMrwy5otUnTTKE8JRlyDBPppVADxxIJVe3KtphSZnHbBSC02NDIAShVLS0I5AOLTShqvOxy+kGOaletUcIZQnTgOakJVlUAY24bhUVE1GF9ZK1PGE1D7hCRxwNY26a3azzwYOSbnPIzPwmZiLo6fa7/OVwxGfGv81bih/j5dO/g6DMIqR0eKvASZyVSFVXEBJt+Lw9zcrw46jma6jcAnvktdyavIIDcb3ZWg97E2hoR6xqdXWvrA8GlRcMKkm/FBQWIlkbfweyVnHX04j1v4fGMXYWIywN16BJizBKWfFuWmW89Ppx5NUFlExReo5ANYhUm4acY9HtY841iJVC74hzRJ2zI4WY+mHWPpaQao+g/h7L2qcyEJ6NIkaVntLVCvDcSUZGslXU9ku9ypFbiyWkq7scaAj2JYZ2YIiVRQrP2GjyydjBjpGylnX1pfKCYaUZqoCXAuezADvxdFJCoKSftPZ3bFBqe6hgUo2JncW6J1Yiv9ifVCuLqTRSuinRVNqgkoIkMISNjEarJgJ7ejO81XwTnxsc4/29Wgx1JHjFbiXyr4GU9d/XOYdS6nlezbODf/7P/zl79+7lF1+do68Gd9Gx9cDVbBYxobLMxBlpnBPHOXrS9YjDkkZjRBgXtV9jYFCT90GclWhZt6x3DjnWS3Ag8BRVQCcwKFsgE0EYFwTjGFVE9QFb1tV+gSczQf26Nppw0hXYec0D08PbnlaPgU0oqgDvBeNeC2s0uRWsDLokuiIfpaSq3oMHg8EugdzFLib4spnZ5kaPaP4AxdAz7rX4wqNHuOfCQzyXLWzn6jf5s0EgAW655Ra89zz44IM8Mmiwb2Oe9tlt4hMPovZk+GYL32wQXrFRq1yNJhs0KLN6wwikx1k1nXl0TlEUEYNxymcu7KEbVrSjnLKsBQ2V0TTjrG5LFjEvmW3QDko6UTGxxBFczD3HxCPcJo4SK+iGFQ1tCOUkdk6b6Ye/c2rq9Se0JWoP0WGFkJ68iCYiiZIwLJ9g56KFJ21IFpMhrSirSV9U0GoPCOOCMC6wRnHjwirfMj7E8uaPEivYKAOCcYNGULLdb2NsvRmrscFUAVUVMMpjSiu5lv2UzW+g4+fZF4fcEu2hHThaQUXhJLmVpMrVxulMu1JYX6fl1M+1/lpCTohR3eIvHYwMVJP9PxCS1EWEQpIozbJvcW10JeOgoieHGAylyBAoIh/jcEgkoQ+IfUTDBTSUpqElwSQlR1Art9UkFWNnfVpCrOrYSYeYelPu2AgZV9v87IwDSGr/ymZQV0xjK1ixYz6bvwvnxuhRl5eGb6IrIxIV4fEYX5ubK1En9ezkh2fWs10ZCl8RJp6XAieHDlF6AimIJGhZE+1IgvcaLT2RrDPFYyenfqP1ddaEytRtQy6JE3bmYIG6de4FrC7VhNJNqkCT55ebgNlA87eXruP9vY8DlsDtWCPtekl+KeyQxhcLgfzUpz7Ff//v/52/u/gNHHjDJ0AmVCtdVs7tqQ9aytCKMuKoIAgqjNVTc+8wLoiatYDOVRqpLGFUEvRr4Zf3gsIEDIsYZN3hKExAW46xRiFNybjs0JX+CaRwx64KYAFBI6rnH6VyOFvvnWUZTmfScxOQhgU/f9sqM60B3gl0VFHkETd1BzzQa3OkNarHkHyAFJLBYMD8/Pzzccl3sYsXHL5sZpaVOYGP2VxPeejCXjaqTYbGfpF1ybOLHduLZ2vDvfbaaxFCcNddr2SxcSeRvJ00LEi+MKQxOoe8VoNU+D2LBFwkzepq3eqZvRRbM8zN1Cq8ei4toCwDVrdnWM9SZqOShWRMKxlPf18YVHTa9eB1MmpwPXUKgpKOrbVlSieZCQW35Uc52JAsRIb5OGc2GTFvAkpbG+k66spRVWmktPWmGxhkYBDaElvJTBlMbSmUNtjL2jrWSQotaKvRpJ1kSJKcpDVCpzlSOeZaY8K44PVWcetsi8IqRpNZoTODTq3AtopoxxTdaIoqoJc1eGC7xdCVNESXGddiIYaDjXJqwZEoB0E9EJ9PDMFTXX8wWC8wXkwrb+GkBQW1pUfpJLlVjK2cZmBXXmG9ms4A7hxinNdYn0yvv/eTTCLPtEpXt3vrw0Ag6jXsrFNORDqXqh8TFShM17ozbxhOKhgepuvfwQ65LJzEOsFNtsXXl/+AgamFP7n1rFUlx91JTgw/8ITXqBThNOP8cizENwJv4IzbRpSSAEUkFKFUBEIQK0koxZRYJlqRKk2iHQ1tSVVQx8FN0nz05INZSYfE4xAYq9DK1gruSRycdZLCBFRO1URzUiltBSU7HpnHi08hRIT3f7XS/W8yLq9Afq3De88/+Sf/hJtuuol/e/sFdvy1Lh4/xP2r++hVmkZQEWqDdfWBpCxDSqNpN4eEaYYKK1RS4IoQoSx20gWJk3zqaOEmhx4/EfcBOKdQpoRIoQqD0jsKaz8VywS6IpqIz3ZEaKbSdadonDIqYtbHDbLJHntgZqMWvIWT7GxtmIlzmllCvwzZ7rf50EVFGkRP20x8N4lmFy9mfNkEMq8ybNlmexSxMk75VP8UALfddttztjhjDEKI6eb7TJGmKYcPH+bxx0/gcTzUV+xfXyJ5pGBPFjGbPIJYauLmF2HPIpG5QDA7oMwjNtfm2Op1J4rYumKTlRFr4wa9MqSh6/hCYxXxpAoYBIa0PUQqR9zISNPx1BMyM/WQ+dxMrQ9uaUMjqJhPhyRhQagMw7JWCgbU5M0YjdIWk9fCHd2sIxZlYOoYLisR0iOVoxim6MBMSYENoRmMSJMMY2siKib3DVpjVHuMbo65NioZbbcYDpuM8phREbORpfjJc1OyVpaXRlNOCGZuBZFQHGSBxUQzG1pal8UOxsqS6KoWdkwIWqjME5IhtLTTuUAhPM5JxmV0aS5w0pI3rm5r7dijOS55xu1UyYBJNGL9QwKmRElL94Q22VRUcpkIZSdD2jg1tQcBqJwknMx8RpdFpwHT37Wzhh0C6rygnDxObuvnUc97hlyZXcWCXWJNXWDkt5BCoQjI3Dbjam0aOwkwzB8D4HH3eZRq0mSOxKckNiYmIHGaQNQEckeVHitBrBSpUiTaE6ua+AbCEypHNCHsl5PIdCLEKq3GF3WWca8Mya3COMlMWLIvHTMT5/xPcz/GX/T/kserv2Q+vY218WeelffpixEvJgL5W7/1W7Xv4623svj6RyGJsScLjp8+xPksJlaOdljQaowmhxBFWdZjNUFQoeMSneaopMROnAGkcqiwoik9rtJE2wWNJKM3aDGe+EnuVMKlKXG63gN39jvv6sNeEJUkekyYxRR5NPWzraqA0ThlkCUIPFp6BkazmtePfU1UTASPCusU7XhMpDqEE5HPeTcg0RGDXTPxXexiii+LQBpjqJyhMC2g5Kb5i/zvJz4P1LOFzxV25h+fzaHz66+/nqNHj/Inf/JBft9sMLv1t2iFy2RFRNwd0lgaIMoCwhCxZxbVGNLZXCVujehfnKUoInqDFlkZcabfZTWLObatuaqtCJWlU4U04okxd1ARJAUqKWC7SaMzoCpCKhOwt1FbUCjhaEb5pfaONlNvv3EVMqoCup3NKYELrKQqwrraGBeIuETHZa2Ot+qSTcukdaSVpZuMWA8EaTgkigtEMWnDTmYQVSNH7dXIZJuWcoSbY+KtjOYoYTxOp0PnO9XT0ui6RU5N0koHDaVYiAXLsWMpKZiLM7R0BNKShsVUnbxDrndUyTsQslYGT2f1jCbNYswkis/YugJmL2vNT8naZSRyB26SRb5zuxRuqvrcGbbfIY5fDDcRm1xucbTz751Zq6kv3WUk+KkeB2ole2UVxqn64GEC+mXEviTgmnaCcYep3JXkrk7c2SjgPCVr4TarPM5W/ghQV36H+WNkWR2tqVWXOJilqw8Q0yTwIaEJKUXJ2A0ozZiQlK6bo+1TYqGJlZoIlASphm5Y55TH0hErx7AKCIuI0klGRrFeaM6Naz/Pbgg3dy2LE//QmQhyv4XF0JFLrD3pCuxiB0IIhBBf8wTyk5/8JD/yIz/Cdx+a54f//kPQasDWgLMfewlnhy1GRrE3yWlH9eyjsRpTafKJW0WYFDV5bOTIeDKbqO20EimjClcECGWJknofFf32VCgjhUeZAhcEdfelNWI8THGinskOk4KwOUYqizWaajLbWBQRgyzBOEU7GbN3clB637kZtsoZOnGGUhYd1EJJqA+BgfBsDNq0SUgareclzvDkyZNcf/31APz4j/84P/7jP/5VX8MudvFU+LII5M6pK6taKLlG2LjIptkGnp3K4JeCtfZZnxe64YYbePvb3473FUIEbBZwz0aXpeY22Vab5Owqcr7ELy7g2l1kWRId3ES3x6iwohymVFVAXoU0g5LFSaVrNQuIZYwSHRpR3RZOVEYxTEmTgni+h80iZGZpVAH7Z9enVa8oKqYKWXsZUYqUYS4d1t6PQTX1BfReYCuNLQNkccm6RyiLswG2CPBWoYOKdnOIc5INLYiCjEZnQFhcskUSO96AYYDoeAIGdXtcOYKkIM6yaZb3tNo2seNwhUBLy1Wtkv2pZDas6IQF7aiYqo131p2kWb3Bx3ntJaq+RBKMq8ljOY7RQYU1dUXAmroVtmPbMV3/ZFZ0hzhfTiSlckhxKVVHCI9SrlaTaztdgxA7Cu3asshNRELG1Ap7M6m07jz2DonUkySiy6/N5TNZO2S4VkLXj2mdpKwC5qqA0tbq99IqcqvJjGZoNIuxZjkOGZgF+uUCA3EHeVg/7jc2/gFhCIkSRBObox04au/MzEDhlumZih5jxmLEpjDTH9JeExhN6iMWw4h2IGloORUKAVzMBcdGI06o+7g4/jwH0q/jdnsVe5OARpAQq5BAeoZ+g0QvsWqOfam33C4mkFJ+TVv5nDlzhu/4ju/gqqDNf/mpPvqKJu7kkPLCDA+fPcDpUUInMHXgQZwRJgVk1EJDq6bJXUJ6RGAQoUVU9aiEDCwyKRCBxVcKlZQUG+2pmXiex9NkL2UqKnFpVCVOcrJx/d9C1U4RQVKgRxWjUad2pChDQm1IZEmnNSDPY+bMkFjN8NlNw55kgU46oinGWKdIo4K5KGe5OcB7wW2diIcHPK0KpMfjnrGNDxw6dIj3vvdLp0TtYhfPF74sAtnv9xFCMKpiBnlCZ/mrU2t4Lgjk9ddfz6lTp6Ynyf+2+Z84XL6B0l7FjZsLvL7UtPeukb68h1/eg5udR5YVKiyI2UT3c+bKgCgqGJ+PGE28E5X0nB0HxMqxuj1Dq8hwVhJFBWEjI1narOd+ogpXqTo6ced5GkWZRYyzdHrSDrWhoXJm2oMpcVTaEsY5blKVKwfpdB4SavJiiwBTRJhSUxUhxmqqSuNQSG+mCtsdsjSFlJDGiDBAyRERoOICPUqmLWVb1fNISl0iT0o6Drfq1IhkUqVMw4IkKkjTjCjJLlUFAoOKKoSyCO3gcsPrid+ktxJvFEo3sWVAmUc1Wb7sdbBTrZTqchJ4qf38xdXIKYGUHqkmrfvL7guXCKizEm/VNF1o57v3om6TyUtkVCo7JbCXr+GLMa2Y2poI15WRujpSTHweCxNQGk1mAnKjyZLaDDmzisIJfFi/Ll675FFVRXBZ1XOnVb6TDTwyisrBVhmylgesVAG5KFiTK2yb8xg3JivPIYSk6Y8wa69gwS3RJEZPKORpeYFHiw/iJn6gW/YMQ3eYzTIgyWJSbQnVkJ5d54bwNdyf/8VTPvddXMKzNYrzfGB9fZ1v//ZvJ4oifu8bEpKrNTjH6PE9rJ/ey4Obs6xmgiPNOkShmdYz1TvdkssPWOUgJZ0ZIPSESAaA9MiGBS0QRYUILKGr38tSOcJRiTWaIKqQVFSubj0rbQjjAlMFk/euxFW6JpFRSWk0wzzBOslsc0AcFaTNEc5J4qDk1pkxjw5C3n624LaFeOpi4ZxkZALayZh+lvKN+y7yP1bi3Rb2LnZxGb7sCmSoIh7c1qzky7wmqf3yPvrRD/8193xmeC480+6880601txyyy3smCEP/Qb/5vwH4Dz8fvh3uHhPyi2fPs8VV5xh/kfBz88jqlXUbI7q5MzN9ZkZx0T3F4xHdUVyBzuVqh3RSdZvs741w56LF+nuWQfpCFvj2kdxMgdkxhFmmBJtNynziLIIKYqonvmxkjyLabYHpHPbyKjEVRozjrFlgMlDis3OdKO1RuGsZDxO2Rq0eHhzgZHR7Edz/2NXcsRWzM1v1pXApJr4eka40wPkfIDvthFaoTsFansTcXoGGRhsFmHLoN7EbUloNHGSU+QRM+3+hFA5lLREaV5bbDQygmaGjCpkUoByiNAhIo/QE4fwL4bz4DzhaAufK9w4xmYh1SjBVRpXaYSyqMDWldJJ6o+YGLszEXmwY1Uj/RNI3uW3fzGBZfKBdTmZfcJjXo7LH8d96dfolMy6+oPNTQiyqzTW6Mk1VfWhwMpLZHXi1bnTTrNByMO8lm+69kFkWU0fe6c6a2z9tTOXWlk98dCrRx8qJ/HspXL7sU4gRC1SqryoiapRrBWaizk8Oh6z6c8gRYzSDSqzQT97iLt5mFPy2zi8vYdABJyqHsPjuSo+wnpoWB1+8q966/2Nx9dqC3tlZYW7jlzLyI25+9+0ueamGP/YFtmxBc4cP0JRBdy6cJGb5iSRrminY5rtISqsiBsZg34LJV19WCpCwkrjK413tq5Cag8BiEZYC3IawKhEyyEyMOg0Jxqm2GqSc68KVsfL6LjE5CFSXRIO5sO0PtiGFTqsaCQZwzzhdL9LqAzdzjbW6OmhOJCOuxYkkoSVYYc0Kuhntan/ah7Rbg7ZGjW5cvk8R3rJ89LC3sUuXqj4siuQ0msq73lsaDEnasJ06623Ppdre04sL44ePcpnP/tZXv3qV/Mv/sU/4xd+4V8xMmsEeo75+CgjExAryyBPuLi6yOKJv4CZDrQaiKCAyiBc3XrZSfTYsc7ZGeZ2TmFMbfFjhGdcRnz2sWvonD3AYqfH0r4VwkZek6FJRUvFBamyuLUZ8ixme9SglzV4vN8B4KVZwnx/i0arFuXUpuY1edghsWZiaF6YgO08YT1LuWczZS33fBeCi4OEVtVFCk+nu00i62SFapDiK01AD+l7EAQQRwhrUe1L6QtCepS7RF68E4TjBGv0ZBC+NjrXcYmOC1RU1SRN1tcFE4Az4CxEHoGbxMxcXgkVICRSW3xikekQmStUI8dlUS0g2vFMjMpaia4cYqLGZEIWp4Tyi6uCO4RS+idPYDimZNA78URi+EVVTXYqn9I/sZL7FPfxRoETSKvwpq5wukqjJtUSPyH9Xwzv5fTxKlUf2tqzPbQpphXknYrmTsRmWYbTudGdw4ydmIdPlz5RV+/MZlZWk1Uhy0XMRhGxnCRcOX4FfflyuqFkUHnWqpx12SN2ERWOvqs4bx5nTi3y2qWAdz/yyV37nr8GQgi8f2Ytza82Tp06xZ3X3ISOR3zof1EcPdpC9HuUp1pkG52pf2ISlDgvaKdjkjQjbo1QSUEItTJ6x5vWKGwZ4CsNrqjfgwJEKEFP9nrn6v8uLSI0qLDCBWbSubBISjKC6SFOqtr/EW2QytaHsCLElAHN9pCqCuhlKeOy7vJI4RiOU7YnGdqLUUnpJJnRT/BL7QYGYzXjKkRpSzweP70Wtgf3DP/eu0k0u3gh48uuQDbjBnsSwSeGx4iz+m7NZvM5XZxz7jlJbbjpppvodrvTzdy6gspssDL8OH9w5hYWY8GRIiTYmmPujzdZfv39sGeubu5JiWzkiCBn5ooVkl6LYpjU9jmBwTuBqWrDdTdRDQrhWR2nnBw0CbfmuLMMWVpcI4wL4vZoWlV0lWY0aNIbtNgYNzk7bPHOs5bbuwkHB53aBHpzhjgs6Xa2J3F4dQWuqAJWerNTxe9jgya9UrGaeXLnQMKn1yWlmWdQxlxhNHNWEjcyVFQrpMVmE1VmyFaGaNZkQM1XyKSHGkXYcYQ3qjYTn0BFFbYIcEZfag1PLIamVbrL4QW+VCBtTeZwNWnc+dqBFIhYQeiRkUPGY1xeoIr6w8cbWd9f27oNplzdFtcTgrgT3fyEF9TkNnnpd9S3X75GPzEu/qL7ffE+vnMJ5JdwQt0xvPTgjamrm0bWa7eyFgxYhQvMtOI5rZTKL6pSOYkS9d8jnhmgq4loygv85AN5p9W+87qzRmOtnPqBKmVRE9K7k6i0U70sy5BxEU3seyyhjElUwLCSdEPLwEg6WUKUKTYZ02NMT67Ts+e4Jb2NdrBLHL8cfK0RyEceeYTXve51REHJn/2rJldcNYMYj/Dn+2w8chNbGzMkk/ntHR/ROM6nYzsyqA/ZaWM8tcYyVtfV9iJAlqp+z6rJNTG2fk86D0pB6OquhXaouKj3HelQVIx9cGlvkXUqljX1gdx7iS3r90IQlURRQSvKGZYR670OzktyE3B+2GI1j9g7SZ5paDO1DrJeMBfllGXAVhGjlWF2rr1bgdzFLi7Dl00gExXigbX8OPdUFd/5nd/5HC+tJpDPxdyQMYbx+JJf4+UxeMtJnYYysoqWsDz0+GEa92zTfukZmGlBHIGUiLIiXNxCRiU6bmLG8aT6Jeuc6smGutPCVMJTeUFWaj50+hAzF/ZyVXeTQ3vPETdqs3FnJeMsoZ+l/3/2/jxctrQu78Y/z7CmmvZ05tOn+/Tp8UCDzKAIIk4MCuJEBjUoiaC8SUxM3iSavDHXG/LG3xVff29+ir7GYCS54ogEBcUBRURomcduoOfTZ95nT7Wrak3P8PvjWWvt2qcb6QZOT+xvX33ts2tXrXpqrapV97q/9/e+OTUZcud2wkSssxglWC8p6phLeZ/CaIaXDnLToTOsHLiE1pY0rljqTZiWKZM66QyvUyXIrUdKQWksd25H5HYUIvLKhAPL6x1jaGcp3kpUXSLzChE7SAQi86gktO99JXFl04Kqgv7S93frDlu9Yff6jQogT1sQHqFdwwIKvKMBcKF1HVrbHiIddJmE4SBii0wcmAIs+GrufaE9QnnQDZMhZXh8W86Dd7uB4oOCx8uq/ZtrB3V2/iT0ZbBRXva783jTvCbh8ZYAljHh/SM83jpEy1g6scOetu31hmn1TtCOt+isQCdFAPJeBBZbW2Tb3hc+mC1Lh2yiLuc1o0AjddAoa7GyyWpvNGGDxjIpt8Ge6YbRNqXVrMQpozjm3onmgpmxxXk8ljV7Bs8tX3gf7lVXjycAee+993LLTU/j+GLNH/8bOHr9EgD+7Jjq3ALWKAaDSfdZn077lM1wXssCCqNQSU02nCKV7aQ+zkpsGaFa1l17qBxCWkCFD5qQCEkjealQ0LH3UtaUQoXuTaNr1k28apsaJlU49+i4JklLsqgir2NOjxeZWc3UaM7MYm5dz/nha4OO+P5ZypO8YJTOOLW1zFJacGp9Hz1dM532WYw39jSQe7VXc/WQW9i6htKCFIrT5Tne9JrXXOGlXTkA+Uu/9Eusrq7ynd/5nbzxjT+z62+3jSsOJTGFFdw/jbht6wh/ffEgP2LezfC606h9NWKYghTIvkHZHDlLiRcmeKOo8xTRtHPjuMZaRaJrIulIpKewkt89v83Hi9/l27If5Pu3R1w12uwmrYsq5FdvVZq1Eq5Wi+xLA8MzrWNu3xwyNZKlJOXowjqjMibtz9ANC6SVJR9HHEhLpPBEUjMsNUpJDsSKmYP7Z4qtepHl8ZBb8j5P0pb+wjbe5Oi2hWslIjLIygRgJj0oEJlDZRXYCm8Cm+ithIaZbFu/nZbQNNGHzf4VOgyxiNoiKtu1kjvAaTxIixg0TIRW3f9CWbAWjIPI7bj0ygbQxSq037UC3QBQ5+b+bwGh2/mpeCCIvBxcNshRfCGw2bTdu7ocrHrAhJZ/1wqXHkFgXFp2Zr4FD4Q2uQvMrGherFAuxGlqC0aFQaD29WFQPjCZzrpuyOfBhn5avSyAqH2waopqjFNkJiJRER440J9QN/ZF1veYGsXWNKJ0E/arExRu/cH3yV49oB4vAHJ9fZ1nXP8MliPJe/5Tj/3X7gNjEJNtivuXKTeHXeejS7sqEqxSIbJQOWwZdTpvnVahzZ2FgSxn5U4bGwOVD59tM3eFJkNnQkiHUA6UxRuJTGqUqJh6djTDTiB16EKEJxA4CzquO0uwQZazmfe5d9rn9FRxqfT8QfEHjKIjFPZmJJ57JoGt76cFW6sxxxfX+MP7jvOCQ+cR0rOY1tz5MBnIL7cF/dh/t+zVV3M9ZAZyIcuoHGgRrjKf97znfZFHPTZrdXWVf/Nv/g2vfe1redazntXdfvXgGzlffJq+0jx1yXAu1/yv2V9zxF/P+WKJ6299Dgc/fZKvedbHGT7zHAx7iJFFURHlM2wR4xrGqP2SbnOFpfD0o7qJlIP9YoBA84fTX+Yz934jJ/0NPGVBczir6WnL+TzmoxswtRVPHoX9Pa7iJh1GciA1XNWf0U8LVBTSGKR0LChHFNVMimxn6hGoXbjyn9SOrcohENy+XXKfOsW3TG5EK8vR6RqLS5v07JjIC7QLDAJGIWKDVw6Z2iB2b9g3IQW+MmDA16FFi5W4PMGXUTc00g6QeCcCW6bcjp6paT/LyCBi07Ws0M2kdsNGdCXD8I3ANQxfuNkbj5AOhO2Yy3B/ufOzA1pzf798qOFyPabzO8/ftq1bKnKeoWzbzuKyCx7Dbo2k8OEu0ob90d7c/pwDkOFxEqzottHqN4UDtA1f4DLsz2CHYjpN5byGcr46b8xGYhDNtaCVdEjhqZ3kj89FfPs1IckolpZRZLiqJ4CEU7MbOFu+h6f3bkBf3nLfqwetxwOALIqCV77ylQi1zR+/bsD+Ywt4HSHHW/i1Cd7ub+y4QuqQqaJd5zsdGXRcoyLbyXJafa9qvBfDRY/EV83Xj5N46QHXSFtCJ8Gb9gJO7MhmZLDhcsIHFn6OZfc2WHJ5KcO5qFmfae6z1Jtw0mi26yXumNRMy3spzSZ3T54WrNgKw/pswIrwHMxmLC9sceNowjUHzyOEZxiZPQZyr/Zqrh4yA9kTktrRaRIf6yfCL1RvfOMb8d7zH/7Df+hu6yVX88L4JJvcSCQE+5OKz21pVqcfYZWPcKp3C6t3PIOeOMjrJi/gZb0/Ib1hHXFwCSEmyHWDnaXdlXVry1PkKWUdrsT39yYsJAWl0ZRukfrC3+I2+Wm23Sr3yAEf2zrPxbMfAmCY3sAJ+Qye2VvhWC9Y71woEu7a1oxrWEoCKG2NrYVwCAXKi5BVLV2Q+olw/Vu5cCUbSUGmZJAbGsH90/fyDiYcvvB0ThYZ11cxK1VML58Q93fixmRkUGmFl2Vzgm5ApBSN+N2HNnJtcQUgXdDjFTGmCIMv+aSHdarxvgw+jDqu0VGNjMK/ZdIkVKQVSud45wPr17ARQDel7Y3vgGurLxTaIeIKkjpMdGr9QIA4z0S2AHG+N215IJu46/F+5//LS4rwiTIOX7kd7aS7bCinBfdq5wvywSqAxQZoy/CFLZIaqerwmpvjL5XrvqiF8PjIIJsWd9vWc7XGFPGOHVHzntFxjVSWKKlJbUGvjkimNdZJfn/7f/CT6iVUVpMo26UtVS4i3dYUfso1yTGiPQD5hKkf+7Ef4wPv+wB/+poRT/oGcHGCMDV+bRtzboAtI2wdLlCkcl0LWSpHmpSkg+CXKyODKWJsFYUcaieIkmAcHrKpw7lS2qaz4ATC1J2OGefAgptpXBnh6tDJ8GXjq4rDFkkXhuC9b+IQXdBANs4GUtnuczDIchaqBOuXuUueah5nODWFkwue28UdfHrjBr55YYNr913k0HWn+JZ9G5hKo2PDYGL3AORe7dVcPWQGMhUanSqGfoiRGaPRiLq+suJ5ay3Oua/o8/R6PbTW/MZv/AbXXXcdt932Sf6Pb3gTT1qGwkWcmwlyneATRb+/hHMFhb+LT3AXwgs+df8J/n/vfhk3f+osN/3QxyEd4UYzvAUvFPUkpXYxlYzxqSZOPakoWVQzlHI4L9i/MeP48gr3TJ7JOy5tE3vNi3rH2X/4uSxFlkFkiaWjH00A2K5j6koiKsUH/Ee5f3w9z/bLpD1PVtT0+kHPaZ2iVjEylVivEUKB0/QbQHSWgnNqjVKUXEzuJPGKLfsJPpM/kyhdQE0lueixWE/IioIoqoiyKgCMXk5c5KjRDDmowINQbbs7gDlXKqg1tk4wJqMyGaZOqOqY7TJEkrUTwkJ4Im3oxSVx0kQ/xhVxryTq5aRyE+IAnkQcsrRDsDVd6xwn8bXCVxrbAHUhfLANWpghIhfe4bI1AIcdGrFZt5u7bZ48fBBNY9cyd+CtADM3sQ2NtyXdNHcHGp0EM8+KfqFW+NztlzGHhjCFbVwvLFSCFwKPCmuNQOCDh2UV4fyORtI19icicbtYSe8FxAQdphdIB5GzDHszSDT/7emvxUarOB+T6WAsv+hqRmXGUr5JXwwZZddw3kKWZVf8fPB4L+99SPV6jO6nd73rXfzGb/wG/+6Zt/C8l5ylXDmEyAvEdIa5sES+ukK+NQjvIUAJg4wsxicYlVDbmMIOkbUlzbbxqaCsRtQ+wSuJ8wpbK6SzeCHBCKSwzefaoWwVJBdZCU2suq8ibJF2A2MhRCGl1CWzcgHb+PB6B3UVd8kzIQwgvO8vbS+wUfTY19tmyw9YR3EwOcR5m/ENvb9LLQVJJnnJ4i24yFLKjEGas3bxKgA+dc8JbjxyBlFeYjx56C3sr4yR+OOTqNmrr44S/iFQiT/5kz/Jh9/x57zh//yXj8Sa9mqv9mqv9mqvHlN16/vfz5+8+918+MNfPPP9P//n/8y/+yf/NyeTb/mynvOcuY0nfdvyXhLNXj0m6yExkMPhkPLCGr/9+r/gj2a/z7Hrhvz1X//1lV4bp0+f5vTp01dEb2mt5ezZs9xzzz386q/+Ku95z3v4i7/4C57/zFfyioWvoy8H3DO1/PHkVx/w2G/o/SAH4pjX3nw/T//GD6D3T7BrfUyeUGyMqGcpdRlRVTFaG6K4Ju4VQeTtBMV2j+m0z6xIWd8eUljNat7nk5spv3LxV3hK77s4Khd42pJgoC3ni4iZgbunFR92f0VpNvi6+Nv5+n2aE8MpJ5ZXiZRBq6BXm5UpW3mPSR1zbtbjYql55n98IT/xE/+cCxcv7notWg05mXwLx9UiN4wEB9KaQ1nOMC7JoppYN3Y+0pFGFb1+TjaYhsntpETFO1GKrlaYMsYZjSlj6jIizzPKMmZ9MmJaR2zXCbM6oppj2ByQSN+wrhXDuOTgaJMoNsRxRRKX6KTu2mXQRB7WEabSlGVCWSRUVlM3Xm5xVJNGNVlvRpKVJIMp8TBHJSUyeSADdPkUOa1XJDQs4o4OyzsRptD9zrBQV007V7Zt3blp6vZvoplEn/89/H3HlLy1LGn/ZmTKe276f3jhJ/8Zqq6D3nZuSjs8Ru7k+BqFtXrHDH3+ebq1huezJtzPe4GpNMZETCY9zm8tETf7O1IGJR2RNnx2e4vXf+yDPCP9ZrQ4woKM+ZPpf2Nra+0B+3Wvduo973kPt9xyC/v27Xu0l/KAet3rXsfbf+t3+cOXXcctL7obcfMRMAbOXMStxqx+8nrGWyPObSwz6s3oxSVSO4ZN1F9RpDgnuzz70eKYqJfjrWK2NQh59kZTV8H423lJpMNnWkmLamQUKq5RUfjZnkvaFrh3kqqIWb3pWfzuLOYHPvsJ8ioOXQc80zLljo193DtN2SjDZ2K99HzT4YJYOoyTnJ4lvHNti8THPGPU50hmuGOsWUnhcFZRW0miHLmVfGJD813XbHJu1uNtZxw37b+D4eHho3yk9mqvHjv1kADkaDSiqHIMls3pKtfqJaIo+uIP/DJLKYWU8oo8VxRFnDhxghMnTvDpT3+at771rXzXd30XF7Y+w3/dvp3v+I7v4A1veANv/9Zf4HKnv4/ID3Ny9jX85T0HObJwnKuecTuyrtHWo6sUW0lkBS6PqFDIxCCEbewtFLKuSZihdUncKzBWsSB6rIgeQ/cazswEH52t8vF8C4D99iDXxAP2KcWrkxey1UrtCouNLJOtCCUVw2xGbSTGeFzhMJWDylDNJAIoK0ee5wgEveQaFqNjpPQZ5BnbomZLamwRTHgnWpKqCC0dHoHAk2pDrEYspDOkdCRRzWAwJc2KxjrDddFlVRlRlgmbkx55HbM6S6icYqtWTI0gn2vpGg897ekrz0SG517biomkI5aWSDqUdCS6Josq4qhGK0ttdGecPq1jjFOUDcjrRxX9qGKhJxj2gdwicoeLJTKKOq/Ky30t50HbvEl420Kb92oUgHBtz3r341srnm5b2nZ3E8ohsGGaur1ft91mO7rVTc4l5ACaHEWFs3q3f6R0ICXOy6bVp4JxuZcdiJwHqkKEaW7vBRqF9RpTaUQJttC4wjES292aFQ7lHakqeOOnP8Q1KuJ6cTW/tv7/NvvnsdmWfayV1voROXc+nPr93/99fvVXf5X/4+an8LTnfA6ecT3Ch3OHsDOscyRyijIpW9saUcVUkUBLS2xDJKutwViBksGEu0ITedBxQTVewNrQfp7mGmMTtssMJcLnWitLLy7p9/IOVGplcE5R1xpjNLoZwBlPBmwcHGLVjFNnlzBOMohL0qhC+pq4rlCl5tQGvKd+NyfF8/j2/R4tHet5j+2Z59OT9/Gq/stY9DWxMRyUcPe6oLcgKCyMa8VmBZ8sz/O3DfStJC4TDIbRaPRoHqq92qvHVD1kBtLGjvHUIBF86ENfnML/StSVMBF/sErTlKIo+PznPw8ofuEXfp5f+IVf4Fu/9VubezRxCQ2QXJ1+hE19L7fkr+aDd95AVcUcf+anu0EGpS3eGwZqgtIGHRviXt6ACEk6mnbsk6s1dZ5S5Ql1FXN8ZdgliMgGOHl/lspoijoOiQomwjiJEo5+VFOYRvfTmOBKPJeKjM0qZqtWbNYhFeG67EXs6xf0XUZPxKQovPfEzWANQOUEG6WmspJYadJmnR7QdWAXLuU9KquwXnC4N2WY5sTKkCXlnGGwoqwjZlXCpE5YrxJyoyicZGoEtRNYD0qA9cGHrbICJTzjWqHnfCRD3J4gVZ6esqwkFT1dY72ksoqp0WzWmtwE78JMe45kJaPG+21SZCzkU/qzjCiq0ZHpptdDclA4Zm1OttKmS7aZjzacT4uRc0k080yit7r5mw0+dvNA8gtpHy+vDsCCb93P24c2oFIID8oio93m47KJv/RGIZQOmshaddpHMWflI4Tv/CXbC4DWMzJuvrBblrVlVMe15fPjGf/Xk5/KUXLuyX+Y9+Zvfmiva68esXPaQy3vPT/xEz/BieRq/rcXVKgDFpP2Efk2wln8VGInGeONBS5sLvGJjQVG0YBUORYb26dBmpM0k/xb0z7WyxCrWUVkvby7oNrYGnLv1jLTOuLeacJAO2LpiaRnKa5YSfNgeaYsdXNRV5oIR/DRlcKTm4jNfIDrbfOh1RUOZRUndLigdE6ylBSsVDE3DGPObD6bq6MBhc2xRiCBVHn+4f6X0tOOpbgmkY5RJFmINLUTOA+bFZwtKp7b30+qz7IvzXnuvowLcc5wePRh7d89DeRePZHrIQPI3NXk3j5wKvUKlpTyEcmOHQ5DW+JNb3oTP/RDPwSEls6f/dmf8a//9b/m1ltv5UUvehFvfOMbef7zvwEA50p+e/LXfHT8ZE6eewr/35vupppmAKG9G9chszkJE4nJ8hiRVcEKJ2m+RIzHTRVu1uRR15rlIt4VbWerCFNHVHnCdNrHe0HPVs0kokAJ1wGpSZVQGE3lFKtFwnoVQF5pwTvPLelBTG9GJMJAifeB/TPNwHAqw89tIymdQArFUDti2Z4GQ17yzAimBlZLx/F+Rl97DqaGxbhiIS4buyLZGFIr1quI7Tq8nkR6rAtg0PoAyUsr8B6mRqBEyGnu63DcCyswDdh0HmZGU1iJEGGoJLwGgW1A5raBbSOwPmEUaZZNxMhETMqU3nTAKJvRywriuEIr0/kk1mXcsXmyYQRbUCVVsA6ZB162mR6VOIScB5S7bYrEPNB8sGoB+nwSjRcPYB+9C1+ozmiEtd065rfRgUrpcIBowJ+QEm/ZBWBbc3Lvd7K3AZS2xHHw+ItdSKuZZ2GrWpBIyZ2zMV97eIMnD4/x3vyLfcL2CgJYe6wByI997GPccccd/J39ryRb+SD0wzlMzCaI9XWqtSGz1SXOXNrPx1cPsFEKIiEbR4iYb/WCY8Mt9g3DcMnabEBpFXI6JN0yXLPvIv3+jFhUsDVirUw4l0f82ubH2KruZzG+hpQBJ7mW6wZ9FmNPqhyVFUTSMzES6wU95VASZkbQKzUmNty2JTicQT8pGGR5uGg1Ef28xyjSPKO/SO1gs4oonKSwwUbtptEM4wXLSYnz4aJ1vVIMtSVVjkRqluKYG4YVSSPhuWE44ayu9hjIvdqruXrILexpnvMtBzV/eZ/54g/4CpUQ4hEBkN/xHd/BO9/5Tl72spfteu5v+qZv4sUvfjHvfOc7+amf+ime//zn8+pXv5rf/M3fIdYLTOrzfNDczm0c49/cd5hsMKO3f4OonyP7BWpUQSwQWYTft4JPMzwgqhKqElFVqKpGXMyRaYWvNXKSYYoYUcaYIqYqgp6yLBNqo3FeYP1OzrEhgMTahZ+50RRWUTnRsIqexTjY1Rzugcsc0RyQqJ1gaiRTA7UPbCBAFAZ9iaUjVju2QIUNWYDWC/Yn4YRcWsFmpShdwnYdNexiYA4rKyidQDeg1XpB6aD2AiUglp6F2CFFYBlaQBhJjxKengrPa7wgkZ7ahRN+biXGC6qGNbBeoKRnJQmspsSTG8lUapTwzX4LgKo2mjiqO9ZkV060Csyj0hatAnsMBqWb1nTD4LWArwWgwI63ZQcgw88Hrcta1949EDS2zKe3Et98VL3d8b6jaYsL5A4QbTWZc/87q3a0lQ3rPF+tyXgo02Wau7kWecvG9ozm719/lP9y5ym+aelGru5btBohRLTXxv4idaWiWb/U8t7zzGc+i4iUb9q3HN5X0xyZbyMuXcJdqjCTRaYbIz67vo+7JhHvnN3OjZPr+Iy8jY3yHp5efgdLSUKSZ0TKslGmrJUxxguO9WZc3FpknxdEkaGfFhwfbNPXGd9rnsE7JiPunfwJHs89AJOdtV01+Aaexs1Ybym965Qdd8lTvMDlZHXEbWadr7PL2FYL7AW1VRRNd0QA98wKVpKUWHrGteDGUbjItV7Si6ogHxrmbFYRy0nFvjTnYKbR0nNwsEU/LSi3I46OtpheWOPocE8DuVd71dZDZiCnHo5mBdY9cnTDI8lAzoPH+RJC8O3f/u287GUv4y1veQs/9EM/xC/+4i/y+te/HiGClmmcf473fvbv8S3P+Ai96y4gjozwo4PYhX14HXf/IxU4i5qsI/NtmE0RTBEyDwyfE535rqmijoWUyqEjQ+wlsTJBY+QVlQ2t5sLqxglDUjVX2oWVDXgL3U/vPFoJUJ6eco3wPABIRwv2AiMJkCnRtVIrK0MMo5GsV6HdbT0kEg6kDi08QtBtzzbATkvPKGryl2V4vpmVGB90kC3wi2T4MlMKtPSkomnvNybsSkDpBOCb+3u09Gg8qYJIeGLlGGhDpueGerwgbfKdZfNarJPMqiTsVxESWFr2MBzvAB5Dq7tGxyb42rX3e5B8bzEHBjuQGTfJGH+DR+I8eMQFrWLQZMoOJLaA0BAM5W0ZGMgdzaTH+xCJ6NnRanqrcLUO7esmraN9TtEl+MxpIl1oYwez65CkpJosY9W1s4O/3huefIDfOXWRXz71SV5/5DAvSr6PP539yhd8nXu1U48VALm9vc3rX/96wPPS5W/gQBZ8c/zUIWYT/FaJXR9QzxLGWyPedS7indP/xpHes/msvIMD7hhPjW/hUqHZn6RYLxnFBYVV3D+LWCtBi4zCahJd008LFkbbXKcNB/OMxXiZQ9m1vMP+IJtyTOxjDjBifxIxjGAx9h07COGCeLuGOL+Wg8nVrJs7qUXFVq0o6pja7HyV5VZyeiq4UFo+yQc4OvtGDmWCQ5njUJYziEsqq4mkZVwmJLrm5NIGS70JWVJSVDEH910izkqKaY/1yZB9oy2KyaDrVj2U8uwl0ezVE7seOoAsC65busSSupoNe+pKrwt45ADkQykpJa95zWt43/vex7/6V//qAVng7zjTox89lRdoy+jqc6jheVT//tCjjQXi4BJueT+2v4hZPIQYLKM3LyBN3aS7OHy90yKdr/kkE9FogVRzH4forrgDExl+tiEtLaPonUeoANrqjp2Eurl6T5UnlqGV3D6mbLaVKofCUzlJIiHTnqXYk0jPoaxAS9dplFrQ162XoLMLrXVJ1a6vaZv3dWALI+mJhG/AYQCl4fEB6GWqBZOKvjbhNm2IpW3MyX23Bt3c5rxASUesDJEOU8Ttvo21IYrqLo1FyGa/aoOULpicx81UaByE/ZezifOT2+FN4kLbWreaR7cTrzY3YR0evOMh6WsdQN9ccsflANI2CVC2ipCuAZCNmXP73G3iT4h4U7g6mCm3vpvt+2enFb/z2fK+YTsve03dvtGh3a+dYFkn/KuvOcqP//XdvPLgXbz08FP407vYqy9SVyqa9eHWmTNnePGLX8zZs2f5toVv42TvRi7mOWaW4qYRqshxtcDMElZPH+a+Swd4x+RXuKX3Kv7ugSWqRsfc6pLP5CmrZcxClDIziqmBzcpSNxGmSVSTpQVJlqN0cFYASJVBssRW3SO3gqH27EsrFqKapSScV9rPtveC3ESsFSkMM96/oXh+cgwpHNM63klXat7n5wvDPVxgM7+dO8QzGEQLHM4c+3sTsqhiViXkdczMRCyRs5hNWV7YQipHL8tZPHwJ2/in9uKSxeUNtm9b32th79VezdVDbmHn1rC0sMFyPGYj97z97W/nla985RVd3GMJQLb1L//lv+S//tf/yvvf/37uuON2brjhJkDwO1u/yFs/qTlx1zezYp/FPtVjOVaUNlyDfvvRGdcvr/KU536M9HvG1EduwqUTRG+A7I+BCkmFyhsmwAusiJB1hFQS6YLdhVYW7SzShkNnXWAH2xNoJD3Ke3paoC3IJkXZO49qNI4tW9mG+vW15WhkSJQllpbKqU5rWHvBYlwRK8tyrNiKo66dDaHtPIwqVMPmKeGIlEVL24npCxNRNK310skA7gi6xlh6YuVJpEM3betIeFJlg23MHIMXSYfA04+qbsjDtUDMC9KoIonqkMTT2Im0w0VJVIec3jnAqKS9DFD5RvNowyBNq3/UO+xjeNKmZWabdvE8y+gkIc6GXSxhV3P6xo5xbIHjHIBsTZBb0Gl1YLttHSGt7Sap3XwL3KrAXDdta9dY87SvbX66PNy2s243P4nelJKmeU7dAWnfZG2/+uYe/+OuAf+fuz7Efz653Gxvr439N9VjRQN51VXHCNyW4rtvvprzhWdcR1ijcXmCMuFiYXz6IBvjEZVTvOHgj3DdoOZZB88wqxJOTUbcN8mIVZCVgOTuScowcmzXYH3oFgBE2pCmBckgJ3EFaT90sdrp69JEWCc7p4V+UpBENWlShos5HT5Pda3ZnvY527+ZbGMfK70tlPBM6piiChdYkyphtdSc5hKXuA+AT1Tv4vkLr+ba4YRRNkNJh3WSjaLHdh1RmohBUiCEp6piVg5cQkaGfGvQJdikwymzJHtYDORe7dUTvR4yAwmwXcJC4iGH3/u933tEAKS1X0BD9ijVqVOBff0X/+JfNFPbO+W9467JH3IXgl5yNdf55wKQuZQ/Ojvk05t9Prd2gH1/PuPl/+RtsDDELe+DNA62GbVBjWbd9oTwmDLBWYXyBucFw/6McjPC+cAmehrnl4aBU8IH1s06Khta2rUXCOdRWqBUmHxs2bqgcbQcGYw7i5wWHBqrQnJMA8RKEzGqEmYm6ljQWBmyZnIy0TXRXAu5qGJyF1NazbbRbBtFbkJrHcJQTGkFiRQkjeZSN+uPpCXVlkzXxI3HZcsk6gZcttWuT6u5yemmpHJI4R5we7t/u7Zz92/XTFyrXTY+X7Aua2n7JlYRgIqgU2zfwg1oxIWsXt+APNcwkK7WnSejrcNHswV7tvmotsAQC0Lu+EC2TGNdxlijsZeBx3ZbbZTk5WWbIZ322IdIOIHSYVrdtesRYZ9I6XnTC4/xknfcwc/e91d89+h1vDP/vT0Q+TfUow0gNzY2+N7v/V7as0ak97Fda4ba8s3XhXNZJ3XoS7LRhP0r62hleYkyLDctXuslEliKTXBniII8ZRTB1CiGEVw7UFzdn7LUALO0nyOEQ/crZBWxuG+dOK4YVUH4KIRHNcNqSocLuCipGl/I8AGytWI0y9geFWwWZ7k2SpvhGEVtVZPhrnjzxgdZnX4ErRYBuDF5Ecf7NQtJTqRDNGyb+Z6qwJRaJ6mqAETjXh5iWKuIOCvp96eoyDIZbz1MBnIviWavntj1kADkYDAAYKvyvO6WZV73vk16vd4VXRgEz7THGoCcTCYIIbj22mv56Z/+aV760pfy53/+57zlLW/hne98J845vu3bvpU/+IN38any3uZRng8VCcPiOCvjE4zcEjf+xnO49oUfQd9wHqQEpfCuYZZig2yYqriXN7muc2ChmZyVArR0pMp2rWMhPFp4FuMK42RoI3mBtJblzCKSCt0we0p4ImlDy7hhN+OmxRRFAbB6F0yCyzqA1kxLlPCdJ6NWliSqd2IEm9Zx2zb1XlA2LfZxHfwo+9oTq9BKz02Y+j7gBUPtSJUgBSqhGMmKWDVxh1FN3IAZJe0uC57AMkqkuMyYmx1WsWXjOlsaXJdg2A6RzDOR7b5uNYWOJvKvPaKXt68hAEMCwyusRygJDfBiblttxCBzljvW6F0tZ2fVrslv1yzWW4k1Oqyx+Wg4FwCnNYpqLs6tZXV2WvQP1G+2r8U1Lex2iCgcu50Jbe8Far5lDlw90vzC86/l7/75HXzL8gf4rsGr+J8bb9oDkV+gHu0W9nvf+17e/e53k0aH+bb0O/na/YJnHTzLQn9KkpQ7nwGpYNgjXpgwnGUoaYkbZv++SwcYVwm1k/S0JVM7cpFUG5TwHEpjUmVYznIGcUESV937SEiPTqsmL9t2MZvt4Bk0FzqRQSqHSktkZILW10rifEY09EymaxxI93F6ljYm4YpE18FbstGmH8mezpI7wFOSFRbjKYMkrMU0Q3SZroll8JsVwgdzfkAlNVtn93cXlFFS42wYyNtjIPdqr3bqIQFIKSX9KOLMVsp3f53kde+DG2+88UqvDa01xphH/cp9vl7xilcwm81I07S77VWvehWvetWrWFtb47d+67f47//9v6O1xJgdNs77gnHxWcZ8HhDces9rsFZx4PPnWX7pOZASEXlwc2klcjeQgXByjZRhkBTERpM5hSTpprDbUiJkTWcEHaJ0llHPopMC1WoGpUMS/u1a77ZGjG6M3mU9E2nDUDp6Sdn5Ampld2mUrAvWPe1avRfNCT2AVdsCMOmJJWTKoUSYALc+WPZEcmf9bau9nbIMa7a7GbXG6VphUcohpe2seKxROKewNoDZtn3dMh3tNsNaZTD3nmcTveyYN9nY9jwYi3k5JBOy+VhdNkDTDre0npLeNsCxSZDZAY8S72X3WsLxaWx8rED63UC2fVxRpCHtozmGLZDf2XduVyu7PWauvcgQHtkwOeEL1SCNQmuL0gopo26wxnuBEJ4XHB7wD2+4nv/njo/ydw4MeF72g9yav2UPRF5W3nu8948qgPz4xz/Ovn37eHH9Pdy0ACcX18jiMIl82/3XcKJIOVjELB+9M3iYaoVOSrbGh1mfDFnP+3x+PKR2gkNpxUJccWS41U0/q0Y2cnS0EXLuswKtDL3BDN0MogGNCb9ExzV+znN1l7tBA2ZlZEJyVOOhK5ManyryvOBAb8o9k4xx4zerm9CBV/aewZp6OqkS9DVc3bfdOc82XRXTSDaW0pwsqkgb6yqtLDTnDh0bvJfoqGa2OWJ7emZPA7lXezVXDwlAAgzSmHvHKX5xA4CVlZUrtqi2tG50ftZ2/34s1Dx4nK+VlRV+9Ed/lB/90R99wN9msxn//J//c970pjfxspe9jJe++Y0cOnQVz8t+kD898AfERzeQfbEzwdJUiO9zSOtQ0hI1E41m7kQYK8N60aNogIMHKqvIdE2iAsNonSFNDTqqOoAwP+wCO4DDNZY4gYkMIMDZEEVmraKuox0boeb+zjUA1OoAWFtWIqoYESay22lu7wWZtvSUbVhQ1wzitHY+gSGNm/i89n+pXOfR2K1d7bRcpQrtr5a522nhugAGvehep2ow2Dwj6YXojLXbfd/exymHVO2gSQMCHmTo5HLbm/a2dkhlXp/orOwArrUK53eiCCGwMkraxsS7+SyYy6awAdswmMboXbKD+ZLCU8Mu8Dh/vOfv111c1FGXFKK1QSmLqgJIb/ePd4J/cP1VnJ3W/M+z7+XbFiNeJF7Le2b/dQ9EzlXbSVHqgVrTR6K897znPe9BbWZ8+01TFpKCp157F5fWl7nz0kHWipSyuYBMFyfIpGJ2YZn1i/v4o7uv5zObGuthOYF9ieOa0Rb7BmMWF8Yd8y2ExzrZaRfTrEBFoRUttdlhr+eiP52VKOnxMkzVeS/wViCcCMELRXBMEM0FixAeqyOKomCpN2EYLYXtQKeLvmWxZGoUxgky5TiQFSwlRSevMc1FbhZVKKMDaGTns5GvLTbeqyKcSxTMNhaYlPXDm8IW4B5ELvKwjtteC3uvHsP1MABkipc5ZzfCh3///v1XbFFttaDRGPOYApBfSvV6PX7hF36Bl73sZfzwD/8wT3nKUwDHrflbeNNv/gg/8PXvY/H604g2Xs+H1BCVlsS1Cok2Jtj7eC+o6whjVcc2ZSZCCd+YeAdgY72kdqHNLaxFx54sqnatq2WlWqAQaUOaFeHkrw1KG+oypnZxaJXOgRPrdrMpopmAbrebREETueQnWCc50B9jnMI27W0pPOnc1b+8jB1rgVC7Nu8E1qqudTvPKLblnYDGOFtpg/cRdRkF5qFp/SplcTK0Y6VrWsTCIeemlds12Np1rb0WFM5rDq3Z/b68fLLZ2sDwtYbcbg5wt+xq92+/W7fYaj+1sqiGvS3LBO98B+IAnFMYo3a2N7d953dAcTsR3zKPtVMdkJyvoG/diZlTImRgx80QUnuc5lOH/vmNJ8mN4p0X382rVjw3yu/g85Pf3wORTbXDgI8WA/kbv/EbvOc97+F4/EJuWLnIsDfj9PlDnNpaorCap+4/TxpXHL3qLLaMcLVmsrnApc1Fzsw076vu5KX967m6Z3javlUWe1NWljZCfrU2QbvbXFC1tk9RUjXDZ3N2VU05K7vBL0vQ83YXWo0GWMc1ulfgrERWIXpUCI9VKTe7F6L0Rzgx3KZu4gwjbVjqTaidZGpCG7uvaxbSnGGak8YVSu2cn7S0WCm7c5b3gv0HV9laWySOq0YeE47X1qT3sAHkXu3VE70eMiobLS0Tsc1tdw2AVa6//voruKxQUsrH5CDNl1Mvf/nL+dSnPsVrX/ta3vnOd/I//+d/52//7R+gr1/Lc0/fx/Eb7iZdHu9q3whtsXmCKWKUNph657D5ZsK4b8IktLKKyimsay15GpbMONCqu9oGdgHHdnJZSI+zMoAuE9qWgV0Mz6nmHq8bVqBdh21YyBYkFVXMtEh3ARQtw7CNnGMW29ZRFNVd1GBb+SzDWE3VAGfqqAMvLSvpnA2azWZpwjfghh3taNuib7VOSluUt1h2NIDAFxy4acGqb8FZw/RVddRsXzyA0W0Z2croMGl6GVizXjbWSxLjgjG696LLAE+1JVGGVNfoZvBoOu1hvEBr0+2Hdj210d0xaIG6saoDikCXEtQ+Z7smB7vAawtzWna4ndBvAWU7hNAeUyE8P3HdU/B43nbxz3hW9s2MspsY55/bA5E8+gDyP/7H/wgI/sdzFjl88DwAf/D5mxnXihccusCRA6vEaUn/wDoqCceqN+4znPTxwHP09Xz9gTEH+9scWbmEjsyuz6lUFqF9pyduNY22inBVeP9FSdBCysgEvXB7brLB3N4UMXUZM94akZcJy4tbDP0mUT/v3ufeCQwZP/aku8jOTTnsJJXR9JKSpNFJey9Im6ztXlwy7M2IItPka8tdnpEPuIirNRvjEQuDCUpZdNOBGZfhs7HXwt6rvdqphwwgl646hrp0ls9fDCfAY8eOXbFFzZfWmrp+Yn35HDhwgLe//e285jWv4Qd+4Af4vd/7Xf7W9/44Pzz+dv6eFxy75jQ6KUkWpujRFD3IA5iMDGaWEpdxt62WGevZMkwvG42yumO0OlBjLGi1o/MhME1yrj3clrEaY/UuvWHns9YCzcvAUmCiNEo66raV6kVjdq6pGs1R3ExTq6Zl3W6nXUvcTlk3STCBbdXkZULdtHnFHEPWPiaqQ4tMq/Cl1m7XWtWBPe9FGAZysmNbWwDbgq3512OdnJtK9rtec9uyz+u429em8+OUGBd863KrmBnVJed4HxJ5pADr6CIYZzbEMgJkOgwaDbVlGBn62pB5iIC1yZDU6c6uqLUkaV9bu47aNQDXKUqruoGqHb/Q4Mlp/I5/qGkYovad4DyNpAB6ypFp29gtBZ/OTkvbyBBSZfiH1zyTykr+dO3d/OCB7+ST4ul8bPYbX/Ug0nXa5kdey33+/Hk++clPApJRb4Y1mrrWzKzk5MI2V+1fpb+wTdzL0b0CoR2uVlRFwsWtRQTwjQcLbtx/nkFvxnBxHM4bDYCU2nTMYRfJKT22iiimPaoqxIQmaYmOa6JkpwsSugoa7wVVEUzLP3X2Ko6Ottiv13Z8VAGkw1uN0QnKlsRxzWgwxRrVnS9arXPUeMX2ezlxXDXnF8ss7zGrkq57kpsoRMI254Ht7SG10WxuD+mnBUkabNXWi3Dc2oHSh1JhoG5vCnuvnrj1kAHkcDjEbMzYGg9Q6EespRxF0RMOQEJgIt785jczmUz43u/9Xsqy5ufPv4n7p6/nOfee4KUn7uTQkfP0a43uFcisREaNsHy7H67wTRgqcTIAIusk6Car2e8AIiUd1hi81rsMdx/QNnY7QxfOC6xoJiSl6xiveaDZPgZ2TyVfDi4lgdFqWa4uekyIBwDUSZF1LJ0UnuXBdmD3ZGgx1za0Xltw17a451mxdpvtZDlzz9s+dwsYWwDd3sdY9YB28uUawfbxtVOMy6Rh8oKdSBsjWVjJzEq2a9EYK3us99RzMYLhd8fEl4zlOLTRvWTFLbGsU/Ynmv2pYhRFDARcA5ybjshsRKpNww6GwR6HoGrW7hGNNYmgcqrz3zQu3F43gLF2YFxIKyps+L9yUDlH7cJarXcIBKlSpDJioAWZDqCyHXiKpKevPQeSipW04B8dfyYXqjG/t/5HfNfy3+Hz9jjTzpHgq7OMMSilHhUA+du//dsAvPHaHyDr3UlVRWxuD0MQwGCbozfcQzUJrhq2iqCQbNx3mFNnjvBnZw9xMLVcO9pk2J+SpCWuGQRrPx/tN8FOCxrqWUZVJGxsjTqWPksC6EuTEh3VXavbWUWRp2ht2Jr2OZdnfM1Vp1DaMllbAGCwNA6dGeUxUQ9dz8KEtK53abWDk4AjapwhoqhGtT6SVcylzQUmVUJhNbG0TfSrpheVzMqkO3dMyxQhPAOj8F4yrh1ZnDzupVR7tVdfyXpYAHJmLFlsHtGrojiOqarqi9/xcVhaa37913+dV7ziFfzVX/0V02nB27d/iQ/6r+N4/wTbecbK6pjl/WssXnsGNcxDpqyVVKcOhyt9FwBbpA1lc6IOIMchVQCSQnioLFYH3aSSDt+0gI1ViAZUteCpbS3NW/O0/ovtYMc8mGytdGyjw+sYSLcDxuZhZwcipYOm9dvq9YxTVA2DVjvJWt5jlJQM4gIlQ0uqtorSBAPgmdEYJ6lcYDztHMsWWsGOfdmsa8nOM57zDOhOi1d1gHDHa1N0LWrrdsBaYQOzeKnUlFZQWJgYKKwnt46Zq5n5ik25xRqnKeyY0mwGdzhv8d7gfYXzu9/fUsSs9J7CddMnc6zus5woFoXiGuDsLEHXilg5kub1QQDn3UBTu49boOh3Msltw4K2ueflHHAsrGNqDWNfksuCUhTUosRSgwdhFdpq0qJP5lMSH2FxxGiWdMyhLOVQGrMvzfj7R17Mv77z7dw6/SP+t32v5B2bq7TRn1+NTOSjNQj49re/nX/yT/4JPX2YWy8N+Z5G0jEtU5biOhhrZyVRY0JvLy1SlzGfv/c4t144yMc2LD/x5FUOLGwSRTXeCabbfYzRnVVXr5c/QPs73h6QlwkXJyNmjR5xGFUMkoJIhVzsNCm7z187hPOxi4d59sFz7Du0yualJe67cIjcRFx/8BxH0woWHQhJYiah40Cw9orTsnEkCLrFtL1wbBhR7wSzWca0SlktssYhwjM1mkg6+rrHRplysJ4Qa0NhIhbkFKkcZRExMY4s7T/CR2+v9uqxXQ9dAzkaMS4dRzOHx1LXNVEUXcm1AYGBfKICSIAkSfjd3/1dXvKSl/DJT36Sf/pP/ylveMMbuOHqF/O18gXcPLqapy5Nef7WkKVDl+gfukQ0nIWr/Tn2r5uqnWP4XAN88AJXWbyKyeu4Y+1aNq014gYwTu36vQWQsnK72qbyMrZvXv/Yav7a1nUHIj3kiM7EXLAD5tphj7qxAgot1tB2PTvro6VjMa4YxWXXBo+bdvXURNRGMrOqMU8XlE52DNtKkTCKDKMmQs201jbQgc22XPN7bsP22rxu2ay1cIKpEUxrmJgAFC/aCVM5oxBTpmxS2C1ys05lVvH+4U9hOl+xOv0Ivm8R1ddgfEalAxt8Jlf4MrB/kYBY+W6NSvjm9YR2uGlAovWhHd2WZ6c9HfZRYEPDeyYMFNVUATgCFsPYnCevVzF2E4EAIbrXJoRGqwWu8s/kqfkJru4nHO8v86NXvYCfue9PuKn3QW6JnsdnHvaeeOKUtfYRn8D23vPjP/7jWOv42uwV3DTcsbN61/1HeNa+LQa9GboX2rR2Y0gx6zOb9PnEpf1sVop/96y7WFnaJG68HIs8ZX1rgUmZsl2lCDwrvQlRA9jaC8GNvM+0jrhYZFgfPmtbOiYrMlJtGBUl/bgIqVWN92hRxTxp+RInrrmf/qFLXDq/n40yY6NMWNhaZN9kFbnPI5wlFjNk5HBSESVVsATyojHgDznulw+7bU37rBUZF5vJbu9hYiTHehXjKuaO7T6DKAz0TeuIuhkMck4yqS0LSwuP6PHbq716rNfDYiDvr+CFByM8cMcdd/CkJz3pCi4tVBzHT8gW9nz1+33e8Y538FM/9VP8zM/8DD/zMz9Dnuf8IZ/mL8pDjLaO8/T7ns61A80/fs7HOHzTPRRFGiai3Y5/Y1HHVFZ3Orz5wQ5ZOVAxszqmNBFZc6KE3cMTldWdlq/9e5tuU1vdDa+07F2rHZqfmq6tpm6YxMrqHe1d87OtFjgCl7FmktqJLkWnboDyVqWJZcZSUjGKKvpRHcyBdTAFLowmNxFTozsAODU7mj7fbHvaxDQWzfO0QNM2oMs42G7yfJvmNrVz1DgmFKHdPM+ptqmDOGIylIqI5YBcjZhWZ3BuJ13o4VRuNilUycwmqDo833rpKXNP5RxCCHSzOwUQybbl7jHeU1hH6R2lN0gEiVAoIYmE6B4rmgltJSBVEiUiUqcYuJTC1VTCUIoSq2sm5T3N3vA7gk3Ae0Nt1rhn8sfkg+dRbD8VKSKuHVzHd+w7z/9a/RBvvO5a/rAMQzVfjfVoAMhbb72Ve++9F5B4IXjJsbPUJkJJy7ah82V1ZRQGWwiaauckNy5s8YwDBQf3XSLOSmytKfKU06sHuDgbcLEIVmYLUU3lVPBt9Q0LjmCtTDiXR1gnyHSIKvVAYRXaaAqjWXKShTQPdl9xxdJwmyMnTpHu28TM0o4lrJ1kq8gophnKa7SZopv2t9IBLCI9woVhHu93okC9F5gqYm1tmbXZgAt5yumpQojAup/PQ0TruXzIHduCG4YxsbJslClHms7K5vaQbbPN0srSwzwCHs/Dv4C8fAt7tVeP1XpYDOR2bbl+GETEt9122yMGIJ/IDGRbCwsL/PzP/zw//dM/zS//8i9z2223sbW1xcc+9jGEuJ83/eX/5Pjx4/zSza/jew6vMpn1EMLvsH42aHkKoykbEOmaE7CSjrT0iH6MsaFlo6zeZdXSeje2uknrJe6yGL/g0+i7Kd3OAqhpX7W6QdsNbMiuZdqCw6qZNp6fRe3Sa2hBXmi71s2ASdFMINdSkiqPrKIAThuQ2oFkQYhAVK1tDbTozkEHXkN82c6260YDmNvQfp5Zx4YtOK/OkTOmcjNc03aVIkJ6yVAcYOSW6PmUgQhDTRaP8Q6Lw+GZyYK13hE26vu+JA2gEBKBxHlP5dt97Jlay0U/Ziw3KfyU0m8jiRi5A/TdgMwnVMIwE1O25CoTs4r1JUokpGpEjyUSnzGwQwY+ZaQi+lqRKugpQd8rUiMpnKZyltIl1Krioojx3jxgnVotIoSiNmucn9zKLNtAjr+BURTx8n1P54/WbuOu8naOyVv4DF+dAPLRsCL79V//9eZfgv1xGPbyTiCUb5jpnXQrPcpJjepiA58c342ODNlCiBqcrC2QFymntxe4Z5JxJpcMNVzVE/SsQkAHEGsnOJdrNivQElIVLlDK5oJtoEELxdDtaLRbHXKdJ4jNIePz+2iDCAoruZj32NxcoG8SIjN9oM+qU53Xal3GnZa7LBLyIuXCeJFPrC9zz7bknrwkQrIYae7xl3ipXuTeqebt07fxcr6FaR2xUUWs532Wi4xZlbBtN/cmsPdqry6rh8VATmrHgkoZ6YTPfOYzfM/3fM+VXBsQWtiz2ZfG4Dwea9++ffzkT/5k9/vZs2d5znOew7//9/+eX/mVX+GO7ZTNiyuM817DFM4NvThJbqJwEp9rzUbCQ+6JFyMKo3HKoqXFCfGAaej5AZjAGgbNXyjVtXLbWYA2E1teBiQDozfvSSm6a/F2oOZyQxPJTmy0b/SHriG7ag8Q4hu3a0VhJRuVRojw+iK5A2znr/l7TcxjZSXbPiLThr6umzXD1Ei2TRg8qRwoIVBCMJIJiTtG6Q21MFhhMcIS+YjERfRFRCoVkRRoISicxziHQiCFxnlPgiZyVyEjiXUlRX3uIb0HBIIsOcaiPkZiIyIliUWjU/VQ+5DkUTDl/OxjWBe+5C8SwNwwuYpIZEBgMfP6AsaOAdhun0NIsvgqlqNrOeCOsr8eMPKKRImuvT1/fBKf0o+Psl3c8YD1KpmgZYYx63g84/xzrGXPYa0csj/p8fTREf5y4zTft/IN3F0f/arUQj7SDKQxht/8zd8kXEYJUhU+l0rZMHQiYKuOWFgObJ/QFpnUxHKCUJbesuiiNqtpxvb2MLSAy5jVUrJWOkorGUWq0RsHULpVa87lQeIB0G/eRNYHSY1uLhZLJ5kZTa+O0dJ2+u180u+iR9e2R6yVKetVeI6LW4scqHvooujM8ztNs7LdMM5k2u8uhLeLjLyOOTsd8Pmx5Pfyd7OojhDT43nqGm4RB4lkzriGoj7HVh0h64izueJA2mNlHHwfp6ZmOHy4DORe7dUTux4mgAxf7/ujPj/90/+Of/tv/+0VW1hbSZKwsbFxxZ/nsVpHjhzh+77v+/it3/otvPd8YGPKy84dZlrHXMx7GCdDtrUIzY6Z0dRedBO31oer/zh3yChq2reK3GgGUdW1ltsTsXGKqQlAswWgQa8YGAbTXvX7ncESITxRw3TGrSkvATS2gx1t6bmJZ3iQZBRANtPZsmmzWhkSHr2HygqshLLVf87tKwFo0bbc2QV2rRfU3iOEQhL8DQ+kOTOr6dcRW3Vo7xYWUiubNrpCiqRLrQmsTTNN7cLP0rhdjSrJbr1hW1JGCKEflMHbdT8Rk8VHWIyOMfTLRKgO1EJgORWCERnWHSFPt1iffXJuC45EDuizSOwzpnqAxzJ1k116TO8ds/IU1pWQQGyvQdkMT2hxh/0mEAiUkCQ+ZqQPsc0DAaRAEsmMQXp9BzDX1CqrxYADqebpgxP80pm/YPnoGb49ewWfjs5z+/Rtf+N+eKLVI81Avuc97+HixYu0DLwSjTn9nI3O6VncATZTxMTD2a6EI1NFzDaHzKY91idD1mYDxrXCehhFkr4OE/itnRNNx2C9DCx5XyliJzCeIBmxYeLfeugpyE1ofQOkuqZuAGFZJJRl0ClKoLSCUoVzTRUPKS4JZpM+VRWHdKRGf1mWCZuTAecnC1Q2dECmRjM1itVS85linXH+OWbqHAezr2nWH17rrdV9AGjh2ao1nxqXeHoMokVGSUntqy/JRPzLt/HZq7167NZDPqMtLy+zWdchoUR+ebqOh1NpmlIUxSP2fI/FeslLXsLP/dzPcdttt2FxXJwNWEwKVpKC911cbvRrvpnKbYZamhawdVB4QTrxZEnERrVzyPc5SVS7jkFsH9favrST2K33n2RHRzhvPA1QNV6Aldj5Umj1jBBOhIIdxpLLrH5cwx7O5zy3QEwKTywFxgUmsrbiAUwjhC+bSjQsogsAVNL4LuKpvWSjUlRWoGX48mv/HtjHsJ3awbi2XLI5EarTDgLMXM2mnLAlLrHpzgKgRERPLnHQHSPzMRKBwVGIkjV5gQ1zmqK+9DeCRylTlOyTRfvQIsFSU4uKghrd+OsBlM5SeovHo4RiQR5iFq127GYWHSRjROr7JD7BCkOmlijkOsZuPuB5y/oCGzIjihIqt4+BTYmFRCCoCfpJi2MiJ+Ru60HXXtTnKOvzu/RaNSW5dayViltGJ0jlX/HX4zv429f2+NNzh7l9+gV3xROyHqmhw7buuOMOlFK0GQzvyD/EqzmGtZL7Tx/lYOY4PQvT0lJaYqNwDYCrigRTRWyPhxir2JgM2ch7bJYJhQufqZ6CYeTJlKOnA8s/tiHucLUuGIsZS2bAQpQwNSHjvrA7w13bHpSUjMoEKTyl0cTKUpqINM8wTrGR99ioIu6bepgKDqXLXC/2YbYqLq4vY5wijSpibZgWKVtFj3GVcHra43wRWuiVg5nxnDJj7nQfASDWi1xtTyCB64cVtZM8XV3NnYROTuUkEZ5PbOU8eSFlGFdMXMmxpUeHgbz33ns7udgb3vAG3vCGNzwq69irvbq8HjKAvPHGGzk1yxGq5kR/wB2zCd77K+5rlqYpZVle0ed4rNcLXvAC0jTlXe96F0ZYPj8e8YLD2/Tikju2F9kyFZnUHEo1x3oeLT2+aRlVDmonENuW5Vhz71ShGnPo0Aj1cy3qUK3BNQQ2L1aeVDoiGUBiy3CaObAnASlkYDvnLjDmgWYLLIXwaOF3sZlAx0C2U8XWB/YitNHDF087QTxfsmUICbjUi/bGwESGdYhG9whTA7mBLePYthWrcp0tscq2OU9RPzjQCs8T4329CygJIYnUCmk6YpEefa3RAmrnmTiN8ftAg8dSmi2M3UIIjZJ9Er1AqkZEokdMD4kkIqGmpKakYMKqqpn6ISsuTIDm3lBhmtfbxrIl3XpqOyHXY6SQDQCdYHzJA+H2Tk3Leznrcrbjw6RygZQBfTcINj6yRBExY4xzNVotPuj+uVzsf6G8jUv6GG6SMTEJhTNsVhELaU7xxAmWesj1SDOQWusmwSswkH3RZEY7ST8tWI4NH7gkObe5DMDITSimPayVlGWCsYqiiqmM5sJ0yFqRcrGIus+iJJjdh89oG48Z2MVVuc46Z6m4iv3mEFqGTkIkG+soEwbVlIDNWiNFQiwDuG412xLPdh1z3zTiXeU7mJWnOJT9GEfiBYrzOXes70dLx4FsSu0Ul/Ie4zqisJL7Z5qPb+X8Zf6rACz1buFqnkxeX0CKmJvU13FLv8++NFwc3zdNONYXXG2/kdoLesryTYcEp2cZSuQAnKmnfPNNNz1ix2++jh8/zu///u8/Ks+9V3v1N9VDPqNdd911GO+585Liu686zLsunub9738/z3/+86/k+kiShLIscc49ajFgj3ZlWcaLXvQi3vWud/HR2XuIL/4gx/uLHF9cZ38iuddtc7/YosyPUdiEo72dIZXW7y/JDVGmWZwjQTar3fuzTUmZt4DxXhCrMKGbKU/StKwqFwCZQ3QDuY7wpZBI17XMoAWXvmnFepQX2MZypn1cW9aLDoq0UYzta7ANAzkPd6UIf2uZxPC8TbKN2NkOzRp8s17jw2T1ROSsc5b1/HOdTvALlccgRGhFSxGjZcYgPsiCOMR+e4DlOCJVorEHgsgKpFmg7zIW1D6cckgk2isiHyERwccTgUZSE3SWYznugF/BFpXIsSqw8Jtyi1yFC6qCCdtulVl1qltjUZ/jgrmAFMEY2rnpQ5rkLOsLVPVFlFog0YskaoRzNUIoUjnC49AyoRcfZFYFCGHd5AuyqtaV5KKkcjFnc8nx6CTv3vgkTzt3A2++9KYvup4nWhljHlEG8qYO7IRjda78FLl5IUWZ0MtyDmQ5NwwXuDDrk+i6k5BMi5Ta6kY3HFwNzucZU6OYWcnUwMyEz924klRKdBZSpRNs13DWfZZYZmyLdVbrZVKVYJoPedlIUZSEcS2om0GaSHjqZrhuEBm08GxWEfdMLLPyFFotshh7bK/HeGPC57b6HOtVnRxnvdIYJ5hZwb1Tx4fMuwDY338m1/ibSXzEcnoT+7ma42qRoz3HdcMphVUMI8fUSL5Wn+RS4cm042hWhHNfk/R0ttrm5ptvfljHwONx4svr1nnxxT+7e7VXj1Y9ZAAZRRHXHL6Kz6w6vm5lmeUo5a1vfesVB5BpGuwiyrIky7Ir+lyP5XrJS17C//6//++A59b8LXzD+Ee5fnmVQ5lnNO2zqu7nvLhEXS7R1z2kmNMESsiMIUoVcTOBWTe2Ne3ARFtzEqhueGVWBXYwVUGMvxy7DjjWc9uqHc3zhoneoI+iG1hRjVZyXlM5nzrTLqO9rQOCiG64pr1Pu2Y3B14j0Wogw//z8NjRDho1rChcxiR+4S93JQf0k6P01QpDVui7Pi1ET1xEIjRDHREJwVDvgPBUSQY6xrgYR3AvuHxNrabS+JAAkztD7XrM5JiaGaWdUomcygQd8EV/D7md4XBUZkxpLjzAa9J7h/WTL/h6vlB5PMZuYuwm8x1mJQck0TKx7BPLjH52CzG9ziey9BNyu0FeXewGeiLVpxQFucu4Junxd5ZfyJsvnOfNZ/+Efb1ncGn20Ye9vsdz1XVNr9d7xJ7vhS98Ie94xzv4gR/4AZ797Gfj33cdpZ1y6Oh5imnGQlLwuXGPvu4hINh/Ocm4SrrY0VY/uF6F3zeqkKi0VTcJMj5cMC0nklR6jBO8bfZexvnnWO49lZnf4D55P0l5vJOclN4iESgEpdXsS4JkRosALqWAQ8055VObgk9xB1KmPC15OaPI4gYZH7rPcGrTYH1MT0XBTcEFRrRqPgrf0ftOFmLB0cwxs5LNCqLpU1lQEYczyXJckTb57oVVKKEYRZqzueDJC45M1/R11OwHz/nZBidPnnzEjt9e7dXjoR5WT+Wpz3kGt3/8Tp4+yHjhyiF+7ud+jp/92Z+9om1sKSVxHH/VA8iXv/zl/PiP/zhve9vbeNWrvpf7p4JZlfANhy7w+fFBxuYYI9cnE5rt2ndgr2XlityiMk1uxBy7GLYtmvaS6sCXJ2uYvapJWJlZGNewVno2KskoCvYcrRF1G4fXbrMfQSQCexkJgZY+TCuLneGWtoSgyVYOv7eWO/PrU4AT4Q3bwqUWAId2/e7tKb8z6R1yngPYdUBlQ4vZEQZAUjFgEB9m2jT0AVK9TKpGjMR+Rm6Rnk9JnCYREq0kWoCee99rEXSVjrBWJSEVkMjd65JiB/TatlXvAstaWEFkBd72KP0iUkikinDUXdKHcTNql+NxGDf9kozKH245X1CZMUJLBuoA+91hhr5HX2oGWoXXnkCReDbqmtJbclFRUrEmN+iVEStJwqv2vYhfPPs2XrN8jLF+7ldVPvajYePz8pe/nFe/+tX8v7/0K7x8cAP3TQZdbvQgLtj2JfdOIm4cCi5MB9RecLFIyI3sQFmrBqkdrJWO83XOeXUOS80sv4ZMaCoXs5IIchM+T4P0BMe5hUvyHBJJ7gLgrLEUoiTyEQpJXTs2a8lAh0GxSAiUDBegxsG6KTlff4rDvWdzrRpRWI/rZ3x44+N8uvow042XczRJ6UewFEMqPZUQ3DySHO1VHM5mJMoyrhJOTTMimTCKPPuTmictX0IIz3re74IYWr3kSlJRWs1mrXHAtMxJ4oSjR48+osdvr/bqsV4P64x28uRJPvqXn+LSdMjzlw/wv87fy7333su11157pdYHBBYyz3MWFxev6PM8luv666/nxIkT/Pmf/zne11w1fDHfUx1lEJfEUqC9YiBjYimpnCeSgRWk0SXVWzVSS2ZSYivXMXFtBcYwsHg0j7Utw9j8u81IrqoQ+Rc34Cj4vzXG1Y3htqwEC1qTKUlPQ6pEB1D9nKWP8+xiK9vqnn+O3azdzu3tY1tNpPc7vwcLmp2N1b4BjU0bXElIkUih6fsRB92AnBNM4oKpmDET2yRkwbrGZqQioqc0qZREUuxaZ9sOb/dDu7Y5n+0OOEYi+OK1gLd7jQKEC1rPWggioch8hkKTigGWGqVaHWmCZ4pzNe6LTHQ/1GqTZBK9gPcOKSKsL6nMJt47nJti7CbOzejr/UQ+oi81+xLNvgQy7ekph/GCSR2zVcO5PGbDlpQipvCGjSri+uFhejJhw97N28dv/4qs/fFSj/QQDUCe5/z2b/82HsuNI8UH1zx/q9bouCZLShyeT9RnODk7jBQwM4LPj6Fw4dMpgeODMHV9Pves1RVn1CkcDkXEBbXK0A2JywWGUWApr+FJCCk5IodM2GbMKnepKQKJIiLzfZJm0GxCwZpcJXIJ17hD9JQi8oJzebjA2yI8bmovcZfbwk0Xedog4o7Tf0lZj7kruYMV92SuTgRLsQ3yGgn7k4obl9bIooraKhJtsF4Qy4SlpOJQNmPfaIuqjphUCbF01FLgvCJVgsWk4Nysz0Yp2Shjxky4+eTND5soCe4MX66R+CM3sLpXe/Vw62EByJtvvpm35hPuGo+4aTmIrz/0oQ9dcQDZ6/W+qrwgv1BZa+n3Qx5r6bcZV2F44vn7Sz54dpujLJBIwcw6xrVlsyF3JODz0ATeUJK8MLtaqUqIucnkAPLahJOyAW6lDUkTSggq51irKvpKo0TwZiydp3SOma+ZiSIYadcJPRPTN5qekt22YfcgzECDlmFSs11XGL7Z0WK2TGc7SNMyIxJQKoCzQQR97UiVI5G+A5S1k10OdN0MCAXT8GDbU1gBBkqn6dMj8xmx1ygkqllR5SzeB+2nELuN0AGsgIjgodi+jnYgSDfAUajAjLbHxNIODLU+ec3xQATG08c4ejjh0I1WbKQOUylH7tce9vvnC5a3RKrPoj5GjxGZ6yERFLrECkPBhKJpiadigBGWiatRlUALhRCCvoaeDPu+ryWRVPTLHmtVxYSK9cqyVWmuz47ymelp/umRH+P/PvvVo4Wsqoo4jh/R5/z1X/911tfXAUluYGbb6EnPh85cjRMlp+2nuFgcRQl433idO9wHsa7kZv0CjsqFXZKRRCiO2Wtw+OCN2mh2KxeGdVIFJ5NliuYqqm/6IMFS0/NDIh8AtMPjsNQYaoKe1+MbprP52VyBDeKDWG9Ykxc5uLBAWVaMxzta5av7kgNJzf40bGdf6tmXzVgebBPHNXWtkTPP/sburKcNK/1t+v0ZcpYxiEuGVcy47mE93DB0lFZx3zTh9Cx0TU77bW655ZYrf8D2aq8eZ/WwGcjz1RZ3TSKesjLkQNzjgx/8IN/3fd93pdYHhCGSPM+v6HM81stay+nTp7n66quBYBC9VoYvpNoLNv0ZhDyGEoLaOaQQWO8ovaVuFIT5pGKS1VxanTY6JBl+CslQRUROkMjQRopE6584x/gRNHu1dyEZxRpSGdpPxjksvmtTVSLnElNGfh9DM6BnY5LGg3H+Sl4SzLwXotDu7vSL7QBMe79mPVFze0+H+0VihyEtLFROkipB3PhAtnrE+Yn0lq0UNEM3zZo0Eu8VAkGEQgpB6Q2bYoxGo71C+LDPZPOz3YeRUERCdq24toI2UxA1NkRG7TCSLataNAk4hXMUznZpNmH/CJTXpM2X76JbppQ1aBBCkVdnv6i35Bcrjw82Q9E1ZK7HyPdIhcb6AXgwfj8zUZKLAjzUouZueT+b9f0kbsRT82fzpGHCgdQx0JZMO5abRKG1Cs6ps1xAUm9dw7I+zqenf86+Qw9fo/l4rkeDgfzsZz/Ltddey913n+J07vh7J7YR0iOkJ5YO7RWT4m420vCe/Hj+W3jv6CVXE/mIUaSIGsY8EoKBVgybr4zCOWrn2PAzSm8pbWDSe5pOhxj5iJEbIb1kJBKUkFjvyBsXAYNi6JeJfUwswwVS0FCHc1eQlywghcRSUxxYa7wtQ52w15Mpz4GsYCkpiJUh0TUrozFxXKGUI9I1xiomVUpf1yz3pgyyHK0MaVrQK1L6UUqsHNcNPVf3CzbKlM9sebZMxf3qNOv2DC85+YpH9Njt1V49HuphAcibbrqJsSkYm5yNIuNk/xA/+7M/y3/6T//pSq0PCAxkuJL+6q1z585hreXYsWMAvDh+Cbn1bNYRa2WEFimpFBTWEUlJKiXbxmNwTGWOw5HPKuQQpjKwuRJJ5CNir4msDFSeCyxZ3bBstW+ZvDDsUTnLtGEZAQY2IxEa4x01llwWFGIarGh8+LeUEuMtsdMdozdvsJu4MNXcpwF+TWCHmgOMbcu3rZbhK+ZAWMtUtvpPJQKrucNE7m6Fex+Y08I5JrZmLGZUosIKg2wSfmpZMmOM8SWWGudrrDcoodEyIRULJGSkvk/mU7QLAHR+QCdGEwvJTAUmtgXJlQuygJl1zFzNVJTMxBQjDZaaiITIx8Q+6pJ/ArhN0CJBiQQle190evyhlHMzxuY8i+oAwu9ef1tD1ydqbGFquczZ6q+Yesf71Cl68tUkUjWssG90reEYbdkzbJf343qOW/wxHJ41dzfXDL75qyKVxnv/qDCQZVl2oPVJC41llhO4xij/klrla7O/h5KttCQgv33RdYxcwtFe8JetHBzuhWSp1u3AesXFXKHrPjWOjcp3F05btWHLF9Si5oAY0deKhShory+VBoOi8DXaKxb8sDPL10LQ00GysmkcY7mFx5EyYuRGHNl3gPW1kKUkhGRBxSzGllFcstybkCUlWVqQJCU6NjgrgYgsLVmoZ8QqZpDmZL0cHRuE9KRxFZhJZbnxwCZrRcY9k4w73XmuUwcomOBE8bAnsNv6clvYX64R+V7t1ZWshwUgR6MR+waLGNbJzSI3Z9fxFxt3c/fdd3PixIkrtUZ6vR5nzpy5Ytt/PNT9998PwLFjxxAi4h8e+jFm1lM7wZmZoHQTokiwVtekMmh5CieRVlBTUYuS6SQn6e+OU/NNbnMLECUN69ekrdTNbUqIACAbdqwSFZXIyZmR+JSI8EVVUyEbkCiFoiInpY/FUraDIMJiMHgctSjp+SFl1eM61e/sPmjWYZu2dft7W4K2pR2myltGpMaRCUXc6BVbSx1PeD2tRtN6x0BGlN6R+5qJnLElLlFTYn2NFE2GtrfUPqcwG9R2G+cKvK8RIkLKlEQvk6gRiRwQi1732mvKTr8UNwCzZWJ10xg0eKwPVkKbap2cMTO7gfcOjyWWA2LZIxEDRjLk8G7LLfIW0PqvvD9q7CN0YyQ+v8cTHzGQMX2lSKTgkD/CkeyHWRVbJD5mQSu0bHz8hMfhiZUgEpK8Xse6CfdN/pTXX/s6PlYN+Vx+ihvct3LfV/wVPPbKGIP3/hFnID/60Y/ytKc9DXvmZk6OZuiGfTx75jCFk5w3t3Ot/CZSBXdPKyK9Qm3WuN5dx1BrEunpa0vaDLS1frFKhPPOzEhKp7jDnSEyMXGjbXR4xmqDnh8y0oojvXBhWDkY1xJjPRNhg50Vip6Mgjm5FizGwSao9IZL9m4qNyWLRozlmJWV67lw8TQAvfhqYilJpGExndFLC4aDKb3hBCF9Ax41wjikcGRJiRABMEZRSOPxLqE2mlTXHOxNWepNOD0ZctsWaIJ++2nmFv60vHVvAnuv9upB6mGPBd5085PYvnud2i+RcS0CwZ/92Z9dUQCZZdlXvQby1Kng9de2sH/+wi/zf17zWkonOTWr2Mw/S6//QurCEnmJFLAYKSZWotAYDLNpxWCQMXIDNLLRIgWQMPU1wgmQssMNttEhxTK0ZoX3gEZ6gXRDplIzE9tsiQmRSFBEnbULBPCFgJnYphIa1yifAjs5Q6DQJPQYIhGcLyoEAikEzvvQEm9a8EZYHB7tVcdiApQiPF8LhCtREfuYyGq0CSDQCIttWuu1rPDYbhAAARUzCj+hdkEmIZDNf+ELX4uERI1QMsHYHNPeTyicr6ldjvElU9bC0Imvqex2t0YtU7TsMdD7GbISALePsFgqWTEVm4zteQqzSWW3Oosgq0ucqkFB2ayl3WexDJYwSiRM3OzLbmNDmPAe602EC16VRgTLFSc8A58SS0lPB6siLQXLScxxtx/rYRjtAIsawdQE65QNl1OZHb3m2ITjdbHMSR+BCfLHQtV1eM2PNIBUSjGZTLhz8ke848yP8q2HJdYojFVUVjItT7F/MWIxgpUo4ha+hX3xkP1JRCRhMa7pa9vFj1onuzjTykoiGc4zl+zdTKpzRKpPqpfQImHEfp6bHWR/Gqaeaxcmu1cSSV14Fl1GiUUgSKXkQCoZRrAcW2ZaMpjFbE5vB+DOMpz7XrZ4LRdPr3J08AIOu6t52rLnqv6USFl6Wc5o/zpKG6zRUEVYE/SebdShbnPAkwqdlFR50JD34pLF/oSqjtisIqz3PC3Zj3FwVX+Gyy3XX3/9I3rs9mqvHg/1sAHk05/3DN5/+/uwTrIcxwzkPv7BP/gR/v7f//tXYn1AYCCrqnpUdESPlTp16hSDwYCFhQUAfmjlR0hVjUPwYf9X3NJ7FbGESOzAKyngQJxQVD2G9PHbgsPDJdbUGNHoFmvvAhfofZie9rtjAqMmh3kYBaNh60NGdOUiCpeS2yEFNXUD5FxjnhuTYcWokcobCqY4LNbXTfaNwmOp/Yxz3MFpYajshNJsAiFdRckE52qsr7Aux7s89M+aFbYttzY/OtOLRKKHEhGKiIoZud3AuJLaTqnNBs5Xu/arlD207He/p9EyfbVCjxE9PyRzKUn7MRFgtKMWhjYBuxIhcnDGmKlbIzdrVGZtV2JNC6mn8n5WRYyS2a70GOvKbqJayawDnJlaJBMLDPwCCy74SB62B3BuH65hL2thWe1fx9ivsl2dpbJbOPelXWzl1RnuNVtk8QEytUQiBqQMOGwPMFIRC5FkqKGvQUtPu9dME7OYW8HEBDPp+/OK++Rp7in+rAO3L+q9lj9cfy9rdc5PXPON/PSpv3xCt67batvXVzq16/L6ru/6Lv7ZP/tngOd3t3+N64d/D2clWlkW45ofXP4RbhxZluOafanmSWYR6wODeKxXsi8tWEjykEHd+EQWVlNZyXqVcLRn8V7xKv2NXNKOwlrWmJK4iENRxpMWao71p0gBhVVcKlKEgJ5WbNeKmQlxo/tTOJA6htpSWMlmJTjLBlqNOnnGtYNv5aqj13L2M/Bt6SFWEoiERQrPof2rLB66hO4VuFpjq4hyllJVMabWGKPJyySYo1cxfcAZzcXVfcHfNq4oqpj12YADacnTljK2m+uxM9U6J06c+Kr93tmrvfqb6mEDyJMnT/Kbxe9xapZgPRyPr+aOcnpFYw3jOCaKIqbT6VellY+1lv/23/4bX/d1X4eUQUd13dASy9CWnVTnuGnwIg6kjtUi6lJbjPfMrKMUFYmPyccV2Wjni6wFibJh/SS7ja7b8nimhl3t4NZjUQtJjxhNQiRkt23rPc4FUNqyiNtyQiVyZozJ7QaVm1LbKd5bvDd4X3UAz/nAsAVwVYB3IFRg54TG+6p7Bc5XWFdSuRwnHLLJrbbeYHy545UoNFwGIF3jq6jUAlpmxDIjZUDPDxm4HonQu4Z/vPcYH2Mb9rZ0hlLUKKFBgoo1uUywrux8GtvX5VyBo8DYMUJIhIiRIkaKBC1TlAzaxrhph7cT0ZlP6PmGLZEKJwOor72ncJYFt4yQChFLZjajqNdxvsC5h58hb92EaTHFRDnER1jiAALRpAjRRUPu2ocEXemkhvXKca/d4BOz39x1HyUHGGf5dHkHL195CimH2S7+4GGv7/FYZVk+4vpHgO/+7u/mH//jfwxInJtxz0R0bdyVtOB4P2Elrhk1ptqFVV3O/VX9CcM0p5+E95CxgbksTUTtFIO4wjjF8b7CeslamXD/LGJcLzIzsJzAUlwwSkoknshEGCepXcJKDJGQLMaCSAQbqFg6hPDde0l71YFHITTb/iIHDi7CWcXV/YrF2GCdYCHJEcIHa7A58OispCxCJGNVR5QmwjrJ9qxHP59ia83pjRVuPno/eZGyNh1SO8kwrhhGMdaHVJvbJ+s8+euf/CXtf9+dKb+c2tNA7tVjtx42gLz55pvZ5BL3bAuM9zxn8TCfOv8RPvvZz14xnYgQgn6//1ULIN/ylrdw22238Wu/9mv88R9/LU/pf29IdZGOzTpCCMX1QziSlUQy5tZLAttMnBQutCHHcszWeMb+wyM2TfCAayd92yi9SKgOGLYsZACC0J7IfNPWFg0z2Zch+zm0nnfW3A7elE5SuNCSLsSUiV8jtxsNyKl2WMU540QpYvrxURLVx7iSygXfQ4/DeYP3wQPx8lOrdSWubWn70KBvH2fd7jzoXYMuQnTtt6E4wKJbpudTeiIikpJI7Lw25wWqS4/xIEJLP9QyichIoiGVnzEzaxiXYywPAK7eOwQOpTJiNSJVIxIxICEj9hmpS0h8TIxGC0ks2uGjnfSaYFouiL0m8z28WCHSKakaUdoppdkMzO3ccwsRI4QMYPayNXVrw2N9hfElE7lFJCK0lUQmxC86DZHfHZdZu2A2v2EqcvVABtT5gjP6LKN6mTtnmzxv+Miaaj+aVVUVSZJ88Tt+hevo0aNcd9113HXX3Sz1buGuaouyTBDSc2baZ19a049qhlFFqiQ9J/EIlpKchd6UJKqJ4xopHGUV45wkMoGaa823nRcUdcxSEjOIekzqiM1KsS+tSZVBCYf3gkQblihQwrNZxQwjQekkSnhSFe7Tvp+sh7Hc7F5HrFdY6h9gNBqi1moGfUtPWWYotsqMqopxVuELga0iTB0xy3tUdURRxWwXGYXVXc52UaQ4LzkzHXCiirm4tci4illISnITmMZUObZqxVl5gZfd/PWP8JHbq716fNSXxEDWdsZalXOJku9aOoxE8qQn3YL39otv4EuswWDAZPLVZf0BsLa2xk/91E/xfd/3fTz72V8LwNOS/fRUhRKepdhyTfo8jmQ1S0nJWhljnOsAXtAF1myKC1zcvsThmxe4oC51WkRFROIzMp+R+gTjVadBrLFYHEbYpu0sGRHSgHZAU5NDjehYOefDtbchtHtrDFM1oSJnZtawrkQIhRIZXmikSJBCd23rVI5Y4SpSn1DIkqnaxGKofYHxJbXLqe2Eym4BDryjtttYXyGQiAZsdf/2INuoQnnZ35BEqk+iRizLqxi4BVKfEAkVGATvg18ju1v7O69dIBsQJ+kFSxKRUYmcJBowcxuUckxpdJcdLRBI2SeLDzDQB+izGKa4XUrmg91RJCRKio7RjWSbGSxwLdPfgO4IRd9lZKSUYoFKVBR6SqFDnnZgYYPuU4sk2KJ4Q+1mu+IH56s2a2y5nFytMYmPMBFHMNV+ShczsLKzXArtyeATOjaWiSiIfEwvuZpZo11Lo8MYl3Oh/iyH5Alun32Qi2UAr18NU9hlWT4qABLguc99Lvv27WPjM0d4w9Wa7WmfXlYwimqsF539TewFSrrQ3u5P6GU5SeOtaI1CKYu1ivksMCE81imqKqI2mlgZLswGDCJJIh1LaYEUHoRHAVFsiZUl04bcaGq3c1FknOwApRIwY8dZYCG+mhsPXsdsq+TerW1ujDMy5YiE5+ysx1OEp5xkCOmpy5i6jrBGsTXrM60S1ouM0kn62jCpY7S05HXMRqVR2nLn1hLWC5aznMpKtmtF7QXnck8l9yIM92qvvlA9bAB56NAh0ijjnL1IJpc5m2ccTw9wd3HhSqyvq5aB/Goq7z2ve93rKMuS3/qtt6LVAk9JXsazVyqE8KyVMWdzxXeOrmEUTSmsYttItNyZqI6QJD60Ri+NV0mHN3DR3hkGP1yOFJpIDeipJbJG9yeRzOQ2M8ZYX+OokUQoEXGJ8EXY2lPIJmFCEeGxiMbmpR1UqSkxlFRuRuUmnd5PibgDjLHMiESPlEFjh5PR98E3buAy+qIXBk5ETS0rSpmTqy1yO6C2E4zbeV9IodEqQ4sELRO0SLu/Bf3lzkWOQKFEFNrvJAzcQpeS4bzHCHDeIX3LsIq5be1oRwEUEuFFM3qjOyCZyIxCLlDqRapmn4dM6QEjcYCRW6DvE1KhSZUilcEzMpprFTsPQocbUilBum4y3XmPEjuG56mPsD6jFD1KsRAm8GUZpssxKHQ4RgKsrMnUErndoDRbmHaAR0jwDudmFG5GUZ9jQ93FOLuZFXeUoenTE3EznS+pvSOViqOZ5oRc5HzhKMVTOAt4bxlEh9AiIWWAdAJfw0e2P8/3LPwov7P1i1+Rz8pjuR6tFjYEAPk7v/M7WPN57p58P0cHA4xVpNpQmHD6j5QljSqUDNPKC4tbxFmJThoAWUVYo6kb31khwjQ3gLOSqorJZxnLYhvrJYXRjVYynAtiZYiUIdaGPtAzEbMqITcRxoVMbOMkkfDkXrBRec5N3g/AYnaSRXGIwweXWTs/4QP5rzG49A94ymLCkaxmoC3rWwtYu+Mu4bzEWMW4TDk7HbBWRpROsj+pEcLT1302yqDHzIuE1TJiJanJ64j1KmG1DKEHf1T+CdZ/6RY+NHrwL6e82Gth79Vjtx42gBRCcOMNN7J55yWukkf5wPY6Txsd4N5iHeccUj6Yiu7Lr8FgsMtE9quhfvVXf5W3vvWtgORA/7m8PH0228bzsXXB05cr1krFWhmiAFNtWC1SzueC3NbEjcF3Tyms7WHdIcbjbQbDLHjyuWnXws2BbSGJ1ApptIwSEcaW1HbStIodSsRolZGqET2xRERCwYSZmzRgdBZi8GREX+8HAog0LjCG1pVYX+FciZIZUkbEakAqR8T0SMjIXI/Ex/RETNYwbqZJg7HeYXzSJGD0yUWfmR5Q6ZyyYdC8t0gRhQxpIqRQKAJAlMgAFv3OW14g0V43k92KyOvOQLwt1+XetG3jHYa1nWBvjcRbe56wbo91jpIBtVikECVWGZxyRD4m9QkDl9GTET0dfDvjuThJPfcx8kAzhM1AC4SSXdpH3Ty/IvjoIYL2NUFTuxiDoxQ1pSgpxA7QFqjgXykG9PQSVtdYaiQKh+X85AO73ovGbnJ+civnCR58kVpp3g+LXO+/hmPJkOuGlr62LCURg+k1XPJHuZdVzrjbWJFXsd8tc4e6HSV7fHr2Gd5w9KkMyxvYLu74kj4fj5eqqoosy774Ha9AvfjFL8YYg3Ob/Palc5wYLHCtDm3oTNdI4Ul0zbA3I4pqFveto+KaaJB3QNHVGldroipCCNeBR4BqmiGVwxqFEJ5eHNrAUngKq8l0AG2xNgyysM3MKhJdI/I+W2W4wBNAXxuk8Ax1uE3KHgN1gMjHrBzuc/bCJQDuk+epNw+wVibsTyKuHfWRwgdgHFc4L9icDlgvMu7aTrlj25EqQT2IsM0E+WfHEcMItmZ9Ts8kPaW4kPeY1JpIwpmZZ7v4PGC/DAC5V3v1xK4vSYj09Gc/jT/6/EcB2JTrnEiP4fgkH/vYx3jmM5/5FV1gW20L+0oO6zyW6s477+Qf/aN/xA//8A/z5je/hZ+99maG0RqnJkOmRnGxiNg2cDCFWHk2yoRzecxm5Sm9xThP2gzcSAjM2lixsDgkUkMqX+3SxnnvqMwqlVlFCB2GHuzmzt/ViEgNiESPnh+R+YxC9KnkiJkMQzGlHVPbKdNumxbnTaNbtI3mzmHcNrEeokVg/iISlNcN1NNENLZBrXWQowFGOz6SAFHDhgopHyBWb4Hjjhl3jEKhvepystuowjBAFMCXm2MVW4Dd+t+1oLHVjzrhiLxGItCIbohoPo5x4CNqn1C5Xvd4hUQL2TCOkkSKxkORblCljWnsXk9DsCQKAtkiwEI7JmMbgKtaptQHH058MH2uhcQ1/3lss++CWVFChvT9zr4IYCM6RFGfe9D3ZvtecX7EkegpPDUbcnJUc7Q/QwlPIlN6KuK4U1xfHeYPJmFwakEd4knuFm6PDeeKW/ng1md59fBb+JUnOIAsy/JR027fcsstvOUtb+H7v//7+ezsbXx2/GMo4bv2dS8uWV7YIuvlxGlJujhBKIvKSoRyyKTRFNdzXxXSgZN4J9BbA0wRB3PyrYheXFLWEeNqh/nPogqtLFFUE8cV1qkAMOuYWR1TGM1SUpAoS98prhtGnCxexXl/B8fscVZUypGrFrjt3tMsZifZ9Oc5wgHWK8d2HZwhNqYDHIK6GfS5MBvw0fU+fzXeZCK3GVUjmCxwKAufrYOp50Bac8fGClf3HZH0bDevsbCwbSwr2S3ECxcZjUaP6DHbq716vNSXBCBPnjzJO/17mbiaQxxGuYS+injWs569M/H6Fa7BYEBd15RlSZqmX/wBj+Oq65rv//7vZzqd8uY3/xrfs/BjSLZZKzLWK80Nwwm1U3x0I+WaniJWsFrG3L7lWasrclEReU3hNNYHQFmLmslmjtaK/cvHuLQhKeoLu/wDBQIhIpyvdoFHAGPH1LJPIRMimYRpZy+JfEIselhZB72dKzA2D1DJB/XgzvYlSvZRMmaoDxHTIyIh8Smxj4i8RokA6FQXvSKYNZPctoE/7bZE4A07SyDXwLtgdR5ApkQS+5jEx13sYBvfKOd0jW18YKv5DM/mCZbaO/GFTuysQTaDOA6PwSPmjdibcs1+1SL4bjL3+fA+GLWHXTTHevodANnGHrrLOlmyud03Xpnt8XMteGQHyBphKUVBzpjKzfA4EjkgYbALYEfoDhAfSG5mVUjy6sEN/GO9n+Pp83iyPMrVfcfhXs5yOsN6ybSOiKVmJSkZas2hrUN8ig8g9E3sj2Pq4ilcUp/lT7f+nH9x9TG0Gj2htZBFUTxqGkiAV7yijeHzXMwFMzPgumHV6R/TrCDpFfT2bSCjkNAiI4tIKmRWI7QHRTNd17xPjcfnMgDMSwv03RbWKKRyGKuoncI3ukrZtMaldERJjbKW6bRHomuUcKTasJgUDNOcvI45WMV89/IhPrN1kIGWLMSwclUf+5dwI89iTaxCE694TV+wXe3IA7wPv3/w0pCPb+V8ovw9+slRanUNK3WfYaSJpeOWpTHWCc7nGX1lWa80Q23JtCWWijvFKZbtiKufvO9L3u+eLz+J5sESofZqrx4r9SUByJtvvhknJ1ySm9yiD7FaCE72jnPb5NJXen1daa3p9/uMx+MnPID8mZ/5GT784Q9z66238u+/+b/z6uNbnDx8mv/yiVuoLFw3FMFmwhkKq4itwDrBuXrCBXWeggk9RszcAhJBLnNqUWJKQ5FXHF06jplqSr1CaceUZhNjN5uhkQefzNVqkSxaIRKhFVdTosSON5oSEVok1CK8pSQaqXb+3lnkiAV6jIh8TNJY07Tm4LpNcfEOZ3dMMGpvO+bOEYCrF8GU3FJ3J2nfGJUbX3T6RoumEuE1hWcRaK86lhHoGEUjAtA2GCqRU1N2mk6NRhEhvdzF1MUhiC3kjhNsfubjx1oNVOsb6YTfgb5Oo53scrTjZuI7DKfsHlJqIx23KijqkL5T+x3etYXO2ktUC1YRmOC+yYwxm+V91HYb7ysivUSiF4llhhYpsciISEh9v9lXEQvxMVK9RGUnVHYb22hml9ObOOxPcIxFjvYki1FFT9co6TBGsVlHrFeKpaRiKam4vtfjE9OadVOwEPU43stYn76Qz9jf49RsxpOTlz7A9ueJVEVRPKrnrKLYsXO6fTZhKBL6OuJwFtrOaT8nXdje9RhvJDLzeCMRurlA0XMh9VqA9qisIE1qkjwm6pVMVpeIdI1WlmmZIoVDydD29l7gnUAqR5qUbE4HZLom0Yb9oy0WRttYK+nFJYk8wCBKiYQliqB/qEdvreSpgyHTeshV/ZBEpQRdy9x6gSeAwnsmlg9UbwuXdt6R+IxYSk6Oap687yJaWrbLjHN5xigynC8iru6H80RuY+6avIsbB1/DzTc/9ZE5SHu1V4/D+pIZyC2zQSk/ztOil1I7OKyv58P+Du655x6uvfbar/Q6ARgOh2xvb3PgwIErsv3HQjnn+KVf+iV+5Ed+hOc97+v5l1f9KAtJmIj85sOX+MMz4Yq4dpJlHVM2OdDrJkzjrpo78d5hdU0hp5R+m9xsdgBgbf2VmP55VvPbOhudL3aVO8puYqjCtHBb0ksi4gDGGODEErlaIlf7OvYvZdABLUUUmC4XdWxg1MQFIsJQisNjvAkpOWKngdvdD0JLVlic2D2g43FhSKZh+JTQaJVgiFDC4Jo0njCJrLusa6BhFR21qEJKTrNd53emz1s9ZWhz225wKKNP4tNgLi4cpSgoyTG02dm2WfZlTGxjdh4Y2IzEp2QmIRVRxx62UYcOj240oaeqGaayzT7deQ1dW15IdOCSkUJQe4kRhsrPKM1qxziX9QVqs4GUPaSIiFQfKSJSNWJJHKHnhyGCUhqsrKmjkoocgWSfP8oSA/pakSmIpEM1XnyF0ZyZxWxW8KQFR6IMR3sZK+UJclehRI9hBCt5MEa/WFac0Ef4xN/4Dnz8lvf+Ue+a3H777c2/BLfmb0EIyfHy9VROcWj/KkobVFZi8wTXtHGFtngvEMrhJh4an0Ya/aPQFpEZZF+gBgJfFGTD86i0hPsPBRZz7KiNxnuBNYo4rjC1RkeGOK4YpDmJrsmSkl6Wk/aD/ZP3gmuMph8NA8e/fwTWMZrmHBlarBcMtWUU1YzriEhaKhc8LE0d8ZG1mDv9GaSIuCZ7HktuhWNqyNV9yUoSnrMymkmVUDuJEJ6FyDKKKmYm4r15iI210WRvAnuv9upvqC8JQJ44cQIhYVrezfujz/N1+kYuFvvRQvL2t7+dH//xH/8KLzPUcDhkPB5/8Ts+jutDH/oQZ86c4dWvfjW/+Iv/hT9e3+LrD2pOXzjIR9aW2a6hssFmIlWCqXEoIcltY7vjSqyrmBKsa5yvmZb3dtvf2FhntBBh3fghyQ2kTDkqn0TqEhQ7QK7Nse3AnQfnR1h/YBcDB3StYKBpCe9MNLdMoECQCNVp+NoW9rzm1fqgT7Q+gNFIJF10YmshpRsz7kQMGPhFFDrwhf7/z95/h1t2lVe+8G/OueLOJ9apOpUkVSlLSCKYIIRBkknGxgGMsWnbQON03e32/To+7m7fNu7rdrud2kbt7K/tdoOBNjYYGzAZCxBBWaVYUuVw0s4rzjnvH3PtfUqWACGVEBJnPM95Ttp7rbVX2Hus933HGPLMLvEZ2yKRVlAKR4qlcKpygFJklZ+ly87WFAiqectqWYXYzKM2wpAyZGjWyHSfXA/OaMlW9kETM3ScYlwIiSdrzgdSNqakW1bEb0JmpSyBV3JQ3kWhLAqfiDot08G3/rQ9P9mXk/07acD7IiLyt5GVGxgzdhZGQiKEmm4HQE3MVMfMVNsRuJsAwZTwNkyNWCqUcPnG41LRzwMKI+nnITeuj7l+MSKuxBq+sOzRu7FYAgkNzxJ7rtpTUxFZOfEYfea1r7PMnR9PJYG86667UErR8C9k3juHc8xOPFERf08jlEYqQ3+tg/I0tkoW8uMUWXk0ApjCm/4svRIVFsTb11DzKWJbBxGPCb114l4DISx5HpAPqmtJK3Sp8MIS5Zd4QcGcsIyTGlGYUW8P8OMUoxV1I5grfJQ0aCMZbl8iWxlwQcuJ5XKtaPg5rTBjTityoxhn7qPs2DhiNSvpilNcHXw327wAJWExgnMaGTubPUZZxKF+h5NpSK4F/dx3VrS4BPijhbud6ZXrT5BA2oe5Pjy+JXxrxH1u4emJx0UgPc/j/AvO59gDhrXyIKXazx32RnYFu/l3/79fetIIZKvV4uDBg0/Ksr9Z8N73vpeFhQW+/duvBQSz1JCiy+2ri/za6Y/TT+7h+fNvIdPOamK1TGn6NYx1FcjF4CJOpLeSFqsYmz4iI3l9fYPZ2UWUbGHM+CuaSYObc1uILgTrqmaTLGqJmJLHiZWLqsQjZ4pIYNP4ujCG4ow3w2mVrEpVcctxFjawaUR+JusrDCA9PCvxjSIUoVNjyxoWjaYkok5k64QmJLBe9ZFQ4QxeK8/4u8agcLndBZuE0FUKH+4qIB3FrUQ6Hr4NUXhVG30Sreg8JiciIhe7ODkOE6t2A5WaWyAYyRBftQm9Dkr4bn8bN1eqTTY1Eu+mD5CmGiUCIq9DoTI3S1rNMcY2xLAp7PGEpGFqIJfwgpAy2KyM2soX0ifEZWx7BLby+UROK7Kb+6momvcCT0pUNZtZWEGqPQJl6Bc+b9hlWYgGzERjhnmIEFCXHhtVMk7NsySsALDoz3D0icd4f9MiTVOCIHjS3CkeC+655x601myPLmQfSxTCUlrY01mjLDyKJGL11iX+r49dzG9ccy9eRfyVp1FSY63EWIHRrlrneSWeX5JlIfahZfZc82XUTIHZsQMZrOA3EvorsyipXbqMFUhp0EZhjLvhFMIS1tz54AUlXpgh/c0TQSlNFOSUWjFeanLP/SOuiMeMi4CaVzIbj5DCUEiPwbiBJyyD0uN0Kvm8vZF95llc2AqYDSxCQMcvaXolntIc67dRlT1OYQWDUnFuY0xSOrPxPd6zWZQv41PDP9xSYG9hC18FjzsO4qKLLiJ88AQ3JzdxUqRok7E93M9D2cdZW1tjbm7ubG4n4Ahkv99/xiqxrbW8973v5bWvfS2///t/jBAeuTUcHrQ4nvjTiuFK5vzTck3lWehGk3zhrFnqwTY2xnc86jq63QHzc/OEXoesNFhjHkEyhfCoBTupewtVpnXJmBE+blg9sN5UjewEKe4rlAJfOEWxJxxVMhZSbdFSTsnSo834qapAOBGMWFzqy0RjYqzFU4LAgkWSGUVsPDITkojadMbwzPSWybiWqCxuzqxkutbwmeIZTUFOSena15Utunt+VTF0Om6Es1+ftuc1JaUoq5nMEjNpo8sQjEvPEVX8ojuGD68qWCzWpGQmJS/XUGfkczsxkgEmFSwJOGKa6T5jGaJFiRbxdHuNtSgrMSgCIakLn7pts2Q70/VN2uNntrwtltwahiKlJ9dJGZGY3rSaChB5s/gqJNQLhNIn1IJUS8ZaUbeC7bUxcTUPaaxgVPisZpK+SfFReAJSLXgoPYon64RK8aHx//zqF8bTGE/1/CNAt9sFYIdd4LyW4vPdIf2iweqwRegXJGnMRr/J+c2AWm3McNhgfdgkrGYZAbRx3opSWFr1EfX6iGOnF7l7fYb3f/Ee3niV4PU/W0CW4bddZTPPg6mIxvdLojBDVDPByi+xRlDvDBDConxXBRWiIKyl6NJDSkOpPfpLTdZvHNIIHOFUwlUmNZKkcO9JhZGMSsWnhyvMyz28oNlkXzOjNJJeofClJfJK8tIjN4pAugzwli84kQR40jDOA3xpuNRbYm/rBDd3m2zfvv0bf8C2sIWnCR43gbz66qu56QO/AcBhdYTLuY4LYslnhx/jfe97H295y1vO1jZO0Wg0sNYyHA5pNptnfflPNT784Q9z8OBBfu/3fo/f//0/Znf925mTAd3CcEfX4EtXHfqrlS5X1mbpFiUFmkQbPOFsZGJT+4qJQJ7qMO4pdl+0zIy/h9xbYFAcp9ADV4m0BqWadMK9hKIxbeVqCoxQ1Eyd0PoVEZAuLaWqHobyjLYzUE6UxAIiJapaoosEVGcEqZypMt6MC3RxZgJATAqHoqqyuplPJSCQCmHE1CfyTIucSb1HIGh6HqEU02poZiy5AeyEdlrKaq7SPceRtDOJ4wQPqzRWrV1TiXcshtyOMdUsphQeVoQI4WNtgf4q1d4JbGV7JIREydD5WiKJfCc4ivx5bDmuzNidUbp3BpktRekqxDYiFIqaUvhSEEhBKCevwVVztd0cIbDAqNRkVWXSYBibDXrJvY+oUg+8dRLToTAehRGMSkkoPRbO4ElJ4dPPQx4cxnx0cIJcJTxLnkPswW3DezlcPMDl4Uur3PZnbsJUkiRPmQfkmdsAgoUgwBfQkwOuXvSn9jq6VKyNG/y7az+N8jRfuP98TiQ1dteHBEpTD1wVutBOWZ1VcX+e1Lzz+N18or/C8SLkB471YaZFvhEglUZKQxS40IMgyFFeiZTVNaYMKqhIo9JTb0mnAC8JogypjLMHWpznO7zPoqSh5meUxln1pBUZHJUeqVbcsqHwrc+LGwvsrhUsRgnDIuBU6jEqFUnpcWjQpp/7dIICTxqMdl0Ua2FUKrbXcvY2BCfNYa5+8dVPqFBRyeae0LHbUmFv4ZsZj5tAXn/99fyr//tfUQ/3MrKrbPf2sZ7CcrCLt771x58UAimlpNVq0ev1nnEE0hjDv/k3/4arr76a6657OY3oPK4Q+xAIurni0g7c293DOrexIk9weNygS0IhSjITM7aGDZNwSh2iN7rnYcsWQhIHO9nuX4xZr7EwO0PDdkiET+EleLLmCIvwp/Yu3hmnhm9DfIJp61pWEYmZ1cgqwzYzBl86Qukb14pWwhljy+r75K14aktTkUPBJqmc/N+eSSjZtLEpjGv7OkcRAdLNMBYIyooQZraczlrG0qsMwAWFseTGUFhLYQ2l3bTkcWKgoLJX9CjOaMQ/mk3QhDBOWsEu5cZQmDGFHqFNMiXllnLarv5aULJB5M9T8+YIRK1yxvSIlGNnC945ZJ6bFVT4xKY2nU2dCn4QhMIjlNIRRyWc2bzaPAa5gVy7Fl5h3H4tp/Oo0ol7ZIMoWHLjEMYJHIpyjZX0boIoxiuXMYT4UgKKVhphAF9E9AuPY4nHfQPNKod5lrmSTiQ4OD7F33Y/xk7vfF7YupR3nHrHM3L2cYIkSZ7yCuREhf2ihZwDvYC7x+9nLXsrvSxmX/swRkvOFRYvKFFBQW4Uf3NMcFlnlsWoZH9rQCA1qiJ/aenTbA2499Q8n+i7xJhbVzIOHfHZvT1GyJJRv4FXEcYgzJHS4AXuOLtK44RIOvJojcvW1pmPzn2Xja00ZRBTNFrMrJ90ZLTwGY0jBnlAbtzsbaIlw1Ix1oZn1zvsqml2N0b4UrORSYaloOYJUq0Yl4q13KMTFCSlR9Mv6BUhgyLAl5b986cYFj6f2Fjljdf/4FNwtLawhacPHjeBvPjii5nptOmMzuVYeZBOQzIoLEfzY4B50tTYnU6HXq/Hzp07z/qyn0q8853v5JZbbsEZrgmu9b+DC9uCWzY0h0cedQ+26XnuBVayuxn5azTlAk0766xjrGUgh4z1xrTV7akWS/GVLJmdNIio4RGsenTmGjRswwlCpKaQGT7hw2bpYHNO0K+qjr7YJI+baSzVUL0QWONi9Rypc8/XlumsnPpHFUYpNgnNhFpps1khm7SvXcvZYuzmBKESrpqJqSYKraCaNpySwolcRQrIjWFYVqY/Z8we+kKhrCS03hlJNy428dFgMK5lXGWJT34GF5VobFnFNVZG7Y+BOG5mcs8QeE1qao66mKFmm9RNjRCPunHHZI/ZQWlcxVkJgVBntuU3TdAjpQjPII+BdF9ufMDiaVfRLbV7br8syK2hxOBZRcu0qFNnm9rD0O+xYY6T6i6lTtBVrrX2C7pmnu6wwa4opl+EpNodu6Npyo35OwHJc4LvYnscMDIb/G3vr4hkhzn/Kv5o4z1fdb88E5AkCY1G4yndhtVVZ682H6WM1wOsLfn/rx3kRYN9nDvfoV4bEwQ5fpwyWm8zE6bcLu/jE6fv4z/t+n4yrWgGLtc6LX2wAuWV3DeaVI6dvdYnvhDzT54vEVXb2/dL/CAniDdb1wBGK8osJGyMq98ltlTo0qNMA3SpMFU04WhuO8Fgg0iPp9VLJQxSQD8P6BYeSSk5NhaE0rJcM+ysjwlUSa49Civo5eCLKm0m9VHCklfq61QrEg139iIu6yREQU6oUm7fOMZ11133DTpCW9jC0xOPm0AKIXj5q1/JHe89wIzcw6CwnNcUqGEbaYf8z//5P/mP//E/ns1tBaDdbnPs2KObGz9d8cu//Mv823/7bwHBWxd+mr11zUxQsJb7nLZ9mmaGOSW4oh3z6QSMLUnLDcLAfTCV1qKxtE2TNdlCh3vJyi7L8XO4XOyjHclpPJ4cl9TbIbNeDb/wiESIQFK3IaFQUwXvhIh4QiDkw4UxhXX95TMTWyaNXVN5OJZGTEUxk9b1pIo4qSz6E6WweDhZHGtDbjTlGSbZ7vEKH4kvpSOSlqqiaJxZ+hmKR4Oj4mXVstbWTkU8kxb3pAV/5uvS1qfEVqpyR/4mPo2yWl5hDaktSERGKcpqfQYtSwq5RO4nFDaltBnGFmhbYmyBscUjzduFRIioyiSv48sagagR2pi6qdESIZFUND3XNlwIgiqy0T3ftYA3991kH0/ytIMqGvHMsQGq3yPlnp9qGNlimq4zIeChdS6XLV1jB9vJZEmmck7LI3TzQ6zk93LK3kXodXiwWEIVPqfzAw8zH7+w/t3s8RuMyoS/HbwPScS54bdzWNxNVhz/GlfG0x9pmrKwsPCUbsMDDzwAwDkzq1w2jnl5+jb6OqMTwK3Hd7G3s85Cp4spPJRfMlsb8m3iCv6q/ByXzmwwUxviKU1RemykNUfO0pC3P3R3tQbBjh07+PIBxRtv7GG1a9l7fkEQZyivpMx9TEXajJaudaw0XphPK47ZOCZNIpdw45UoTzPubKe2cZJmc0iauEquwVUTtRVsZApt3XvbRW3YVUupeSXWCrp5wKFhSF75RXZzj2EB22JLYSSFEaDcLbC2MB8lFKXH4ew4M7MzXHLJJU/B0drCFp4+eNwEElwb+1Pv/TAvDV7I5/MjrK4v8G+Xf5gPdT/Mb7391/gP/+E/nHWxS6fT4a677npGCWk+9rGPsbS0xM/VX8EPPPuzrK/P8MEH9nN4JJmhwbF8zExQZyO3zNevoCZmmDGLxDrEYBlT0JAB270a58jn0qhVmcoVgWj6BolFCdAmwWrD8/Y2Ga2klLaOxZGQcipeqYgGUJxBUByhgqD6X24M2jpFp6msbgo0icjc7I8FNJS4PO1SlNNWsKzstIGpbc2ZNFXLcjpbqHAZ1qGN8PGmGhSNJhEJRpqpMXmLmIb08KUTzmgLqXHbZqzFE05HPakKCiGcJ7IQ1Kcm3o+slubG0i0KEluSiByEI1jLskPHV9MWcWE228NjXbXLzUSSY8lUSV8OGYsBKUMyM6wSfBKEkJQmY8QaYzYYqhn6tkNLt8jLGgCpNhSl2wGni5SxSBnJ0fT1N2xEQ/lTZby1kBkYls54OVBUbW1HLGueE7XMezEDXbDBkKHsMaK7GQVZRU3GNqZmI7abvXT8bXTFKU6Nb6HUI5q1RVp2Bj+4gjw4kEMqewABAABJREFUn4FZIZQN9rFEJ4C/XvskiR0AituTv3xGt63PxFM9AzkajTh58iS/+/I5Ltx/ACUN377HUI8TekMnpDncm0EbyczcOsrT7Dv/Af7o0rsJmtuATzI6Pcug2+KeI7s5Ma5xydwKz/7bEYP8ICCwtuTSSy8lyVcYHt6G0ZK4nuCHOUIYjj60i/64hpKG0N/Mxq7nAWGcYLSiyAP6gwbdUYN+FtEIMmbqQ7qNXZQHhxw7vUgvjdlIY7qFz7BQGAQN31Ujd9Y0c2FOM8gJpGZU+mgjuW9guKgtmA3czWUnsMyHOYPSo1943L7isb9luX75BHetz3M6qXFr8gWuu/76J/z5spVEs4VnOp4Qgbz22mv5keQ0tWbKQjLHmuxxaLSNVy7s5j8dvAcp/UcofJ8oms0mWmvG4zH1ev2sLvupwr333suP/MiP8O9/7c/4p6+MOHV6gZoyzASKC2XAkbHHfaOM++X9rI5uQckGF0Q/iK8khTFsMCa2Th3c8GEhsvjCTgUqEveztu7uvehm1OdCyvUEzzqSpV2wBLoij+VEyGJd1c3Cw9rI1loyY6bKXafsNVNl9kiMKcjIGW/OCp4Z44dGV+fGxFjbE+HDlM4TSDRGSDJSkipCcWIknpOgKSrvxxhrOhQ6IjQevpAYa0kr0jeSY2Ib0yLGRxIrRc0TrkJXcVcBU0LtTNotqTGkRk8TcULrEwqPWCpmA0XLd2R9Qj7BEU/fCqSlav27v5fWJ9Y+iWkwlGPGcsCILmOoqpUZRhdok5HJPkN5mp6aoSvbADykuyQ6x2A4LR9iVK6QZ1181cRXDZpqkYg6M8UcM0Vt2uourCUxJaFQRErR9iVNz1V/a56zHgKfoowpbclIdBmZNdJyY+oV2faWadl5IhvSNA2klKiaT8N2mNMz+EKxgqHLMXrpQXzVJIivZGxOc0LfS+DNY6yhKNeezMvpmwbW2qecQE5sz/bvyjFasm3R2Se1t68wn0So+87h+KjBOA/ZWJul0RhSq5TRZRqQbLQY9prcdWQPR0YNDEN+44EDbCR3sXv3bm677TbACRwP3ZfgRTlpv47RkjwJybKQ070O/TxCCUOgNIEqif0cU3lK5rnPqY1ZukmNjSxy4yhGkRQB5dx21j91F+X6PKPSYyXzSLV7z+r4hqavUQIafkGgNKIiXNoIIqU5vyXZW3dVSWMFc1HC6aSGLyzdQvLh/O+4TH4H2khu2QhYrlluTtf4D1vt6y1s4WviCRHIHTt2sO+cfZzYOEoi5slEyp+uv4PfnH999Yizf/eklKLdbrO+vv6MIJDWWo4ePcry8jJZcQrpL7uBc2k4t5EyLhVS+HyxV3AyuRlwqtWToktD19ycopiklrj+ZGEEzWCTrLk2pXRE0cJ4LUXOxOSmN600TlAYV6maVB6LaraumLSBrZm2ljNRMBLjabXQOkMbFydYJcQYWyCEwhPhNH1lul3C+RGaM2YI3WwhSKHwCAmJHxYhqKzzJ8xxBLW07mtkHCnpTdrAVc42AnLG5CRkZkhTLpDZWfbJBSIlCKQjzE5I4iqNqXaE8cwWusHiIWmIAE8IIiWJlaQTQFy1gift5LJSOBfGIoWr+E1aytpCJH0sPmMdMdRNNmSTFQWjcg1tRm6G0oyd+Aboi4CBbQBv4e78E4ySHkJIjM0xlbdiqftkMqL0XdxgT7U4WcVG1k0dgyWXOR4eoQ7ITZ1UK1q+qNTYbqSgIQOMaaDlNnpSkoshWdlFmyGFHjHyVplRu+iYWQBC4srwXJNRcMLex/r4NuJgmdibI5SCe7NbaakGPzDzBn5/5X+c7UvomxZpmmKMeUoJ5KR9vcwM7RceJX5gnXyjSTAzIGgPOUe4quBHD+7HU5pdxvk9ekGJLhX9XouNYYMHBy2OjX1Olkd4/8pdAPzpn/4p7ba7sfnSTbfzwtb5pH1Df6ONtYKy9HhoZRurSY1UK5Q0RErT9HOy0p+KcpIs5KHuLKtZwKnUJ5SWbVrh1QOWOnW+dFvq2tvVfK0S0PSh8ASetITSEEqDFBYlDePSeZIu1EYoadhWG2KtIPTd+0w3DzmROFeDYXqQizoD7tqY4+/TA7wh2sOD60e35h+3sIXHgCdEIAFe9ZpX8f4bPsqyWqZllkgbL+HW9XnacgGPJ4fgzczMsLGxwa5du56U5X8jIYRg37593HfffQDc9aXLiMMMT1gEMBfm9AtFU4SUejOF5/bRu5mvX0FTLKLwSWxEzc6TaAg1rOeKuufeoEsjSLVgPXdvwEunUsp2zOl0s1VbWVtv+jbaTfI48U3MrHa5KCJnpIYk9BmbDcb5CsaWVVvSpZsoESCl7zKwhUuHmZC6Scu6qGYIJ5nWZ6qajQUrzNTYGpi2wc8UraS6T6GHlGaEtYYxzsdykvgihee2rVIoq9AjEDVOlwkzNoICCrM5Q1kI9/oSOZ5a49RNnVplixNKRxwbnqDhQ9O3lQpdVPsMhqUl0Ya+LqZ2RzUlsVaiJNQ8J2CpMmKwuoGRywRezFCukeouaZGDKZxHpE3RVTpIUa6jTQI4xbY4ox2vZJ1A1jEYUt1nbNfpiZCGt4DCx2JQePgipDAl/TwiMzHW2mmFcihSMplRiGzTB7Pal1lxyn0FfdJgD03mGNFF24JY1kjEmPXhbdPjlZshB9MuN2f38cLWVfzx+p+fxSvnmx/j8ZgoilBKfe0HP0l44IEH8IXPzp/dh+m38Yf3kJyaRacBwXyP2ArSe/ZxZOxzcLiNS/ptlmojAqVJS4+Dgya3bvgk2vKe3jt4zezLqiUrrrnmGsDdBJd2zM4oZH21RpYFpHnAII25r9chM07goktFIj18aWj4uUuZSWIOrC1ydBRxMpUcHBbMBz4NXyGW5mmcHPOxVRct6FVxpHtZIJQedc9QUxolrKtuSo02EotgqdGlEbvYwlqYEYcZ1gqOrLl51F6h6OZwWf11KGG5b+AzNGucKCQXXnQhO3bsOAt7fyuJZgvPbDxhAnn99dfzP97x+1wVvJRUG67gQt4z+ih9s4En1lhfX2d2dvZsbOsUMzMz3H///Wd1mU8lrrzySr785S8D0Gq4hIVAGo6MIy5sDwiUJVKKnY2XcHT4yenzVke3kIR7mfH30LRNpHAVsFHhiGKqHQFKNSTaEcNBqTl9ckhrW42jaYaPfFh0ILgPhM2Zx03T6b4Yk4mUgVhnpFedwXTZe5iPnxQBUkYIGaFESCRb08qjh4dnq6zdKs2lIKumA50VjntsRESdwMYENiC0zkLIYKu86ZxMpE7woQqU8ChtXNnnZM5L0YyxtkDIEJAEqk3gtWiKRVqmjcUyNiUegsxqEpGTiJRMpHjWI7Y1QuuyvgO8KXn0paAduMqlL2FUCsYlDAs386ir1v7AZhxXRzAYQmIaZZvQBtREQCyUE+NgppVcz3q0macpZsn8lMR35Dwp1ij0APEoHyShP4s2dbTJUDKk7m+jIecQKHLGjPQaabFOVnZRMkDJ0EUmiiaFzOiiWLGhm0sVhkJlzseSAmPcMVEyRJkMLTyEdYQ2LU7RE4pEbjDMTwCG+Wg32/QCrdobKURBJlL6rHBvcROF1VxWu4RP9L589i+eb2KMx2NqtdpTug1JktCZ74AfUsztRJw4QT6KGa23mfNLhLAszK3xbfPz/P79NT7VH9G2derS4zZxgGPDT9OM9rNXXQEIPtG96RHr2NjYACCSLQajgKzwWR03ubvXYlRKIuWmAQFmvAJtBKWRDPMIawWraciNq5rUZnw6+WN+fu4n3fL2tDl47yon7X3keojFMOPvoTTztAIXkRlUlcdAue/j0seXhtl2n1o8ptUcojxnWr7R7TAqAg4Na7R9TU0JJAscHRWcSAxX8TwetJ/n+uuv/8YcnC1s4WmOJ0wgr7nmGooyRcg+WVHjiDjNKDvG9trzOTH+B+bmFr6isfXjxezsLP1+n7Is8bwn/BKeclx11VW8//3vByy1eMz8/sP4D53H/3P4D/i9C3+YXAtyY/BFSORvJy1OTJ+bFKfp+LvwrU9qNLGVpFow1o4Ajqp27NBmU+I1t1rnuZftp0+CRJCRO9Vx9SYfWJ/QBqgqvtBiyUVJLnJO2wdJijXysjfdBilrSOEhRYinYpQIUcJzWdwUyCqp2WAelh3t2t3lNFpvMyIwxLchgQ1QKIww1Igq2Y1gaDwKmeOLEClmEKqK4VMxEommJBEjEttDVlndDeZomiY1HREK72Eek2Xl7CiRxLZGbCIifAIhUVJOIxqFcIryQcFUkb1RFBwTa3TFKVLTpyZnCGSMpiC1Q5TwgZi82veDKgzQw3PVVFEiqt8bpkYoPDwrEOwgs5rcKxkEI4qaszyZr19BJktKm6GE78ifNYSyQcduo6kbSAQDOaKUGUNzaNrmljLC+CV4oG1JLz0IGEf6RYgUXvU4/2GCJls9RoscbIm1JUl+lPEZM60Dsc42McvOoEPTh25u6Rbb+Ez5XrZ52xnmzyzf1seCbwYCubS0xMrKCpms4bUXiRY/Bg/BF+65iKtKxczOUyhPc3RUZ8b3uFMf4f7iOEvqQhbNMvtrbyGzJRu2y3Z1Dif0vYB62Gz70aNHAbCmw8ZYspHGrGUhJxNVWUhZrBUIYZ2FVNW6zrWin4f0CslRcZpgknSlXEW9sbfNZz9zG7NyJw+mnwJbgr+HpcgnUpbFKCPySrQRLp3GSrQVKAvWCMJa6lTfRjLsNVkdtDAWMiNZjjOGpaITSFYyjxPFiEsbDd6fHuNfb7Wvt7CFx4QnzL6azSbPfc7zuOe2w/ziJdt53W03sj++ltP2QS6rXcA9yUP0er3prMzZQBzHBEFAr9d7UiITv9G46qqrGI1GHDhwgNG/+Gk6wxrXXvll/vP4LfgiZV9rxPtWc3KR0An3sGZzSt2r3sQNHm6exwCJNkRKMtaGgc4ZioQ1eYrUDilsgjWah1bguvnLGYsRoso8HrKGrpSxSrqKYUxrqpoucNWpSUsl9GddEooMp2SjJmem/9cUlLaaz7MpSvhTI26FN52FdIIZiRVm08Daxvg48uhSVTw84SqFfZGTydyRStsktCGz1IikQlSsMDeGzGiy6kNOVn6PPhJZWRI52xtXAUxFRiISYhtPrWukEOTWTNNqSsy0vS1L93qNMCRyzJA1MjPEWl214z2nXhYuYzq00ZTUyuo1ZqIidUjqxqmb2yqkriShcsKe0vpoC4muUVSCg3PMRQxtyliMGIs+PqGr1hqfyIb4qGkCxrhcm5JHAGNS8rKLEqFLyzGJ88OUHlJ6eCrGE5NzyThRj8kcwZUxXpWElBYnHiaIAjg6/CQb4SEuyl/Edt2kNMZVjc2Y+Wgf94+TJ36hPM3wzUAg/+7v/g6AeP0QNu8idzZpnTjFe98/g7EXcE1riC4VdU8zH/r0e8cp9Ajl+6zLVU5zjMwMWB3fApSAfIQwcmJUfm9fcHTYxBOWE0lAol2kaSgtQjhhnxIWT7rvo9LnVBJxW9e5MnTlGlfW3kBNaVYLn/P2NnnwT45Px1h21l/EJXY/NQ+W44LYK9D2kRnjkVfiVVY+QljSUY31XpvVpM7RUY3cQKQ0q5nPfKQ50FPMqhgr+qyN1nnJS15yVvb9VhLNFp7pOCvlu1e/5lX80W1/ylytyWJ0MVf5y9ybNXjtkuY/PXg/nc7MIz5wngiEEMzOzj5pmdvfaFx55ZUAfPnLX2bPsMG23Kc+1+XV+++hP67xYHcOIwwdu0jd1FgId7EijjDWGwQyJrZ1jJgkq6jKesaSiJy+7DIwKxTGxd8BHDt1nM5sA+VJCl1S4KqCqe5jKhIphKTHMYwtMaZACIkUPkqGtINdBMQE1AhthGc9Vx00rto3MeLORDo13J60qSeYECllPVeRs96UMHpWEQmfUChnvyOcT2FX9qv6nYtsnJA9hEvCcckrkhLwkSC8adVSis2amgEyq0ltwUCO6IrTAIR2B5E4Q+SDsyUayTFjMaBrjtNLDlaK5zqz3h5yElLdo7SZq7ha1w72bUhsYwSS0PqkZ8x7ZpVyPCTGtxE1G9GSAXUliZSYpvcYM0nq2dx2H0VofaBObGMiG1IXvtuzwol90kpFnRQnH3aeSVkj8Doo4VHoIb43jxCSmr9AXc5Nq8STtJ3JWMFkflUiGdkNhJAP83qcYJQ9xJfEYeZrVyKQaDMityN2ePv42Pi9j/fyeNpiPB6f9fGdrwd33HEH733vewGJf+wgyXNfgd6+m7zX418++26W9xzFjzNOH19iT6uHtoIf917FiTHcVpzi3pHrirjK9IQ8PrKbdN555wEwE/U5Nl5kISzItZgmTDX8El9Y6n5BVCmlCyMZFT6DQqEEnCsWqKlt1D0QFETbG1gLX7r/7wjVAq1wD207T8f3WIoMsVcSeSX9PMSXrvqY60n0KGijKLIAXXqsd9sc78/QzwPGWjIXaDbygJOpYjnWrGQl59Y98uA+XvDCFzzjUs62sIUnC2eFQF533XX88n/6f/niyZdxbRgyKi2XxW16GTy7/jw+O7yRz3zmM1x99dVnY3UAzM3Ncfr06bO2vKcSs7Oz7N27l5tvvpnf/NIcfzqzQBC4/OFj/Q63rjfZp+pkxiIVZCbCtz5jOXL5zdZF8XkT7z+cWrqgpKR0hAHwZEwoG5h+DV1qFhdmOHliA094lLh2qDYZ2uYYk2Fsiq1ymX01h+fVaKkl2naepqkT4BFLD3VGDnZZGXvnxlDQmJpTazSlcB8+nnWZtWE1W6iEREkxVXkXaCfaAQqrpyGCdVvjtDzO0DihyQTb/AuZMwuE2kdp6V4/Gh+FBrJKTV2IwmVeY0jliIFdI9FdsrLL9uhZrl1u7VRMk8iUQuSM6TMya3giZEftueR2TKK79PXJqUm4E+koAlFztjZmhrYKp6k5I+1jjCUTKaUoCYlZ0HO0ZEDkO+KrqmjH3ExshJy4JTcGUVUglZBVm1vSkP7U5D0zhtSWUx9OgFqww1UQhXJiJhnjiaiqKG7maE+U2hOaqtnMBQdo6Bp14SMQjO0O+v5eVoNjnB7f9ogca2sNK6MvbZ7bap5xMUOp+98y3o8TjEajp9Qp4t//+38PKF4Wvxm9/CVEmSGKlOYLTnDRrlOYJMQWHvX6iO1GcmrU4MKWoe5FLJfb2Gnfyiez95DqVf5x23qCH/iBH+COO+4A4PKOYVuQ89AoZFS66uM5jYxWkCOxRJ5GCUOmFaWR9AufbiHp+M5KquVDpCwjrch3t3nonhVq/k6aahGPkHPFHDOha3F3gpxce/TzgEjpikQ60jouPXqDBkZLkizkaHeWw8MGg9LZaUXKcO8goJuDEoqF0Fl23V52+c7rXv+I17iFLWzh0XFWCORzn/tcrBL8zckeP7nP4+33Sl7dbtPNBU1zObvDB3nxi1/MxsYGnU7nbKySubk57r77bowxSPnINsbTDVdccQW33norNyUf54MH/imdIGclDfnLExkwYrtfo+NLuoUjYQ0bUYhiSh59FG3PI5ASbS01qThhcywaiU+kWtTEDDXbItYx3ZNjlhfnGBzPCGyAL0I8L2SdQ5iyi7HjadVYiIjIn6WllmjaWeqmRoDHjBcQKUd8NrOs5dTCRlvXgimrimhR+UZOCKM/TapxUYi5MWyUTukNIK0gr6IFN+Rpuvo4abpOXjovOykjZuMLp2ppJ0ZR5KJkLEYMxDoxrWkL+Uwj85QhuRlibIGSAQtmG771yCnpyh4DsY7CI6AihCw5A3QjGcoeVlUtdxFNW/KhjenoNpHwmfF9Gt7meamEjymblKaOFIKG9JirKWqVQNfgzMezKpc6rXK7M7tJugE8BEFllB5JWRmVW5cLPkmhwWPObKOt5jGqSt+xHtIKRNXysxiUVdNzxxeqIrtVe97aaUXX9ysLIgOpUTR0gG98dFywlhx4BImkWgNozguexWeSP3m8l8XTFlrrpzTG8IMf/CDve9/76IQXsqcWIz5/J+qlLcq5nSjl46mD2MGA9L4FwlrKqSO7AVjPfUqb8Ddrt3OoeJDUrPJobWuAL3zhC/zFX/wFAFL4vGShyY0nA46PBbmBhYgpufOlIVSurVwaSTcPGVcVw3YAO2slq6mHtbCSSrafX+ezt36Ullpip95DgIfyBXUPOn6JtoJjoxobuUegLHWlK8ssJ6YZpDFZ6XOk3+HYOObIWDEoYLnmWud39XN+aE/JB45FXNQWNLySd586zG+eVQGN5YmqqLda2Fv4ZsZZIZCe53HttS9j8JlDvPuh5yLpIbG0fUit4bnxyzmS/Sk/+ZM/yZ//+Z+flQSZyUxlr9djZmbmCS/vqcbi4iJf+pKr3PzKyTv5rfP2UvMK3ro34DOnaxhgVFrWtZslK4XGtz51G9KQPnVfUfcqTz/tCInLtO4QCJdx3dZNAjw8IRmcSti21OY4G5TWUNiIWMSEXsxpcT+JkFNrHiVjmmqRpp1l1rRpyQBPumpn3XPk0avMuCdG3MXE1qb67tJs1DTNZpKNLav0F/clCWTIA3lKX/adRUw1S9lPj1HoNTw1w3mNV7CgF0lExoY4TcqI0zJz5NbWmKXGsmwB2/GEawFPKnn6DB/LAk2pNBpNaH1aMiCzBmVm6NB27WKhpir0EVk1N6poiQUiW6dViVYmM5aRp4iqDOqJ7+PktYZC0vY8Gp6kHUDLd3Nh2goKC+NSQAHaur3orL3dh6xXXTMzvo+HJpBunxdWoI0gM5KolNPkG3AHYtK6n8yHAg+LpZwk8QjccfDlw9N4JnnlnnDkVhmJJwSybBCbS+jUlngwvfFRzMEtEkVbnAt8km81jEYjlFKEYfgNX3eSJPzMz/wMIBAy5pymYeWmi1i4/DhMRIdRiEhyTOFR5j4r45g7+/Duk1/gSHkbmonY7dHb1gB33XXX9OdXz13Gvd15TqeSz+T3s1Mvs78ZMdaKoLLasVYwKn1OpzErmUdhnJ1VrJyi2pOWQyNBYiwvvHCRW/76HL492MGodLZeTd/ZAQFsZCEnEp8jY6r3IUnDg5ZvGJSKQeFGUU4kAff04Xg+5pB6kBebSxAC6sq15euepO5p7h5ugHLFkC1sYQuPDWdNwvyKV72CP7rx7Xy0gOfIq8iMIFKWS1sREGGxvPOd7+Sd7/yLs6LKFkIwNzfH2traM4JANhoNRqMRADVanDN3Giks/aTGqPR4YBgAglkdc9IMAAisR8cLaXqSULo82G5uGZaavsnxhYeyiqZpEOETS49aFbkyOp0wt6NOJBVjY52XW9XeDWQD6fsuvxkzVRV7ePhC4UlJKAWBdBnXUrhEE9i0jlfCWQlBRUDk5P/uQyPRhty4mT1fCMKK4EigZkOMaSKFROGhKelEy4Q2YidzzPkeqbQkOqKlnUjBF8pFFArLQhDQCVy0oCPeLq4v1YLCyMrX8uFWOr5QCCFoSo+28FBCkFVVwNy4JBuNRuHRMA1iGxAJj8irKoNVHOLEMFziDMon5BkgkJK658zH274lUPaMmEi3LwPliHikZJXX66qLYeDWsy0GKUHJzcqEwHl9jkrJsIRR6dr4xk4IoHgYWZ9sH1SZ4WeQxcnfz7zHm5BIJSGygC+YtR7GeiS6xjn2+zgarnHE3EFpErTJqJkAa8ck/9ip/lsEk/b1NzpuNcsyvu/7vq9KoFH85PzVrKSC//3ZF/CT57yHYEcPEQmsgfEdSwxOzfKhO7fz43f+2RmehYLjx4+zffv2r7quft/50u72ruKHdlzI3T2fP+3/HcP0IBvxRVyavZROIEm1wlqnlJ4g1c7NYGLA3y8UmRY0fTh3d4MgkNRO5cyEAJJUW3wJDd+R0bXc585eSWYNkVSs5e59ZClWjEuJL73KyszyJXMfR7LPYEzKpxqGvfo8XrUUcmevxpUzBfcPfA7bY7zsZS97Rrh6bGEL3yictavl+uuv52f/2c/yr3a8lpOpItHwJ92buT64irVcM1O7nMuCITd2H0QID5eh+sRmoubn51lbW2Pfvn1n50U8hajX6wyHQ6wtWGg8l1/64vN53Z4hr3rZJ6jfdhFzK9s40GsiUayOFTMyJlKOkCjhogfHhbOWKazBF4oQz7Ul5eZweVqxmVMnhpz73EWO2HUKkZPJZNoKbolFtHDm3k6W4+MTUpDTY8RQK2Qp8VHUhE9NqYf5SJ4Z51dYR079ak7S+SQ6D8YNXOvTr07DBhFt5TPjBWyTITWvg8SZcyvhcr0n6AQCX3pIPIozkmQK44ijJzezvX0BKJe04iyOjKu8AU3hEUqBV/k6ug8zQ1p5OhpriaVHQ/iPaLlPTNYFm8RxEos4ydA2Z0RBAtVzoVcIhmPBybREVT6ck8SaSUW37lUZ3R60Gu64zQaGtLRkxuVcO49QZ6Q8H1mSUtIvJMNSMCo3M81hM7bQF27/nEkYYTO+cpLMM0GkJtnqtvK/tFMPPm0Fg1KxPN5GfVRj4Lmc7+OjzzAn9/Bl/ZHHeUU8vfFUzD/meU4UxYDlhiufw4+94W6E/wdgBMmRRe76zHNYHzZZnlsljDKGwzqfO7KXPzh6a0UeJceOHXnMJtonTjg7se+cu5pcD/nFI382HWe4iOcxLOHY2Gc18wilpe5FBMrQzRWnU7gr7XJb9gFK3UfKGleHb6ClfIY7NeLAnSwFhlEpiBXESjAXuvPuZBpw6wYsRYrYg8MjTc/kjEXK7ckqh4Z/P93GeriXeX8f18f/hI9nf8m82cF3bw+4Yv40f3r/dnLj877xLcjoKP/2+h84q8fDNbC3jMS38MzFWSOQ+/fvZ3FhgQ+tHmNfdA51D76/cRV393PWGPIcXsBPnbPGg3cmrJWrjM0Tz8iem5vjnnvueUbMQZ5ZgVwd3cI5O15I088p0wBtJCeTmMLCqUzTVV2MMSyYOkqL6fzhpDUcSUVqtKtsAaXVGFvNyeHm246dXOOq7XvpiVVyEkqbUhMzm0kxhA9TSU8Uumkl0PCEh7EBykom75HTRBQhK+LnTCwKq4mMs+KZRCFmtkQKpy9ORMqaOEZIg5aZYc62WJABuYbYc3ncE0I2IVcTkppqR3xK4whSqM74u9mcKdysjAqa/ua5MiFTXlVFzQ1EUiKw06rdNOca9xhb5YEXxs16Gev2qTYCX505DwpKubZwUT0u0Zb1TFAaOJFnDEnxjUcoPEKjCKQkqoikqKqFABq30HFVSU1KR6wpBLBZWTTWvYZJ5JtXVaYn+d6FcYdLmM387jMzvCeYnEtQkUrjXm9REW2BwBMSr6qERgqW/TrHCrePCjukLmc4Vdz39VwGzxgMh8Nv2Pyj1pr3vve9vP3tb0cg+N7Z1/BPXvV5vMXCHdjQoz5zgvMKj/Etl3LgxE6WWxtkpc/RUcCB8d1UtzaPmTxqrXnPe97DotrPS7Z1Wc+iKXm8Jn4ze+KI5ZrFE85sfyMXaOtudrWFcWkZysE0XcuYMYfUYXboZV540UVEhzKGZq2ao3Zt7khZciNZyyQ7a7At0qRaooQiTmIeKHKOjj/3sO0cZQ/xXfGrAHi5/D6umBEsxSNWxnXObRi+sG4Zliuk3WNb8YVb2MLXibNGIIUQvOLVr+TD//OLPCc4Bymgn8NcEPBAuU5NR7RCzQ8uvpI/OPl/SO0QIbxHHc5+rOh0Oggh6Ha7T6ldxtlAo9FgONwUIyxFJbUgQ0hLqRXvO15yh/gsg8yZ9i7Fz8LTeyhtOJ1z8yoS7dqSktyUUwWzxiCtS3MphSY/kdGZr5OpHknuEly0KmnKBURl/K2sR93WpgrqQuQUZNN0FWklOc5qp6iUu6H1nbUOkNqCTOQooQhRlBaSSil8piIbXE52YnuM2SC2F6Nt4DwKtau0CeFemBbuS1akckLmJi1j5+/ItH2VaF1VAC2RVE70YzdJ4aT1D5sVQyHcvNWEXE0eO8Fk+W6dggJLbiyecqTvTFI2qTjmGkLpDN5T7QzeT4pVYhvjVfswA7Q2zla8IvvWOhLsiCLk1f5QEtICBqVltcinavW2jAikpO27VnkkXZVSW/fcbl5VGqvChlKOPAfKYqyYthTRUFAlG51xiZ7ZCg8kREpUUXLQ8iVjHeMbhXCa9rNq3/V0wnA4ZPfu3U/qOsqyxPdDJikvkZrjzdu+l+9aDghfIGBNYEuLiCVipk793OPsOjnPbXdsox0mnBw1+XTvdsa2B3x9cYs/8RM/wX333cf3zLyOmlfynkMhzWg/bW8H+6KIi9sFsTKkWlJaj14hWMtMNfYiGJQlG+L4dHkX1r+bhmmQqoz9l27j7k/cjKjIJrhrMJSWwgqavmUxKgilITOS0vp0AoEtzCMEXa9p/gQzoatS7q4rzm8NaAUZG2lMy9d8cPj77I5eiN0+5Pzzz38ih2MLW/iWw1kd+Ljuuuv4q//1N6xnlnYgmAvhpt4phqxxQX0fx4eapKzxvOi7+MTo3RTSI89zgiB4XOsTQrCwsMDKysozgkAWRUGWuQrfnT2PqxYE6aDOuecc4jXHd3JVcg0rKbw/+cjUiHtgM4QVlQ+jJBByWvVzHoaJM4WuPmQmedJ5b0yW5swvNTl8aICSmwbSAL4NCG3oCJ6AlIyUIYl1FQO/MpzOhLMbmvg+btML03UXosBgaRMRKw9tLUpLCjSB9Sp/Q0GNgFPAHDuZNW1C4ZEa4wy/7cPn+aDyRZz+vIlJ1Sw3hnFlJJ6InMB6Tmlsnc+iS8fYrO7B5iyWrEilktVwv3x45XFSETmzYjfx3ZxUDCfPURUxUwKs5/Kyh4VrX/tG0DAN/CrasaSyY6qSc1yF062n0FBUJE4JEBLKSiiVasOK6DKUPTKG7NXnsyBrdAKYCwyBsoTSUFpBN1fEnquaZtq9zqiq7Li0EPdpXVinkM8M9M1mO1sKpsdBs/nzZBYWoOkpTOHji4jcJniq9bAM928VDIfDJ81PsCxL/uzP/oxf+qVfAgx7w728ftsVvHonBF7Kc3/i78DUMBuQn5oh2L6BPHcGtT1ldX2Wo+OA524fs152+ezwH3DjRI/9Rv7kyZP8wR/8ASD55atP8ld3XsZSLHiNvJ6l2AlZWn5ZmYUrSuOuuZqSU6Fd2/fYl1/KmjyAMWNqtk6HmAsvmEdaS3msT2nk9GatppwZeSQsc4Gm6Rd40nA6jWj6hlAKnidmWZY/zs3cRZ0OHd1hf1MSSMslHYk2cGwc0/RzDo9j/vZUwvPiN3G390G+77pXfcPnVbewhac7ziqBvPbaa9nIV/io+hSL5T6uby7zqs42vrDRoZtb1rKQf+h3uSV5DxcGL+Ou7AOEYfyERDWLi4scPnyYCy644Cy+km88JgR4fX0doKoYeeRJSFhL+e5LbufeY7u4eX2Wtn89tw3GtGRAYjV9kiqKz1EyiaCooge74pQzhq72scVgraY0GcePn2ZxqcHBB8dI4YOEkVmjJluVubezeAmsR1/2p7XMSdZyk+ZUeKMpkUjGVcJKX3bxbUjDNoiFqqpvlkBIsC4m0BeSzBoyWxIQE9uYWHiOGBmNquihqCx+JgpqeQZtPHNwIa9SYzJcYkwuXXpPzTZpmBpCuAzr4IyW9AQTQiRwpErJzcqjtZvksbCOfKV60ip2Xo0TMcqZAhVRrcOvkjcawmWa1z0neKnlbcba0NMFqS0oMSickloaN19YGvda/epKVdKtKzeuDZgajRYlHh6WmIYI6PiSlm+pe87SRAkQuFlJbQVKu9b9hDxOqqtKgsSicKrYLJfTudMJiZ6os8G91slMpBRULgCCzCgUPhZD6M1+yxHIPM/JsuxJaWHfcccdXHbZZdVvgrctvZ7v2wUXnXuQL9xzETtaG9BqwDjhtr/+dqwVXPnmT2BrdZCS+dl1cr2P0C/4h/4DYCWb0rfHhkm6zSdf+iIa7cG0KjgbWGLPUPc0QkzGWdx5qK2riA8rf8jtsSAzMYvqcmbsdnaIJguh4jnPa2MeWKmcBdw1Wa/O/bC6jpTY3N7SCCJpqCl3fgZSoUaXIAXMRJLZQDMTlPjS0C88Dg593nci5Fb9fpL8GG+a/Snuxzxp+ddPfIbxW1OEtoWnB84qgVxcXOSyyy/jjtsfIvNH9Itlnj07wto6t/dKTiY+S7KJsTl3ZX/HznCewsgnFPm1sLDArbfeSlEU+L7/tZ/wTYqJknx1dRUpa4xL98ZRag+RhuR5QKBKluOUVMdcZGsUBgaFwisFh+WpM6qMmoyE3I4Zl2uM85MuR1ZIXLCfYwWHjxxi2/Y2pUkJlFNdSyQpQxq2iY9CVGStozsUKsOKJgExDdtGoRBWVskl3hkt8pK+XaEmZohtTFmJTWpKEkn5MJGNMAIM7NI7CYWLEBRVJUwKgQGsMRhryScm42eYkwvk1Pi6EHn19+JhEWITIqyEmx2cVB5dyssmvEqMVFiXAjOx34HNCuXEqzE3tvK63PyISLWljbPk0QaUdZY8pa1IqbLUlKmIm8STgn4hGSVimjuurWFsSsaGaYpOpBQdu9lizI0jsBY3qtAyLYwwSCuZCwNmw0oFbwXaTARUtqquOjuVyTHIdWW3ZCfk2lbE2VL37HR+c4JJlXciGIqq12SqteTGKd0n85Edfxfj/PC3VCt7OBwShuFZfz/68pe/PCU618Q/wI+fF7Pc6hGoklOnF3jngx3+/P99F1bOI4qCzx/dQ80ruXIyzHpolbC2yAsXuyhpuKtbsBjMcSxf+bq244Mf/CAzchvnLCbcePvl5Fq4eWArSI276dG+mFpUNX2NLy0rmSLJLBe1YS4saPo+29Kr6OaWmUCwt6FpXjDDfZ9Z4djYXUexgtnAEinDWLus66DK0p7eHAk3fzxxhIiUZCmGmcAQK0MnyDiRxOxv97izO8/VMw3avVczV/f40/XfQUrLtddee1aP1Ra28K2As+5Z8PKXv5z7D/wJsdfheFJwZ6/OfQPDuXWP+wd2Kp6Jg2W2iWdzp/4r6vUGZVmg1Nc3hwNQq9Wo1Wqsrq5+TduJb2Z88pOfJIoiLr/8Sqh8C+/tddizeIq/vv1yfOnSFy5ZPEHDn+NUUuPOXkCqBUpICrIqh7nEoOnmhx6ZWfyPbmaPHj3E3r17Kco1tEkIVBvfrxHRqMiLdCTOuqpfzTZp0Ca0AbENUEJirGUo0mkIXiZSxqIPlorI2amZ+GQeMJBujq/EEkqBRAGbSu6Jchtcazizejrjlwt3/ri4xBwtSkeWGVPajEKPEUK5tBUREonGdBtyYxgCWepEKv+4qiZhSgYLNuevJiRzIkQp7WZL3SDwceIcv2JlhYFx6Z7vWtqCSAlnyi3dh96EuBlbVU2spKiOlZmIjCp/yabwaPib21KYiaBI0PQUvq658QDpWoWqEgONSuXa8kBYqbU9afEsGOOI4bCEYQGDUk/NyVsBdAKmUXTITTV3eUY11t2OWGJPVy1769J4pMAXHpkd0LT78dXc1Pz9WwGDweCst68/97nP8YIXvKD6TfHG3W0awZCkcDeWx3sz/NqrbkR0AmwUk9+X8drnfZ6F5x2AuRlsVEO2PGqzPaSwaCM5nm+wO9rJ0ez4V133mVhZWeEDH/gA/2TXHsJawukk5lgiGRTwQN5Do3lpx3VTWr5GVv6OaS5Zz+DKWcNynBIoTccv2B57ZFrSDgrmWiVi1yz333Ivq7m7FhYjScvXFLa62SoFsXJEsqYMhXEiMm1FRWRhNoCObwilJVAGJS3twDl+ZAaOjGFocu4uDhIENS65ZB+Li4tn83BtYQvfEjjrBPJNb3oT/+1Xf42L5HewKgds5LMsRJLnzY/484cCCqt568JPTQUQ37l8Nb/4wKfwvOBxt7IXFxc5ffr005pAfuhDH+KVr3wlf/mX70fKiBN6QMf3CIKcFy4fIS0CmvGYZn3EqUEbJSxLkeF44t4MI1lnlcPT5Xmy9jWrPkePHuXFL3bxksaMkf48dTlHbGrT2TxjnQAHILYRofWrVrmoWsouO3kgBxSueUxmBxhrXPqKcLGGvjEg5VT8IsUkncZV8SaYWP2YyqPRiUtcrGBJ6RJUzjhtXfu8oLBjUt1HmwxjS6TwCFULX0XTnPCxKRifsUsEYqoc94XCFy55JaxiFasi8JTMikqsNPFWFAhn2yMcSQylI3ejEgaFmc5xisrn0hFI9xzn/eiU4m1PPcz6x+0XH7/y2mz6Lq0DIDeCVE+Ip7P5afnqYWKDVDvl65kkdjFyyu9J+09SVVQNjLVhVSdkJsdgWS47gCJSm+34idLdVV8n+w8yIxHCI1IGawU1z1Wdrqpfzt/3/55X1PdzVfA6/nzjHV/1XHwm4WwrsD/5yU/ynd/5nQB8e/xmzqk1OJZYmn7OtvqQXHukpUeZe5AVkOcE+xMWF++CvfPomQW3oNLw2Ru/jYafsW37KR4ajUn0vV/Xtvzmb/4mUkp+5nke9957Hhu5hzbQL0oOi3vZyA7y/PIHaNU1/UIxE5QUlVF+pGB3fUzNK1HCEKmSZpBTVtXDfPcyrCbcf7xHZksaImBUujPQzVMK1jN3/a2mivOa7gYu1ZM4T0FNTc55Z3Xla8mJcY2d9REnRg0OZOssyzY3Fe/nl3d8L7/eu483velNZ+1YPRx2Ojr0eGG+hSr3W3j64awTyEsvvZRnP+cqhrcc5r9dtp0bT1mOjQVrWcDO2OeP136fmvinvGRRcipVxPYSzglWOVUeetx2PEtLS9x8881cfvnlT9tB6MXFRXq9HtYWfFvtzTyv1eTmDbik12Lb/Cp5HjAY1RknMb40/PUxxZodcFIe5VRxB9qMsNYJWmrBbrKy6/w2rQYhHpVMHjp0hOXlHSilsDbEkzFLZiehdeWunJJSaEZiPJ3lKYiIrRPQlEJPFdq+DShERkSduug4kmchEylr0jC2EV6pphXESVt5QkYnRK6srIISkVCIrCKNelpZlSgUHjXbwieo+tCNqlwGpcim5ue+qBEQk4mURI1JGZLaHqXJ0FXGN7j8Zms11ho6/i4iXUegqJtG9TpL6qZWJdN4RFIRSqb51RPFtcFVHg8nKT0xIpFjZ4NUWR1JLfGtj2cVNREQC0XL92j6sD22U39FIezDqqGplhTVth4dWXqppu0pGj60AtdqljgRT65dG3FQiOmM5qi0gKSmBIHarLxOWvLaWgZyxFgMaNg2NSUZV5oKU4mGMu0siMDt6mYVKycFnE4ledUqn8yQPr99Iaf1ET7a+zgvqS3wgvhHEML/lsjD7vf7LC0tPeHlpGnKDTfcwM/93M8BgudGb2LGrxEpOK8xph06wd0wi/j8aoeLlprY5SX0wjL6vGdhpcLEs3gbh/EPHeDIXz+LUeHuRI4c3kGib0WI8DEfl36/z2//9m/z/QuzzMWST64ssZYpLmiXfNt8ySvNs+gXV9HNXVu5UVUOD48ClqKSFyz0eGjY5JOnmhgL5zU1oTR0c49TqWDXt28n/8IpQqHwEKwxYjjweWDo0/F9TuUJNenem1qeYi1TeNUNU92zdAJNN1ccH8PBoWC9zMgomVc1rG2wYkc8vzHLDaffwXuv+EF+454ep/URfviHf/gJH6snEw899BAXX3wxAD/90z/NT//0Tz/FW7SFLTg8Kbb7b37zm/nFf/ELHB+ez+56wt29mI+eFFzYcv/fYMzt3TbrecGxsccD+d2ARin/cVUh5+bmKIqCfr8/jTh8umHXrl3cfvvtANxpPs0rg1ewlkv+7O79/OvrPonnl5xan8VYyYlRg7pSfGT4XoxJH7GsrFzHmNRlNftzxN4so+I0Wg+wtpiStdOnT2OM4eJzr6V/wtCwbYy1ZKKgoJy2iM8UzyhKchQWQy7ch87EJ7Jmm9MKoUSSCEfatCgIRI3Y1slEMm23K3yadpbIbsa9TUQ5Co+MZPp3UdmcV3pzCpGhqirpZP2eiJDSRwon4oio49uQUpRT8pjpEdpmWKsxtkSbDGtLjE3BaoSQJLKBFJJczhDRoGGaU+FOYZ38WVuXEuOMxTdb77kxaAxD2Ztu22QLAQrhpjiVlXiIqvrq2tnKghGAFWgmPpOODA4KwXOBI8WIUmtCWWOsJZEWU1GQX1UXja2sfkS1PAR5dVmVdtPzclS66qMBQhsS2pAl2aTpOTuiSUV04nU5ia5s+jAXOqUtOII7KhWj0s2YehWpfvXMSzianeK2/EO8uv16Prt5OJ/R6Pf7T9gSptvt8vKXv5ybbroJEPhqGxfUZogUzEeWTphiqxnXRphyUXtMszmAIyeRQUjZ2Q6mJDx2B+qBu7njD59Pb1QnKT2UMDSa7vx0xPGx3bTfcMMNDHsDfu4V2xh0W/zDirtuh6XHrrpECcuglNNqeN0rGRY+l7TH1P2Ce3ttfuXUTdTFPInt8aL82WRGctr0ubP8OO+44hf5yH8/QMtTHM0zxnKEpEFuFUfzEZHwmfU9IuXmlLs5bItdZG6kzLSqrgS8f/QnXBK/hj1ilpduM7z7eMY1M20+0lvhxfGP8eHjMTfLd/GaV72GhYWFJ3Ssnmzs3buX97///U/1ZmxhC4/Ak0Ig3/CGN/DP/9k/58u9IVYvsi2GC3zFWgb/19JP8cXekHf3/4jF2hWUOkXJDjNKs1r0Htf6lFIsLi5y8uTJpy2B3L17N4cPH8Zay2XyGgJlWUuh4cOHv/QcXvOST+Ef386DGx3WsoBuWTwqeQSmyQ5SeCgZUtqMRrAdbecpTUJWrGMpqQe7OHWsy6U7L+Po0XUMlgJNJnKGsoeovOEkEmm9KTF0VkCaTKSVw6RrI08e74hiSUKfxPQoTIK2GYGsU9oMbTIKPQAkp4VPzZ/HlzU84czLfUJ8676nVVrNhIhNfhYoV5WsRDMACh9PhO47Hgp/KhiaPAeYrt/a9BGV2VH6IJk3S6CaCE/hi3D6erGuZea+TzKsZdXmd3OLmShIZEpBNl1/YH0UCmnllIieKVAqDPQLMbUnmhA314p27cFB6NjXqjqNL2uMdYRAYKxgrMW0NT5J5cm1GxGZGKFPUmcslQH5GaMECkFsA2rCZzl2+2hiRp4bZ4vk2u9uNnI20GyLM0dg7MSv0g1L+nJzZtSTId8z9wr+8NQ76XMfy40XP65r4+mEPM9J0/QJzUBOyON9990HKM5vfBehjTinYZ34xCspjMIIw0wtRUnDvs46N95zEa/ctkYrPk44HiL6A8xqzvFPX0aShUhhXTwmkjSp4wkxHdP4WhiPx/zar/0aL5s7l3PPGXDnZ/ezkhWsMmB32WFYSHbWN+eG56rqaNMviFTJuPQ5MvZYHd3CKs738W59ioP5jWiTce55CwR+gHckIfIF5BDbmBlq+Eoy1HBRI5xGbJoS6r47f71qrlhbZ/ezLRLQk+xTcyzXJA+OFFc2Xar8ncnfsKP2XD6/fgA/HPHmN7/5cR+nrwVbZdE80aVsYQvfrHhSCGS73eZ1r38dd33gFrr5FVwez3JBK6flK+qe5mRS53NJysnhZmrAgvcc+uILj9tcfNu2bRw6dOhpa+eze/dukiRhbW2NHX6d5XjMR055zBifo+OIsDPA90ru7jfRFiIpkLKGMeOvsERn4lzqBItBVJnNUngEXhtfNVhQ59A7knHuzgW6ckBmTUWOPNpmltD6VRiig2siG4qq8uhZr6pWZlgMHorY1qekrbApme6TletoPSAVPggPMA8jvxOBhRQBob9A099BLNrVqzAPI3/AtJpXihJNQcqQ0mZYNBKfQNTw8CrCJvGshxY+Fk1pxuTlylecD7VYjMlQ/jyBcM4AIzmiIKMgo0YLZT286tKRVlKKkkLkaIppy91gqNs6dVtz5urVjOWZpu++cH6LAGupq2BOoh5zoxnanJ4ckIoRKDeeoPDxrU+BYaQh0aBy8YjRjclRm8xResLZ9Ew+aCfKak+4/zVkQNNTSDEhrpaxNlNhUyycIlYCpRWcSCJyLaaRihPi4CISLWMtWU2h7i+yzZ/jWH6Y766/nHObr+bB4Yefsa3swWBAFEWP29v2xIkTvPa1r60qj04Mdj47+OHzhqSlu9ZbgSNnrTAl9Aua9RFJGtHPIv7mUy/mvNtXadVHDMY1tJF0GkNmWn2OriwihaWbBwyTOqGoUdrxYzoW73jHOzh9eoX//q+HmGKO//SlvRyQd+MTMqMbRCpgWDjLnbGB1TRiuT5CCUM/D7mrV+dvh4dYajwfbQs6ps398jay4hQAL3r+m7jvtlPMeJaTCXhILgxmmY/g2NhycSsiUpYHBoJW4M7fWEFSCrRyM48NXyMEjLXitY0foekLIgmf30h40VzEzRuaK6LXMmTAfnkZ663b+I7v+I7HdZy2sIUtPEkEEuAtb3kLr3nXq3iO9wI+ld3P2vFz2N9UeNJjLoSX19/Gh0a/N338YbFaqVAf3wzjtm3buPXWW0nTlCiKztKr+MZhQgCGwyHbIkFuJPvrIb6EK+ZWSFZmGGUR9/bF1Jsv8ucZZ4cfdXlSRCgZUpQbGJtT6h6+mkEKD0/FhLJBy3TYODpmef9MFXtopxnavpAEajIjaKuEF8vQ5M4ixwIiqKIO20grMcJUyTKQihGFTcjK7tQH0NocqjnNR4OxOVm5QahaSOU+PG2VxS0qsc5mRdGZo5dkDMsVct1HmwQpQnxVJ/Y6+KKGwie1PUb5Ckl+7DEdC22GaJMhlGvLl5SkYkhux6zm91bHSyKFjxQ+QkiUcNVGKVwrPSAmsiG+9fCFIhbqDBGNmJK5SbVxNS8Y24KxSElFxlgOKKtWv0dIAzeP2TZtFx8pXFRkaR2p15MqaYXQ+m5e0yoC6YihqJTw2mwSvkmqzELo0QncDGe/MIy1obCGpvKoe5Km78iBAVYzyaiAsYZR6SRW1loiJen4btCgtPBQklRG7ju4Y/ggz44t55ndPPiYjsLTE/1+/3FXH9/97nfzlre8hTiOcckwAinr/OtnHWVxdp2VjRmsdVXn0ihqQUYcZswvn8Rayc69Rzh1dDv9UZ17Ti7TDFL2bDtJEOSMRnVCr6jazIoTWZ+RGfFY2tfD4ZD/8l/+C5fEl3DOwkH+4PdexaoeMxJr7OYSSmvoFyWdYDOX/vAooFt4BNJwaOixklk6psNpez9Z2eVo2GC73Q912Gcu55pnX8XRvz889Sd90VzEQljQLxShlCzXCtYyj9LaynkC+oVrY3cC4W7O2PRsnQsFoYK5ULMnjjmdwoZJWFOneV3rfN4z/DA/9mM/huc9aR+BW9jCMx5P2tVzzTXXMDM/D6NjXBKchwTuKywfHf0J/2rXW5BhyHPiH6RtGtyY/BmGU5zf2c/h7ChF8fVXJ5RStNttjh079qRHiD0Z+Mu//Eue/exnc/HFl/Pr+9+ExeeEtRw0R3ljR0BdcMlz7+H9t3yCyF/gxfEriJSHlfGjLi8OZlEyZJj2gcljhkgZE/oNIi8gEyNWTva59LqddKMxFktsIwKhCKUiEpspMAAai28VA+NI4jT7uqoRunxkQWktdWIG5hCBzfF59G18NChZIwh9PGkqcY1BYghEWDWENH6VwmMwGFtSN3V0cgzpGrQYhozMqamIyGJBUX0wPzbEYUjDbzCjm2Qip5ADknKIsmNMRYInWeNSBFgZ4qsGUjWIVURMg9iExDYglh6BcOpuT4hpdKIUk3azZRBnjOSQMT0Km2Jwc6M+DWq2QSdwA8RzUZ0STWHduMHEd7MQxbQy7PZLSGl9rI2IlIcWE588gZHumMbeZoZ2qCpfTlXZA1W2Sg1f0PCZqs0zAytjy5rN8ZTAKKZq/BElKT65NZxQJwnqEWPRIw8VOtX4jVM8u77MP5yIH9c1/nRAt9udpkp9PbDW8gu/8Au85CUv4aMf/QRx7Krf/2L5R9l17ueJ2wNs5N6udanoDpoEvkVEEhP4qLDAaMncuWtE6wWLdFFKE9RSrJWY0sc30CgNtlB8bLDKbL1JYuzX3NYbbriB0WjEu97ao1ARXxzWOFG/C99I2tQJ8PClol5XblbWg7vGBQeKuzk9vo1Lo1exI2ixw29x5+gwC+3LuIKL6ZqUc+QL2LujQXu5zr0Hu6SeoqZgtlGipKIVwjalmYsyiqHHNuGRVPdJ/dKS+4axVKwBeE6EpoTEK6EdWnIpqNUkd49HzNfqJLJF4mccGd3Pj/3Yj329h/frhMXyxFTYT7wFvoUtPHkQ1tonbcji7W9/O+/63f/F23/7l5+sVWxhC1vYwha28Jjx3nf9Hx46+iCf+tSnnrR1/NZv/Rb/8uf+I61o3xNaTlKc5qXfcfmWiGYL35R4Uuv3P/qjP8ov/Idf4I/f+gE+nn2EpegSlvROvpD8b66v/ygPiBNsmKNcyrO52fwDWbEBZoPCanq9ja97fePxmE984hNcd911j3sG6anAu971Lt72trdx++2380ev+G2u2XaaT5zcxu+cejc/PPM6fnD/YS64+B6SXpMP3HIVt64H3J72SMSYdY6xNr4NJevEwRI11SHVfbKyR1qc/IrrFELiqQ7Wan7zt36J373hXRw5uE5DzlKzbWq2RipSClGQVUKWlp0jMpGzoJGKhlLTuD831+c62+MShqWhrwvWZY+h6JPYLkq4ymFpU7TV6Cr5xpMBfjVvKFHkdkyqu2jjZr2stWibTxWjM9F5KOGTmgHD7AilHpy1YxF489SDbW4A3mq0LRmmD3zFx3uqSejNEHltQtEkxLXNJ7ORDxP4WG/6t4J06pc5qeRGsklInZptUDM1QlzlUglJLfZ4439/Ce/6mU9RpBqNm5csrCG3hpHISMSYRPRJ7IDMjNAmQcmYSDYJRExATGAjluwsbeXT8gU131Uex5V35UCXbODmZi2Wuo2JhBP85NYwFCmpSBiKDQJiarZB2zSoSw8lnAH+wORoDC0R4kuJtZZ78s9zunyAn9/zBt57OuXm8V/Q662dteP2zQBrLR/60Id40Yte9HW3sW+44QZ+/ud/nrJ0qvwL6t/JZ3/9Q9jFeZASjMFGMaIsEKdWyA/UOHH3uehSUeQ+xgo8ZZBKI6UhilKkMoyGdQajOsd6sxRGsp763HDir3lwnHDk2EHq9fpX3a5f/dVf5Rd/8Rf5yPWXs2fOcv47DyBlzCXRK9kpO8wFkrXc0PIlkXLn0WIEdd8SCsMDQ8XBJOGCeszBcU5dKgxwSVsSSUsoLbt+4ioOfvY0R288QS+3tAPBoXFOajUtFdDXOTMqZHssybVzEhgUhrgasbm32OCe4tPU/AU2xncCcGXt9cyLGveKw3TMHOd4LdqB4OPJAxwe/T033PCt40u6hS08WXhSCeTOnTu5+oUv5gOffZebTytbPCfaB/wgf716A/VwL6PsIV7SeR4/0Xoxf7x+F0fHHwMsnud93Z6O7XabdrvN2tra06qN/b/+1//iqquuYt++C3nn5T/Ens4xrk4tv/zASb6ku/yzy1epNdZozJxi5ZPP5kQvJ9AeD8gHEUhCzkHrApnXyCgZFF3SYhVtvrpviqd8jE158MGDzC2E3HbrCQayhxIeUvjTmcPJ90JCaGNmTAclQ8bKMBPIaYSYqhS4gYaoBF1KjG4S2oi0EsXkonDzkWRQKZUVPiArYlWS2ZzMGJKihzbJI4RCvlkkkDWG5QajdGVKwJ4IpAjwvRkKIxgUPbTNyM+Y33w0+N4csVgiLNuEpbMMEnhkIicjYWw3SPQGxpaOjJr8YXOcQkiUDFEixJcxkQxQNgKr0NaQU6KFGw8wVaMgSzUyN25CropclAYC62GIQSikiPFEQsqQiAaRrRPZkJqNiIVHzZME1pCWkCbO3/FEnrAmNxiKLiOzNk3y6YglGqa5GQdJNfspY0ogsTnYMXmVTOQhKK1mXfYYWHcTN5Q9+rpkI1nj2OhB8mSBJEme1tGjj4bh0N1odTqdr9vP9rzzzmMwGDCZffyHn/sY6rxlTFhzpLFIMXEEso6yCeNPe6gip0xDbKkpSw+URUqoxRmkbjZV5gX9bkCZakaF4hPrn+OO1ZNYBJ1O56tuU7fb5Vd+5Vd4ZXs7l55zintvvZgkSfBUyHFxlEiH7GhH2MzgY8kyWM00D3ULTqoV+qywX1/E9dtCPreao6xFKMtcIFgUKWkpUe2QeFeLo795O6d7JaF0llPdcUohSroMuXn8TubrV3BN9gKUgFN5xlhkXNNpoy3YsSCQi6RlRpK497zTapVbitsZZ4e5pP59RFGD9w4/z8roi9TrMd///d//9R/grxNu/OeJtaCfxAbhFrbwhPGkTxD/9D//KT594xsJvEUMhr/o/xmvrr0R35tjlD1E6G9jqA1tX/MCdTHv5uOARUr/camxd+zYwYkTJ55WBPLAgQO8/vWv5x/+4fM8NKzzotaQUwfrvKb5E+yIJZ85uJ83XHI/5TjiNfvu512fr3PE3IrRBZ1gD0r4FHZMblycX1Kc/IoWPzARgNRQMkSXfR588EH27l0myTfbJFIECBEgKjKpZEAm+iz5F5KJgrIiB6mGtr+p8JU4dWSmXWRhE4/QSEobkNqSzPogQQlHHKeKakqXZGMzCjNGm4xS9x71HFgf30Yt3E1eds8KeRQIpIzwVR1f1rDWqbW/GgJvgbloPxGbiSNGGOflWNkauWjFEUW5gaXEWjfXKWToRE4idL6WlUn4JIpS41EIgbVqGiPp8fC5U3Ck3ZcCIRS+ldQrEqltE6zLyfaFIFCVeKfKr54cq1y743c6zyjQKDyadpammN18nSaYvjasM373rMKvjr9nvan9k7ACI1wEJsBpeYSRXmM4ehDwackZPrh6Oy9tfA8H9N4nfNy+2dDr9Wi1Wo8rDOFlL3sZcRyTJBmfufrVhJd8jGTPFYi0j9c9iUgcOTVBjHfkOEFznvKwR6kV1gqEsBgriIMc3y8IYle9H49r+EpzIqkBPT6x/gANb5lBeeJrbtNv/MZv0O8O+Hev3U0xKvh3N+3mytobuKv4OJkdMu+HZJpq9hlOZJo7uJfDycenyzjJ57gs+Sl8YZiLFIVhmsNurUBdtMTafT1OrWWYyiarmzsfg5EYs3KG5Co1huVY0S89LqhFdALDWiYZyCGRaHBkfPP0safKe6cCw5ZpMB/BytqXUErwxjf+4NesvG5hC1v42njSCeR3fdd3EfohdbXIWnoXkb8dA5wXXs3d5V9R8xeYDSS3dyXfsWPMbcVrOZ59hIEePq71bd++nXvuuYeiKJ42FY69e/dy5MgRLqp/D7tqY8JawqD0eM1yxlyU0onGbBzaTn22x4nuLLGVjLNDWCztYJczDBc1usUh8rL3FcmjpzqEXofY6wAuJstXdR588EG+53te+7DHGpsjKMFKrIgwNgMk6+ooNdFEW0uqDZmxTGLvJoksuvIXlGJicq2wWDwtSGxepcps3pkbDDljEr1BYRIK7dqvX+0G4iupz79eCARKNQm8Dr6soYSHECGxmmEtvY/I346vGijh4clwaic08azMzzA7r9PBsx6BbVKnQUN0SMIl1tUhjC0wtqjIeOgItPAw1kz/l9ohCGdPFNqIoKr5eVYhq31RVDJTJZyL5MSGxxMScUYqji+dmtWvTMPBqVMnkYSpdoKYzFhi6VHHY1HUUMLZ/uTGmaInaIakJCLFYPGsIpEpA7GOQBGKmNjUCIgIhVPM+tKDYoaxGrBePlCJjnK88ELuHt/BcxvH+N76q9jefDEnh597xlj69Hq9x+1DG8cxL37xi/nwhz/CsX4HOzsDRoP0kMkAefoUwmhEnoInEUpzamOWXhpPldkzsbvpUUoT1d15aa2gn0V8Zu0E79t4PwJFyerX3Ofr6+v8+q//Ole3L+XSb3uQ9bvO4TuWJDetzZCI57PGUVaKlET77K17jLU7Nzf00ekyIn87aXGCO/opl7Yiujms5SWXtT3qXsmoVNQvW+QDN36cwyU0bETdeBxmjaHqMWcWiaTbnxebq2iGiqYP+5seDc9yZCS5e5hwxN6KJ8Lp+8WrGj/OB4e/O7U50xikcOanUnhPqvfjFrbwrYQnnUCGYcgb3/RGPv6nn2bVGl7gvZJT5YgLvO3cDfTS+yG+hs+nx2htLPO6uZj3rVzAHfqL5Hn+dc8yNptNGo0GJ0+eZNeuXU/OizrLOPfcc7nzzjs5MPoyjeD1NJZP823bjzLOQ1rxGG0kWRZiVmc4OmrQl8c5r/EqDqXOR1Phk9lhlazy6MTbUy2a4U7qco6G7QCQyBEjITl8qMeePbvxPI+y3CRtzivRoO0QITyE8Mh0nxX/CAChDdBWM87q+EianoeakJVqGb7YNMcWQhAan2NyZdrKjWjgEyKRDOzJqvX++G4eHg8sllL30WaICHYTex1C0SCigYwuROHhE1amQY7oFtZ9ZdZtZyBrhDSomzpt3L4IpawyvWEsdrGquuQiQaBc1U44Ap2JhIwhpU2RYtO43ZtkkWMphUZWLDA1GmOcafiZlkC+cDOoYUUaA2UJJEisyyI2grTK6U5KGGqDti4yMZKSuiepe5vPH2vBqJSs54KDHCexfULZQCLJSUh1j0BWEZISQu1iJT0r8BE0lM85Zg9+GHJQfxQpAhpqmUKe4GPdz/Jj276Xq/WVvIfPPeKYPF3R7XbZvn37437+tm3bAMv/OdzhVS/+SWzvPkQ+ovjQCkV/hvrlRxH7z4HScP8XL2OQxhwatOgXikEpmQta7G6MuCzKyJKI0ajOqe4MN9zd5vPZR1nwFgmCy3ho+OGvuS3/7b/9N8b9hF99lYcICw7ct4+LZzYwzHD0RBujDAt+hLaWSG3epFwgn8e9saSf3MN5wQs5rG6j7QUkJRxJE+5TB3hpdDnaSDbCmAv2t/jUr/wd++yrSSk4KVZ4ML2RZrDMDrvM0eEn6cQXsRiELMVM318O9Cw32Vs5md5EPdxNNzkAQCM6l57O2NO4jowhJ4ef45h6iLXsMsCy95w9fNu3fdvjPkZb2MIWNvH191oeB37mZ36aw8X9XB2/ieNihZoIMMCexnX4qs3ptOS1Mzv47yffwVgLOuI8AMLwsduunImdO3dy9OjRr/3AbxLMzc1VxsFwoNvBWsFzf+wjxH6Okoas8NnothkOGpxMAp7nncuLwj3MRfuZsduZM0t4IqTUo6+4jlL3yfUQTYERk9lGTaZHHDt+kDzP2b37kYR7My+6xJiUrFgn1T1WxBH6ss+KPMEReYzjYp31MqdblGwUBYNSTz0CJ7CV9UyNFnnVIo5sndjUiGydWW/PN5Q8nglrTWUZ5BPRILY1Zu0SM2aRhmnjE7oZTTsm0yNS3SfVXQqToPCJbZ2ajahJj6bn0fRcznXH95j3Q3baefaYnew221my82zT88zqGWbNPDN2O7NiFw3maNpZ6qZOaAN860+Ta0xFyQs0Y1OSG0NhHt3kw8UQuizssZb0C8FqCicTy7GkZCXP6ZU5qdFEStL0JbMhbIssi5Fhe1yyPTYsRTAbuMSfXnaYXnmcYTUfOaN2McdO5swi0krW1AqH1GEe5BRHygFjUxILRcd06ETnE/vb2GN287z6izmWH+fO9DNcMfPMsSix1tLtdr/mXOFXg+/77Nu3j3d134H0Gth4nuj2f6B/aDt//fcvg+1ziLKg+7k9FKVHbhR7mn0u7vSIlfN3XG52icIMP8zxVMkXVxY5Xh5lQ5/iRHGaQ6OPf83tWFlZ4b/851/hlfMXcvmL7mf1yxeQa49OPOKLa4pZFXOe3U6kBJd0BNvjkqXYcEnb47rZFj/UvJbL6q/jiLmDl4fXsacuWck0D6qDdOw2ciNR0rD9Odu458BDxMUlNETIijrFseJ2inKNRXEOWWVL9UJ1DXOh62Zs5PCl3oi/HvwuJ4Y3VjGk7qZ3d+OlCBRH1VFe5J9Px25DIDg2/DR/sPIOPE/x4z/+tq97tv6JwFb+tY//a2sGcgvfvPiGuKg+61nPYs/ec5ntP8Q1tUv5jdN/wzZ5IZdwHq+YOZ93DT7O3x49wCvrb+PPel9goE+y4M+wUnQf1/qWl5c5cODA08JU/A//8A/51V/9VUDwnNoP8cbn3sTf/831vPLXvsizrrmJmz72Io4PWoxKn1s2YlZSy99lH2GQ3kfob8MLQ3wR0rYLjMJl+sk9X3Fdo+whRtlDPNr00/33P8C+ffs4eNDNHCnZIA4WGWWH4Qyaos2QXnoffRGwgsRXTSKvQ6TaZCKlYzq0iFFAaS3doiSSkki5rzliIr2DORZAOw9JiyUBCpHhqQ6l7p6VfeupFqE3yyh76DE9vu3vpMkcfVY4kn+R2JulruZp2lliU6NFC8MyVhpSkZGKEQaDT0hoIwyW1GjX3jeuOhhIQSQlcTgh4q7VVxhLYS3WRk7sUFVoEYBwpu26UlgD+JVBu4dkgxFDK/BLj1j7RFJNPSbBjQ7kxpBqQ2I1qS3IRD6NU3Qqeo+5wKPmuVZ33bNEytAOShpeSSA1gTKcGNc4J7uUh4aXYXGP7fjQ8N125UZQmA5plYrTyy0rRc7Y5vQoGMkRpc4YZYf4tL0PACWb/OXKLZwaXEjob0MI/2nfxh6Px5RlSavVetzLePe7381gMGDlL5aQ9/4f5Owu9PI53Hv/Mi/Yfw/2/jVEbJFqN799237OaRjmwoKa0izXUm5er/Gbd+zmR/fVWGpvkBc+F3W6iFMH2S4anMiSx7Sff+VXfgVNyf/4iQcRgaW7PsN93Rn2d9zpee02w4nEZzEqUcLSLTxSLagpy3Ito9EpqK8vsKdxNcPCcN9A0fQU52Tnckqt0vFLvrxW44Jn1/nyR+7kPL2fz+q/BcBXDerhXhbMLDdm72ZP4zqankIJ+MONz7A+vo2X19/GhfXXcmD0lwCEqsX3zf4UV80W/PyRBzk8/Cj92kk2xnfwM0s/xYNDzSeKD5OUB/nhH/7hx318trCFLTwc3zAb/v/7X/4s//ln/x9eNnsBb2p/J797+h3sqb0FbRXniiv5Mgf4rPk0+8RVfDH/AnPe5dTUbY8r2rBWqzE7O8vx48c599xzn6RX9MRx//3389a3vpW3ve1tHPtzjx89b4hUGmsFx3+nw9JVJzl31xE+8tnnI3Fza7eXxxmk7oNYIMntGCsMUriq0FAe+Srxhl8Z9913P/v2nceHP/wRlGwQ+rMIFIE3N40bq4W7afk7aDBHQUZie+RmSFq6Spz2Cjzh4RuPmowwFaEprEUaQ92TtHyJsR6WCG1cKzXRZSUWUV9tE78mXLVUEvnbUDJkybsIgMN6NI1L/GpYS+9j4J1kmB4EICtO0WVTMDNrtxPakMiGEz0ymUhJGWKlprQlmQ0JjDetGCokPopQKCJVCWGqyMLS2mlrevJ3qAzK7cOri6qqBE/M1QsshSjR1pBpRWi8aRoHuJSazGoyymlCjbTSpQwhpxGK2kBGVbHUitIKci2pe5oZmTITZihhgQCJJfYMs0FB3SsQgirGUJIZSa4Vo1IxKAO6eci9g5K+DinUHnSQMc4PY61BV+fnIXt4em493dHtdmm1Wij1+M/ha6+9lve97320VtYwF4HIx+hai8ufcyurh3eAcSq12q7T5Bru6UmECNkRQ1rllncCwd3dDqPCp18E3LZR41i2wmo5gsdwfZ08eZLf+Z3f4bvmr2Bh6QCmF/GXd13Md19wNw+cXuLitqXmaeZCiQFGheKhoeC+ZMgOv06kfEalohNoSiO5bUORGkNp4ZRa5bvbuxAiI16qsby8yOnP3cxhdYQkOebed1SLHd6zWGEdbYasFveDdz5J6cRzP7P0U4QS7uivAm6u+2L7HPY2LHsaA5b9y/jh7a/gl098kFZ8AaspfGD4u/iqyWte85pqTGALW9jC2cA3jED+4A/+IP/8Z/45Hzje59Xb29R7e8lsyXuGN7KonNlqNznAwZrPC+If4bPJnwCax9tl37lzJ4cPH/6mIpCTSosQE3GPIwy/93t/SOgv8faFS6jP9tnIIh44sosdL76VsJZy+UyfL662GRSWu0d/NV2ep2IMBZktnCADw1x8EWvj26dpKY8VDzzwAK973aa1Rc2brbZZshBeyKJZZkk26fjuQyg3TkTTp2At6HGKBxBIMpFgaVezUZLSQqodKfaEYD50SSyecIKOGSs5mfiUpcUjRIrHJ3wSQlIP9wIw552LT8gOvQ2NYS3YRl6uIGWEwPuKbfK8XHlUopmXK5wYrnBKRizWrmC72YtCUTc1POHhCTfTaKqc8EQk9MUqA32a0iR4MiYSLRbMbkzVmjLCgADfBgTWJ7QBQXU52qp5tZnuIwkqAukL4SITq+jCjJykipBUVlX5344clkKj/1EShlNMGzDQLdzyVDWn6gvhMqylpON71P0CXxpqXllFFELd07SCnNgrKI0i0wpt3Pp8aegEhk5Q0PE9Eu1zKpXochuF71TBm9VgwcA+M8gj8ITb1+DIW8NbRooV5LEHYLvGO/YAtqkZDBoUK23CpTHDh5Z4zlzBl9Z9bs9XqHsLzg0hgI5vGRSK3Cg8YekEBRvlGo81Iva//tf/SpJkvPbcC6G8m/W79/Idex+kVkv40LE5Xr1rhY0s4sg45GQi+GxyYloJdHqyn+T8liTRAoPgnryLRjNHk1k7w956xkrm03jBIg/cfJrVrMuh0d8DLuq0rZYpyBjj7LNG2UPMtt1N1VsXfopdtZLDY49jw0+zvfFCVpI7mPciZoOSYREwp0OWoozzvG/jnuwT/O/kHcTBLnJ95BsvnrHOS/aJ4Zkz5rGFZx6+YQSy0+nwuh94HZ/+izt5qb6aS+SLsVjm1bncO9y0j1kf34YXPxsQ7AznOJqtP6717dixg9tuu43RaPRNYdlgjBOk/OiP/ijwyIrqq+Pv5YvHEs591gFetO8ePvfA+eh+TNgaUvcK/mDj43xn/NKHtXiH6UFkfAHWGnKRIJGUNiP0Fx5z7vME99//AHv27CYMQzD1aY50Wy0R2JjL4g41BYFyKutRIQiki7ujbCPlflbFMTQFI5kQWR/POiHJ0OZYa8mKgHYQEAgIlSUAtBEs1wR27NMr5xmHu1l5DNXCfwxrDWmxSic6l5CYju646p6VRNK1FX3VJi+/snn1fP0KtrMfaSWxDclFyViM6IkVTo2+iDEpK+M7SMMeM2oXM2YehSK0ESUlmpJEjOnb06yO73xYJbgPrMrbXTXdahAKIQIC1Sb252ipJRq2TWzdyIW0rnLpC4nCkTxwFcjQ+hTCVW2NMM4CSeRTYc7k+ZPfpZUoPEc8rUBbQ1+UZDab+tQFNqBmIzpFiBCCmpJ0goh2UKBNZTNkXUb7RhaykYWsZAGjUrCeiemk1mJkWQhLAmXY1yyZDxULaZPGeD9H/RbHhayM2S1KhF/3cf5mRbfbZXl5+Qk9/6abbsIYSA7uIA5PoxrOjFw1EgK/wBqBnZ2lc+0pbnm3j7Vw++jdhPaHWJINLm7DTFCwVBuhhOXYqEG3MGg0s9GlrCW3f9VtOHnyJDfccAPL3uW86rl3Uq438MOcpW2n+fK9F3D1Yp9GmPLpU/N8Zi2hL0fUbY3XtX+SRBs+b7/Ieplzbz9gbwNu3xDckr6PQLWZCc/hXH0+Slh8adn5wiX+9//+CPckHwJgufFiOnaRwDjngQ2OA/Di+Mc4r1mQaslyLeVL63Vu6g1oxRdwcvQ55v8/9v47XrKrvPKHv3vvEyvdujnfzt1qdUutHAkSIghEsGAIJguwAeEZXttjfgacbcYe22M8ZhDJmGhjjG3AZCSQQFmgHLrVuW/3zalupZP3fv841VcSiCAhQJ7p1Z/+3LrhVNWpfU7VOs/zrLUKpwMwHdisJopzqpKKs8q9rc8B4NqDBPERenqqPPe5z33c63MCJ3ACP4xfaJL8G9/4Rv71M8/nW7Pn0KcKxDrD00PsBy4qvJHb9XdphPuoybxCtNndxrHoJprNJqVS6cff+Q/AcRyGhoaYnJxk+/btP4e9+enxoQ99iLe85S0AfOITnwAEUpbYbp/OpcMxL19fZbG5QMGJEMKwvNrFwWaBxfs3MXTRvZS/H1ALduOVLv6hdn6QLHauco+Th9zo2VKVH2uC/YNYWFikXq+zceMmDu1fIdR1+uUGKrpCBZ84g4qdZzdnJlf85i1MSWZskqzAqnIJTB0lbHzt4eqcYGZoltUyhoykOcxJJb+jHjY4Kk/eGCtIdKuKl+7EKrnU4iOPmQTTsTMq6TLd0s/NtwWU6WVWWI9olwoEvcVdCBT1+BiZDlhuP0DTmqNg9+OrrrwiiqRAha2F59IUNWrpUWrBburyCHHhTHwqnflHTdQx716NJx91jOAR9komxZiUULcJkxma1gy+3ceA2oxrPFxclJFoYzAib3kDxEbnretOZfF4RTMRESGtzr5JTIc8CiSu8MFA0jElT0iZk0dYCveRZqtgMpQqU3JG6RXrckP0VNLbGGa8IDsZ2IJ6krfIEwMPrCZArg5v64QFucyB6AbOtC/jxcMevW5C2UrpcSRdtoMSDl4wgrY0xt/EgeBrrGc9g8Xtj6iq/2eEMYaVlRV27tz5uO/j7/7u77Btm7f0vpLD9xzl5NOXod0Cx6V9tIDWEu+UJrrUj+4eYLxoCFLB+dHruDu7ltOKzyfSGiU1iVYsxA6zocNX6ocBWA4f+InP4S//8i8JgoDTy+ewNL8PZaXUl7oBONws8/R1B7lvdpT5QPCA+D6vLj+NLeWYeqJppJIbltp8J/wE2wqX0RWN4iqB1m1C3WYFuGDgNJRsk4314BVtrrnhM2idv5/16RH6KaOEZK84TDOcYXvxcp434LCta4V2ajHdLmILGFAF6uYknjd8Cdu72vzd5BJn2r18fr7Gq4fLrEQuG0rPZjq6m0H3ZI6mM/zar/0alvUL/bg7gRP4vx6/0DPqoosuYmTdIPfP3sFc824g9wp7mv8GDskjuKJIg/yqWsoCd8R5nGG53PW4WgETExPcc889nHTSSb9Q5d3DIYQiJ3eCQf8cfmvoDIYLERu7FxkZmMcthLTqTdqxT8GJyEKX9RsmufX76/j6F3bxpWKbXWfdxa8+cCWJhv9SeS2frT0Uw5VmKx27nZ8de/fuY+vWzRza/z1cWcI2Drax6HVsvE7lMTM5iYR8/s2SULYUQvjY6QaaIiQiIpAh2mhcbWOjWDWzrEaTzFllDgXjjDXXscEt4Vu5b6EA+j1JJSsymu2iYe9kyWpRl3VqZhYpFJlJyExCK5l7BBlUsoSULr7dl/8NGQUl0QYaWUqL2hrxdqx+nuu/hIKSFG1yZWd0LpbM920lTkmMJtWGgrRwpSDRhgxDovspO9uZFyF3m+8y1by+s8YWSpawpE+Y/GSD5kdDki6RpEu05BQFZ5gua4RuM0BJF0hMRqJzArkoV5iVuY2SQK4l+aREucLeZIS6jjYJtixgCx9X+LidyuZx4lmkSuQM04gS0qxOmtWpBXVq7F57TrtbeQXndOs59CmfpPMa7hEHsaXLmB6i33IYUBZ96TAN72RuaX4SPfMaTi2VOamSMOwH2FKjhEuQWWyNx5jReXVJCo+NYog9j+sVe/KgXs8v1B6vgCZJEv76r/+aKIrJdJlqdw3ijHRwArUyR+XsI/zLl57L73xvH/bpw9gzB7h+McQTFhmaK3ufj6cMQSZ4cLWApsDRluFzqx+Ah6l4f5xYaXZ2lve+971c1nsGE5bH1x48iXTPdg41LUYLmpftvIepxX5+69ADvMA/l3/asQ0lZrh/uQ9PaRxpCNMam4rP4RW9w9yzYvj3+geAPJTgiu7L2VppU49tyueMcPV1V69Zhm0qXcrdzc/yjMKb8KVkMTmEFBYv6RmiaCVMNsv8n6ll/nJbihAVNpYNl6turp2Dt56zG2NOJjMxL+qvckrvHB/fN8zllc18b2WUKA2YkpIrrrjica3Nz4J8FOVnTKI5ocI+gScxfqEEUnZO5P/5J+8H4MWVt/Lv9Q/w3eQfOM9/LTVZZJG7ACg4QzTC/WzwBjkUzj+uxxsYGEBrzcLCAgMDA0/UbvxUuP/++3nf+97HcfJ4gfcGfnXcYn1pFddKcO2EZrPE/mPjzLVLbOpeZGhwnqhZYHWpyljB4rv17/LNW57CRafdxRVbZ7h+doiVWLC9eDl72nnVpuiuJ04bP5VI5Cdhz569bNu2hS9+8T8Q7obcjxBJkGkKliLWuegiMce/GiJtMMbQ1hnHTXssY2FjYT/My3CA9bTUAtqktPQSM8omivsYy6prXpFKiE62dq5crmY+bmZTERVcnc9GBiJm1R1hxZ5GCokryljkpt6+KZCQq42baYYlBG0T08jy40cgsFWRw9kKfurSk/oMeYpIGywp8BRMFK01kiw7q9dKDa00IzYabaAiHUbEDvaSi22MSUmz2k+lHpfSo+JuoKj6KFIlpElg6jTiacJkhkw3ibM6benjSh8pJKoj2YHj8WgZjijg4q8Zm+f7l1cejcxtmhxRWLMksjunumUUDhalzKdL9ND2NhGIFoFZJchqBMnCI/aj7AxTMA5lS635TKpgExIoO4puF8q2oZFIJuobmeJ6ZtUxaI5RtspYMv8APNC0iDJDojWJyU2uFS5KiP/0CuyVlRW6u7sf90WqbdtkWQYYLhufyz1fWyDSGCyLlZs3cOtSSvHsJZI0hjRlWs2wlB3hqdbT1xTx7URST3Il/HXpbZ0LmwJp9pPHgP7sz/4MgDOLZ2BJzcGmzYFmStWGF6+bpx34LLaLXOqey8s3zBKkNrcv9fD9pYwXjqWkRjDhnsWIHqCgNFIougs7MSajS42yqZyv8dHU4/yze/m7d3577bHn0zxr/i5u48zsXBrhPq7ovZJrFpts9EpMRxF/ttUjM5phv8267iUWGl30uwVWal2EmeL6eZuTuwz3LPUx4sPhluH64GNM2Gdy3nnnsm3btse1NidwAifwo/ELr+m//vWv54//+E/oL5zBTfqh6ClP2FT0Q1fwtixgMCR6PYI5jh07xtjY2GN6LCkl4+PjTE5O/kIJ5B/8wR/wp3/6p8efBZbq45C1j23VQaqFFo6dv5mutooshwW+M1dmKXLZfvp9JC2ffdNjhBlU7dyXcWGun1QrepyUemLTr7sxhRfQFnUyUlpikVQ3fmx84U+DvXv3ctll+ZxQPZmmzxpFINDkCvC4kzYRZppQZwQmJRAxiUhIRYpHPtN23C7G4nhEX/4B129vZTk9QqLb1JmlLVaom35G0mE8YWFLiSfz2L28KimwhUKazldAGoGTDVASXSij1hTPgQxZFYsIFAVTJMNgIVhWK9SbubWRwdCKDnPQs2nHMzyn8KqOhY2gYOXVyIJlEBy3p8mVrfXEcIwVVtQ8vdkQI6KLiq6sJW38tKj62zlNXECP5XRsegz1LGFJrqJcmxU0SdYAIMrqtGQBLXNxTlPlr+UyUwRZDccqUDB5RnVuNv5IuyrH2IiOoOa4sEYhsYWiS9kd4YwP5EkfiTYkwpBITYZBIShbFkVLUHVykni8fe0rhSXAtwxFS1O0MsqW4vOtfYyWnkqvHmRS7WNHfAZ9qcIWhkRDM81I0Dgif9spK5svNT4IvO8xHqlPLiwvL9Pd3f24t//Upz5Fu93m+d2XooQmaPvIiS5MmiAX5ykOwbt2zUGWV4+n/36AgWyQA8HXsSsX0eMktDPJSpyPGxyL21RUP4XiRTTjo6zqGqn50UT9rrvu4gMf+ACXdl/A5rJmomuKghNRDwosBQUA6kGBTx0sc+VJ87h2wt1LfXxmeZL/NjLMunKdb08P0JN1c16vwz01QbcDjeYkWof81/GLcFUu6ivtGmBhtsGhQ4eBvMJ93FUi1s01zWQ7g1uCT7Jfnsafjp/BSGWF/cv9DBcb7FsaYKRUp2Qb/n3/Jk7uanHpSMofHz1Cl+njGZV+HCkAQ4N9vOlN/+txr80JnMAJ/Gj8wgnkxMQEr3vda/nYxz4OKDaVLuVA8+tIBMvqoSvlWpDP7ByLv48rFePj6x53G/u66657XKk2jwc33HADf/Znf8a73/1u3vOevwAEabbMmZyCkrP0dtfIMsnMYh8rQZHvzHbx9eB+fvNsjXIS0tBl6+hRnhu7jNd2shAlLDUqBKlNZvKUkJD8g6BoqjjGYVCMc5c58DM/9/37D9DdXaWvr5egAQviKFW25xXGTOfRdjqlLSJaos2KnCHSTYzO16VbjefG4MZfUwLDQybYEokSFqnJiLI6gU4I1Ara0rjGp6CLVLSPLxSWlB0RTL59YBJkh1AqJI6xyJvVufI5IcahgETm3+ss/yx6lKLQ8Q+sUGdIoSh1vBBVJwrQFgZb5lVIKxP4StLWDaZbNzOnyuA8k7pc4QdtvIWw8r39gZGC4+KczaqXqp1HDgapoJFmWEJS0SWkHMd3K6zqWVbDg2iTEqsKmcgzta00f41r4QFsOZQn+Bg7J5BCY5u84mujsIREk/tIpuicRCLwhIWnFD1O3r73JFgy39fjJkFK5s6cQoAnU2xpUCL/nxhBPcntgixpKChN2U7pcmK6bMVF1mk00ow2GTUqhBnUE0mvkzFaMNjSYiFUpCYXtUkZ8H8DVlZW2LFjx2PebmFhgT//8z/nve99L695zWs4/aYisMSG03bDSh3pLUEYIX3BKafeB0ph3/t9lpcv4ObgEwDMJG00dn7MCkgE9CqPhc5ww6DVZsTp5d7myqM+B2MMv/Ebv0GJLv7k9ALr1t1KaWyeeLVEe7mL7z9wMgD3Lw4wXlAkWvLNo2PcspTw30aH2VhZZe9qlVYKBZG/v0aZYbQAWdbg+eU3U7VTokySasn2i4b4j+98b+3xHz6KMqZO4V5xL2Olp7MQx7y0662c0aM5pf8ox1Z7CFKLW+YGKVqabjckSAV/PX0VXxp4GYOVGs9d2s6H5q/i6eUr+aeVqwBDqb/AK1/5yse8Nk8UftbxoidqPOkETuDngV/KVPHv//7v87GPfRzPHuICZyPLhZ1sKjq8rGeQv566jP3NryBFgcw06Snswo9bTOkHMcY85jZRuVymq6uLY8eO/dwtfVqtFldccQXGmDXyWPG30Qj2ci8HGOkNKJSbzE4P0Yh8bpjr5QPz+Tzj4PhGvLFFPBZJQ4fzt+7GPbCVzxyqAv0YI7h10WI6brOg5ljVs7iyxDq9GRvFtsJlD9lpPE5EUcThw0c46aSTuPv78wgkKTqfCcwMbZMwq2ZZNbO0kgWiZOERdkGhXWPU3YWFlZMr4yAQJCJBo5FIfNVNPZkmzQJS3SLOVjiaLOPb/RStXtpmkF7dTQUHJQSWEUQYarJOQyyjsKmYbiwUDdmgbuZJTYREUqQPF5+EmIQMYQS9Wc8P7Wd3YSeN6BhdloWvQFr5hy/khMqVeW5u1GmtFy2BHbtoE6PTJe7VX6TgjJDpIDfakT5FZxRPVYh08xFm7kJYbNG7WO8WGfDBU4b5QCA6UYQeCjQkxqEtJFJIjIkxJr8NkJkEneainEy3sNCdzG0LhUSbh7wmbZlvk2jdybEwuVJcKApKMeTnkYUVW1O2crNwV2qUMMgOUcyft1kjkqmWZEawEnjEmSDMBMXO3xatlF6vzZFGF5vKhoVIUYsVKl7HgA/rixEVO6adWdjSQxtJM8sFcbF57H6lTzbEcUyz2XxMFcgHHniAv/mbv+HTn/40UZRnzB/4nMMLt7XpLjYJlrqwZ1ex7CXMaszCPadguzEYTXpMcu/MGFV/O7VgN5f0FShaAVZH3Twb2mRG0WwO0TYxc7rJkfYiP8oD8tOf/jQ33ngj/33ieWw/6278HUvg2jiNVdLvuazrXeDAwhBFK2VDSXHvcjf31wxbSg4Vu0U9dplqO1zdPsKF/jrmAnjGUMhvHfoGlxTeyLqiJDE6txQacSiMV2jd+OgfOxsY5GvNL3KO/xpGfYeNJc2u3iWSzGI+8FmJLY62FVvLms8e6mcmjHnf1jfy0nu/ytfOOpvMwHDpAo60NBf5b+Cu7LP80Z/+8S+kcHACJ/D/In4pBHLDhg38+q//Gp/+6Be5J1zifHkh/Z6hYKX8f+P9XDNzJZ+tXYXvjLLcvofjg+BS2o/ZVBxg/fr17Nu3jw0bNvxcxTTvf//72b9/P6A6A+spYbLM2f6r6TU+S6vHGFw3hZKarx7r5/OtuxDCQgoPnVqIsoHU4FUbFHpXefamY+hvXMI3pqsArCQxS3KFyfZNeHYfm80uACJS6mLxCdmH3bv3sH37Nm644UYSu4lxNVUzyLw5RC3a/2NNysNkhiM6oOQMU1IDSCQZKYkJaWdLxGmDNFv9IY9KTUgjq9FgH3MIfHecLjXGgB6nZHxcYeEZl4aAhWQvR6JJgDXyBvmgfuwEbBZnYnVSWxIyIpGwuZRflBzHiNjGOv9ClBCsxDDq5x++kc7961ItKFr5h17B1hQtQWZGCcQzOdK8Bq1DqtY4vfJsFArHWMQipS5WWezMRQIMFM/mXHkmp1QFPU6CNrnP4rqSIdaCRiJZieFQEFFXdVrU0EajVBljEjKTUpF9WMols/PxgOHiefQ3RxEmP44jkafMSJMTxxZNYtpkMqVqBujRFQYdly5HIICilZNYgFhLYi057or5kI4/J5CpzjO025nsJOjkowxhBstxnvedGMFIqc5goUWkJYlxKChBv2dTsQ3tVFG0JGU76RiNO5SsAte0JAkt3rf1jZxdfD3fb//jf8pZyKWlJUqlUm5/9RNw2223ce655/GQsEXi2WP8auXFPGO4wcmjuTgqiRzC6T7EfMbs3vW02gW2XXAHR//9FPZOrqPPb/NHYxdy5/LF/MvKUS5sj7OtK6VoZZzanQt6Jhol5kOXa+o2g9koc+nMI0Q0+/fvZ8uWrYBBCo+/+NNvk556Bnq1iKwtIwo+3ecf4us3nc9kq8ChpuKOVo1T/CqbyjDkpRxu+dy4kHFQHuS5pY2EGUQZ1GKb11ZfRDuFm+o1nmd3cdHIDNazdlDfc5TLe9v0ZlfyiaWHxIBnFF7JrMmfeyIS+j0YLUTMtYvcuDDAtcFBXlrdwHl9LQ43fQY9uCGe5PPHJnh55XLed7/hwWyOUbOBO+VuillK73gfr33ta5+wtT6BEziBR+IXkoX9aHj3u99NxCIma1NUuT3ItbMlNleXGfHhV6tXMuqc9gNbPb5y/ujoKFEUsbT0oz0Anwh85zvf4XgW3UjxfPqLZ3Ku/XzWOSXWFy3GR2Zwuxu0Qo/xQsZ8+x6MSbFVma/cfD7CEojRHlaODfLgnTvIIpun7LqL5SivkCkhsXHo9bcTpTWm1WTuC4iFg4+lqj/zPjzwwO4126MomWU1Psqs3ks7WfipEm7SrEYrmaeezZIQkZiQxAQYox+VPP4gDIYwWaQWH2Fa7OeYOsasWCQUER4lStZgHn+HyOtrJgaTIoWNRBKIANWx4DYYLJP7NPYUTl17jETEJFrjKUHZgsQIwkwSawg7FbZ2Jkl0Pv/pSc2IbzhTbmFz6TImShdTNj30UqZKAU/kmdUxbaKHWSdt1NsZ8yU9Toqv8iqfJXLyKAFX5q3zgrBJiKhFR6h3jLZtVcYWPjYuZXrpUfk87HA2Qbf0qEiXknAoGBdfe0QiZEYcZC7dS9usIJD4xqNLOZSsXCBkibwtH2aCViqpJZKlSLEQKSZbipsX4PNzTf5lbpV/nW3xjbmY7ywm3LkSsxTlM7ASKHSKWc0UuuyUepTPX7pSYwtopHCkpfn+UsZ9NZt9jSILoUdiRKfSKyjIAolpM15sromt/jNieXmZ3t7eH/s3t9xyC8985jM599xzycmjJK8ISn5/7EW8YuMszzn3Vnr6liiXG6SxTbhaZmVymOnFfiyVUTs0ysGpMXpKDfrLq2yurHJmT0w1q3KgHXLrouQ7cw6Hm0U8lbKp3OTcvjqX9K5jLp0CBMvL8xw5coRXvvKVbNmyBYnFVncHD75hKCePjo+cnUEfa8BqA3yHbX1z9DoJS5FmUOSVYyWgkSruXIYH5X6e5m4k0/DRxQ+zrZLxwKqiFsNMGHPQ3EnR0jRNgdUtJ6Pu2EeYKYoWnOO/Btlpe5/iV5mVk+wovoRR2UWYwZ66z2pic1+zyWg2wjtf+h8A7GtIblxp8RuD6+h3HA61Q5SAYdPNBrvCeDrBoriLP/zDP/ylWvfk9f/sZ/r/cBX9CZzAkw2/tLNrYmKCN7/5zXz+w99AJUWod1N14JN7x7gtnONdG3xqh0bZD+SkTKKQNBoNyuXyY3ospRQTExMcPnyYvr6+n8Pe5LNEt956K8eH7qaa19NfPJND6iCXVLcz2RJ8895dvGbXXjZsPMI3jqznyoHX8r7Zq4izVbqcCCyJkZKDU2O874Eh/nf/Il4x4HdOO8Tf3rOR8YLF/qBBq6OUbWbzNOUAQ6bKeDbGknOEelD7mfZj9+7drFs3QaFQoN1uE8RTBDw2P8YkXSLLGsRWHSFkTh518EMzg8chEChVRusQYxK0bhPEbcJkDiVLOFaFgtWDhYcmQUkXIX2MboPJ0KQk2RKhsMjcFOthBFIgkLpIWw2xzD352iT3ktgRSThOpl08JSjZkGqINBQsIBU4CnzAU5qqkzJSsFlcHWRB5vNkGkNiMgIRsyIXWUoOrYlqXHuQPuXT5RiKVoYAgkwy1VbMhYb1JdGZtySv5BGtbStlAUeVsYWHazyKuoCTdYQnwkEJcg+l4zOiIlddS6FIdZuS1U+BCr2iyJCv8ja9gFYGQucEQHaIHOTfL0aGlSzi7uTrJD9gtr6r8HIqSQ+qo1R3JOg0r0TurXsoYeh2IxyZv06riU2QpaQYVhNFKRZUbUnZTgkzhzADXxapZXXKbsi8Wv1PWX2EvAK5fv36R/2dMYb3ve99/NZv/VZHZS252H8TvsodBeZ1k53dK5x+6n241QbhcoXVWhdpprDrKVpLPr53jPP7QrY1Koz0LuIXAuLIQQjDAyvdDFtFbCnWoimbiaLbb9GIfHw75ozsZN480svfT3+Tnp4+jl+E73IvZnthO2/aOs/o6HVor4R99EGm/v0k3EJI37MPYZYjzrnum3xk++sZ8iRH2/m8bDOBqbZgPm3zNH873S58bXWGojvBgYZif9DikHqQ2fYt9BROpZ1J5jdtpa8WEh9sEGZFEg0uFud7r+QecyNlG9a3t7DBK3Jqd8pti4ZnDefpRbcEn2TvC8/j2uuewheO+lRsWFCLzATrGPLhs7V/4O3VK/nX2Y+jogIXl06jp7f/lzr7eAIn8P8CfqmX/u9617v48Ac+wjp9Bl2O4HAr4Zrgo7x77M3842HN9i5FYN7Ide2PAoKMjEql+rjENOvXr+faa68lDEM8z/vJGzxGHDhwoFPhfKiou9C6nTf0XUmvG1FQitOGptCJhRCa03uXiTOLDy8NEiVzrMYuy99eT89zZ3jKi79OmL4AKTVR26MR+kxGLSYocqpcj2cVmVEVEh2wIuY7GccO43InD4gDj6vNfxwrKzXm5+c56aRt3HHHnT95gx8BbWLCZAYlS2skUiBBSIRwsGQZISSW9FHSRQkbYzISHZDqgCiZe4Q9TjuaXLsvbVKMzgUYeVsuXhs2jwhoiYgKPiDwhaKIhcpG0KW8Bd2OJ5lDk9kJzXiEflGkr1MFC7O8Qugr8LQgziyKpQxHGiq2YdBxaSQuNbnMtEjJSGhTp5UtESSzDz2PZA7bF1giz5nWwHKsuKG1wL2tz3GFfSUlu2OJZAzRWiMZjAmRwkZh4Rp3LU8b8nDPlSygJQPaooFWuUo7JSLSTYp2Pz1mmIou0e9bVGzW2s/N1HS8PHMqb4zBlnnEpCUEXcplTJ3JkfZ3H6HonxEH6UqKKOGSWQJtddKIUs2RlsC3PBqJhac03U6CIw1SOMwGOTnNTE5YPZWxravNamwz1urnSDRNkJzOgeZ/TiPxNE2p1Wo/sgL51a9+lbe//e385m/+Ju9979/xng1voddJONaWbC63GShEbBicwS4GZIHL5OEJ6kEB10oouBFxarGjK2VL9xJbNhwCwPEj3MRiebWLdaUm969WOyMH+Wt9dv8SZT+gr7pKq+3jt4ucWhrlDze8mL89cgMbvGHW2WcSZ4p1Rcn4wBzOzoQ0bCLqda666YW8+xWfB0utjU26UlOLwVOSpUgTZhohBL6wiTLDfCiYMwdohge5Rc2wO8hnsYWQvK7rKbRS8M+bYO76KRZWK8wGksxAQdqs6IBnOpeQaDi9UuQpA3U29iww6A1x5tgRpNS8aPotjJ3xGbSWbJ3v5eu1BV7WM0Erham24cWVtzLZ0jzTv4JhT/DZxj/w8Q9+7GfKJT+BEziBn4xfKoEcHR3lbf/tSj78f/4Jp3k5g45LSW/iYFPw1eaH+GZQ5RT3Ul7ZfVxVBwN2BSGsx0ySSqUSvb29TE5OsnXr1id8X9rtvL173XXf5jnPetWaulAKGPIDjjSL3D83wuk7Nb2bDnK+NFhuzLfKZ/KNyXX84+GEufAi3mRdQ3nLMZ528fWYTNFarDJUXcEXvXy2dhVbSy+gV/dQZBeBCgloMy+PYtCkJqToTpBkrUeoGx8rHnhgNyefvP1nIpAPh5I+lvQRHVGIJVx81Y3Cxu6kvShspJEIKclESsutsZIcod2ZdwTQuoWQLgILpNupujk4shclXWzpE5hVFmVGYKqMml5KlsJTgoq2sON1cJxERpNMRpNMkhuRe2kf49YufOPjxg5l4a7Z2CjpMFGIKVuafk9RS8oEJqAhllmK9j+qlY9rD1KxJZ7K8FSGEoYNJXi508Nl3W+l6qRkRlCLc9FJIXtIhGGMphHuoy1naHobcVWJosrtVL6fXs1ycPCHHu84Ti+8gglVpepJBryOaCcU1GK4LdvHbHTv2rEhhEXBGeMMeTHrfZ9+V1FMNzHmjnIvt9BK5ik5w2gSDqh9LKR9WKlFVZcoK4fVLGJaTXPt0jTGZJwmLuA5gy6+lbGhFLO+mI8CtFJJLVZY0qbqxHh+xhldVe6avp/7a4Un4hD7paBWq+G6LoXCo+/Dnj25Rfpv/dZvkX4m44y+OfbVunnJtgeZ2HIIt9pA2ilH79zOsYUBphpdLEUu3U7MWHkVbQRveNY16NSiuVJBCIOyMrSWlPyA+w7lFkwawMD6kuaU9QcpdddprlQ4NDfE16eqtDMo2wM8q/Ji7kvmCDPFZSMpO/rmGd25Dwo+au4oZqXFu17+BfyN85hFOHrNGXxg26lASsmGG9qzLHGMqhhiKOunz3ZxVV6VfoH/FFr2hYwWBM/tupJWml84HGsbGPO4cLDAjd+ZZ6mRW2Zpk/u9rnNKbCzDkJcw4AUU7Zjp1W629CzgeSG9o3N8aude3vmhV7EQws3JfnpNPxU743tLubDvTv1tzlPPZtx3OBzfzfqN63jZy172izkITuAE/h/GL20G8jh+93d/l9jUiMwyB5JVThdP5er4Vj647Q2kWY1uSmQGnua/AZDMJzUe71zIhg0bOHToUCeX+onFjh07qFQq3HDDDQy5p+Dag0hZYMgzlJyISEvCTJE+qEEKSuNzOF1NznjGTYwXQiqWTZhJ7r1nJzO37mTx4Bgrxwapr3TxwOwom4oOUnrsbX6JffJu5tQMkcirRHlassQSHgKFb/2w8vix4P77d7Njx8k/9HNLVbCt3rwS+Gj+OD8AKQs4VheuVcVVFRxZwpYFpLCJdJPQrBJQJyFvVdk4lHWJki5TNj0Urf410imEhVJdOKobx+rCVl3YqoySLlLaOCq/79RENPUSsQiYE6tIIXBVPmvYpWx69cAj5iEBMt2kFR1mX/AtpsQBHuBW7pP3cyhdYSaMaSSCzDzU7nXlQ6dNqh/disa1qtwfrK5971kpvW7EhlKLbZU2Q15EQemO4husR7mWy3ST5fY9zLXvYD7ME2KC+Mf7TvZSomjlSmslDK1UsBQZ5uKIlll8xIWFMSmt6DDLst6pEEKfKxhzfbZyFsPeqVTkEJbwqKezzJp91MUKtlCsKygGbR/X+NSCB6gFu7ktu5rM5BWrXjdiQ7nO1kqD7V1NlIR6YjEfeISZYswr5/OupvZj9+fJjMXFRXp7e3+kMO+4tc/4+ATriwldXpunrjvIlrPvoXLKEaSdEi5W+ae7d/GxvaNcN1fiu/OKMMsrZ8Pdy9ilgDS2uf3AVmYX+gEwWnBofohYg91JUPIUlK0M201QTkIUuXz1WD9Hg5hYa4Z9wynVjBf3DvCr69vs7JtjdGAeqxTAUg10hgkEbt8qumWTrXqc9rUGJTuhlVoMeoY5c4DF4F5Kusw53R6n9Ri2d2WsL2YM+4btXTDsp1QdzVJkmA0ybs4e4Nkv3Mi+G2a5e6lOK9N4nfPRlYL1JYE2gkE/IMws/miPpNtvM9+scGhmhIWjw3z2K5fyu8+6jiNhm8Otb7Pf3MFV8/vosvNhlU3WueyV+4h0yp3xnbznPe9Byl/6RxtgMEb/bP9PzECewJMYv/SzbGhoiLe+5S3cl1zPkpwnJGGxfTdDhRabS5dRVhaZMTy9P1c5SuHxeAnk0NAQSimmp6efwD3IoZTiKU95Cl/72tc40rwaJV20bvNvy7OU3YAz+hYJMoUxAtNdJWt7zO3ZiHBSut0IWwrmQ8mNM8McOjbGwakxHji0kT1T4xxuFok1nO++gs2lywjSGgvJXo4ld1M38yQmxMalSJUBaxNdapR1pWfSXdiJZw+vDao/HFIWfiQJvO+++9iyZfOjtvodVcZSRYT8yapTOlViJWx82UVBdlOUvZRkLwXZjcQmzFZp6iUaLBGJ8BH+kUrYFJwJLFVFdYin4ZFvsNqkZDoizpokuk1qIlIT0TBLtEWDA/Hqmgl6ZgwSkT8Pd/0aOT2OTDdZaN9OI9zHYvggy3KRlkkIUqglVkdgk/tHNkWN1XTqR6bPJFmTlmh3xDmSREukMHhWhm+leFZKZvKM6TDTpDyyoi6E1fGVzDO0f1KuuZQFTim+lG7bxu14WDZTwXwIh5M62hhc8eizw0f1fcyHKWFnMqRkwzqnxHi2jl49gE8FW/pU5BA72MTZPTaOglaWcTS9G9capOpv50X+81GdVrWnMiyp8VSKLTWjfkjFzquucaYodyqqoW792P16MmNxcfHHzlSvruYXEOv8ZxBqSW+1xvZn3YS7fpl4pov65DC33HYWtjRsLmvWlzQTxbxqraRmcGyGpOnzle+fzT/sL1HyA+LQZX5ugEbi8L3lJJ+HJc+pP390EqkydGLxD3ftYjYwzIgV9mdLa/ZMShg2VJcoeiGNRonm5CAmNXBkkXS5RDTfjUkVN37xWRRUN3Gm8FXGXSualfa9nOW+lGf3dLG1ErC+2GbUD+lzE4b8hH43oRYrDjclD6aL3MUeXj5yOj1nDHDdVx9kSk3iyTxi9Fg7ZbQgaaXkZvR2zELkcJLTQ2+5zt8+WOC+5V5uObiFB2oF7tl9EjcGH2e0eCGXFy5mId7LsC/YWfYZoZtuM8ANzdtYt2Udl19++c997U/gBE7gl9zCPo4/+KPf50Mf+SDtbJHbgmvYUHo2v3LnZ3lR+S0AfKH5GR5Mn8Xbh9/G/57J810fTxtbCMGGDRs4cOAAo6OjT7ilz1ve8hZe+MIX8sUvfpHfedXH2RtNUtUVPGcK106YSBw+/Y//hf8yey2lXUfZ9XdFrq2dz4Wn3s2BxoV8Ym6B/no3ty+PAHC/nqIn6+bsLouqAztVge1mHfdlvcypWRbTfC5q1GzC1jZuZzmbIqAlWwyJLYTuCDV7GiUsLOGRmpBYB7TjGYwsYkh/KMFmfn6BpaUlTjppG3fdlWeWS+Fgq3xu0VZFbFVcm/eTwibJmqQ6yL0SdRspPWzVhWd1MyK2Uc6KOFhYQmKL3BsuMAlN2SYQbSSSki7jYFHAIemYpQshcaw8oUgg10hfpiOEUBiTYYwm0xGZziuZ2qSkKiBVEUjYHygEgqZs05SrxKaNLf21JJmHm/U+tE9WbofTSbNtJDkBnAoypsQSq+k07ejYjzwWgniK3fHn+bh4Os8OdtDrehSUxlP5HKJGMNmSzIWa/WaWgFUK7gRa5/tddkYwZGQmJUxXgNqjPk7Z28JGeQYjoos+16Jg5WR5JTbUkoQbkq8QpXOc7b1q7fVb20fpsbFwCYaMqFOV91SeMNNlC0YKBRpJgZW4Qtusp9e2OLU7xRjNwUhxt7iHotXPZd7ZTBQ1vpViC0OUKbQRxJlkJvBJTa46X44Vx9qCsYJi0MvJbEqdr539kh+b0/xkRJZlrKyscNpppz3q79M05U/+5E94xjOewVWFhOFt/4E/vkDW9Kh9b5w9u7cihMG1ErZUGiyGPguRzYZSzGCxSVehRbteYnGpB2MEv7aljjGCMPBoBD5/c8BwSY+NNrCzGrGzd4FNWw5iFwPuvO0MXrThMCMD8/RtPIZOLOqzfdy0ewdhajEyME+7XaAZ+MwdHWV5ZoDvHdzM4VaRl55yN4duOJdvTA3xnvFuPJVytF3guvRq3jLwVlaTPJ2pFtuUbYEjNVIYmonilkW4zXyfxeBeLi28jhd199H19DHuvPtevn4wz8VecPbip728qvIU5kNYimPO7s3XfciLeNopR/ntG7YwL+f5q7k5zmAX7zj1KJ94cJzR0lP5bwPbONoGW5WINTzYjLjD3MCLi0/jn5J7ef97/uVJUn08gRP4vx9PCgLZ39/Pf//v/52/+Iu/YaJ0MYea38Szh9neJXjO+BQvrP0K35otcE19jldUf51/rr2fx2vpMzExwZ49e1hZWaGn52dr9f4gnv/85/PsZz+bd77znext7mVr6QWcWiiy2i5y8tZ9hLGDb/nU53so6aMcfh1MH0ooDy/SShUSSVOErGQNSrrAipxmqxphPoTpKGCf2s2GbBuesMlIUMKiLHrRxlASLq6QCCGwtcLNHKbVUULTJEiW8oqoSQg74hTIq1ZSeCD5IRJ5//37OeO0C5naZ5GZBCVsHFFAYXXsefKZz+NZzK7K00W00WiT4KtuPEoUTJmyLtJvFbBFrjw2QDsTpJnGNXl1NLfbsXE6BLGii8zKhExHGKNR0sVVFZTIFaypzMmiMTnJ0iZBm4RMx6TZKpkOkMIilSmByP92WczS1iskup2TTB0+atKDEJKiPdjJ8pB46rhCW9DMElqqhiFDSg+d/XhbomPN73C7HmKgXaFqW3Q5xzNfYCHUNLIEH59eMUbZ7iUiIDZtQl3HGI0tfaSw+cFT1VJVCs4g43In/aZMycrXoZXmQqBaknBAThImM/jOKKnIsHHpL5wJQFn00p8NsM4q0UgzlBJr7QgJOMpgmc4KC0lmJL1ubtsT6VzxPZFtYZtfZntXSsVOMeSCIVtqinaSf+0o0F2V4SkbKWyqdkZBWRSVw+5mi8vH//MZii8vL+M4DsVi8VF//5GPfITdu3fzp70u3f1x3lae7Wb+wQ1ImbFly8G8FX1oHUXbYTnyqDr5mEOmJfWggNNIiBMbIQwVN8QvBISBxxcOTTApvocjzyLWecTkSN8CSENjvhdLZpy0Yw9dpx1GlBQmzPBGFjm97dMOfIpdDaTS2HaCbScEoU8tdulxEvZPj/GRvX2c25dXjhOtePfhf+I3Bl9LnMGRsE09cZlqWxSUhadgOtD8R/PD7Cy8hDM5nUl/gk0lxdFYsv1pQ3zqr/LUnKHSeZzFLvrd3OZnT7zEVruHgtXGtxKcYsZMo8rV7Y8A8OqeK1lfNNyzMMiedotn+KfwpZmAc7sttEkY8AxFy+W66Qe5JvXYsfNkXvCCF/yiDoGfAuZHOk/89PdwIonmBJ68eFIQSIDf/u3f5q/+6q9YiPcC8FT7+azGeYXwjNFJPDXCeVE3X5+B/CNOMzMzw/Dw8GN6HNu2WbduHQcOHHjCCaQQgre+9a2dFopiTA/yofmr+M1zLsApBoyPzDA738+hY2N075vBZIo4tcgim9eecQeT15/JN6I7cuNu1SDJ2uxV07TSGlPB9QBEhSZF2Utbr1BUfWg0WmiWTAPbWEgtSUVGJCMyUpbDfWgTYtL0hyq2eUVKgcnJJGiKzjg91jrU3i4ueNY4rS9APUlpdSIMIxGTEJOKFNs4tESNhAgbF4cCmUjWRDEVXaGEhy/z7OTj5FEbsIXAEhLfOEgj0SKP3NNAajRRJ8JPCLU2P1kUudBEo8lEgslvEekmqZEYrTFohHCQ0kV2iHYkQrTQJCbEmCxPhRaghANW7yNsayxVwe3MkG7INjLkeBRUrnLNDAy7HnvTIM/cdoaB4c6sUkYzfHRxy1F205Lj9Md9NFMXS0psIdY+GlzjoFD4xmdVLtM2KzTCAyhZwnLHcuLs+p1jzEJKjx5vC/1MUNZFEHnO9FycEpLQkm2OmvvWMsD7na2ssoyNyza9kz7bpWpLKg40EgBFZvLUGegow7XIK6UGXJXbDXXZeVsaYMjTPN0uM+InjBRaBKlNkCkSIyBTeCrFkYZWquhyErrdkNFSnVOtFIEhySye1jPGzbX9fPD+pz3+k+6XhOPt60frYgRBwB/+4R/yute9jkvHv4IQhix0ySKb7uF5CutmyZo+rel+eqs17l8cRAlD1U5wZEaUWRSNYLHexeRqNxLoKTWIY4fbJjewEMHrqmejhGYhlAy4MieDfkjU9Nm08TCVU47AhkG054NlYU1OIpUmzRRpkl+EWVZGFLncdngjX55S7KxaJFpSsSVddkwrtbhuzuPZ/iuRwL5mzI3BxwFwrH4cq0zZGiI1Ec8v/TpdtqQWZwzqbpYiaF1QY3FpgXvuuZe+4mmcbk7FsyQauCtaoC0bbKv0MFBsUvbbLDS6+Pxkfo53F3ZiC+h2Uj57LOXm4BNcuek1vHHP1xkPXkozPMj7F2/k9dWn8KLKG7k6/DQffs/nfq5BESdwAifwSDxpCGRvby+/8zvv4G/+8ir6iqdhjOED81extfJrrAsKdLkRShpG/S4K8TrCeJKRkbHHZemzceNGvvWtb9FqtX5kBeHx4uKLL0YpxVVXXcWb3/w2fGeU2w9v5PlbckuK7kqdOHY4ePd2RiamcpPg6QGWVqpMFA1he5VVJZlp3gRAjVw8cbxlv9K+j9hdjzYJ662dGDShiFgUk2szgEbnvouZDkiz+iPalsdhqUqHAEEzbIAAzx5gozyDIdNFe/8qvb92Mut7FO02rMQWrdShnWkmWcAyeTpMLFwyUvLgvLzKJU2evqwxWJ2ZxtRAah45u1qQirYGbQwRmkDEYPJ0lbqs41Iizpo4soQn8mqm7tAu0yHOGo0jC0Q0CTs1tBSJ6UQnGjSBaGHI1qqXSlhoJJYCaWy0jjCkSOHhWlWKVj9F0U2PcClYIidUWU62WmlGM53HlgWKspcCFZSxcIyDXTifuqxTM7O00gWCJI+DNGgSIiKREBgLV4MRgsQYQpMQiIiWbNJkicVgz9pcpRQ2nqzkGd9W2jkObGxVwBEFilk+xxqZjMhkHFNTLKT7CYJ5Mv2QLdBScohhewdDWT/Drkevm5uBK2nQJo9rDDNBomE1gSzOZz3bWf5a20Iw6AkmigGOysi0QAlDZgTdboSrMoLUppUqVhMLiWFjV4165HKgYdPrWtjCsLE/F/BkWtIKPZ7bv46vLRyk7D8U/fifBYuLi0xMTDzq7z73uc+xsLDAubct4zy1Tnywik4snO4GzkkxeB5qqY5VaecWPnu3sxLbFK0MKQyrsWIp9KjFNrVEcXrPKu3IZa5e5Z5agX4XepyMvXXF0SDmtVvnkErnF6ShS++6GcTWIYzjgmVhlI0eGaF/3RRLd1Vxi22EMBw8NMTd88N8ZdpirzjCWLyRW5YznjWoaaWKRqL4RnQtz3QuYl8j45r231PyNjKmTqGiKwxbRQY8ScGCdpqPTdSzhD7bZW+8yusuPYsvfOFLAMQ6YFqs4scuOjbcG3wOgKjryrXj4Ui9i08vX4UQFpd5T6OWaL41J7GFYnPpMv7yUIiSDjuqGX9Yfgt/PPlB+gfP59PL32XnaTu59NJLf2HrfwIncAJPIgIJ8I53/A5/+7fvpRFPsWBv4/1b38jtyzY3LnQqTwbO7M0YC05jNkupZ0cf1+MUCgWGh4fZv38/u3bteiJ3ga6uLs455xyuvvpqAC6yL+MvDq1waejQs/EYwVKV1kqFJLG5/Z5TuHF2gEE/purErC8G/FXxXN41eS8Vf9taprKlqqz3L+Qcex3fTu6g14yyKha5L7yaOF34ic/pB8mj74wy4pxCSXfRlKt4hQq28HDw0UZTVIraYsTqXMChUYup7zfwhYUnFXUdsSAPUQsPcor7PBzj0xI1UhMihSQiwAiNTwWJZIqAsi7haZuitPCUzAfpgVhrbCNZIqAuV4jJFc2JCZEoIt2kYPXiiAJD2RgKSdYhkIEMkTonjFoUSClTVzaWdInEQ8KMyDSIaJCZlMzk1VGrIwBKtSRD4do9ZDpaa5OXRS8l3cWKianYHo0knytsZ5qVLEKgWGnfR+RO4Nmn0KsrdCsPWwjWywqCMWJpaKuM0KQExJS0R06rYVWHLKsVljnKYnAXAFV/O+vEqYy5m7CM4kFxB1FWZzU5hhIuMsxHDLQOiJJlUncDkcjb5wqFQdM0S4TJ8iPWWghJ2R5iOBtg0HEpWrm1VKQh65DGKIMoM7QyTawzagTMymMca35n7X7e5F7JcuzQ60bYUlOyEzKT27UvhT6HWz776/nFwn9ZX8OzEpYDn4OtlA/Mf5jnld7MPbWT2VSKKFopYaYoyT5OKe3h03Pf4X9teQm/Pfp2/mb6qif9LGSSJKysrHDmmWc+6u8/9KEP0S1HueI110FscCZWkOedS1YdJkwj7MWjiL4QdewoBTFHtxty7ZzHM4cj5kOXWmxx61LKXeJ2LpBns6nk4LRLXD/bx6ZSzHChzU3zVfa3A140YjHYvYyy8gvp4TP2YO+0ILYQc/OgFKavF7QmDX2kMMRtnyRyuHpygv+98B1qwW6kLPB9XeU5vd1k2nDjsuLz9Q9iqQoHxSonuVXe0HclxkDVAUvmYx3tDL5dX+BAeisXqudgMNyk72RiR0ax+HS+853vUvI25u8F4kGKso8jzWtw7dz/9m/nPstdKy8mQXNd+6MU3AnitM7d0QJNscpLKpvp8wxHmuu4obVAEE/xrbmMG+IvckXvlexvRjT1JO95zxeedNVHY8zjKnD8wJ08MU/mBE7g54An1bRxtVrlne98J3E6z4jo4q4VFyWg3xUsJwmx1vyP6W/wG8ODOHZu3ntcqfpYsWXLFo4ePUoYhj/5jx8jnvKUp/D9738fgLqOsYxCZwq7t45XbWC0oFRpsGl4ikvXHeH9U4vsrZfIjCBILU4zZ9CO59YEI2lW42D7Wso2nMEupvQDzIcP/FTkEfJ203FbIUtVSXVIl+7BNzmRsoVHbNoE1KmLFfZli+yLa9x5716GT/UJREzdRKxkERaSjfoU+v2daAwSiUuJoujLK2XIfIaPJqFokYiYQIa4QuErRcWWFO28nZ1oQ11HpB1DbtGhWL7owqdCUfZiCRebhxTfEoEWGsuoNcV23tJO1whwHgGW/zzWAamOSDsim9Tkt2MddEzL22sCnOMiHM8UOxncimaqWY41C3HMfBqwJFeI0hoASdaibuaJRLJmzn38I0wKkEKgMQQiZIUm02KBvfIA95ub2df6Coutuzi98ApeXHkrr6xczKU9PTyt2sW51RKX2E/lLPlMBu2TUMIiTh/KOpcyV8cHsk1LNmmLFoEIcEWJPv8k+gs76SueRtnbgmcPM6I3UpI2UuSVxVoM8yHMh4bFSLMSZzTTjMwYKpZNvyjSrx85GnK4FTMf2tRjh1ZiE2WKTEtWIo+pwGOqLaglKZYER2YEicNS5KGE4Hz/dVRttaby9q2EqhsxXGrxV6fupKAkH5n5OrevtJ/05BHy6mOxWHxU/8evf/3r3HTTTfzeKd1YOzxESSGGq2TVYbRdxJk7iFqYRsQRODbC0lgyT3jxVEafG3O0LVg1IQut29lUlgz4bY40KixFsLGyynzg41uG07p8njZ+BG0kUmWkoYOJLYzjQLPFsf84Bb2cIBYWEMsrfPfWc9BG0Fwts+/IOj67NEMtyDscY4VzeWZ3D112foGWaIMQkovdl3NBJe+OFKy8k7AQwX21lHtXY+5sNDic3UU7mqTftelS+UzzS15yOV/84pdJ05SC6mU1fBBXlNfsqqJkDtvqJU2XuS7+9zXy2I4mGfJ3sTf+LudYmzm1u8lcYHFfIyAh5vLKW5gRS8TpAnvaLfYnd3LGOadzySWX/IJW/wRO4ASO40lVgQR4+9vfznve8x6+1vogL5BX8oLRiM9N5k9zWjcoWv3sXnUYFdtZ5n40jy91pauri76+Pg4ePMjJJ/+w5+HPgpGREQ4fPgwoNvgFet0CH7vmGfz/Tv0o3voFCgtV2vUS5WqurHxxz2nMh4JnjC7Ril3kdDdKuqTZQ5VDrdvsboRsK3k0l6d+oq0LwFjp6QzoUaoUWKJB3V1hMT1EZiLm5FGG9QQRAbXkKNoka/OGmUzwRInb7riZK674VW4zUxSFTYpBG8OuUpmJeBfLOsntYYxLW7RQWNg4qM7sIbD2tW0SBi2bgsqrF0rAQqSpyyY1MQ+A6hyOsvPPxsWgcY1PKjKkyQlZQkos4rW/051/EoklXLR4iIRoNKmJ8vSazvxjCmv2P6Yj+jEmJcliLCefK6xIByUE2sBc2qKm8lnPpllCm5xoZjrIZ0y9hKYYpyftpk/5CCHydBmTUZctFpgkNHWCePGHYgIvrPQwUUjxrQxbGBKTe06WLZv+yKPU3sARWWZSPLSdrboQ5NXelAhLuFhYDOkxKvikRuezkKqNJS0q+FhSoo1BG34ojQbA6VSFi5ZACUU5LqyNPnj2MHdwG8XaBSTapWxrbGEQHfXtvoZgJgpxhOS8vghHpdRjj1picWpV4CmfMDOkWuCpjKKdsBq5NGOXCt38wdbzefv917G1505e3/d2PrH05K5Czs/P09/f/0M/3717N6961asAwZu+fBrZsXtRaUq0/Ry024X/wLdh31HSZQ91ug2WxdIdW9FGcCjIhUSN1EICtwWfAuCyiSkW2iX+9ZjmOUMZXV4b2Swz7MeM+uC7ETqT1Fe6GN58BKQByya63+PG3SfzgnXTFMqLYEtaqU2YOCyudBMkDk2RjxS49iCj2QSeMtQSyZ5Vw5ebH2JT6VJOqdiMFxLCTDIfKmINh6IGs+oYniiRkdBo7lt7DZQQnLFtF2OjE3zjG38CQGICjNG09QoTZiML/jba8Rxb3Yu4P/03knQJIay10ICUiCiZY1PZcPVMiavjO3iqczpjYpQ98TIzJjdov8/cSNI+zNf/7OtPuurjCZzA/wt40hHISqXCH/3RH/Gud72b2/Sd3HHM4df6d/Bnx/6J11RfzVB0Bl9p72YyuJb19kmsmP00m01KpdJjfqwtW7Zwyy23sGXLFmzbfsL24dprr+3cEvxL/XP88fiLmSi1uP8LT2f7JbfQc/Y+/vVvr+Cemst/v+B2njEyw7enh5lvlYi14hhLjzB87iuexuu7LsBTBk9lXMGr+cjCVdg/IAB5OCxVRZH7JioEQ6KLAV2hKntYknM09AIzMs/shuO+gw5BPM1qZ97y2N0Wv93362we7sZrxLgK5gLDUmSoOoINJYdWCkHqMh2WyDqt8qIcXBOIhFlGhqFoWSgBvpV3ZVKgz7HZnzZoZPN5Oo3sopHNU1DdVOinovNKYIomEbmaOhX5BYNvfCQCyyhikWJhkZJSEQNkqnvNnDwjITFtmvEcmYkxJsOSPpmJca2uR1gReapCVQwxaBVQQlBLExbEKjNyH0ut+8iV/3JNjKR1G02bxdZdLHIXACVvI2fJi3GFIjEZq3KR5WDfD/lF+s4ov1J4EROFlG3VGsbkhsqJlljSMOApZto+3a7FeDTI0ezFnXWSZDog0k0ykZCYAIHkPHk+g76iZEOXbSjZFuCzFFkcaBgm0zp7kpuBvHK60bmAoingGwfd8VU9uVSgywYloS/2KMo30dQJGsO0nOZGfQs31RRDbESjaYsGK9lRasFuPHuYN/VejiZiJfJZiVw8qQmF4rYlwz3s5ljzO5y/8jrO7+5fq0ZWbMOI38N5laPcWn+Qv9x8Khf2X/GktvVZWFhg586da98bY3j/+9/Pf/2v/5V+u5uj33sW9uAFqLuvQQ8MIdIYb893CL/ZZuq+89h0+a0Yz4dDc3zx1l/h7Qe/Qpwu8RZ+lfFik/tqLp49zD/vfBq3z3cxUWpxxYaM8zfu4fbDGxnwA4bLNSrFfFRjpZFbIpUX6vR0NRG1GkLYPPu8W2nN92AdCElaPpmWTDe6+PKxCofCFhvYyI7iNnZ0WQQp7Fk17E9WuDf6Kk/z38CpJQ9jYF/DRgoodzoHm0WZTWY7ADNxxPbSmxnwFLNhxs36Rn7rBa/i2m/eThxLqv52ss46rrTv42buA/L0p/tb/wZAf/FMFlq3A3Ch/3puan6CXYWX8z+OfgApC7yy+no+vXwVG0rP5lD7m0DnPCtUEKddwNOf/vRfwKo/Pjyay8MvcvsTOIGfJ550BBLgN37jN/iLv/gL6sFRzreex/9ZvIVf73t1J+VCMN26k/dseDOfnjnG0XA35XLlcZ1ovb29VCoVDh069ITFGy4sLPDlL38ZOjF7AOtKLSa6ltm/MMSG2R58d45XPvsavvvpy6itVih5AVNtQZBWGS0knOOV2Wlfyb/WP0mmmwRpjUhDYgSOEtRiw6bSpRxsfuNHPo80q2Hj4hmXTBjaOqFLuXTrEqGJmI7upMFDPoZSeBScYTITEac1Uh0Shil79x5i3al9hLdN4yhDlOXJJkuRRgpJonPT6rKlqCWa2GjIUsqWhSclZUvm6S0KfJXPTCTQUVsbRrIRljgCgCbDlaXO7Xw9U/QaUUSAMrldjUQgjVy7nX+VWMYCkd8WqI7dkY10bGLdzKusstSx6LFyRXZHNe6bAra2SaQh1pq2iVmVi4Rpp9prDOYnVLyb4UFWC+dQ1gWSXAPeseF5CFI4DDk7qDpQ7MyuJVrRSmxaqYUtNUI8lEGhBPR2LnBs1YOwVL5PQiFMXnUdLyi2d8UMeCGDxQZdhZxctEKPxXaZo60iN8w/h9uzAxwKv8nupJNXjMC2+uhyJ9iqz0UIKFsaTwqKloXGohaD355giR6W5SIYaIsGAXWCNJ+5zExMoiHO5Jr5dJcTU01sPOUy0trBzaaP9XaRIM2r0HbnfyNV7CqexHdr+7i3sYTQ63/sa/zLRLvdpt1ur+VfT09Pc8UVV/DNb36TS7pP5t//dB+qr4zz5d+DVoAElFtE1mu0ZgdZf+FdZKedhlpdxES5t+j59vOZc5aZDzyMEQz7mteYy1kK2/hWRpjmb9NJYmNJTcGOcewEpTK0kVgqQwjDylIPPZuPomdDjHGIQxejBa3pfporFWyZEaQWs1HMzlIRQ66ut6WhhWApSYhFwnMLr2RbWSIEHGgYEmMY8yXdnsFXUHUEQQatBPpshw2lXFQVa8VFg89g27YN/P1VX8S3BwBohod+6HXMdDMfp8lqa+Tx+GjGeOkiaiyhZImnei9nNsxnfY+Ft69t/9Ly0/nn1U9x9Z9c8/Na6hM4gRP4CXhSEshSqcTv//7v8/+9411cm3wKIQQz6jzGCpLRgqSQDHKspZgRB/HtUZrJ5OMyFgfYunUrd9xxBxs3bsSyfvaXo9FodKISJWPFCwlMnX89UuZ/btpHI/S57eazOd+/AWmn/O5Ze5hdzQVCWysZs4Ei0ZK97TbPGvDYFb+QkvHYI++lx9G0M8nVcxHXBx8Djpt7d/FM78WYTkvyZv0dGsFeDIaAOqPOBAKYizWelPQ4inIyiO8+j/uTb5F2KkGGFFcV6RKbmGUP2sQYE3PfPfs55eRTUXfkJtheUdBMJAtxQrslsIQgNQZD3rJN0WRGEyUZVculpCSulSdlONJgCbBMrvqVIp967FcbaJilPBtbuGg0rvFwjZM7MQqBNAJhRMdZLadWue1P57bpNLSFRJhc+Sw630skCLCVh0U+U+kaD8tYqI6PpWUUHjYZmlBnRCalJldZSY8RJovATx8rtk/fxukir4p4lKi4owSqmKuxsxaOKtOr+/GtfO4t05JmYnOgUWBPHXwlGCkYBLDaUUSrzhho2R0G4+OS2/o40sehwPaumNP65+iv1ij4bRw/r8AmkcNA22eglqvL169u5oPp/jXLIYMhThdYSBcI7XMxBixpsKTBUYYwy6m4LR0Gkh5W4gqHmCMmoJnOk3WiHCe8s2kkeWKPLfNKecWJKFgJ3W7E+qLF6UmVRpqn0WQm16db0mCMYMIdpccqcV94Hy/v74epx3P2/fwxNzdHT08Ptm1z+PBhLr744s64iuTzb6zjnzRGaLmYpSZ61UJ1aWRjGTNTo/fCGmKwSuyVUEuzXP/PlzHZ8piWxzgc3kLRegFKaP74yId4Y/9bOdr26HUTGqmFpzJMJ04zzRTlYos4zi9Q49TiUK2XzT0LHLvrJHpH51id62V2oZ9m5LF+aIYHjq5jIfK4bdHhqX0aT2U0UkmY5ZXvRpJfpGx0BqnYUHUyVpPjF2t04gc1RSu3Zkq1wLegzxNUnQwJzEvF2S85iW9ecy2yVaFiS1aiQ2jz471Sj2OkcC43Nj/OOf5rsFFs8l5Br20TdEZ5Ht5tuT28i6dd/HQuvPDCJ2ppT+AETuAx4klJIAHe+ta38td//dfEtT6Wwz2spAmfn/0ovzN6Jb83/HT+ZXaVK6oX871ag++l/0xkHp8YZmBggEKhwKFDh9iyZcvP/LwfbgvUp4fZkx3gQeY5NjfIusFZJucH+fi/v5DnnHQ/jpPQThwmmyVmAsU/1W/gsvgpnFUtsKNa45njNT61dz3PKZ7B3rqknRqWZZ0L/dezoJbY2/wSrlVlxFd0O7CpFPJq+xwK1hkALAQ+tSSjmSjGUo+FKK8CbigJnu35KHEZSubzbFIYEp3H7rXScY60bGoxWPcV2fyiQe4QD1KWCUVpOLVbcbjlcE07JyGRCOjVQ1QoUBJOhxiyRmqjDBqApwR2J2bvuHrLFYou3YMnirja7bTcFZZRFB4WwagRWEhSNAVhk5iMhCz3dyRFoXCMlc/5CU1GlmuezXEz3ioaQypSHGOjUEgjUcg1UtoUIW3Roi3qFEyFhlhGCYuSM5rbFBlNmC6T6QCjgx9JKLVJEULQpwp0m/XAeiKVoY0hkRmhiLBNXtmrJzZFOyHKFKmB5SRhJWkyH1XQxnBITpMQMW7GAaiIQSpZd2dfMk5yq5zUpblsx5109a5guTHGCEQnus4zAj9s4XkhtpVSdXq5deXpXM8jPSuFkFyX3sWFrV0oqajamoLKjcAzWzAEJFqyHFuMxaMsRsPsVj1MmjvRJmUu3csdxuXYQi9FaSGEomr7FC2YDzXzaUC3sihbih4nJyTD/kOzn1IYLqxu5pql+/nvm+Z4smJ+fp7BwUGOHj3KRRddxNHJGf5g3at5169/CXlhgWRwPf53v8CB/ziXvrFZ3KUG7sRRMCD6S+hKldnfb3Ht7mfx/aUCjRSeUxrntPFeKk7IzQtVnl9+M9NBxlk9CaGWbCjXcVTGwYVB5oIC543mno5d1VUajTJlP+Cbu4vsGJzGGMHqXC/zS70EicP3FgY4+5w7uOvu04i1YMiHo+28K1CycsP4rPNzicBT+dmyp66oOnBmb34cCJGS6jwIQFoZnhLEmUAjWIoUky1DNmIxckov3/gHxUg2QkJGl9PPknMs90mN5wiTPMt9rPR0ZoO7czP+TojBVPO7nOe/lmG7wG36fi5QOxkrCN4786FHrMGZ3st4IPk8H/mT637Bq/9Y8bMbiT/e2N4TOIFfBJ60BLJQKPCud72L3/ntdwIGV+RXw381dRV/vuHNXNjVBcCrJmyCyfO4Pbj2cccbnnTSSdxxxx1s2LDhZ65CHieQn/nMP/L2N/0drqrw4t4BDq+2mRiazePw2g53HN7ERNcyU60iy7HFcgTvHj6X4UKd4VKdMM1blnc2Gny5fZip5vWcUnwpp9qDdLtwb10QlZ5JTJv9rYjNuNy36jHq21SdhB43pNsNsaWDpyzSwMZXgtlQ4ymJKy3GCiFFO8FTKb4dY3WqYUHiMF60mQkK1JsaHWVUN1fRhxbRmLVc3YIpc8zsJtFtItVkgDOwOgbZgcmwjCBLDFXbIpN5BFqqc6PqROet2dhopBD4xsM2FkVh5+3tjrPkD8KiIwbBYKOwcfJGtJAoKYh1Rmw0CdkaMVTYDym2O3nYcLymmP9NIvL2XSBaxAQkIiLU9TVxjjYJUthIYWGEA8rCkkXibOWHUnzitMYRf5IdbFojyhYChKAkbRLtkAlDK4W50KLqWHn2sZdyXq9NkPbQzmB3I2Q+20+U1rD8h14LgcDDwhc+40XDhlILv9BGWinGCNLQIe0kmCgrRWcKIQ2eE3OsVWRjweZuHrKJgnzWKshWmM8i/LZH5uUEQnUM1FMjSLUg1fk4Qrcj2RwOoe1dLKhDuLKERtMUIbG2sFF40qPLFkwUJVtkEU8ZHKUpqIyilaGEwZEaR2XYUvOioVG+tHgX312e5lvnvehJNweZZRkLCwts3ryZyy67DK01vzH8St75a1/A2pARjm/HObqbeJ/PzFIfjhPTWwyIJnNjemu1jfQnuW3/+dy2VKDqGOZCeN5oA1tqmh2D7x5HMh+mVJyYZtunGTuMlOusRh6O1MSpRanSAMCJYorFFhf2R8zVq0SJjeqYvRsj2Nm9Qho62NIwE0janaSizECqBX2ewFH5sZVHbObdAYBux+TelECsBc1UYUuDKzU2kAiB0R1VfxzxvJecxAPfPkaxZUC5xDpDmxJtWcHGpcEMlqrQ423DoLGkT6pBk58/Q6Xz0Zmhz5VMLVxPvbid61bz8ZGHe9kesq/nmRc9k3POOecXsewncAIn8CPwpCWQkFch//7v/5577rmPm/VDnnR764oXTSzxjwd7sKTHNm8HM+ZWpsPgcT3OwMAAxWLxCalC+n7eWvzVX30Vm0svIBZtWqlgc/ciWSaZGJzFnhnmnpUK84HPZMvhy6tT7Gl9kfP63kTaIXBKaI7Vuxm2ikzIncz5m1mmjm9B1THsLPv0h1sIsoyqY5FomA4y7qunDDsefZ7HaCGloHJTYFcarE5l8HBLA4pE+4wVBUVLkmhJ0Y7ziqTMKNowIZssRR7xgwv07uihdnghn+kSeXxaINqsBvsRWPh+N24ngzbRGaFJiEVKUbtYmcRTksxAqKGVGhKdzxkeh2tsStLBkxLVUTEf/x+ZnEwKRCebOqd+skPPPKlQIjfEtoWFYwyZsUiMJjUaS8i1mEcJayrpRGuSTstdGkH8sBSdxIRYwqUihzBkBKaeiwGsKs3wEFJ6FOx+PKu6ZoVyHGlW50jzGkwpo0AF3/goFAXj0ms5gKKVZtSTlP0NRaqL9HnpWotSCAgzmFLTa2kyS1E+H3Z8NtQSkoKS+MpQcaI1I+kksKmvdLGw0k3BjeiqNLDshCy1MEZQdWL6XZutwVncIfL24vE5yMykTFtzJEEfliiymuQJQqKTIiRFJ+ZQgm2DLRWzzQoVdpHodK1y7GCxuegx5BsmCiGjxebaxUlmBKlWhKki0QpbZiihqTghJUqcUhrgX6emmV55ys90Hv48sLS0hOM4vPOd7+SOO+4gSTR//BvXY6+LiM6+BBk2EQeO8InPvI5GYlFwImqrXWvb9/Yu8417TiPVkueOLrEQ+ijhkxnBA8tdTLUFH1/+IKf5L+MNY0VclXH1rODNW1KO1qtMBx6e0qwbnyJLFQcOr6OvukpX7wr7Gy5Fq8CDtSpKGl506p2s1ivMzYxy7PA4u1cVC1FKr2NhCUEtSSjbNmH2EGEEKFo5uRwrGKp2umYY384U9SQ/3wY8g925iNTkx4W9ETbtHOS6d99CjyuwE8VslBGJODf7Nz5SWEhVJjURjijQ625eE/EBnCVORVoQZLlI5swexf84+s8ADBXPY6Z5EwVnhEgv8Xd/93e/gBU/gRM4gR+HJzWBtCyLT37yk5xzzjnUgz3816G3MeRnvPvQVRxov4Hf3r7EPx3sIzOCYnYalriZY8eOMTY29pgeRwjBtm3bnpAqpFJq7fbh4HqEsKn2beOk7Xu5/4GTCJK8GvCeyU9yivcCLqn2IpBU/G3cuezgWw4fr12Hqyrs4lyaNJgxk0yHNwIwwZuwpcWnV79KqgOear+Akp2/iReU5KbsJu6INHGrTjy/Sq+/nW4xQkmX8Y2DLRRtEzO3CgOqwIFmAV/lhMWWULTyr0pA0dJ4SuPet8TA8zZz+z8fZKKYV49GCxlz9b1r1bcuMcRSlt/eI24n1k2KVj9nyTMoqdwiBg21WNPIUubECm3RoJ9BRlWZip1nTh8nLJkRnQ83CDPNapYQmZREpCQdIYswHgpJYkxOCnX+oWaMQQkBSGyRVyyFEFRthelUWRKdk1NpBIi8lV0w3UjTjepsY8htb+oELEmbQNRJ0gBtYnQW004WGHV30V0a51Dzmw87niyEsJhsXrv2MykcKt4mVpKdnGT10e08dJxMBzAb5hcBrTSjqVMWRI2DrYdEUlGSWx2lRNRkHam7ENgEGYx3L9FqlLDaKY1GmX3zw3xhspuXb1hASo3rxISRy0K9i9XERknDqYUuhuQVhDpjUs6xbI6yHOxhf7iP/cDNP3At1l88k816J+vdIn0e9DiaAc9QtrpopHkVylMw4EHZ1vQ6EVUnwrMy2qlFljjEmWIldoh0Z5ZPCxKdV8B6Ig9fZZzfdTIfnrqOt44fgp/O5vQXhtnZWfbt28dHPvIRLu99Bn//sqOUz58iOucSRBzQ+OtZDux/NiPFJgfrXczUq4x3LzG10suBRoXNK71kWrIc27z1wc9SdNczbu3iBXqUk7tabCqDp97C/mbC6QNT/N4dw0BGt99mslWilSrKVkYYeEzND/C/7xvlU2+7hen7N/OSTYeZqlcZVhmnjk6yUqsyudzH1v45vndsHUULWqnEleAoaGaKWqxZigyOlEiRz94eJ5O2EBxo2ngqfy9oJnlKUawNS5FFxc7Xe/dqxrRu8KsvvoAj35lGtGL63Zx0JmHuQgBQE3MkWYN1/gV0615WWOJA8+uPeH2/1Pggbx64kg/NX8Wb+q/kO4u5tZGUHrPNmym665HOHH/2Z/+D9evX/yKX/gRO4AQeBU9qAgmwa9cu3vGOd/Dnf/4XXDX/Kf75lBfw4spb+ULjo2w7+iZO7c64a1lyXvlUpmrfY3x84nEpso9XIQ8ePPiEKbJtVeZ867ns6lkmjW2Gexf59t7tFFXGW/pfz2ghY8BrU7YG+cDSMZZjzTkVw6XBZXhKULDgvmbCTPv2tX1a0gG9aZkL1LOYtpaJdEZm8kmZY3GLzKTEWZ00a6F1m4XW7SxwOwLB+tKzqOjuNbfrpUyiEp/VBJbTkD7LI8wkjVSTGYMxhm7HonhHjXWv89HdHrP1kImCJswkz7Av4Yth7gF3OLge33sOgWijjIVB44gCK1lI1S52Kn8Qas2MWGJG76GVzLPBuZyCkhjyfRCio86FtSxmbQRlbLJUg7E6VUJJRbo4UuakE4ERdHwOTd4+66xDXjXN57dSk5PHUGsSowlMkuuxhUQh8JTCfpinXGYMQWph4xIAqW6v/S5Ol6g7C3nCjXDWxALG/HDuuDYxtWA32te4yVn4sYMnLOxOLrYt86poqDNWaLLA5KPOWK6mUznRVEOQrKMnKlAPClgqw7YTMi3p8Vu8bkvAQFcN140wRpCkFntWeplqOyyGeYKIr/LKsJONsKy7OVzwmG/fg37YPh7HQut2Am+FJD6fUJcByWghpdvNcJTEkYJeV1N1Uro6mc6O0qRakBm5JpyJtKCVPkSejckJf6QlShjOKK2n2/L4t7nd7Ci+5Kc/2X7OyLKMBx54gE984hN88IMf5MzPfhG7GJDsPBPjFJBhk67Nx9g1sghSE69UuPmWs4lTC9+O6XdDZtpFEiM4tXuFL3W/jFZqs79eQoiMudBlqm3RTOEV6xIslavbui2bI6vdFK2UOJOsK9dZqXWxe6mf/7Zjmiy2eda3S3zkZJe+QgtL5tvVgwK1yGNhdpReL+T0bsG3Zl08BbOhppEltE2MFho/y2eNlZD0WPnt+dB0SGVOLh0JK3FK0VIkD3t7FUKQrD/Kuh19fON3b6HAQ7GYJWkzmk2QoVlQc6zzL8A2Lkty4REXXABFdz2t6DAPNnPx167uiH9v3QHARd6r+Xb771FymR07d/K2t73t57nUTxgM5me38TkxA3kCT2I8qZJofhR+7/d+jw0b1pPpVb49U+WSoZhzvFdwe6tGogWDvqDqOARGAYYbb7zxMT+GEILt27ezb98+4vinUw0++v08xMmDeIrvRv/Kxv45vGqD7oEljrRcbl60uHioxuZyg6oTM1qIeF31bL7Y+CBhJhn0crFJpnNi5KiH2mAt2aYWZ6wr2pzhDrKx4JNomGqnaAyt+ChxukDZHaencOradgbDoeY3acpVUpGuKZxjrWllKYGIqdiSHhf6HEkjiznEHDcme9mz3GRm9wp9p/aRaAi1JDHQytI16w0lfQLRpmamaMQzJFmLkqniC5swM2u2Lf2uxRLHqAW7SdIlisrCyx16CDNopXmubvth/MsSAk8KqpZLn+UzbBUZcwpMFCzWF2X+vyQYK0iGfEmfa1GxcqFNYBIik+WxYuTWQUGWsZKFLIhV2iLMxTidN+pYH5+MzD9ANXk2d0iTVrpEED8kD9YmxhIufXId53q/ynOKv875/usYKp33I4+PevAgu7MbuV1/i+9zM3dwN/eYg9yfzrI7m2G3fJD92a0stO981O23ifMYlzvpMn1oDI0EGqFPO3JJOvNv3aUG4wNzdFVXcZxcVBMlNtOBzZ66Zk+7xUwUYoCKLeh3FYNWgRG9kaq3+Uc+92Z4kPuSb7M7myHW0EwUic7N1l0JvW5CjxNTcWI8KyPMFO3UJkgt4kyxFDm0UsVKLKgnAluanHA6KUUrpWgllG24rH8H19cOsNUqIMQT58/6eFGv13nTm96ElJK7776XDR/9NsPDs/jPVhjHx0gL+57bEG6CKgU4E6uszvWyGBTYszDEaN8Cm3oXWFde5e4Vl0bicKxV4rbFLm5dEhxqKo40LVbifE642w357duGiUzKW7bNo6Sm6sQ0UsUdS73cNTvKcpwTywdvP4VNej1SGIpuiJKaMHZ45q3XsxQ5eCpjsLSKLTU9rqAWdy6gTMKyWqYu67RERFMEeYW/MzaymiWspAkrcUqYGWqxYdbU0YZOdjrsrefk6KWveAa3f/0QcT2mnuQxmUULJooWFelSEA5nqk0A7G1/janwzrVUrHWlZwLQig7zm8NXcl37o/QVTyPKJMvtewBYEKts8J5OpNt89KMffUSX5wRO4AR+eXjSVyABXNflk5/8JE996tP4+6XPYJYyRv1zeJqzla/PNxlziiTa8J71r+f/TH2epzzlKURRhOM4P/nOH4b+/n56enrYt28fO3bseFzP9fOf/1cuv/xyQPBU/wpO6/KB+7G8mLBWZrwQ0+dKZtoFlmOLU7pX2dk/y2lDGUPer/HpmRWGZRfjBcWBZozBcLZ1KdoyHFB7eKD579yPgSaPUDBC/r1nD2BMRmZSpLAZKJ7NcvggmW6CMSREOB0LGCkEdR0TiYR+UcKWubGzLQTj2oewh0UpuZdb2Pm9cc68YBz3e5NsKLWoxw776i7rCk9jPtnLVnUevbqEZpjAyqt6Phb9noXfaU03U2gkmk36ZNJChDYJM1mDQtZFLUmxhcBTkmpBkBlYjqCWZNhCUFCSIU9QsqDXzTriC70m6DFGEGtBpCWzgcISgsy4tLKUlLxNl+mcQD4gDhKrNhJFmR66KeELtdbK0wbaWUZkMlZFizl5hNnmLY+63jPNm5h52Pe+M0pJDuE7o48gmw9HKzoMQCRL+M4ADTNLwcpHGRrx9CO221B6NpdXNrOxN68s/cqgR62ZRwfeEs4wm85QnNzMiN/LhlJAxYnpcgO60yaNVpFm6DPd6GKyVeDfa8fY2/zS2n2XzEbG0lPYwCBDnkUhq3Jn7V4gFy2MFC9kPNtAj/JZzgIOyt3EukkgWnyvWWN92EXVyUcP1hdTXKlppxa12GFP3aEW54KN9SVBxdbEWnC0Jbg2vp912QY2+AVGC/nvLGFIhMK3Ep7Vs5UvzN9HU932WE69nwsefPBBfuVXfoWdO3cipx6k8R5F1vg2OrEQi00YzXCO3Q/Ahz/8GuqJxTve8RG6x+b4zFfP4tr4S5SODLLYupF3jb+VXd0Rq7HDcmyzp54LVFpJbt7e68LOapveQpMJt4cLBiKu2jPARFHytrPu4qzNETfv3c7u1TJfXlzhs888zPcObuZtW1sca3SxzQ2JUpt7F4b4zaGt3LUC5ynNdcfGKdkZy5HhWNxmXs0xq/dQkL0MsbEjKlO4nYtfWwqGlYuj8gz4+5IF7m19jtf0XEnVgam24dPLH+Bp/hvQpy5x0sanc/WHb2YqjCkriw0lqDoprVSRaIuiZWGAc8KNnFvdSJgZZpI2kUi4o/lPKFni1d2v5b0zVwHwvzfs5CMH8wSk11Qv57r2EZac7/H77/g9tm/f/ss5EE7gBE7gh/CfgkACnH/++bztbVfy/vdfxUbv+cykD/B9U2ZM9LG5DPsbgnpiMx0vooTAdf3HFWS/fft2brjhBjZu3LgmiHks+MY3voESHi/r+nXWlQw9Tkor9LC7G8SHR9jWvUScWVS8Nl88tJ5PH+zipesUW/rmGPBDnt3Tzedrx3DDUVom4Zg6wmo6TZzViYP5R7Q0flD9a3SEQBJndaJ0CUd141lVfHuQMLXJdEDbrICARMWorI9IJKzKZTKdcZLdgwR8yxBr6LNdNtvDOGqYwUN1el/XRddQCEFeedhUFiwuj+FZRQIChtwelAAlHDzVGa7vzDRCbh7dTHMldVkOUNW9dFNAks9vNtMMW+ZzWOXOLGaoMxZNRK/2UdLCEpDo4ypquaYQjbQkSAWhhoUwn5tsZxkpueraYAi1oZGmxLKNwsajhMKiSUi/VVlTkLczzaoJqcs6NTHHcnjgp17/IJ6i19mM42xk6kcQSMjJ/kDhVApUWMqOEGQrxGnjEfnmL668lVO7DSd1rVItJ4TAhkqTUBkGPA9ndZh9zZilSFOwJCvxQ9W6zEgyLVmNXI62CxxrWzR4yEcvj447xpxfYJsapuJAGkHR28AWeQ4brG62VmDITxjwWgSpRS0+jYXI4vbllHnq1NKEzFj0upJDTQtPWSzHMBXELLGMxjAkuggzC1sKPGkwCJaTQ7TUEu1wJ2HWTa+ryIygYqcoqXGVYFOhm1pa58Mn/fJSab74xS/ymte8hrGxMd74wvPZxjdQQhMvdV7nUgFraQq0Jryvwgt23UnPummQ8OmvXErFttBRyjZ9Gr+x7jzGCznBXww9arHipEpu4u3I3NmgoDRbupdoRD7NTHPboktiMqqOYXJ+kOHuZUbKq1TdkI2lIu+95Qw2lFISI1hfbDFd76Zgx0wHLpmBr0U38VR5Onvqiukww+uosxtmiSitMWGdTknned6hiOi27FxoJwTdbj5CMl4wNGu9WIVX0Erz2cZYawSCBbXE777yV9j9lSPM1CICk7DFdwDNUmSzEgtcCQXLoI1AiHxkIdYaV1jsE3cDcLL/XJQAS1Xo93fy3fkK++S9TLhn8cnav6Fkk82b1vOOd7zjF34M/Kz4WW18TrSwT+DJjP80BBLgPe95D//2b//Gvqn/ACSTrmZ3dJgH5FN5YeEUDjQM7xq/kv8188+IbIkHH3yQbdu2PabHqFarDA0NsWfPHk4//fTHtG0QBPzjP/4j7/q93yH5WA1LwNauVSYmjmEyyehz7yH6vIsxgpHtB9m6bT8P7N7Gh3ePc0lqMVaqc7rUwBj/89gH1pIaIH9zzT9IH2qvW6rKFu9iPOMSi4RExNTMLK6qsNy+h1DPrPmuQS7kWGzdhZQFSu44TbXEYvAAaVZHSo9zSm/AUzDdFjTSlNvMTbi6xKBex9aoh/XHmhwd3MjBG2aZDlO+E3+eCfcsxvQg6wsOZTuflVLC4HaMqJXIjaJz4YqgbAvCzGdduJVWqol0/harhKBkqY4KO/en21AyHA1gTs0wRcSmYAvdlkMtliiZV7cibQiylCkxT0vUiAk65LCIkja2cXCNS5p4ZGhqsoFDAUOWxxwKiWtyl24lYSGMmRJLTOo7aQWHEQiEdBEdG57ewqkI1Fp6RtXfTpcaZTk9QpAsYEzKmWI7odbU3KNr1cYfOs68rWzOtuX3r/LEnEXyxA5tIs5yfoVLR0LWV2pUCy1S2yEEBAbPyugmYrRgsRDafKH5CaygyJmrz2O9W8S3CiQaaolmMQ2YV5MsZIcIk2Vce5CyM0yXGOJA8+ustO9Dl5+CI6HLgT/tuYRTehcYrD5AtaeGX2mg3ASdWKShw4H9Gzmzt5s7l3uYagsOtUNWM0GdgBW5yJH2d5HCYdDfRZ8eoajy/GQloGJnDPuSV6rnA/mIBuRVrtkgz2r2ZD5MMBk0OKu8lSv3/dtjOgefCKRpyh/8wR/w53/+5zxruIePv7+f79c3YH91le/tuYRjqz2ce9IDWKX92JunIEoQsouBHQdwNrRo3zvA2SNHmQ838hJeiqNgNQZjPO6fzi9KfQX9Xn5O1OPcI9XzNd+fG+LGBcVUVudLjX9CCItZ/TIyM8SWZoWN1SV8O6bbVXiqyJ3LFqtpRqJLdNkZA15A0cr4i+l/4+MnPZd3HN6PwqItVtipz2RBLZLogC3exWwQA+xWh1jJjlKRQ8zrKRx8zrM2Y0sY93J7pRePx8yFFQ40BHuaAXeZG3h1z1t5xiXdFLssvvC1u9ikutnqFplspfxj/Ro2qDO5tNpPj5/bNd21YnF1fCsLrds5pfhSuk2ZSLd4qn8Fg5bHJ1c+zbO8V1BUit2NEE8V2S5GUep0Dpqr+Yd/+IcnNG72BE7gBH52/KcikKVSiY997GM897nPJcsMrqrQFpLZ9p3s09tYX3S4bSnmj8d/hb86+llecuYzuK/52CMttm/fzre//W02bdpEpVL5qbfLsoxGo8Gf/ul7+MC2NxHpfMT0szdfwJWn7gfXRmuJlJqwVqbrpCMMz/cy4o9z/2qBbjevKA64KS8qv4U7zYNMB3fi2T20osMYox/hdalNyIzeg6+6cSjg4uOIAhUxQOIFNDoCl+M4LvLQup17APrbsFWZNKtjTLw2i+gpWDBNeuQYh9s3MKtv4T5Zoud7XYzt7OeLV99ALdwPJiVyc7nucbUm0JkdFMRZPlt6/Ge2NGtWMP2uoGxJwoxOZUKQdGxsbJmn1nhKU5AKF5+UiKPqGF1sJNKGJDMc1ku0RYO2rBPqOs1oBikslHRRwsWSLpZwcWWJVXw8UyQUrY4Ix8U2Dr7x6aFAyRI0UsMBOcls/P9n77/jZLnqM3/8fU7lzj09eebOzM05SFc5CwWQhAwSFiJIIAG2hRYv7Nr+2njZNWaNEyz+4YCQCUICCwECBEIC5ascbs45T06du6u6wvn90aMR1wKMAJt0n9dLL93prq46VXWq6qlPeJ6ds2lkhQLVQEgLVEQbc3FFdbZBOK31kA+Pzx5rTSbIWZJqIImR+7EEMinbSSgDX0U0qFGJpkjpnWh6LzYJumUcR69g6X7TKaTeJB4FzyZNFVOGxLQQWzOw9Cxxow1LNS/nvdUag9ogw+5mwrCpFxi3+jH1JDEtR45eWsI0g0YHnj9GEEUoJemNBcxNluhtG6elY5LEnDFUKBFCETYMpBYjmyoRRpLloSSpx9lbC9gWrqPmHZvdN11PIpBkSdA2U8+bMwNyVoOuWB0pFIKm9d2UZ1HxNQLVlGHyVci3Jp4nH1Q5NevwSL70U19/vwgMDg7y9re/nWeeeQaQ3PvSlQwVVpCpDzJ2IMtYOc2Ua1Mqpuju9yCRRrVYWPESeB6qFJE/1sXO8S4cPaIrJqkGYGkKXwnuLd5GT+J8LpQrmXCbpR2Banaxp4zmvKkEPjVRpT9xKUcrj9IhEmwvKDZOW8QH5zDoV+g3E0DTu/qKXJYgar64DdVibJ3WudC8Bk3WZ2VyznVuYkqWMJRJh5jPcr2TY40KR9xHSduLmfIPU/WOcL5zM71psKTCDQVFXydSgpG6TsmHNsPmpthlLG/xSFy+iBfvPUxPkMYxBc97x9lXbZZIDCQvJ2k0LTlrYbPMISFyTNB0jaoJj3ZtPlakYUpBi72Yc9sEe0qCVsOiV5tHpCLGtY188Pc/yNq1a/9L58FJnMRJ/Mf4tSKQAJdddhnvfve7+dKX7qQe5ImZffhhlaf9+5muXsKZiQwbphUNrY2d1YMIob3mVHY8HmdgYICdO3dy9tln/9S/SyQSrFq1im3btvPN45KkrjPptvA78w8SVm1kS4wFt+xj4uvtjB3rJtE3ysAFm/ifmRJ3PnMet+9P8da+BgPJCnHdwRxdwibHmpW70LUUq6xm9GaX/wSuP0KhvpuyTGBoydloo65lyNgD1H8ogvnDEDMp3X8vJL2z2GBVxmSkHs6uHyDlLKZbLuHISwUuvXoN86wVlGQ/8SiOERoERBysBGQMnZzVtC1M6lFT9zFsSvikjKbjiCYVVdHUbUwYgpgWYcgIXb4iUK4LhaOFhEpwSafBCreXvaUeKkFIUTUwhaRAnZLMU47GZ/ZJEjfayWpzSEVZEsrBQcee2ZYhxUyNZVPG5GWpomimg92Pmq4th4sP//vDhVIRSrnErQFsZXEsaDa4xK0BhuovEYRNkpNxltIllxDXm+k/4Z/Yo6ZrKSy9BVNLEOBRjQIcqZON2impUYYqTxOz+ug2VjLhu7w4mcSUIVLAfjfDMsDSAjJGDaUE9cAgZxlk/H5aVBcxqTPkuWwKHyEu2+i2T8FRcTxRn+16rXCISbmT1zs3cKZ+FU/5X2Q9L7EgOoelmQILOkfIdY9jZ8pUB9uplRJoeoBhNShOZRmabGN/oYWjVYuYrriyI8bV4grynsYnh5s1bI1ggsHKk1ze2qwjLjagbGmkTIGMmoRUE4pWp0Z3ooQuQ+TMuR916zyxbxeX5Rbyd4de/JnsSX8W+L7P7bffzh/+4R8C8Oi7spzxzx8AaTD6oIG3Y5x7diziQMVnUExSDxcz/E85Vi3bgxmrUysMUC6m+MzG1XTYIbpspqRbzJCSrzHpCYoNRVt8LXPCuSi9SRxdpZjwG+SpMDKZoNUwyVNjf/0xUvYA12dupeAHPBk8gURiEGOlOIWMKeiPhyTKLRQazRrUvkQZUwvpjdsoBbce2M7q2PXElI1EMMJ++tQyerQUk36D/WIzrbFTmKrvpsVZxPtabsXWFH4E5UAAgk+PfIb5iTdwoT2PtS0BUw2NUgOGVywg3lBkdg9jSME9pa/hB1O0x0/n9dbpGBLumDyAhsFZZj+OBj7NDuutta9xrnMT/VEvmpDcnf8McxOXc6iiUWg079VSSJ4OniTbleCjH/3of8kc+IVDqZ+pjOrEdfy8TjYncRL/efi1I5AAn/zkJ/nOd77D1NRRQGLNRFIGnDT7Kw3aLZO3Jq/ka417qKgJ1IwO4GvB4sWLefTRRxkbG6Ojo+On/t2ZZ57Jtm3b2C338kZ7JXE9ZKqa5Af3XcHV5z1LFIsTyxVxqw47Hz+L1dc/jmE1KPiSfeIgx2vzyFouc1MFXhzKk4s66EtcjIHF4dpTjMnjtKhOhJCzjRphVCGMKmgy0WyWIaLSGJv59yt42c0h6Syi4h19VQ1lRLMLtCem0ajlX/lc+bRHOeRQRHXS44w189nzYpNcyhkJHWNGpNsNoc1qRg9fJpCSJimEpvZfNZAzNmjQiCRtVjST9o5w9GCWNLmhhhlqJI2ITlvDiyQlX2fa94lQOCpOKLPNyKtysLFIhA6dpk1Mb5JFQ0JCV01pINnczsvWedGMtMyE15QmcUPF6tj17G48fkItIjTJX6uxABHJ2ahizTv6qhqlUAQcKDetDAs/FH3sTJxFpMLZmqhyOM64bGnWYMoihooRtwYQQjIeHqCq5UlXVrIibRPTA1Jm80GUs2tYwscLDHzVdIaph3mKmkElTFMWNTRpkRE9tIWtGGg8Vf/iiec5qhEoRUIzZseVNJri8CoShA2D6SPdHB7sZaqWoL9lgva2ScJQoxHqTHgmOwoRG9nOwnAJy5M2moSY1XdCJHKoHpDUNWphRHco2V2MEapmBLon5lPxDbKWR8L06EzncWyXXrtO106LzmQdmX/tNcivFa7r8p3vfIePfvSj7Nmzh5WxZfzreWmWffo8lF9B//ZdlFr/lcqmg8xPKnKWTjiV41DF4OyeGseOzCEINTaOdZNvNHU5a6Gk3WjWbI66GqZsdqm7oUAPLVo1h1b75ZcYgVW3kK6gojwKftPf/eVrtxyE7BBNofqq3/QeH4x1s0TOQZeKBamQSVdjpK5jyBRixulqWyFACsnW6te4JnULe8IxJqtbSCba6VZJxsQ0GdHNZHCYC+y385YesGSdQsNg1NUZrTclrOYmLmeR6qPbUYzUdb5bPsTa5EIueFM///APX2R1aRG6UCyxXodnu5xrzcHU4OuVp8jXdmDqbayUczhQrzFYb5pBSGHSYTgcDKYZF8dnz8WuaoUuI0Zcl2ypHafEAb7+hR/8TLXoJ3ESJ/Gfj18LGZ9/j2w2y+c+9zl0XWLp7RhaHMfs4SHv+4yJIp1OU/QWs5l+vu+++17zNkzTZPHixezYsYMo+unfAltbWwE4W1tBxlQsSJVpSxY5Zf5+Cl+3UFaM+MV17Hid0WKW2p4uMmce5KKucQ5XHuaTYw9TbDRr8mwS9Mg0r3eWMi+agy6bNok1UcYL8rj+GLqWmd32yw+dICzh+iOvjt6oJtnxggKmlj3hK0PPsU/unxGzPrFBp0XvByCuawxuHGfxWZ0kNZ24piNoFt3XopBAKZSC6YZEnynY92f4VSXQKPkaY65B3hMcrETsL0ccqzRdLkIlmoQukgSRxA01lBKUAw03lJgapA3ImIIWwyChbFJR0yKtRjMCaCmTmDRQNFPqttasNYvpTUu2pN4UQW92b78sVi4o+80UYtEP8IRLxhogYc874fikrAFaotZZG0R4dYF7RIRLhXzkkg9dhHjl8uqN5tPBAI5IIZBIJIPhdo4EGxlv7KYWTNFqLCCjz0ETBoXGUfYwyLhnUg107BldQMsIZs6xRj3QKQdQaQxRCI5TFFVG5BH8sEo8SpDVbLL6j1ciSOsavVFTXuXl4xFFkqChMzbexm275vDtY1mCUMOK1TFNH0v30YTiwdqdjFSe46n6FzlQ8dlfDk4gjwDPBA9T8JtE6mAZdhcDni0WebpY5IVJnfVTDhun0gxXkgzlc9TqDijJ8qzDEbdIzOz+sWP/WaGUYmJigqeeeor3v//9dHV18ba3vY09e/bS7pzBRxetZdU/ZbCTSxBegaMTl6GPTeNUy8xLlsmYAXFNZ0uxjucbVD2bvVPtzaYRT+JoNCPtoim4LWiSR03AQ96LVIIJlmckcV3RaQdkzJDemGKDeprd6gU8FVITVZL2Quazmnzo4qkytcYYfjBFFNXojzppMZsvaUk9xNQU0w14dkLn7kGPu4vbeaj6r7SIpn96oGB39ds4Zg9tYQe1KCSuYsRUkuuTl/GeuT7dsRoJwyeuh8Q0Rcpo2hOeZy6g3daJgHXFaQ7X1nHG785nen+J43tqHKw2SBqC0502zrPnkDCa9qsl9wiLEldzpvFG9oUTDGtNoihljDXO71IKfKbkKCOV5wB4a2Y+XUYMR5OEkWLC3sRNN9/EBRdc8AufAydxEifxi8GvZQQS4JprruHqq6/mvvu+ixeMo2sZ5jhncDTcxp7SRSxOarzTuorbx/+Ja6+9Ft/3X7PDzNy5czly5AhHjhxh3rx5TE9PYxgGyWTyx/5m165dXH755dz32L/xh7Eb0EREe9sksUyJ0kQL6bBK7Yw30da4l/NzRW74/NV861P/ygWXr+PK3X/Ak/5D7CzEyVoug/4GLN3m3EQLq7IRa6rX8bXibmqUsPQs9cbQq1LUAoGUcaS0cIxWwsibjZj9MOHpsVZzcCZFnY2tQKmQCW8PdwfD6LJJYI0ZaZkxbxeGZeE3OrBfGOVN/+d0NEOSr7tIIbDQiMmmdE7CaNqh1QONcqAx7QmmPMWIX6cgS5TE5IwwukvSXsg15iVN8e9IMORZjLtiRguyqUdXC0PylPBEA0MZdMokMU2S0gzMSOJHLTREEk+4HNUOECiPwPfQAp0WMWemztGmTcTRpUYQRXgq4qg8jkcdT1XIim5yYdOvOEYcTfQxrkUERheGlsDWUpzKWnwVsU+eWFcKYOptBFGZUn0vFXkc16mQEu3ERBuWnmGBWEuPlmQ68KhrNcpqAi8soVSElM3GgEj5HK89Q4uzhJzsxzGWgoLN09AXt+kW0ApUPIvQNTheTfDshMnXi59FqYhKWOKQrVF1jxNFLtIQxDVJfaZTRZMJTD1NvTHE3MTlyJmu2CwxRkWMnQXotBPoslm3ZugBHz59N6lkmZY5o/hVh0gJag2Lr4yPz75gzE1cTpth8Li/afZ4SBnjytiNzIlpBKqZzq8HYGsSxzeZlAUe87eSLzYjVPPy53Ca1cO5bUn6i1l25bdxUVsHazJv+Kk6sMMwZN26ddRqNaIoYsOGDYRhyN/8zd9x7NgRJicnuffee+nr6+OWW94PJxB/gRAx/rTnvTQiweX3T0L7FYhn/g75UImJ+R9izvSLDFyyjsgzOacSw3vyAh4cVQSRRq1hsWk6TpvdfCnxFbTaPpOuwfGapNNR+JFgc77BqWIta1o12q0AU4s4WrHImCF7S6+Uk1ixC1mpd1MUExwIN6FLi0hFBGEBKWP8QetNFP2mj3vJ12dEuwVzYopaKAhVnJdKTxO3BoiIiFsD3F/+LACXmG+ky9HYW3Hp1BIsSaW5sHOSCDC1kEhZmFpIxgzImjAvYfDSVERfXLItH2EpkwsXvJ2B87t48qPraVU9VJRHIzIxxIzKgg/LY0l6jRvxlWKvNkRv1EE8ipGNXU+flqUeBkxQxlVFhND5UOfvs7+kcLRmA9295S/R2pnhb//2b3/ief/Vh4Kfswubk13YJ/ErjF9bAglw22238dBDD2FGfRTcA/h41P1J0lZTaHZ5usFF1etYV/06hmG95noUKSXLly9n06ZN9Pb2cs011/DUU0+xbds2Vq5c+SN/EwQBDz/8CJfFbiFnhTQijWTHFEIosr1jVL6iYf5pkfqZV+CMfpNzWhWTTy+h7crDXDPHwz96GV4Eh8sp/rbvcm4bnmK4rvHI+CjnOD24qsJAtITQ8IlUgOePYeg5TC1JIywTRR66FkcKHUsm0LQsUhgnNNR4/hhVqzCbAi+5R0jZA4RRnYo/jm12k7SbnuC6tNCETllN0UM31cEqbrFB96ocEy8OEiqFIXWSukbObkZbdNGU1pEoDlZ9BuUYZW0KDYOIkBZnETGRZV40j06nWStWDTV2F+GQX0AiSGATqoiKqFOVVaoU8HE5riLm+IuxlIEldLpketY5xo16GCbPtBylHhXxRB1feJTFNAVi+MqjrMYpN4YIgmkUCl1LoTsWcRFHQ8NRJhliFOQ4hpYgq/fSHw7Q5uhMN370/PHDKXQtCzO1ksXGMRwrzTJ1GgAGWtPRRjSoU8IN8vhhFdtowZAxgsgjiGpEkctUbQcVfYweazW5sI1cTJIyFLbefBDlPYfpiuRoxWSbPzLrdCGETqT8WWIXiJBGpMiHXtMCThik9W6KMkYmaiEkohw05YrG3B3stVpZ7raTMm3m6wGxWB3LqaObAX7dplZKUCwlGa3H2Fu/Z3abc6M+JjyfsfoGHLOHAeMMLkl20RcLiOseI3UTIcCSTfei4zWHmGuAgKo+RsLsIhABU14wU1dpM+zWufv4Ef6098fXPyql2L17N3fddRdf/vKXGR4env2uo6NjRmw6oq+vD2hmLfL5l8syJGfa1/KegRRru4fp7hmhUtzMvHdspZb9E6LJ9YjAh9aQQm4Bq93PEFs2jjAlzjGT94l1DKw/nclanEakkTEVST1kqCYxJdQDjamGpDHDHaRQeCpkdcokawYYsllG0en4rMpNUvS7aAubVpEV1aDRiAilT0Jrx8DiaP0pAG5pu4nbJ+7icucdxNxmc4slIWGArUVMNzT2hGMALNDOJFABNe/o7LlK6hppA0Ii2iyNU1pKuGHzEeAGOkEkKTUMhmoGQszYU0oo+81Ue0EWeec7r2DfE0OMDFUpiTxztPlMeAHtlk7ziMOUF3JUTTOk9pKWnfgqpCwrNESdapgkJjWOR7up+1NAxI6iz5KUQRDBkVoZYUR89vbPvqYGxpM4iZP4r8evNYHs6Ojgtttu473vfS+GlmOw8iS6luIR/zkuUmcz6Znc2Jdi4uh8dtYO4nkelmW95m1ks1l2797N9ddfz1NPPcWqVasAwWc/exs333zzCYLl8+bNY8mSxYwfK6HLND3JAtIIiC0Zo7hhgNGjvcy/81HUdachFrTzx3/+Ob76/7uBty4/xFsuXsddd1zMpGsw5Rm8sbcZsftycQ8JrZ18o4tVajUTokyPms+AvoTt4nHcxjBhWMbUcxhGnHpjEKUi6o0huhLnkNV7ySZ6qavSrPzMaOUFdK15gw6jCgJJi72YydrWE4SsbaOLnLUAhxQV4WIFGkPrx1l0difPvXSQvJxkDIu+RgdeZJA0msX3Eo3Bus9BeYRRbztt1hI6o14SNAv641KnMy5phDBU19lUqPOs+29EqsHK+HU4kYkmJBoaqShFN+0kNQNLClKGoNtRxPVXGnCqgUY10FjktzFabyWQTR9rN4qYUBWm5DjFcIhCffcJ5zdmduFFFY6LPQSRxxJOJ2cYnCdW8hIOGgZzbIdOu1nPaYTWbC3py1Aqwg9e0VgMI48Qn0WxGJWgKd48qiYZVnuoVA8TqQZS2pgygSKi7k/MRpKVCnD9EQ76IxwERrWLGajMpcuN0Q/ceURjm7dp9jy+DCls6o1XSJQnXCYDl2frX5rt3I8ncrTo/RSYZpRjVPyJ2ReLncE30dX13GikWH9kPmnLJW3XiZkenm8wXY9zuJziQ/s/D0Bv4kJOEUs5FuY5xk4Wxq/g4tgc3r34MC3pLQihMM0GpuMR+jqBr3N8tJPJWpLD5QRPjnfQZlyNq3zKqsIxppiYtnl6ymBFopMdlVHuHHkYiHDMPuqNYxQKBf7xH/+Rp556iscee+yH9l5gG72zTV9jY5O0xFazwDmVihqnHI3z2b5zySyZwGg7xCkDIWbyacyBPMFIgqk9/USRJOobQDdbofAkYmSU8d7XkQqPkuitEWX68TsGUGdo5DY/wzVzxtjz7FomyymqvsGRqkUtgExM8fSEZCgscFlLmpwZcLhqcGrGYXm6zvGazentY+zP51icLjK/Z4hMrMrBTWeQiwmG6iF7Ocr8cBkAx7RDRJFLV+Icpjz47x3v4lAl4tnaCL2qlWVpg5wVECrBuKs44D3FlYk/YBt7GKo+y1nOu5rSPXjNZjYzIiYMeuOK6YY1K7EVRIJg1m4SXigXWBPLkLVgT7nBUTnImWtX0Do3xTOf3cFBP48udR6s3M7y+Fuo1VNkdIsgijgoRthXvZ+MsxQDiwk5zZ7qd3h9/PeRAp4Jn5q9Di+KvZclqWYUPmlEbNef4do3X8OVV175E+/LJ3ESJ/HLx681gQS48cYbueuuu3j88SfRZIIgLDFV3cpjsYDLxQXsLMYY0M9mF4ew7dhrjkIKIVi5ciXr1q3j7W9/O1/5yld4/vnnAcUtt9zCLbfcwiulpIIFC+Zy4MBB4AA3yd+j0rBRgUZUMLBbShxe34mzeQn9a7YQZVoQEbQ6NUY3LKP7/K2sSTtUfKgEiknX5lJrJV/Of5H22AKOBAUKcnpWjiYVZek0l3M8rBKEBRphnoTej6m34fnNSMRI5TkyzlJ0aWGIGG3xtUzVts9K+rxMhvK17STsBWhakuiHyJDrj1A32jClg640pBQcf3GMiz9yGj12mmJjGqmaXdGeHzLhNz11I6XYED1Krdasi8sZF5ElhiEl4UwtZslvNt24oeLp+h2z24xHDpZoRpEdZVIXDSKlqIYBbihoTlvBQEJAJIGIki+Z9gTjboSvmg0hcV3D1iQl7xX9OF1LEUa12fpQ159GERFGVQQ6DfuUpui1BmexgINembgDcT1iQVKwpWBgaDkawQRCSISwX+UdHYQFCsFxdKfZhZyXBcbUwZmUdYwobGBoaaSQFNxjP7JTHpqp8Z6wj7RuImdKL3eynonqltllXnYjUgSz5/Rl1EQzGvnyvo5WXkAKk5jVi+tPznaPS2HSHj+VTpXGDZui7EGk0Qh0GoHOtBtjZyHF5ulXSPOiaCGdccn9E18jZvWxQHbz5v4xertHSOQKCD3EiNfRnAaRr+FOZpBaRCqfQRMRx2s5qoFN1bdxoziOJonrYGlwXvvrea68gS8eO4Ag4lRrgKy1iELj5Si6OOGa07U0Z+hXssPYQELmiKkUlyZ7EEBMn8vvLjzAwMKNxDqm0LMVCCUq0HAP5oh8HU0PcWJ1OPOP0VSAHDsClsmwPIv2oU345QD9tDpaYQxlx1EtLXjTOm3tk0yU0uwo2vygcpSFqgdd6BQClx49haApXdUbC1iUKtGINLpn6nw/NTTBv53uImXIltEezmgNaUSSDdUiQmpkNbtZRzuzn5eaa9jtFumLp3lRbcFTFY6GG1kp3ogEBusaz4fbudC8BgmMuTvIOsvo1B0mIpgOjrK8dQFuKLCkpNvxGHNNxl050wjXzByYmmKkHtEpk5R8xe5qjbwsYFkWr79xFU99dQ/DhSoIOFj5AVLa+KJBhMINQxK6RjyI05u4kAAPjzpHq4/Sl7iYaEbztTQTFTX0HAfkAVawnLlxn0+NPodn5/mHf/iHH3k9/LpBwUkv7JP4jcavPYEUQvCFL3yBpUuXUq+XWBp/C3tq36HaGOPr9X/lnfL3WZpo4YESQES5XP6JNYw/ColEgvnz57Nt2zbWrVvHxz72Mf76r/+atrY2xsfH+eE6lwMHDgAattHFwyOC3rhFbTqN0z9GeaidrdNZlvQdRY0VUB29UJec/7qn2f3SajIHu/jvZ21k6f27ucR+G5unTfriitX1N7PUaKHbgVG3hVqgeC7azOHaiZIzUeRSa4ygyziGnpuNihXqu5HSxjE6kcLAMbvxgsIJTTa63oKtpXC0DHmY/W1n4iwyqoNElCAQIeOqRO2Az9rxOvNOa6f6jE8wc5NsEHBUO4AiYto9eEInc16Ok4uSTdcOFRAqjSCS+Cpij9w/O17L6GBCG0eEHbTqDkYkiSKFi49Hg7wcR4Qa1WCSSnEMPyyjVGM2qqfLJF32anrDXmzNwQ0jDDQ6wi7aRAdYpwJQFy5jHGTyh8gYwFb3u3TLd2JJjVYbcnaShK6wNYUQ0BW2M2m00ggmUCqiNbYUTRiv2t+Ke4h/U9/jLfE3skx1kwgSHNF2UvEOImWMRjDB5AzJh6YkUI+xkmhmLulKx1EOUglGwjKFaIzruYjiD0kvAZhaFjcaeVVHvaFMsiS4PnMrJT9gi9iBG5XoFUvxhEukR+hK50y7h3Yb0kZIXI/QRMSUZ7KvFGNL3me73P4qG8dznZs4o8Xgnyd/wMr4dSwz2vhfZ+xi7prdWH2TEIFMz2gkmRoEEWZXEXukQHyklaprc3abTsFrZgMUEClBTA+wtBBbC7iqdTlv6ljE3xxYz6OTTyOAc9OLuKZtLZNuK8WGYH2liFSStLC5dk5I2lxFxnLpbZkkHh8h1zdMbOEIMg7BuEFYilM70snowT7G8i10t04QT1UwbY/Wd5WplXaglY6i5boJDpeZyi6jd8dDlKNu4t4E1tKDqNYcHB1hcvB0TvnBBIukTV2MsEbvw9EEuoSkZpLUJed1TDC/c5hCOUkyVqNSd+hoWJQ8m5vb2smkt6CU4J+OV/hf801G6w6dIkWvyDAZ1Hm+fic9ifNJ2gt5rnGI08x5VHy4MX0q8xMum/M24y5syAcofK5MrEQX8Lmpu7m55R1kTDhWhYGgixs65mDLiKfHFd2OwfopjafcoxyoPEBn4iyWRStI6zpepKiEPkVRJc84adlKWUxz1dWnk89X2P/UMC/43529PzhGJ4koSUXUKYgyhWicUPq4YZF6MD37Irsgmk+bZRDXIc088rUdGFqcy6zlLEo2+PCxR9D0Sf71X26fbUQ8iZM4iV9t/NoTSID+/n4+8YlP8Ef/40/ZXf0WIGYf5tvdKSKV4+b2m/jyxJ2kUpmfSZtr0aJFDA4OMjw8zF/91V9xySWXcMMNN8x8K3lr5vfYXT9ARQWMcgTXH2PUKFHxm2kiQomQihXZAm39Q82HbDlPFAkqozkyqRLVqQy57jFuabuB+yv7OOrGOU/2YCgDP1I8UBzFVCYDWpbTxRo2JywGK0+eMM4ocvFVdIJjDTSjUFIYaELHkA5CSGqN0dnv/WAKZc0hIXIEZg91aROpgFqYJyNfkTGKUJREja3PHaX/rA52PjOEKSRxTceNdDqjPibkCBlrgKmoPtsZLtDwVQhCIyDCVyFpYdNQETFShFEdXctg6RmyUQ6AatgkuCERnmhQknnqqoQpYlT9iRNcdl7e97i9AEfFkQjGGm6z7lC6pKIE880kCaMZ5TJEGl91ULDO4WC9yvP1O5vbiirkQw88C19pZEywZxx1DAmnZx2mi8soy+Oz+2aRIG524If5E0h5zTvGlBFiS8lcI0V7eCYH4nMYDw/gBs2IMUhSVj9dcgktYZqSbNaWVUWeogA3KtEIK4jaiZJMzWMqiH6MTmJNlEFl6XZgIKGxitWM1gUb3DH6og5sqZGzNWJas8ml0NDYmpcMNmpsi57E9ScRQs5GKV+GqbexIBbjyakqK8R5tMkYSQNy7ZOY7XlkHF4Ol6qGQugK4g7C8DEaZaY2LyWcEdgf90wM0ewmBpCh1uxa1kLqgYEIdd7fcyE3d9dAxRAYjNUdSr6gHEBOxMmYOhd3uMxL50nadXq6Rom3FLEyZay+aQCCcZOgkMCdTnF433yGi1nG6zEy8QqaFpGfbCE7uR5ptRE5FczjOzievYhMfR/Th+LsKvZybuZZtON1tFYQtsa6vUu52DiFhCZZmkmxOFUkZXmUPIuSb7K6Y5hSPUYiVUHTQgzDp+EbSKE4XsowL1lGkyH7j/exUGvFlHkmXYOcJRhzfQ5re3HMHpZGi6mL+bxYvw/haJyv9WNqcLhqoQmYboRMySKn2R20WIo78hu4IvY2BhIhhYZGpBQpvVlf6ArJoBgjrOcIVMSY2te8zoIpPBHghpJC5KFQbKt/k1XOW5AIYu0Bl15xBl/96HMcFoNA0/PdD6u4/iSHZFMXNYg8/LAKgCYtTC01SyDTuk6L1cw42DLFyvh1JKIYD3vb6fVW0BEzWHnBRbz1rW/9kfP5JE7iJH718BtBIAHe//7389WvfpVnn30eEFwaex8TlHGUxQb/OG9N9HJKfBWbKztfs7YjgKZprFy5kk2bNtHV1cXFF1/M1q1bOeuss1i5ciVfv+8LLI1fw+Hqt4FmaniunmVx7giJjin86SSNusUll63DOauOmgLvsTqQplJKYloNkp2TBDWbt8wdxDm2CKWasc2sdNgTTLK7+m3OcG7kRbWFZdEK1sglxBIp9lWa7g+aTKBJhzCqk7LnY8oEtXCKIKxj6ikyWjcxlUJDR5c6hdgU5WicSmMERYQblkjrnbSLufgzEioBATVKBCLAx6OqJhFoPP5CiY++5WZiSQtVa3pYx3WdyEsiIokiYp61FBOduNTREJiGRKHQAsGwmCaKFIEIKahRmnsa4frT7BCPY+opsnIOLVErkVB4wkUiUYT4ysWe6UL/9yi5R/CMEgeCwiz5EULH1HPsUCkWN85gjp6k05Ysy3jYWsilAm4I3suOgsXRWkgtCtjHMJZnc6poI2MIQinQhCJnhZwX72CueCcH1XgzNS1CbJnCNjpeNaYHK7ezOnY9OZJ0mCZvis8hpvUATbeeeiDwVVPIvB7A1nqDcX/3q9YTk7FX7WvcnktMyzEeTJBxlgJNSZ8wLHO48jCHgWHxJq7O9DAQ9xitW0RE7JdH8Kjg1oo4WpYW1cV+7ykawQSW0YE5Uxv778kjwAXmm5jyQnwRsNJJM92IuLijRKyliMyGRGWIyhaVYx0c2T+PZResx+yvgGXgjWYRQuH6JtvyKTZPh2wXe0moDJ2qlbRmsjQtSOg2CSOkxWw0vaejFvaWYozVm8TU0ZuWmae3aFzUPcyc9jFS2SKp/hH0bAWtUwM/QNUgmIoRVm2Cmk01n0aTEZP1GG6oUfcsglDDbZhEkw3EyLNE6T68/jUM589ijv8IvlNnru3iFZJYrUVEw2Pq8XkoJbi//Fmuz9xKGME/77fYIbbxp53n8MZFexBSMVxsSmVl2qYRWoRhNQgDnfa2SQyrgVezWT/RxkUdPmm7jiYyaEKwkRdpYQ5Xp09lylO0ayb99jtosZpyQM8Wi+REnGNMkIwSLNDbSBlwqAx/kDuNdrvBwyMGm9R25ocLWZSwGXPhcxO3EbP6GNDfwPy4SX94GTvl6WxvPETJqjIshmmjg2ltmtPttxPD5IA8wP+4+QZ2rhvkBwe/Sbu5lGXmpQyLA0w0mnW4hfruWZH8lwnjyy46AKfG3kFvTNITCyj5Giuqy0nqOpYhODu2kh9MHGDKGOEzn3nsNev1nsRJnMQvD78xBFJKyRe+8AVWrVpFoxGyR+4nqVo41cnxgLubXcVerm1fw5bKbjo7u36m2pTOzk5yuRw7d+7k1FNPpbW1lY985CPcfPPNgMZQtAvb6JrRYIx43F/HNfnTWFhMEO8dJ9U5yYtPns351+xHDO9h//pVpJIV8oU0uWwBzWrKlXS2TLG8mGXDdJxWK2Jti0Y0lWE7kBY258hT+FblNhYkrqI1zM2OL4wqOGY7Qag3JTxEFlOPofQIgcTAwlEOGhq60vBUHE/GiBnNlJEpE3jUmz7SSkciiYjwhEs8SqCRRpc6NUp4Ezojhwqcel43Q08NoWjWUbmhjufbVITLtJZHUzoqymAJDV8pIqUoKpdpOUIo28hEaQI8lAqIkFh6U07HCwqUhAESYiqJLzwEGnHRioVDJCIC28MLCoRRnUi5KBUQRhVq3r8XUDfxwzJ+kGeD2s8GwK53cV7lKi7tNGmzGiQNn/lJiSYNJlwNvdHBS+ppFvgX48/YLJozIuTzEwFJXSfrdnG0nuUQB5tRVKMb1x97lf7mMXZSkb2UGjnGGg4thoEpBZp4xcouVFDwQ46JXT+SGGtaovl/GQfqs+fLEWmWx9/CCqODjNnsmN3jFdgbPocXFFgou2izAlrtOvOTBpHqwg07cSPFiCgTRQpHmbMR+05rJS1RK5uje37kNdBumbzoH2K1Ppe4AQdrDUwtQhoBQheoCMKazdRwB+V6jKDiYEQVhBRIrSkR5EcaplRkDB0rcDjkPUfFXoZSEUPTfYSErLBbWJMVxPWwWUtG8zhJ0STbSjX/BjAMn0TnFFqijkyGEAKRQnkSMTM2zfHIzBkln88wLzPNcDlF2XVwjAbtLdNMb1iE87Y+hJmhUncoRj2s7Z3AOHcXQalJ3oURQK2OUpL1Uw5vTPwBV3RXOViJsUOsJ1/bga2dRd+KfUwf7cbUQvJTWbqSVXTbw0xWUYFG2DDwKjH2Hu/H1iIWZvJUGk1Jn0Ie2sVcFtDJlKdIGwJHhzYrImmEjLkGO4N1dJsrqVGihTRtdrPj+/RcyPxUmb/bq7PB/TKRalCL5XErp7BfbGZu4nLempnP0lQNU6sxVncYHY7jB1NM2kMoIgLRSlfYTkwa2FJy+Znn0NWX4ev/+Dxt5iJSKktVVqj8UPYCms1oZfcgAC2xVSheyfL0aCkMCRVfY6gmSOo6pcDn3fM8/mDfkzh2iU/+v0/S3f2L1/385ULNGgf8POs4iZP4VcVvDIGEpnvMxz/+cT784T9nsLIOECSjG7ncOZ3pRshXxupcnDmbhwvrTvCUfi1YtWoVjz/+OOPj47S3t3PDDTdw++23s3HjRjx/giuc63hUe4SKe4hCfTcHyxdiJmsYcyqErkkmXsGbewbOrj0YesCWw/PxI0kuW8DLJ6nm0xyfaGdJ2ygLWjTGKykeHWkhqessjV/D+ugZLlQX4pg9HKg8gBG/BlNvmyUAurBAa6aJMlELCeUQEFETLoEIEEgyOJiaRiwysZTNbv9xDC1Ov1iFE1kkhYUuBHUV4qmAca2ZllpoZghVmkN+EVPpTLwwzrzzuyg+N0QthFoAtiZoFxYdWECag36RY9pxytE4pojhiBQhPgYWdVGlohVwSFOSiSYJJCJr9KNjoQipqyJlNQ4KesRiWqIWbAx0IRmQXZi2hiEEjShiTFXY3njohI5oy+ggZfZSD/O4/jRR2Eztu/4Ij4d3s3t8LdcmVjI/2aA3XmNBKmDKddg4HeP5gocpJYZQFBqSkZqkGIQzXt6Q0GFuzCaszeW5+p10JM5krXM9JVmajQoD5Gs7yLPjx86pmNWHKeNUGkM/MuoHYBvtAGSdhcSYS1LkyIVtEEJV1tgcHOdN8TksTze4ypI4+lnYeoAmxokQKCWIaSFttmTcFaRNQTJI44aKYb+KQCCEwVn6Ir5Z/sqPHMMpsbexLB1y95EfcGXnrUgBU7LI0UoLpeF2YgvGiDwTFQniyQqnzDuO1TmNMCXRqE+jHKNUSbC3kKE0Y/N4pPYMYVRhsPIkl8V+j6t6FHPiVY6UfcY9nUOTOgowpWDQdakJj7NTadriEbVAkIlX6D59F9JpIPtioMdASlQsjnDr6FN5guEIpQRGssayq59iasNi2idz5EtJ8rUEE8eTLPAsFt/xRbwb38HY9Gm0tlaIFp+O9Kexh4dRxQYia3HoKysplFJcN3eE9nSBQjVB3PD5u9jptNoruOicRzFSNe5afwaLUyV2jfZQqsWwzQa6FuI2TPxA50ixhbG6Tc5qYGoBY9UEbihZk4VVdBMqOFhuNnOVfGi3YcLTSRpNdYU27RLOb5lHxgzpcaqYWsiBcoK3bPkqCXvebENVyT1C3VnKe9MXsCJTJWkWmtaRwFjdYa88ADSb7RYlrsZRJr2WQ9yAQRlx+btWcs8dT+HWfBYwnynKhMI/4SVHSpuk1k5JNetz57CUcY6TchYzV6yhEUWESrIpH5HUNVoswfntght33MX87ALmn34q733ve3/s9XESJ3ESv5r4jSKQAH/0R3/ESy+9xH3f/C5+FPBS/cvAjdgYXJzu4GC5hRZtB1lTEUURUr42Mx7HcVi2bBlbt27l4osvRtd11q1bx0c+8hE++clPstFdT86aR4VDWEYHS9MlkBFCgj13ivSeMuFfP4r49BdYEn8/i4vPsP4rr+fLm05lpC5ZXynQIRLMTegcr0W8f/EkNy4+xOF8K0cr7Yy6XXy7vJtLrau5v/FZjgYbOdW4gl3Gi2S0bhrUGa28QIVDjLMeaEYEFqk1xEhiSw1LCmwp6dA0Mn4LI2KA8ep6jjoOZ8vzSegattbsdg4ii1zQz0zZGqFSpHBAwK7nRln19oXEOmJo4zXKfrOjOmMKkkYz3WbUM2xv+Ax5G0hZfSRkDg0DiURTOg1Rp6ymSFq91PwJ3MYoY0EBgEg1EOiztYbTbONc56am841qMKwdJyQgUiED0ULaZIKrY2/Fkq+kwZwZX+pIQT1UM77YkJzxIm5ETfHjvKejCZsW08PRA+bEQn43uJL5yYi4FuJ7OnFDsKdRZEgcxK2VuNR4HUlD0GE4DGiXcbjyMHrCoj+cy5A1MCvg/jJiVh+NH0qtvwzPn6YhXv05NJtrBvS1xKUNQBt9JKI4HaZF2hHsq7gcE0OMVzfx/6rQEltGi5hDd9ROm2GiC0GgFAU/4LAcpqCG8MIqZXc/UtokrH7mijUk7AVUZ7pjb265gWO15stVztTxI0Xe9xE0O7QvcN7DnpJPTfnsqn+Lz4/+Dm+NBN6xFrS4i5Er0d5RQCQVQhdEeUX9eDul0VYeOjyfPUWNeqgYa7i0x1ZhYPHxgV5Wdh0gmHEgmpsbx22Y1H2TWsMiZnroMkSTEWOViEgJzlu9hdaz9iAcgervJch20OhYDIlekAbKnUDWp3Be/D7e8zb7X1hDZ88oic4pwkBDkyGDpSw78im+dqSFD9Ydlhx9grFLz2KZ+XXi655DTVQZe3YZjbpFtRon2zpNGGqYhs/Cs7Zg5Mp4wznqU2lUJLBbCxzfsIyBeLMz/7GRNPpoGl02o6dtVoitRQzXDU5pKaOUYKKWIGvXcXSfcdfhpUmLbe4UOZJ8o3Q3t7bfRCMSpIyI7426SGmz0EmgiabawMFKDDcUSKH4k55bOVCOeEHfRqA8LjPP5IJ2lyfH4JPDdyIQfKjr/SxKuewrGdRUvulQYy5CquZFnjAg31CseV8XW3Zt5r4nmkLkmkzwOvvtHAzWz85PQ8+xwryMdBRnXN/FCvMyltstCHI81djH1srXOL3tVkIFb+gKeWlKI67D34/uZGF8LWF2krvvvvtk6vokfunwfZ/vf//7bNy4kY0bN3Lo0CGmpqbI5/NYlkV3dzennXYa119/PVdfffXJOctvIIEUQnDHHXewa+dZ7N61lwjFS/UvszJ+HRuLIXPtOGvlRTxSvpc77rjjZ3rzHRgYYHBwkD179rBixQosy+ITn/gExWKRz33uc3SY5wAQqYBiwyLyddAlqhqRSJUJak0yoMoe5a19dLWPc0o1yfJQZ1ElzteG62QbSUKl2FvI0hcYxHSfrOnjRYKz9aVsCA41xaMjHyS0aXPJhW1oSERCzlqEAUzXtvEC2+hJnM/8cCGh0onrTXtAGcC8aCnjrEcIjXzkktMS6KJJvjQBWkOjGkSz8jueCnCFR0vNZHzbFPPObaf88D5Sps6+ksQNmW0+aURQF82HqRSSomqmvnL0kolSVKSOEBq+8LCsBIHZRagClAopuQcJ1Ynp6FFtlLlRLwJBXGUYifZQaYxQNkZJix4yYTtdQRaBQKFoFyYxHVJG09owrjdTay8/fGuhpB4KkkZITAsRAhqhhhCKjAlTnsQ3BBOu4HjNZ5v7vVlCe0SspTtKEgG2iiNljEo4TkV0kjHmvJpA6i0Imo0pUpggJFLYZOwBBBpeVJl1JNFkAikt2o1FmJFBJGYaTZCYQhLTBYaA/dqeE7qkJ6tbmGQL+35ou9nYCjrEfKaj4xTcfbMd21HkUqrvRcZOoUNfhK/3UwubziONSMcNIWc1LSTd0KQawKQLCc3guJrmwlQbkpvYHr3A4PAApuNhp8vYndOgQqgGRA1JWIrhTqd4dvdyCg2NUddnh9xJq+whrdq4oa2T0/p3kMnlqZUTGGYDw2oQ+AZBQyeKNKQMCUKdyeksbqDhhjp2qgqWgLYsfscAQdsizOwp+H6ByM8j7DaUmSHsX0BsfCsPfOt3uCKS5GauP8vyWNl7jPk5mz0TneydaieFid+wST2/nVI5x/ixlRwe6+JAMcPli3eRaMvjpCpMDnbil+LoqRpGrkhQs9FjLo1ignu2rWFFpsCOQoZJL6IcBNhSI2VodDmKrXkDQza93sNIUvQNLGniR5KKr9NqgeHq7BBb+W/tN5GzIqY8SaGh4QiDC+x30h9X5KyArlgNR2+WvlR9k2PVGAfLTQmsM8VpWBLuOS7YK7dwWuydrE2k6XICjlQtflA7QExkyZg99EVd7JV7sYSNLmIklqZZeepc/vAPP0Q2tgKBpNIYwSei4h6anVsZa4BIKUIVYelp1jgtuCFs88fojnpIxN9CGMGqXJ0pzyRrwhfyPyBOkhF9L89/53lyuRy/mTjpRPPrhLGxMd70pjf9yO9832ffvn3s27ePu+++m3POOYd7772Xrq6u/+JR/mrhN45AAsTjcb73wP2csvoUdG8Ok95utle/werY9Tzc2MoV1jkIJO973/t4z3ve85rfJIQQrF69mqeeeoqenh6y2Wax/Ec+8hE+97nP4YclTom9je3eg+wvO5jJGlE+whtu4eChAVas3QZfez+Nd32SRP1PsNvzXPU7W1E9XdDwuOV5n/97x9s4MFXjgWGLCSLe3pnmaEXH0WFJKmJuNJfPqxVIDF6o3sXcxOVs9h/ED6Y4w7mRij1xgvsMwFDlaYbFsySs+ayqn0uX6ZA1BQf9BhlnKUX3AHtt6I8uwJwhj7YGPTFFGElGXagGippwGZfH2ee9QLgO3vmeczCe3EHO8ohpNjsLBoUGJA1Buw3xcoKU1Ue5MUIYeUhhcF7sdLoSklDFOVTxcX+onMAnpC48KvF+hryt2HqGhNbOKpaQMzViOhypSlSURMplHNHruP4kVe8YI0gO6NmmmHdYJMNyehtLWW21MRCHjBGQtTwM2ZSsmXQdxl2TWqjRLj00EeHoEXFdp90W1APJkYrgaN3lqHYM22jFDx2k0NkdPMm4uYCEylAW06ioTqG+m8D2SMseWuNrKLhHZnUeq/4EflgGXo6uSmJWP4aIYRIjJ3tJJToZrDxJGFVQRFTUFL70iIlXmmg0ITEkbCvXGKk3XxRSzmL8sPKq+knb6MIQDoEI0DBodVbSQjeWsvGEiy88kmGMJXoLORsG4j66DLA1g5emQsYaIRKBIZqSS54KkAiyJEkZijVph2OVHv7vpjlcPtLL6Z1DZBIVLNvDdlzCQKNSTvDckfnsLjpsLTZ4KXqcSu0QKnEW96xqY8XKR0gMjIKMyFkz80AqwkKc7Y+fxdF8KwfLCY5VdebEQsqB5PfPehGrpYhwDKJUhiDbh5k9Ba92mPhDn0El4tTOfTdC6Pitfbhbi2yckpySy5KIV2mfO4iZLaO3VBC6Ys3MLWBr8ha6i88T1TWO7Z/LZCnNY0MddDo+PSv2Y+RKuENtjEy2EkUSe7idajWO7+u0tOT5x6fP4Q1zhhmpJnl+ollWsSaWod1WjLvwnRGPMzI68xMNNkzFyJgKTUAjbAp6t5ghKSOiLlz+Z8cpJPWmAHhSl4y6BhndwNYEHY7H/FQRx2imqouuw3DN4alxwfPR0/SxnKyt0RtXLM9I3qBWMOXphAq+NxLwXOOe2Yj3kvibiGs6cZXhOLs54p/Du963nJH7j/JO823cWX+MUn0vF8Xeywv+g+haiiAs0R4/nfnRMlYk4mysFvjvra8nUopvFQa5IjWHSMEdhaf5447zWT8VJ2Mq1hcrGMKiIvZw1513sWLFitd07z2Jk/jPREtLCxdeeCGnnXYac+fOpbOzk2w2S7FYZOvWrXz+859n+/btPPfcc1xyySVs2rQJ27Z/2cP+peE3kkBCM0r4rfu+xRsuewPMtHhsrX2NvsTFVAPFe7ou4gsjj/PFL37xZ4pCplIpFi5cyObNm7nwwgvRNI2+vj7mz5/PwYM7eU/360jk38KSVI3ANTHj4E21NYcAAPS0SURBVOWTeIHBD564kGuv34T1yF9T+9138Lnzbf77bQ/iLj2PyG7F6N/Gn9e/zcbPXE1FNchr4zSiLClT8dyUy+vamgX3F+ln80zYlNDIRW007GUMVZ4mLWxep1/CA/7Yq9KiLzcPHdeO0hItphEJOkWK3X6hqSPpT3BUVVimJ2aWBwRospn+FQgKcoqiP4jnT7N723E0XZJanCYxeJx6oNMT0xmb8bQWwCKjhfEwQV1MEVJHCp0jQYEVVpZQQalh4EYamhC4YUQp9KmKOoayZi39OkScVlOSs5op6XZLZ9ir4wkXR88ghCSMPHQZI61346kKE9WN5Gs78KwS8+SV1EJJBMR0n5jRwDEa5D0bIcBAkTI9YkYDTUZ4oY5SAjeUJHTI6iYdciENsYDxoD7r7lFXRTxhIZDE7blU3EPN/zj0KseaRlDE1NOz50SpCE0YuFEJlxK67CWhMrPLR1GNiepGDD1Hl71k9vNQRUQKhrVXnGdK9b0Y+omRHMfsIWP2o4gYDw9Q9YYQQrLYXEG/45AymCUwMa2ZWnW0EF812ZQhBPVIURJ1alSpyyoNapT8YYSQnBK8gUkXDCyejZ6kdfoSOpwWvMAgbrlYFR+3YTJVTTJUs5pESNNRM/7cHVE/nS3HSQyMorW4iLQFiQzKdqDhYUzlyaRKlOox6vkUeQ8WpUI6HRcnUcXoL4PSQEr01tMJI5f4tz7F5rtex4qLX0ScpyPNLNbBTURJn8u6PLoy0xTLSfz9c8m1T5KWQ0jHQ8Z9At1mJHYOp+z/Rw7vXMRLg/3EDZ8z2wpcfNYLaE4DGQ/QYy6bxrs4BYEmIo4UW+hNFnnh2Fy+WHiGNw708/hIkoiA5XYGQ8JQTbDeG2Ke1kmkYF/Z5KnqCIXaGGO1LURRDV1L8dbUDbih4tJUB3NiTfHxxblxIiU4WmjhWDVFOYiQwGQ9RiJo3sInXYdJT8ePAgr1PVycPJ81WZ8VLVNUfZOjlST7ShG71RD7699jIHEZHWEnI9owAQHFoMEB7zGiqMaCm97AyGSRe767l149MRsVD1VEENVRKsIxe4iLLAucOC/UJri2Ncfqljy7CmlO0edwQUeeLdMZbC1Fq10npsXJe4L5js5ub5g/+qM/4tprr33N992TOIn/LHR3dzMxMfFjy9ouvPBCbr31Vq699lruv/9+du/ezRe/+EVuvfXW/+KR/urgN5ZAAlx88cV88h8+yf/3P/4MN/Q4JfZ29vrP8QMOstq/mGXOct73vvexdu1a1qxZ85rXv3DhQkZGRtizZw/LlzddRy644AIOHjzIzmLAbrmZTx6by3n7BpjbP45mhLww1sn8ZAV58ABRPsKx1/GHXzDwOxYjAg/pThLNvwrxl5fw/Yv+kWNfHOD3f7CGR8Y8buyH8zsqVPwGI7UYp+VCHhwa5t25Wxl3A06PrURLrCSuK0wJpnwn3yje9qpxl9391LUJJrR9XBRdhSklCbMDLxjD88cIjJB6AMkZAxc3FISqmQaWCM4JF+HJhYSmIqNLyhuGSa6ZT2z8AP3JIuOuSc5qRskMqUgakqv8NUyIVUwGLhqSpQkbWwvptD3iusWkqzFchzZLo0fTKDVsykFIBLgiZDpwKQaSo3VJngoFOU2FKVK00cVCUiKOo+uYUiOpa+zwx5hgI6+LvY/FCZOspTgtN81AboJMukipnGRwuhU/aqYGQwXDIzk67JCsGZA0fNqdOnE9wJIWRV9j1GswLCYYF4dZEK4mEhEl6TARHabaGDtBSBxeIeuO2UPcaKPgHnlVhLBQ24mQDlFU+7GNNpaeJiGa3ekFMUFdNNDqOY67L52wXMYaYHLG4zvlLAZgyt0/O664NYCjZ1jf+AFPTzc1NKW0iZndJPVOMqoDRzmkcKipCtPaNAU5NBM5rWJoceJGG0JIvKDI08UCp8YztHo5dKlzRU8JSwspug5j1STVQGesbnG0qlEPYdD1WFf7Ao7Zwx+030q7rRg4937k2Z0o0yJI5hBBgyDTReS0oBUHmVt7jN23/y6rWwqMui0EkWBl5xCxtgLBUBy9rUKQ7cIv70crHIJcmtV/eZj6sndiOXNoTDXr9Z58/ALmpQr0LzqE0EO+9/hFFA4sYu3BYVrSRWzHZXLuGjRR4rNfXIupKVZkCizqHCbbOo2QzVRidU83uzatxJQRRddhdyFDoaHx6UMRb2wz+eLipXz1QI4H3PVMu/sJqgUA5iYu59LYAqRovgCd117izf2KSmMOVX8eJd/kgSGDF/1DvDE5j3cuPkA6WSaZKRGFkjDQ6e0apT/TyXcOD/Dp4XHmqy4cLU6H3ZSCAnjC+wa3LXoXMb2KowdM1mM0Ig1HC8mYBgV3lMvjv0e3pdPuKEbriyj7im9VbuOK+O/TsSzDOeev5IsffprXtyb4v8ea94+W2CoG5RDznPOpUiDEpz+aww53muvac5zbOcK2yXZenBK8d8EUf7bP5XjwPLctuIAnRxNMeBBEEY97j3DRZefxF3/xFz/mrvobhp/Tiebn/v1J/NT4afohdF3nwx/+MPff32ySfOKJJ04SyN9kfOADH2Dz5s185c672R+up+Y1rfWe505WO9fRpo9zyimnUCgUSKfTr2ndUkpOPfVUnnrqKbq6umhpaeG8887jjjvu4PvV2xFIzkqcyVmP7Wf4TAe3FOeJsZDvjeqs/eapzH3Pfsr3SZKXTkPHAGGih9i9/4I/9H3EW5ZSPf9mOhZv51/ZwpkPKZbmOunpGMO0PXbuX8gjQ50s1M7mO7UnWMlZfK3yApeZ52E4gkjBaKP+I8dtGR3MNc9iikHW+Q+QNucwRy1hWuxBKZcpOUFPmMSUkpgWIQRMes2LKwJ0Cb1xQRAJupyAcONRtA+dT/WxFAVPw9EihusaUkDGgLkJbybCFRAqOWNHWCdredhaQM6us3GqhVwkqAdNk7q+hGK4phFEUPQ8asLFUAYxTCIUxWiUcmOIkhik1VqEJfpICZN5CY24rjg8FeN852ZWpk36Yj4tVoOsU6Onb5BaKUG+ksTWfZa3jrGmM0ApQSPQCSKNQ8Us0w2TeqDhhoJxt7nvcxyTHtVDqHrwI0WgFF6UoEO1st/eTd6T+EH+VZaC9cYQSaObxfYlTIkhxiovzlqUKRTq31kh/jAEzWhgSTX19SSSmiizj/IJFoinxN5GAx8VD6nPNCFpwsDSM0TKx9DipIxuTmElmi2Y1ps+2VHkzkZMR2gSnVQ0h+3h49TrJ5LdICycQIB7nBRTXsSkNsUf9XSgCRc30BitO1RDjVJD8lBxgqKYBKCdbi5w3sOLwQOkDLiwawT1xlNRtRLKtNGefJ7C5vmkPgANK0XYdRpR6Snmt4/ylR3LSepwpGpgmw1Kw20kOyfRWqoYR3cTxTIoM07trLegrAya1UYjvxn7wLMM3tbOs+M5VmXL+HWLlrP287bVd7Pn6+dxcLyTzWPd7ChYnH3OWrq27OLNC/cTRbKZOh/vpD48h55kgVNbXuDrD13G5mmHK3snqQYGD49GHJSHeFfrQt55yibSuTyXXTnFJzwDv5rl6L613PJcN1EU0ROLOKdjjM5Mnkagc2Cyg6pvMOGZtJg+l3eFXCW7WZo7TlfXGIlcgemhDvLFFH1zj2E4HvWaQ4ftQxGej57mauviZg2uBhuKFf6o6+0U/JCCrzPu6sQ0xYNTRXb6P8AP8pxpv51FaZ0HK4eoegW6o3nURJWHTr+WF0sGC29ZxYFvHmWNr/NXQ7fRmTiLidoOkrKdEJ+yGqfkDZGyemg1TC5MG3x3vMwpLRZb8gY3zC3wt3ss9tS/xifn/x4fPrqHj/fNY8N0nKfKz5Pus7jrrrtec/PiSZzErwpSqdTsv0ulH62a8duC33gCKYTgtttuY9vmrWzdto/z7Jt4xv0SAIYwKSgwhUkmk8X3G+j6azskqVSKxYsXs2nTJs4//3y+/OUv09nZyejoBJnYcr5XuZ3Xxd6HN1EgNWeM98x3+cDBbWw8tJKBofWUxvtJuuNEpoMIXdyDbTz+6IVcecHz+B2ThOk59N3wHDe+cAMH81VaMwWCQOfp0Q7OaZ/mUyPfJlIN9ifSEMHXCp+BAmScpbgzROLfQ5MWc1Q77SpHQ1tOVdUpyGky9iKq/hjFaBTTmE/Jh5gGulAkdEXJF5gz3aRKQcJQ1EKJOeaSPpanvGQR+gsHKPg6jajZ6RzXIwyhkEKRMBtoQqHJpqxK8/wofN/Aj5qRGU2CEE1rOwBfKWLCoEKdmDCbnthaBU0ZCJqEragNEdcz5FSchN50jDktlUQT0OMEGFKRtVyyiTK+ZxJFGrlkifbuMQzHRbcb6DGXaMYjef7RbianWtg93sXeYoKeWEgXglogKDYEtRCUEiT0pnVdI3JIequZ1hcxYY1zqPLQqzxsJ2qbScXbcUgRs/pf1WDzEyYwUhhkRW9zzhKjoIbw1YkvBxEKR9m0yDn4RjsVNYUuLAxpYWsp/KhGqHzShkbCgE5iPFcXrxpniM8usW22VvMnoRg0sITGDW1zsLU6CsG461DwdUq+YFOhzqg8hEWCpGphRB6jL5xH1prLYHVm94IGRCHa1AiNkQznfW0xO6/fhBZLox/fSjTjY36gDKBYk40YK2TRtBAz5mIUKui6gV4YIUi1oaw0BC6hfxhzZAeFO+DIcA/FhmB3MckFnkk4baN3eiy67HkSz6+kr5ChZ948mBNnzdHvoeYqilNN0fPj+Rx5z+KcpUNEvs45AwfpjncQNz2+fqSVw/IAf9bTx5KWIdrnHyPydSrDrdRKCYRUmIbP63IJ8g1BzvJoSxUxzQYbB/spNEwyZvNl43jNxtYi3NDg9Z0jOKky1ekU+WKKdUfncl3rFEKLmCqm2V822Fe5nzOcG+mwm9fNmAtZadNmBewsGAzWfR6pfYbr0u9nUo5wlXMthhQsSikMGXGmN4+785+hbI3ypSXnsHkqQc9bF1Ebq6FvPMa3ikdRKHqj+QSOy3hjN7qM0arPpSxGiItWNoeHOUPv4+PL69QDg4XJEF0qqrLOjS238rHhx7ghdQn/99ghFusNjoj9bPjuhhMewCfxm43Dhw+zZcsWhoeHqVQqdHV10d/fzznnnINhGL/s4f1M+MpXXpE5W7JkyU9Y8jcfv/EEEsCyLL77wP2sXrkGJ9oLM7bBG2r/ximxtzEU7WLS3cIHP/hB/vmf//mnbqr5xCc+wbp167j88stJpVL8+Z//OevWrQM0dC1NvtZMST5e+zzffPgm3n7dfVz5unWkDy/jI4cKvGkqRs+7jvPwR6/i0pu+TeOqNxL98e9w1XnfRB0uYOZ24rfPx1t5Dv/7d+/nTZ+7jFVdNslkhbct38nO4V7+sPN9bCjUOMphVrCCTPpc3DAiH3rs1F98ld0fQMroJiE1MkKnEZkYMk5PrA1Hm48uwFdNAmfMpO0cLSKuRwSRQY1mc40uFZ12g4KvM1g1yT8+xsIrF7Dje5PUQ0HGgFY7oMX0cfSAqm+wt5BBCkXa9LFkhC6b6ZnBaox6KDhWDRhWRVIqxhzbwQ0VG6P9jPk7cf0RFiSuYjTYTa02ylLnChYYKxi3x4iIKKhR8lGGwVqSFZmm13akoCtWJ4wkVd8gHq9hJerYySrdc8bRW2qIzgTKtgENZLN7tbdxhJ6xLSwfi1E93s6Dz5zHkWoMSyr2V3wOy0GO1p9jwDmfRfTiRxGP1D73quP8cic4NK0kD1YeZE7iIgzp/FTzSyCImX1ktG66ojYAWsMcnvCpixKBvZBgJnppoJPCIRU5lKhjSAtN6SzXOxlsVHmhfhcA9+qHuMi8loG4gZTx2Y7ylzFYexFdxomZXbRp5zARHp6tgTthbELHxSermSgFY65FqGw2T0tGGnUqos5htqApg7clzyRUUA+6WJHxeXh0FQ94j/Gl3z2CqPajDJsonsI6u86ulY8SmV2E6V6MkYM0ptJ8ZcdylqcVfz96P350NbbWTq1hEQQ68zqmUPtGkbF482ZWmkAWJ5FHj7HlzouYrnTS3TLFB8+YRMqIyYlWnGMVkvFjaF0w5y076S02kPF+GrXnSbQOsWfHGehayI6xbkbrNtVA4jdM3OkU2dZp3IZJa26a+cPdrDX7uGTxDlp7R6mOt/DNF88C4OrVm4mlKoxPtDJYE1zb1yyfyOWm2bB3CTfvupP3td3KhR0ullSMB4LPT2/nI91LSbYWSPSN4e6cx9aRXt60chtOsko1n6JQj3P7+GeYm7ic32mNIUTIlNcsweiL65T9iEu7Sth6yE3BDRyuRFwZ62PaC5ACEoZPsWHQYUsS9jyusF7PS5OCw/0Gb1nZxva/Xk8S+NPeLp4YvRVNwmDDpt1cSnfYw95oM1lrLh4VzjVO5eyuoxTdGA8P5xiIB3xir8F5ySxFH87TLmKoFnFuLMbXC49y33fvY+HChT/V3P/NwM8vJP7vX/B+Hhw6dIj169ezYcMG1q9fz6ZNmyiXX3lR7O/v58iRI7+Qbd1777186lOf4vnnn/+R37e0tHD99dfzsY997Ffe+zyKIsbHx9mzZw+f+9znuPvuuwEwTZNbbrnllzy6Xy6EUuq3RifgxRdf5Pzzz+eNyav49vT3Zj8/NfYOhoMdjDY2AfKn9sq+6KKLePLJphd1V1c3n/rUp/i7v/t7tmzZ9uplY+/ln84/wNxTd3Jk8zLe/+R8MrrFNz/+OcKSw6HnTmHB614kev0ZNLpPAamD1BFeAX1iH+ZLzzD6yDLedd+Z/J81Y3S3TjA+3cKB6TaemYhT9WGk4WEJjRZDJ26Ao8E/jX5m1mO6EZZJmj10iPks1zvJmE0pGC+Csq9I6IKemCJjBphSEapmKhyatYxuKCn4GpqApB6SMgKkUIy6Fkddncs/eS6bP7ON4EiRLscnaQQkDJ96oHOw4jBaF+yv1olQJKRJXNMwpKAchAxFBbbWvgY0U+xZay5lf5Ra49irXIP6E5eyRM1jUbL5/mPJmeilgCmvKT3TbgckjYBW28WPJFIoWuwaa9duwYjXsQcmEFpz58Jph7BmE7gmRBJpNdDsBkIqIs8gcE22PL+WvdNt7Ck5fL84wt7aA1hGG+fqV9BmmlTCiAeqX5qVyIFXBMLjWisaOgYWMZVkQhw/QXrnJyEbW0FO9rPKGeBdn7uYf3jP99nX2M2ku/cEwXRdS9HqLKMj6gcgEhE+DW7tbmO4brBuqsqENs50NEhMZlnNMh7z7sPzxzD1NiLlcZr5Zs7LJmi1AyRgahGFhs5gTfL5ic/8yPEtSFxFW9hKVrMZjyocFXtYEq1iUhbYXf02QuhcFX8vx6MC7+xM0xOr8c1jSdpswYcvfIHeK7eCqYFhQN0Dx0K1thLF0/DUXr5/95tJmB6ZeAW3YbJ9opOE4ZOz60zWY0y4zdTpy7I2uozwQkmH43LG3APsHuxjtBbnjN6jtLTkseN1xoc7WHLlM81O75JDqGyeWPwPyK8+w5GdAf3JEvXAIFLNFyUv1Cg1TK5//SMkVg8TjDi4ozkqUxnqVYfu5QcQesjh9StxHJfWeceJzR+jsGUeY8e6MQwf23FxklWEFlGaaEE3fKJQNl2jwmY61zQbpDumsFsLmItrRBMR/kSa0DOYOtzDut0ruHnXnVyZ+AMu64xYkCrSk53i2eMDjNRNzmidZn77KIlEhWMjXQyVM8xrmaDesNgz3Uot0Cj4OtVA4Eews9Tgtkt28n+3nMHr/+o0Jr97iHOnniWbKeLWbZ49Mp9R1+SjRz/LBc57OKQdxFMVQuWjC4v/3bOKdrvOTXue5G/6r+BTIwc5U1tCJQg5wgS/39XKloLPtyr38r8/9uf8yZ/8yU81538T8I//+I988IP/AyHMn2s9SgW88Y1vmK25e61Yt24df/M3f8OGDRuYnp7+icv+IghkpVLh937v97jnnh/tZPXv0dHRwZ133snrX//6n2u7v2hMTk7S1tb2Y79Pp9PcfffdXHnllf+Fo/rVw29VIcqZZ57J7bffzvcK3+dlfa2Ms5S94XNYZjvL7VOAiJ07d/5U63vggQc4/fTTAZgY9/n2l5/ngx/8Q9LpV6do1tW+QHv3KEZbkUxLnmVJh/vLnwUJ8pJ+EokK+x45G/2F57COvYioT0LgQuAiG3VUVzujox3Ulc/2yXYODPcyUs6wsxinLx5R8ANCFeGpEF8psiZ02CFvTPwBQVggpufI2Qtplf300UZcb0ZZTa3ZLNPpCFImeJGg7GsM1Q2GagYTnk7B13FnHnK2pjCkwldN4WJbC/EjgQoi9j01TPeFvTh6k3yaMiJUgkKj+TCe8CI8Asa0CQaZwo0iykHIaFRmTB6dPVaeP8Zo5QWq3hGUikjY8044lv1hHzlTJ6YrYroiVHCkGrG/HDFY9xmuQ8lvNg4YsvkyIFAoJVCRQBoBUdFG+YKo3hSuHt65gH2bVrDphbUM71xA5XgH9dEWahNZgppNZ26KuO5T9iEZJZDSRgiN/fIIQ57LRFDDMTqRM4LfjtmDrWWwtWZdrY+HS5UJcZzx2pafbsLOQBEyc7pISpMW1UXamnPCMkFYYqzyIiPiECPiEKM0tfo6nBpJI8IWBv1RLwOsoKFqFEOPMPIQQtJmL6HNWUGXEcPWFEEkqIUSTShazIBOW9ESW/Ujx1Ylz6g2QjH02FD7NyaqGxnWRnCUQza2AqUCvChCQyNrNWhx6hwMpmmEMDzaQWn9HCovtdPYYdA4HCc85iMqZbTD+/n8525gw2QLMdMj7tTp6Rjj0qU7OWPuAWKmR6QE455OTIdW20eXEfVAI236dMXLxJMV3FDn3IGDOLZL64JjJLomyLVPoiKBMBREkl3FNxHlXW546FnuG5SUGhalhkkj0tBEhBdqjHsmTzx1LszpZO+Tp2NmS5i2S9eSwxi5Enq6yvzzNtF7/mbiayYRrQ5OrkDPgqNYtodhNbCzJexMmdZ5x8n0jJNszZNpnyLbPkVL1wRti47idE6jpWoQRKArtJiLX3U4OtLNtGfSHj+dFlNDlxEDbWNsG+ml5OtcPmeQhV3D5NonMR2PlmSZvvQ06USFousQKUE11Cg0BG4IBysh/2fNGN/YsYrX3bKM3TsPs/jYNpLxKmGgUagkOFixyZhNWSVLaFTCcRIix3RtGx0MsLZjmM3TaU7TLudjQy9RjiZ429wCz0dP84GeFp6fkDxc/QFXvfkN/PEf//FrmvMn8YvBli1bePjhh/9D8viLQBiGXH/99a8ij21tbVx++eVcd911nHrqqSdk+F7WXnzmmWf+08f3i4AQgv/5P/8ne/fu/a0nj/BbksL+Ydx8881s2bKFL/3Lv1EKC8S1VgrRcaaDoyzXL2JYO8yFq1/PhH/8P0xlx+Nxvvvd77Js2TLy+UnWPfkS/cttPvCB/8bHP/43r1r+4fVncG33JO3n7KL9mfNoi6/lPf/nTP7l5m/T9heL6H7yaXZ87SJyj07T/ZZvEbV3IAIfMT0Nvs/yi17i3UO/y23HK7ytI8fidJFV2TIjNYfDjLG3/t3ZlMfK4Dre05Xhd3oDtgxeyGDlSaS0ca259Immb3JSVwjxSpe1rSnabb9JqOoG0w0oNCBjCtKGTtqMUApSRkjSCIiUaNowWj6bpzWKjxzlnX9/HvUHdNqCGpqMcEONaqixr8QsCeoI20hIk0YU4qmQBDbnaadgt5yKo0E9hCkv4NnoSUr1vbTpC8gk5jBce5EFsctIC5N5CYX+Q1HSnphkT6nBTrmLdKONtWY7th5Q9k0M2bRSq/omR/bPY+Hq3UjLRwJCb/ozt/YNM7Ypx1g1SdF16CimSTh1CpUEtYZFe7rAyu5BSv48Rt04Qb1EGJbJaefR79i4oaJLvYGiFlBRHhJBWVQZV0cI8XHDEo2whB8WT4hS/kcouocoqF3EnDcD0B/TmSM78KIOpuRZlMOAMZFnZ/WbKBTj1VdcQq7rOJNaUGVfSWNd7fYT1jvBRqCpH9ke9ZBUMY5EBdbnRxisPMkHOm/FkDqaUOwtQYeYj2sVqHnHkMIkYc+lU1vEUe8llIqoWFP0Ji7kDLmM+cmmhJMsr2YDO3gufIS6P85LkzeRMhr81ZKAXPwwpuGzbctK+jpHyIYTxBcNogJJdKjElz57I40Z+6NHj/cjUZhSsX5K497S7dy++N2c1nOM1d2K3WPdSKE4UomzdVrnHfMKLFu0HyEUm6dTvOHig/h1GyEVjWKCocFuWpYcQZuno/fqVIOlrPC+xZH3T1EafgkrVkcIRXLhceSMLqU3mkUaAcrM0to2idlVpKW3iKpLhBkh0jqaI1GZblQQIMbGqU90k1x4nFj/KGHZIXQtpNXAais1yaspiIoSVTcRZoDWrSAeQ40EhBM6Uc2mNpJj/Fg3B/M5np3Q+VjvStZ276etdYoX9y5BCsW7z36OeEuJ8aPdDA91MV1J0gh1OtN5Pv78avyoqaAQKhiqB9hS8mDldoztt9B2WZa5HTHO+t5ehipJUAJL95msxTlQjvheYYprUrcw5TfolIuIRXHOyNzKWa0+3zvSys6iwiekn2X88Tydrx5Ocm38YjZOw97gCdoX5fjCF77wW+ra8asrJG5ZFr29vRw8ePAXts4/+7M/48EHH5z92zAMPvWpT/H7v//7mOYrkdhdu3bxvve9bza97Xkeb37zm9m+fft/KMx93333UalUfuIyPw3OOecc5s2b92O/z2azbN++HWgS46mpKZ5//nn+9V//lU9/+tPs3buXz372s/T29v7cY/l1xm8dgQT45Cc/yfbt29nzzDEujq9mfno1X8nv5onKV1iVvIRt3kPE40mKxfx/uK5cLsff/u3f8qEPfYhytI1vfBU+8tH38qY3Xc3DDz96wrLfGE1wyWQ3mTkuly0Y5vULe/jBMclXH7mad2bvg+4YbQPT7NyzEP2xkHjnJJrdIPITCD2kdLybObka86Zz/NXYv/GltjchNcmhosW5mT5u6L2VlpmIwYSnc7QhSQnFTV0r+X+DL6FrabzwCAfibayxV5O0QiwtouRLqoHEVaBZMze8SGOqEeIZEZZmYOkCS9eIaRGWpcjFmtuZdm2QGqajcaA8zNT+At3ndxM+V0MJhYgkVc8gl2ymyvuCFBOhS52AoiwRiIBc2EJVRFQBTUlabZ2zWgWX6RcDF1MLNY5VJY3UKrpjitNyBXqzU2RSZcJQUqs5eIFBEGrUvF7Kvk0j9JnXNk3cqVOv2zRCnSDU8KTD8LH5dC87SOQLZNpHtJrYAyVOWfwUa2oGyjOojuSoTqfJ+xm+ebSH3mIXl/YfpT3js8yPI6z3A1CMGuSlwtYkAhB6yIg8gCliDITzOFSfuaEKiMe68AKfKGo+TKV0iFu9aMLADytUZxQCToQCLIbCJ4B38Ei0g1TUSatKkYubtEiDPhxWJT5AOQwpRR5b/UcQQtKfhU3VFNvFOI7TrLvUZJwlzmW0qhTtpknSgLF6xLGoQI/Icmmqjb6BJQwk8zQinbxnsVCa9AS9FBq9jHoNjssxJsJDjDTWI/VmF2JbrJu+qJu9coR1lW28K3sVb88l+aBzM9vyCaY9WJgKwNLxpWRnqZeN0zaRgsaRgRnnoqZD0IvTDT62dpjvHR7gvL4JerJT5CtJFi/Zz60LB/mSHYPoGzRGs2x//lQS8Yj37NnIGnkhvTGN0NQpuS0cHOrhf73v29QmsqTOOEZU1Lnt3qvYXpB8yNJZUNpNY22WitVJy0Ifbf4AWUDpGZRmEBZsAiuGsuNo48cQ5RLuU1U81U5lqAf7jJAomyNKtoDUEI062vGDlJ/Ismv7GSgEyx1JbGAU0RGgJ0LIJAllHCYLhNM6jfEMXjnO1HA73YsPY/VNomppwlKMwDOp+2nqKk48obi0P+Ls/mO0tE/x3PaV9HdOsfyiF5Fpl9FnVrBtbCGGCDleSzDd0Jme6uR+/z4+PnAljVDwv49+nfPt63i4did/segDyPYEy69fw47bt9FeSZCMNahrDk+Od2FpivN6A35w+Acsj72HA8Y2YjLDRYk++uMNzu09zsc3zqNkNLimJ0GL5fPgmE02AXEDCtFLHAuH2PLdzcRisR8xr0/ivwqGYbB8+XJOO+00Tj/9dE477TRWrlzJs88+y8UXX/wL2cahQ4f49Kc/fcJn3/jGN36ks8uyZct47LHHuOSSS2ZJ5NTUFH/5l3/JZz/72Z+4nQ996EMcPXr0Jy7z0+COO+74iQRS07RXidy/7nWv44Mf/CBvectbeOCBBzjttNN44oknWLp06c89nl9X/FbVQP4wJicnWbRgKW+48jKuv/76X/ZwTuIkTuIkfiOwc+dO/vIv/5JHH32U888//5c9nF8KmjWQH0KIn6/TWKmQN77xip+5BjKfz+M4zo90S1m3bt0JBPLnqYF897vfzV133TX790033cQdd9zxE3+zb98+Vq5cSaPRVCLQdZ29e/f+RGI3MDDwCyOQN91008/02/HxcQYGBqjX61x44YUzjbO/nfitjEACtLa28sSTj3Lqqaey5f4p3ta9FEeL2Dyt8Z3yV+jU04z4w+zbt4+Ojo4fu54HH3yQF198kXe9613ceOON7Ny5k+7EBZz9+k7OO/d8PvznH8Z1mynLXHwlD56dYuFbXyKchB3fP5/Fa3ew7YVTWLZqF/ElQwhb8PyXXk9rpkDdtah5Np6vM+3FeHg4yRU9RfqzU3z/yFw+OXQ372l9J1lTcaQiOOQ1Q/vH5D5sESehshwPd9KjLaUhXA5XmhFRKR3Ot69jftxECvAjKDYUoWpG0pqRoGYq2QsVtiaYE1ckZnykdaHIWj5Zq87xSpIR12BPUVGLAs7MGaz8szNQj+/E3T1OzTeY8AwKDUnJB1NC2mymI22pEKJZmxgBE57GpAuPNJ6jUNsFwBnOO4gLg5jUOKQmmWSQFrpZqnWwNN1Mubc5dTQR4kc6bqhRbpizTTUZy8PSQlKmi2U0yCQrdM8/gt1WQFvhEKWzqHgaJTVEw0X4HnJqHKp1oomAqGoR1S1qUxkiX8OtxPjO1jVMNXTSRkgp0JjjNPj2kGBuzKTFUgzVBE/62xmtvEjM6qXNWEQmylGSeQI8JAYRPoVwlEr9wGzZgWW0EzPacGSagn+MmjcIQNzqY05yOX/xT+9g4/96mmTUIGWEZC0XS4b4SqPqGxR9nZcmTY42Kmys38PK2LX0yQwdjqQ3FmIIhaVFHKiYTLrwYribXNRJj0zTbjeF3yMF054iH/iMiwK7q9/9idfR6c7bmWfHSZtQ82HEC5hWNcqyjKEMFso2ruip0x6rMOXG+PxhiURwfa9kbirPeD3B0UqzC78aCPaUG1hS4009DeJGg6TpcaiU4e9HdjBZ24JSEQsSVwAwGuzmUvMSYrogaUBcV/Q4Pms6h1hy6g6cVXkGv7scIRRWzGXzrqVsnG4Ksm+eDtkee4lPfPL/Y+unNjE5VOP0XJ2+VIH+rmHqrsN9u5dwSd8x6g2LF8Y6WN0yTV+u2XxVrsbIpkoUykkOTrdR8EzyDZ0JTzLpKlptwRW94yzoGSLZUiDRO07kGUzs7+P4aBd13+BgMcPXhhusSSQ4p73Miq5BWrvH0M0GtUKK6akspuljWR61aozuhUdwCyny01nmnrkVfZkO1Trb7jqXlkyBh3atZGfB5KLOIl3JInHLxbY9xqZzHCpmOVB2OFCK0ITgnPcswciaxL7+EgsyTaebg/lWKr7OfcMR7x4I+W/7HuRv5r6JPUWThAH3lnbzemcpa7Iu3x82WZoWtNs+B8om712xh+/sX8TXJg4zWHucT3/607+15PFXCS/b7P5nol6vc++9957w2Z/+6Z/+h79btGgRb37zm/n6178OQBAE3H333XzkIx/5sb/Ztm0bUfTzi6v/PFHx9vZ2zjvvPB555BGefPJJRkZGfms9sX9rCSTA6tWrueeee3jb9e/g/x07xq2tl1Gs+qxWb+KF8tdISsGcOXNoNBo/VrPqnnvu4Z577uFv/ublmkfJwfpjyO+8kVOWBPzx7/0F/+vvPwSApbWw9XAbSxtV9Jiit/UYlSMZzr7mfiZeWko25qGqEQO5o3iehWXWiOppvntoHv8w8hnenbuVQ5MO7bqG1gj4y8638NGhB7g58wYCD57J38H8xBs4VnmWltgqSrJEd7ScLbWvsTR+DafxNgSCXWziidJ9DLkXEI8cbGEQqoiq8NCVRkyYLIhbOAIsICsVph9hEyKEohFKCg2JV7OJSQ/TF8RCSb+lYfs+6qWDaKfPpbFxjEYYEngSESgCD2oR+DOzrhE2i5IN2ezmigixFJwbnMGkWMNeuRvDFUipmI48JDoVyqySLRwMixQqDmtbNCZLMbQfKrGKaOpUmlLh1Q10qXEssmm1XabzNqMjKdrTBdIbSrQvO4SR3YNMR4hsHEwTZUhEQjRFMAMPgirxaIpwSOGNZbmyLClX41Rch4uf/y4fG7iFyzIh/zy2l99JLqBSU4zU9uL6dVRQoc3UmRDjVCkQqRBNGMTJopSB60WzNZH1+lEKHMXQc+jSphFohFGFen0vXpAH3sHXxncjaw6dqpV5sQS21uxC9xWEEXhegOlr9Giv46Wpf+OHvWoujb2PSzslPdKj0xFUJhfwnfKrU0aGniOM6kQzEkFC6GgycYJwOcDVyVvo1CSFakClCl6keCF6gUuMc3jS20ugXDbXvsFN/dfQZhWZlz3O6V1gGAG+rzORz7J5pI2+uMf6MZ1aGLJXHiAXdfDpfYphcYB6mGeRPIuYaGWFuhaJ4CIrTqgEDb2TRhjRoUcsTZVIWR5pu0ZPdhQ9dMn/oJfBY60YWoAXGHx7f4a40Xz4vFDfwMWXzGN0d55wqES7ULw4bPLZvQ5nptfQYkZcMfcAMemRtMv8Tv8kqXSJztN2UT7YS37HEraP93CgnCTvaehS0Wo10BsGz1X3cbO9ANEI8CuCUBe89L2zuW13N7YmcDSoBnDIrbBXbKLsLme02MK39y+kES1gXkLSG/PRpOKq5dvJ5cZoaRHYsRKOXaBtyS70+QZqbJrn7rySRQsOEfgGaVXj/Uv30j33GEaijldIUi/HibWWyegFypV5HAsMcme10r60hbs+/DRnmzpThQ4GawbndeQ5VMrw7q46f77vKF9fei7/sht6YiF/e+wzfHPN2zlSdvm9rZ/jf/e9n7QK8GqC9y7awXue6KLKMZT+NG979zt+6+VNZvFzJ/h+9ROEDz30ELXaK2YIZ5999k+tj3jzzTfPEkiAb33rWz+RQP6qaIj+sPTQkSNHThLI31Zcd911bNmyhU//7b/wmcnHuNy6hPVqB475/2fvvOPlOMvr/50+s73c3nQlXV31LlnNsuVeMTgYjGNswDbNIY3QEwKEBEhooYSYkpgSamxsjDtucpFkW9Xq9fZetu9On98fcxEYSALEtF909Id29rPv7Lt7Z2fOPO9zzmlAEeOItf28+93v5lOf+tQvHP++973vtOosK82lIlqktE6Ol+7lrs9nedvHLuYfXvUPPPNAP/eXv8jWsVu5ck8bsZWDlItxvrJ7BX83r4/0nEGCqo/QEKXjNYfB9UAUmFOyWHy0gS2PvZq+kk1zpMpwKUHOEhnyROrlLnI2ODN+Ow1eIyNaB9PVF7gy9mYaIhIL1Ftp0CGpBLgBNJc38qSwl2lGUYR21EAmKam0K2GfnDdDRgwFMqpPQvFQJR9dCiuQEcljoKozZso0GQ6iAPUaZDWPmOLi7epFPm8B5YY6Cn1lRAHKTrhfVQwrg0UnFMqMBkUkJCKBRlSUSasycVkgq2nUW8vxRIjIAoYnkkGh1d9Igy6ScOPU66BLHjHFQwRsX8APBCwvTLsJCN9PJMD0BQ4V4uRmKq2S0ERnVKDjhZWsbBghFSujGyaqauN7Ir4v4c+oth1XQRR8NM0CCC1ZIjW0fJLb5t/EuAUlV2KT2kVX3MKQVOxiaLFjOiNMqn3kqicIApuAsHdUkbIE+AQ/k1oD4LhTyGorkmjg+5XQTS5wADCCBBE/SkSSydk+k47FU7WfLBXF9Dlk5TnU+43ckLkVUQiJuuUH2L7PgbyEADQZ0BqBpmD9iyyFBCE8Jfg/lY4TBO5p8qjIWVx3mpWR68i7Fkdrk6S8FFkxFHJdqm1kjzXGy6OraNJ9KsmN3HbEZ04srOK7QXgcllyBz4x8gb9pfysjNYUxt8JJ8SBJmujjEHGxgUvUdVzbOUldbJpMsoDvT7Kjp4v9eYFjRY8lKZHzmqZpiBWZN/8EguThuzK+JzFxsoOjAx08MtyAKgaUXQFp5tj7wsR3aYot4urLr8b9/m7Kikd/RSYiwZJonN2FKq/tEPF9kePjzaydf5jDp+bQ3DFEYKmYpSgvTDbSlczTBehpF9eXGK5GOFry+Jv2Nta2HcVxZSbyKb7+whL6ywKTjsVSQ6PJ8DhZklCQWC9spIcxHrGfYCFncXG9gSG7jFsyd+b7uaRbJrZgIPw7WDJiyoHWOgJR4uRXl5JNFIlkCzy/bS265PH+7Qto2ruIei1gabpAayJPEAhIok9McWjtTLHmdQt4+jP70csBH7cf5S3Zi/ijOX187dgsZsc8Pn8q4CNzZvGq/U+zSNhEsaTw0dlvxvVL2L7Ie9reSoNu856+R3lwzWLe8cxc5qsKduP3Ga1bzuc+97n/+cR7Bv/f4MEHH3zR9pYtW37psZs3b0aWZVw3PC/u2bOHsbGx/3bV7/cBQ0M/SeSKx+O/w5n8bvF/nkACfPjDH2bfvn1se2AfyVjADdF1fGr4C0j6PJYbm/n0pz/Npz/9mV/oD7l06VLuv/9+rrzySqa8U5yjvpEny/+OIMg8Pfo1Oj/bwMvfvYbJU0UWjdzK3LiJVY4QrUFd6yjrBvJ8+z9fwQ1ffBp/ZwVJlnDbuxErBcT8NGQyROLTXKA8xqHtq7jv1BwkER4rTKEgk2eYnloLbVqEVZE/Znv1a1wWfRNbeZCUKqFLoIihbQdAZ1RiXjzAKSznSW87R7ynmSWvpk1pJqtBixFWGctOaKptyD5ZzUaXXRTRRyDA9iXaI3AgH6GnrNKke6Q1nzFTwkcgyAs07R4gfc4sxr56CFUMSKgBw4UARRQQBQHPh73CAQru4Ol4SV1ppkNYwxKxjZQgUKeFliO6BLoUqq1LTnhPPmE5dMZkDOknSTcQioFEASwvXBYXCJAFAc8X6KnY7BP2MFEJFcgUwv/OGryBczOzSCoeCcVDEX0kIcAPBLxAoOSG4qE63WRZaz/JdAFZcShUohws6BwruRR8k2PCXlZ469iT80L/txlyOF07hiolkUTtdALNz+Zm/yxMZwxJjJ1e3v5xlbIgjOOK9TSLEZKKgCTo8FOhNJZbwJMdskIU24cGHeakHWKKgyKEqnXTk+itaDg++DPH9I+rjAmtA0lQqEpxAnzmyutO7/uU+zw1Z5SAgL21O/ADm4QxH0lcRL9wnCip0F+wcicHK3BL/a1EZTgYDLC9OA6AIujU/ALT1dArdWPjBF85Vn/a6LystnK2fDkZWeFPlpyiITuNqltE0wUKY1nmZ8cpOK2oosK8eA0/ELA9mad2rubewQy2Dxc0VdAkj6fHE0Rl8AIBSQDLg76Kg+NOce3GCzHsGsJAP0vSAWsbbLLxIsO5LIdzac6bd5BYokQHg1g1g9Wr9qKlS3g1lX3HuqnXTepiRZYvGCZalw+/Q8njBkemlksQBAK7Di6m4iosTlao1zTcQKJRr4Q+lqrO0pTMtC3x6liKjkQ3qjRJJlkk2zBJpC7HBxNVpFQFsW5m9SPwwYjBxDSHvnk28XiJzs27Gdi+nMZUjsWNx7js8vHTavNqPk4pn0A3TO7Zu4ph36Drz+Yx+PAAqaEckYTAhZFz2NB+lM/tnU9agyMFib+a5/GvJwzOEs9nfVbhukWHSGen+e6z61lVN0FUM3lqqJ3eGxT+6YFZbGnwCDq+zm0nk+x84o4XKW7P4P9/HDhw4EXbGzZs+KXHRqNRli5dyp49e04/d/Dgwd9rAtnb23ta/BOJRJg7d+7veEa/O/yf8oH8ryCKIt/85jfRGjweKTzGrKhJa2wzJfM4KRYwW50P+AiCwPHjx39u/GWXXcbnP/95IODJ2pcAl2CmYnTP4Xt45PsvsPzNi0kmw+pPtRjFyxtImkNSq/HZvhri8BBSdxK/P0wGCIw4lMoIZo0gk8GzFWxX5p7JPCIB+6rfpVmKk6se4JnaV6m4HloQXmh84BLtcv5j+gsklJCA9AWT3F/+IgklIK26rMgEnCdvQJdSHKnczffLd3Gy7JF3RGxfRBYDnJnVE9OTiCk2huwQUy0kISCqONTpHo4f9i7aXkj2xk0RLxAInj1OfHkj0Ux4MXF8ISR2foDpQcH1aPY7qVe6qYuuCN/HGSEXDNPvFgmCMHO7TodGw6dBD2gxAoquR8WBPcLz7M2Fy5HiT5E9n7CPT5sxCbdmeutKLrgECL/gkB+QTjJSgzFTYrimUHJkqp6EEwg4gUBE8llaN053/SjZhkli9dMohsloOck95WM8VPkSO2pfp+pMMGHJPOs/9aKEF9+vYjojBPjIUuqXOiaDwH3RPn6ciZ0KGnEEO6yiimBIwumqIUCHvpY53lyyqkxCCW8evABcXzxNHiuuRH8Fxk2fmpdHFFR0pRHXy1Oyh/ACh3Z5OfOljXRJWVbp9WyO1bNC3EJzJPQ9VeUsutJMk9SNGqhESdEVdNBiwPs73srftL+VBQmHJt2j029mNSu5WFvLeepSzpU38trMrdzaeCuCEDDhmKc/o+VOYQUekgC2K3P3C8u5c2f4ntVahKqtIc0Q4YOFCNlImYhqYfsSTUbA6kxIlkUhQBPB9MLP7/hw0MwzSYk/bbqV5Zd1YOw+SMlWyVk6BdOgZmlEVIuaJ9Iz1kw0U0QQAyTZxXdlahNp7EKMuBYSV8eVKRfi+J6IEg+zGZ2aTq0cYd+RBeRtjbZEjq7MBCvrx1menWJ+dpyu+lHWd/RwcfcRbl73LFed+yTLlhxiweKjNM0aJDWvH2Pe+E/IY0QHVYF4jCCVxs9BNFol1TyJqLmkGqaoa5wg0T6G1j6N0pzHaJ0g3jRJ8/wecrkUsxMFUq+eR2nSpuH5/fRXBLrjNa5YvodsdppnrAEmTPhB7VECBA4JL1AOLLY0j9I2/xTVcvR0MlXF0rl68X7GBpv5+NAXaFn2TT72vMndd99NU1PTL3V8/19B8L/894eAw4cPv2i7q6vrVxr/swTs0KFD/+s5/Tr45je/ydTU1H/7momJCV796lfjOOH1/brrrjvtcPF/EWcqkDNIJpM899yzrFixki8NPsNm9Xz+U9xDQajhKR1gh3Fu3d3d7NmzhxUrVrxo/Fvf+lai0Sive93rZp7xAIli7SgP3vcsqU6L1usXc//H97GmNUVrxEJNlqk6Ksv0LAP/uYj2N/SBLyBWCjiNs5E0jd2fWsPK9+wncoXKEvcFPu6s4WvHM3xi7hsxvYDN9W/iZFnGC6BViLIpfSslN7xwCoLMrmmXTfUSG4NGZglvZtIS6IyGPo7FqMH5lU048Y0AM4IaAV30qNctTE+i4MiU3VCkkTVCb8fZ2XGOjjdRr9lMWQY5C2xFQJdC/+OhqkLLdB715ADpczo4/J8nkQVIqyK7qlNkvThO4OGIDlm/gS1GN762kYobUPE8aoHLQM0m66mUXI/2iESz4ZNRXc7KKtw9NcGKYA2KKHC4qDA7JqKJPpYvYnsClh+SSYCyG87JDaBR1Tgw88OHn0QN1rwc/TUTz9exVQEvkOmIWtTrJqvnnCCeKuJYKopmo0ZqOBWD0YEWdk4luSqWQox3U3XhSLnGj6YLrBE2ocbO4cHK7fg/tURd/YU2Pf8dftIsvsG4HoCjlXup1WqUYhvZYC2nyRCYF72MHnMbF2qvpEGTqbgBR6w8ju0gBiLpfIyIqBCXJaqej+l59IkDWNQomccx1FYEIaw4u16O6eoU04QVwqnYeSw057G5XmBlBqLyLCruXEZqOn/bextocEU2gx9k0KWArGaR1SwiskPJUTlaiNGkSzxsPY9kh72fCT9Jyo2wLCWyd7KOdl3i5fJbeMx5lJJ5nEZVY2nKoy5V4PJ0DkEIUBIV7j68CEkIOJCXuaf2KMXaUZr0N3H9xm10dA7A7lXUGRX8QGC0EmdhssaUpTJqSuwslihKBUbdw/zlulcSSyucerLInokEE2bAe1aFfngHJxv47MRu3uCuoenIXNLpPKpuseuFpSzo6MWyNPoKGe4ZjDJ+QiUpz2J93XJaDZOAMCpwxeyTTFSjJDUTSfRJxUvUKy6qahNJlIk0T6JkSwiGDx7YQ2l8R0aO1RAUF0FzcIYSlIcaiLWPoTQXESISQa7C5B1NlPJrqGsbJTJrFL+mkljQh9SdJFB1BDuDkCsgKCaa5jD+/CLGCynunT+PDXNSSF96kga9Qr0W53v9KmvbExwYaeO6TAxV8qjXL+A1L3yB9caNfHRFnjXnbqc42Mg7H1/BVW0mRVvngk3bGOlt5zsHF/P11z3JW79b5c6772HNmjW/4vF9Bn/omJ6e/jmT8o6Ojl9pHz/7+l9UpPlt4Mtf/jK33HILV1xxBVu2bGHRokWk02lc12VoaIitW7fyta99jVwutPfr6uriYx/72O9krr8vOEMgfwrt7e3s3buH5ctXYFcf4/rUDXx9+l95d9tb2U0rP6p8FYCVK1cyMjLyc3fbN954I6985St59NFHZ/yvAkAg6zfwwFd6+PMPLSZ7dY2zv3mQ0qs8hKJPbznO+U0Vlt9f5rDRRMNNUTh8CtW2cOcuZMU1jxIcg2DDMmKbjpHYV2V52uHZSZkFSbhzPMfJYA/F2lEEQeYV8Vu4pNlGEn0U8U18LfddJicuok1KkZQlLA/GLZW47OEFUHI9hsnRRprVGYmFySIx1SahmZiuwkQ1SsWVmbZCGwhN8khGKnQkcwwU0zToCjlLZqjq4wcQkUQkEWxfInjmKK2v3cKRe/swKy4jNZdkEKWKjYRITagyKeQYscLKmhqorDCypFQZQwqAgElLYtoK6IyGqbIZ1eVlmTpKjsCUBVUXThQlGgwRVQxN0W0/7PuDkBQLQlhqNz2flNDKJHsBWB35Y4pikWPlH9KaOg83CCg5YY0yo1p0JKfRDZN4+yiV4Xoq+TiuLVOrRrBdmesWHsH3xdBf0lEo2zrTNYOvnhI4TA8vi93Ek97TFGrHiOmzf2Gm9I8hiTEyxnw2imupeC4C4VL/SWGIAI+CGFYjL4vdREV02BPs4SHrARY7m0GCFn0laUVGl6BeE+iWkqe/C0UAQw7wg4CiI3JHeRdxshS8IQQEHK+E6xVnZiIiimrYrxn4DFaeYVrr48BkKz4e1yVWsCBRY1PTCFtbriQAXG+EiqNStDXGajpPjydwfDhZscmRQ0BkQbCUKbFAXhjnlPko1yZuouQGTJqhiOrazjK36ktJRuYgCiep2SqFUoyypTNWjeG6Mue19bN9uI0VaYeqez5NiQtIa1XGRhqZu+IQhuyEPbBuWInfNW1QtGHSdjgl7qdgDvC5uS/HOGcu3o6T9BYUZsdcbl7Ui6o4DEzVc8+QxDpxNceKAd85Mh9lJvf90s4epnJpTFvl8dEY7RE46OYoeCoL7CzrGgrMbRugWouw+9Rcqq6M6UUZr0WI57OktRryTA+xdMhHV8LfqDdz/KiySzxaIRqr4NgqvSPNZGIl0sUYyekJ8EUe2LqZlGayrPsoel1+ph8ySRCJERzuDVOVLAUx6iPIUDzUie+JHKpbyPlXLeEzf3c3F5XTuLE4l7YPE5Wb2NY3h1FTRZcC/m7oXl4TD337/mRuQFNmitJQA2/5wdmsSocenU2xAsOnOpgsJuk663be+l2RO+++5/cuiu7/J/i+T7FYfNFzmqahadrvaEY/QT6ff9F2JBIhGo3+SvtoaGh40XahUPjfTuvXhmma3Hnnndx5553/7esuv/xy/u3f/u33Psf7N40zBPJn0N7ezr59e1m7Yh3bKo+xWX8D9+RGWaM1M9e7mJPmwwA0NzdTq9V+zl8rGo3+VP9GWAUbEwdYbi3i0L8e4LL3XUJtKA3BZ1DOSdH0/Rp7phN8f9lCXvb9CM8suAd5TSOcHELyfdxzNyC4Nr5qwOxuVr3hMQY/fQ27pjJsnTB5Z5fMpLkZXdrIrmmDaSvgYEFn0oSUCl3aOQxynD2lsO8vZSxkrXk2SUXGC3wSsoTiZTgZjDM1GaPqJWgxHLKaQcFRGKkplByBvA2tEZ2k4tEQK+IHAgnVojUQaI8EqJJPe2qKiBZGzGmqjVVTGZlYzKbL6xh5uJ8lqYAJS2WspjNmBjTQjhu04/o+bhAwTpE7Kw+ypHo2y+MxFidt6jWBB0YChmsqi5Nh9TCjQlQW0UQJJwBDChAFyNvhMnl1puqY1UCVwqjDCVNAEgROlX8EwHrjRuZoMUYtg2PArFiAJgZM2QKWB4cLcbrrx9DjFQQhCIUZU1kSsTJBINDSOgIQCm48CVHycCwV09SJKm08PtrFoYLDFfo5PCjIWF7l5441AQFBNAAfXakjJmR5LniB9mAuF9bFWJkpsGuqA1EAWQ8rhFFJpBQEtDKXF5zDPOd/A11ppllbijez4lVywXcERk2ffi9HPXHOrpdnUoRgvr+EZ6xvn+6rdL0ikhijIbKMJr8DJVCoiFV8fDzBxaKGTRXTL3Lb1L1cULqcxqlWEkoohvL8sNVg0oT/rDxI2Tz1os95ZezNNOgSjY5GXGmkI7uYrGaxc0rjcLXETutOvjb1E9FOW+xcuvx2FsU1cha4QUBzNMP8OT1MV2PMbhzlmlUVzJpOtWYwe/Ex+g90E1MtPF9kvBbhnkGdcbfCEWEXueoBumJXsFo7i0PRNOe2pnC/t50VGZeEaqGrNhPFJF86niGrisyJBTQbNhHZpTVWJBMr4bgyNUvjZK6OhUmXRekcV3V6iEIFUSjTkJlmcjrD0wOd9FZCAptSfNqiJorok7d0io6K54ukNZOWeAFZs1Bll4hmIYo+NVOnd7yJqqMSV01cTyKfT/LtnWs5VJDI2R5XtqrMLcWQ+5sRhxo4fLib+/vbOasuT2tymubGcSxT40dHFnP1uh2cqCyk+bWL+fy/fJ4PJ+roXr6dwBc43jeL3Tl4RdTnwfEquqDw7uaX8cG+L/Dlha9ny9I9CILPHTs2sCgpsCyTpz01hSK7zFm/j+d2+vzJD13uuucMefxFCIsLL8USdMD9999PMpl80bMf+MAH+OAHP/gS7P9/h59Nhfl1lnN/dkypVPpfzenXxTe/+U2eeOIJtm7dyt69exkbG2NiYgLP80gmk3R1dbFu3Tpe85rXsG7duv95h/8HcIZA/gK0t7fz/N5n2bhqHUdzTzKfc+iMBTxgTbNMu5AXrNBP8Y1vfCNf//rXfy6ma82aNdTV1TE5mQdgqPwUQkxkqKeJoc/BNX+xjpF962me00NHchpDdjiay/JvG3v45Feu55YTT5JZMUFwYBxlbByveyGCGBKIoLGepZ099JTiTIyIiEJAW7TMvukUNy86wf6xFj7RX2CCHibze9kSuZmcOHJ6bmV7hF3as7Q7C9EClaSg02IoRL3QhiBvgy7JFBwZ0xMYqkLJ9Sm4NiVXpU6VWG9r5MwIfgBZvYYquRQsg8MTTZRdmbjs0hIr0ldKojw0ROJVy5l+cIzA8elOlFmZtYipFparUHMVekuxmbjDLK61kh2Vr/OcpfN2+Sbmxk3WZzWisockhku6MRlkP0ARwkxuRQgwZI+EIjFWk4nJ4ZK1KgWkFI+SK5G3A3rcHKKo43s2vdIx1mqriCsqz3qdfGr0Dv5p9stJa9BXVql6Alv7O2lqGkfPFNCTJSK6iSj6qJpNEAh4jkwhn+TIaCsN0SItDRMIQkBrapoF1SgTZnhz8aroRn5YPUiJcGmmLroCP/CZrr5AMKN2rli99MwIbOYZC2g1bOoiZQ6fSvCD0m3EY018gy2cdIroKEQCnebIagbLW0OltxRDUbvYUypxZWOUlOIy1xOpK2QpuwH1mo0i+uzPGyiCdJo8ioLKKuNVdMgJ5iWgO14jqjjU3BhVV+ZkWeNY0eMh8w4cN+wP+qF1G/zUOX69cSPTVo4SU8wV1+JHV+Pi0hpkyaoqHVGYssJexMOVCnurDkag0qHBbC3O6vjraTR86jUHJxAYqSl8cuSbFLicK7JpdMlnw8Vb8Woag7tX4/oi2UiZVKxMxKiRG2zEtENyVrJ1vtjrYQk5jnlPU7NDtWSAxyO1b7Hsgjdz70MPcN+BQ1xprOWGeYN8+NmFHHBHEZngQr2RmOIxK14kEwkvjvlKDNNV2D2V5clxl3kxGVFIEZO9mZhMgb0TTRRsmbwt4QeQUgPiSlhxLNoqbiDg+mFakSwGHJuuZ9TUCALQpbD9ouiIlByBhBJmvJteEzlLwAlgQdKjM1phVmoa21Z5as9KPnlMRkVmcVzgbSf6+OzcTiqWzmQ1yqs2P8XEVAsDl1/MU48+yed0lQVXPkT+8GwCX+DRoRZWpEOBUVrUWVcn8k+j9/O+9rdy+eqncCyVf9m2CV0K2NI8zqolB3AdhXTXAH//jbl8vHcvP7zvDHn8r7B+/fqZR+Eq1K+PgNtuu43rrrvuRc/+PlQf4ecJ5C8yLP+f8LME8qWIKvx10NrayvXXX8/111//O3n/P0ScIZD/Bdrb29m2+1k2rjqL8fI2fjS+jhvSG/nM2L9zSfTNHHH28x//8R8sXryY97znPS8aK0kS73vf+3j729/OAuV8LE0n69cTCTQe2/8k835Qj3vxrVyy+320tYxw77ZOlqRKeL5IVPZ54dAC5pUi1M3rR9enkE4cQUynQNUQbItZW3bxCiFgc3uKTU/v4smNa8lZOrLksWnuMQ4XViAIzXy8spcT4gmmzZ/knWpyClWMoHkqChJm4OL4Cik1tLyJyAEZ1cUNBGquzJxYQN4ROVQUEYGqB5O1KL3lKE26RYBAWvNpjudpBqYqce7qr+NQT8CAdJI3lA0WX2Ljr2hh6IkhHD9GXImgCAEJxSUiuyzKTFMXK3Kl6JOrxCjbr+ZALs0LOVic8uhOVCg5YVVHFgIQfX58+hR9AUPyicouuuQhCwFVLyTbuuijiAG2D1FZoNc9cHqp1varjNYC6nWBS7TL+H7xX/nI8D7e1bSC+QmTiOwiCAGTE1n0eIVoywRt809RHK1Di9QQFY9qPk7N0ijaKjmrHk1xSMVLyJJHWrOQBJ37zKd5fepsLjMW8+XyVgRBxPZrtIgLyMTaOVG+70XHjijqGKJMSq0yXYtyIOgFwPXCZR0tUFAEEUVQmeXNZpCtAJTM40xI5/Fc7Ru8QbtpxnJJoTsxY70ku2iSx2hNpxxYzIpdyGB1B1dGX0tHVCSr+XRGa8RVm8xMH6Hni3TEFJalDPb3r6RvxoheEmOnBT6ioPK89X08v4woRpijdXNWMoIhB0xZAik1wPPDpfST7jRLjSznNoakuSM2GopoqlFGawYVVyKhuFwz7wTXL1qFIIzg+WPMXnKM8mADQ/1txBWbnKUzUIkhTkBWNzFkB0kIOJJP8cyExBEep2qNkNA60aQE+dphHCyaW5KsXbuab799O+9vXYYm1njjfo9h5z5WixfQrhucKvs8mzf58niJRUInMUlkViygYAscLltkZJWEGswY7UuMmiqKGCAy0z8sBaRUnzrNwfRFcpaK7QunfUqnbYmPDw1zsvwgDdG1OEGNXDVUsaYjSzhL2MjcmEzBFig4oe1QvQ6mJzJaMzDkBIlIlUlTpyZU2FH9Oq3arfz7wmaO5yNEFZuLtzyFWlfiuUW3oldM/oGt1L3+JIe+thFR9NF0C9sTmJ+sMlLT2VQf8MCYyU3pKzm3aZThoWb+fudcvMDjH885RCxWxnUUjp2cw3cfT3H72LYz5PF/QHt7+0uwl7CCuXnz5t8b/8P/Cb9O5vn/zZz0/z9whkD+NwhJ5HNsWnUWMXMH23Lr+Jd5f8w/DJ1gudZNn72N9773vaiqytvf/vYXjf2Lv/gLdu/ezR133IFZdhhRWqjTugkCn8fuPkK+bpjo4vdx0cvfzWWDrXxgTzOvcdpZ1zzI23fWM32ohTWPrePa2ZOsXXyQ9LwBlPYpAjPAHsvgeSJzFx7nB+Xz2PDkHdw2/ya+fWQ+F7aM8rqlB3n4RDcPn3U1Dw8284ny1tPzqli9CIJIRFxMs6rhBAFROSSPEF6wNMmnRbOIyxoDVRXLg86IygvVAoar0luOcrgg80JOZl7cpyshos4QLoAtjWUYi7Fj8il2s4jB7x3l/BsXs+uRfvZNl+gXDlHPbFaqzTTqwHSM1kiGRsOkLV4goZmsbxwlLtczbak0R2rU6TVylo49o7aWhABd9BmyNAoOrM6WkUUfWYhguDKmJxIAli9gSAERWeAK/RwOsYxxcYh4ECaS2H7YJ3lh5BYeqXyFj406bBDX06jrLEnZ7B9pw9BNZN0i2j2M3jKJPZHCMzVSreMkGqaZu/A4/gxpdWoaWtViseSRszTqimcjAouSDudXbuHx2r9TrB2lNbqIhP/iZSkAQ2ni4qaA1kSBY9N1nG/Mod67kZZY6DU2xzAo+x7H7GmmpLEXjX0u2AaA5YuYnoQueXRETaKKgyE7VByVjfUuq30DWZhNyemiTneouBKTpsyf9ezg5tQFXNpmIYk+QSAQUcPHb8h28SOvjZpgUxZLaIGOJZiMeseoOZOs1q5meSzO6oxJQi0iCT7jpkFfWWPahh12H5uMWSxMuvxgQOPl7Rb1iQIRo0ZdzSA/0EnNE5m0FB7omUtc9tAljwWZSSIn26lUIwzlsviESnJN9BGEgClTxwsMnp9S2WofpuRPULVHqDMWcaG6Cj+APtZxbtqg68Y/wto9xnlGjYeGZR6sfZu16tUs065gXgLqNQdD8ukpx/iXyUc5aT8Y9qIWo5ynv4akpBAQ0F8WcXyFiZk2kYzqM2WL+AFk1ABd8jlW0ukp+xzzJigLBSadE6ctnH6M8crztMY20xS9GoAlchOyIJCzwAkCHD+gXhfZn3cYp0gk0PnIiiptXb0srUb4p4TOcOV1TFkOW0cauLKzj9UXP43SXmGf9WbUuMyF+/6J1CvybP3IZbiexLz2fsanslzaPsxgKUm9ZjNaU7m8SaMrnqfsaNTyCg+ZP+Cps5eQbZgE4LFdq/nh2BB3TW/jB/eeIY//E0JSJPC/r0DyS5ty/y4Qi8VetF2r1f6LV/7X+NkxP7vPM/j9xRkC+T+gvb2dZ2ZIpJ/bwT2D5/Fvi7IcyWk8XJZxApe/+qu/+jkCKQgCX/7ylzl27BjPPfccsmgwWN7K0uirKIoV/u0rD7Pwbz/EDucdnHXJJ5h3/Ho+MLiX3Wfl+XbDON/fu4onx33+7Ng0iaOLeGXdZubGK+iSR1KrockOw5P1bD7/KZ7SruDV+46w0F9EdyJBR8MYf7RiN/fuX8EfLzzK3PhNvPXov5+em+2WGNOmyfhNROWfeC1G5QDTC424RSGgNVqmTpc4lE/wyISJgYoiSBwtyCxNOeyYlDlVFmnQVWxXRpa8GXLn0x7xuST6Jrwg4FvbvsKqV/41mXN09K0C642NTIWe3EzbYa9i1ZPor0QYr+mIAqRUe4aQChRsleZIhVmJAp4vYnkyeUtDEX0iksKuaZGMmmBVwwiK6NFfTuAFAnlHZsZfndZIKPLpjCapuCncIOzfkwQYty0KQoX66Grm+ot5ll1INYWHaxpNXhvZ3iW8ezrLnLEs2e4+lEQVSXPwPRFRcRFmxBFBIKC5Eko+jiAGtMdK6JLHmKmRUBxeP9undeQtbLf7mAh6WBis5CzjBvql49h+lXYWMlfOsLpxkIRRZcpSMT1wBY9JLzzJdsc9tIjNMjdJxU1zXFrAAXeUw5W7yFUPIAgi46aCJIS9onMSVToaxnAchXLNwPFFdNnF80VUyUOXHRxf4kguw9uV8zirfhxVdvEDAX/mwlcXK7LaFzlZqkOTIkhCClWEOTGHtJqhIVJBk4vE9TEEIQhFRa4S9hBGKgxWYsTLs7ikdZyEXmVBMk5jvEBd3RRBIDCRC+PWjhYVDpWrPFP7KgBva7qVOQmZsaks+VqUnKXzQi7GmAkjps1xsZcx6yCLlPMIKLNSmk8vDVSMWayWZ+H5UPV8Dgu7GcTn48vP4SPv/jZjE5OMlEOyvb32NajBBud1nJONUK+5tEac06r0gADfr7A0qTJtw3DNYSioMGKrTAlFVlDPyXKAJPjUqSJDrsDz0wJHhGOnK7ZxfR4d8kri4maa5SgZVcT0YNCqUfEtFmgp5sV9hmsCFZeZXlUBxxfI26GPaU4YJ+vPJRsvMt7fQldXD5Ls0tDbzu6hDl61emdoJ9Rlc7L9jYzm1nF28A9E14zxwmfWY7kKsugxnU+RThTp6BhkYSAwNNjCZDnBSCXGtokUNy89xKd3LeL4NQ1k5z3P5NFO7ty1lrvHTvFsbSt3nyGPvzT+6Z/+kXe963+O9PuvEZ7/RPH3123vDIH8v40zBPKXwI9J5LqV6zhQeIK7ei9gUcrhL1vezF3TP+B4bZBnn3325xprdV3nn//5n9m4cSOBU0CWEsiBxIjYS4e4lk9+5pu8+4PXk5l1Ff9w9YOk77uElm98mZ5rlnFW0zDbJzs4X+5mpznBgbyAIkYYNyW25yWa5SgpVWTJ0oN0tA6z5eAGYgrsnlLpSmURBZ+rVuxm74l5rG/v5e7ItbzreJVj5R9iuxOMqscx/QqzzQ4yigK2gOkJpFRm7HAkDNkhrddYkgYvSLJ10uSk2EuPJZKqdrEm6yISpsFUHJVaTcb2JSQhoDNWQxF1jhQlPtp0NcZT07ziFauZOrEVMfCZsFT6K2G/WM0Nl+i2l6a5LJsmpXgYsoskBIy6OhOWypSlkFZdUqpFU6xEXaSEInm0xlUmrFbGTJm8GSGmWqRUm6Kt4AcwZYl4Mz1pUTnss1Mlj6KtkLNldud8jktHmKgdwvXyXJldR9pcSU8QVvcGpJOcCqrc07uRs8oJ6vtm0ZDME4nUSGRzqPEqWrIMskfgyPiWgj+VxPdEknqVmGbSGQhMVmP4AaxIO7RYHfzj4H3s1Su0SouY5y0kI2tIgsDcuICu2AznM+yeFnnUeZrp6gvUqfOByzmQl9A8lQY9zBNfX+exScxyuHArQ1WPgmcTl30SisuseJFZjaNkmyYwKxEGj9ehiD5zG0bxffEnOeSBQDZawp+xPvJ9EduT0QUHXQmJ/GgtQkYLhSG6FNCgWxiyiy652J6EIASUTANVCsmn7cpIok99vMCc+jHOlzxcT8LQTVIzQqRiIYHrSdiezDMTGifMEs/VvgHAgujLuahlEl2xsVwFH+ivGAxU4e7KnThegYXGFSjaKlJ+hFZdpeYFLJKyOEGGuBKKqaZdi4zUztXXrOHotlEW5tqYnHGQj+lzWC6cw8pkBEMKvSLztkxH1GS5eB6JqIYqirQZIkk17FOMyRItShzHhyPOADstl17nORyvQmuwhoAwqrLbn83F9bcSkcMbs/B34qOKPrYfMGFJgIEuGZzbWMELBE6VI3hB6BiQt0PT/ZUZn7jscwlzWZSeIp3NkWiaRIlXEFSXdCHOhZkcA8PNTFVjKAU4ZpzN2qGPYe4SuPf5q2lNFIioFvWpPA1tI0Tqc4iGhZSqITwbsH9nC5IQ8J6LnmDXwcV89uY7kXSL5x7ZzI7RZn4wepI99uNnyOOviLAPMuDXr0L+/vtA/qy4p1qtUqlUfiUl9vj4+Iu2U6nUSzG1M/gt4AyB/CXR3t7Os3ueZd3KUJ09WNtCkyGRDi6gUXmYzeu3sP/IXubPn/+icadOhYrUmKiwTLkSAhAQ6Xf30FZezhc+eTeJD1xP9OxRbh7bzTNTN3DxA5M885ojfHHZIXbtWsG6QppHRmGoKlFzYXkszpcnvsAfp2/l8IGFdM3t4YaucQ7n0lw6/wiZuimsms4LJ+axous4X96+nu5EhQ90Kkji9dx09CmKZi/rjY3MTciUHCg6PiCSswEkgsBgnhQShKhiszBZouQmaKt185x7iv0Fm7QWVvhUV6bkxqi4YdWmQbfIaia9ZQPHh0fHRFY/N0nyoi6aNtSRPHyYdlehPRJlytI4VlR4rDzEpNCH7W2kPm6FCTJimIIzNdNHNm4qVFyJCUsP/Qb1GvXxAtfM7eHZkTZcXyIIhLDKJvkcKymMmz6qKCIJAlnVRxF9ZCEgKofimhZD4rF8z+movu+W7+US7XJWiq2kNZCEVo4UHZ7P1WjSo9ieRNXWiOs1mhwZo1gjUooA4LkyjqXiWArT+VRYQQ1AV2zm1o2FS4j1Y4iizyvmXErF0smZEfZM64ybYTqPJgbsGW3FDQRe3VlgVXEDHxmpUZnxkCx6HqodkFIE6jWX5kiVmivTbMgkFImMqpJSHVqiZea1DJJIFxCVMCYsZ+oMVCO0paZJxktEYlWkmdYDx1KplKM4M72moujj+yJVS8P1JDKaRauhUvXC7zah2kiCj+OHyT+4YHsSoOH5IpOmQcmREfNpuhIFFs3qJdU0gSj5lCbSWJaG74UWNsdyWdqjAVE5TrP8Fu4pf4WbGhuRhBwRzcJxPcq2xoQlcdIuYDljiKLOwcqddMWuIC7JXNZapOwoDFR1RMK/r+mLzI3rKJluFm9cxI/e/xym7xPgc13qVlZnHRKKiy6VqbgysujTGi0zWI5zViqKIoRCrM5ojbRmkaxE8QKFxUmbvTmVjd5Ket0CihRDkcKqiYDEQmazKCXRZDhkNRtDdqm5MlOWiuWL+AjE5QA9BluaxylaGlvHUpRdn13+UXx84kGG1XIzmujTESsxp36MVDqPJLsMHp2DLLlousU/PLGeq9on+cLRFCsWpCDzCpR7nuffntjE2c1DzMlMEjNqZOqniGQKqPEqUsREnu0RNLXRkDzGa5edQIw6HLt3ExvO2onWMsX2713KzrEmPjr0KJbXc4Y8/hpYvXr1/3IPAQ888MBLMpffFLLZLOl0+rQ3IkB/fz8LFy78pffR19f3ou158+a9ZPM7g98szhDIXwE/TSLd6hPcO3GMS6JvpCacjSg8wsKFSxkc7KWlpeX0mEsuuQRZlsnKDRwV9pyOcIvr8zjXaOeRkRN85dMPob7rZtZc+s98VTjI2x9ZxXXfamRFSmVL8wT1Ro1zGwX2TGt0RH125+CP07fSYsBD/R34gcCxQoqOWIWmWYNEO0cQDYdE/TS7d63gwvZBXphoJKuZOL7Ipzov5B+HBtnuPcXJcheXxdtJKCKDVZ96XSSuhPnXogCy5DFejuL5Iu0RB0lQWFLqpIpHzhJJKD5JxcHxRSZNBdMT0EWFhGKjSwFxBX5QuYf7+0a47j8Nrr5uJaX9fSSVMrNTJvW2TnNEJzbVysM5nQkLSo6CALTFC2TjRWTJo2LqVCydk/kMo6bGlKXQ7sp4vkhTMsfKhlHytZDIRRWbY8UYJQee8naQ8lvZ5MxipKaQd+TTdjeKEJBW4brE1dw+9QUALGeaB/wf4HglAnxuSL+ei5oElmRKqJKL6SpIoo8qudRMHUn2cKfS2LaC68pUTP30Em4QCJiuQtnSiWs1IpqFoZsIQoCmhgbjNUfF9AQGqi5TQYWTVY1T0knmeHP50IoyohBgDxYRZ36pe4J9SF6UiXw7XfEAVfToahpjnq0yWYnj+BJpvcrSRWE6RBCITI80MDTewKOjCZ6vTdBX7uL85jxL2vqIRKtEEmXUaI1oJqzM+Y6MaysUc0k8X2S0EC4xOz/Vf9pTitFTlk+3PyTUgCWpsLJ431CMA84YR2oPcVP2Ri6cO4ZpaVTzCeINU6TaR/FMDaemYQ82052eoiUayqIKls6c6Tdh+j6S6FO1NBxPpuoqzI3ZfK/UA0C3cQmbI62kVLi8Y5CYXsO0VYaq7aQ1l6Ij4/gCQ1WBla+Zw9Bz40yNVHEDeF16CcvTeaKKgyT6SIKPJjukY2VsV2a8GqUzGgpzltePosouY6UkVU8kKkPVE2kyApKKQKOX4lLtfBxfoKcc0KAL1Gs+0zYMVBVUMbwREgB3psIbkTyadJfORJ6yrVF1FcbNgGPeBCZlbL/MFfHFoR1VIFB1FfYPt3Hy2AKeHHfpF8f41lk1PvjUSv5uyy4+sHU1u2P3cMPb/pHGg9tpKGznnNf08t7bX81lbeMosotd09AdGXM6gWyqyAsrBHoEv3shYnaU2mMisViZxNI+dn7nYk7k6vjX/kNYwRny+OsiEonMPPp1KpDhSeqss856Kaf0G8HChQvZtm3b6e0TJ078SgTyx0WWn97fGfxh4AyB/BXxYxK5YdU65nrdPFT5IuuN1/HBZWu5ae/TXH/99TzyyCNIUliNq6ur4yMf+Qjvete7WKNfQlFK0KWfRyyIMW76XJ3o4shRjy//6/2It/4Fq5Z/lg+Vj/LJXQvZ2DDNZw6nWJ5SWFefpzshcTAv0xmFcRMWpyqMmRoj5STzUzk+dTDDSPUCLph3lErV4MhEE2s7TxKJVukvpJm2NQ4XNFaka1yfnsvWyVZcz2d7voQjOKyJZjA9iEoeqRk1rqHYSELAC4UoWc2lSXepuDJHyw4lF1RJwJBdWrQaiujz5FiUkqtg+3EKjkidFnBr/dWcLPk8sv1xzr1qEdLCRUSP7aK/mKIxUqHOqLCh3iNnZxGAoZrCUE1hylJZLXm0N46Rzk6jRUyWeCLjw03sHOhkuKbjBQKGYhPVTBpiocJ6shZFEwOedg4zVdmHEJV4zlRJVuNUxBr1QRKfgKSkMCcGqgRzY5eS84epE2dhUqa//DgAX5v6Akohy9vtV9MVr7EgM3HaELpcM9g33M6oqbF1DMaCUJmcJcq6bLgU2hYrkYmWEIUAWfJwXRlBCLAdhfFygrKtcqTocUA4zFDlKQASxnxi0gIM1aJRcvnHzpcx4oVWF3/btpC+aYUFiRKz01PsHG3F9iU6ktNkI2V01SZimEiqg101OHC0mx3jjfxozCImuoiByDeKD3KifAErJpezOlsgrdVoyUyhqjaK4hAEIo4jkysmqNoaVUfFdCW8QKDoCIzUVO6ubqMjWMTmZOq03+FgJcJ7e74IhClI7217I++9/j9R0iWmD8zFqupMDzTh+eFvwzLDamVUM4nrNVTFwbRVWmJFzBkzcE1xwgBKIcD0RK6KrECNreDClkkyRh/d3SfQM0WcssHhAwtpMmwmLJWE4jJSU4g1R2hZ08Bj73+W+QloNhzSmsW0pTNpGviAJvq0RMsMFlNM2xoioWl2SrUZLSc4XEiwcypgD4eQ0ajPN9Iux6l6HglZYnbMwwkEqh58YeyLyFKKLdo1LE2GlfOcpeH4YSRmQnFIaSay6OP6EqYnc6QYQQCyfpI1kbWsztg8POIhCAJ9ZZmjhQTPmWMcrPwHl0XfxCe7DZ7oa+K9Zx3i1oeXsVO9l49/4MM0Dx3hM5/1+NoH9/L2j72JubFQOBUEArF0ka3b13Egn6I9UuPisV1kFvTi1zScskEtl6Bufi/77zyPkmnw1YEBBoPtZwQz/2v8WEjzqyIck8lkXtLZ/CawZMmSFxHI7du387KXveyXGlupVHjhhRd+bn9n8IeBMwTy10B7ezvbdz/L5jVraZ+eT4ca5atHuzk7GuW+J+7iox/9KH/zN39z+vXveMc72LNnD9/+9rdZH91MzK+nM6YyZfn0lgPmxyVO7Irw6H8cQbnxTSwt3sZf+kd59/Y5vLW7xIF8ipFqBNsXOVGrsEyO0mOVeGIszrWzx8NqmKNyVZvPW/7idpjTiJ/MsEzPI+3YydNfv5JX3/g9BMnn6Tsu4zsnW1FE+PhZwyRjZY4Ot/HoSJYflYawhBo3anNojvhk40UiRg3Hk6i5MgfyEboTJt3xANCYtsIM6pKj0JGcZkPjKHNSGUbKSU4UY8yJmSyqGyOdKKGqNnt7FrLtrn7W3DCf/n29+IHPqw/s5puL1pDUa1zYXGDXVJKoHPDFyYPM8bo4Umzn4kqcZR09yKqLkS7SFj9FNFph18lu+spRHD/swZMlD8eVSWomU5NJltBNPJpBCzTGxAH6/F1Ua/00RNcSFdI4gYVZnE9HROYseQ5lrxMvCBj3y3ixzQyXn0ZVGpBFg38c/Fdi+hxW9W6hQdUwPZ+nvSfJ10IbHlWuR1cyiIjsNU/yowGbtti5XKQtZl1dgpRmYXsSkuDTkczRkJlmabJApRKlt7IAbWoxdwvbmRe9jISfICKJJGNlYokyc2b3cc++TUCYaT0nVmW0ZqBKafZMq9w+9RWuTryFScfi3DqdjY0TqKrN8cF2PnEoxe5gK+3iEqQgQZY4mrCJJ+zv8+hIhbbCBlq8ds6va6Q9YjErXkSTnVCs5CrkLJ2qK9NT0Zi2BEZqHuNelahUxwojRVbzcXyBkyWDT4x8k9mxi3lvWyvdmUnWXf4N5Poq1WONFHNJ+scbcf3wO4ioForshoRXs9C0UFWlqTb6THVW1ywk2cP3REqmEcZr+iKSENBfjnPWkgPEWiYpDTUwPtxIzVGJyi67p3WuaCsxVM3SdeVsBraNUFerokgBO6c0nEBjRdpBFQMcPyTEOyYNRAGyWsCVs/qJGTWeH5zFh/rGqdLLYn8RiNBXfoQ+IBe7FARYxWz6qzILExYb62Sq/s2cW6fQZNgMVQM0yUcTfeKKf5pKlByV5miJiqMybuosTFRZlvLwEXghp3PHoI8mCHRGFdwAnAAG/APURVdwWUvYNnDV4v3cc3Aps9Maf/z2DzDHH2CN/XnO/kiBp79xJSkloOKKdNWPkoiXaf1qnve1psjZIseKUeb1drBt/zJmpScxNIuOJcc4um0Vrifx7715dppbz5DHlwDf+MbXueGGG36Nkf979fZvC5deeilf+tKXTm8/8cQTv/TYp556Ctd1T2+vXLnyp4I4zuD3HWcI5K+J9vZ2ntr5POtXrWN36TFe27SFmtfGydpa3v/+9/P+9/8tDz/8EBdddBGCIJyOPfrc5z5Hg3wSr3o+tq+TkXUsX6DFEHn+R6dYPcvgwPpb6J7+Gq8acnn1/gf5Yvcr6K/oGLLPTZ0C3+93ubguxrYpm75SgkuX7GN0op4XcmlQwM82IRYmoVZGSMhs/stHsQ/oPHjPpVxx452cY3gcuXsz73h6PlXf4cbOgMvbx5g13cD+vEJccThVitKeiNDcNkx95xBd00n8XWs4lI/QFbfojjvsdRXydsAjIxEKdhurXQVdsWmMlpgwdU6Vder0BCXLoLNhlCuuvo/ubSs5WOoksamd5+4Z5z1NF/G5Ix5/uqBIU6zIIlcO+//iS/l+6Rjzgm7uH0zhBXNY4gyQdiVSs0ZomN/LOsVFPd5NzjRIGZXTghDbk1icqhBTDFYHDYzUBMbMBD/yTwChfcqC6MvR+ImBbZ0ODYKI7UG9l0SsdqLGDPQgSltQh2V4PFn7d57kFHXiCiJCmqhURx64JPomVFFkzK0QEzRcfQMOHhsSUdojDmnNJK7aYf+kq9CTD1XFS2afJJ4osal5mI5oCn3wTegS7DQn+EHle1zVewVnzz9Eqn2URUNjTAN/efwb1Go1JDHGu1tv4EFrL+nIEgbcEnvt+7gx9goaEnl6hlv4YX8Dw8IQCbHpdBFEQkBBok1fTTmYOv35I5JPWrPQZOd0xJ49Q8xDNbtA0QFdEqkjQrPQRYsRIAkBdiAQANenXsu8uMf8zBBrLngGublG9UAzI8dnce/hxQxUFbwAzmvKoSkOhuTh+yKRaAXdMBHEcJJxwUc1LBTDIvAFSpNpWtNTpC0NN2ggKrtctO5ZlGiNg8+sZtdIGw1GDVX0uHsgyp8v6eehgXachhitK+vY/cHtjNdEnq6OcLhyF3/efCvt0QoN0TJxo4rtKORrUYYqMaIzCvRYrMLC7DjXlGezMlPk3kEV1V7Eytgi2iMSF7VMY/sSOcviVFknrjhs7jzJxZ0qY8UUB3JpEopHk1HDDyCYIQOSEJDWqzi+xFg1Smukih+AF4jkrTBS8PJmGdsX8XwfQ/YZN2WuES9gUdJhTiJPV/MQPzy4lAMllbPftpiUbHMWHyFA58GvXMPjo3XkbXjb8hM8O9DJXYMy72peTXEmpvPKtgKncnU0RsqkUwXMms7B51aQSRZ425MG22pPcNe9PzxDHl8CbNiwYebRr04Ib7vtX1/y+fwmcMkll2AYxmk19fbt2zly5MgvZT/01a9+9UXbV1999W9iimfwG4IQBMHvv9Tr9xgDAwNsWLWOhlqGtZHzKTlgGPv5xthuHL/I008/zaZNm06/fuvWrdx00030nOqhXe0gISxjnjYLXRQpuB5V3+Wd7+6CjjoWPH47T+6cx1PjUTbVV9Ell4OFOGuyObaOZUgoAf8y+QzvbNzA6zc/xXMHlrB28UGSf9uOtn8bXm8NNi9BOn4Yv6WF8vd8du9aQSZWYtHFzyAlbHofWsvfP7Was7IWi+vGqTkqBUsnKju8kEuTtyVuWbWHpu5efEvl+edWcfuxZroSASIB07bIiZKLIAhc1uIyPzWNJPoUTIOtYxlSik9c8RiqKvzphudo3fgCPaOXcGDlHyN//j7yBYl9uSgFB25Z2IPjSUxVY2yfyPBIbprXNof+hynVoadscMXsHlqaxkh3jBB4EpO9rRzunwWEdjPA6TQOLxCxPImqKzNUU3lgKsd+68HTgplzjJsAWJPWSak+Ecmj5EhUXJGBamgB4/qhCCelipScgO8Xw5P63NilxPwk+80fsEF7DfvZ/qKs64jWwVx5HZtj9XgBpNWAOTGTzkQeQ7FpzE4RTxWJt44jKi5uVccuRRg8NYuTE03cdiyGLAj85eIJ1qzZw4lTCxl+y81cd90N1Go10pElvD55Dp8e+cLp96ta/Xx/xWuY1zjCSC7DK184QEyuZ4m/mJQio0sCXgDjlk2eGh4eWWJsaZDoSpTpTE9SqEYZLCewfRHHF/EJ7YkEYYYseiIlVyJnh8byDbqHD4ybEiUHOqI+1yw8RNd5z5E7OIcn967gAycrNPhZ0rLKNbMqpDUzXJJ2ZWqufDoGM5vOo6o2RryCYoQVSddUqRZjBIGAZWrUTJ1otEo8VWTNHQ1sURdzSUsJ25M4kI9wVecgp/IZXshHWP1nywnGi5y48xQH8zDsVNhR+zpvb7mVNdkiWb1KQzJPLFYhGi9jmxpmTefESCvrVu7FqM8xfrST8akso8UUKaPK3Fn9iJKHKPpUSzFqNZ2pYoLRcoK4avPkaD26FBCTPVoiNbSZdgdNcknqVeKRKkEgMFpIEwQ/IRSGYiOLHlVbw/HDdoFTxSSG5NFf1Wg2bDpiJVpT0zw90Inpi8y+YTHxNpXZD34H0bJ57NhC9ud1Bqo+HzrrOP9xeD778w4r0gqNusPseJmMUUEUfPoKGTYvOEiiYZrx/hZiiTL/vF3j84M7z1QeX0IEQTBjwyPxyxPIAPDYu3cvy5cv/43N7YknnuC88847vT1r1ix6e3t/rX3deOONfOMb3zi9/frXv57bb7/9vx1z7Ngxli5dim2HKw6yLHPkyBHmzp37a83hDH77OEMgXwIMDAxw3nnn0TChclHqfCxfpMUw+VjvDxlxRimVSi/ytqpUKnz961/ntttuo7+/n0vFKwn8DE+6e+ny5rMkYbDl1vnIDTFWbf8SQdnjrQ+tYm1GQhAgLnt0JwsUbY0fDkb5z8K/clHkjfzDWX20dwwSbx1HeUULPHkUqSWgds4rUCZ7EWslKt+qsnvnCiarUSxP5spznyTSOkHhRBvDA62Ytko2lcf3RRxHoWZpPDUwi5IrcfnsUyRiZRTFZW/PXN59oshSsR1DEgmCMLO4ThNYkrLY3HkyTLBwZRxXIVMXVrtsU8NzJQ5uvhFhNI/90CEU0ac5NU3ZNEhFy1RNncOTjfSUDWQx9KYcqQk8ZO3m/S2LWZCZZOG8E8iqQyUf59RQG3kzQkSxSUdmLGJqEWqugunJSEKAKrm4vsS0pfHQsMGD1kP4gcsNyStJqwHzE1X8QKCnbJB3BKYtsP0AXRI4ZObJEqVJVyg6Pj8o3QaEKSx+EJ78NKURUZBJqu1ESXFL/SyWZ6eQRY+SrTNRM8g7MidKMs9XpjhsP8Z52tW8usOmJVZiQUcvsXSRWOcIghAwtq+b6el0aIXTNM6ek0ux3/kqfvRnW7l7ei8CIi+LLKY5EhLflkiNiOygyS6uJ1FyVH40nEAWYXHKJqk4TFsqxRmCbPnQYng06Bbt8QKpSIWarbJ7vJm8LWH6AgKgSwFeIBAEYQSfLoXRfbYnMFwTydsBfXaZIamXW+sXccNZzxJvnEKUfEZPdLDovv00R1azUljIy1otVDEUx7i+yNFiBNsXiMvhTYYAp6MpF6ZzRFSLiUp4A2HIDj2lBLIQsKRujJO5OqYslbZoBV12aYwXcFyZiUqcrWMZZi9L0nrjMp7/2+2otkOd7hAEAmnVxgsEcrZCWnXoSk+SjpVpmd1PrHOUSn8jEwPNNHQMkzhnjKCuDmaW2ATbwu8v4IwlCFwJz9SwKwa1QgxBDDBrOpVKhKqpczJXR1R2yEQqtNRNoOkWvicyOZ3h8HhzmPQzI0hSpZ9EIuYsjWlboeaKtEUseisaliewLF2h3qgyUYvQlZnAuXwtp1Kd/NV7/4J3pl9DW8Skp2ywvnGC4XKcvx8Y5ua62UzbErNjFrrk0WRUqbgKhuyw5dxnkP5iHYdfX0ISfZ4o9PD+A73cefcZ8vhSQxBEQvL4y/o5hgTSdd3TvfS/CbyUBPLUqVMsWLAAx3FOP/eDH/yAq6666he+3jRNLrjgghf1Tr75zW/mtttu+7Xe/wx+NzhDIF8i/JhEZsY03tS2nsFqBMRJPtx7Bz4epln7ufzSfD7Pxo0b6TkyxPnRV3EqyNMW1LOLHdxafw6L3rQEz9DYvOs2+nsaOXfbvQCkjIW8s+kcFiYLBAicLMb5zPhhck4fh66qo3H5MZR2E2/BIgJZwW5ehGgV0Y7vRLAtJr7XwAcf3EJrxGe0JvKOTc+h6ha2qRFNlqiVo+RyKeobJshPpzFtlVItgqFaaIrDRDGJodi8MNHEnxz7NzSlkTqtm4X+fAxJJiaJvGbOJMvnnkAzTMrFOI8cXowAlF2JlkiNs7YMc+i8mzmn/53IYzb33ncJi5qGkGQPQ68xNlnH0clGap7EwYLOPeXDdPtzecMck4WNIyQTJWTFoXewlaIZQZVc0tEy9dkpZNXFrOkMjjVStnRsXwoFJop9mlzumarjcEFGEWFJyiYuu6iSx/aJOD1ll4PCcXLuIO9pPp8ggNsmj9Dkt9EhJ+h3i5xk3+kIuh9jVuxC5vqdtOoqK9IOaxpHKJoR/uNUHX4Q4AWwOAX9FQHHB02EnprFUfEwY9W9/EnD67l19T4kyWPHyW40yWXTkv2ohsWBE0sp/uV1HHr3Y3xx6BiRIM4CqZHzmxyOFjWmLchoYEiQUT0M2cP2ROKKy9xkDkXyODpdx7ilMlIV6Yh6pFWHWYkCkuCjyi6WozBYTiAKAZrk8eMzg+NLODNZzgB+EIpaQrPxMF5yQWaSdKxEfeMEkRk198HdS9k/0URUdjG90B+04sp4gcBT4/Lpai6AImdZr1zFBQ0aLYZFVHYoOipPjOk06DAvbtNfUZkVszi7o4fdQx00GFU668ewHIXpcpyaq7BzMsuULbDmvWs59cwoo48PsCZjsqJpiGSsTKZhEjUeRim6poasOki6hd45QWCLTOxcwMHj81Bll67OPqLpAoLsUZlMcaK3E9uVSRhVZMlDFAIiRo1YooQer+C7MpV8nL6RFsqWTktqmnQqj2pYOJbKgVNzOZpPMVidEQhJAYoYpiEVZ6ILFRH6ahZnZ1WcIEyIOqtuClVy6Sslyeom0sVLsBd08NA/7OZsbZqjxQiPTZV5Z7fH4UKC5yYDNtXDUE1idtQhKnt0xIvMaRpm7hU78Fctwalr58gbLSqmzsmWh/nTe90z5PE3hI985CP89V//DWEV8peBDwQEgf+SvP/g4OCL+gx/jB07drwoY7u1tZWnn376F+4jFotRV1f3377PO9/5Tj7xiU+c3lYUhU996lO86U1vQlXV088fPnyYW2655UXkMZvNsn//fpqbm3/pz3UGv3ucIZAvIQYGBrj44ouhv8ItLedDEGFXcZjvTPyQl111JXfccQeKorxozKlTp1i7di0ttXZcsYs+ZyfLpQuICxrntChk37ACXYK1z3yLhroRnti1mqfHU3y/vJ+31i3i4s4eIrqJ74vsHergb/oGeG/rbG5+69cR60W8OfPwUo0EooTacwDBrDF5dzP7Di7kkue/z9tbbmVhskp3ehLTUVk45xSS4rLjwFJmZSYQhYCqpZGIVEmmCiiaTbkQZ2C8kbFKnGcnEzybL3NM2EurMJ8VWj3zEj7L0jm6GkcwDBNZcTjR38FHX6hnQUKlLeJyyZwTHNt4FdlomUUHvo0Wq/KNRy7gsgUHX1StyVVi7J/Osi+noEkh2dvU1kcmVcB1Jfb2zeZAPkmTbrOkbgxNcUgnijiOQr4c48BEExHZRRZ92hM5orqJHwiMF1MUbY28pSGJPqkZ4cZ4zeDuQZFyYLMsHuXC5jwN0SLbRloZNyXuKZ0i4aeIBDoePqfEw5TdMapWP+dHbiElK7REBFamqzRHy2wbq+cjQ1/D96v805w3sTQ7xa6JOhIzZuk1V6biSnQni8ytH6WxeYxqKcbenrlsWrGX5Jwh3KrG5MBs9r3qXVj/cA87BmOUXThUrvLy5vDE/L6+7+F6eZpi63lzZgVZzSWhOMRVm7pIiccG29g66fCc9yMAXhG5kmVplwXJApYnzVTAwmXruGIjieHFSxACbE+i4qh4wU/6+FriBZKRCvUNE8SbJ5EjJhBaAAWuhO/IlCfSHO+ZjSAElC2dadNg2lZ5Iafy75NfOP0baIudy1vqFrCpeYSYXsNyFMbKSXpLMR4fE1mRFlmYLJFQbea39WNEaxQLYTZwNFqhVIxTMXUmSsnQyH55G5y3hNZvfouEXiSRLmCkiyixGnK2iBgPl5VxIfAEBC0AH6Z3zOOeHRt44+GvkjDms4CzWBaL06CHVfDRGjQZkNU8onLY3zgnM3H6pmVivI7eqXqKtkZnapr6VJ7AFzgx1syJYoLRmjLznULZgcGaz5hbwREcYoFBvzRAX/kRNhtvYHnSoCPisrZxFFHwOTzVwFBNI3bhbNrPaWXPJ3ezRhjh+/0pio7LH8+ucbgQI2cJzE/aDFVV2iM2dbrJoqYhXE+isXECQfARxADXVjAthX853sPtvXnuuOvu8Nx1Bi85HnvsMS644AJ+ecnBj5OtXhoC2dnZ+XNei78qXve61/1cv+LPwvM8Xvayl/2cd2VDQwOrVq0iHo9z6tQpdu/ezU/TDlVVeeSRR9i8efP/ao5n8NvHGRHNS4j29nZ27NjBNS/7I/7p2bu4uelSzk43UbCv5N577uXaa6/lW9/6Frqunx4zZ84crrzySu755n1clz2Hu6uzOOA+zQXyxfQXYNW9j5F/1YVsW//HdD90Pxef8wyXKi4fqGpU8yWO983iwd45rKsf56zZJ3h4Nnx9n8a7//FNXNt9kqVn70SpP4qg+fhlBTHmkFlVIn6ykz9tupWaC4cLEcpOM/NTOQr5JM/1z+auAY2zG+IsTOVpTuRJJItEEmVk3cZIF2mYPYhrqpxbidDX185dp85msAJeEC6xN8SKaLqFJLuIkk9DMs/L2+r45kAZgRgTxSRb3C/xbNdf41USKNUpXr5sD88eX8DKWaewbZV8NcpwJY4qBixOuRQdiajsUqhGScTKWJZGWq+hiXFmxYuMlJOM1gzO8ocQRZ++fIa8IzNU06i4ArunEixLl0mo1mmylFBtInLo+QegSh6bGxRML8Kr5h+hddYgrq3QlJ1iIpdmYynDX54cYrC8FVlKIYkatjuBKtczIRRolesxPcjqYUP5mCng+1WaYxtZnp2kNTvJrok6vECgORLaJHm+yKzGUZLZPFZVZ2CskQsveAJj9ji1k00c2rUURw6r1zHFpjthMmWFc5ywYE7MpN5YxEh5G1FS1OkOWc0iCCCi2BTNCF+ZPshQ9anTx11e8VicygOgiD5RxUadiTgMhUgyrh/2kLoz5tdR2aE5kaexbhI9WiPRNoYUNZESNRAhsEX8qjazvKtSLUcRhABvpnKZ1kwkwWdzg0NH9C1oYmj43RYt05k9QTxeRhI9yuUY+oyN1MK0SkKvEtEsstlpoukCkuIhCD6iFOZhi6KPNy2SjZaQjYCxiy6hbd+PaJt9EjVeQYnWkBtKiFEgOZOQYdoEFRsccAYSPHbfReyfzvDAqMMG43UcZAcT0hhHyzJDVQVBEJAEgZQXtqe0x8N0F0EIyOVTFKpRDk3VM24qLEkXCQKBJ0/O42BBp+JATAkzswUBTE8gocIKXUASopwsifTVTOb5nayIv4WOqMiqTIWWaImipTNSibFrWid1USuLt7TR+y+7WC8Ns2MizbK0x9x4hafHkwxUfMacEvcXHufGpvOJKyILG4eRRJ/j481Ios9TfXNYVj/GeFXi70/spJyR2f7c8yxevPg3e3L8P4y1a9fOPPplhTQB99xzz29wRr8ZSJLE9773PW655Ra++93vnn5+fHycBx988BeOaWho4Gtf+9oZ8vgHijME8iVGMpnkoSd+xN/+7d/yyY9+nNc0nM+KxDx8ruDeu3+IYRhMTEy8aDng+uuv5xvf+AZ7as8wUg49sbZLu1hZXUmhLDP6lZ3EXr+GQxddxravN/PMiM+pYJRrMi2YnsBlHUMsnHeCJ/au5PnJBO972cOk1vVAawP4EkGsE98Ie8mEYwdxe1TKlo4swKgVkCs7/EdhH+Mnnp+Z0VYujNzC9gmZei1Cd/MQ6Y4R9OYpxKgLangSFEQgHqFRH+UsdzvWLoFCbwvb9y9DVRxaFp9Aac4D0FCT6art4dq+JsYGm9nRP5vbv7CFW966n2Pzr2Fz7V20zRknkijje+FSz2QxSVO0zDytRl0qj6ZZiJKPHq2eVuwakRpvO+RyRVeFdDrP7c+eRdXW0GQH0wt7DlURhqo+kiAwUI0RkWLoEiTVgFlRi4jsENNMpmtRRKC/ImJIEI1UcW2FQ8fmcV9/Cxe0TJDUahS9UQBcL487U8yy3QlczWVOLPREnNc8TDRa4dnxOjYZr0f0BDRlEknyKLkiX5o8RnUkxyJ/FRuyGgw3saF+mrv6s1w/d4RI9xj48OwzZ/GGQ5M062n+Brj5yBE6akvJijLNRphcU3ElzpFXUIwu4bWdVebVDWC7MpOVOCcKKWQhYKO0BC+xhLgSZp9nVMhGSyTjZaYLCTTFwXZlpmtJKo7CcE1HEQJUyScuu+iyS1KvEdVNXFcOrXWGGhDEgNxEhnI1QtXS0BSHTLLAZC7NeDlB1VVoT+TIxErEYhUCPzx2NgYCNVPHcWWCQKCxOYyO3H1oEbLkEVEsVqzdg15XwLcU7FKE8kQGz1awKhFsUyOWLhJpmMazFeL1OTxHYmDhBcSFERbN+jaiFCYBoQAuWKeSWFNJPFcm8ESsqsHgUDO7R1u5b1jm/nLoYfm+9rfyhujGGeW5TNUTUcSAqOwyaSr8U1+Rfncv5ymXsCQlklI9FCGgLVphdfMgQ4UM20abMT0RXQRFDa14JiyRmgvDposuimxp9FiQnuaVCyYZmKpn21g9FVfgotZxSrbKYyONHC9CyXVZ90cdLL2kg/JXtlMedrmrkmZx0sML4MmxJF4AmlRh1PkhfdYUH+67nfvXvIbnB2fRHi+iSi6GbnLDJT/iz7+7iSerd9O9aT3f/va3/yC8Bv+QEY/HZx79MgQyPK/9bCzuHwpisRjf+c53uOaaa/jkJz/Jjh07fuHrMpkM1157LR/60Ieor6//Lc/yDF4qnCGQvwGIosjf//3fs3z5cm687rVsik+zQF+HEPwR26r3UF9fz7Fjx05HNl188cV88pOf5O1vfzuz1A0oagMOFk/a92GdvJQ5EZGH//HfeN+7bkK6cR4HPnU3l8hLuD23nzXCYp7cl2D1qXN559nPsbpT4dEd67jjuxfx+q5JNm14jvjqML2jcqCBnhc2sb1/NvcPq0Qk2NTgkFFtjpfWsCNYweqMTJPh0KCbzMlMMGvWAPHWcaSoiT2exszHcU0Vq6ZTKsapWRqpRJFYskRmQS/Z5cdZ54kMDrUgKC5iW5xgoohfkrBzcUTZRTdMulLTjNR0Vpjf4/nYuxlyzyaxq599BxexctkBBMkjpteolVRKlsHYYJL+coyE4rBlwSHimTxGtoCkOtx3Idx3cCkb3X6uX7GX1Q9P8e3FKzA9ibwdoIoCTYZIgx5wMB8wYDvUApdGxaDs6jQYNQQhIKVXmbY06rSAb+WPcFM1giy7fPdUCyM1jysVm9FynHPl8/ghR1/0N09HlrBEbkISgxmzcRfPlXl8wsYnoFEx+PT+Vv5yKbxmwVGu8WSCoAE/GML3RTxfxNAs/m7eMZLNEwSWgJePMlmLMlJ9iCJHgVdSdSaoiSajgcOGWApd9NmbU3jAepSrjAtYM/sksWSJkeEmNMslNpMpfs0sk5qrUGfM9P/5YhhX6InoM96LlqMwXjM4WNCZMsOEmbQGnVFhxoZIZiQXkg0vEKk4KpOmzrGizppskbRuYjoq+8ebGTc14rLH0rpxorpJOp1Hkj0UzSbwBayajij5mDUd3TDxHJl9x7t5ZKSOZsPlzVc+QKRzFL+qIWeL2KUIri0TSdn4nkS5HEOLmPiOjKQ6KNEaVjrK4Kxz2SB8HElQCCo27kiM/Ik29hxaxOMjDWhiwJQlUHbB9AKu7igBcIxBZscu5opYF5d19DFQTIdRjUFoNu76Ao+Oyjzr72Sev5iF2mUsTsGCRInGaJmm9DSabjE6UUfe0tBFH3Hme8pZApNWQNH1OCKcoq/yCFsiN+PMRG/GEyWW10+xcFYPuXyKZwY6OZTXGK75KKLARdfOY/b5bRz87G5eOOrSGROIyrA3JxGdOYPvK41w1P0hZS9sJbi8bj5j1SiNkQpFS2NWegpFcXnHHQu5I/89bv3zt/HRj34UWT5zCfjt4Jc1FA9f09DQ8JK9868rjPnf4JprruGaa66hp6eH3bt3Mzw8TKVSoampiVmzZrFp06YX9UWewR8mzvRA/oaxb98+Lr/4crIVjfPil3CiUmWneQ8Vv8ZDWx89bfETBAF/+qd/ym233cYC6VIMuY4+4QgRIU2H184z5jdZnrmaa9+5AtOs8uinBnEdH0NQyCgKrRGBoWroNvepy7cxNlbPj3rm8rcDd3BL5lpMj9Nxfd9d9sdEZJevncwyNw6SALYnsDhVIaPXGKtGGa5pBAG0RixMT+LRUZkDQS8b1Dl0xX10yeeFnMyE5dAeUViUdGjQLc6ef4h8Icn9J7s4t3WQtVc9SvlUC5Lm8MjWzfgBrJgVEtpToy10tQ7ir23kYPurSHz5bhqMKTTNolozeHagk8NFnWbD5VXL9zI+lWHHcDtVT2RuvExzrEB70yhaxCTwBSqlGDVTZ6qUoGTp9Jbj3D5Uop+DXKGfQ1fcRxMDql5oRv3QeI1WNYIuCdyyYICYXsNxZU5N1zFaMzhYUPjTFUdwPYmrnq/wtvqlZFWHDw4dYrz6Aim9i9Wso8VQmBf3UMWAhOLSlZomYVSp2hpPDrfyz+Pb6AqWMy1Nc0FkFvPiDosz0yT1Ksl4GUOvoeoWRrKMqITZ1NXpJKV8gjsOLOPJ8YCF9Rpb/vlc7vuTrTydH2TEP4LtV7DdPBvUV/K2eRbz6sdo6xzAqhrsPz6P8WqUqOLQEC0iiT5DxRQBAqrokdBMJNHH8SRSkQqWo/DcaAtDNYUjRY+y5xAVZRYmZRp0F1kIP1tas2hN5KjaGjVHJW9rBDOK4rythtnoUpg3bs5UklfUj9HWOIZtq/ieiDrTb6rpFpFEGc+RqZUjjE3WIQgBHR2DNFxxivzjzViVyGlRDkB1OsmRE3MpWTpxzaQxlSOZLpDp6mf//JuRpRpLem+n3NtE/4nZ3H+yi7Ir0lMW2FBvc8Xi/eQLCWKRKvFkEdWwOHy4m6PT9YyaGm/YsJ3cVJpn+uagSx6nyhGemXToEfu5JtnFmmye9mSOZLxMNFpBkj1sU2NsMsvRqQYKjkLeljE9gRbDoS1apuIq2J4U3tA4MgnFRRECeisaKdUjozoUHZmyKyEKUHJE8jZoEix/eQeZzR08+o97GOkrsane42Be4QnrBH/WNIsJS0Yk4O8HPn/6O7q5bRmrIutY3jDGtuE2Lpt3lKGpDF8fPMld+cN8+Stf5vrrr/9tnP7OYAa33347N910E/9zzealFdCcwRn8JnGGQP4WMDk5ySuufDkn9hzlVXVXIAQ6d0/dx4A9xLe+9a3TSjjXdVmyZAnmKfiT9gv46/47maWvpxiMc01sLU2GTxGFuje3EwTwdx/+AKbpEAQum4zX80ctCoeLCn4AH7xgG7uPzedIIcl7Tn2Jz867hR+NyvywdBubjTfwgWU5Fs47gSAE9PZ28NhABx8euhtDzpCvHT4997g+jzZpCaZQoRSMU3PznK9eyrpseNh8c2Kcw5W7AFgTuZ53dEFrPE/JMjAUmyWLDzM+3ERLVy9G6wSBpeI7EpXhenbuW0ZH3Tiz1+/je9FPYvUVkB7dj+lJVFyJfdMyu9wB/rSlgfO7jqFrFu9/Yg0Lkj7NhklUdmmOFZnVPIwerSHJLo6lMj2ZJVeO0ZiZ5hWP1zPsH6FLWM0NLVHqdJMGo4KPwIlCiv6KxpxYKKxZ19ZH+6wBRMnHNjWsqk4QiJiWxgNHF9ASqdEcKzJWifPwcJKaGxqQb6gPPQW9QKRkq3hBKETRZIcjuSz/NHKchX43K9IKi5IVYopDUquhSB6eLyKJPrLooas2ghBQqkXYO9FIf0XhztJhJBQWaLN5879dxOH3PMZ0CXI2jJk+darI+c0l1naeJJEuIKsOw/2tjOQznCikEIGsbmK6MlOWGuabiz5lJyQ5XYkK7Yk8ZUtn91SWJ8fd09XZZemAlOrSZNTI6FUMxSYdLyGIAY4jEzFqKIqDrLq4toxtq0zk0gwVU5QdlbytsDQ7SUtmirqmCQb62lBkF1nyMAyTSLyMKHlYVYNSKY4o+GiaRftlu/FLElu/cyUlW2dJey+RWBVJdhkcaKVi6YxV4giEYp66VB53biO951zNwnu+yOEDLTi+yGAlhuMLTNkycdnnujXPMz2dZtlrn6C0qw2jfQxRc/HKOr4VClycYpQjexfTl8sSVRxOFJMoQsCy+lEas1MEM0vvNUujamsUTIP+SozBioosBgTAoUKAFwS8usNkQf0olhPmp0uij+UqFEyD7eNZ+soCggBRGeYnHDTJp+JKuL5A1ROZ/Yo5pM9qYfc/76U4VCGlBAzXBEZqLmuyEq2GxUhNpStR4elcL3FjjDZpDnGxifWzT/LZnUv5+1c8zPBgmr94bojDksO99/2Q1atX/1bPf2cQKo8XLVrE/+wH6fG5z32Wt73tbb+lmZ3BGfz6OEMgf0twHId3vOMdfPHzX+LP2rYgB3O4Z+pRDlaPUid301fYQyQS4bOf/Sx//ud/Tr22nIjSzCalG02EHeYI0SCCGIgM6od5459dTjbZxF9/4F2USmUiWgfrpYu5eY7J3/dUWKM187HLn+RUzyw+f3AW381/gZWR17DMyPCN3Fe5Kft6tlfH2BBppDvuUnIlJk2BxytDxIIYMXQKVJgQR9AwmPYHUQSD+f4SZhkGy1IuPpC3Jb6bP0lP+WEAFkdfyXtmRzh7/iHidTlqxTg7Di3mYD7BZyaeZmlwFh4+FzXoXL9yDx1n7wFg97OvYPw1VzPvvq+x89mG0+KL3orBlCWiiPCGpQd5uncu9w+rnPIn6JbqWZaCSzt7gTA3ebKU4Gg+Q1x2ufqyh3nk0S383TGfVjHFuF9mZTTJoqTD6y9/EFFxKQ43sO9YN6IQMFKJ8bcDJ/nThoUsSBaY1zxMxKji+xK9I80cy2VpjlRIGxWGSilsT2J5ywCpZAHXkxmdqKNgRhipRik7Co1GjaKtsmta50C5QlbSKXoOR8T9zPMX06IatEQEJAF6yj67/KP0lx+nKbaebNDKlDDEyyOrKDngKSLXfWkLlQ/fy/zkIFGjhqZZ6NEaimajREPRTn64gZMD7eTNCMcKCforEiUXEgrsKOXZbz+E71t4fplPzn0jSzJTyJLHcDnBUNXgYF6mNRLQGrHpToaJMZ4vEgRC2JuoWqRTBXTDRNFsjGwerS60uhEUD9+SCRyZwol2ClMpMs0TyLpFdTrJqZ5ZGJqFPpO5rekWtqVSqUbwfJF0skhd5xByxGTn4xvYPtrC7FiZ2ZlJUokitq2GPaSV6OkKqCT41KeLjL721Uw/PsKDd4+zOmvTGqliyA6WJ1O0VTbMOU7npr3Is3wmHpyDniqhZYqnf592Lk5hpJ7xiTomSkniWtjvGYtWiCbKVMtRRifqmKjE6a/E6CurHCg4VAOHVckIs6IOhuTzmeFxLou389oFxxktpEno1bDqK7k4nkRPPkt/1Tidjd1smCRUC8cXKc7kViOAcdVS5O4Gnvv0HszxGjEFig6YHqyvM3F8kbwjE5c9ZseLFG0NTXKRxYB1iw5w/+41vP62rfzldRt5sHwvTcvmc+edd56Jifsdwff9GU/H/45Ahv6Pzz//PGvWrPntTe4MzuDXxBkC+VvG7bffzpvf+Baua1jGNU1z+erAGPdOPYUdePT09DBr1ixuvvnmGRd/mYsjtzAiFJgjZokrIj21KoYg84T9Vf7qr/6ClpYWPvjBD5HLTQMin+u+hQa9xvf7U7xl4SBzO/p54sAyPtljsb92F3/dfjMnSwITlkMpsPAJmJImWC7OZl4CDClgqCqyKOkQlUPvsAlL5d8n+pjy+mgVF7HOaGRFOlyGPFZSGa4GPGjdR9XqB6A+upqJyq4Xfe64Po9lwia6IhHOa6ywrHmQ2QtPoGUKVIbrufOpzTS/Yg7RuRG6H/8aouBj1QwKxTimrXIyV4cqetRchTv6dRRRIOc6rM+ovHLeCbYPzqI1WsF0Ja4/8B98Z9n1XHz2MwhiwNceughN9InKLkeKUbwZf703bdpGsnWM2lSSWjnKoZ45fPlYHX1ukS2pFOc2TZLQTDTZoWBGKFg6RVslpjjkLI3WaJl1S/djmxoHT83lcC7NybJC3oaIDJvqKwxUDfbnBJ7zjtNXfuT097EwejXX1TeSUMIexVMlDVmEKQt2Vac4aD3AOdqrySoK7VGBZY0WqQ9chvfRH+CbHnWRMq314yQyBQTBx/ckirkkxXKMXCWGF4i4noQPTJsGz0xE+crEF0gY8wkCn5dHLmJF2mFT6wCa4jBaSPPCdIaaK5LVXFqjFeKqiSq7TFVjVF2ZtGayuPMUkuxh1nRsW8VxZVxPQpFdotEqumESTRdOC1UEIcD3RA4f7aZgGqT0Kpl4iWi0QiRRAcCuhQpzWXUw0kXGTrWz49Q8FNFjUdMw0UiVSjWCrlnEEmUCX8CxVUTRQzUsxpZtYKJuOeKXHmW8HC7ba7JLXzHJC3mdBQmbS2bsoX64byXfGfD4yMpJGjPTxBIlgkCkkEvSP9lw2uA7oZlENRNVcShUovTkswTAmKkhAnlH4sGpAr0c4C3ZTSxPh56sni+wefEB9hzvpuKoiEKAITu4vsR4zWCoqiHM8IdWwyKlWZQchSAQUEQfVfZRrl6N2J5m56f2UpyyaI94TFgSOQuWZ2wUIWDCUmjSbdKaieuLOL6EKATMTk3RX0hz7V99m/d+8EK+OPoEr3nd9Xzuc58703P2O8b/bCgeEkjLss78rc7gDwJnCOTvADt27OBlV1xFp5PmusbNHCmb3J+/myGzwv79+1m8eDGf+MQneM973oNEjGXqlSiCzn7/SbqkdawysoyaLsekPl72hkXMXzCHD3zgA4yPj6NJae7asJjByYV8ow/WpQ1et/QgD5/o5pkJmYrnUfQtZEQcPJKizpyozJgZEJEFBk0LJ/Do0CKoEtgemL7Pygx0RqscKUYpOQLL0lWajCrPjGf5zPg96HKalaynSVP5Vi6sdl6YztAZtVAlj0lT40hR4knrBAuZzRvmlujMTHBsopGDhTjHinCvdTtf/devIDx+CHFfL0VbJa2ZpI0qixcdAeDokXnc1TOLcRNGTZuOiMpNC3p5x646Xt8h0xEv8qOhBkZr8OlXPE5mxXFy++by4QcuYGN9kSCAHZMJZkUdVDGgp6xyfvNkWCHyJcqOymAlwsG8woXNRforUZ6fEmkyBObGHCKyx0BVI6F4LEgWqIuW+M+TnTxRmOKo8yQN2gLm+HNYntQo2vCcOcZIcJyi1Y8f2LRF1rFBXsjceMDCZBlVDGXcPeUYfWWZLU15RAFylsaRokFC8TlREnnd4gkqf3UtGx75G7770NkMVFXmxWvMz0wgiT5T1RgjlRjjlkrVDRlKAKRVj9ZIDc8XOZCPIgiQ1VyWZ6eoixWpr5tiejpNsRZhoJii5soYsosueSS1sKppezIxzaSrs5cgENl/fB6PDDeQsyClhr6IeVti2obuhMvK7CRRzSQVK6PpFoVinNFCmpqr0J6aIqqbeL7IVClBJlYinc4TSZQRZZfydIqRsQYk0ScZL+F6MpalUqxFSBhVmlpGidblETUbSXWoxdJs6/owy3Z+Ee9IjR3HFzBcNZi2w16zVy84QiIeCmWGxho5PNVAb0VnoCIwYtpEJZlLW2zmJnNM1qLU3DC5qC1eCHtR7dAntCGRJ5vOoUdryKpDrRSlkE8yXYqTjFaIGDWCQCCWLLHjwFJ6SzH6ZwzDjZk0H9MDWQBVCojKAeOmSFb10aUgFOqIEu03LkHJRij/+7PE7DJjNZ3eioLnw+yYS9UTyWqhTZPtSeiyiyL6WJ7EpoUH2XO8mz1TKYLEw3z8WD+f+sw/85a3vOW3eHY7g/8KH/zgB/nQh/6O/9pQ3Ad8zlySz+APBWckeL8DrF+/nn3793LVlVfx+SM/4E3NF3Ou8xqeFf+T5UtX4uPj+y6rV6/m2muv5fDUD9C12aTkDopCjpPVKIvjOkuUudx729OUXjvNxz72sf/X3nnH2VXW+f/9nHr79J6ZyWTSO4EECCFAINIFAQuuqAiKYtt1df25urp2kXVd1xULgp0qCqIUE8CEGpKQ3stMpve5d24797Tn98cZBhF1RRHEPe/Xa15zMzn33Oece+bcz3zL58tnP/tZhoeHOf/xzWxdE+dIbja/GO/nNeOVnNbagSLaeHRIw5cGu5RdLGMJ455FQtdYVZvlSC5BS9xg86hLb8nCFCo7xHYADg63cIVSxaq6YTTFw/Y04kaJ+WV5Thk7l03+Bh62vsvlxrV8quXd3DS2jwmnkvUDOpansroWVtUWWOq00ldU6cgmSBkWhuqzsDxLe0JjqPPNfPVb/8373vcevrbuKLtHHkRRdNq1E3nTwBm868yHmTvvIBf6Kut6mthWGmf9yF2cm30zF9ZH6cwrxLQYtRGPb4/dz4rHzuaaln4qlhzhy60DWEMVjPTU05Sq4eBYNZanMmjBRdvuZm3s7TTHNGojksUVEyQ0k6jm0prI8+CgyXTVJK551EYL3NoFG4s38/XZVzFhm/gSBpVjHKe9hpQ00RXB0ZzPsFtgRayOcqOOkv+clVBcg6TmYyjBCDvL0ziW0/hJ9iGy7pnMKwuMqo+rzJIySswt05ne2MseIFY/xqLqISqyZbi+guurFByTdX3V7J+wMRTJrKSCKsDxoTOnUWWqTEtkWT79KMlkFkX10AwX6Qtsy2SiGKMvWxYYhrsaBU/FVHyUyc70ciNPIlpEUX32HZpBx0RQ/9kUk8xMFlCEpCkmqIwUKY8UqK8axTBsfF/FKpkMZCrIlEyqowVKjk6mEGfUipF3NUzNodwXmOVZhJDEPZVaV8N1VXxfwbZ1hJAkIkWSyVzQaGTaqBEbNI+9TW+jqnMnZt8Iz3QFXobT4gWO5sr48ClPU9E4TCGdxC6aZEtRpqfSpIwYjl9GpWmwum6cqliOrBUFwPEVVNXjN30NfHXoflq04/jcrAhSCiwrEkxKqpggWjNOldLNdEfDdzTsfBTXMti0axGuL+jM67g+qApkJqfMxDWYnggsf/ZlNCIqpB0F3wbb0Djh3YvxVEHP/2xhuppn0Iqwf0Kn2pRUmy5pWyOhe1QaJfKuRlJ3AlP8YpS0rTNjsJa8AzvEz3m8z+LB9etCf72/IU4++WT+eCf2n+oTGRLyt0EYgXwFKZVKXHvttdz149uoVE7mrNRsHk5v4Ii9FxAcOXIYwzBYvnw5AwOB9+DZsWtwELjSJyPyzFDL2eH+hCXnnMFll13Gddddh30oz22rZjCaTfEfu+o4t9Hn5GnHKEtmuWvXEn4zJMn5NiXh8Ix1F5ckr+Tdc/upSk7QM1bNUDFGuVlCUzykFPhSUBYpUlc+ju8r9I9XYnlaUBuHYNtoOXeNDbA/fzcSSUVsIde1LGf7eJRhS7K2waIhlseeTONZnoonwfIU6qIljmSjNMdsaqNF3rDzNj71sS9SJRN8+r9vZCS/HYCI3sCXp5/P607YjBkrMtRbz56+aRyYSBFXPWKax3sO3Mzti9+MJxUe7Etxb/ExlrGCt7bZqMInZdi01Q5gGDaWFaFrtIaObIqjWZOU7rMnI2hPwglVGeK6jS8F+9PlbB7VSTsu75qVRSA5kCnjYx3f5ltz3sGsimDe9ae311OSLsPqKKrUOCXWQEqHjekMyxNltCaCcoCgYxkqDJeGWJ6iq9GVj/PEiOCoP8wJkTrKDSjXfeaXTzCnrp+KijQVC/t4ePE3OH3LP7Jl3Ql0TEYLI6pHRPXozMcYKCo0Rj1UAX1FlaIXdNhbXmDJE1OhOuIRU/1J30CfhOYG9XS2TndBI6nLydq8ErMrh4MoollCVX0O9jRzIF3BiKVTF7UpN2x0xae/EMPxg7GGE446Vd8XeCf61EWLNKfGcX0V29UQQhIzSjQ39lM5vQ+A3r3tpLNJiraJ7WqYejBTN2aUACjaBrrqkYwVUFQfx9HobjkBefoCjt/4n8i8xCkZRJMF8pkksWSOmkv6GP5ZI4ePtOH6KiOFBItbOjg60IjnK9Sl0gxnyxgqxFEVn558jN8MSY6vVEnbgtkpm5VNXfz7ljYaoyqWF4jm6fES7WXjmJqDIiSur2K5OmPFKGnb5EjOpDMXzFEvN4KyhKYYpHSf3oLCgOUTUQT1UYGuwIhpsPJDCxGjDke/v4cj4x6bvUMsoJ0Lm4JSElN1yTkGtq/QEMtTcHV68jFqIyV2jMcxVcmXem5geWsUr2Imd//iFzQ3N7+s97OQP874+Pik5+YfqoN0+elPf8qll176Mq8sJOTPIxSQrzBSSr7xjW/wkX/+MDqNvKnsQprKnuE/O7aR84pc8NoLuPjiiyctIGBxfBYV/iqaIkksT5L3POanBPtLz7DstDaWXX4xmbv2sHBwMyO5FI6vcF9PNRWG5INrNvD07oV8bX+KI0onNgXS9jFsN8M7qt7KW2Z1URbP47gav+6cgSokXXkNU4G2hE1KdziSi3H36AhztGoWlksiqk9HTuPGke/TGFuOjknGH2ClcjIXNDlsHIpwx8SPMbVK3lp2Hm0Jl6jmMWQZbBgucUZNUOuT1D0aokHK9PbRFG++/lR6btnLE4+NMOEGvo2zYzHiOrx+RhczZ3RiREoI1aOQTtHT18DD3S1EVZ9K02Zl+0GqGgcppFM8c3AOA4U45WaJuXV9uJ6Kpgap44IVYTifJFOK4EtBRy7K9nHYI7uxKeDhsoT5JDWVSgMWV1hMT2VImkXKEzlU1SNXiHFktJabDsd41PklS7W1rKpI8IPMJi6Jn8gZ9RkEcmqWdHZyLGDRU9g8quNJSW1EMGwFXoHT4xoLy0u0pzKkIgXqqkeJVDhsvehf2fKR33Bv7zBNSjk1psrJ1Ra10QJDxRhbxyK0xj3i2nNjCC1PmaqvMyftdaKqR108R9IsEjFsBjIVjBRjFD0VXwpaElmaKkapbxzAtXUmMilcT6VvvIqiq0+l3YWQTNgm+Ukz8OpIkajuBI0gQCpSoKosg2mW8Hw1qJl0tKkubICnDs2mvxhFUyTN8TwzqgepqEhP+UWqmofnqvT1NfDQsTY68yrlhuTM2WmK77qAxce+S3Pb0/i1dch4GX4kDr6Hmhlm4BsJjvU0YXsaGStKW/UQm7qnM2AZLKrIsHW0HMcXzEoW8aVg3NaZkcxSHcuTsaJkbJP6eI7HBwJPPssTpB3YlytQrUVYUC5IaoEYnxaziGoOPfk4XQUdx4f6qI/jC/Ku4EjWx5OSku9TkA4X1JsUPAWtLs6ca5eiHh5g90+O8OORwOLqguQMqszgfbQ9QXXEYUV9LzuHGugqmNRHHKpMi13pwKR6T3aIJ90HOPviC7jxxhuJRqN/xbtWyJ+LEM/WQP5uHWRQ/9jb20tjY+PLv7CQkD+DUED+jfDII49wyWsvps5t5ezy1SR0lyP6ndx+dOwF28aUKCcnzqDVmIkngyjT0gqbW3ps3rGmgfq3LaZu7+MYj+9jS08rGVun5CukbZVPXnEnP/zZa3nvwZuIGk1I6WM5/by+7D3URwXvWrInqP2yInzpmXZ2+B0cyT1ARG9gjr6afnGUdKmTmF5NrTqTrtIWLKf/BWs8L3ENyyoUjuYEv7afIFPqxnFHEULhtOiVTIuYpG2Ph+xf8oHa19IWLxHXHQaLESxPYfe8CBe9YQXbP7eJ0QmXrBNMT6mL+hzLKbQnPVbUDlGZyFJVMQ6AbRsIIRGKpGSZJJI5KqYNouguw4ebGRiuQddcetOV9OYT1EaLxPWgGcjzg9GGe9NldObVKZFgKIIyQ+BLMBVY2zhGTTxLbeUYUgrGMmXYnkZXpoLHhxOMliRJTWCo0BTzmR4vUGZaU7OkFSRDVpS0rXIoq7DR2cOp2gLakhIFGC4Jyg1Je8KiMZ4jbpQwNYe0n8L+yOt59zs+x1siK1lQniequZSZFjnbZMSKsDcToTkWCPSSp2B5yqRNTDC3Oao56JOWQQnTorIsqPNzHJ1kKoui+khfIBRJoiqNUzTJp5MMDNcEx1pI4EmBoXpENAchJK6nIoSkMpElGrGQUqAoPq6noYhAAPlSCdLljo7nK1PPy1lRhgoJ2ipGqCpPkyjLomouquGg6h6K7mJUZFHL84jJCYSyCO5YnC21H6I0YdD+1M+omDZItG4MpcxCqBJ3NEbPlgXs7WrFcjVmVA1TWZ5h85FZbBgo49S6CYquxrbxGO0Jh3LDpuBqlBslyswSnhQ8OVTFa9s66cpUMlSMMuGo+AgsTzBsCSJqcD34QH3EZWZqAmuy4zvnqqR0F0PxcaRgsGhyKBvUvQ2XPC6eZtNXNGmal6TircswN++n45e9PD5s0FMqMC8RY3rcw/EFli+oMV2Orx2kM1PBnnScxRU5KiNFPrrf5/XVNdw+uIMunubfP/s5/vmf/3lSpIT8LRI00sAL6yDD+seQVx+hgPwborOzkwvPv4DM0Qwfaj6N3eMVbC3dzfZsz+/dfnZkFqemTiemRNEVqDQ8fjaU5eLF01h47SIinT00PL6e9EScHx2axooqix3jEb72yW/zj5+9hi0TWVLCpEsZpNt+hvfVXMT2cYdvnb0Dq2RybKiOLSPVfLLzW1OvWR1fOpVWVoSBL20UYXBO/EoyXoknrB8jpYsiDKbFT6HVm06NHsGTknHXJisKRKRJezROn2WzukajLmKTtnXmTwrBzcNV7J+ABf9YRyRXwRPf2Yfr+0yPa6xpSHN4Iskdgxm2FW7jc9OvYVHlOO21A1RUj6HpDrYVoae3gZFcisMTZZzc1EXEsBnKlFNydQaKMe44phNTVcZdm83eg7i+xdrIZZxULYgoPnk3uNFPi1vURwuMWlEmHJ3Rksa3x4Ljb/fmckZ1lOOq0miKx/hkHd2AZVJ0FVQFmqIW47Y+ZRJdYwbi4UhWsMXppsWvY1bCYHbKoTOvE1UlST2IXJmKxFB8VEUyRoRl15/Ove/dwInJHBVmYPDek4+RdhQ8X6AqkqgqybsKo6UgdT2/zGNOWZaUYaGpHprioQgZTN5J5CiWTDw/mEYTixaJJfLopo3r6Bw8MoOj6Uq8yQhmxtE5OGEQ16Dc8BgoqsQ1yWkNQ+iKx7gVI+/oNKfSJCNFirbBeDGO46s4k3O1R0sGm0Y0IqpgSYVDQ7RIXHeojmcxdYeoGaSshzPllMdzxGMFNM3FiJTwXI2+gTq6Wpainr2I+z7xNHcPP8JilvObwk0kIjOo1+bxD5XN9BYVBi2f60/bSU1zP9ueWUJPtozqaAFV8dk0VENTzCKiegwVI3iT3ddRzaPSsGktG2PmjE6OHWsmY8UYzCfYPxHD9QWjJRgseZiKoCmm0BANzMAjqoepepSbFm11/cQTeVxHY2dHO0+PVOJJOLelJ6i/XdJG4yVzsH+5i/t+NUaNCXsnXBaUabTEbcZLGhFVMjOVnTp3AojrDltGy/jHNRtIpxO8/8kCW+wObrv9ds4+++y/wl0p5KXkO9/5Dtdc825+v4AMDcRDXl2EAvJvjHw+z5VXXskj9/6ad9atZmVVkqKc4Mqdvybv2c/btrKykvx4nlnmEs6uWoyQMdIObM2PcVJDPed+ZB6aW6Jp/S+JeFmuf+o4mqI+y6rHOGH+Xn70xEr2ZTQ6ChZVusGbpk8wXorQlkqz5t33kNs2jZ89dAa70zG+2n8DAgFCRUqX8xLXUGOqDFku9+e/Q038eOqZwSCd1DGdcTFET27D1Fo1NUXKnE4r8/GRKAjOraqgPuLwi16YHjc4uzGNrnh05xPsy5gUogbnfO5EHrlxNzue7qZTPci55jIunT6M7akcnkjx6wGf757/DD/evJw9aZX1ziZO11bwhukZUoaF46s8NVRNbcShOmJNTUx5cjiYtFMdgaIHnXmbCVliQSxJS9ynwnQZL2mM2QqVhk91xOFw1mSgCPdZ63h9Yi2KgIaopFx38aRg65jG+U05VOEzUIxiTaasPRmkMW1PUGH6xFSPjKOxdSz4sKgxVToKFuNKlqVmDafXFYjrDqqQKEKSLplsLyQ582uncfe1G2jWXJKah65Isq7K1lEYc0tEhEaloVMbgbpIMBlHVyQp3aEqUiTv6Ew4BnXRAonJyOZQPsW2sTKKrqDgQcGFRZMenzWmTUK3p7rCt49Hsbwg8nas4LGPDi5IzKQu4jFoqXTkPOKaiu375FyPhKZSYShUmaArkogqqTFtygybxmQGQ3XJWIEHZFmkgBCSwVwZE7aBKoLbUsbReWbUxAcWlzu4ySizPnoSw7fvZu+mNF15n3MbSxzKRjmldpSlMw9R1jAMwODRZlpO2AO+QIkHKfNibw2Hds5jKFuGlIIRK0rJUyl6KuWGTcqwmV3Xx7Q5R+nYM5uK8jTAVFR709FZPDKQYH8hT4UaYU5SZUayRLlhk3d0ys0SuuKjCp8ZNYPU1A8hpcApGfQN1HF3RxttF88ktryS+M+e4ab1NmvqfGojJdJ2UM6RdjRqTJvmRJaSpzFUjKIpPr2FCK4v+ODZ63lyVxNfK2yi32vmnnvuYebMmX+tW1LIS8jOnTtZsmQJL6yD9PjP//wK//RP//QKrSwk5MUTCsi/QaSUfOUrX+HfPvFvLDXn8LbGJaye0c2HHivnwYmfT213//338+CDD/Kd73wHu2gz05zL/HgritvMESfHaxurMN8wi4pmla9/5WfMHZrLrBTUmi4HszoLymyuetNdPPbAGcxt66Bh9U6ELhFVceRoHrurghvveB0/7C2wPFHOm9p7KI/nkFIwnk8wkEuiKT7VsTxf3V3PNvZS7Teys3gXQmikzLbnTbX5bVLROaxWT+c1DR7VEQtd8YO6QFdjrBQ0C/QWVcYWRjnnrYv5zr88zCothibAkbCiOk1z+SiK4lNfP0hPbyN3HGpndjKIKhmqR9HVeGwoRtYNLvGULmhPepzS0IehusEkkVIUU3UpixTwpSBvR9g2WkVnTmVLfowecYilchnVhk5Ug3HbJ64pzEz61Edsugomm0ddLmwKooW/6jM4vhKqzKAW0Afqo0UsV2PC0YMGE80j76rsSev0WS4l6TEs0uwr3IsvbdbErubyVpcldX1EDJuxXJKHh1tZdv3pfObqOzlJraIl7hJTg0jltnGdI8U8CxNxknrQ4R1RJbri40tBSndJ6jZjtokmJBVmiXTJZKhk0JFVKPlQZUJck7TGSwgC0evIwNdwuKTx+KiFLlRmJQwqDMlIKfjwS2pBY05HTiWiBvtI22KqtCKmQsEDX0KZDrNTRRbWDOBLgeUEJQfZUoRRK0rBC2ZDW56CIwXzyjLUJib4ycHpLK6wmFs1jH35GcS9UWZsvZvB/jp29U/j7u449VHBkCXpsfMYaFwx3ef4xm760pXMb+1ASoWKhiGE5pHpr6Gnv57RQoIJ26QhnqUqOTEZgS0ghM/NT5zCwQmFpAbzymxmlY8zrXKEsWySrokKNgwm2ZwfZUjpRuJTI5uZqVbxtL+H3tyjtCTO4NzYPBaXl4hpLkeyMZrLXZTLlmFXuei3HOCrO3pZFWugKeYTU4PxoHlXZU5ZZnKSj0Fcc+nMRzEVn1WNfVy3o4GHrNuIGAUueN0lfOtb3yKZTP61b0khLxGe503OH/9tARnUPz7xxBOTndohIa8OQgH5N8yBAwe4+uqr2fn0bj49ay6edRw9eY0D1kEO8BBH0y4guPPOO3jmmWf44he/CECZrnJG7C18/pQuPE/BOXs+fc0raX/6LkrbJlh3dCbH1w6SihZon3eI1Hk5sg/EGexs4o7di+nMKcxKeiyrHqapaoTrNy9kdspjSeUYCdPi9sPNlBmSvCtYVF5kWiJLTTLDlr7mKYubJbE3EpMRLms0iKg+huqxvj/GsVKOp4o/nDrG02NXMS9hsqYhzUnz9zCRSfGVpxcxYHl0yGBM4kc+8iEMw+Dzn/8Sl5dfy+IKj7yrUB1xmFM+jip8+nIprjs2QaVfxskVsak6sf5CnN3pGAU3GBc3LV6gtXyU8mSWWLyAESnhOjq5iQQj6XK6JyoYsSIkdYfuQpSnRiSLyxXmpgo0TKZZY0YJXXOnavk01cM0bEYzZfRMVNCTjyGA9tQEUc3BkwqWq5GxTTTFpy6Ww9QcLMfA8jQ6sim68gZ5N0g76wosKHNoSeSYXddHJh9n01gL7V84i3uu3cAJiQLlRomBYhTbV+jKBx6MTbGgjEEVgT1MS8wmogYp65KnMmrrJDUPISSjJZ1jOQVXQuWkeIypPindo6+oIwn8C4ueYE/aZ33pF1SYbbR6M0kIg6iqUWMqxDXIu0FUMqJC2gYhgscpPbi1lDxBSvcpNzxqI0GjlI/A9lQOZaNk7KBmVBeQccCTUBORnNPcy4L5++k9No0nuto4Mn86p1zUSvPtt2F4RY6N1qAA0ypHyBTibBuqp6+oU254vGHJdlTFQ9NdMukyMvk401u6STaMoKg+48casIoRkuUTaIaDbZnkJxJkskl+3TmD3oJKb8HHkZL6iMqicofWRBZlMjLam0/QWzQouoKcC515h3WFG9HUFK4XTLi5IHEN88pUbB9WznbIXrqSarfAz/7jAI9PHGSlMWMqip1zBdPjwThD21OojVocywXd7V/su4vBd8dovylBe1kvvcLg29/5NhdccMHLdSsKeQl5oaF4ICCLxSKRSOSVW1hIyIskFJB/4/i+zze/+U0+/KGPsDzexJtqT+LDHY9y1+Ll3N4zxtPGo+zrctAxcHguxX3ycSnW/WwtXqoFpMtQZg779zbS2pamZdohtNG96EOdoKgo+QwiPc7DXzqTA5M1b0OWjqFIMrbCk+kcWSXPmmQd504b4pTTHkePF3ELETK9dYyPVqAoQTr28GADo1aU3mIEywuaDv7fuevJjpVjRouYMYtiNs7oaCV7Bxr5ZU+Knc4gHi4/P32E6qZBntm2mJ8dq+ehwjEkHm4sy7994Qp+9rO7ue++B4Cg/hJA4rMy8hZaIzGGSjYRRWV96Rd8ruUCFleNkIwUmSjG6MqlMCfFW21ZmoND9fTk48Q1j5jmUh0tEDcs1vc0U3QF57b08vhAAwqSSxfsJpHKoU6KRs9V8VyNYiFKNh9ncKIcZdKaxnY19oxV88O+LNsKt3FZ2XuYVwaN0RJ5V6XCcGhNpdFUj9FCAtcXk9FXhaIb2LKmjBLV8SzxiEVV1Rieq9KbbmLk/W+l7L9uoVxLA9A1Vs1gIU7BUym6QU1V1lUYLQlqI5I1Tb3051KMl4IUcNFVmXBUCp4gpkpSukdE9YmoHnlXw1B8OvMmHTlJShfYPhwpBqlaKSXDMo+Hx3StnIXlgnLdpSOvk7EDg+ycKxl2bHqUAU4yWpkWkyQ0nzLDJe+qdOQ0khokdJ+RksKoFZQQmAoMWpB3JUk9aFDJu/C6lvEgKuzomI1xIu9ajf/jx2gv7plq2BFCct++hRzK6kRUKLqQdeGtM/tZOOcgh4600ZGuIqK51CcmqK8cxbYNahsHkb7gwOF2ujIVNCUzDBcSpEvm5DkQ3GetI2sdYkX0Cs6tidMUK2EoPuO2wYCl4fhBBKm/EAjme4qPUSfamRAjtHuz6FMHeXddI7OXRXFedzLJ/fs59/Of4+qqa+gr+hz2Bynzk7y7TUzNfy83AmugneNx0nZQa3nt3CEu2PIzYobKFVdeyXXXXUdZWdnLcPcJ+WvwwkaasIEm5NVJKCBfJRw7dox3Xv0utj72OOelVvP1NxxESxTYsG41xrRNrBP9fPNej5wX+A2u+2SclVecgTbWhzI+TGmDQ7GpjG31/0TC6mGp/T8YqoVsakDu78PureDx9atJlyJsHinHUCXlukeFaTNkmWwZFVw0rUhdPEemFEEQpEgztokqJN2FKE1Ri293wJPFHwBQnziJNm8Ob5yms6btMJ6vcHConm1jZSyvTpPQSzRWjpItxHA8FYmgpjyN9AU/2LWQ2zP76Mo9QmVsMWvnnMUlHz2BH/z7o5QPislGDijTPYQIrE7KDY+ZqQy2r5J3dKKaS218AokgXYyRdQzaK0YA2DnUEHxQp6N05jwWVyhcvXwzpZLJpo6ZxHWHhmSaOXMPYVsmY8NVHBpsYMI2KXoqA0WDPRlBQ1RgKkGaNqIGEcCcq1D0ghnX5YZPheGgC8mEo5F1A5PulniRtG2wfdygPiqpNFxmJLM0pNKUJ7NEY0U03UEzXCbGyuibaCD9j/9A47duIioL5K0II7kURVfH8RVGSyY5J/BYLNdd5lYNk4gUSecTjFsxqmM5okYpSBE7BhkrSn8hTkT1GChG6MyrKMDObIE9bGK5WEVJerTFItRGwPVhzA7OeVyT2J4g78LRvMsxBkmLQQreOK5fZIlyBglhcFTpBkCXJjmRZrW+gOVVDn1Fne3jDpWGjgJ0lvJYosQ0tZyYqpDUoT4iaUsUqTAtpK7hX30Wg1uHKKw/zJzyNH35BHszEeoiHindw/YFFYZDVHOJaQ4TtsnBiTgtcYsKs0REdSmPBqMTS67OpqE6FOCMlk5cT2XHUAMVZommZBpFSLonKjiWi9NdUNEVSGqShO5xJKvxdH4UHY0EEdqiJikDtqUtJJIutZtWr4VOtYNz4/O46M2V2CcvwL/3Gd525928MbmWrAO/tjdyVflqLmnvYOtg41Tq3phMY+8cV/nY8n0sXbeBmYkyZHWC737vZk4//fSX+c4T8lJz77338trXvpbn5ngEtlhhA03Iq41QQL6KkFLy4x//mPe97/3MoooPtS2mQo+gCp+5bR1sOthGbM7DNJZB2fBsmk7Yg3/xCdx6WRv/0ZXh2qZKmqtK2K9biVYZ5ciNuzgruZ2HOtq59oo7sMeT9B5qo6p2hEe3HceIFaHMsJlb2080YnGwv4kxK8poyWBXWsf2YJvTy/78PdTEj+ei2Il84Li9jOWSFB2Do5lyrus7ympjHlEVllVaVJoWRVenKlJkoBjjwb4oJ1W7nNTQS8QIIqi2ozOaT3Lz4Uqe8Q+zgHYs32P+pY0sOqmF6z95O2lrmLHCXnz5/MYiIRRiRgtJvZ46v5WrpyWYXznCkXQlS+t7EUKyf7ieJ4aCurGVtVnKjRKjVpQBy2R2amKqHnOgEOfJkQizkh6bRgW6EPQ4Oeq0OIvKBW2JIind5lguwagddMnWmC6Vpk11pMj0mkHi8Tyuq+G4OqWSQaYQZyifoDqWJ2ebDBVjHMkGXfRluovlKbTEi5iqiyeD7ltfChzdoP4zr2H80/cjSi4S8KVAEZKUYWOqLlHdfs6DMVqgaBukrRiuryKQ9OQTPDKo4fiShqhKmR7Uk+ZdyDrwlHuQY7n1nB67ivlJc8qmxpNBc82A5ZHxSqSVLKOil6wzgBAKrepxAHT7u4mpFTT6M9jrPILl9DM7cSGtfj11EZ3oZGTxmFWgLRqjPhKI0tqIZMIJBOmsZBAVjao+qpAczEZou3wusboYD31pG1WGRFeC9aZtyUnVLpavsG7QZbP3EEW7j2tqriauQXXEZXVTN2XJHEPjFdiuRm1ZGsNw8L3AEL83l+KpkTiP5QeZrdYwJyUmI/AwZLkkNJXzmgpkHJ09aYNbJu4jX+pEUWK8PvV2GqOwNW1RZ5ikHZc+MUanu5W21FL+5f1rURpSfPOr93FuIUW16fDQgMmptQ4nNXXxq6MzWDOth/FinMVtRzjW38jdndP459VPMO/uDCV3GMjxTx/6J/793/+dWCz2Mt1pQv6aDA8PU1tby3N1kC633norb3rTm17hlYWEvDhCAfkqZHBwkPe///3cf8+vODd1EmdUtrOoZoh4xML1VB7onMFVqx4j1TiMoruYiwq4HYKZn1/O+2rnoCuS4VNmcOJ5bfzy5p3U7R1HF5KPf+i7jO9op3xBB4WuOnZuWULPRDlPjaR415I9/KZjJvMrR6ivHGPdoTk8NqRT8iWLygXbxjweKHyXN5W9m0+s3MWde4Kxcue1HcX1VAq2yVODdaR0j6yrkncVVtUNc9KKLXz4jvN4sthPWgziSYeR4h7KIzNZa6wiroEyWWu+rZjhDR8/nuxoiUe+cYBDyh7SpU5UxUBXE1jOGK6fZ4V5GQYaj5VuIWW28f25i8k6QWdvxjboLZikHUF33sdQBHNS0BIPDLmr48Hc5HQxTtHVuflwgtPqoDFq0ZWPktA9bE9BVwIrnPGSRldeIetKMo7LgEijSAVTGixOJDmxusATQzEKHjRPfv63xG2SukPB1diTMdEVqDB8JhyFuCZZXJGhKTXOwdFaRkqBr2BtStL42bVErr8DqyAYtqJ05aMUXYEQQSQ2ogbdvDWxPLriMVKMk9DtQBAVY9ieyoBlYHmBFU3WkVSbgpGS5EH7YVy/SKO+iHbZRFJTKfmSrOdgSYetzq9w3FFmJs4n5ZdRFEVG6WHMOoCuJlmkrkFHpUft4VhuPQDtiXNYKKYz5BY5rOymTNQT9xM0ijLmpjQKQeCFbDB0hsUVQap7y6jHwnKNcsPDWdTE/DfMZP/1T/PwoSwVms55TRbTElk8X2GwEEcRcnIspUFzzKK7ECFjKyR0yaq6QerKx7Fsg0OjtTwxlGRntsD8RIzXt/Xz+EAd3xzdii4irFQXMicVzKoethQ6ch5vnF6grXyUvSN1/KrXBKDcCKKkVUZg96QpwajBDx+5kfbEOcxoncal719KdlBSf+92ZNFh61iCbWmLd7Y73NoZ420zsuQcg4Rus2W0nNESfGzVVj614XieKu7DVzcRm9bED378Q0444YSX58YS8rLxnKG4ADw6OztpbW19hVcVEvLiCAXkq5if//znvOfqq4kXU1xSdSq1RpLVzceoqx7h5s0riGseH3zHLWjLYsjDoww8voi7ti7n4IROXdSnv7GSs65dSMf2EVp/s5nTFz+NEbf4ws/P57jKCWZWDdE2swMtZpHpr6GjZxof3V5GgxZnQXlgS1Pwghm/p9SOUhYpMlaMs2LeXmzL5C0PzOPJ4g84Jfp2dsiNJLV6+nNPcHn5tayus8i7Kh85+j3G3tvE40+u4PI928mVjjArfj4nGs0sqQhm/RY8BU8KRixBxtS44LMncviXnWz/dQ89To5RdZiMHCBtdeJ6aeLmdGarJ7EqVUldxONQNpjYkjICMfXkcJLyySYgVQR1c4dyNgJBY1Tn7MYJamM5UtECqUQOw7CxbYNjg/UcSFcyOmnvY3lg+4E59B6OcCy3nguT72ZtvUt1xGLCNqiP5Rm2omwYjDFccjEUhXJdIaGBK2HICuZjA9RFBPPKbFZPP0ImH2fvaC1pWyei+tSVO8Q+cQHR/7idrtE4x3JRxuxg/SMW9JSKnF4TocZ0cHxBUg9KGVQh6chFOZoTU2I860DR8/Fl8O9j7gS77XWYWjl12mym+w00RAxyrs9hb5R91oNTjSHz4q+j3E+x3VuPqaaIq9WUy1o0qbHLugffD+xy1sSupjlq8GDpGQZyTwGBoKzyamg3kxwpZXm6+CPmxi+i19vLGv1Murw0h/2tlGmNnBNdgF8b57WfWsbID7dz9S+vY23snVw9MxjjVxMtUF82zjN9zWwbi9IS92iIWhzOxhgtCfblSpSpOi1xBdeHnqI/eY4VpsV8jqsaw1A9jk2UYfsKxuTs76yjcTir8/PCM1TIBr4428CTCk8OVeBIqDE9oqqP7StT4zjnlWV5oC/FUMml5jVRLnzjieQe6kR/cj8P9CZ42HmGtcYy5pZ5rBt0ee+sIjlHZ6AYoSkW+GC6vuCDR45Q5RU57O7k45/8JB/96EcxDOPlvq2EvAw8VwepAB6+74cG8CGvOkIB+SpnfHycD3/4w/zkhz/h/W3tbOs5lbe325zQepTdPa0sm3GY5jO2MvD4IlxHo+XCbTx982v45p42NAH/75y9HFl5Ca4Zw79jE6dMf4SNTy8nqjl0TJSxuGaATQONVJk2zckMg/kEBU9jbuUw2VKUjQM1lOk+QkhsX+G1sw5QXRPUGR7unE5ftoyiq1FhWsysHSCRyFG0ohweaGCwECehO6SMEicet51DB2ZyeKyGmZXDRM0SeStCf7acDYPlZGwoepKs61E9J8XFH13O+i89Q9fBcXK+g48kJ4pEpUlMGEQUlc1yC+lSJ6ZWxoWRc1jTUMD2VLaPm4zbkgojaNgAWF6VQwjJ4Yk4PoKWeNAtPFoyGLI0bB8MBabHbSYcle3jCkN2MIpxfvkECxp7KKvIIIRPPptgeLwCVfHRNRfH1RjJpegvxEnbOqqQGKo/ORdbENdcfCmwfQXHFzTFC8Q1h33pcnxAFxI1ojL982cx8Zn7oOSyczzBmB3Y73gy8FmcFrMxFZ8JR6PkKwwUVSacoDklqgokQaezIyFte3hSkvMd+tR+6r16Go0oyuSHWF+pyFb/IYqlbiTP3SJUJYHn5wBoSKxkujeLzfY9uF4agJr48axUltPlpdlWuA2AqNFEQq9nOL+VythiZrCILYWfABA3p2M5I5h6JSepr6HOMJid8vlhcT/f+Mo/ENt/iD0/HWVZfS+2q/FoXxNbxwTnNQUG71XxLAXbZMdIDaO2hgIcywtyrs8xd4KoNCgIi5iMUKsHHa4Ly597f4csk8MTKmnHp9oMxOZDpX14uFyWXETeDVLlT3l76clt4PVl7+Eh53EkPqdrq3h9aw5T9ciIOPrrjkNvLmP/zXv49KNfQiL5RPN7WF4zSnPFKOVlGUolE8fR6R+v5NGBOvZPwE8z3+SSyteyMfsQjXPauOW2H7NgwYK/1i0j5G+Ab3zjG7zvfe8niECGBuIhr05CAfl3wvr163n7FW8nknU5ms9w5JKlqJrHz7cdz5q2w8xavYWf334xl111G4WOeorjKax8lERVho7DMxg47hTEKe3Ms28hdl8nN288lVuHRygJixV6K8/YvTiixNfnJvB8BU31aKkZAqBruJbhQpyrDvyKz7Zcyo4xjUHb5tJpknKjhO2r1EQL9BfiHMlG+cbIeu5eOj9oHHB1pBSsWLKDXLqMzv4GDo1XkXY0egoa/qSf4MTkKMOoJvEk1J7RQtMZzTz6uc2MjTmUfEnR80j7JRKTHdo9YoSCyKKg4FBCRafSryYmIyQUg5L0aDRNYlogrFriHhWGQ1wPporkHZ3+YoS0o5DUAs9FIaA9mWdm5TDJWAHfVxjNpuieKKe3ECWlu0RUj7StA8EYwZpokTKziDk5/s/UHUzdwTBsVM0jkcriuSqlYjSwXXJ1MtkEBTtImfZky7A0k/rPvIbBT/4azbEZsEx68iqqEnwExbVggk2NaZN1NHoKOn3FQPRqArKuxJdQaQYCMW1LCp7PmFckq+SpkeVkyLOr9ACul8bQanD97FRE8VkUJYKmJHHcERoTq8i4veSso8/bpilxKj4eOXeYqFpOi5wNwBF2YCoJTBKkZAUzlCoetO7Bly62O8zc+EVcUNbE1cdvY+iCcxARyQl912P1VnNk7yx2DzTxYF+cloSkyvCCWe0FPTguwyfrKnTnJboiOFjKUCXi1Joah4t5dFRMoaIrCpbvMSdhsKyqwIN9UTKOy+tbXCrMEltGy5iwBcdVFkkZNk+PlPFQepS0MkpKVjAhxrk0NZthKzivroSGuWUsuXI+o715NnxrN8Wcg6kI3jtvgJ5sGWctfYau7ml0ZSqJag5DxRgXLH+at9+1il8XfsT8SCsHSge4/itf5v3vfz+q+rtTSkL+3ti6detkaYLguuu+xL/8y7+80ksKCXnRhALy74h8Ps8nPvEJ/ufrN1CpzOYfqk/j469dx6+fWImpepz/+l9QGiknttZBuC6yP83Be05haLyCGc3deLMq2Trz7Qx35dn3o/3MIM+ApTFsCZZXWaxuP0ShGGFj13SeGtF4S/sog4U4sytHaKodorJhiFIuRi6TJJ7KcfjodEquzi+6GnD8wFTaUCVxTdKWyHNC61FqpvWjJ4r4JYOeQ9O5a/88TEVyJKeS1KDC9IlMWgSpk1FOf/Jx01sWoZRH2frVbQznJXlX4kmJ5ftM+CUG1H4y/gCKUCgXTVR6lZSEjS986mQZtvRJqDq6EFN1bXEtGAdYpntEVY+Rkk5C94hrLkVXo+ApuL4grvmk9MByJaq5GIqH5WnkHB1D8ektRrA9QXuyQMoocTBTxnBJY3aqQEMsjycF41aUI7kYXXlBb9Fmv3KIk9X51EcFlUbgmyiEpOiq6BGFmV88ky0f+Q1qyUUIsDyB7QsqDY+E7pFzVFwpGC0p9BR8XAnVhkLOlaQdlzJdo9wQ5B3oLVl4+Iwq43TaTz9vnnnMbEEVJlnr0POur6bEqSRlJfvz9zzv50JoRPQ6FKGjKiaGEiUpaknIMlJ+nArVRAhBazwY+zdiqdw/ETRfpaJzaFTmkpAJnrF+ziXJt3H65TOoPb6O4jc3UiUyKEIyWIhjKB43HNGYUPLUyTIqdJ3pCUGV6dKV15hwwPHh9vQNRI0mrqy4iJQu6S8+2xEf+GyeVpcG4I07b0EgmJ5Yyz9UtJN2BP8zcAPz4q/jLbW11Jg2BU+lTHd4dChOe9Jj45BkQGbYUbidi8rfw+KL21hybitH7zlC9vFunhp2WVapsWnM5p5rHuA/77qQ+qjNbwYjTDguH140yJlPPXv+fCIiyilrTuI73/kOM2bM+GvdGkL+xnAcZ6o8YcOGDaxevfoVXlFIyIsnFJB/hzz55JNcddVV9B4Z5m01Z3B2vYbtqSSMEiecsI3+zmbaT9uMcmIj6R8FVhIPb15OhVnE1iNMrD2JyKxqrv/6N+nfY3K8Movzm4pEVJfHhlJUmZKZyQJFT+WBPoP7i3fxndnnsWkkznGVRZY1diOlQFM97jwwB11ICp7CiupgjnV1pMS0RJZjE2V0FUw8GUTRJhxBlSlRCOY5Z91g0smYPTnVRAsialIGQtQ0Be0fOIF0V47N39uP5YHjSyRBdC3n25SEQwUxyvQgmpl1XeojOqO2R85zqNZNbN/HkxJXBs8VCJpjOiuqLCpMi5jmknd18o4+OS85EIxFN4gyRjQXy9XIu9rkGDvJaMnAmqytG7I08m4Q4VSA7oJK2oZx26WHceJ+lKQwqY/oNMclupA4UuD4AtcPLIKKqsol3zyNe67dQIPqYigS1xe4EoqewJ5sSDFUGCsF6X5dCKJakOJ2/OC8Wb5PxnXJyRJj6hhjfjcZ6ygSn7jRRFQtp+CNviCqCGDqdTjuOFGjEV2JYrnp5wlPTU1RHz2OGr8BUxoYaHj4FITFTL2CbjtPhRJhdkpDFdBbCOxsxgu7ubLqWoZLHpnj9vLud1/NbZ/czPS8T5Xp057MU26UuH5fgqwo0KZVUKYLUkZQk+hKQZkeRCSP5Ay68j4Fz6fG1EjbHr1+htlGJbNTkqZoMGv7kcEIO5xe3ljVgKrAkazCvkKWomIR96PMjCaIT15vA0XJz7I/wvNzzEyczzzRzAWLDfKXtCEUj0M3DfLzzsdZrS2l0oDPX3YfDzy6irfs+SnLIpdyTavOrcc0nvJ+TaHUBUjOqm7kiewoX7/h61x55ZVh/dv/QZ59z3O5HPF4/BVeTUjIiycUkH+nlEolPv/5z/PlL17Hm6dN4wvneRzbs5DHe1r4wIdvwuqoQY2UMBY6/OMH3sbspM0lyzdRNm2ID958KStOr6b20nls2nSIkZ8OM5Rx2OA+wir1dE6qFiQ1D0PxGbV1No/C5dNz9ORj/LS/yMnlSealLBriOR4dqCaqSZZWpimPFDBUl00DjdzVZ2MKjRkxkxkJjzFbRVckhgJpW3Aw6xJXVeaXQd4NRgIak3XnUgbTTjwJImWy/P+dwOEHu9j/YDeOD56UlHyJ7fvoQpDUVDQlEFV51wuiYTGVjBOI0oGiR84Pmk486ZMTRSLSpMWMk9KhLiKpiwZTXTQh0ZSgfjHvBrWGaVujt6AwUgoaYiKqoMKAckOiCsmEozBees4Sx/MDoef4YPuSiCoQMGnl81yaPusIHD9IlWKqnP3103jkHzcQdV00AWlHkLHB8oLtY1pQ01lwg/0G+ww+pGw/OPaS9HGkh4uPI1x6lQ5GrUMoQkNTozhenpIz+EevLVOvI6pVYvt5pPSQ0sf2xhFoSGmjqknmmmtYZNRgKoHB+Kjj0Bw1WFTuUJqcEe74gnFboeAG88grpic57V+O44kb9jC6Z5TZKY9Kw+FoLkJvITAcb4n7DFnBHxc1JrQmbJKaS1x3sD2VXekEByd8mmIKvQWfw34wF3uxXseKagdfwsGszrZslgWxJBc2jxHRXPaNV/CbIZUd8gAxmWKZ0cRhK0uf2jU10/2a2ms5vqpI5OQ29LVtbHxoB9xX5NiEy/JKQUr3uPriX/Ifd17MtjGf5pjKoZzNVp6i4AxTcgaoNRdTdPey5oJzuOGGG2hsbHyJf/NDXi0EjTQyNBAPedUSCsi/c3bs2MFVV11Fz54OzqtcwZFiC8vK4hxfleO8M3/DRG8N4+Pl9I5XTU32WHP9Pvzf9LFv5yrWLz6J9qZGNv7wAFpHmp/ltvDPdUuojxUZsyL0FHVaYjauFJzefpCjAw08MVxFjemQm5yOsrxmhMbyMZKpLEJIRsYquf/oDNaNFChXIjSYGiU/EFAJPYhGRtRAKE6LBZ3TwyWNvBvMWDaVQEACGIokOi3B3HcvZf8tB+jdNsJYSTLhOUQVjTI9aIwoej4+YCoCa1JYlulBJ3XO8xAIFCCqKhhqMLsZgkkpMU2SsQU9eZ+876ILBVv6lKSHKVQMoaAJhbiqUG4Gx1F0A89DKUFVgv05vkQRAn/yV86ZfJGoGqTlAZJ6IBg9GZh3a0oQfZWmytrrV/HLDz1GqeAFsyukRBNi6jEEgvHZ/ULwurYMRvJZvkdBlLCFTUmUyMhBil4GTTExlTgFL022+Py09e9DIDD0GgA8vwT4+H7pBZ6cmlqG52dpiJ/EmeZ82hIelq8QUXx0EdggZRwNH6ioMWl5zzKe+dUx7nnoSU7QplMdgYNZl4fzP2BW/DzeVlvNqK3xvfGnKHkZLGeE5thKVmgzSOowVgqOuz0F1YbL4azOnlyRZjNKdYSpMoqCF3Td+0CFqtPppbGERZe9lTPM89gitzPdn0O3ehQdg6ViFj1ejpOn1zHrTbMQKRvnnh60nlHyrsKorTGvLE9TYoIb9zfgSyj6Ho70kcAT9i8p2cN4riRu6Nz4g+9y2WWXhVHH/+MUi0UcxyGVSr3SSwkJ+bMIBeT/AVzX5Vvf+haf+9znMPUIb337FRx//PHhB1hIyF+Zrq4ubrvtNrZs3szb3v52vvjFL1JVVfVKLyskJCTkLyYUkP+HKBQKfPOb3+Tzn/08CdukWj2B65YmmN12jO88eSJnN/dwNF3FN7ss7jx/P929Tdx/rIUqw8VLRmm+ZDZ6Q5L0fQdw9g6iCsnm0QibrH4uqqinOx9ECNOOS1LTGHccFpTpxDSJKXxUARlX4WBGsrbBwfYF28cN+i2H02sFDw/5TI8ZTIv5ZB2FIQsKrqTSFFheEJnTlMC7UBBE9nQBphpcwjUrm2h6TSt7vr4DezSPJoJmm6KnkLbhUaubIfcwc8RyWo1EYOMrgiihK4MGHF+Ch6Tk+1P1kMDUY00IHOlTkC4l4eAKh4gfoUaNkvVcutRu0l4vrpdDVWJUaI1omBTIkHeHkdInoddRKRtI+gl0VCQSdzIGqaMSVzUiQkERQZTSQ5KI6Vz6tVP51Ycew7E8BJOpbYJOYG8ywlnyg0ijLX1sXApKkQkxyrjbR846AgSd1IowUYSOIjRcP4/n5/8kKxFFiSD90pS1T1viLDomjcMBZiTOJu7H8YXPAEcYLx4iFZlBmVKPgoKKTkdhI/WxpSjoaLrgqn86l9KEyyM37GN6xCRpQJnuM24r9BUCv8oeP4slimTFGCPWQSoj7axUFwGw0d3CSH47TYlTWMwcEpqC48vgC4mOQBFQFw3S5f2WQ1LV2CWPcWFyOrURh11pnYfsLWTtPkrOEJeUXc0D1gNMm9bIx955BV7U4Jc37WD9wft4Q/IsxkqSplhQarEu/31mx8+nUVbxm8IP+a9ZV/CBAz/AdUvowufKd17Dxz72MZqbm1+C3+KQkJCQvw1CAfl/kFwuxze+8Q0+9alPEfVSvKXuJP7zY79mYlcrb/jRGm5Ys5ffHJrL2vm7aTxuP9vWnULRMdg+XEvLyZUo5yxm+GiW+27eTTTtYyiwqDyoIdyX0dhVzDDLKKMpBiU/SAHXmi62r9ASz/PQQGqq4SWmCXQlSC8eV2lTZZboysfoyKlYXpCCjWtQH5XoSiDwip5gwhY4MhCQz6IpMPPiGdStqGfz9Vvx0yUSenB5FyfT36oI1jRiQdb1KPmTwk1RMBWBQOBMiknH9/GQONKjKGyKwsIRNh4ODkEzRoQEVV4lVWqEku/TLYYY8A9ScEaQ+ChCw1BTOF4Oy+nH0GqYZa6myi9DEwo+Ek8+22Ue1AaaQsVQFBSCukkpJWUJg9d/6zR+9d4NFIsejh9YEAMUvKAJyJGSCb9EQVjYwsYWRbqtrTjeKEw2CP2lJCIziKoVjBb34fsFVkffwcx4hNGSzxa5B4A45ejSYJgu0qVOEkYDSaWWEecwUa2c6XIBs4wykhHBivcuQo9qHPjGNnB9JhzBsAUdpWAi0IQywZDsIKFUUes3kiCCjkJdRGe05LJXHMWlRK3fRDVJklrQoJP3fI7JEeJ+jAYtjq4IHvO2MddfQFSo3J//DgDJyCyEUGhU5uKIEtfWNXMkpxONKMy/eDoVpzSz+8FuDt7bSbrg8Ji3kQuiZwDQVbTYWLyZpsSppJ1u8qVOQFKrzmDUO8o73vkOPv7xj4cTRkJCQv4uCQXk/2EmJib47//+b778xetoU2Nc1TKXt57ZzSMbT+E1565n6MB0ugYamDm9k12HZnPD/hrW1HkoUY2J02Yx/9Qmuh/o5MM/+jiLjMu4oLoC2w/sZWrMoC24M68yVpJ0uRMoUqFWjTE3pdKetEjb+mRdok9vIXg8LxVMjBmxItzfp3B8pcqmUZfGqM6CsiBOl7ZVcq5gsCgxVUGNGXRl6wI0RTLt9XNJzq5g8IZNqIUSeVfFkwJd8ScNuwU+QZdzYIXzbONJUL8Iwb+Djm54VqN6Emzfp+B7uNLHwmFMHcOhRFTGGZRHyBQPvqAWEKA6vpS8M4yppmgTSygjTrfSiy5Nav0gpVkQJXSpUaVGprrCNSGIqAplCZ2Lbwi6sB3LCyKlMhDBQeRUUpAOg+owvfZ2bDeD7+cRiokiIihC/72+jn8uqegcJooHXtRzquNLiYkKIiTIiTEuf+dymptn8JXP/4Sx7CDV+kymedPwkUSFTkRRUYVASokqgiiiKyHrORxSDhIlRbVXhYFGVNGmJvoM+Tn2+09yYeQcSr5kp99FVMaI+hGeLv5oaj0CQX3iZOb487igQeG2/gJH2cXJJyznkreupDjisfn7B/jRwW9QHpnNYpYTFSoP2/cw21jNrvydAKyOvoP6iM0d4z9AAG97+9v4t3/7t9CWJyQk5O+aUECGkE6n+epXv8oXvvAFfA++teREBtLHMT1e4MzjnmF8pJLKmlEe3bGEISvKE0Mmdxfu4cT5Z/AP71iDqij03HWI9IFxegvQUyowoeSnunCzbiAALM9n0C2QEAbtCYNZSYfmeJ7xUoS47qAKSUR1ydgmadtg53ggKmsjQZp5ZjIQP97k1BZPgisFaVslYwsyTtB8U27CgnfMJ1oXZ89/P8N4xkNKKDMkZbqPoQTNDZanTHZRB+IkokpsT5BzA3EGgW9g3vXJey6qUFCFCLq8pYcnfdxJm5oJZZwRt+MF3onPYup1xPU6TCVBuaxDQ8PFReKjohH3YySEiQLEVY0RN/BpLFMixFUVxVR4y41ncPs1v6ECH0VA3oGeokOPCCb/WCJPxh+g5E1MRsMCFCWGQJmaIPNKoWtVOO4oQgje8553sWjhUv7145+hVNBxvDwChZheTb0ym6iMIlAoiRKOsMmTptpvREVlVBmi0q9GlzoJYWIKhUOil1H/GOOF3VTEFvLWstV05nzakwqNUYft4zoFV041Gf2q+DNsZ4jjY29GkQqHxQ6M1BAffecnaZpTwd23PM3GR7dQ5TVSVArUedU84z9CvtQ5dRxvLL+WY9YosehWNqYPsfi447n11h8xe/bsV/Q8h4SEhLwchAIyZIqxsTG+8pWv8OXrrmdpvIqPLm5gYGgF58zfzS93L6bgKSyvGWLMijG7ZoA3bIow5O/j/edfzaKL2+jeN8pXvvtZRoYyuH6B99a9izJD51ejY+wo3E55dB4AK9XVxFSFo06GbYVbaU+cxzmJVmojwbQXgHFbcCTrsqRCxVQkKd0jZThoQrJ9PM5QMahffDYN3hKXlE3Of3Z8hWFbY/bVC4lWmuz87+1oJQdVPJf2VYXER6ArweU/XlIoPeuV6AWi99lu5mc7mMfJMaGkscjj4SBQkPh40sGTDq4sUbAHEUJFUyJYziBSulPnN6I3kDDqKBdNmDJCVowx3WsDYEAdptwrp1aNMe6VSCtZplFFjanh+JDXJFd/90we+ccN6LbH0Zxk0ClSEg4OLr7wUWRwdGlllN7iFjwv85Kkrf9SVCWBEAqeXwA83v3u93DC0uV88lNfpndg39R2ihLD1CqmzpuixPD9AhCkmueJkygqFuNiiApZS688QJlST19px++1HooaTczUV+JgkxaDjBT3MytyBmcmGxgrwWPOPgpyHIs+vvjWj1J7egOPPPIbbrnlNqyCiSI0EkYdmVI3jjvK++uv5c7cM3yodjGnzX2SDzzqsS23m9kLFnH77bcwf/78l+uUhoSEhLzihAIy5AUMDw9z/fXX85WvfJU2o5mO0jDX1LyDuqjPg0NFPj6/wJrz11EcruBnvzmNd+77Pm31qzj74vmsOeN0fvmrX3LHHXdgWRaKKOOamrcBgeArNyRHsoKdTj/TZDV7lf0slPOYmwrmGA9a0J6UmIqP5Sm0JorEVJcJx2DM1jmSVekvuqT9En1qLzGZJOknKAkbFZW4NDFF0IiSMFRWvnchySqT3V/fjl9w8SYFoqoEvpIKkNB9TCUwO0/bgpwTzIt2fJhwXBzpU5QuOVFkVBmg4I9j+zlsN4vER0oPX1p/ND0shIaULkJoGFoVrpfH83MoSoyzo2/BBzK+xZg6TqtfT0xViWsKZTpUmJJYTGHhdWdwxVvexyx/DbOMctRJAe3KyYYRKYmrKqoIfB+7vDQ94hDpUieOO/pyXDrPQxEGpl6DqgQNO6pQecuV57Jg0Qw+8YlPMjLyx9cU0RuI6lXoIkod00n4MZ4s/gAITMvnRc5mn7Vuag73/7oeJYLvWyhKhEWRi5ihVzDv1EZmX9pMT28XN930PTo6OgEwtBpsd5hHTn4tv+icxtsW7uM3ne3Uxfu5fPsvMIRC68yZ3HXXnSxatOgvOU0hISEhr0pCARnyBxkYGOC6667ja1/7b6SULIhcyB7rPj7YcC13ZLfzqaa5HMlFcH34av8N1MSP59TpzSy7fCnTpk3j9ttv5+mN3ViuxSXx82iMSRxfsDNtM0qO1WWV3JXdw3JlHiuqJKXJ6KOUUPACj8akHkxm6corHC4UGVbGOFp6glXGRZhC4YjoJ+WnSBDBkR66UEmqOq4f+D5GdJUz37eIRE2Ujf+xHVlwJoVX0MWsToYk1clCR18+N+M45wQNKnnPpShdCsIiq2QZ8Y5SdMew3dHnRRj/HBKRGSwTp9Ot9tBjbcVxR1kdfQet0Qg1EdCVIK3+c3c3/3XjB/jnd36TI8MPEdEbMLQUBXvw9wqo+sRJpKgh7scZU0boyj+MlP6UqHO8LK438Ret/cWgKArXXnsNCxcu5BOf+BQjIyO/dztTr6PkDFIdX8pYYS9xs5WC3f+C9HtN/HhMkZgy+YZgBGOh1MXMxPkk/SQz9QoqTcGwJelwx2nXK/CkpDaikG+Ns+LN04nENb73ve/RuUthqLCTy1JvJaYGhuX/MfgAMa0Kiccq9Th2W1vp87bT2DKPO+76Eccdd9xf9ZyFhISE/C0TCsiQ/5Xe3l6++MUv8p1vfpuV5Q1MU07jH6a73NlRyweO28/xDz+BQMPzc2hqAtdLs2LFCq644gpUVeP+u7ZTt8ukZdKeJ+9CV95DFYJubwJNqrSbSQqez7hrI5HkRBFbOFT5ZVTpBoe9UcbFEDV+AyoqQ0ofPj4qOll/iDKlnpRfQV7JYcoIaTFElBQeDlL1eOs1a2meXsuPvrgRbwRiQkcR4rdS2gJVCHRFoAuBO9nE4k82zjjSx5Y+Hj5jSoa8SDPhDeD4RWwv+6IjfJpaTsJoQFdiVIhGBryDpNR6ljKX5pgaTJTxAjPyh+ztpL1t3Hrrj7j88ivw3RRS+jje+P8qYOPmdGaqJ07VDma8Xiw3jaIEYxhtdwJfWki/hKLE0dUkiqKT0OpQhU5/7ok/55J5/rFqGh/60Adpbp7Gpz71WcbGxhBCI2o0YtkDxM1Wis7glKCdljiNgeI2PC9LMjqbgj1IXXQRtixQ8nOYSoLh/NYXvM4JsX9AkypPFX9IRG9AUXSWKGcwNxZnSaVNXHP5oWpz5mXttLfP4Kc//TnGY80khWR2KjiP/zW0k1HrEG+veCNpW/Kw8wSWM0Te6eacc87h05/+NCtWrPiLz0lISEjIq51QQIb8yXR1dfH5z3+em797MxViOudUrGR1jcFg0aTKdPhQx4MU7R6iWjVFdxBFUVizZg2XX345mXSBW2/5Bdu2b8XUKolrNVQxjaSfYGE8yZPFfsr9FBNKjpIIUsGmjAAQlRHyooDExxElIjLOqOgl747i+gVUxUSgEteqiJLCpoiPh4o+tfaIiPK6t61k/nHN3PClX5Hr84jKKKbU0VGJKhr6ZINMUXpoCIzJLmDL8wJvSOniI3GES0nYlIRFgQk8HHLu8PNE0P9GRG+g3Gylzm/FlAYAKgpRoRNXNTKuzRH1EFFSHMnfz/LKy/nXm17H5ZdfQbFYfInf2d+PEBoxY9rzGnJeLJFIhI9+9MPE43E++9kvkM1m//Tn6g2s0M7Fwnle9/QfRgVcFpuns9d5hg80nsW+8RrWWbfxmaVXYZ7VTsuyap5+8Ch33nsfx0aeCsoKEL+nVlQS1xsoOP2sOfN0PvOZz7By5coXc+ghISEhf9eEAjLkRdPR0cHnPvc5fvj9H9KgTiOtqLyv5mwsT+MHmccYK+wEJBBY+RiGwQUXXMBb3vIW9u8/wG233cHOnbtoSKzkdfGl/Dy/nSRVdNvPUGvMI+sPkVRqAfBwUFDwcCn440SUYOyXQQyXEkPWXhx3lIjegKZGyVlHgaBGri66ZKrRxcdDQeWiy05l1VkL+MlXH2Vsb5FyxcRQnhslGFEEyqQdTESF4ZJHznPICQsFgSIVskqOtBjEkw6WPzGVYhXCQFfL/tdZ0s9SGVtMtdJKnVeNKhQGxRgKCj4+lsjj43Ns0qS7PNXK93/4lZdVQMJztZt/DhUV5XziEx8jny/whS9ch2VZCKH8QcNyVUng+TkaEiuZ6c1hn7KNkfz2P7j/6tgyRgpbqNXmMuZ34f6eLvPrTng/A6uSnLLyeAaeHuQ7d6xjZ9e9U6lygONib2JMGaGnsAnPn0BVInh+ntWrV/OZz3yG00477c86/pCQkJC/Z0IBGfJn093dzfe///2ghqyjkzZ9MedUz+esOpVLt9+OxAOeEwvRaJT777+f7u5uurt7uP/ubYztEewr3IsvbVLROdjuBJbTP1XD51Cir7QDX7pTaeJEZAaVWisxmSItBsnY3TQZS6nxqhlSBzmSe+CPrnvt2rO46qq3c/ONd9O5qUSNV4UpgiYegUBXArseUwmEpKEEZudjtk/aLU3tJ2iqGWTCGyD3rIhE+b0+kL+NQGDq9SiKjpQeSb1xqptbFTqedACYwSJKwmZ/6WE0vTCVwv59AlLXqhAo2O7wH33tRGQG7cpyJpRxjuV/g8T9g4JOCA0hDMBHSvdFCcmWlmb+7d/+lV27dnPDDd/Gdf/wcxsSKyl642SK+1HVMhSh/4HjkJNfwWNVRPBkkcbGRs466yxWrVrF8ccfz2c+8xk2bdrEFW+8ipNWLeORDRv46U/vYmDgOWF/QeIaHnEeZL44hd3eIxSdbkCSSqV485vfzJVXXsny5cvDcZ8hISEhf4BQQIb8xfi+z4YNG7jpppu4/ZbbcaXH+ZWn86Q1zlhhF5PzVKa2v/rqq3n3u9/Nvn376Onp5eivCnz38S9SHz+Z/twTUx2wiciMqYji7xI1mohqVUh8is4orl8kZbZgeWmKdg9S+mhq6g+mlJcuXcJHPvIh7r33V/z63n3M8ZdRr0dxJ5dZ9FxsGYwz9H9r7R4+eaWILnXi0mRESTMhRkg73RRKx/4k2xxNTZEyp5Oz+/9XwTd1vNHo8wTksx3Fz/KHIntCKIBCeXQu08Q8yv0E2+VjJLQaHFlgNL8DoZgYagWetJEyiBoHkbgUitARQsFQU7h+AcvpD5pxlBhxownbm3hBxPX445fxoQ99kHvuuZc77vjpn3R8L0wjP18s/vb3SCRCZWUlp556KldffTVnnnnmlNDbvXs3N910EytXrmTzo7v40Z034g+XMeQd5llLeCGiSJnnt/+4OfHEE3nf+97HJZdcQiwW+5PWHBISEvJ/mVBAhrykpNNpbrvtNr5y/dfo6DiMxCBuNJEtHeH5ogCWLVvGv/7rvzIxMUE+n+fnP/8FJxyez4/Gtv1JzRsCQVl0Lppi/tFU57MoSoSY0UhMrSIpqpjbMIML/3kxXV0d/Nd/fR3L8pkRO5NGr44KzUBXBP7k+ENl0gjdkRJz8udjbom0kuOYv3MyjV34k6N0QijUxI5H4uPKEpY7juX0T0b8eIEl0O8KyGepiC1EFdofPX5FiVEemUlCqSImUxRFnjqvgZ3uejxpE9drcWVpSqwbWs2fNbVGCMFll13CJZdczA03fIstm7poVeZzoPQQhlpFyR2c3O65tLip101aGj0r9J9/jVRWVtLS0kI0GuXcc8/lvPPOY9myZc+LDEopGRkZ4fDhwwwNDXHfffdxzz33MDw8jD85qnJ2ZD4HrQM8W1bx7Dm9/PLL+ehHPxqaf4eEhIS8SEIBGfJXY+fOnXzve9/jOzfcSByFYTuPqdVOConnLjtN03jnO9/J6aefTj5X5N5f3kv34zGeGfn5lIj5bVNpeDa9qjE7ejaD8gjjhd1/0poSkRmU3AwAUnqsqLyIy993MsmaKI/8904K/QWGHZuCtKlSoiQ0FU0INCUYc6gI8PzAJzLv+gw5FkfU/Yxah/4ir0VFiZAy26hXZpMRw1MCWhEGCI14LMWPfvw/XPGWaykWA8/J302VK0oERUTw/cLU/wkEulbNUv0cZkeTDFoOm+RG2sVxxGQEDx8dlZiiMyrzdImDTPfn0qHsJSYqUFDoK+3A84vPi+YG61Km3p9YLMb7338ts9rn8fOvbOZXB27gtyN8k89CYFIVW8hIYSu/KxYjkQhz585l0aJFnHLKKaxatYp58+ahKAq/D9/36evr48iRI+Tzedra2mhra+PGG2/kzjvv5Omnn6ZUKj3vOUIITj31VD784Q9z3nnnoarqi3+zQkJCQkJCARny16dUKnHvvfdy88038+ADD+JLSWDh7T1vOyEEK1as4MILL2TWrNls3Pg4+x6yeHj/TVPb1MaXM5Tf/Gev5ZLUe9jpd3E49ysgmHBS8kb48Jv/H8ed28rWWw4hn+lDFdCdF1PyxvIkJV9OeUQWPZectBlRRxnzu8lYR/+sUYHPCrGU2cYl8TN40NpFSWbJ2YNYTj8Aa2PvpDc+wBdufBs3XLWOkWKWXfaDf0CwSqJGAw3qAnRfJaKUoQgVXeo8Xfzh1DaqEiei14L0cfwcjpelSp/JdLWalBbHIEZCLcPzI2hCMOo49CiDkxN4VHKMUue30sM+6loMPvCPb6e3t4+nn97Ehg0bKJVKXHjhhbzrXe/i05/+NJs3v/A9O/nkk1m2bBmrV69mxYoVtLS0/EGx+NtYlsWxY8fo6OhAVVWmT5/O0NAQ69at43/+538YHX3+eRFC0NzczHvf+17e8Y53UF1d/WLfppCQkJCQ3yEUkCEvKz09PfzgBz/gG9/4BoODg1Mpxt+ltbWV888/n9NOO43eI8Pc9avbObP/OD7X8d3/tUnlT0ERBtPip7BEzKExqjBQ9GlbVMWJ18wnfSDNwVsP4BZdLO+5GFnBDSa8FDyfrGczIQr0igPYfnGq+edZTL0Ozy89z+Q7FZ1DkzKfGr+ClKpzWA7gCx+HEoP2AQr2sT+43t9OYRcKEwihUxdfToVXzag8xnBp1+SWL/x1vv3229m9ezdf+9rXmJj4/TWhuq6j6zq2bU81vCSTSdRSPZovyDFOs1pFVPMZs11qF5XT09PDySefzJvf/GbuueceOjs7aWpq4uSTT+a1r30t7e3twYqkZHx8nHe96134vs9JJ53EW9/6Vurr6//k9+vZfXR0dNDX10d1dTWxWIxly5b93msoGo0C8IY3vIH3ve99HH/88WFDTEhISMhLSCggQ14RfN/n0UcfDRpvbr8d1/Xwfe8F2yUSCc4880zOOeccYrE4x57swNmc5Wt772eieIBUdA6aMFGF/nvNpX+X8ug80sV9tCfOod6rR0VBEwrlmk5SF6QqDJZeOY9EY5xjt+yja9c4nh+MP7Q8KPmSCdehJD1GlDS2KDJbtrDOug3Xm2B24kKOlZ5GERpFuxeAU6NXUq2bHPZG2ZW/k99uKnroofWsX7+e6667jkQiwRVXXMHixYvp7++ns7OTgYEBANra2jj77LP5xS9+wc6dO+ns7Jya5qIoCm1tbcyePZuVK1dy6aWX0tXVhaZpXHnllXR3d2OaJu95z3t4/etfT2trKzfddBOGYfDa176W6dOnTzWOSCkZHh7mySef5J3vfCeu69La2kosFkNVVRRFmUo1r1ixgmg0ypw5c5g3b95fRaCVSiW6u7s5duwYpVKJ2tpaDh48yMc//nE6Ozuft219fT0jIyOsXr2aq666ite97nVTQjIkJCQk5KUlFJAhrziZTIbbb7+dm266iS1btv5eISmEYMGCBZx11lmcfPLJHOvoof/xPr790HcpFPJT27UlXkNejlNDC3vyd011dJdH57GAEzm5IsbN6cfQhMkJYhlVhhrUNUrQBcR1iKrQcmoDjRfPYmTrIPvuPEyx4OFLSNuSCddjSE4wqgxSkOMU3TQAMa2K2f4iKrUICoH9T4czwZbCTyZX92zNn8/8+fPJ5/McOxZEHZubmzn33HO55ZZbyOVy1NbW0tbWRkNDA4qi8Oijj3LjjTfy5S9/mblz5zJjxgxaWlpoa2tj6dKlJBKJ33tuc7kcfX19zJgxA03TXtT74vv+C1LKUko6OjrYu3cvzc3NLFiw4EXv90953eHhYbq6uhgYGKCyspK6ujquuOIKnnrqqedtW19fj23bxONxrrzySt7+9rfT1tb2kq4nJCQkJOSFhAIy5G+K3bt38+Mf/5gHHniAnTt3IhD4v2NPE4/HWbt2LatWraK1tZXdW/azfuNGNm3eiO+p+NImbk6fGjFYEz+egjtKUq/nssQy+gqSmCb48dgNvL/+WlrjDo4fmIk7viDnKKiKpKzGZNqb5mPUxzn600N0bxoi58K47THiFXGFhyZVSsJmTBlhjTmblAF9BcmdmW/+1op9PvjB9/Pggw+yf/9+3vjGN3LrrbcipWTTpk2Mj49z3HHH0dDQAAQi7XejeYODgzz11FOcd9556LrOK0E6nWbHjh3Yts2SJUuora19yfb9bIq6p6eH3t5eFEWhubmZlpYWEokE+/fvZ968eQA0NjYyMjJCXV0da9eu5Y1vfCNnnnlm2BATEhIS8jISCsiQv1mGh4d56KGHWLduHffefTcj4+Mkk0my2SxSSu644w727dvHyMgICxYsIJlM8uSTW3j88Y0s7FnFT0ZvoiG2nOOYT5+fpV0vo9vOsyiRYGlFiadGTOaXeXgyEI4VpkvOUakwXMZtjayrkNJ9ypfVU3vRbMa683TedQg5lGN32ieiKiQ1we25XxJRy7G8NIVSFwBy0gz8qaee4uSTTwaCeryrrrqKtWvXvuh0r+M43Hfffa+IgLRtmwMHDnDs2DHa29uZNWvWSxJ1lFKSyWTo6+ujt7cXx3FobGxk2rRpVFVV0dnZybp161i/fj0PPfQQruuyZs0azjrrLNauXcusWbPCusaQkJCQV4hQQIa8KpBScujQIdavX899993HI488gq7rrF27lrVr19Lc3MwzzzzDwMAAS5YsIRaL0bVthI1bdnBaf5wjY4HQMFUo1yVCQHuiQNrRybsqcc1jYeUIv+pq5ISqCSxPI6HbVESK3NHRQDKh0XZBG42nNrJ3Yy8/+/mjzMk3sN8eZUfh9inBKIQ+9Rjg0KFDUx6DX/rSl/joRz/6Zx3/KyEgPc+jo6ODgwcPUlFRwcKFC0kmk3/RPqWUjI2N0d/fT19fH47jUFdXR1NTE5qmsWHDBtavX8+6devo6upi5cqVU4LxhBNOeMnT5SEhISEhfx6hgAx5VeK6Llu2bJmKUD355JM0NzezZs0a9u/fT09PD6tWreKcc84hokfJHhpHOzqAvX8Ye7SI5anURopURwscSFeS0h0681EUASndJW1r2L6gIysoeD5xTWFumU9lg0HFubOJzanmN7/eR+99o2zLHqbNn8ZT3iPs2v8AuVyOw4cPs2HDBu655x46Ojo4/vjj+cEPfsCCBQv+rON9OQWk7/t0dXVx6NAhNE1jwYIFf1G62rZthoaGpr6klNTX11NVVcXBgwd5+OGHWb9+PVu3bmXevHmsXbuWs846i9NOO+0P1naGhISEhLyyhAIy5O+CXC7Hxo0bpwTl3r17aW1tpaOjg+rqat7whjdw0UUXYVkWsViMuro63nn1P3NRZh6a42L5CqMlhbgmiaiSmOpxJKtjefCU1c9ivYGn3IOsUGfxoP0w/3L8xSy8aBpucw1b1u3kx3f/gJ7R59vwTJs2jfPPP59LL72UNWvW/EU1ei+HgHRdl+7ubg4dOoSqqsyePZtp06a96DSx7/uk02mGh4cZGhpifLL0oKamhpGRETZv3sxDDz3Exo0bKS8vn4ownnXWWVN1oCEhISEhf9uEAjLk75L+/v6pdPeDDz5INptF13V832fmzJksXryYN7zhDSiKQllZGdXV1VNfa5LXcladge0JfGDnuM/T8hmioozB0h4sp59/bX4PSb3AT7WDvObSVSxbtgzP8ygrKyOVStHa2kpjY+NLVqP31xSQxWKRjo4OOjs7iUajzJo1i6amphe19rGxMUZHRxkZGWF0dBRFURBCkE6nGRgYmBKN+Xye008/fUowzp8/P6xjDAkJCXkVEgrIkL97pJTs27ePdevWsWHDBrZt20Z3dzdSShoaGli6dCmNjY1UV1dzwQUXsHTp0ilfxD/Grl27WLx4MQCXXHIJ55xzzlRq3TRNLrzwQk499dSXJA3reR6HDh1i1qxZL3m3cV9fH93d3bS3t1NVVfWiBJ3ruhw9epS77rqLnp4eBgcHOXbsGIcOHWJiYoLW1lbmzp3L8uXLWbt2LSeeeCKGYbyk6w8JCQkJefkJBWTI/0lc16Wjo4N9+/axf//+533PZDK0trYyb9485s6dy8DAAPX19SxfvpzZs2dTX19PfX09mqYxMDDArbfeyp133sn+/fuRUpJOp5/3Wh/5yEf48pe//Moc6EtEPp/nwIED7Nu373nn6tChQyiKwuzZs5k7d+7UOZs3bx6zZ8/+k4R4SEhISMirj1BAhoT8FlJKBgcHnyeSnn76aQ4cOEA6nZ7qAnZdl1QqRUNDA77vc+jQoRfsS1VVPM/jgQce4Oyzz365D+VF8+wUmt8Vifv376erq4vy8nLmzZv3PJE4b948pk+fHnowhoSEhPwfIxSQISF/ItlsdioKt2vXLnbs2DHV8Q3BtBzPC6borF69esqbMpVKkUwmn/f49/3sLxVhUkry+TwTExNks9kXfP9jP8tkMhw+fJjx8XFaWlpeEE2cO3cutbW1Yb1iSEhISAgQCsiQkL8Yx3E4evQoBw4cYGxsjFwu9ycLuFwux7O/grFY7I8KTlVV/+j+fntf0Wj0j4rV3/1ZKpWira2NOXPmhNY5ISEhISH/K6GADAl5BfF9n3w+/weF4W8/dl33f41iplIpEolEaLgdEhISEvJXJRSQISEhISEhISEhLwrllV5ASEhISEhISEjIq4tQQIaEhISEhISEhLwoQgEZEhISEhISEhLyoggFZEhISEhISEhIyIsiFJAhISEhISEhISEvilBAhoSEhISEhISEvChCARkSEhISEhISEvKiCAVkSEhISEhISEjIi+L/A2bixXb8/CmRAAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_global()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here, we show the animation of the Surface Kinetic Energy in intervals of 5 days shifting the longitude by 5 degrees each step. \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from matplotlib.animation import FuncAnimation, PillowWriter\n", + "\n", + "def update_frame(i, plot_func, fig, len_idx):\n", + " # Clear the current figure to prepare for the next frame's plot.\n", + " plt.clf()\n", + " plot_func(i, fig, len_idx)\n", + "\n", + "\n", + "def create_gif(plot_func, idx, filename=\"my-animation.gif\", dpi=200, FPS=18, loop=0):\n", + " fig = plt.figure(figsize=(10, 20))\n", + " ani = FuncAnimation(\n", + " fig,\n", + " update_frame,\n", + " frames=idx,\n", + " fargs=(plot_func, fig, len(idx)),\n", + " repeat=bool(loop),\n", + " blit=False,\n", + " )\n", + "\n", + " writer = PillowWriter(fps=FPS, metadata=dict(artist=\"Me\"))\n", + " ani.save(filename, writer=writer)\n", + " plt.close(fig)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "tags": [ + "scroll-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Processing frame (1/71)\n", + "Processing frame (2/71)\n", + "Processing frame (3/71)\n", + "Processing frame (4/71)\n", + "Processing frame (5/71)\n", + "Processing frame (6/71)\n", + "Processing frame (7/71)\n", + "Processing frame (8/71)\n", + "Processing frame (9/71)\n", + "Processing frame (10/71)\n", + "Processing frame (11/71)\n", + "Processing frame (12/71)\n", + "Processing frame (13/71)\n", + "Processing frame (14/71)\n", + "Processing frame (15/71)\n", + "Processing frame (16/71)\n", + "Processing frame (17/71)\n", + "Processing frame (18/71)\n", + "Processing frame (19/71)\n", + "Processing frame (20/71)\n", + 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"![](../assets/Global.gif)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Regional plotter" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "default_rcParams({\"figure.subplot.hspace\": 0.05, \"font.size\": 30})\n", + "\n", + "\n", + "def plot_regions(i=0, lat=slice(15, 70), lon=slice(-100, 0), fig=None, len_idx=None):\n", + " if fig is None:\n", + " fig = plt.figure(figsize=(7, 13))\n", + " elif i != 1461: # Start index for all regions\n", + " i = i - 1461\n", + " print(f\"Processing frame ({i//5}/{len_idx-1})\")\n", + " time_idx = i\n", + " time_str = loreske.time.isel(time=time_idx).item().strftime(\"%Y-%m-%d\")\n", + "\n", + " ax1 = plt.subplot(\n", + " 211,\n", + " projection=ccrs.Orthographic(\n", + " central_latitude=(lat.start + lat.stop) / 2,\n", + " central_longitude=(lon.start + lon.stop) / 2,\n", + " ),\n", + " )\n", + " ax1.coastlines(resolution=\"110m\")\n", + " ax1.gridlines()\n", + " im = (\n", + " loreske.isel(time=time_idx)\n", + " .sel(xh=lon, yh=lat)\n", + " .plot(\n", + " ax=ax1,\n", + " transform=ccrs.PlateCarree(),\n", + " norm=mpl.colors.LogNorm(vmin=1e-3, vmax=1e0),\n", + " cmap=\"inferno\",\n", + " add_colorbar=False,\n", + " )\n", + " )\n", + " ax1.set_title(\"$1/4^o$\", fontsize=30)\n", + "\n", + " ax2 = plt.subplot(\n", + " 212,\n", + " projection=ccrs.Orthographic(\n", + " central_latitude=(lat.start + lat.stop) / 2,\n", + " central_longitude=(lon.start + lon.stop) / 2,\n", + " ),\n", + " )\n", + " # ax2.coastlines(resolution='110m')\n", + " ax2.gridlines()\n", + " im = (\n", + " ZBke.isel(time=time_idx)\n", + " .sel(xh=lon, yh=lat)\n", + " .plot(\n", + " ax=ax2,\n", + " transform=ccrs.PlateCarree(),\n", + " norm=mpl.colors.LogNorm(vmin=1e-3, vmax=1e0),\n", + " cmap=\"inferno\",\n", + " add_colorbar=False,\n", + " )\n", + " )\n", + " ax2.set_title(\"$1/4^o$, ZB2020\", fontsize=30)\n", + " cb = plt.colorbar(im, pad=0.02, ax=[ax1, ax2], extend=\"both\", aspect=50, shrink=0.9)\n", + " cb.set_label(label=\"Surface KE, $\\mathrm{m}^2/\\mathrm{s}^2$\", fontsize=30)\n", + " plt.suptitle(time_str)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plotting the Surface Kinetic Energy in the North Atlantic region." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_Atlantic = lambda idx, fig, len_idx: plot_regions(\n", + " i=idx, lat=slice(20, 60), lon=slice(-90, -40), fig=fig, len_idx=len_idx\n", + ")\n", + "plot_Atlantic(1461, None, None)\n", + "# plot_Atlantic(1826)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Saving the corresponding animation" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "tags": [ + "scroll-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Processing frame (1/71)\n", + "Processing frame (2/71)\n", + "Processing frame (3/71)\n", + "Processing frame (4/71)\n", + "Processing frame (5/71)\n", + "Processing frame (6/71)\n", + "Processing frame (7/71)\n", + "Processing frame (8/71)\n", + "Processing frame (9/71)\n", + "Processing frame (10/71)\n", + "Processing frame (11/71)\n", + "Processing frame (12/71)\n", + "Processing frame 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"%%time\n", + "create_gif(\n", + " plot_Atlantic,\n", + " range(1461, 1821, 5),\n", + " filename=\"./Atlantic.gif\",\n", + " dpi=200,\n", + " FPS=18,\n", + " loop=0,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Saved Gif: \n", + "\n", + "![](../assets/Atlantic.gif)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plotting the Surface Kinetic Energy in the Pacific region." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_Pacific = lambda idx, fig, len_idx: plot_regions(\n", + " i=idx, lat=slice(20, 60), lon=slice(-240, -190), fig=fig, len_idx=len_idx\n", + ")\n", + "plot_Pacific(-1, None, None)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Saving the corresponding animation" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "tags": [ + "scroll-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Processing frame (1/71)\n", + "Processing frame (2/71)\n", + "Processing frame (3/71)\n", + "Processing frame (4/71)\n", + "Processing frame (5/71)\n", + "Processing frame (6/71)\n", + "Processing frame (7/71)\n", + "Processing frame (8/71)\n", + "Processing frame (9/71)\n", + "Processing frame (10/71)\n", + "Processing frame (11/71)\n", + "Processing frame (12/71)\n", + "Processing frame (13/71)\n", + "Processing 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plot_Pacific,\n", + " range(1461, 1821, 5),\n", + " filename=\"./Pacific.gif\",\n", + " dpi=200,\n", + " FPS=18,\n", + " loop=0,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Saved Gif: \n", + "\n", + "![](../assets/Pacific.gif)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plotting the Surface Kinetic Energy in the Aghulas region" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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The codebase is inspired by Dr. Emily Newsom's work in https://agupubs.onlinelibrary.wiley.com/doi/full/10.1029/2023GL105673." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a0564b37-ff8d-4225-ae79-bf4827c911a8", + "metadata": { + "tags": [ + "remove-output" + ] + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import xarray as xr\n", + "import gsw as gs\n", + "from matplotlib import pyplot as plt\n", + "from xgcm import Grid\n", + "\n", + "xr.set_options(display_style=\"html\")\n", + "plt.rcParams[\"figure.figsize\"] = 5, 2.5" + ] + }, + { + "cell_type": "markdown", + "id": "3f5f720c-1c0f-499f-9e8d-7344235fd2a8", + "metadata": {}, + "source": [ + "## Load Data File" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "dc277c54-8863-40e7-b5d0-bf877da74176", + "metadata": {}, + "outputs": [], + "source": [ + "data_dir = \"./data/\"\n", + "file_t = \"thetao_ePBL_data_timemean_1978-2002.nc\"\n", + "file_s = \"so_ePBL_data_timemean_1978-2002.nc\"\n", + "file_n2 = \"N2_ePBL_data_timemean_1978-2002.nc\" # we load this only to use the z_i grid in a later step\n", + "basin_file = \"ocean_static_rm2.nc\"\n", + "dt = xr.open_dataset(data_dir + file_t)\n", + "ds = xr.open_dataset(data_dir + file_s)\n", + "dn2 = xr.open_dataset(data_dir + file_n2)\n", + "db = xr.open_dataset(data_dir + basin_file)" + ] + }, + { + "cell_type": "markdown", + "id": "d6171d53-879e-4a17-92d6-edafa2762599", + "metadata": {}, + "source": [ + "### Load temperature and salinity" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bc5062b5-2db0-4144-b092-fb0284ee1485", + "metadata": {}, + "outputs": [], + "source": [ + "temperature = dt[\"thetao\"].squeeze(\"time\")\n", + "salinity = ds[\"so\"].squeeze(\"time\")\n", + "basins = db[\"basin\"]" + ] + }, + { + "cell_type": "markdown", + "id": "4ab0bca3-3e08-4594-90cb-ee5c1a21c5ce", + "metadata": {}, + "source": [ + "## Calculate potential density relative to pressure: \n", + "\n", + "We calculate potential density relative to pressure $p$ from Absolute Salinty ($SA$) and Conservative Temperature ($CT$). The results are pretty insensitive to reference pressure. Here we use $p=0$ because it's slightly smoother than using $\\sigma_2$ (for $\\sigma_2$, use, $p=2000$, PD = gs.density.sigma2(SA,CT))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a523373d-764d-42c7-b5bd-39397a21abc4", + "metadata": {}, + "outputs": [], + "source": [ + "p = 0\n", + "SA = gs.SA_from_SP(salinity, p, salinity.lon, salinity.lat)\n", + "CT = gs.CT_from_t(SA, temperature, p)\n", + "PD = gs.density.sigma0(SA, CT)" + ] + }, + { + "cell_type": "markdown", + "id": "40707f93-b4ee-420b-9dc6-35bb03b931e0", + "metadata": {}, + "source": [ + "## Calculate $\\overline{\\rho}_{norm}$ from $\\rho^*$:\n", + "\n", + "We calculate $\\overline{\\rho}_{norm}$ from $\\rho^*$, the zonally-averaged potential density below the surface gyres.\n", + "\n", + "\\begin{equation*}\n", + "\n", + "\\overline{\\rho}_{norm}(y,z) = \\frac{\\overline{\\rho^*}(y,B)-\\overline{\\rho^*}(y,z)}{\\mbox{max}_{z}\\big(\\overline{\\rho^*}(y,B)-\\overline{\\rho^*}(y,z)\\big)}\n", + "\n", + "\\end{equation*}" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "7f124730-acdb-48fc-b816-6c3997794cfb", + "metadata": {}, + "outputs": [], + "source": [ + "lat = -45\n", + "ml_depth = 350\n", + "\n", + "pd_no_med = PD.where(basins < 6) # mask out med and marginal seas\n", + "\n", + "rho_norm = -(pd_no_med.mean(\"lon\") - pd_no_med.mean(\"lon\").max(\"z_l\"))\n", + "rho_norm = rho_norm.where(\n", + " rho_norm\n", + " < rho_norm.sel(z_l=ml_depth, method=\"nearest\").sel(lat=lat, method=\"nearest\")\n", + ")\n", + "rho_norm = rho_norm / rho_norm.max(\"z_l\")\n", + "rho_norm = rho_norm.rename(\"rho_norm\")" + ] + }, + { + "cell_type": "markdown", + "id": "7922d6c3-73a1-437e-b1ae-514c4befee60", + "metadata": {}, + "source": [ + "Plot $\\overline{\\rho_{norm}}(y,z)$ (left) and depth of the pycnocline ($\\overline{\\rho_{norm}}=1/e)$ overlaid on zonal average potential density ($\\overline{\\rho}(y,z)$) (right)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "491c633d-d076-4f4c-9bef-6ef9a020d97c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "levels1 = np.arange(0, 1, 0.1)\n", + "levels2 = np.arange(25.2, 28, 0.2)\n", + "\n", + "fig, axs = plt.subplots(1, 2, figsize=(10, 2.5))\n", + "\n", + "rn = rho_norm.plot.contourf(levels=levels1, add_colorbar=False, ax=axs[0])\n", + "cbar1 = plt.colorbar(rn, ax=axs[0])\n", + "\n", + "pd = (\n", + " pd_no_med.mean(\"lon\")\n", + " .rename(\"potential_density\")\n", + " .plot.contourf(levels=levels2, vmin=25, vmax=28.3, add_colorbar=False, ax=axs[1])\n", + ")\n", + "rho_norm.rolling(lat=5).mean().plot.contour(\n", + " levels=[1 / np.exp(1)], colors=\"k\", linestyles=\"-\", linewidths=3, ax=axs[1]\n", + ")\n", + "rho_norm.plot.contour(\n", + " levels=[1 / np.exp(1)], colors=\"coral\", linestyles=\"--\", linewidths=2, ax=axs[1]\n", + ")\n", + "cbar2 = plt.colorbar(pd, ax=axs[1])\n", + "\n", + "for j in range(0, 2):\n", + " axs[j].set_ylim(3000, 0)\n", + " axs[j].set_xlim(-65, 60)\n", + " axs[j].set_xlabel(\"latitude\")\n", + " axs[j].set_title(\"\")\n", + "\n", + "\n", + "axs[0].set_ylabel(\"depth (m)\")\n", + "axs[1].set_ylabel(\"\")\n", + "cbar1.set_label(r\"$\\overline{\\rho_{norm}}$\")\n", + "cbar2.set_label(r\"$\\overline{\\rho}$ (kg/m$^3$)\")" + ] + }, + { + "cell_type": "markdown", + "id": "332b6016-e54f-409e-b384-590763f12a6a", + "metadata": {}, + "source": [ + "## Transform $\\rho_{norm}(y,z)$ to $z(y,\\rho_{norm})$\n", + "\n", + "The point of doing this is to calculate the average depth, $z$ of a given $\\rho_{norm}$ surface, such as $\\rho_{norm} =1/e$, i.e., the pycnocline depth by our definition. We do this by applying XGCM Grid transforms." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "eecd8fb4-3674-402b-9db8-567029051b47", + "metadata": { + "tags": [ + "remove-output" + ] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/suryad/opt/anaconda3/envs/DGM2lines/lib/python3.9/site-packages/xgcm/grid.py:989: FutureWarning: From version 0.8.0 the Axis computation methods will be removed, in favour of using the Grid computation methods instead. i.e. use `Grid.transform` instead of `Axis.transform`\n", + " warnings.warn(\n", + "/Users/suryad/opt/anaconda3/envs/DGM2lines/lib/python3.9/site-packages/numba/np/ufunc/gufunc.py:172: RuntimeWarning: invalid value encountered in _interp_1d_linear\n", + " return self.ufunc(*args, **kwargs)\n" + ] + } + ], + "source": [ + "lat = ds.lat.values\n", + "z_l = ds.z_l.values\n", + "z_i = dn2.z_i[1:].values\n", + "\n", + "ds_rn = xr.Dataset(\n", + " coords={\n", + " \"lat_c\": (\n", + " [\"lat_c\"],\n", + " lat,\n", + " ),\n", + " \"lat_g\": (\n", + " [\"lat_g\"],\n", + " lat + 0.5,\n", + " ),\n", + " \"z_l\": (\n", + " [\"z_l\"],\n", + " z_l,\n", + " ),\n", + " \"z_i\": ([\"z_i\"], z_i),\n", + " }\n", + ")\n", + "grid = Grid(\n", + " ds_rn,\n", + " coords={\n", + " \"Y\": {\"center\": \"lat_c\", \"right\": \"lat_g\"},\n", + " \"Z\": {\"inner\": \"z_l\", \"outer\": \"z_i\"},\n", + " },\n", + " periodic=False,\n", + ")\n", + "lev_grid = rho_norm.z_l.broadcast_like(rho_norm)\n", + "target_levels = np.arange(0, 1, 0.025)\n", + "depth_rho_norm = grid.transform(\n", + " lev_grid, \"Z\", target_levels, target_data=rho_norm, method=\"linear\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "58928479-ee36-4c5b-b9f2-f009dd272706", + "metadata": {}, + "source": [ + "Plot in Normalized Density - Latitude Space" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ebcf49c7-ffd5-47f9-ad78-6d6c9b487594", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(dpi=150)\n", + "d = (depth_rho_norm).plot.contourf(\n", + " levels=np.arange(0, 4000, 400), y=\"rho_norm\", cmap=\"viridis_r\", add_colorbar=False\n", + ")\n", + "plt.hlines(1 / np.exp(1), -70, 60, colors=\"k\", linewidths=3)\n", + "plt.ylabel(r\"$\\overline{\\rho_{norm}}$\")\n", + "plt.xlabel(\"latitude\")\n", + "plt.xlim(-65, 55)\n", + "cbar = plt.colorbar(d)\n", + "cbar.set_label(\"depth (m)\")\n", + "plt.title(\"\");" + ] + }, + { + "cell_type": "markdown", + "id": "5038dc93-ee4d-473c-9b81-a30909df03d1", + "metadata": {}, + "source": [ + "## Calculate Average between 60S to 60N" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "d24ecdd1-ffde-4a2d-8aee-8406da5da7b1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Average pycnocline depth: 1221.0 meters\n" + ] + } + ], + "source": [ + "lats = slice(-60, 60)\n", + "pyc_depth = (\n", + " depth_rho_norm.sel(rho_norm=1 / np.exp(1), method=\"nearest\")\n", + " .sel(lat=lats)\n", + " .mean(\"lat\")\n", + ")\n", + "print(\"Average pycnocline depth: \" + str(np.round(pyc_depth.values)) + \" meters\")" + ] + }, + { + "cell_type": "markdown", + "id": "83444a33", + "metadata": {}, + "source": [ + "## Conclusion\n", + "\n", + "In this notebook, we demonstrate how to load NetCDF files of MOM6 and then using `xarray`, `xgcm` and the work of Dr. Emily Newsom, we are able to extract the pycnocline depth." + ] + }, + { + "cell_type": "markdown", + "id": "8dce306e", + "metadata": {}, + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "DGM2lines", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/63/_sources/notebooks/unet_movie.ipynb b/_preview/63/_sources/notebooks/unet_movie.ipynb new file mode 100644 index 0000000..79f0ccf --- /dev/null +++ b/_preview/63/_sources/notebooks/unet_movie.ipynb @@ -0,0 +1,523 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ocean Emulation Animations with U-Net\n", + "\n", + "To run this notebook, you will have to use LEAP-Pangeo hub!\n", + "\n", + "\n", + "\n", + "We showcase Ocean emulation in the Gulf Stream region produced by a trained U-Net model's predictions. \n", + "\n", + "The data used by the model includes : \n", + "\n", + "i. Ocean state $\\phi = (u, v, T)$, which represents the zonal velocity, meridional velocity, and temperature, respectively, in the surface layer. \n", + "\n", + "ii. Atmosphere boundary conditions $\\tau = (\\tau_u, \\tau_v, T_{atm})$, which represent the zonal wind stress, meridional wind stress, and air temperature, respectively.\n", + "\n", + "iii. Lateral boundary conditions $\\phi' = (u, v, T)$ at the boundaries of the Gulf Stream region. The model uses $Nb$ points on the boundary.\n", + "\n", + "The model takes in an input vector with 9 channels: three channels correspond to the ocean state $\\phi_{t-1}$, three channels for the atmospheric boundary $\\tau_t$, and another three channels for the lateral boundary conditions $\\phi_{t}'$ with $Nb = 4$ and predicts the next ocean state $\\phi_{t}$. We retrieve the predictions from a saved data store rather than running the model in this notebook.\n", + "\n", + "Credits: [https://arxiv.org/pdf/2402.04342.pdf](https://arxiv.org/pdf/2402.04342.pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "import cartopy.crs as ccrs\n", + "import cartopy as cart\n", + "import cmocean\n", + "from matplotlib.animation import FuncAnimation\n", + "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "import xarray as xr\n", + "import numpy as np" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let us first retrieve the relevant data. We first retrieve the grid data corresponding to the location the U-Net was trained on. We also retrieve data corresponding to the wet mask in the region of interest. Then, we get the data corresponding to the ground truth and the prediction of the U-Net. " + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "grids = xr.open_dataset(\n", + " \"gs://leap-persistent/m2lines-data-gallery/grids.nc\", engine=\"zarr\"\n", + ")\n", + "wet_nan = (\n", + " xr.open_dataset(\n", + " \"gs://leap-persistent/m2lines-data-gallery/wet_nan.npy\", engine=\"zarr\"\n", + " )\n", + " .to_dataarray()\n", + " .to_numpy()[0]\n", + ")\n", + "\n", + "ground_truth = (\n", + " xr.open_dataset(\n", + " \"gs://leap-persistent/m2lines-data-gallery/ground_truth.npy\", engine=\"zarr\"\n", + " )\n", + " .to_dataarray()\n", + " .to_numpy()[0]\n", + ")\n", + "model_pred_unet = (\n", + " xr.open_dataset(\n", + " \"gs://leap-persistent/m2lines-data-gallery/model_pred_unet.npy\", engine=\"zarr\"\n", + " )\n", + " .to_dataarray()\n", + " .to_numpy()[0]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The shape of the predictions and ground truth are - [Time, Channels, Height, Width]" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(3000, 3, 119, 189)\n" + ] + } + ], + "source": [ + "print(ground_truth.shape)\n", + "assert ground_truth.shape == model_pred_unet.shape\n", + "assert ground_truth.shape[2:] == wet_nan.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will show the animation for 1000 steps and set the lateral boundary to the same value during training. " + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "N_plot = 1000\n", + "Nb = 4 # Boundary Condition" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Denormalization constants" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "mean_out = np.array([4.48182137e-02, -1.05207746e-02, 1.21086583e01])\n", + "std_out = np.array([0.15139965, 0.14337273, 9.03747046])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Matplotlib constants and functions based on type of channel predicted" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "var_list = {\n", + " \"0\": r\"$\\bar{u}~~\\mathrm{(m/s)}$\",\n", + " \"1\": r\"$\\bar{v}~~\\mathrm{(m/s)}$\",\n", + " \"2\": r\"$\\bar{T} ~ (^\\circ C)$\",\n", + "}\n", + "\n", + "\n", + "def get_vmin_vmax(ind_plot):\n", + " vmin = mean_out[ind_plot] - std_out[ind_plot]\n", + " vmax = mean_out[ind_plot] + std_out[ind_plot]\n", + " if ind_plot == 2:\n", + " vmin = mean_out[ind_plot] - (1.75 * std_out[ind_plot])\n", + " vmax = mean_out[ind_plot] + (1.75 * std_out[ind_plot])\n", + "\n", + " if ind_plot in [0, 1]:\n", + " vmin -= std_out[ind_plot]\n", + " vmax += std_out[ind_plot]\n", + " limit = np.round(np.max([abs(vmin), abs(vmax)]), 1)\n", + " vmin = -limit\n", + " vmax = limit\n", + " return vmin, vmax\n", + "\n", + "\n", + "def get_cmap(ind_plot):\n", + " if ind_plot == 2:\n", + " cmap = cmocean.cm.thermal\n", + " else:\n", + " cmap = cmocean.cm.diff\n", + " return cmap" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "def get_fig_axs():\n", + " plt.rcParams.update({\"font.size\": 15})\n", + " fig, axs = plt.subplots(\n", + " 2,\n", + " 2,\n", + " figsize=(12, 5),\n", + " gridspec_kw={\n", + " \"width_ratios\": [1, 1],\n", + " \"height_ratios\": [1, 1],\n", + " \"wspace\": 0.25,\n", + " \"hspace\": 0.5,\n", + " },\n", + " subplot_kw={\"projection\": ccrs.PlateCarree()},\n", + " )\n", + "\n", + " return fig, axs" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let us plot one frame of the ground truth and prediction." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_single_snapshot(ind_plot):\n", + "\n", + " fig, axs = get_fig_axs()\n", + " vmin, vmax = get_vmin_vmax(ind_plot)\n", + " cmap = get_cmap(ind_plot)\n", + "\n", + " x_plot = grids[\"x_C\"][Nb:-Nb, Nb:-Nb]\n", + " y_plot = grids[\"y_C\"][Nb:-Nb, Nb:-Nb]\n", + "\n", + " plt0 = axs[0, 0].pcolormesh(\n", + " x_plot,\n", + " y_plot,\n", + " ground_truth[N_plot - 1][ind_plot, Nb:-Nb, Nb:-Nb]\n", + " * wet_nan[Nb:-Nb, Nb:-Nb]\n", + " * std_out[ind_plot]\n", + " + mean_out[ind_plot],\n", + " cmap=cmap,\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + " shading=\"auto\",\n", + " )\n", + "\n", + " axs[0, 0].add_feature(cart.feature.LAND, zorder=100, edgecolor=\"k\")\n", + " gl = axs[0, 0].gridlines(\n", + " crs=ccrs.PlateCarree(),\n", + " draw_labels=True,\n", + " linewidth=2,\n", + " color=\"gray\",\n", + " alpha=0.5,\n", + " linestyle=\"--\",\n", + " )\n", + " gl.top_labels = False\n", + " gl.right_labels = False\n", + " gl.yrotation = False\n", + " gl.xformatter = LONGITUDE_FORMATTER\n", + " gl.yformatter = LATITUDE_FORMATTER\n", + " axs[0, 0].set_title(r\"CM2.6\", size=15)\n", + "\n", + " pos = axs[1, 1].get_position()\n", + "\n", + " # Set the new anchor point to be in the middle\n", + " new_pos = [\n", + " pos.x0 - 0.075,\n", + " pos.y0 + 0.15,\n", + " pos.width * 1.75,\n", + " pos.height * 1.5,\n", + " ] # Adjust 0.2 as needed\n", + "\n", + " # Create a new axes with the adjusted position\n", + " cax = fig.add_axes(new_pos)\n", + "\n", + " cbar = plt.colorbar(plt0, ax=cax, orientation=\"horizontal\", aspect=10)\n", + " cbar.ax.tick_params(labelsize=16) # Set the font size for tick labels\n", + " if ind_plot == 2:\n", + " cbar.set_ticks([np.ceil(vmin), np.round((vmin + vmax) / 2), np.floor(vmax)])\n", + " else:\n", + " cbar.set_ticks([vmin, 0, vmax])\n", + "\n", + " cbar.set_label(var_list[str(ind_plot)], fontsize=20)\n", + "\n", + " fig.delaxes(axs[1, 1])\n", + " fig.delaxes(cax)\n", + "\n", + " plt1 = axs[0, 1].pcolormesh(\n", + " x_plot,\n", + " y_plot,\n", + " model_pred_unet[N_plot - 1, ind_plot, Nb:-Nb, Nb:-Nb] * wet_nan[Nb:-Nb, Nb:-Nb],\n", + " cmap=cmap,\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + " shading=\"auto\",\n", + " )\n", + "\n", + " axs[0, 1].add_feature(cart.feature.LAND, zorder=100, edgecolor=\"k\")\n", + " gl = axs[0, 1].gridlines(\n", + " crs=ccrs.PlateCarree(),\n", + " draw_labels=True,\n", + " linewidth=2,\n", + " color=\"gray\",\n", + " alpha=0.5,\n", + " linestyle=\"--\",\n", + " )\n", + " gl.top_labels = False\n", + " gl.right_labels = False\n", + " gl.yrotation = False\n", + " gl.xformatter = LONGITUDE_FORMATTER\n", + " gl.yformatter = LATITUDE_FORMATTER\n", + " axs[0, 1].set_title(r\"Unet($\\phi_{t-1}, \\tau_{t}, \\phi_{t}'$)\", size=15)\n", + "\n", + " axs[1, 0].set_axis_off()\n", + "\n", + " a = fig.suptitle(\n", + " r\"UNet model rollout \" + \": $t = \" + str(N_plot) + \"$ days \",\n", + " fontsize=16,\n", + " )\n", + "\n", + " return fig, plt0, plt1, a" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ind_plot = 0\n", + "fig, plt0, plt1, a = plot_single_snapshot(ind_plot)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, an update function to update the plot for each frame of the animation." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "def update(i):\n", + " plt0.set_array(\n", + " (\n", + " ground_truth[i][ind_plot, Nb:-Nb, Nb:-Nb]\n", + " * wet_nan[Nb:-Nb, Nb:-Nb]\n", + " * std_out[ind_plot]\n", + " + mean_out[ind_plot]\n", + " ).flatten()\n", + " )\n", + " plt1.set_array(\n", + " (\n", + " model_pred_unet[i, ind_plot, Nb:-Nb, Nb:-Nb] * wet_nan[Nb:-Nb, Nb:-Nb]\n", + " ).flatten()\n", + " )\n", + " a.set_text(r\"UNet model rollout \" + \": $t = \" + str(i + 1) + \"$ days \")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we create the animation object and save it. We save the animation every 10 frames to speed up the process." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "anim = FuncAnimation(fig, update, interval=100, frames=range(0, 1000, 10))\n", + "anim.save(\"u.gif\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here, I have saved the animation for every 2 steps.\n", + "\n", + "![](../assets/Unet_u.gif)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let us now save the animations for the other channels and save them." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ind_plot = 1\n", + "fig, plt0, plt1, a = plot_single_snapshot(ind_plot)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "anim = FuncAnimation(fig, update, interval=100, frames=range(0, 1000, 10))\n", + "anim.save(\"v.gif\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Saved Gif :\n", + "\n", + "![](../assets/Unet_v.gif)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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<xarray.Dataset>\n",
+       "Dimensions:  (lat: 89, lon: 180, time: 12)\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float32 -88.0 -86.0 -84.0 -82.0 -80.0 ... 82.0 84.0 86.0 88.0\n",
+       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
+       "  * time     (time) datetime64[ns] 1960-01-15 1960-02-15 ... 1960-12-15\n",
+       "Data variables:\n",
+       "    sst      (time, lat, lon) float32 ...\n",
+       "Attributes:\n",
+       "    Conventions:  IRIDL\n",
+       "    source:       https://iridl.ldeo.columbia.edu/SOURCES/.NOAA/.NCDC/.ERSST/...\n",
+       "    history:      extracted and cleaned by Ryan Abernathey for Research Compu...
" + ], + "text/plain": [ + "\n", + "Dimensions: (lat: 89, lon: 180, time: 12)\n", + "Coordinates:\n", + " * lat (lat) float32 -88.0 -86.0 -84.0 -82.0 -80.0 ... 82.0 84.0 86.0 88.0\n", + " * lon (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n", + " * time (time) datetime64[ns] 1960-01-15 1960-02-15 ... 1960-12-15\n", + "Data variables:\n", + " sst (time, lat, lon) float32 ...\n", + "Attributes:\n", + " Conventions: IRIDL\n", + " source: https://iridl.ldeo.columbia.edu/SOURCES/.NOAA/.NCDC/.ERSST/...\n", + " history: extracted and cleaned by Ryan Abernathey for Research Compu..." + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import xarray as xr\n", + "\n", + "ds = xr.open_dataset(\"dataset.nc\")\n", + "ds" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data Structures\n", + "\n", + "Like Pandas, xarray has two fundamental data structures: a `DataArray`, which holds a single multi-dimensional variable and its coordinates a `Dataset`, which holds multiple variables that potentially share the same coordinates\n", + "\n", + "A `DataArray` has four essential attributes: * values: a numpy.ndarray holding the array’s values `dims`: dimension names for each axis (e.g., `('x', 'y', 'z')`), `coords`: a dict-like container of arrays (coordinates) that label each point (e.g., 1-dimensional arrays of numbers, datetime objects or strings) `attrs`: an `OrderedDict` to hold arbitrary metadata (attributes)\n", + "\n", + "A dataset is simply an object containing multiple `DataArrays` indexed by variable name." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset>\n",
+       "Dimensions:  (lat: 89, lon: 180, time: 12)\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float32 -88.0 -86.0 -84.0 -82.0 -80.0 ... 82.0 84.0 86.0 88.0\n",
+       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
+       "  * time     (time) datetime64[ns] 1960-01-15 1960-02-15 ... 1960-12-15\n",
+       "Data variables:\n",
+       "    sst      (time, lat, lon) float32 ...\n",
+       "Attributes:\n",
+       "    Conventions:  IRIDL\n",
+       "    source:       https://iridl.ldeo.columbia.edu/SOURCES/.NOAA/.NCDC/.ERSST/...\n",
+       "    history:      extracted and cleaned by Ryan Abernathey for Research Compu...
" + ], + "text/plain": [ + "\n", + "Dimensions: (lat: 89, lon: 180, time: 12)\n", + "Coordinates:\n", + " * lat (lat) float32 -88.0 -86.0 -84.0 -82.0 -80.0 ... 82.0 84.0 86.0 88.0\n", + " * lon (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n", + " * time (time) datetime64[ns] 1960-01-15 1960-02-15 ... 1960-12-15\n", + "Data variables:\n", + " sst (time, lat, lon) float32 ...\n", + "Attributes:\n", + " Conventions: IRIDL\n", + " source: https://iridl.ldeo.columbia.edu/SOURCES/.NOAA/.NCDC/.ERSST/...\n", + " history: extracted and cleaned by Ryan Abernathey for Research Compu..." + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "xr.set_options(display_style=\"html\")\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'sst' (time: 12, lat: 89, lon: 180)>\n",
+       "[192240 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float32 -88.0 -86.0 -84.0 -82.0 -80.0 ... 82.0 84.0 86.0 88.0\n",
+       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
+       "  * time     (time) datetime64[ns] 1960-01-15 1960-02-15 ... 1960-12-15\n",
+       "Attributes:\n",
+       "    pointwidth:          1.0\n",
+       "    valid_min:           -3.0\n",
+       "    valid_max:           45.0\n",
+       "    units:               degree_Celsius\n",
+       "    long_name:           Extended reconstructed sea surface temperature\n",
+       "    standard_name:       sea_surface_temperature\n",
+       "    iridl:hasSemantics:  iridl:SeaSurfaceTemperature
" + ], + "text/plain": [ + "\n", + "[192240 values with dtype=float32]\n", + "Coordinates:\n", + " * lat (lat) float32 -88.0 -86.0 -84.0 -82.0 -80.0 ... 82.0 84.0 86.0 88.0\n", + " * lon (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n", + " * time (time) datetime64[ns] 1960-01-15 1960-02-15 ... 1960-12-15\n", + "Attributes:\n", + " pointwidth: 1.0\n", + " valid_min: -3.0\n", + " valid_max: 45.0\n", + " units: degree_Celsius\n", + " long_name: Extended reconstructed sea surface temperature\n", + " standard_name: sea_surface_temperature\n", + " iridl:hasSemantics: iridl:SeaSurfaceTemperature" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# attribute syntax\n", + "sst = ds.sst # or sst = ds['sst']\n", + "\n", + "sst" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Indexing" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sst.sel(time=\"1960-06-15\").plot(vmin=-2, vmax=30);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can select along any axis " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sst.sel(lon=180, lat=40).plot();" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "DGM2lines", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/_preview/63/_sources/notebooks/xgcm_intro.ipynb b/_preview/63/_sources/notebooks/xgcm_intro.ipynb new file mode 100644 index 0000000..39723c9 --- /dev/null +++ b/_preview/63/_sources/notebooks/xgcm_intro.ipynb @@ -0,0 +1,3488 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Introduction to XGCM\n", + "\n", + "Before we get started, you may choose to run this notebook on LEAP-Pangeo hub or Binder!\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "[Xgcm](https://xgcm.readthedocs.io/en/latest/index.html) is a python packge for working with the datasets produced by numerical General Circulation Models (GCMs) and similar gridded datasets that are amenable to finite volume analysis. In these datasets, different variables are located at different positions with respect to a volume or area element (e.g. cell center, cell face, etc.) xgcm solves the problem of how to interpolate and difference these variables from one position to another.\n", + "\n", + "xgcm consumes and produces xarray data structures, which are coordinate and metadata-rich representations of multidimensional array data. xarray is ideal for analyzing GCM data in many ways, providing convenient indexing and grouping, coordinate-aware data transformations, and (via dask) parallel, out-of-core array computation. On top of this, xgcm adds an understanding of the finite volume Arakawa Grids commonly used in ocean and atmospheric models and differential and integral operators suited to these grids." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import xarray as xr\n", + "import numpy as np\n", + "import xgcm\n", + "from matplotlib import pyplot as plt\n", + "\n", + "%matplotlib inline\n", + "plt.rcParams[\"figure.figsize\"] = (10, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Axis " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A fundamental concept in xgcm is the notion of an “axis”. An axis is a group of coordinates that all lie along the same physical dimension but describe different positions relative to a grid cell. There are currently five possible positions supported by xgcm.\n", + "\n", + "center\n", + "The variable values are located at the cell center.\n", + "\n", + "left\n", + "The variable values are located at the left (i.e. lower) face of the cell.\n", + "\n", + "right\n", + "The variable values are located at the right (i.e. upper) face of the cell.\n", + "\n", + "inner\n", + "The variable values are located on the cell faces, excluding both outer boundaries.\n", + "\n", + "outer\n", + "The variable values are located on the cell faces, including both outer boundaries.\n", + "\n", + "The first three (center, left, and right) all have the same length along the axis dimension, while inner has one fewer point and outer has one extra point. These positions are visualized in the figure below.\n", + "\n", + "\n", + "\n", + "Although it is technically possible to create an Axis directly, the recommended way to to use xgcm is by creating a single xgcm.Grid object, containing multiple axes for each physical dimension.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset>\n",
+       "Dimensions:   (x_center: 9, x_left: 9)\n",
+       "Coordinates:\n",
+       "  * x_center  (x_center) int64 1 2 3 4 5 6 7 8 9\n",
+       "  * x_left    (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5\n",
+       "Data variables:\n",
+       "    *empty*
" + ], + "text/plain": [ + "\n", + "Dimensions: (x_center: 9, x_left: 9)\n", + "Coordinates:\n", + " * x_center (x_center) int64 1 2 3 4 5 6 7 8 9\n", + " * x_left (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5\n", + "Data variables:\n", + " *empty*" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ds = xr.Dataset(\n", + " coords={\n", + " \"x_center\": (\n", + " [\"x_center\"],\n", + " np.arange(1, 10),\n", + " ),\n", + " \"x_left\": (\n", + " [\"x_left\"],\n", + " np.arange(0.5, 9),\n", + " ),\n", + " },\n", + ")\n", + "ds" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let us now create a grid using ds. xarray has no idea that x_center and x_left are related to each other; they are subject to standard xarray broadcasting rules. When we create an xgcm.Grid, we need to specify that they are part of the same axis. We do this using the coords keyword argument, as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "X Axis (periodic, boundary=None):\n", + " * center x_center --> left\n", + " * left x_left --> center" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from xgcm import Grid\n", + "\n", + "grid = Grid(ds, coords={\"X\": {\"center\": \"x_center\", \"left\": \"x_left\"}})\n", + "grid" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The printed information about the grid indicates that xgcm has successfully understood the relative location of the different coordinates along the x axis. Because we did not specify the periodic keyword argument, xgcm assumed that the data is periodic along all axes. The arrows after each coordinate will be explained later." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If coords is not specified, xgcm looks for metadata in the coordinate attributes. The key attribute xgcm looks for is axis. When creating a new grid, xgcm will search through the dataset dimensions looking for dimensions with the axis attribute defined. \n", + "\n", + "To determine the positions of the different coordinates, xgcm considers both the length of the coordinate variable and the c_grid_axis_shift attribute, which determines the position of the coordinate with respect to the cell center.\n", + "\n", + "The only acceptable values of c_grid_axis_shift are -0.5 and 0.5. If the c_grid_axis_shift attribute attribute is absent, the coordinate is assumed to describe a cell center. \n", + "\n", + "The cell center coordinate is identified first; the length of other coordinates relative to the cell center coordinate is used in conjunction with c_grid_axis_shift to infer the coordinate positions\n", + "\n", + "| length | c_grid_axis_shift | position |\n", + "| --- | --- | --- |\n", + "| n | None | center |\n", + "| n | -0.5 | left |\n", + "| n | 0.5 | right |\n", + "| n-1 | 0.5 / -0.5 | inner |\n", + "| n+1 | 0.5 / -0.5 | outer |" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset>\n",
+       "Dimensions:   (x_center: 9, x_left: 9)\n",
+       "Coordinates:\n",
+       "  * x_center  (x_center) int64 1 2 3 4 5 6 7 8 9\n",
+       "  * x_left    (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5\n",
+       "Data variables:\n",
+       "    *empty*
" + ], + "text/plain": [ + "\n", + "Dimensions: (x_center: 9, x_left: 9)\n", + "Coordinates:\n", + " * x_center (x_center) int64 1 2 3 4 5 6 7 8 9\n", + " * x_left (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5\n", + "Data variables:\n", + " *empty*" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ds = xr.Dataset(\n", + " coords={\n", + " \"x_center\": (\n", + " [\"x_center\"],\n", + " np.arange(1, 10),\n", + " {\"axis\": \"X\"},\n", + " ),\n", + " \"x_left\": (\n", + " [\"x_left\"],\n", + " np.arange(0.5, 9),\n", + " {\"axis\": \"X\", \"c_grid_axis_shift\": -0.5},\n", + " ),\n", + " }\n", + ")\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "X Axis (periodic, boundary=None):\n", + " * center x_center --> left\n", + " * left x_left --> center" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grid = Grid(ds)\n", + "grid" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The arrows after each coordinate indicate the default shift positions for **interpolation and difference operations**: operating on the center coordinate (x_center) shifts to the left coordinate (x_left), and vice versa. What are these operations? To understand them deeper, we need to introduce the concept of Arakawa grids." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Arakawa grids" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Most finite volume ocean models use Arakawa Grids, in which different variables are offset from one another and situated at different locations with respect to the cell center and edge points. As an example, we will consider C-grid geometry. As illustrated in the figure below, C-grids place scalars (such as temperature) at the cell center and vector components (such as velocity) at the cell faces.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "These grids present a dilemma for the xarray data model. The u and t points in the example above are located at different points along the x-axis, meaning they can’t be represented using a single coordinate. But they are clearly related and can be transformed via well defined interpolation and difference operators. One goal of xgcm is to provide these interpolation and difference operators." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The difference operator is defined as\n", + "\n", + "$$\\delta_x \\phi = \\phi_{x_{right}} - \\phi_{x_{left}}$$\n", + "\n", + "The interpolation operator is defined as\n", + "\n", + "$$ \\overline \\phi = \\frac{\\phi_{x_{right}} + \\phi_{x_{left}}}{2}$$\n", + "\n", + "where $\\phi$ is a generic variable and $x_{right}$ and $x_{left}$ are the right and left positions of the variable along the x-axis. \n", + "\n", + "Both operators return a variable that is shifted by half a gridpoint with respect to the input variable. With these two operators, the entire suite of finite volume vector calculus operations can be represented." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Transforms\n", + "\n", + "An example on how to use XGCM Grid transforms can be found an example to calculate [Pycnocline depth](pycnocline_depth_mom6.ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Core grid operations" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray 'x_center' (x_center: 9)>\n",
+       "array([ 6.42787610e-01,  9.84807753e-01,  8.66025404e-01,  3.42020143e-01,\n",
+       "       -3.42020143e-01, -8.66025404e-01, -9.84807753e-01, -6.42787610e-01,\n",
+       "       -2.44929360e-16])\n",
+       "Coordinates:\n",
+       "  * x_center  (x_center) int64 1 2 3 4 5 6 7 8 9
" + ], + "text/plain": [ + "\n", + "array([ 6.42787610e-01, 9.84807753e-01, 8.66025404e-01, 3.42020143e-01,\n", + " -3.42020143e-01, -8.66025404e-01, -9.84807753e-01, -6.42787610e-01,\n", + " -2.44929360e-16])\n", + "Coordinates:\n", + " * x_center (x_center) int64 1 2 3 4 5 6 7 8 9" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "da = np.sin(ds.x_center * 2 * np.pi / 9)\n", + "da" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "da.plot();" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "plt.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray 'x_center' (x_left: 9)>\n",
+       "array([ 3.21393805e-01,  8.13797681e-01,  9.25416578e-01,  6.04022774e-01,\n",
+       "        1.11022302e-16, -6.04022774e-01, -9.25416578e-01, -8.13797681e-01,\n",
+       "       -3.21393805e-01])\n",
+       "Coordinates:\n",
+       "  * x_left   (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5
" + ], + "text/plain": [ + "\n", + "array([ 3.21393805e-01, 8.13797681e-01, 9.25416578e-01, 6.04022774e-01,\n", + " 1.11022302e-16, -6.04022774e-01, -9.25416578e-01, -8.13797681e-01,\n", + " -3.21393805e-01])\n", + "Coordinates:\n", + " * x_left (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "da_interp = grid.interp(da, axis=\"X\")\n", + "da_interp" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We see that the output is on the x_left points rather than the original x_center points." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Interpolation" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "da_interp.plot();" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Notice the position shift of the output. \n", + "\n", + "Let us now verify using our own calculations." + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [], + "source": [ + "# check if difference is very close\n", + "assert np.isclose(da_interp[0], (da[0] / 2))\n", + "for i in range(1, 9):\n", + " assert np.isclose(da_interp[i], (da[i - 1] + da[i]) / 2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Difference" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray 'x_center' (x_left: 9)>\n",
+       "array([ 0.64278761,  0.34202014, -0.11878235, -0.52400526, -0.68404029,\n",
+       "       -0.52400526, -0.11878235,  0.34202014,  0.64278761])\n",
+       "Coordinates:\n",
+       "  * x_left   (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5
" + ], + "text/plain": [ + "\n", + "array([ 0.64278761, 0.34202014, -0.11878235, -0.52400526, -0.68404029,\n", + " -0.52400526, -0.11878235, 0.34202014, 0.64278761])\n", + "Coordinates:\n", + " * x_left (x_left) float64 0.5 1.5 2.5 3.5 4.5 5.5 6.5 7.5 8.5" + ] + }, + "execution_count": 75, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "da_diff = grid.diff(da, axis=\"X\")\n", + "da_diff" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [], + "source": [ + "# check if difference is very close\n", + "assert np.isclose(da_diff[0], da[0])\n", + "for i in range(1, 9):\n", + " assert np.isclose(da_diff[i], da[i] - da[i - 1])\n", + "\n", + "# Can also use cumsum\n", + "assert np.isclose(da, grid.cumsum(da_diff, \"X\")).all()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Complex Grid Topologies \n", + "\n", + "All the grids considered till now were a single logically rectangular domain. Many modern GCMs use more complex grid topologies, consisting of multiple logically rectangular grids connected at their edges. In order to construct a complex grid topology, we need a way to tell xgcm about the connections between faces.\n", + "\n", + "xgcm is capable of understanding the connections between these grid faces and exchanging data between them appropriately.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Two connected faces" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:  (face: 2, y: 25, x: 25, xl: 25, yl: 25)\n",
+       "Coordinates:\n",
+       "  * x        (x) int64 0 1 2 3 4 5 6 7 8 9 10 ... 15 16 17 18 19 20 21 22 23 24\n",
+       "  * xl       (xl) float64 -0.5 0.5 1.5 2.5 3.5 4.5 ... 19.5 20.5 21.5 22.5 23.5\n",
+       "  * y        (y) int64 0 1 2 3 4 5 6 7 8 9 10 ... 15 16 17 18 19 20 21 22 23 24\n",
+       "  * yl       (yl) float64 -0.5 0.5 1.5 2.5 3.5 4.5 ... 19.5 20.5 21.5 22.5 23.5\n",
+       "  * face     (face) int64 0 1\n",
+       "Data variables:\n",
+       "    data_c   (face, y, x) float64 0.8044 0.5242 0.03828 ... 0.7809 0.7157 0.6126
" + ], + "text/plain": [ + "\n", + "Dimensions: (face: 2, y: 25, x: 25, xl: 25, yl: 25)\n", + "Coordinates:\n", + " * x (x) int64 0 1 2 3 4 5 6 7 8 9 10 ... 15 16 17 18 19 20 21 22 23 24\n", + " * xl (xl) float64 -0.5 0.5 1.5 2.5 3.5 4.5 ... 19.5 20.5 21.5 22.5 23.5\n", + " * y (y) int64 0 1 2 3 4 5 6 7 8 9 10 ... 15 16 17 18 19 20 21 22 23 24\n", + " * yl (yl) float64 -0.5 0.5 1.5 2.5 3.5 4.5 ... 19.5 20.5 21.5 22.5 23.5\n", + " * face (face) int64 0 1\n", + "Data variables:\n", + " data_c (face, y, x) float64 0.8044 0.5242 0.03828 ... 0.7809 0.7157 0.6126" + ] + }, + "execution_count": 79, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "N = 25\n", + "ds = xr.Dataset(\n", + " {\"data_c\": ([\"face\", \"y\", \"x\"], np.random.rand(2, N, N))},\n", + " coords={\n", + " \"x\": ((\"x\",), np.arange(N), {\"axis\": \"X\"}),\n", + " \"xl\": (\n", + " (\"xl\"),\n", + " np.arange(N) - 0.5,\n", + " {\"axis\": \"X\", \"c_grid_axis_shift\": -0.5},\n", + " ),\n", + " \"y\": ((\"y\",), np.arange(N), {\"axis\": \"Y\"}),\n", + " \"yl\": (\n", + " (\"yl\"),\n", + " np.arange(N) - 0.5,\n", + " {\"axis\": \"Y\", \"c_grid_axis_shift\": -0.5},\n", + " ),\n", + " \"face\": ((\"face\",), [0, 1]),\n", + " },\n", + ")\n", + "ds" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The face_connections dictionary has the following general stucture: \n", + "\n", + "```\n", + "face_connections = {'':\n", + " {:\n", + " {'': (, ),\n", + " ...}\n", + " ...\n", + "}\n", + "```\n", + "\n", + "`````` and `````` are either None (for no connection) or a three element tuple with the following contents\n", + "\n", + "```\n", + "(, , )\n", + "```\n", + "\n", + "`````` tells which face this face is connected to. `````` tells which axis on that face is connected to this one. `````` is a boolean specifying whether the connection is “reversed”.\n", + "\n", + "\n", + "\n", + "Simple example : The dataset has two spatial axes (X and Y), plus an additional dimension face of length 2. Let’s imagine the two faces are joined in the following way:\n", + "\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "X Axis (periodic, boundary=None):\n", + " * center x --> left\n", + " * left xl --> center\n", + "Y Axis (periodic, boundary=None):\n", + " * center y --> left\n", + " * left yl --> center" + ] + }, + "execution_count": 82, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "face_connections = {\n", + " \"face\": {0: {\"X\": (None, (1, \"X\", False))}, 1: {\"X\": ((0, \"X\", False), None)}}\n", + "}\n", + "grid = xgcm.Grid(ds, face_connections=face_connections)\n", + "grid" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The face_connections dictionary tells xgcm that face is the name of the dimension that contains the different faces. This dictionary say that face number 0 is connected along the X axis to nothing on the left and to face number 1 on the right. A complementary connection exists from face number 1." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example Dataset : mitgcm" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:  (time: 1, Z: 15, YC: 40, XG: 90, YG: 40, XC: 90, Zl: 15)\n",
+       "Coordinates: (12/25)\n",
+       "  * time     (time) timedelta64[ns] 11:00:00\n",
+       "    maskC    (Z, YC, XC) bool ...\n",
+       "    dyC      (YG, XC) float32 ...\n",
+       "    hFacC    (Z, YC, XC) float32 ...\n",
+       "    rA       (YC, XC) float32 ...\n",
+       "    hFacS    (Z, YG, XC) float32 ...\n",
+       "    ...       ...\n",
+       "    rAs      (YG, XC) float32 ...\n",
+       "    rAz      (YG, XG) float32 ...\n",
+       "    maskS    (Z, YG, XC) bool ...\n",
+       "    dxC      (YC, XG) float32 ...\n",
+       "    hFacW    (Z, YC, XG) float32 ...\n",
+       "  * XC       (XC) float32 2.0 6.0 10.0 14.0 18.0 ... 346.0 350.0 354.0 358.0\n",
+       "Data variables:\n",
+       "    UVEL     (time, Z, YC, XG) float32 ...\n",
+       "    VVEL     (time, Z, YG, XC) float32 ...\n",
+       "    WVEL     (time, Zl, YC, XC) float32 ...\n",
+       "    SALT     (time, Z, YC, XC) float32 ...\n",
+       "    THETA    (time, Z, YC, XC) float32 ...\n",
+       "    PH       (time, Z, YC, XC) float32 ...\n",
+       "    Eta      (time, YC, XC) float32 ...\n",
+       "Attributes:\n",
+       "    Conventions:  CF-1.6\n",
+       "    title:        netCDF wrapper of MITgcm MDS binary data\n",
+       "    source:       MITgcm\n",
+       "    history:      Created by calling `open_mdsdataset(extra_metadata=None, ll...
" + ], + "text/plain": [ + "\n", + "Dimensions: (time: 1, Z: 15, YC: 40, XG: 90, YG: 40, XC: 90, Zl: 15)\n", + "Coordinates: (12/25)\n", + " * time (time) timedelta64[ns] 11:00:00\n", + " maskC (Z, YC, XC) bool ...\n", + " dyC (YG, XC) float32 ...\n", + " hFacC (Z, YC, XC) float32 ...\n", + " rA (YC, XC) float32 ...\n", + " hFacS (Z, YG, XC) float32 ...\n", + " ... ...\n", + " rAs (YG, XC) float32 ...\n", + " rAz (YG, XG) float32 ...\n", + " maskS (Z, YG, XC) bool ...\n", + " dxC (YC, XG) float32 ...\n", + " hFacW (Z, YC, XG) float32 ...\n", + " * XC (XC) float32 2.0 6.0 10.0 14.0 18.0 ... 346.0 350.0 354.0 358.0\n", + "Data variables:\n", + " UVEL (time, Z, YC, XG) float32 ...\n", + " VVEL (time, Z, YG, XC) float32 ...\n", + " WVEL (time, Zl, YC, XC) float32 ...\n", + " SALT (time, Z, YC, XC) float32 ...\n", + " THETA (time, Z, YC, XC) float32 ...\n", + " PH (time, Z, YC, XC) float32 ...\n", + " Eta (time, YC, XC) float32 ...\n", + "Attributes:\n", + " Conventions: CF-1.6\n", + " title: netCDF wrapper of MITgcm MDS binary data\n", + " source: MITgcm\n", + " history: Created by calling `open_mdsdataset(extra_metadata=None, ll..." + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# download the data\n", + "import urllib.request\n", + "import shutil\n", + "\n", + "url = \"https://zenodo.org/record/4421428/files/\"\n", + "file_name = \"mitgcm_example_dataset_v2.nc\"\n", + "save_file_name = \"dataset_\" + file_name\n", + "with urllib.request.urlopen(url + file_name) as response, open(\n", + " save_file_name, \"wb\"\n", + ") as out_file:\n", + " shutil.copyfileobj(response, out_file)\n", + "\n", + "# open the data\n", + "ds = xr.open_dataset(save_file_name)\n", + "ds" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next we create a Grid object from the dataset. We need to tell xgcm that the X and Y axes are periodic. (The other axes will be assumed to be non-periodic.)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "X Axis (periodic, boundary=None):\n", + " * center XC --> left\n", + " * left XG --> center\n", + "Z Axis (not periodic, boundary=None):\n", + " * center Z --> left\n", + " * left Zl --> center\n", + "Y Axis (periodic, boundary=None):\n", + " * center YC --> left\n", + " * left YG --> center\n", + "T Axis (not periodic, boundary=None):\n", + " * center time" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grid = xgcm.Grid(ds, periodic=[\"X\", \"Y\"])\n", + "grid" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "DGM2lines", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/_preview/63/_sphinx_design_static/design-style.4045f2051d55cab465a707391d5b2007.min.css b/_preview/63/_sphinx_design_static/design-style.4045f2051d55cab465a707391d5b2007.min.css new file mode 100644 index 0000000..3225661 --- /dev/null +++ b/_preview/63/_sphinx_design_static/design-style.4045f2051d55cab465a707391d5b2007.min.css @@ -0,0 +1 @@ +.sd-bg-primary{background-color:var(--sd-color-primary) !important}.sd-bg-text-primary{color:var(--sd-color-primary-text) !important}button.sd-bg-primary:focus,button.sd-bg-primary:hover{background-color:var(--sd-color-primary-highlight) !important}a.sd-bg-primary:focus,a.sd-bg-primary:hover{background-color:var(--sd-color-primary-highlight) !important}.sd-bg-secondary{background-color:var(--sd-color-secondary) !important}.sd-bg-text-secondary{color:var(--sd-color-secondary-text) 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continue; + label.previousElementSibling.checked = true; + } + window.localStorage.setItem("sphinx-design-last-tab", syncId); +} + +document.addEventListener("DOMContentLoaded", ready, false); diff --git a/_preview/63/_static/_sphinx_javascript_frameworks_compat.js b/_preview/63/_static/_sphinx_javascript_frameworks_compat.js new file mode 100644 index 0000000..8549469 --- /dev/null +++ b/_preview/63/_static/_sphinx_javascript_frameworks_compat.js @@ -0,0 +1,134 @@ +/* + * _sphinx_javascript_frameworks_compat.js + * ~~~~~~~~~~ + * + * Compatability shim for jQuery and underscores.js. + * + * WILL BE REMOVED IN Sphinx 6.0 + * xref RemovedInSphinx60Warning + * + */ + +/** + * select a different prefix for underscore + */ +$u = _.noConflict(); + + +/** + * small helper function to urldecode strings + * + * See https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/decodeURIComponent#Decoding_query_parameters_from_a_URL + */ +jQuery.urldecode = function(x) { + if (!x) { + return x + } + return decodeURIComponent(x.replace(/\+/g, ' ')); +}; + +/** + * small helper function to urlencode strings + */ +jQuery.urlencode = encodeURIComponent; + +/** + * This function returns the parsed url parameters of the + * current request. 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+ overflow-x: auto; +} + +p.sidebar-title { + font-weight: bold; +} +nav.contents, +aside.topic, + +div.admonition, div.topic, blockquote { + clear: left; +} + +/* -- topics ---------------------------------------------------------------- */ +nav.contents, +aside.topic, + +div.topic { + border: 1px solid #ccc; + padding: 7px; + margin: 10px 0 10px 0; +} + +p.topic-title { + font-size: 1.1em; + font-weight: bold; + margin-top: 10px; +} + +/* -- admonitions ----------------------------------------------------------- */ + +div.admonition { + margin-top: 10px; + margin-bottom: 10px; + padding: 7px; +} + +div.admonition dt { + font-weight: bold; +} + +p.admonition-title { + margin: 0px 10px 5px 0px; + font-weight: bold; +} + +div.body p.centered { + text-align: center; + margin-top: 25px; +} + +/* -- content of sidebars/topics/admonitions -------------------------------- */ + +div.sidebar > :last-child, +aside.sidebar > :last-child, +nav.contents > :last-child, +aside.topic > :last-child, + +div.topic > :last-child, +div.admonition > :last-child { + margin-bottom: 0; +} + +div.sidebar::after, +aside.sidebar::after, +nav.contents::after, +aside.topic::after, + +div.topic::after, +div.admonition::after, +blockquote::after { + display: block; + content: ''; + clear: both; +} + +/* -- tables ---------------------------------------------------------------- */ + +table.docutils { + margin-top: 10px; + margin-bottom: 10px; + border: 0; + border-collapse: collapse; +} + +table.align-center { + margin-left: auto; + margin-right: auto; +} + +table.align-default { + margin-left: auto; + margin-right: auto; +} + +table caption span.caption-number { + font-style: italic; +} + +table caption span.caption-text { +} + +table.docutils td, table.docutils th { + padding: 1px 8px 1px 5px; + border-top: 0; + border-left: 0; + border-right: 0; + border-bottom: 1px solid #aaa; +} + +th { + text-align: left; + padding-right: 5px; +} + +table.citation { + border-left: solid 1px gray; + margin-left: 1px; +} + +table.citation td { + border-bottom: none; +} + +th > :first-child, +td > :first-child { + margin-top: 0px; +} + +th > :last-child, +td > :last-child { + margin-bottom: 0px; +} + +/* -- figures --------------------------------------------------------------- */ + +div.figure, figure { + margin: 0.5em; + padding: 0.5em; +} + +div.figure p.caption, figcaption { + padding: 0.3em; +} + +div.figure p.caption span.caption-number, +figcaption span.caption-number { + font-style: italic; +} + +div.figure p.caption span.caption-text, +figcaption span.caption-text { +} + +/* -- field list styles ----------------------------------------------------- */ + +table.field-list td, table.field-list th { + border: 0 !important; +} + +.field-list ul { + margin: 0; + padding-left: 1em; +} + +.field-list p { + margin: 0; +} + +.field-name { + -moz-hyphens: manual; + -ms-hyphens: manual; + -webkit-hyphens: manual; + hyphens: manual; +} + +/* -- hlist styles ---------------------------------------------------------- */ + +table.hlist { + margin: 1em 0; +} + +table.hlist td { + vertical-align: top; +} + +/* -- object description styles --------------------------------------------- */ + +.sig { + font-family: 'Consolas', 'Menlo', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; +} + +.sig-name, code.descname { + background-color: transparent; + font-weight: bold; +} + +.sig-name { + font-size: 1.1em; +} + +code.descname { + font-size: 1.2em; +} + +.sig-prename, code.descclassname { + background-color: transparent; +} + +.optional { + font-size: 1.3em; +} + +.sig-paren { + font-size: larger; +} + +.sig-param.n { + font-style: italic; +} + +/* C++ specific styling */ + +.sig-inline.c-texpr, +.sig-inline.cpp-texpr { + font-family: unset; +} + +.sig.c .k, .sig.c .kt, +.sig.cpp .k, .sig.cpp .kt { + color: #0033B3; +} + +.sig.c .m, +.sig.cpp .m { + color: #1750EB; +} + +.sig.c .s, .sig.c .sc, +.sig.cpp .s, .sig.cpp .sc { + color: #067D17; +} + + +/* -- other body styles ----------------------------------------------------- */ + +ol.arabic { + list-style: decimal; +} + +ol.loweralpha { + list-style: lower-alpha; +} + +ol.upperalpha { + list-style: upper-alpha; +} + +ol.lowerroman { + list-style: lower-roman; +} + +ol.upperroman { + list-style: upper-roman; +} + +:not(li) > ol > li:first-child > :first-child, +:not(li) > ul > li:first-child > :first-child { + margin-top: 0px; +} + +:not(li) > ol > li:last-child > :last-child, +:not(li) > ul > li:last-child > :last-child { + margin-bottom: 0px; +} + +ol.simple ol p, +ol.simple ul p, +ul.simple ol p, +ul.simple ul p { + margin-top: 0; +} + +ol.simple > li:not(:first-child) > p, +ul.simple > li:not(:first-child) > p { + margin-top: 0; +} + +ol.simple p, +ul.simple p { + margin-bottom: 0; +} + +/* Docutils 0.17 and older (footnotes & citations) */ +dl.footnote > dt, +dl.citation > dt { + float: left; + margin-right: 0.5em; +} + +dl.footnote > dd, +dl.citation > dd { + margin-bottom: 0em; +} + +dl.footnote > dd:after, +dl.citation > dd:after { + content: ""; + clear: both; +} + +/* Docutils 0.18+ (footnotes & citations) */ +aside.footnote > span, +div.citation > span { + float: left; +} +aside.footnote > span:last-of-type, +div.citation > span:last-of-type { + padding-right: 0.5em; +} +aside.footnote > p { + margin-left: 2em; +} +div.citation > p { + margin-left: 4em; +} +aside.footnote > p:last-of-type, +div.citation > p:last-of-type { + margin-bottom: 0em; +} +aside.footnote > p:last-of-type:after, +div.citation > p:last-of-type:after { + content: ""; + clear: both; +} + +/* Footnotes & citations ends */ + +dl.field-list { + display: grid; + grid-template-columns: fit-content(30%) auto; +} + +dl.field-list > dt { + font-weight: bold; + word-break: break-word; + padding-left: 0.5em; + padding-right: 5px; +} + +dl.field-list > dt:after { + content: ":"; +} + +dl.field-list > dd { + padding-left: 0.5em; + margin-top: 0em; + margin-left: 0em; + margin-bottom: 0em; +} + +dl { + margin-bottom: 15px; +} + +dd > :first-child { + margin-top: 0px; +} + +dd ul, dd table { + margin-bottom: 10px; +} + +dd { + margin-top: 3px; + margin-bottom: 10px; + margin-left: 30px; +} + +dl > dd:last-child, +dl > dd:last-child > :last-child { + margin-bottom: 0; +} + +dt:target, span.highlighted { + background-color: #fbe54e; +} + +rect.highlighted { + fill: #fbe54e; +} + +dl.glossary dt { + font-weight: bold; + font-size: 1.1em; +} + +.versionmodified { + font-style: italic; +} + +.system-message { + background-color: #fda; + padding: 5px; + border: 3px solid red; +} + +.footnote:target { + background-color: #ffa; +} + +.line-block { + display: block; + margin-top: 1em; + margin-bottom: 1em; +} + +.line-block .line-block { + margin-top: 0; + margin-bottom: 0; + margin-left: 1.5em; +} + +.guilabel, .menuselection { + font-family: sans-serif; +} + +.accelerator { + text-decoration: underline; +} + +.classifier { + font-style: oblique; +} + +.classifier:before { + font-style: normal; + margin: 0 0.5em; + content: ":"; + display: inline-block; +} + +abbr, acronym { + border-bottom: dotted 1px; + cursor: help; +} + +/* -- code displays --------------------------------------------------------- */ + +pre { + overflow: auto; + overflow-y: hidden; /* fixes display issues on Chrome browsers */ +} + +pre, div[class*="highlight-"] { + clear: both; +} + +span.pre { + -moz-hyphens: none; + -ms-hyphens: none; + -webkit-hyphens: none; + hyphens: none; + white-space: nowrap; +} + +div[class*="highlight-"] { + margin: 1em 0; +} + +td.linenos pre { + border: 0; + background-color: transparent; + color: #aaa; +} + +table.highlighttable { + display: block; +} + +table.highlighttable tbody { + display: block; +} + +table.highlighttable tr { + display: flex; +} + +table.highlighttable td { + margin: 0; + padding: 0; +} + +table.highlighttable td.linenos { + padding-right: 0.5em; +} + +table.highlighttable td.code { + flex: 1; + overflow: hidden; +} + +.highlight .hll { + display: block; +} + +div.highlight pre, +table.highlighttable pre { + margin: 0; +} + +div.code-block-caption + div { + margin-top: 0; +} + +div.code-block-caption { + margin-top: 1em; + padding: 2px 5px; + font-size: small; +} + +div.code-block-caption code { + background-color: transparent; +} + +table.highlighttable td.linenos, +span.linenos, +div.highlight span.gp { /* gp: Generic.Prompt */ + user-select: none; + -webkit-user-select: text; /* Safari fallback only */ + -webkit-user-select: none; /* Chrome/Safari */ + -moz-user-select: none; /* Firefox */ + -ms-user-select: none; /* IE10+ */ +} + +div.code-block-caption span.caption-number { + padding: 0.1em 0.3em; + font-style: italic; +} + +div.code-block-caption span.caption-text { +} + +div.literal-block-wrapper { + margin: 1em 0; +} + +code.xref, a code { + background-color: transparent; + font-weight: bold; +} + +h1 code, h2 code, h3 code, h4 code, h5 code, h6 code { + background-color: transparent; +} + +.viewcode-link { + float: right; +} + +.viewcode-back { + float: right; + font-family: sans-serif; +} + +div.viewcode-block:target { + margin: -1px -10px; + padding: 0 10px; +} + +/* -- math display ---------------------------------------------------------- */ + +img.math { + vertical-align: middle; +} + +div.body div.math p { + text-align: center; +} + +span.eqno { + float: right; +} + +span.eqno a.headerlink { + position: absolute; + z-index: 1; +} + +div.math:hover a.headerlink { + visibility: visible; +} + +/* -- printout stylesheet --------------------------------------------------- */ + +@media print { + div.document, + div.documentwrapper, + div.bodywrapper { + margin: 0 !important; + width: 100%; + } + + div.sphinxsidebar, + div.related, + div.footer, + #top-link { + display: none; + } +} \ No newline at end of file diff --git a/_preview/63/_static/check-solid.svg b/_preview/63/_static/check-solid.svg new file mode 100644 index 0000000..92fad4b --- /dev/null +++ b/_preview/63/_static/check-solid.svg @@ -0,0 +1,4 @@ + + + + diff --git a/_preview/63/_static/clipboard.min.js b/_preview/63/_static/clipboard.min.js new file mode 100644 index 0000000..54b3c46 --- /dev/null +++ b/_preview/63/_static/clipboard.min.js @@ -0,0 +1,7 @@ +/*! + * clipboard.js v2.0.8 + * https://clipboardjs.com/ + * + * Licensed MIT © Zeno Rocha + */ +!function(t,e){"object"==typeof exports&&"object"==typeof module?module.exports=e():"function"==typeof define&&define.amd?define([],e):"object"==typeof exports?exports.ClipboardJS=e():t.ClipboardJS=e()}(this,function(){return n={686:function(t,e,n){"use strict";n.d(e,{default:function(){return o}});var e=n(279),i=n.n(e),e=n(370),u=n.n(e),e=n(817),c=n.n(e);function a(t){try{return document.execCommand(t)}catch(t){return}}var f=function(t){t=c()(t);return a("cut"),t};var l=function(t){var e,n,o,r=1 + + + + diff --git a/_preview/63/_static/copybutton.css b/_preview/63/_static/copybutton.css new file mode 100644 index 0000000..f1916ec --- /dev/null +++ b/_preview/63/_static/copybutton.css @@ -0,0 +1,94 @@ +/* Copy buttons */ +button.copybtn { + position: absolute; + display: flex; + top: .3em; + right: .3em; + width: 1.7em; + height: 1.7em; + opacity: 0; + transition: opacity 0.3s, border .3s, background-color .3s; + user-select: none; + padding: 0; + border: none; + outline: none; + border-radius: 0.4em; + /* The colors that GitHub uses */ + border: #1b1f2426 1px solid; + background-color: #f6f8fa; + color: #57606a; +} + +button.copybtn.success { + border-color: #22863a; + color: #22863a; +} + +button.copybtn svg { + stroke: currentColor; + width: 1.5em; + height: 1.5em; + padding: 0.1em; +} + +div.highlight { + position: relative; +} + +/* Show the copybutton */ +.highlight:hover button.copybtn, button.copybtn.success { + opacity: 1; +} + +.highlight button.copybtn:hover { + background-color: rgb(235, 235, 235); +} + +.highlight button.copybtn:active { + background-color: rgb(187, 187, 187); +} + +/** + * A minimal CSS-only tooltip copied from: + * https://codepen.io/mildrenben/pen/rVBrpK + * + * To use, write HTML like the following: + * + *

Short

+ */ + .o-tooltip--left { + position: relative; + } + + .o-tooltip--left:after { + opacity: 0; + visibility: hidden; + position: absolute; + content: attr(data-tooltip); + padding: .2em; + font-size: .8em; + left: -.2em; + background: grey; + color: white; + white-space: nowrap; + z-index: 2; + border-radius: 2px; + transform: translateX(-102%) translateY(0); + transition: opacity 0.2s cubic-bezier(0.64, 0.09, 0.08, 1), transform 0.2s cubic-bezier(0.64, 0.09, 0.08, 1); +} + +.o-tooltip--left:hover:after { + display: block; + opacity: 1; + visibility: visible; + transform: translateX(-100%) translateY(0); + transition: opacity 0.2s cubic-bezier(0.64, 0.09, 0.08, 1), transform 0.2s cubic-bezier(0.64, 0.09, 0.08, 1); + transition-delay: .5s; +} + +/* By default the copy button shouldn't show up when printing a page */ +@media print { + button.copybtn { + display: none; + } +} diff --git a/_preview/63/_static/copybutton.js b/_preview/63/_static/copybutton.js new file mode 100644 index 0000000..2ea7ff3 --- /dev/null +++ b/_preview/63/_static/copybutton.js @@ -0,0 +1,248 @@ +// Localization support +const messages = { + 'en': { + 'copy': 'Copy', + 'copy_to_clipboard': 'Copy to clipboard', + 'copy_success': 'Copied!', + 'copy_failure': 'Failed to copy', + }, + 'es' : { + 'copy': 'Copiar', + 'copy_to_clipboard': 'Copiar al portapapeles', + 'copy_success': '¡Copiado!', + 'copy_failure': 'Error al copiar', + }, + 'de' : { + 'copy': 'Kopieren', + 'copy_to_clipboard': 'In die Zwischenablage kopieren', + 'copy_success': 'Kopiert!', + 'copy_failure': 'Fehler beim Kopieren', + }, + 'fr' : { + 'copy': 'Copier', + 'copy_to_clipboard': 'Copier dans le presse-papier', + 'copy_success': 'Copié !', + 'copy_failure': 'Échec de la copie', + }, + 'ru': { + 'copy': 'Скопировать', + 'copy_to_clipboard': 'Скопировать в буфер', + 'copy_success': 'Скопировано!', + 'copy_failure': 'Не удалось скопировать', + }, + 'zh-CN': { + 'copy': '复制', + 'copy_to_clipboard': '复制到剪贴板', + 'copy_success': '复制成功!', + 'copy_failure': '复制失败', + }, + 'it' : { + 'copy': 'Copiare', + 'copy_to_clipboard': 'Copiato negli appunti', + 'copy_success': 'Copiato!', + 'copy_failure': 'Errore durante la copia', + } +} + +let locale = 'en' +if( document.documentElement.lang !== undefined + && messages[document.documentElement.lang] !== undefined ) { + locale = document.documentElement.lang +} + +let doc_url_root = DOCUMENTATION_OPTIONS.URL_ROOT; +if (doc_url_root == '#') { + doc_url_root = ''; +} + +/** + * SVG files for our copy buttons + */ +let iconCheck = ` + ${messages[locale]['copy_success']} + + +` + +// If the user specified their own SVG use that, otherwise use the default +let iconCopy = ``; +if (!iconCopy) { + iconCopy = ` + ${messages[locale]['copy_to_clipboard']} + + + +` +} + +/** + * Set up copy/paste for code blocks + */ + +const runWhenDOMLoaded = cb => { + if (document.readyState != 'loading') { + cb() + } else if (document.addEventListener) { + document.addEventListener('DOMContentLoaded', cb) + } else { + document.attachEvent('onreadystatechange', function() { + if (document.readyState == 'complete') cb() + }) + } +} + +const codeCellId = index => `codecell${index}` + +// Clears selected text since ClipboardJS will select the text when copying +const clearSelection = () => { + if (window.getSelection) { + window.getSelection().removeAllRanges() + } else if (document.selection) { + document.selection.empty() + } +} + +// Changes tooltip text for a moment, then changes it back +// We want the timeout of our `success` class to be a bit shorter than the +// tooltip and icon change, so that we can hide the icon before changing back. +var timeoutIcon = 2000; +var timeoutSuccessClass = 1500; + +const temporarilyChangeTooltip = (el, oldText, newText) => { + el.setAttribute('data-tooltip', newText) + el.classList.add('success') + // Remove success a little bit sooner than we change the tooltip + // So that we can use CSS to hide the copybutton first + setTimeout(() => el.classList.remove('success'), timeoutSuccessClass) + setTimeout(() => el.setAttribute('data-tooltip', oldText), timeoutIcon) +} + +// Changes the copy button icon for two seconds, then changes it back +const temporarilyChangeIcon = (el) => { + el.innerHTML = iconCheck; + setTimeout(() => {el.innerHTML = iconCopy}, timeoutIcon) +} + +const addCopyButtonToCodeCells = () => { + // If ClipboardJS hasn't loaded, wait a bit and try again. This + // happens because we load ClipboardJS asynchronously. + if (window.ClipboardJS === undefined) { + setTimeout(addCopyButtonToCodeCells, 250) + return + } + + // Add copybuttons to all of our code cells + const COPYBUTTON_SELECTOR = 'div.highlight pre'; + const codeCells = document.querySelectorAll(COPYBUTTON_SELECTOR) + codeCells.forEach((codeCell, index) => { + const id = codeCellId(index) + codeCell.setAttribute('id', id) + + const clipboardButton = id => + `` + codeCell.insertAdjacentHTML('afterend', clipboardButton(id)) + }) + +function escapeRegExp(string) { + return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string +} + +/** + * Removes excluded text from a Node. + * + * @param {Node} target Node to filter. + * @param {string} exclude CSS selector of nodes to exclude. + * @returns {DOMString} Text from `target` with text removed. + */ +function filterText(target, exclude) { + const clone = target.cloneNode(true); // clone as to not modify the live DOM + if (exclude) { + // remove excluded nodes + clone.querySelectorAll(exclude).forEach(node => node.remove()); + } + return clone.innerText; +} + +// Callback when a copy button is clicked. Will be passed the node that was clicked +// should then grab the text and replace pieces of text that shouldn't be used in output +function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true, copyEmptyLines = true, lineContinuationChar = "", hereDocDelim = "") { + var regexp; + var match; + + // Do we check for line continuation characters and "HERE-documents"? + var useLineCont = !!lineContinuationChar + var useHereDoc = !!hereDocDelim + + // create regexp to capture prompt and remaining line + if (isRegexp) { + regexp = new RegExp('^(' + copybuttonPromptText + ')(.*)') + } else { + regexp = new RegExp('^(' + escapeRegExp(copybuttonPromptText) + ')(.*)') + } + + const outputLines = []; + var promptFound = false; + var gotLineCont = false; + var gotHereDoc = false; + const lineGotPrompt = []; + for (const line of textContent.split('\n')) { + match = line.match(regexp) + if (match || gotLineCont || gotHereDoc) { + promptFound = regexp.test(line) + lineGotPrompt.push(promptFound) + if (removePrompts && promptFound) { + outputLines.push(match[2]) + } else { + outputLines.push(line) + } + gotLineCont = line.endsWith(lineContinuationChar) & useLineCont + if (line.includes(hereDocDelim) & useHereDoc) + gotHereDoc = !gotHereDoc + } else if (!onlyCopyPromptLines) { + outputLines.push(line) + } else if (copyEmptyLines && line.trim() === '') { + outputLines.push(line) + } + } + + // If no lines with the prompt were found then just use original lines + if (lineGotPrompt.some(v => v === true)) { + textContent = outputLines.join('\n'); + } + + // Remove a trailing newline to avoid auto-running when pasting + if (textContent.endsWith("\n")) { + textContent = textContent.slice(0, -1) + } + return textContent +} + + +var copyTargetText = (trigger) => { + var target = document.querySelector(trigger.attributes['data-clipboard-target'].value); + + // get filtered text + let exclude = '.linenos'; + + let text = filterText(target, exclude); + return formatCopyText(text, '', false, true, true, true, '', '') +} + + // Initialize with a callback so we can modify the text before copy + const clipboard = new ClipboardJS('.copybtn', {text: copyTargetText}) + + // Update UI with error/success messages + clipboard.on('success', event => { + clearSelection() + temporarilyChangeTooltip(event.trigger, messages[locale]['copy'], messages[locale]['copy_success']) + temporarilyChangeIcon(event.trigger) + }) + + clipboard.on('error', event => { + temporarilyChangeTooltip(event.trigger, messages[locale]['copy'], messages[locale]['copy_failure']) + }) +} + +runWhenDOMLoaded(addCopyButtonToCodeCells) \ No newline at end of file diff --git a/_preview/63/_static/copybutton_funcs.js b/_preview/63/_static/copybutton_funcs.js new file mode 100644 index 0000000..dbe1aaa --- /dev/null +++ b/_preview/63/_static/copybutton_funcs.js @@ -0,0 +1,73 @@ +function escapeRegExp(string) { + return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string +} + +/** + * Removes excluded text from a Node. + * + * @param {Node} target Node to filter. + * @param {string} exclude CSS selector of nodes to exclude. + * @returns {DOMString} Text from `target` with text removed. + */ +export function filterText(target, exclude) { + const clone = target.cloneNode(true); // clone as to not modify the live DOM + if (exclude) { + // remove excluded nodes + clone.querySelectorAll(exclude).forEach(node => node.remove()); + } + return clone.innerText; +} + +// Callback when a copy button is clicked. Will be passed the node that was clicked +// should then grab the text and replace pieces of text that shouldn't be used in output +export function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true, copyEmptyLines = true, lineContinuationChar = "", hereDocDelim = "") { + var regexp; + var match; + + // Do we check for line continuation characters and "HERE-documents"? + var useLineCont = !!lineContinuationChar + var useHereDoc = !!hereDocDelim + + // create regexp to capture prompt and remaining line + if (isRegexp) { + regexp = new RegExp('^(' + copybuttonPromptText + ')(.*)') + } else { + regexp = new RegExp('^(' + escapeRegExp(copybuttonPromptText) + ')(.*)') + } + + const outputLines = []; + var promptFound = false; + var gotLineCont = false; + var gotHereDoc = false; + const lineGotPrompt = []; + for (const line of textContent.split('\n')) { + match = line.match(regexp) + if (match || gotLineCont || gotHereDoc) { + promptFound = regexp.test(line) + lineGotPrompt.push(promptFound) + if (removePrompts && promptFound) { + outputLines.push(match[2]) + } else { + outputLines.push(line) + } + gotLineCont = line.endsWith(lineContinuationChar) & useLineCont + if (line.includes(hereDocDelim) & useHereDoc) + gotHereDoc = !gotHereDoc + } else if (!onlyCopyPromptLines) { + outputLines.push(line) + } else if (copyEmptyLines && line.trim() === '') { + outputLines.push(line) + } + } + + // If no lines with the prompt were found then just use original lines + if (lineGotPrompt.some(v => v === true)) { + textContent = outputLines.join('\n'); + } + + // Remove a trailing newline to avoid auto-running when pasting + if (textContent.endsWith("\n")) { + textContent = textContent.slice(0, -1) + } + return textContent +} diff --git a/_preview/63/_static/design-style.4045f2051d55cab465a707391d5b2007.min.css b/_preview/63/_static/design-style.4045f2051d55cab465a707391d5b2007.min.css new file mode 100644 index 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= true; + } + window.localStorage.setItem("sphinx-design-last-tab", syncId); +} + +document.addEventListener("DOMContentLoaded", ready, false); diff --git a/_preview/63/_static/doctools.js b/_preview/63/_static/doctools.js new file mode 100644 index 0000000..c3db08d --- /dev/null +++ b/_preview/63/_static/doctools.js @@ -0,0 +1,264 @@ +/* + * doctools.js + * ~~~~~~~~~~~ + * + * Base JavaScript utilities for all Sphinx HTML documentation. + * + * :copyright: Copyright 2007-2022 by the Sphinx team, see AUTHORS. + * :license: BSD, see LICENSE for details. + * + */ +"use strict"; + +const _ready = (callback) => { + if (document.readyState !== "loading") { + callback(); + } else { + document.addEventListener("DOMContentLoaded", callback); + } +}; + +/** + * highlight a given string on a node by wrapping it in + * span elements with the given class name. + */ +const _highlight = (node, addItems, text, className) => { + if (node.nodeType === Node.TEXT_NODE) { + const val = node.nodeValue; + const parent = node.parentNode; + const pos = val.toLowerCase().indexOf(text); + if ( + pos >= 0 && + !parent.classList.contains(className) && + !parent.classList.contains("nohighlight") + ) { + let span; + + const closestNode = parent.closest("body, svg, foreignObject"); + const isInSVG = closestNode && closestNode.matches("svg"); + if (isInSVG) { + span = document.createElementNS("http://www.w3.org/2000/svg", "tspan"); + } else { + span = document.createElement("span"); + span.classList.add(className); + } + + span.appendChild(document.createTextNode(val.substr(pos, text.length))); + parent.insertBefore( + span, + parent.insertBefore( + document.createTextNode(val.substr(pos + text.length)), + node.nextSibling + ) + ); + node.nodeValue = val.substr(0, pos); + + if (isInSVG) { + const rect = document.createElementNS( + "http://www.w3.org/2000/svg", + "rect" + ); + const bbox = parent.getBBox(); + rect.x.baseVal.value = bbox.x; + rect.y.baseVal.value = bbox.y; + rect.width.baseVal.value = bbox.width; + rect.height.baseVal.value = bbox.height; + rect.setAttribute("class", className); + addItems.push({ parent: parent, target: rect }); + } + } + } else if (node.matches && !node.matches("button, select, textarea")) { + node.childNodes.forEach((el) => _highlight(el, addItems, text, className)); + } +}; +const _highlightText = (thisNode, text, className) => { + let addItems = []; + _highlight(thisNode, addItems, text, className); + addItems.forEach((obj) => + obj.parent.insertAdjacentElement("beforebegin", obj.target) + ); +}; + +/** + * Small JavaScript module for the documentation. + */ +const Documentation = { + init: () => { + Documentation.highlightSearchWords(); + Documentation.initDomainIndexTable(); + Documentation.initOnKeyListeners(); + }, + + /** + * i18n support + */ + TRANSLATIONS: {}, + PLURAL_EXPR: (n) => (n === 1 ? 0 : 1), + LOCALE: "unknown", + + // gettext and ngettext don't access this so that the functions + // can safely bound to a different name (_ = Documentation.gettext) + gettext: (string) => { + const translated = Documentation.TRANSLATIONS[string]; + switch (typeof translated) { + case "undefined": + return string; // no translation + case "string": + return translated; // translation exists + default: + return translated[0]; // (singular, plural) translation tuple exists + } + }, + + ngettext: (singular, plural, n) => { + const translated = Documentation.TRANSLATIONS[singular]; + if (typeof translated !== "undefined") + return translated[Documentation.PLURAL_EXPR(n)]; + return n === 1 ? singular : plural; + }, + + addTranslations: (catalog) => { + Object.assign(Documentation.TRANSLATIONS, catalog.messages); + Documentation.PLURAL_EXPR = new Function( + "n", + `return (${catalog.plural_expr})` + ); + Documentation.LOCALE = catalog.locale; + }, + + /** + * highlight the search words provided in the url in the text + */ + highlightSearchWords: () => { + const highlight = + new URLSearchParams(window.location.search).get("highlight") || ""; + const terms = highlight.toLowerCase().split(/\s+/).filter(x => x); + if (terms.length === 0) return; // nothing to do + + // There should never be more than one element matching "div.body" + const divBody = document.querySelectorAll("div.body"); + const body = divBody.length ? divBody[0] : document.querySelector("body"); + window.setTimeout(() => { + terms.forEach((term) => _highlightText(body, term, "highlighted")); + }, 10); + + const searchBox = document.getElementById("searchbox"); + if (searchBox === null) return; + searchBox.appendChild( + document + .createRange() + .createContextualFragment( + '" + ) + ); + }, + + /** + * helper function to hide the search marks again + */ + hideSearchWords: () => { + document + .querySelectorAll("#searchbox .highlight-link") + .forEach((el) => el.remove()); + document + .querySelectorAll("span.highlighted") + .forEach((el) => el.classList.remove("highlighted")); + const url = new URL(window.location); + url.searchParams.delete("highlight"); + window.history.replaceState({}, "", url); + }, + + /** + * helper function to focus on search bar + */ + focusSearchBar: () => { + document.querySelectorAll("input[name=q]")[0]?.focus(); + }, + + /** + * Initialise the domain index toggle buttons + */ + initDomainIndexTable: () => { + const toggler = (el) => { + const idNumber = el.id.substr(7); + const toggledRows = document.querySelectorAll(`tr.cg-${idNumber}`); + if (el.src.substr(-9) === "minus.png") { + el.src = `${el.src.substr(0, el.src.length - 9)}plus.png`; + toggledRows.forEach((el) => (el.style.display = "none")); + } else { + el.src = `${el.src.substr(0, el.src.length - 8)}minus.png`; + toggledRows.forEach((el) => (el.style.display = "")); + } + }; + + const togglerElements = document.querySelectorAll("img.toggler"); + togglerElements.forEach((el) => + el.addEventListener("click", (event) => toggler(event.currentTarget)) + ); + togglerElements.forEach((el) => (el.style.display = "")); + if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) togglerElements.forEach(toggler); + }, + + initOnKeyListeners: () => { + // only install a listener if it is really needed + if ( + !DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS && + !DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS + ) + return; + + const blacklistedElements = new Set([ + "TEXTAREA", + "INPUT", + "SELECT", + "BUTTON", + ]); + document.addEventListener("keydown", (event) => { + if (blacklistedElements.has(document.activeElement.tagName)) return; // bail for input elements + if (event.altKey || event.ctrlKey || event.metaKey) return; // bail with special keys + + if (!event.shiftKey) { + switch (event.key) { + case "ArrowLeft": + if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; + + const prevLink = document.querySelector('link[rel="prev"]'); + if (prevLink && prevLink.href) { + window.location.href = prevLink.href; + event.preventDefault(); + } + break; + case "ArrowRight": + if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; + + const nextLink = document.querySelector('link[rel="next"]'); + if (nextLink && nextLink.href) { + window.location.href = nextLink.href; + event.preventDefault(); + } + break; + case "Escape": + if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) break; + Documentation.hideSearchWords(); + event.preventDefault(); + } + } + + // some keyboard layouts may need Shift to get / + switch (event.key) { + case "/": + if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) break; + Documentation.focusSearchBar(); + event.preventDefault(); + } + }); + }, +}; + +// quick alias for translations +const _ = Documentation.gettext; + +_ready(Documentation.init); diff --git a/_preview/63/_static/documentation_options.js b/_preview/63/_static/documentation_options.js new file mode 100644 index 0000000..162a6ba --- /dev/null +++ b/_preview/63/_static/documentation_options.js @@ -0,0 +1,14 @@ +var DOCUMENTATION_OPTIONS = { + URL_ROOT: document.getElementById("documentation_options").getAttribute('data-url_root'), + VERSION: '', + LANGUAGE: 'en', + COLLAPSE_INDEX: false, + BUILDER: 'html', + FILE_SUFFIX: '.html', + LINK_SUFFIX: '.html', + HAS_SOURCE: true, + SOURCELINK_SUFFIX: '', + NAVIGATION_WITH_KEYS: false, + SHOW_SEARCH_SUMMARY: true, + ENABLE_SEARCH_SHORTCUTS: false, +}; \ No newline at end of file diff --git a/_preview/63/_static/file.png b/_preview/63/_static/file.png new file mode 100644 index 0000000..a858a41 Binary files /dev/null and b/_preview/63/_static/file.png differ diff --git a/_preview/63/_static/images/logo_binder.svg b/_preview/63/_static/images/logo_binder.svg new file mode 100644 index 0000000..45fecf7 --- /dev/null +++ b/_preview/63/_static/images/logo_binder.svg @@ -0,0 +1,19 @@ + + + + +logo + + + + + + + + diff --git a/_preview/63/_static/images/logo_colab.png b/_preview/63/_static/images/logo_colab.png new file mode 100644 index 0000000..b7560ec Binary files /dev/null and b/_preview/63/_static/images/logo_colab.png differ diff --git a/_preview/63/_static/images/logo_deepnote.svg b/_preview/63/_static/images/logo_deepnote.svg new file mode 100644 index 0000000..fa77ebf --- /dev/null +++ b/_preview/63/_static/images/logo_deepnote.svg @@ -0,0 +1 @@ + diff --git a/_preview/63/_static/images/logo_jupyterhub.svg b/_preview/63/_static/images/logo_jupyterhub.svg new file mode 100644 index 0000000..60cfe9f --- /dev/null +++ b/_preview/63/_static/images/logo_jupyterhub.svg @@ -0,0 +1 @@ +logo_jupyterhubHub diff --git a/_preview/63/_static/jquery-3.6.0.js b/_preview/63/_static/jquery-3.6.0.js new file mode 100644 index 0000000..fc6c299 --- /dev/null +++ b/_preview/63/_static/jquery-3.6.0.js @@ -0,0 +1,10881 @@ +/*! + * jQuery JavaScript Library v3.6.0 + * https://jquery.com/ + * + * Includes Sizzle.js + * https://sizzlejs.com/ + * + * Copyright OpenJS Foundation and other contributors + * Released under the MIT license + * https://jquery.org/license + * + * Date: 2021-03-02T17:08Z + */ +( function( global, factory ) { + + "use strict"; + + if ( typeof module === "object" && typeof module.exports === "object" ) { + + // For CommonJS and CommonJS-like environments where a proper `window` + // is present, execute the factory and get jQuery. + // For environments that do not have a `window` with a `document` + // (such as Node.js), expose a factory as module.exports. + // This accentuates the need for the creation of a real `window`. + // e.g. var jQuery = require("jquery")(window); + // See ticket #14549 for more info. + module.exports = global.document ? + factory( global, true ) : + function( w ) { + if ( !w.document ) { + throw new Error( "jQuery requires a window with a document" ); + } + return factory( w ); + }; + } else { + factory( global ); + } + +// Pass this if window is not defined yet +} )( typeof window !== "undefined" ? window : this, function( window, noGlobal ) { + +// Edge <= 12 - 13+, Firefox <=18 - 45+, IE 10 - 11, Safari 5.1 - 9+, iOS 6 - 9.1 +// throw exceptions when non-strict code (e.g., ASP.NET 4.5) accesses strict mode +// arguments.callee.caller (trac-13335). But as of jQuery 3.0 (2016), strict mode should be common +// enough that all such attempts are guarded in a try block. +"use strict"; + +var arr = []; + +var getProto = Object.getPrototypeOf; + +var slice = arr.slice; + +var flat = arr.flat ? function( array ) { + return arr.flat.call( array ); +} : function( array ) { + return arr.concat.apply( [], array ); +}; + + +var push = arr.push; + +var indexOf = arr.indexOf; + +var class2type = {}; + +var toString = class2type.toString; + +var hasOwn = class2type.hasOwnProperty; + +var fnToString = hasOwn.toString; + +var ObjectFunctionString = fnToString.call( Object ); + +var support = {}; + +var isFunction = function isFunction( obj ) { + + // Support: Chrome <=57, Firefox <=52 + // In some browsers, typeof returns "function" for HTML elements + // (i.e., `typeof document.createElement( "object" ) === "function"`). + // We don't want to classify *any* DOM node as a function. + // Support: QtWeb <=3.8.5, WebKit <=534.34, wkhtmltopdf tool <=0.12.5 + // Plus for old WebKit, typeof returns "function" for HTML collections + // (e.g., `typeof document.getElementsByTagName("div") === "function"`). (gh-4756) + return typeof obj === "function" && typeof obj.nodeType !== "number" && + typeof obj.item !== "function"; + }; + + +var isWindow = function isWindow( obj ) { + return obj != null && obj === obj.window; + }; + + +var document = window.document; + + + + var preservedScriptAttributes = { + type: true, + src: true, + nonce: true, + noModule: true + }; + + function DOMEval( code, node, doc ) { + doc = doc || document; + + var i, val, + script = doc.createElement( "script" ); + + script.text = code; + if ( node ) { + for ( i in preservedScriptAttributes ) { + + // Support: Firefox 64+, Edge 18+ + // Some browsers don't support the "nonce" property on scripts. + // On the other hand, just using `getAttribute` is not enough as + // the `nonce` attribute is reset to an empty string whenever it + // becomes browsing-context connected. + // See https://github.com/whatwg/html/issues/2369 + // See https://html.spec.whatwg.org/#nonce-attributes + // The `node.getAttribute` check was added for the sake of + // `jQuery.globalEval` so that it can fake a nonce-containing node + // via an object. + val = node[ i ] || node.getAttribute && node.getAttribute( i ); + if ( val ) { + script.setAttribute( i, val ); + } + } + } + doc.head.appendChild( script ).parentNode.removeChild( script ); + } + + +function toType( obj ) { + if ( obj == null ) { + return obj + ""; + } + + // Support: Android <=2.3 only (functionish RegExp) + return typeof obj === "object" || typeof obj === "function" ? + class2type[ toString.call( obj ) ] || "object" : + typeof obj; +} +/* global Symbol */ +// Defining this global in .eslintrc.json would create a danger of using the global +// unguarded in another place, it seems safer to define global only for this module + + + +var + version = "3.6.0", + + // Define a local copy of jQuery + jQuery = function( selector, context ) { + + // The jQuery object is actually just the init constructor 'enhanced' + // Need init if jQuery is called (just allow error to be thrown if not included) + return new jQuery.fn.init( selector, context ); + }; + +jQuery.fn = jQuery.prototype = { + + // The current version of jQuery being used + jquery: version, + + constructor: jQuery, + + // The default length of a jQuery object is 0 + length: 0, + + toArray: function() { + return slice.call( this ); + }, + + // Get the Nth element in the matched element set OR + // Get the whole matched element set as a clean array + get: function( num ) { + + // Return all the elements in a clean array + if ( num == null ) { + return slice.call( this ); + } + + // Return just the one element from the set + return num < 0 ? this[ num + this.length ] : this[ num ]; + }, + + // Take an array of elements and push it onto the stack + // (returning the new matched element set) + pushStack: function( elems ) { + + // Build a new jQuery matched element set + var ret = jQuery.merge( this.constructor(), elems ); + + // Add the old object onto the stack (as a reference) + ret.prevObject = this; + + // Return the newly-formed element set + return ret; + }, + + // Execute a callback for every element in the matched set. + each: function( callback ) { + return jQuery.each( this, callback ); + }, + + map: function( callback ) { + return this.pushStack( jQuery.map( this, function( elem, i ) { + return callback.call( elem, i, elem ); + } ) ); + }, + + slice: function() { + return this.pushStack( slice.apply( this, arguments ) ); + }, + + first: function() { + return this.eq( 0 ); + }, + + last: function() { + return this.eq( -1 ); + }, + + even: function() { + return this.pushStack( jQuery.grep( this, function( _elem, i ) { + return ( i + 1 ) % 2; + } ) ); + }, + + odd: function() { + return this.pushStack( jQuery.grep( this, function( _elem, i ) { + return i % 2; + } ) ); + }, + + eq: function( i ) { + var len = this.length, + j = +i + ( i < 0 ? len : 0 ); + return this.pushStack( j >= 0 && j < len ? [ this[ j ] ] : [] ); + }, + + end: function() { + return this.prevObject || this.constructor(); + }, + + // For internal use only. + // Behaves like an Array's method, not like a jQuery method. + push: push, + sort: arr.sort, + splice: arr.splice +}; + +jQuery.extend = jQuery.fn.extend = function() { + var options, name, src, copy, copyIsArray, clone, + target = arguments[ 0 ] || {}, + i = 1, + length = arguments.length, + deep = false; + + // Handle a deep copy situation + if ( typeof target === "boolean" ) { + deep = target; + + // Skip the boolean and the target + target = arguments[ i ] || {}; + i++; + } + + // Handle case when target is a string or something (possible in deep copy) + if ( typeof target !== "object" && !isFunction( target ) ) { + target = {}; + } + + // Extend jQuery itself if only one argument is passed + if ( i === length ) { + target = this; + i--; + } + + for ( ; i < length; i++ ) { + + // Only deal with non-null/undefined values + if ( ( options = arguments[ i ] ) != null ) { + + // Extend the base object + for ( name in options ) { + copy = options[ name ]; + + // Prevent Object.prototype pollution + // Prevent never-ending loop + if ( name === "__proto__" || target === copy ) { + continue; + } + + // Recurse if we're merging plain objects or arrays + if ( deep && copy && ( jQuery.isPlainObject( copy ) || + ( copyIsArray = Array.isArray( copy ) ) ) ) { + src = target[ name ]; + + // Ensure proper type for the source value + if ( copyIsArray && !Array.isArray( src ) ) { + clone = []; + } else if ( !copyIsArray && !jQuery.isPlainObject( src ) ) { + clone = {}; + } else { + clone = src; + } + copyIsArray = false; + + // Never move original objects, clone them + target[ name ] = jQuery.extend( deep, clone, copy ); + + // Don't bring in undefined values + } else if ( copy !== undefined ) { + target[ name ] = copy; + } + } + } + } + + // Return the modified object + return target; +}; + +jQuery.extend( { + + // Unique for each copy of jQuery on the page + expando: "jQuery" + ( version + Math.random() ).replace( /\D/g, "" ), + + // Assume jQuery is ready without the ready module + isReady: true, + + error: function( msg ) { + throw new Error( msg ); + }, + + noop: function() {}, + + isPlainObject: function( obj ) { + var proto, Ctor; + + // Detect obvious negatives + // Use toString instead of jQuery.type to catch host objects + if ( !obj || toString.call( obj ) !== "[object Object]" ) { + return false; + } + + proto = getProto( obj ); + + // Objects with no prototype (e.g., `Object.create( null )`) are plain + if ( !proto ) { + return true; + } + + // Objects with prototype are plain iff they were constructed by a global Object function + Ctor = hasOwn.call( proto, "constructor" ) && proto.constructor; + return typeof Ctor === "function" && fnToString.call( Ctor ) === ObjectFunctionString; + }, + + isEmptyObject: function( obj ) { + var name; + + for ( name in obj ) { + return false; + } + return true; + }, + + // Evaluates a script in a provided context; falls back to the global one + // if not specified. + globalEval: function( code, options, doc ) { + DOMEval( code, { nonce: options && options.nonce }, doc ); + }, + + each: function( obj, callback ) { + var length, i = 0; + + if ( isArrayLike( obj ) ) { + length = obj.length; + for ( ; i < length; i++ ) { + if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { + break; + } + } + } else { + for ( i in obj ) { + if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { + break; + } + } + } + + return obj; + }, + + // results is for internal usage only + makeArray: function( arr, results ) { + var ret = results || []; + + if ( arr != null ) { + if ( isArrayLike( Object( arr ) ) ) { + jQuery.merge( ret, + typeof arr === "string" ? + [ arr ] : arr + ); + } else { + push.call( ret, arr ); + } + } + + return ret; + }, + + inArray: function( elem, arr, i ) { + return arr == null ? -1 : indexOf.call( arr, elem, i ); + }, + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + merge: function( first, second ) { + var len = +second.length, + j = 0, + i = first.length; + + for ( ; j < len; j++ ) { + first[ i++ ] = second[ j ]; + } + + first.length = i; + + return first; + }, + + grep: function( elems, callback, invert ) { + var callbackInverse, + matches = [], + i = 0, + length = elems.length, + callbackExpect = !invert; + + // Go through the array, only saving the items + // that pass the validator function + for ( ; i < length; i++ ) { + callbackInverse = !callback( elems[ i ], i ); + if ( callbackInverse !== callbackExpect ) { + matches.push( elems[ i ] ); + } + } + + return matches; + }, + + // arg is for internal usage only + map: function( elems, callback, arg ) { + var length, value, + i = 0, + ret = []; + + // Go through the array, translating each of the items to their new values + if ( isArrayLike( elems ) ) { + length = elems.length; + for ( ; i < length; i++ ) { + value = callback( elems[ i ], i, arg ); + + if ( value != null ) { + ret.push( value ); + } + } + + // Go through every key on the object, + } else { + for ( i in elems ) { + value = callback( elems[ i ], i, arg ); + + if ( value != null ) { + ret.push( value ); + } + } + } + + // Flatten any nested arrays + return flat( ret ); + }, + + // A global GUID counter for objects + guid: 1, + + // jQuery.support is not used in Core but other projects attach their + // properties to it so it needs to exist. + support: support +} ); + +if ( typeof Symbol === "function" ) { + jQuery.fn[ Symbol.iterator ] = arr[ Symbol.iterator ]; +} + +// Populate the class2type map +jQuery.each( "Boolean Number String Function Array Date RegExp Object Error Symbol".split( " " ), + function( _i, name ) { + class2type[ "[object " + name + "]" ] = name.toLowerCase(); + } ); + +function isArrayLike( obj ) { + + // Support: real iOS 8.2 only (not reproducible in simulator) + // `in` check used to prevent JIT error (gh-2145) + // hasOwn isn't used here due to false negatives + // regarding Nodelist length in IE + var length = !!obj && "length" in obj && obj.length, + type = toType( obj ); + + if ( isFunction( obj ) || isWindow( obj ) ) { + return false; + } + + return type === "array" || length === 0 || + typeof length === "number" && length > 0 && ( length - 1 ) in obj; +} +var Sizzle = +/*! + * Sizzle CSS Selector Engine v2.3.6 + * https://sizzlejs.com/ + * + * Copyright JS Foundation and other contributors + * Released under the MIT license + * https://js.foundation/ + * + * Date: 2021-02-16 + */ +( function( window ) { +var i, + support, + Expr, + getText, + isXML, + tokenize, + compile, + select, + outermostContext, + sortInput, + hasDuplicate, + + // Local document vars + setDocument, + document, + docElem, + documentIsHTML, + rbuggyQSA, + rbuggyMatches, + matches, + contains, + + // Instance-specific data + expando = "sizzle" + 1 * new Date(), + preferredDoc = window.document, + dirruns = 0, + done = 0, + classCache = createCache(), + tokenCache = createCache(), + compilerCache = createCache(), + nonnativeSelectorCache = createCache(), + sortOrder = function( a, b ) { + if ( a === b ) { + hasDuplicate = true; + } + return 0; + }, + + // Instance methods + hasOwn = ( {} ).hasOwnProperty, + arr = [], + pop = arr.pop, + pushNative = arr.push, + push = arr.push, + slice = arr.slice, + + // Use a stripped-down indexOf as it's faster than native + // https://jsperf.com/thor-indexof-vs-for/5 + indexOf = function( list, elem ) { + var i = 0, + len = list.length; + for ( ; i < len; i++ ) { + if ( list[ i ] === elem ) { + return i; + } + } + return -1; + }, + + booleans = "checked|selected|async|autofocus|autoplay|controls|defer|disabled|hidden|" + + "ismap|loop|multiple|open|readonly|required|scoped", + + // Regular expressions + + // http://www.w3.org/TR/css3-selectors/#whitespace + whitespace = "[\\x20\\t\\r\\n\\f]", + + // https://www.w3.org/TR/css-syntax-3/#ident-token-diagram + identifier = "(?:\\\\[\\da-fA-F]{1,6}" + whitespace + + "?|\\\\[^\\r\\n\\f]|[\\w-]|[^\0-\\x7f])+", + + // Attribute selectors: http://www.w3.org/TR/selectors/#attribute-selectors + attributes = "\\[" + whitespace + "*(" + identifier + ")(?:" + whitespace + + + // Operator (capture 2) + "*([*^$|!~]?=)" + whitespace + + + // "Attribute values must be CSS identifiers [capture 5] + // or strings [capture 3 or capture 4]" + "*(?:'((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\"|(" + identifier + "))|)" + + whitespace + "*\\]", + + pseudos = ":(" + identifier + ")(?:\\((" + + + // To reduce the number of selectors needing tokenize in the preFilter, prefer arguments: + // 1. quoted (capture 3; capture 4 or capture 5) + "('((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\")|" + + + // 2. simple (capture 6) + "((?:\\\\.|[^\\\\()[\\]]|" + attributes + ")*)|" + + + // 3. anything else (capture 2) + ".*" + + ")\\)|)", + + // Leading and non-escaped trailing whitespace, capturing some non-whitespace characters preceding the latter + rwhitespace = new RegExp( whitespace + "+", "g" ), + rtrim = new RegExp( "^" + whitespace + "+|((?:^|[^\\\\])(?:\\\\.)*)" + + whitespace + "+$", "g" ), + + rcomma = new RegExp( "^" + whitespace + "*," + whitespace + "*" ), + rcombinators = new RegExp( "^" + whitespace + "*([>+~]|" + whitespace + ")" + whitespace + + "*" ), + rdescend = new RegExp( whitespace + "|>" ), + + rpseudo = new RegExp( pseudos ), + ridentifier = new RegExp( "^" + identifier + "$" ), + + matchExpr = { + "ID": new RegExp( "^#(" + identifier + ")" ), + "CLASS": new RegExp( "^\\.(" + identifier + ")" ), + "TAG": new RegExp( "^(" + identifier + "|[*])" ), + "ATTR": new RegExp( "^" + attributes ), + "PSEUDO": new RegExp( "^" + pseudos ), + "CHILD": new RegExp( "^:(only|first|last|nth|nth-last)-(child|of-type)(?:\\(" + + whitespace + "*(even|odd|(([+-]|)(\\d*)n|)" + whitespace + "*(?:([+-]|)" + + whitespace + "*(\\d+)|))" + whitespace + "*\\)|)", "i" ), + "bool": new RegExp( "^(?:" + booleans + ")$", "i" ), + + // For use in libraries implementing .is() + // We use this for POS matching in `select` + "needsContext": new RegExp( "^" + whitespace + + "*[>+~]|:(even|odd|eq|gt|lt|nth|first|last)(?:\\(" + whitespace + + "*((?:-\\d)?\\d*)" + whitespace + "*\\)|)(?=[^-]|$)", "i" ) + }, + + rhtml = /HTML$/i, + rinputs = /^(?:input|select|textarea|button)$/i, + rheader = /^h\d$/i, + + rnative = /^[^{]+\{\s*\[native \w/, + + // Easily-parseable/retrievable ID or TAG or CLASS selectors + rquickExpr = /^(?:#([\w-]+)|(\w+)|\.([\w-]+))$/, + + rsibling = /[+~]/, + + // CSS escapes + // http://www.w3.org/TR/CSS21/syndata.html#escaped-characters + runescape = new RegExp( "\\\\[\\da-fA-F]{1,6}" + whitespace + "?|\\\\([^\\r\\n\\f])", "g" ), + funescape = function( escape, nonHex ) { + var high = "0x" + escape.slice( 1 ) - 0x10000; + + return nonHex ? + + // Strip the backslash prefix from a non-hex escape sequence + nonHex : + + // Replace a hexadecimal escape sequence with the encoded Unicode code point + // Support: IE <=11+ + // For values outside the Basic Multilingual Plane (BMP), manually construct a + // surrogate pair + high < 0 ? + String.fromCharCode( high + 0x10000 ) : + String.fromCharCode( high >> 10 | 0xD800, high & 0x3FF | 0xDC00 ); + }, + + // CSS string/identifier serialization + // https://drafts.csswg.org/cssom/#common-serializing-idioms + rcssescape = /([\0-\x1f\x7f]|^-?\d)|^-$|[^\0-\x1f\x7f-\uFFFF\w-]/g, + fcssescape = function( ch, asCodePoint ) { + if ( asCodePoint ) { + + // U+0000 NULL becomes U+FFFD REPLACEMENT CHARACTER + if ( ch === "\0" ) { + return "\uFFFD"; + } + + // Control characters and (dependent upon position) numbers get escaped as code points + return ch.slice( 0, -1 ) + "\\" + + ch.charCodeAt( ch.length - 1 ).toString( 16 ) + " "; + } + + // Other potentially-special ASCII characters get backslash-escaped + return "\\" + ch; + }, + + // Used for iframes + // See setDocument() + // Removing the function wrapper causes a "Permission Denied" + // error in IE + unloadHandler = function() { + setDocument(); + }, + + inDisabledFieldset = addCombinator( + function( elem ) { + return elem.disabled === true && elem.nodeName.toLowerCase() === "fieldset"; + }, + { dir: "parentNode", next: "legend" } + ); + +// Optimize for push.apply( _, NodeList ) +try { + push.apply( + ( arr = slice.call( preferredDoc.childNodes ) ), + preferredDoc.childNodes + ); + + // Support: Android<4.0 + // Detect silently failing push.apply + // eslint-disable-next-line no-unused-expressions + arr[ preferredDoc.childNodes.length ].nodeType; +} catch ( e ) { + push = { apply: arr.length ? + + // Leverage slice if possible + function( target, els ) { + pushNative.apply( target, slice.call( els ) ); + } : + + // Support: IE<9 + // Otherwise append directly + function( target, els ) { + var j = target.length, + i = 0; + + // Can't trust NodeList.length + while ( ( target[ j++ ] = els[ i++ ] ) ) {} + target.length = j - 1; + } + }; +} + +function Sizzle( selector, context, results, seed ) { + var m, i, elem, nid, match, groups, newSelector, + newContext = context && context.ownerDocument, + + // nodeType defaults to 9, since context defaults to document + nodeType = context ? context.nodeType : 9; + + results = results || []; + + // Return early from calls with invalid selector or context + if ( typeof selector !== "string" || !selector || + nodeType !== 1 && nodeType !== 9 && nodeType !== 11 ) { + + return results; + } + + // Try to shortcut find operations (as opposed to filters) in HTML documents + if ( !seed ) { + setDocument( context ); + context = context || document; + + if ( documentIsHTML ) { + + // If the selector is sufficiently simple, try using a "get*By*" DOM method + // (excepting DocumentFragment context, where the methods don't exist) + if ( nodeType !== 11 && ( match = rquickExpr.exec( selector ) ) ) { + + // ID selector + if ( ( m = match[ 1 ] ) ) { + + // Document context + if ( nodeType === 9 ) { + if ( ( elem = context.getElementById( m ) ) ) { + + // Support: IE, Opera, Webkit + // TODO: identify versions + // getElementById can match elements by name instead of ID + if ( elem.id === m ) { + results.push( elem ); + return results; + } + } else { + return results; + } + + // Element context + } else { + + // Support: IE, Opera, Webkit + // TODO: identify versions + // getElementById can match elements by name instead of ID + if ( newContext && ( elem = newContext.getElementById( m ) ) && + contains( context, elem ) && + elem.id === m ) { + + results.push( elem ); + return results; + } + } + + // Type selector + } else if ( match[ 2 ] ) { + push.apply( results, context.getElementsByTagName( selector ) ); + return results; + + // Class selector + } else if ( ( m = match[ 3 ] ) && support.getElementsByClassName && + context.getElementsByClassName ) { + + push.apply( results, context.getElementsByClassName( m ) ); + return results; + } + } + + // Take advantage of querySelectorAll + if ( support.qsa && + !nonnativeSelectorCache[ selector + " " ] && + ( !rbuggyQSA || !rbuggyQSA.test( selector ) ) && + + // Support: IE 8 only + // Exclude object elements + ( nodeType !== 1 || context.nodeName.toLowerCase() !== "object" ) ) { + + newSelector = selector; + newContext = context; + + // qSA considers elements outside a scoping root when evaluating child or + // descendant combinators, which is not what we want. + // In such cases, we work around the behavior by prefixing every selector in the + // list with an ID selector referencing the scope context. + // The technique has to be used as well when a leading combinator is used + // as such selectors are not recognized by querySelectorAll. + // Thanks to Andrew Dupont for this technique. + if ( nodeType === 1 && + ( rdescend.test( selector ) || rcombinators.test( selector ) ) ) { + + // Expand context for sibling selectors + newContext = rsibling.test( selector ) && testContext( context.parentNode ) || + context; + + // We can use :scope instead of the ID hack if the browser + // supports it & if we're not changing the context. + if ( newContext !== context || !support.scope ) { + + // Capture the context ID, setting it first if necessary + if ( ( nid = context.getAttribute( "id" ) ) ) { + nid = nid.replace( rcssescape, fcssescape ); + } else { + context.setAttribute( "id", ( nid = expando ) ); + } + } + + // Prefix every selector in the list + groups = tokenize( selector ); + i = groups.length; + while ( i-- ) { + groups[ i ] = ( nid ? "#" + nid : ":scope" ) + " " + + toSelector( groups[ i ] ); + } + newSelector = groups.join( "," ); + } + + try { + push.apply( results, + newContext.querySelectorAll( newSelector ) + ); + return results; + } catch ( qsaError ) { + nonnativeSelectorCache( selector, true ); + } finally { + if ( nid === expando ) { + context.removeAttribute( "id" ); + } + } + } + } + } + + // All others + return select( selector.replace( rtrim, "$1" ), context, results, seed ); +} + +/** + * Create key-value caches of limited size + * @returns {function(string, object)} Returns the Object data after storing it on itself with + * property name the (space-suffixed) string and (if the cache is larger than Expr.cacheLength) + * deleting the oldest entry + */ +function createCache() { + var keys = []; + + function cache( key, value ) { + + // Use (key + " ") to avoid collision with native prototype properties (see Issue #157) + if ( keys.push( key + " " ) > Expr.cacheLength ) { + + // Only keep the most recent entries + delete cache[ keys.shift() ]; + } + return ( cache[ key + " " ] = value ); + } + return cache; +} + +/** + * Mark a function for special use by Sizzle + * @param {Function} fn The function to mark + */ +function markFunction( fn ) { + fn[ expando ] = true; + return fn; +} + +/** + * Support testing using an element + * @param {Function} fn Passed the created element and returns a boolean result + */ +function assert( fn ) { + var el = document.createElement( "fieldset" ); + + try { + return !!fn( el ); + } catch ( e ) { + return false; + } finally { + + // Remove from its parent by default + if ( el.parentNode ) { + el.parentNode.removeChild( el ); + } + + // release memory in IE + el = null; + } +} + +/** + * Adds the same handler for all of the specified attrs + * @param {String} attrs Pipe-separated list of attributes + * @param {Function} handler The method that will be applied + */ +function addHandle( attrs, handler ) { + var arr = attrs.split( "|" ), + i = arr.length; + + while ( i-- ) { + Expr.attrHandle[ arr[ i ] ] = handler; + } +} + +/** + * Checks document order of two siblings + * @param {Element} a + * @param {Element} b + * @returns {Number} Returns less than 0 if a precedes b, greater than 0 if a follows b + */ +function siblingCheck( a, b ) { + var cur = b && a, + diff = cur && a.nodeType === 1 && b.nodeType === 1 && + a.sourceIndex - b.sourceIndex; + + // Use IE sourceIndex if available on both nodes + if ( diff ) { + return diff; + } + + // Check if b follows a + if ( cur ) { + while ( ( cur = cur.nextSibling ) ) { + if ( cur === b ) { + return -1; + } + } + } + + return a ? 1 : -1; +} + +/** + * Returns a function to use in pseudos for input types + * @param {String} type + */ +function createInputPseudo( type ) { + return function( elem ) { + var name = elem.nodeName.toLowerCase(); + return name === "input" && elem.type === type; + }; +} + +/** + * Returns a function to use in pseudos for buttons + * @param {String} type + */ +function createButtonPseudo( type ) { + return function( elem ) { + var name = elem.nodeName.toLowerCase(); + return ( name === "input" || name === "button" ) && elem.type === type; + }; +} + +/** + * Returns a function to use in pseudos for :enabled/:disabled + * @param {Boolean} disabled true for :disabled; false for :enabled + */ +function createDisabledPseudo( disabled ) { + + // Known :disabled false positives: fieldset[disabled] > legend:nth-of-type(n+2) :can-disable + return function( elem ) { + + // Only certain elements can match :enabled or :disabled + // https://html.spec.whatwg.org/multipage/scripting.html#selector-enabled + // https://html.spec.whatwg.org/multipage/scripting.html#selector-disabled + if ( "form" in elem ) { + + // Check for inherited disabledness on relevant non-disabled elements: + // * listed form-associated elements in a disabled fieldset + // https://html.spec.whatwg.org/multipage/forms.html#category-listed + // https://html.spec.whatwg.org/multipage/forms.html#concept-fe-disabled + // * option elements in a disabled optgroup + // https://html.spec.whatwg.org/multipage/forms.html#concept-option-disabled + // All such elements have a "form" property. + if ( elem.parentNode && elem.disabled === false ) { + + // Option elements defer to a parent optgroup if present + if ( "label" in elem ) { + if ( "label" in elem.parentNode ) { + return elem.parentNode.disabled === disabled; + } else { + return elem.disabled === disabled; + } + } + + // Support: IE 6 - 11 + // Use the isDisabled shortcut property to check for disabled fieldset ancestors + return elem.isDisabled === disabled || + + // Where there is no isDisabled, check manually + /* jshint -W018 */ + elem.isDisabled !== !disabled && + inDisabledFieldset( elem ) === disabled; + } + + return elem.disabled === disabled; + + // Try to winnow out elements that can't be disabled before trusting the disabled property. + // Some victims get caught in our net (label, legend, menu, track), but it shouldn't + // even exist on them, let alone have a boolean value. + } else if ( "label" in elem ) { + return elem.disabled === disabled; + } + + // Remaining elements are neither :enabled nor :disabled + return false; + }; +} + +/** + * Returns a function to use in pseudos for positionals + * @param {Function} fn + */ +function createPositionalPseudo( fn ) { + return markFunction( function( argument ) { + argument = +argument; + return markFunction( function( seed, matches ) { + var j, + matchIndexes = fn( [], seed.length, argument ), + i = matchIndexes.length; + + // Match elements found at the specified indexes + while ( i-- ) { + if ( seed[ ( j = matchIndexes[ i ] ) ] ) { + seed[ j ] = !( matches[ j ] = seed[ j ] ); + } + } + } ); + } ); +} + +/** + * Checks a node for validity as a Sizzle context + * @param {Element|Object=} context + * @returns {Element|Object|Boolean} The input node if acceptable, otherwise a falsy value + */ +function testContext( context ) { + return context && typeof context.getElementsByTagName !== "undefined" && context; +} + +// Expose support vars for convenience +support = Sizzle.support = {}; + +/** + * Detects XML nodes + * @param {Element|Object} elem An element or a document + * @returns {Boolean} True iff elem is a non-HTML XML node + */ +isXML = Sizzle.isXML = function( elem ) { + var namespace = elem && elem.namespaceURI, + docElem = elem && ( elem.ownerDocument || elem ).documentElement; + + // Support: IE <=8 + // Assume HTML when documentElement doesn't yet exist, such as inside loading iframes + // https://bugs.jquery.com/ticket/4833 + return !rhtml.test( namespace || docElem && docElem.nodeName || "HTML" ); +}; + +/** + * Sets document-related variables once based on the current document + * @param {Element|Object} [doc] An element or document object to use to set the document + * @returns {Object} Returns the current document + */ +setDocument = Sizzle.setDocument = function( node ) { + var hasCompare, subWindow, + doc = node ? node.ownerDocument || node : preferredDoc; + + // Return early if doc is invalid or already selected + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( doc == document || doc.nodeType !== 9 || !doc.documentElement ) { + return document; + } + + // Update global variables + document = doc; + docElem = document.documentElement; + documentIsHTML = !isXML( document ); + + // Support: IE 9 - 11+, Edge 12 - 18+ + // Accessing iframe documents after unload throws "permission denied" errors (jQuery #13936) + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( preferredDoc != document && + ( subWindow = document.defaultView ) && subWindow.top !== subWindow ) { + + // Support: IE 11, Edge + if ( subWindow.addEventListener ) { + subWindow.addEventListener( "unload", unloadHandler, false ); + + // Support: IE 9 - 10 only + } else if ( subWindow.attachEvent ) { + subWindow.attachEvent( "onunload", unloadHandler ); + } + } + + // Support: IE 8 - 11+, Edge 12 - 18+, Chrome <=16 - 25 only, Firefox <=3.6 - 31 only, + // Safari 4 - 5 only, Opera <=11.6 - 12.x only + // IE/Edge & older browsers don't support the :scope pseudo-class. + // Support: Safari 6.0 only + // Safari 6.0 supports :scope but it's an alias of :root there. + support.scope = assert( function( el ) { + docElem.appendChild( el ).appendChild( document.createElement( "div" ) ); + return typeof el.querySelectorAll !== "undefined" && + !el.querySelectorAll( ":scope fieldset div" ).length; + } ); + + /* Attributes + ---------------------------------------------------------------------- */ + + // Support: IE<8 + // Verify that getAttribute really returns attributes and not properties + // (excepting IE8 booleans) + support.attributes = assert( function( el ) { + el.className = "i"; + return !el.getAttribute( "className" ); + } ); + + /* getElement(s)By* + ---------------------------------------------------------------------- */ + + // Check if getElementsByTagName("*") returns only elements + support.getElementsByTagName = assert( function( el ) { + el.appendChild( document.createComment( "" ) ); + return !el.getElementsByTagName( "*" ).length; + } ); + + // Support: IE<9 + support.getElementsByClassName = rnative.test( document.getElementsByClassName ); + + // Support: IE<10 + // Check if getElementById returns elements by name + // The broken getElementById methods don't pick up programmatically-set names, + // so use a roundabout getElementsByName test + support.getById = assert( function( el ) { + docElem.appendChild( el ).id = expando; + return !document.getElementsByName || !document.getElementsByName( expando ).length; + } ); + + // ID filter and find + if ( support.getById ) { + Expr.filter[ "ID" ] = function( id ) { + var attrId = id.replace( runescape, funescape ); + return function( elem ) { + return elem.getAttribute( "id" ) === attrId; + }; + }; + Expr.find[ "ID" ] = function( id, context ) { + if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { + var elem = context.getElementById( id ); + return elem ? [ elem ] : []; + } + }; + } else { + Expr.filter[ "ID" ] = function( id ) { + var attrId = id.replace( runescape, funescape ); + return function( elem ) { + var node = typeof elem.getAttributeNode !== "undefined" && + elem.getAttributeNode( "id" ); + return node && node.value === attrId; + }; + }; + + // Support: IE 6 - 7 only + // getElementById is not reliable as a find shortcut + Expr.find[ "ID" ] = function( id, context ) { + if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { + var node, i, elems, + elem = context.getElementById( id ); + + if ( elem ) { + + // Verify the id attribute + node = elem.getAttributeNode( "id" ); + if ( node && node.value === id ) { + return [ elem ]; + } + + // Fall back on getElementsByName + elems = context.getElementsByName( id ); + i = 0; + while ( ( elem = elems[ i++ ] ) ) { + node = elem.getAttributeNode( "id" ); + if ( node && node.value === id ) { + return [ elem ]; + } + } + } + + return []; + } + }; + } + + // Tag + Expr.find[ "TAG" ] = support.getElementsByTagName ? + function( tag, context ) { + if ( typeof context.getElementsByTagName !== "undefined" ) { + return context.getElementsByTagName( tag ); + + // DocumentFragment nodes don't have gEBTN + } else if ( support.qsa ) { + return context.querySelectorAll( tag ); + } + } : + + function( tag, context ) { + var elem, + tmp = [], + i = 0, + + // By happy coincidence, a (broken) gEBTN appears on DocumentFragment nodes too + results = context.getElementsByTagName( tag ); + + // Filter out possible comments + if ( tag === "*" ) { + while ( ( elem = results[ i++ ] ) ) { + if ( elem.nodeType === 1 ) { + tmp.push( elem ); + } + } + + return tmp; + } + return results; + }; + + // Class + Expr.find[ "CLASS" ] = support.getElementsByClassName && function( className, context ) { + if ( typeof context.getElementsByClassName !== "undefined" && documentIsHTML ) { + return context.getElementsByClassName( className ); + } + }; + + /* QSA/matchesSelector + ---------------------------------------------------------------------- */ + + // QSA and matchesSelector support + + // matchesSelector(:active) reports false when true (IE9/Opera 11.5) + rbuggyMatches = []; + + // qSa(:focus) reports false when true (Chrome 21) + // We allow this because of a bug in IE8/9 that throws an error + // whenever `document.activeElement` is accessed on an iframe + // So, we allow :focus to pass through QSA all the time to avoid the IE error + // See https://bugs.jquery.com/ticket/13378 + rbuggyQSA = []; + + if ( ( support.qsa = rnative.test( document.querySelectorAll ) ) ) { + + // Build QSA regex + // Regex strategy adopted from Diego Perini + assert( function( el ) { + + var input; + + // Select is set to empty string on purpose + // This is to test IE's treatment of not explicitly + // setting a boolean content attribute, + // since its presence should be enough + // https://bugs.jquery.com/ticket/12359 + docElem.appendChild( el ).innerHTML = "" + + ""; + + // Support: IE8, Opera 11-12.16 + // Nothing should be selected when empty strings follow ^= or $= or *= + // The test attribute must be unknown in Opera but "safe" for WinRT + // https://msdn.microsoft.com/en-us/library/ie/hh465388.aspx#attribute_section + if ( el.querySelectorAll( "[msallowcapture^='']" ).length ) { + rbuggyQSA.push( "[*^$]=" + whitespace + "*(?:''|\"\")" ); + } + + // Support: IE8 + // Boolean attributes and "value" are not treated correctly + if ( !el.querySelectorAll( "[selected]" ).length ) { + rbuggyQSA.push( "\\[" + whitespace + "*(?:value|" + booleans + ")" ); + } + + // Support: Chrome<29, Android<4.4, Safari<7.0+, iOS<7.0+, PhantomJS<1.9.8+ + if ( !el.querySelectorAll( "[id~=" + expando + "-]" ).length ) { + rbuggyQSA.push( "~=" ); + } + + // Support: IE 11+, Edge 15 - 18+ + // IE 11/Edge don't find elements on a `[name='']` query in some cases. + // Adding a temporary attribute to the document before the selection works + // around the issue. + // Interestingly, IE 10 & older don't seem to have the issue. + input = document.createElement( "input" ); + input.setAttribute( "name", "" ); + el.appendChild( input ); + if ( !el.querySelectorAll( "[name='']" ).length ) { + rbuggyQSA.push( "\\[" + whitespace + "*name" + whitespace + "*=" + + whitespace + "*(?:''|\"\")" ); + } + + // Webkit/Opera - :checked should return selected option elements + // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked + // IE8 throws error here and will not see later tests + if ( !el.querySelectorAll( ":checked" ).length ) { + rbuggyQSA.push( ":checked" ); + } + + // Support: Safari 8+, iOS 8+ + // https://bugs.webkit.org/show_bug.cgi?id=136851 + // In-page `selector#id sibling-combinator selector` fails + if ( !el.querySelectorAll( "a#" + expando + "+*" ).length ) { + rbuggyQSA.push( ".#.+[+~]" ); + } + + // Support: Firefox <=3.6 - 5 only + // Old Firefox doesn't throw on a badly-escaped identifier. + el.querySelectorAll( "\\\f" ); + rbuggyQSA.push( "[\\r\\n\\f]" ); + } ); + + assert( function( el ) { + el.innerHTML = "" + + ""; + + // Support: Windows 8 Native Apps + // The type and name attributes are restricted during .innerHTML assignment + var input = document.createElement( "input" ); + input.setAttribute( "type", "hidden" ); + el.appendChild( input ).setAttribute( "name", "D" ); + + // Support: IE8 + // Enforce case-sensitivity of name attribute + if ( el.querySelectorAll( "[name=d]" ).length ) { + rbuggyQSA.push( "name" + whitespace + "*[*^$|!~]?=" ); + } + + // FF 3.5 - :enabled/:disabled and hidden elements (hidden elements are still enabled) + // IE8 throws error here and will not see later tests + if ( el.querySelectorAll( ":enabled" ).length !== 2 ) { + rbuggyQSA.push( ":enabled", ":disabled" ); + } + + // Support: IE9-11+ + // IE's :disabled selector does not pick up the children of disabled fieldsets + docElem.appendChild( el ).disabled = true; + if ( el.querySelectorAll( ":disabled" ).length !== 2 ) { + rbuggyQSA.push( ":enabled", ":disabled" ); + } + + // Support: Opera 10 - 11 only + // Opera 10-11 does not throw on post-comma invalid pseudos + el.querySelectorAll( "*,:x" ); + rbuggyQSA.push( ",.*:" ); + } ); + } + + if ( ( support.matchesSelector = rnative.test( ( matches = docElem.matches || + docElem.webkitMatchesSelector || + docElem.mozMatchesSelector || + docElem.oMatchesSelector || + docElem.msMatchesSelector ) ) ) ) { + + assert( function( el ) { + + // Check to see if it's possible to do matchesSelector + // on a disconnected node (IE 9) + support.disconnectedMatch = matches.call( el, "*" ); + + // This should fail with an exception + // Gecko does not error, returns false instead + matches.call( el, "[s!='']:x" ); + rbuggyMatches.push( "!=", pseudos ); + } ); + } + + rbuggyQSA = rbuggyQSA.length && new RegExp( rbuggyQSA.join( "|" ) ); + rbuggyMatches = rbuggyMatches.length && new RegExp( rbuggyMatches.join( "|" ) ); + + /* Contains + ---------------------------------------------------------------------- */ + hasCompare = rnative.test( docElem.compareDocumentPosition ); + + // Element contains another + // Purposefully self-exclusive + // As in, an element does not contain itself + contains = hasCompare || rnative.test( docElem.contains ) ? + function( a, b ) { + var adown = a.nodeType === 9 ? a.documentElement : a, + bup = b && b.parentNode; + return a === bup || !!( bup && bup.nodeType === 1 && ( + adown.contains ? + adown.contains( bup ) : + a.compareDocumentPosition && a.compareDocumentPosition( bup ) & 16 + ) ); + } : + function( a, b ) { + if ( b ) { + while ( ( b = b.parentNode ) ) { + if ( b === a ) { + return true; + } + } + } + return false; + }; + + /* Sorting + ---------------------------------------------------------------------- */ + + // Document order sorting + sortOrder = hasCompare ? + function( a, b ) { + + // Flag for duplicate removal + if ( a === b ) { + hasDuplicate = true; + return 0; + } + + // Sort on method existence if only one input has compareDocumentPosition + var compare = !a.compareDocumentPosition - !b.compareDocumentPosition; + if ( compare ) { + return compare; + } + + // Calculate position if both inputs belong to the same document + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + compare = ( a.ownerDocument || a ) == ( b.ownerDocument || b ) ? + a.compareDocumentPosition( b ) : + + // Otherwise we know they are disconnected + 1; + + // Disconnected nodes + if ( compare & 1 || + ( !support.sortDetached && b.compareDocumentPosition( a ) === compare ) ) { + + // Choose the first element that is related to our preferred document + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( a == document || a.ownerDocument == preferredDoc && + contains( preferredDoc, a ) ) { + return -1; + } + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( b == document || b.ownerDocument == preferredDoc && + contains( preferredDoc, b ) ) { + return 1; + } + + // Maintain original order + return sortInput ? + ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : + 0; + } + + return compare & 4 ? -1 : 1; + } : + function( a, b ) { + + // Exit early if the nodes are identical + if ( a === b ) { + hasDuplicate = true; + return 0; + } + + var cur, + i = 0, + aup = a.parentNode, + bup = b.parentNode, + ap = [ a ], + bp = [ b ]; + + // Parentless nodes are either documents or disconnected + if ( !aup || !bup ) { + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + /* eslint-disable eqeqeq */ + return a == document ? -1 : + b == document ? 1 : + /* eslint-enable eqeqeq */ + aup ? -1 : + bup ? 1 : + sortInput ? + ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : + 0; + + // If the nodes are siblings, we can do a quick check + } else if ( aup === bup ) { + return siblingCheck( a, b ); + } + + // Otherwise we need full lists of their ancestors for comparison + cur = a; + while ( ( cur = cur.parentNode ) ) { + ap.unshift( cur ); + } + cur = b; + while ( ( cur = cur.parentNode ) ) { + bp.unshift( cur ); + } + + // Walk down the tree looking for a discrepancy + while ( ap[ i ] === bp[ i ] ) { + i++; + } + + return i ? + + // Do a sibling check if the nodes have a common ancestor + siblingCheck( ap[ i ], bp[ i ] ) : + + // Otherwise nodes in our document sort first + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + /* eslint-disable eqeqeq */ + ap[ i ] == preferredDoc ? -1 : + bp[ i ] == preferredDoc ? 1 : + /* eslint-enable eqeqeq */ + 0; + }; + + return document; +}; + +Sizzle.matches = function( expr, elements ) { + return Sizzle( expr, null, null, elements ); +}; + +Sizzle.matchesSelector = function( elem, expr ) { + setDocument( elem ); + + if ( support.matchesSelector && documentIsHTML && + !nonnativeSelectorCache[ expr + " " ] && + ( !rbuggyMatches || !rbuggyMatches.test( expr ) ) && + ( !rbuggyQSA || !rbuggyQSA.test( expr ) ) ) { + + try { + var ret = matches.call( elem, expr ); + + // IE 9's matchesSelector returns false on disconnected nodes + if ( ret || support.disconnectedMatch || + + // As well, disconnected nodes are said to be in a document + // fragment in IE 9 + elem.document && elem.document.nodeType !== 11 ) { + return ret; + } + } catch ( e ) { + nonnativeSelectorCache( expr, true ); + } + } + + return Sizzle( expr, document, null, [ elem ] ).length > 0; +}; + +Sizzle.contains = function( context, elem ) { + + // Set document vars if needed + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( ( context.ownerDocument || context ) != document ) { + setDocument( context ); + } + return contains( context, elem ); +}; + +Sizzle.attr = function( elem, name ) { + + // Set document vars if needed + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( ( elem.ownerDocument || elem ) != document ) { + setDocument( elem ); + } + + var fn = Expr.attrHandle[ name.toLowerCase() ], + + // Don't get fooled by Object.prototype properties (jQuery #13807) + val = fn && hasOwn.call( Expr.attrHandle, name.toLowerCase() ) ? + fn( elem, name, !documentIsHTML ) : + undefined; + + return val !== undefined ? + val : + support.attributes || !documentIsHTML ? + elem.getAttribute( name ) : + ( val = elem.getAttributeNode( name ) ) && val.specified ? + val.value : + null; +}; + +Sizzle.escape = function( sel ) { + return ( sel + "" ).replace( rcssescape, fcssescape ); +}; + +Sizzle.error = function( msg ) { + throw new Error( "Syntax error, unrecognized expression: " + msg ); +}; + +/** + * Document sorting and removing duplicates + * @param {ArrayLike} results + */ +Sizzle.uniqueSort = function( results ) { + var elem, + duplicates = [], + j = 0, + i = 0; + + // Unless we *know* we can detect duplicates, assume their presence + hasDuplicate = !support.detectDuplicates; + sortInput = !support.sortStable && results.slice( 0 ); + results.sort( sortOrder ); + + if ( hasDuplicate ) { + while ( ( elem = results[ i++ ] ) ) { + if ( elem === results[ i ] ) { + j = duplicates.push( i ); + } + } + while ( j-- ) { + results.splice( duplicates[ j ], 1 ); + } + } + + // Clear input after sorting to release objects + // See https://github.com/jquery/sizzle/pull/225 + sortInput = null; + + return results; +}; + +/** + * Utility function for retrieving the text value of an array of DOM nodes + * @param {Array|Element} elem + */ +getText = Sizzle.getText = function( elem ) { + var node, + ret = "", + i = 0, + nodeType = elem.nodeType; + + if ( !nodeType ) { + + // If no nodeType, this is expected to be an array + while ( ( node = elem[ i++ ] ) ) { + + // Do not traverse comment nodes + ret += getText( node ); + } + } else if ( nodeType === 1 || nodeType === 9 || nodeType === 11 ) { + + // Use textContent for elements + // innerText usage removed for consistency of new lines (jQuery #11153) + if ( typeof elem.textContent === "string" ) { + return elem.textContent; + } else { + + // Traverse its children + for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { + ret += getText( elem ); + } + } + } else if ( nodeType === 3 || nodeType === 4 ) { + return elem.nodeValue; + } + + // Do not include comment or processing instruction nodes + + return ret; +}; + +Expr = Sizzle.selectors = { + + // Can be adjusted by the user + cacheLength: 50, + + createPseudo: markFunction, + + match: matchExpr, + + attrHandle: {}, + + find: {}, + + relative: { + ">": { dir: "parentNode", first: true }, + " ": { dir: "parentNode" }, + "+": { dir: "previousSibling", first: true }, + "~": { dir: "previousSibling" } + }, + + preFilter: { + "ATTR": function( match ) { + match[ 1 ] = match[ 1 ].replace( runescape, funescape ); + + // Move the given value to match[3] whether quoted or unquoted + match[ 3 ] = ( match[ 3 ] || match[ 4 ] || + match[ 5 ] || "" ).replace( runescape, funescape ); + + if ( match[ 2 ] === "~=" ) { + match[ 3 ] = " " + match[ 3 ] + " "; + } + + return match.slice( 0, 4 ); + }, + + "CHILD": function( match ) { + + /* matches from matchExpr["CHILD"] + 1 type (only|nth|...) + 2 what (child|of-type) + 3 argument (even|odd|\d*|\d*n([+-]\d+)?|...) + 4 xn-component of xn+y argument ([+-]?\d*n|) + 5 sign of xn-component + 6 x of xn-component + 7 sign of y-component + 8 y of y-component + */ + match[ 1 ] = match[ 1 ].toLowerCase(); + + if ( match[ 1 ].slice( 0, 3 ) === "nth" ) { + + // nth-* requires argument + if ( !match[ 3 ] ) { + Sizzle.error( match[ 0 ] ); + } + + // numeric x and y parameters for Expr.filter.CHILD + // remember that false/true cast respectively to 0/1 + match[ 4 ] = +( match[ 4 ] ? + match[ 5 ] + ( match[ 6 ] || 1 ) : + 2 * ( match[ 3 ] === "even" || match[ 3 ] === "odd" ) ); + match[ 5 ] = +( ( match[ 7 ] + match[ 8 ] ) || match[ 3 ] === "odd" ); + + // other types prohibit arguments + } else if ( match[ 3 ] ) { + Sizzle.error( match[ 0 ] ); + } + + return match; + }, + + "PSEUDO": function( match ) { + var excess, + unquoted = !match[ 6 ] && match[ 2 ]; + + if ( matchExpr[ "CHILD" ].test( match[ 0 ] ) ) { + return null; + } + + // Accept quoted arguments as-is + if ( match[ 3 ] ) { + match[ 2 ] = match[ 4 ] || match[ 5 ] || ""; + + // Strip excess characters from unquoted arguments + } else if ( unquoted && rpseudo.test( unquoted ) && + + // Get excess from tokenize (recursively) + ( excess = tokenize( unquoted, true ) ) && + + // advance to the next closing parenthesis + ( excess = unquoted.indexOf( ")", unquoted.length - excess ) - unquoted.length ) ) { + + // excess is a negative index + match[ 0 ] = match[ 0 ].slice( 0, excess ); + match[ 2 ] = unquoted.slice( 0, excess ); + } + + // Return only captures needed by the pseudo filter method (type and argument) + return match.slice( 0, 3 ); + } + }, + + filter: { + + "TAG": function( nodeNameSelector ) { + var nodeName = nodeNameSelector.replace( runescape, funescape ).toLowerCase(); + return nodeNameSelector === "*" ? + function() { + return true; + } : + function( elem ) { + return elem.nodeName && elem.nodeName.toLowerCase() === nodeName; + }; + }, + + "CLASS": function( className ) { + var pattern = classCache[ className + " " ]; + + return pattern || + ( pattern = new RegExp( "(^|" + whitespace + + ")" + className + "(" + whitespace + "|$)" ) ) && classCache( + className, function( elem ) { + return pattern.test( + typeof elem.className === "string" && elem.className || + typeof elem.getAttribute !== "undefined" && + elem.getAttribute( "class" ) || + "" + ); + } ); + }, + + "ATTR": function( name, operator, check ) { + return function( elem ) { + var result = Sizzle.attr( elem, name ); + + if ( result == null ) { + return operator === "!="; + } + if ( !operator ) { + return true; + } + + result += ""; + + /* eslint-disable max-len */ + + return operator === "=" ? result === check : + operator === "!=" ? result !== check : + operator === "^=" ? check && result.indexOf( check ) === 0 : + operator === "*=" ? check && result.indexOf( check ) > -1 : + operator === "$=" ? check && result.slice( -check.length ) === check : + operator === "~=" ? ( " " + result.replace( rwhitespace, " " ) + " " ).indexOf( check ) > -1 : + operator === "|=" ? result === check || result.slice( 0, check.length + 1 ) === check + "-" : + false; + /* eslint-enable max-len */ + + }; + }, + + "CHILD": function( type, what, _argument, first, last ) { + var simple = type.slice( 0, 3 ) !== "nth", + forward = type.slice( -4 ) !== "last", + ofType = what === "of-type"; + + return first === 1 && last === 0 ? + + // Shortcut for :nth-*(n) + function( elem ) { + return !!elem.parentNode; + } : + + function( elem, _context, xml ) { + var cache, uniqueCache, outerCache, node, nodeIndex, start, + dir = simple !== forward ? "nextSibling" : "previousSibling", + parent = elem.parentNode, + name = ofType && elem.nodeName.toLowerCase(), + useCache = !xml && !ofType, + diff = false; + + if ( parent ) { + + // :(first|last|only)-(child|of-type) + if ( simple ) { + while ( dir ) { + node = elem; + while ( ( node = node[ dir ] ) ) { + if ( ofType ? + node.nodeName.toLowerCase() === name : + node.nodeType === 1 ) { + + return false; + } + } + + // Reverse direction for :only-* (if we haven't yet done so) + start = dir = type === "only" && !start && "nextSibling"; + } + return true; + } + + start = [ forward ? parent.firstChild : parent.lastChild ]; + + // non-xml :nth-child(...) stores cache data on `parent` + if ( forward && useCache ) { + + // Seek `elem` from a previously-cached index + + // ...in a gzip-friendly way + node = parent; + outerCache = node[ expando ] || ( node[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + ( outerCache[ node.uniqueID ] = {} ); + + cache = uniqueCache[ type ] || []; + nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; + diff = nodeIndex && cache[ 2 ]; + node = nodeIndex && parent.childNodes[ nodeIndex ]; + + while ( ( node = ++nodeIndex && node && node[ dir ] || + + // Fallback to seeking `elem` from the start + ( diff = nodeIndex = 0 ) || start.pop() ) ) { + + // When found, cache indexes on `parent` and break + if ( node.nodeType === 1 && ++diff && node === elem ) { + uniqueCache[ type ] = [ dirruns, nodeIndex, diff ]; + break; + } + } + + } else { + + // Use previously-cached element index if available + if ( useCache ) { + + // ...in a gzip-friendly way + node = elem; + outerCache = node[ expando ] || ( node[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + ( outerCache[ node.uniqueID ] = {} ); + + cache = uniqueCache[ type ] || []; + nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; + diff = nodeIndex; + } + + // xml :nth-child(...) + // or :nth-last-child(...) or :nth(-last)?-of-type(...) + if ( diff === false ) { + + // Use the same loop as above to seek `elem` from the start + while ( ( node = ++nodeIndex && node && node[ dir ] || + ( diff = nodeIndex = 0 ) || start.pop() ) ) { + + if ( ( ofType ? + node.nodeName.toLowerCase() === name : + node.nodeType === 1 ) && + ++diff ) { + + // Cache the index of each encountered element + if ( useCache ) { + outerCache = node[ expando ] || + ( node[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + ( outerCache[ node.uniqueID ] = {} ); + + uniqueCache[ type ] = [ dirruns, diff ]; + } + + if ( node === elem ) { + break; + } + } + } + } + } + + // Incorporate the offset, then check against cycle size + diff -= last; + return diff === first || ( diff % first === 0 && diff / first >= 0 ); + } + }; + }, + + "PSEUDO": function( pseudo, argument ) { + + // pseudo-class names are case-insensitive + // http://www.w3.org/TR/selectors/#pseudo-classes + // Prioritize by case sensitivity in case custom pseudos are added with uppercase letters + // Remember that setFilters inherits from pseudos + var args, + fn = Expr.pseudos[ pseudo ] || Expr.setFilters[ pseudo.toLowerCase() ] || + Sizzle.error( "unsupported pseudo: " + pseudo ); + + // The user may use createPseudo to indicate that + // arguments are needed to create the filter function + // just as Sizzle does + if ( fn[ expando ] ) { + return fn( argument ); + } + + // But maintain support for old signatures + if ( fn.length > 1 ) { + args = [ pseudo, pseudo, "", argument ]; + return Expr.setFilters.hasOwnProperty( pseudo.toLowerCase() ) ? + markFunction( function( seed, matches ) { + var idx, + matched = fn( seed, argument ), + i = matched.length; + while ( i-- ) { + idx = indexOf( seed, matched[ i ] ); + seed[ idx ] = !( matches[ idx ] = matched[ i ] ); + } + } ) : + function( elem ) { + return fn( elem, 0, args ); + }; + } + + return fn; + } + }, + + pseudos: { + + // Potentially complex pseudos + "not": markFunction( function( selector ) { + + // Trim the selector passed to compile + // to avoid treating leading and trailing + // spaces as combinators + var input = [], + results = [], + matcher = compile( selector.replace( rtrim, "$1" ) ); + + return matcher[ expando ] ? + markFunction( function( seed, matches, _context, xml ) { + var elem, + unmatched = matcher( seed, null, xml, [] ), + i = seed.length; + + // Match elements unmatched by `matcher` + while ( i-- ) { + if ( ( elem = unmatched[ i ] ) ) { + seed[ i ] = !( matches[ i ] = elem ); + } + } + } ) : + function( elem, _context, xml ) { + input[ 0 ] = elem; + matcher( input, null, xml, results ); + + // Don't keep the element (issue #299) + input[ 0 ] = null; + return !results.pop(); + }; + } ), + + "has": markFunction( function( selector ) { + return function( elem ) { + return Sizzle( selector, elem ).length > 0; + }; + } ), + + "contains": markFunction( function( text ) { + text = text.replace( runescape, funescape ); + return function( elem ) { + return ( elem.textContent || getText( elem ) ).indexOf( text ) > -1; + }; + } ), + + // "Whether an element is represented by a :lang() selector + // is based solely on the element's language value + // being equal to the identifier C, + // or beginning with the identifier C immediately followed by "-". + // The matching of C against the element's language value is performed case-insensitively. + // The identifier C does not have to be a valid language name." + // http://www.w3.org/TR/selectors/#lang-pseudo + "lang": markFunction( function( lang ) { + + // lang value must be a valid identifier + if ( !ridentifier.test( lang || "" ) ) { + Sizzle.error( "unsupported lang: " + lang ); + } + lang = lang.replace( runescape, funescape ).toLowerCase(); + return function( elem ) { + var elemLang; + do { + if ( ( elemLang = documentIsHTML ? + elem.lang : + elem.getAttribute( "xml:lang" ) || elem.getAttribute( "lang" ) ) ) { + + elemLang = elemLang.toLowerCase(); + return elemLang === lang || elemLang.indexOf( lang + "-" ) === 0; + } + } while ( ( elem = elem.parentNode ) && elem.nodeType === 1 ); + return false; + }; + } ), + + // Miscellaneous + "target": function( elem ) { + var hash = window.location && window.location.hash; + return hash && hash.slice( 1 ) === elem.id; + }, + + "root": function( elem ) { + return elem === docElem; + }, + + "focus": function( elem ) { + return elem === document.activeElement && + ( !document.hasFocus || document.hasFocus() ) && + !!( elem.type || elem.href || ~elem.tabIndex ); + }, + + // Boolean properties + "enabled": createDisabledPseudo( false ), + "disabled": createDisabledPseudo( true ), + + "checked": function( elem ) { + + // In CSS3, :checked should return both checked and selected elements + // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked + var nodeName = elem.nodeName.toLowerCase(); + return ( nodeName === "input" && !!elem.checked ) || + ( nodeName === "option" && !!elem.selected ); + }, + + "selected": function( elem ) { + + // Accessing this property makes selected-by-default + // options in Safari work properly + if ( elem.parentNode ) { + // eslint-disable-next-line no-unused-expressions + elem.parentNode.selectedIndex; + } + + return elem.selected === true; + }, + + // Contents + "empty": function( elem ) { + + // http://www.w3.org/TR/selectors/#empty-pseudo + // :empty is negated by element (1) or content nodes (text: 3; cdata: 4; entity ref: 5), + // but not by others (comment: 8; processing instruction: 7; etc.) + // nodeType < 6 works because attributes (2) do not appear as children + for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { + if ( elem.nodeType < 6 ) { + return false; + } + } + return true; + }, + + "parent": function( elem ) { + return !Expr.pseudos[ "empty" ]( elem ); + }, + + // Element/input types + "header": function( elem ) { + return rheader.test( elem.nodeName ); + }, + + "input": function( elem ) { + return rinputs.test( elem.nodeName ); + }, + + "button": function( elem ) { + var name = elem.nodeName.toLowerCase(); + return name === "input" && elem.type === "button" || name === "button"; + }, + + "text": function( elem ) { + var attr; + return elem.nodeName.toLowerCase() === "input" && + elem.type === "text" && + + // Support: IE<8 + // New HTML5 attribute values (e.g., "search") appear with elem.type === "text" + ( ( attr = elem.getAttribute( "type" ) ) == null || + attr.toLowerCase() === "text" ); + }, + + // Position-in-collection + "first": createPositionalPseudo( function() { + return [ 0 ]; + } ), + + "last": createPositionalPseudo( function( _matchIndexes, length ) { + return [ length - 1 ]; + } ), + + "eq": createPositionalPseudo( function( _matchIndexes, length, argument ) { + return [ argument < 0 ? argument + length : argument ]; + } ), + + "even": createPositionalPseudo( function( matchIndexes, length ) { + var i = 0; + for ( ; i < length; i += 2 ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ), + + "odd": createPositionalPseudo( function( matchIndexes, length ) { + var i = 1; + for ( ; i < length; i += 2 ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ), + + "lt": createPositionalPseudo( function( matchIndexes, length, argument ) { + var i = argument < 0 ? + argument + length : + argument > length ? + length : + argument; + for ( ; --i >= 0; ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ), + + "gt": createPositionalPseudo( function( matchIndexes, length, argument ) { + var i = argument < 0 ? argument + length : argument; + for ( ; ++i < length; ) { + matchIndexes.push( i ); + } + return matchIndexes; + } ) + } +}; + +Expr.pseudos[ "nth" ] = Expr.pseudos[ "eq" ]; + +// Add button/input type pseudos +for ( i in { radio: true, checkbox: true, file: true, password: true, image: true } ) { + Expr.pseudos[ i ] = createInputPseudo( i ); +} +for ( i in { submit: true, reset: true } ) { + Expr.pseudos[ i ] = createButtonPseudo( i ); +} + +// Easy API for creating new setFilters +function setFilters() {} +setFilters.prototype = Expr.filters = Expr.pseudos; +Expr.setFilters = new setFilters(); + +tokenize = Sizzle.tokenize = function( selector, parseOnly ) { + var matched, match, tokens, type, + soFar, groups, preFilters, + cached = tokenCache[ selector + " " ]; + + if ( cached ) { + return parseOnly ? 0 : cached.slice( 0 ); + } + + soFar = selector; + groups = []; + preFilters = Expr.preFilter; + + while ( soFar ) { + + // Comma and first run + if ( !matched || ( match = rcomma.exec( soFar ) ) ) { + if ( match ) { + + // Don't consume trailing commas as valid + soFar = soFar.slice( match[ 0 ].length ) || soFar; + } + groups.push( ( tokens = [] ) ); + } + + matched = false; + + // Combinators + if ( ( match = rcombinators.exec( soFar ) ) ) { + matched = match.shift(); + tokens.push( { + value: matched, + + // Cast descendant combinators to space + type: match[ 0 ].replace( rtrim, " " ) + } ); + soFar = soFar.slice( matched.length ); + } + + // Filters + for ( type in Expr.filter ) { + if ( ( match = matchExpr[ type ].exec( soFar ) ) && ( !preFilters[ type ] || + ( match = preFilters[ type ]( match ) ) ) ) { + matched = match.shift(); + tokens.push( { + value: matched, + type: type, + matches: match + } ); + soFar = soFar.slice( matched.length ); + } + } + + if ( !matched ) { + break; + } + } + + // Return the length of the invalid excess + // if we're just parsing + // Otherwise, throw an error or return tokens + return parseOnly ? + soFar.length : + soFar ? + Sizzle.error( selector ) : + + // Cache the tokens + tokenCache( selector, groups ).slice( 0 ); +}; + +function toSelector( tokens ) { + var i = 0, + len = tokens.length, + selector = ""; + for ( ; i < len; i++ ) { + selector += tokens[ i ].value; + } + return selector; +} + +function addCombinator( matcher, combinator, base ) { + var dir = combinator.dir, + skip = combinator.next, + key = skip || dir, + checkNonElements = base && key === "parentNode", + doneName = done++; + + return combinator.first ? + + // Check against closest ancestor/preceding element + function( elem, context, xml ) { + while ( ( elem = elem[ dir ] ) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + return matcher( elem, context, xml ); + } + } + return false; + } : + + // Check against all ancestor/preceding elements + function( elem, context, xml ) { + var oldCache, uniqueCache, outerCache, + newCache = [ dirruns, doneName ]; + + // We can't set arbitrary data on XML nodes, so they don't benefit from combinator caching + if ( xml ) { + while ( ( elem = elem[ dir ] ) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + if ( matcher( elem, context, xml ) ) { + return true; + } + } + } + } else { + while ( ( elem = elem[ dir ] ) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + outerCache = elem[ expando ] || ( elem[ expando ] = {} ); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ elem.uniqueID ] || + ( outerCache[ elem.uniqueID ] = {} ); + + if ( skip && skip === elem.nodeName.toLowerCase() ) { + elem = elem[ dir ] || elem; + } else if ( ( oldCache = uniqueCache[ key ] ) && + oldCache[ 0 ] === dirruns && oldCache[ 1 ] === doneName ) { + + // Assign to newCache so results back-propagate to previous elements + return ( newCache[ 2 ] = oldCache[ 2 ] ); + } else { + + // Reuse newcache so results back-propagate to previous elements + uniqueCache[ key ] = newCache; + + // A match means we're done; a fail means we have to keep checking + if ( ( newCache[ 2 ] = matcher( elem, context, xml ) ) ) { + return true; + } + } + } + } + } + return false; + }; +} + +function elementMatcher( matchers ) { + return matchers.length > 1 ? + function( elem, context, xml ) { + var i = matchers.length; + while ( i-- ) { + if ( !matchers[ i ]( elem, context, xml ) ) { + return false; + } + } + return true; + } : + matchers[ 0 ]; +} + +function multipleContexts( selector, contexts, results ) { + var i = 0, + len = contexts.length; + for ( ; i < len; i++ ) { + Sizzle( selector, contexts[ i ], results ); + } + return results; +} + +function condense( unmatched, map, filter, context, xml ) { + var elem, + newUnmatched = [], + i = 0, + len = unmatched.length, + mapped = map != null; + + for ( ; i < len; i++ ) { + if ( ( elem = unmatched[ i ] ) ) { + if ( !filter || filter( elem, context, xml ) ) { + newUnmatched.push( elem ); + if ( mapped ) { + map.push( i ); + } + } + } + } + + return newUnmatched; +} + +function setMatcher( preFilter, selector, matcher, postFilter, postFinder, postSelector ) { + if ( postFilter && !postFilter[ expando ] ) { + postFilter = setMatcher( postFilter ); + } + if ( postFinder && !postFinder[ expando ] ) { + postFinder = setMatcher( postFinder, postSelector ); + } + return markFunction( function( seed, results, context, xml ) { + var temp, i, elem, + preMap = [], + postMap = [], + preexisting = results.length, + + // Get initial elements from seed or context + elems = seed || multipleContexts( + selector || "*", + context.nodeType ? [ context ] : context, + [] + ), + + // Prefilter to get matcher input, preserving a map for seed-results synchronization + matcherIn = preFilter && ( seed || !selector ) ? + condense( elems, preMap, preFilter, context, xml ) : + elems, + + matcherOut = matcher ? + + // If we have a postFinder, or filtered seed, or non-seed postFilter or preexisting results, + postFinder || ( seed ? preFilter : preexisting || postFilter ) ? + + // ...intermediate processing is necessary + [] : + + // ...otherwise use results directly + results : + matcherIn; + + // Find primary matches + if ( matcher ) { + matcher( matcherIn, matcherOut, context, xml ); + } + + // Apply postFilter + if ( postFilter ) { + temp = condense( matcherOut, postMap ); + postFilter( temp, [], context, xml ); + + // Un-match failing elements by moving them back to matcherIn + i = temp.length; + while ( i-- ) { + if ( ( elem = temp[ i ] ) ) { + matcherOut[ postMap[ i ] ] = !( matcherIn[ postMap[ i ] ] = elem ); + } + } + } + + if ( seed ) { + if ( postFinder || preFilter ) { + if ( postFinder ) { + + // Get the final matcherOut by condensing this intermediate into postFinder contexts + temp = []; + i = matcherOut.length; + while ( i-- ) { + if ( ( elem = matcherOut[ i ] ) ) { + + // Restore matcherIn since elem is not yet a final match + temp.push( ( matcherIn[ i ] = elem ) ); + } + } + postFinder( null, ( matcherOut = [] ), temp, xml ); + } + + // Move matched elements from seed to results to keep them synchronized + i = matcherOut.length; + while ( i-- ) { + if ( ( elem = matcherOut[ i ] ) && + ( temp = postFinder ? indexOf( seed, elem ) : preMap[ i ] ) > -1 ) { + + seed[ temp ] = !( results[ temp ] = elem ); + } + } + } + + // Add elements to results, through postFinder if defined + } else { + matcherOut = condense( + matcherOut === results ? + matcherOut.splice( preexisting, matcherOut.length ) : + matcherOut + ); + if ( postFinder ) { + postFinder( null, results, matcherOut, xml ); + } else { + push.apply( results, matcherOut ); + } + } + } ); +} + +function matcherFromTokens( tokens ) { + var checkContext, matcher, j, + len = tokens.length, + leadingRelative = Expr.relative[ tokens[ 0 ].type ], + implicitRelative = leadingRelative || Expr.relative[ " " ], + i = leadingRelative ? 1 : 0, + + // The foundational matcher ensures that elements are reachable from top-level context(s) + matchContext = addCombinator( function( elem ) { + return elem === checkContext; + }, implicitRelative, true ), + matchAnyContext = addCombinator( function( elem ) { + return indexOf( checkContext, elem ) > -1; + }, implicitRelative, true ), + matchers = [ function( elem, context, xml ) { + var ret = ( !leadingRelative && ( xml || context !== outermostContext ) ) || ( + ( checkContext = context ).nodeType ? + matchContext( elem, context, xml ) : + matchAnyContext( elem, context, xml ) ); + + // Avoid hanging onto element (issue #299) + checkContext = null; + return ret; + } ]; + + for ( ; i < len; i++ ) { + if ( ( matcher = Expr.relative[ tokens[ i ].type ] ) ) { + matchers = [ addCombinator( elementMatcher( matchers ), matcher ) ]; + } else { + matcher = Expr.filter[ tokens[ i ].type ].apply( null, tokens[ i ].matches ); + + // Return special upon seeing a positional matcher + if ( matcher[ expando ] ) { + + // Find the next relative operator (if any) for proper handling + j = ++i; + for ( ; j < len; j++ ) { + if ( Expr.relative[ tokens[ j ].type ] ) { + break; + } + } + return setMatcher( + i > 1 && elementMatcher( matchers ), + i > 1 && toSelector( + + // If the preceding token was a descendant combinator, insert an implicit any-element `*` + tokens + .slice( 0, i - 1 ) + .concat( { value: tokens[ i - 2 ].type === " " ? "*" : "" } ) + ).replace( rtrim, "$1" ), + matcher, + i < j && matcherFromTokens( tokens.slice( i, j ) ), + j < len && matcherFromTokens( ( tokens = tokens.slice( j ) ) ), + j < len && toSelector( tokens ) + ); + } + matchers.push( matcher ); + } + } + + return elementMatcher( matchers ); +} + +function matcherFromGroupMatchers( elementMatchers, setMatchers ) { + var bySet = setMatchers.length > 0, + byElement = elementMatchers.length > 0, + superMatcher = function( seed, context, xml, results, outermost ) { + var elem, j, matcher, + matchedCount = 0, + i = "0", + unmatched = seed && [], + setMatched = [], + contextBackup = outermostContext, + + // We must always have either seed elements or outermost context + elems = seed || byElement && Expr.find[ "TAG" ]( "*", outermost ), + + // Use integer dirruns iff this is the outermost matcher + dirrunsUnique = ( dirruns += contextBackup == null ? 1 : Math.random() || 0.1 ), + len = elems.length; + + if ( outermost ) { + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + outermostContext = context == document || context || outermost; + } + + // Add elements passing elementMatchers directly to results + // Support: IE<9, Safari + // Tolerate NodeList properties (IE: "length"; Safari: ) matching elements by id + for ( ; i !== len && ( elem = elems[ i ] ) != null; i++ ) { + if ( byElement && elem ) { + j = 0; + + // Support: IE 11+, Edge 17 - 18+ + // IE/Edge sometimes throw a "Permission denied" error when strict-comparing + // two documents; shallow comparisons work. + // eslint-disable-next-line eqeqeq + if ( !context && elem.ownerDocument != document ) { + setDocument( elem ); + xml = !documentIsHTML; + } + while ( ( matcher = elementMatchers[ j++ ] ) ) { + if ( matcher( elem, context || document, xml ) ) { + results.push( elem ); + break; + } + } + if ( outermost ) { + dirruns = dirrunsUnique; + } + } + + // Track unmatched elements for set filters + if ( bySet ) { + + // They will have gone through all possible matchers + if ( ( elem = !matcher && elem ) ) { + matchedCount--; + } + + // Lengthen the array for every element, matched or not + if ( seed ) { + unmatched.push( elem ); + } + } + } + + // `i` is now the count of elements visited above, and adding it to `matchedCount` + // makes the latter nonnegative. + matchedCount += i; + + // Apply set filters to unmatched elements + // NOTE: This can be skipped if there are no unmatched elements (i.e., `matchedCount` + // equals `i`), unless we didn't visit _any_ elements in the above loop because we have + // no element matchers and no seed. + // Incrementing an initially-string "0" `i` allows `i` to remain a string only in that + // case, which will result in a "00" `matchedCount` that differs from `i` but is also + // numerically zero. + if ( bySet && i !== matchedCount ) { + j = 0; + while ( ( matcher = setMatchers[ j++ ] ) ) { + matcher( unmatched, setMatched, context, xml ); + } + + if ( seed ) { + + // Reintegrate element matches to eliminate the need for sorting + if ( matchedCount > 0 ) { + while ( i-- ) { + if ( !( unmatched[ i ] || setMatched[ i ] ) ) { + setMatched[ i ] = pop.call( results ); + } + } + } + + // Discard index placeholder values to get only actual matches + setMatched = condense( setMatched ); + } + + // Add matches to results + push.apply( results, setMatched ); + + // Seedless set matches succeeding multiple successful matchers stipulate sorting + if ( outermost && !seed && setMatched.length > 0 && + ( matchedCount + setMatchers.length ) > 1 ) { + + Sizzle.uniqueSort( results ); + } + } + + // Override manipulation of globals by nested matchers + if ( outermost ) { + dirruns = dirrunsUnique; + outermostContext = contextBackup; + } + + return unmatched; + }; + + return bySet ? + markFunction( superMatcher ) : + superMatcher; +} + +compile = Sizzle.compile = function( selector, match /* Internal Use Only */ ) { + var i, + setMatchers = [], + elementMatchers = [], + cached = compilerCache[ selector + " " ]; + + if ( !cached ) { + + // Generate a function of recursive functions that can be used to check each element + if ( !match ) { + match = tokenize( selector ); + } + i = match.length; + while ( i-- ) { + cached = matcherFromTokens( match[ i ] ); + if ( cached[ expando ] ) { + setMatchers.push( cached ); + } else { + elementMatchers.push( cached ); + } + } + + // Cache the compiled function + cached = compilerCache( + selector, + matcherFromGroupMatchers( elementMatchers, setMatchers ) + ); + + // Save selector and tokenization + cached.selector = selector; + } + return cached; +}; + +/** + * A low-level selection function that works with Sizzle's compiled + * selector functions + * @param {String|Function} selector A selector or a pre-compiled + * selector function built with Sizzle.compile + * @param {Element} context + * @param {Array} [results] + * @param {Array} [seed] A set of elements to match against + */ +select = Sizzle.select = function( selector, context, results, seed ) { + var i, tokens, token, type, find, + compiled = typeof selector === "function" && selector, + match = !seed && tokenize( ( selector = compiled.selector || selector ) ); + + results = results || []; + + // Try to minimize operations if there is only one selector in the list and no seed + // (the latter of which guarantees us context) + if ( match.length === 1 ) { + + // Reduce context if the leading compound selector is an ID + tokens = match[ 0 ] = match[ 0 ].slice( 0 ); + if ( tokens.length > 2 && ( token = tokens[ 0 ] ).type === "ID" && + context.nodeType === 9 && documentIsHTML && Expr.relative[ tokens[ 1 ].type ] ) { + + context = ( Expr.find[ "ID" ]( token.matches[ 0 ] + .replace( runescape, funescape ), context ) || [] )[ 0 ]; + if ( !context ) { + return results; + + // Precompiled matchers will still verify ancestry, so step up a level + } else if ( compiled ) { + context = context.parentNode; + } + + selector = selector.slice( tokens.shift().value.length ); + } + + // Fetch a seed set for right-to-left matching + i = matchExpr[ "needsContext" ].test( selector ) ? 0 : tokens.length; + while ( i-- ) { + token = tokens[ i ]; + + // Abort if we hit a combinator + if ( Expr.relative[ ( type = token.type ) ] ) { + break; + } + if ( ( find = Expr.find[ type ] ) ) { + + // Search, expanding context for leading sibling combinators + if ( ( seed = find( + token.matches[ 0 ].replace( runescape, funescape ), + rsibling.test( tokens[ 0 ].type ) && testContext( context.parentNode ) || + context + ) ) ) { + + // If seed is empty or no tokens remain, we can return early + tokens.splice( i, 1 ); + selector = seed.length && toSelector( tokens ); + if ( !selector ) { + push.apply( results, seed ); + return results; + } + + break; + } + } + } + } + + // Compile and execute a filtering function if one is not provided + // Provide `match` to avoid retokenization if we modified the selector above + ( compiled || compile( selector, match ) )( + seed, + context, + !documentIsHTML, + results, + !context || rsibling.test( selector ) && testContext( context.parentNode ) || context + ); + return results; +}; + +// One-time assignments + +// Sort stability +support.sortStable = expando.split( "" ).sort( sortOrder ).join( "" ) === expando; + +// Support: Chrome 14-35+ +// Always assume duplicates if they aren't passed to the comparison function +support.detectDuplicates = !!hasDuplicate; + +// Initialize against the default document +setDocument(); + +// Support: Webkit<537.32 - Safari 6.0.3/Chrome 25 (fixed in Chrome 27) +// Detached nodes confoundingly follow *each other* +support.sortDetached = assert( function( el ) { + + // Should return 1, but returns 4 (following) + return el.compareDocumentPosition( document.createElement( "fieldset" ) ) & 1; +} ); + +// Support: IE<8 +// Prevent attribute/property "interpolation" +// https://msdn.microsoft.com/en-us/library/ms536429%28VS.85%29.aspx +if ( !assert( function( el ) { + el.innerHTML = ""; + return el.firstChild.getAttribute( "href" ) === "#"; +} ) ) { + addHandle( "type|href|height|width", function( elem, name, isXML ) { + if ( !isXML ) { + return elem.getAttribute( name, name.toLowerCase() === "type" ? 1 : 2 ); + } + } ); +} + +// Support: IE<9 +// Use defaultValue in place of getAttribute("value") +if ( !support.attributes || !assert( function( el ) { + el.innerHTML = ""; + el.firstChild.setAttribute( "value", "" ); + return el.firstChild.getAttribute( "value" ) === ""; +} ) ) { + addHandle( "value", function( elem, _name, isXML ) { + if ( !isXML && elem.nodeName.toLowerCase() === "input" ) { + return elem.defaultValue; + } + } ); +} + +// Support: IE<9 +// Use getAttributeNode to fetch booleans when getAttribute lies +if ( !assert( function( el ) { + return el.getAttribute( "disabled" ) == null; +} ) ) { + addHandle( booleans, function( elem, name, isXML ) { + var val; + if ( !isXML ) { + return elem[ name ] === true ? name.toLowerCase() : + ( val = elem.getAttributeNode( name ) ) && val.specified ? + val.value : + null; + } + } ); +} + +return Sizzle; + +} )( window ); + + + +jQuery.find = Sizzle; +jQuery.expr = Sizzle.selectors; + +// Deprecated +jQuery.expr[ ":" ] = jQuery.expr.pseudos; +jQuery.uniqueSort = jQuery.unique = Sizzle.uniqueSort; +jQuery.text = Sizzle.getText; +jQuery.isXMLDoc = Sizzle.isXML; +jQuery.contains = Sizzle.contains; +jQuery.escapeSelector = Sizzle.escape; + + + + +var dir = function( elem, dir, until ) { + var matched = [], + truncate = until !== undefined; + + while ( ( elem = elem[ dir ] ) && elem.nodeType !== 9 ) { + if ( elem.nodeType === 1 ) { + if ( truncate && jQuery( elem ).is( until ) ) { + break; + } + matched.push( elem ); + } + } + return matched; +}; + + +var siblings = function( n, elem ) { + var matched = []; + + for ( ; n; n = n.nextSibling ) { + if ( n.nodeType === 1 && n !== elem ) { + matched.push( n ); + } + } + + return matched; +}; + + +var rneedsContext = jQuery.expr.match.needsContext; + + + +function nodeName( elem, name ) { + + return elem.nodeName && elem.nodeName.toLowerCase() === name.toLowerCase(); + +} +var rsingleTag = ( /^<([a-z][^\/\0>:\x20\t\r\n\f]*)[\x20\t\r\n\f]*\/?>(?:<\/\1>|)$/i ); + + + +// Implement the identical functionality for filter and not +function winnow( elements, qualifier, not ) { + if ( isFunction( qualifier ) ) { + return jQuery.grep( elements, function( elem, i ) { + return !!qualifier.call( elem, i, elem ) !== not; + } ); + } + + // Single element + if ( qualifier.nodeType ) { + return jQuery.grep( elements, function( elem ) { + return ( elem === qualifier ) !== not; + } ); + } + + // Arraylike of elements (jQuery, arguments, Array) + if ( typeof qualifier !== "string" ) { + return jQuery.grep( elements, function( elem ) { + return ( indexOf.call( qualifier, elem ) > -1 ) !== not; + } ); + } + + // Filtered directly for both simple and complex selectors + return jQuery.filter( qualifier, elements, not ); +} + +jQuery.filter = function( expr, elems, not ) { + var elem = elems[ 0 ]; + + if ( not ) { + expr = ":not(" + expr + ")"; + } + + if ( elems.length === 1 && elem.nodeType === 1 ) { + return jQuery.find.matchesSelector( elem, expr ) ? [ elem ] : []; + } + + return jQuery.find.matches( expr, jQuery.grep( elems, function( elem ) { + return elem.nodeType === 1; + } ) ); +}; + +jQuery.fn.extend( { + find: function( selector ) { + var i, ret, + len = this.length, + self = this; + + if ( typeof selector !== "string" ) { + return this.pushStack( jQuery( selector ).filter( function() { + for ( i = 0; i < len; i++ ) { + if ( jQuery.contains( self[ i ], this ) ) { + return true; + } + } + } ) ); + } + + ret = this.pushStack( [] ); + + for ( i = 0; i < len; i++ ) { + jQuery.find( selector, self[ i ], ret ); + } + + return len > 1 ? jQuery.uniqueSort( ret ) : ret; + }, + filter: function( selector ) { + return this.pushStack( winnow( this, selector || [], false ) ); + }, + not: function( selector ) { + return this.pushStack( winnow( this, selector || [], true ) ); + }, + is: function( selector ) { + return !!winnow( + this, + + // If this is a positional/relative selector, check membership in the returned set + // so $("p:first").is("p:last") won't return true for a doc with two "p". + typeof selector === "string" && rneedsContext.test( selector ) ? + jQuery( selector ) : + selector || [], + false + ).length; + } +} ); + + +// Initialize a jQuery object + + +// A central reference to the root jQuery(document) +var rootjQuery, + + // A simple way to check for HTML strings + // Prioritize #id over to avoid XSS via location.hash (#9521) + // Strict HTML recognition (#11290: must start with <) + // Shortcut simple #id case for speed + rquickExpr = /^(?:\s*(<[\w\W]+>)[^>]*|#([\w-]+))$/, + + init = jQuery.fn.init = function( selector, context, root ) { + var match, elem; + + // HANDLE: $(""), $(null), $(undefined), $(false) + if ( !selector ) { + return this; + } + + // Method init() accepts an alternate rootjQuery + // so migrate can support jQuery.sub (gh-2101) + root = root || rootjQuery; + + // Handle HTML strings + if ( typeof selector === "string" ) { + if ( selector[ 0 ] === "<" && + selector[ selector.length - 1 ] === ">" && + selector.length >= 3 ) { + + // Assume that strings that start and end with <> are HTML and skip the regex check + match = [ null, selector, null ]; + + } else { + match = rquickExpr.exec( selector ); + } + + // Match html or make sure no context is specified for #id + if ( match && ( match[ 1 ] || !context ) ) { + + // HANDLE: $(html) -> $(array) + if ( match[ 1 ] ) { + context = context instanceof jQuery ? context[ 0 ] : context; + + // Option to run scripts is true for back-compat + // Intentionally let the error be thrown if parseHTML is not present + jQuery.merge( this, jQuery.parseHTML( + match[ 1 ], + context && context.nodeType ? context.ownerDocument || context : document, + true + ) ); + + // HANDLE: $(html, props) + if ( rsingleTag.test( match[ 1 ] ) && jQuery.isPlainObject( context ) ) { + for ( match in context ) { + + // Properties of context are called as methods if possible + if ( isFunction( this[ match ] ) ) { + this[ match ]( context[ match ] ); + + // ...and otherwise set as attributes + } else { + this.attr( match, context[ match ] ); + } + } + } + + return this; + + // HANDLE: $(#id) + } else { + elem = document.getElementById( match[ 2 ] ); + + if ( elem ) { + + // Inject the element directly into the jQuery object + this[ 0 ] = elem; + this.length = 1; + } + return this; + } + + // HANDLE: $(expr, $(...)) + } else if ( !context || context.jquery ) { + return ( context || root ).find( selector ); + + // HANDLE: $(expr, context) + // (which is just equivalent to: $(context).find(expr) + } else { + return this.constructor( context ).find( selector ); + } + + // HANDLE: $(DOMElement) + } else if ( selector.nodeType ) { + this[ 0 ] = selector; + this.length = 1; + return this; + + // HANDLE: $(function) + // Shortcut for document ready + } else if ( isFunction( selector ) ) { + return root.ready !== undefined ? + root.ready( selector ) : + + // Execute immediately if ready is not present + selector( jQuery ); + } + + return jQuery.makeArray( selector, this ); + }; + +// Give the init function the jQuery prototype for later instantiation +init.prototype = jQuery.fn; + +// Initialize central reference +rootjQuery = jQuery( document ); + + +var rparentsprev = /^(?:parents|prev(?:Until|All))/, + + // Methods guaranteed to produce a unique set when starting from a unique set + guaranteedUnique = { + children: true, + contents: true, + next: true, + prev: true + }; + +jQuery.fn.extend( { + has: function( target ) { + var targets = jQuery( target, this ), + l = targets.length; + + return this.filter( function() { + var i = 0; + for ( ; i < l; i++ ) { + if ( jQuery.contains( this, targets[ i ] ) ) { + return true; + } + } + } ); + }, + + closest: function( selectors, context ) { + var cur, + i = 0, + l = this.length, + matched = [], + targets = typeof selectors !== "string" && jQuery( selectors ); + + // Positional selectors never match, since there's no _selection_ context + if ( !rneedsContext.test( selectors ) ) { + for ( ; i < l; i++ ) { + for ( cur = this[ i ]; cur && cur !== context; cur = cur.parentNode ) { + + // Always skip document fragments + if ( cur.nodeType < 11 && ( targets ? + targets.index( cur ) > -1 : + + // Don't pass non-elements to Sizzle + cur.nodeType === 1 && + jQuery.find.matchesSelector( cur, selectors ) ) ) { + + matched.push( cur ); + break; + } + } + } + } + + return this.pushStack( matched.length > 1 ? jQuery.uniqueSort( matched ) : matched ); + }, + + // Determine the position of an element within the set + index: function( elem ) { + + // No argument, return index in parent + if ( !elem ) { + return ( this[ 0 ] && this[ 0 ].parentNode ) ? this.first().prevAll().length : -1; + } + + // Index in selector + if ( typeof elem === "string" ) { + return indexOf.call( jQuery( elem ), this[ 0 ] ); + } + + // Locate the position of the desired element + return indexOf.call( this, + + // If it receives a jQuery object, the first element is used + elem.jquery ? elem[ 0 ] : elem + ); + }, + + add: function( selector, context ) { + return this.pushStack( + jQuery.uniqueSort( + jQuery.merge( this.get(), jQuery( selector, context ) ) + ) + ); + }, + + addBack: function( selector ) { + return this.add( selector == null ? + this.prevObject : this.prevObject.filter( selector ) + ); + } +} ); + +function sibling( cur, dir ) { + while ( ( cur = cur[ dir ] ) && cur.nodeType !== 1 ) {} + return cur; +} + +jQuery.each( { + parent: function( elem ) { + var parent = elem.parentNode; + return parent && parent.nodeType !== 11 ? parent : null; + }, + parents: function( elem ) { + return dir( elem, "parentNode" ); + }, + parentsUntil: function( elem, _i, until ) { + return dir( elem, "parentNode", until ); + }, + next: function( elem ) { + return sibling( elem, "nextSibling" ); + }, + prev: function( elem ) { + return sibling( elem, "previousSibling" ); + }, + nextAll: function( elem ) { + return dir( elem, "nextSibling" ); + }, + prevAll: function( elem ) { + return dir( elem, "previousSibling" ); + }, + nextUntil: function( elem, _i, until ) { + return dir( elem, "nextSibling", until ); + }, + prevUntil: function( elem, _i, until ) { + return dir( elem, "previousSibling", until ); + }, + siblings: function( elem ) { + return siblings( ( elem.parentNode || {} ).firstChild, elem ); + }, + children: function( elem ) { + return siblings( elem.firstChild ); + }, + contents: function( elem ) { + if ( elem.contentDocument != null && + + // Support: IE 11+ + // elements with no `data` attribute has an object + // `contentDocument` with a `null` prototype. + getProto( elem.contentDocument ) ) { + + return elem.contentDocument; + } + + // Support: IE 9 - 11 only, iOS 7 only, Android Browser <=4.3 only + // Treat the template element as a regular one in browsers that + // don't support it. + if ( nodeName( elem, "template" ) ) { + elem = elem.content || elem; + } + + return jQuery.merge( [], elem.childNodes ); + } +}, function( name, fn ) { + jQuery.fn[ name ] = function( until, selector ) { + var matched = jQuery.map( this, fn, until ); + + if ( name.slice( -5 ) !== "Until" ) { + selector = until; + } + + if ( selector && typeof selector === "string" ) { + matched = jQuery.filter( selector, matched ); + } + + if ( this.length > 1 ) { + + // Remove duplicates + if ( !guaranteedUnique[ name ] ) { + jQuery.uniqueSort( matched ); + } + + // Reverse order for parents* and prev-derivatives + if ( rparentsprev.test( name ) ) { + matched.reverse(); + } + } + + return this.pushStack( matched ); + }; +} ); +var rnothtmlwhite = ( /[^\x20\t\r\n\f]+/g ); + + + +// Convert String-formatted options into Object-formatted ones +function createOptions( options ) { + var object = {}; + jQuery.each( options.match( rnothtmlwhite ) || [], function( _, flag ) { + object[ flag ] = true; + } ); + return object; +} + +/* + * Create a callback list using the following parameters: + * + * options: an optional list of space-separated options that will change how + * the callback list behaves or a more traditional option object + * + * By default a callback list will act like an event callback list and can be + * "fired" multiple times. + * + * Possible options: + * + * once: will ensure the callback list can only be fired once (like a Deferred) + * + * memory: will keep track of previous values and will call any callback added + * after the list has been fired right away with the latest "memorized" + * values (like a Deferred) + * + * unique: will ensure a callback can only be added once (no duplicate in the list) + * + * stopOnFalse: interrupt callings when a callback returns false + * + */ +jQuery.Callbacks = function( options ) { + + // Convert options from String-formatted to Object-formatted if needed + // (we check in cache first) + options = typeof options === "string" ? + createOptions( options ) : + jQuery.extend( {}, options ); + + var // Flag to know if list is currently firing + firing, + + // Last fire value for non-forgettable lists + memory, + + // Flag to know if list was already fired + fired, + + // Flag to prevent firing + locked, + + // Actual callback list + list = [], + + // Queue of execution data for repeatable lists + queue = [], + + // Index of currently firing callback (modified by add/remove as needed) + firingIndex = -1, + + // Fire callbacks + fire = function() { + + // Enforce single-firing + locked = locked || options.once; + + // Execute callbacks for all pending executions, + // respecting firingIndex overrides and runtime changes + fired = firing = true; + for ( ; queue.length; firingIndex = -1 ) { + memory = queue.shift(); + while ( ++firingIndex < list.length ) { + + // Run callback and check for early termination + if ( list[ firingIndex ].apply( memory[ 0 ], memory[ 1 ] ) === false && + options.stopOnFalse ) { + + // Jump to end and forget the data so .add doesn't re-fire + firingIndex = list.length; + memory = false; + } + } + } + + // Forget the data if we're done with it + if ( !options.memory ) { + memory = false; + } + + firing = false; + + // Clean up if we're done firing for good + if ( locked ) { + + // Keep an empty list if we have data for future add calls + if ( memory ) { + list = []; + + // Otherwise, this object is spent + } else { + list = ""; + } + } + }, + + // Actual Callbacks object + self = { + + // Add a callback or a collection of callbacks to the list + add: function() { + if ( list ) { + + // If we have memory from a past run, we should fire after adding + if ( memory && !firing ) { + firingIndex = list.length - 1; + queue.push( memory ); + } + + ( function add( args ) { + jQuery.each( args, function( _, arg ) { + if ( isFunction( arg ) ) { + if ( !options.unique || !self.has( arg ) ) { + list.push( arg ); + } + } else if ( arg && arg.length && toType( arg ) !== "string" ) { + + // Inspect recursively + add( arg ); + } + } ); + } )( arguments ); + + if ( memory && !firing ) { + fire(); + } + } + return this; + }, + + // Remove a callback from the list + remove: function() { + jQuery.each( arguments, function( _, arg ) { + var index; + while ( ( index = jQuery.inArray( arg, list, index ) ) > -1 ) { + list.splice( index, 1 ); + + // Handle firing indexes + if ( index <= firingIndex ) { + firingIndex--; + } + } + } ); + return this; + }, + + // Check if a given callback is in the list. + // If no argument is given, return whether or not list has callbacks attached. + has: function( fn ) { + return fn ? + jQuery.inArray( fn, list ) > -1 : + list.length > 0; + }, + + // Remove all callbacks from the list + empty: function() { + if ( list ) { + list = []; + } + return this; + }, + + // Disable .fire and .add + // Abort any current/pending executions + // Clear all callbacks and values + disable: function() { + locked = queue = []; + list = memory = ""; + return this; + }, + disabled: function() { + return !list; + }, + + // Disable .fire + // Also disable .add unless we have memory (since it would have no effect) + // Abort any pending executions + lock: function() { + locked = queue = []; + if ( !memory && !firing ) { + list = memory = ""; + } + return this; + }, + locked: function() { + return !!locked; + }, + + // Call all callbacks with the given context and arguments + fireWith: function( context, args ) { + if ( !locked ) { + args = args || []; + args = [ context, args.slice ? args.slice() : args ]; + queue.push( args ); + if ( !firing ) { + fire(); + } + } + return this; + }, + + // Call all the callbacks with the given arguments + fire: function() { + self.fireWith( this, arguments ); + return this; + }, + + // To know if the callbacks have already been called at least once + fired: function() { + return !!fired; + } + }; + + return self; +}; + + +function Identity( v ) { + return v; +} +function Thrower( ex ) { + throw ex; +} + +function adoptValue( value, resolve, reject, noValue ) { + var method; + + try { + + // Check for promise aspect first to privilege synchronous behavior + if ( value && isFunction( ( method = value.promise ) ) ) { + method.call( value ).done( resolve ).fail( reject ); + + // Other thenables + } else if ( value && isFunction( ( method = value.then ) ) ) { + method.call( value, resolve, reject ); + + // Other non-thenables + } else { + + // Control `resolve` arguments by letting Array#slice cast boolean `noValue` to integer: + // * false: [ value ].slice( 0 ) => resolve( value ) + // * true: [ value ].slice( 1 ) => resolve() + resolve.apply( undefined, [ value ].slice( noValue ) ); + } + + // For Promises/A+, convert exceptions into rejections + // Since jQuery.when doesn't unwrap thenables, we can skip the extra checks appearing in + // Deferred#then to conditionally suppress rejection. + } catch ( value ) { + + // Support: Android 4.0 only + // Strict mode functions invoked without .call/.apply get global-object context + reject.apply( undefined, [ value ] ); + } +} + +jQuery.extend( { + + Deferred: function( func ) { + var tuples = [ + + // action, add listener, callbacks, + // ... .then handlers, argument index, [final state] + [ "notify", "progress", jQuery.Callbacks( "memory" ), + jQuery.Callbacks( "memory" ), 2 ], + [ "resolve", "done", jQuery.Callbacks( "once memory" ), + jQuery.Callbacks( "once memory" ), 0, "resolved" ], + [ "reject", "fail", jQuery.Callbacks( "once memory" ), + jQuery.Callbacks( "once memory" ), 1, "rejected" ] + ], + state = "pending", + promise = { + state: function() { + return state; + }, + always: function() { + deferred.done( arguments ).fail( arguments ); + return this; + }, + "catch": function( fn ) { + return promise.then( null, fn ); + }, + + // Keep pipe for back-compat + pipe: function( /* fnDone, fnFail, fnProgress */ ) { + var fns = arguments; + + return jQuery.Deferred( function( newDefer ) { + jQuery.each( tuples, function( _i, tuple ) { + + // Map tuples (progress, done, fail) to arguments (done, fail, progress) + var fn = isFunction( fns[ tuple[ 4 ] ] ) && fns[ tuple[ 4 ] ]; + + // deferred.progress(function() { bind to newDefer or newDefer.notify }) + // deferred.done(function() { bind to newDefer or newDefer.resolve }) + // deferred.fail(function() { bind to newDefer or newDefer.reject }) + deferred[ tuple[ 1 ] ]( function() { + var returned = fn && fn.apply( this, arguments ); + if ( returned && isFunction( returned.promise ) ) { + returned.promise() + .progress( newDefer.notify ) + .done( newDefer.resolve ) + .fail( newDefer.reject ); + } else { + newDefer[ tuple[ 0 ] + "With" ]( + this, + fn ? [ returned ] : arguments + ); + } + } ); + } ); + fns = null; + } ).promise(); + }, + then: function( onFulfilled, onRejected, onProgress ) { + var maxDepth = 0; + function resolve( depth, deferred, handler, special ) { + return function() { + var that = this, + args = arguments, + mightThrow = function() { + var returned, then; + + // Support: Promises/A+ section 2.3.3.3.3 + // https://promisesaplus.com/#point-59 + // Ignore double-resolution attempts + if ( depth < maxDepth ) { + return; + } + + returned = handler.apply( that, args ); + + // Support: Promises/A+ section 2.3.1 + // https://promisesaplus.com/#point-48 + if ( returned === deferred.promise() ) { + throw new TypeError( "Thenable self-resolution" ); + } + + // Support: Promises/A+ sections 2.3.3.1, 3.5 + // https://promisesaplus.com/#point-54 + // https://promisesaplus.com/#point-75 + // Retrieve `then` only once + then = returned && + + // Support: Promises/A+ section 2.3.4 + // https://promisesaplus.com/#point-64 + // Only check objects and functions for thenability + ( typeof returned === "object" || + typeof returned === "function" ) && + returned.then; + + // Handle a returned thenable + if ( isFunction( then ) ) { + + // Special processors (notify) just wait for resolution + if ( special ) { + then.call( + returned, + resolve( maxDepth, deferred, Identity, special ), + resolve( maxDepth, deferred, Thrower, special ) + ); + + // Normal processors (resolve) also hook into progress + } else { + + // ...and disregard older resolution values + maxDepth++; + + then.call( + returned, + resolve( maxDepth, deferred, Identity, special ), + resolve( maxDepth, deferred, Thrower, special ), + resolve( maxDepth, deferred, Identity, + deferred.notifyWith ) + ); + } + + // Handle all other returned values + } else { + + // Only substitute handlers pass on context + // and multiple values (non-spec behavior) + if ( handler !== Identity ) { + that = undefined; + args = [ returned ]; + } + + // Process the value(s) + // Default process is resolve + ( special || deferred.resolveWith )( that, args ); + } + }, + + // Only normal processors (resolve) catch and reject exceptions + process = special ? + mightThrow : + function() { + try { + mightThrow(); + } catch ( e ) { + + if ( jQuery.Deferred.exceptionHook ) { + jQuery.Deferred.exceptionHook( e, + process.stackTrace ); + } + + // Support: Promises/A+ section 2.3.3.3.4.1 + // https://promisesaplus.com/#point-61 + // Ignore post-resolution exceptions + if ( depth + 1 >= maxDepth ) { + + // Only substitute handlers pass on context + // and multiple values (non-spec behavior) + if ( handler !== Thrower ) { + that = undefined; + args = [ e ]; + } + + deferred.rejectWith( that, args ); + } + } + }; + + // Support: Promises/A+ section 2.3.3.3.1 + // https://promisesaplus.com/#point-57 + // Re-resolve promises immediately to dodge false rejection from + // subsequent errors + if ( depth ) { + process(); + } else { + + // Call an optional hook to record the stack, in case of exception + // since it's otherwise lost when execution goes async + if ( jQuery.Deferred.getStackHook ) { + process.stackTrace = jQuery.Deferred.getStackHook(); + } + window.setTimeout( process ); + } + }; + } + + return jQuery.Deferred( function( newDefer ) { + + // progress_handlers.add( ... ) + tuples[ 0 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onProgress ) ? + onProgress : + Identity, + newDefer.notifyWith + ) + ); + + // fulfilled_handlers.add( ... ) + tuples[ 1 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onFulfilled ) ? + onFulfilled : + Identity + ) + ); + + // rejected_handlers.add( ... ) + tuples[ 2 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onRejected ) ? + onRejected : + Thrower + ) + ); + } ).promise(); + }, + + // Get a promise for this deferred + // If obj is provided, the promise aspect is added to the object + promise: function( obj ) { + return obj != null ? jQuery.extend( obj, promise ) : promise; + } + }, + deferred = {}; + + // Add list-specific methods + jQuery.each( tuples, function( i, tuple ) { + var list = tuple[ 2 ], + stateString = tuple[ 5 ]; + + // promise.progress = list.add + // promise.done = list.add + // promise.fail = list.add + promise[ tuple[ 1 ] ] = list.add; + + // Handle state + if ( stateString ) { + list.add( + function() { + + // state = "resolved" (i.e., fulfilled) + // state = "rejected" + state = stateString; + }, + + // rejected_callbacks.disable + // fulfilled_callbacks.disable + tuples[ 3 - i ][ 2 ].disable, + + // rejected_handlers.disable + // fulfilled_handlers.disable + tuples[ 3 - i ][ 3 ].disable, + + // progress_callbacks.lock + tuples[ 0 ][ 2 ].lock, + + // progress_handlers.lock + tuples[ 0 ][ 3 ].lock + ); + } + + // progress_handlers.fire + // fulfilled_handlers.fire + // rejected_handlers.fire + list.add( tuple[ 3 ].fire ); + + // deferred.notify = function() { deferred.notifyWith(...) } + // deferred.resolve = function() { deferred.resolveWith(...) } + // deferred.reject = function() { deferred.rejectWith(...) } + deferred[ tuple[ 0 ] ] = function() { + deferred[ tuple[ 0 ] + "With" ]( this === deferred ? undefined : this, arguments ); + return this; + }; + + // deferred.notifyWith = list.fireWith + // deferred.resolveWith = list.fireWith + // deferred.rejectWith = list.fireWith + deferred[ tuple[ 0 ] + "With" ] = list.fireWith; + } ); + + // Make the deferred a promise + promise.promise( deferred ); + + // Call given func if any + if ( func ) { + func.call( deferred, deferred ); + } + + // All done! + return deferred; + }, + + // Deferred helper + when: function( singleValue ) { + var + + // count of uncompleted subordinates + remaining = arguments.length, + + // count of unprocessed arguments + i = remaining, + + // subordinate fulfillment data + resolveContexts = Array( i ), + resolveValues = slice.call( arguments ), + + // the primary Deferred + primary = jQuery.Deferred(), + + // subordinate callback factory + updateFunc = function( i ) { + return function( value ) { + resolveContexts[ i ] = this; + resolveValues[ i ] = arguments.length > 1 ? slice.call( arguments ) : value; + if ( !( --remaining ) ) { + primary.resolveWith( resolveContexts, resolveValues ); + } + }; + }; + + // Single- and empty arguments are adopted like Promise.resolve + if ( remaining <= 1 ) { + adoptValue( singleValue, primary.done( updateFunc( i ) ).resolve, primary.reject, + !remaining ); + + // Use .then() to unwrap secondary thenables (cf. gh-3000) + if ( primary.state() === "pending" || + isFunction( resolveValues[ i ] && resolveValues[ i ].then ) ) { + + return primary.then(); + } + } + + // Multiple arguments are aggregated like Promise.all array elements + while ( i-- ) { + adoptValue( resolveValues[ i ], updateFunc( i ), primary.reject ); + } + + return primary.promise(); + } +} ); + + +// These usually indicate a programmer mistake during development, +// warn about them ASAP rather than swallowing them by default. +var rerrorNames = /^(Eval|Internal|Range|Reference|Syntax|Type|URI)Error$/; + +jQuery.Deferred.exceptionHook = function( error, stack ) { + + // Support: IE 8 - 9 only + // Console exists when dev tools are open, which can happen at any time + if ( window.console && window.console.warn && error && rerrorNames.test( error.name ) ) { + window.console.warn( "jQuery.Deferred exception: " + error.message, error.stack, stack ); + } +}; + + + + +jQuery.readyException = function( error ) { + window.setTimeout( function() { + throw error; + } ); +}; + + + + +// The deferred used on DOM ready +var readyList = jQuery.Deferred(); + +jQuery.fn.ready = function( fn ) { + + readyList + .then( fn ) + + // Wrap jQuery.readyException in a function so that the lookup + // happens at the time of error handling instead of callback + // registration. + .catch( function( error ) { + jQuery.readyException( error ); + } ); + + return this; +}; + +jQuery.extend( { + + // Is the DOM ready to be used? Set to true once it occurs. + isReady: false, + + // A counter to track how many items to wait for before + // the ready event fires. See #6781 + readyWait: 1, + + // Handle when the DOM is ready + ready: function( wait ) { + + // Abort if there are pending holds or we're already ready + if ( wait === true ? --jQuery.readyWait : jQuery.isReady ) { + return; + } + + // Remember that the DOM is ready + jQuery.isReady = true; + + // If a normal DOM Ready event fired, decrement, and wait if need be + if ( wait !== true && --jQuery.readyWait > 0 ) { + return; + } + + // If there are functions bound, to execute + readyList.resolveWith( document, [ jQuery ] ); + } +} ); + +jQuery.ready.then = readyList.then; + +// The ready event handler and self cleanup method +function completed() { + document.removeEventListener( "DOMContentLoaded", completed ); + window.removeEventListener( "load", completed ); + jQuery.ready(); +} + +// Catch cases where $(document).ready() is called +// after the browser event has already occurred. +// Support: IE <=9 - 10 only +// Older IE sometimes signals "interactive" too soon +if ( document.readyState === "complete" || + ( document.readyState !== "loading" && !document.documentElement.doScroll ) ) { + + // Handle it asynchronously to allow scripts the opportunity to delay ready + window.setTimeout( jQuery.ready ); + +} else { + + // Use the handy event callback + document.addEventListener( "DOMContentLoaded", completed ); + + // A fallback to window.onload, that will always work + window.addEventListener( "load", completed ); +} + + + + +// Multifunctional method to get and set values of a collection +// The value/s can optionally be executed if it's a function +var access = function( elems, fn, key, value, chainable, emptyGet, raw ) { + var i = 0, + len = elems.length, + bulk = key == null; + + // Sets many values + if ( toType( key ) === "object" ) { + chainable = true; + for ( i in key ) { + access( elems, fn, i, key[ i ], true, emptyGet, raw ); + } + + // Sets one value + } else if ( value !== undefined ) { + chainable = true; + + if ( !isFunction( value ) ) { + raw = true; + } + + if ( bulk ) { + + // Bulk operations run against the entire set + if ( raw ) { + fn.call( elems, value ); + fn = null; + + // ...except when executing function values + } else { + bulk = fn; + fn = function( elem, _key, value ) { + return bulk.call( jQuery( elem ), value ); + }; + } + } + + if ( fn ) { + for ( ; i < len; i++ ) { + fn( + elems[ i ], key, raw ? + value : + value.call( elems[ i ], i, fn( elems[ i ], key ) ) + ); + } + } + } + + if ( chainable ) { + return elems; + } + + // Gets + if ( bulk ) { + return fn.call( elems ); + } + + return len ? fn( elems[ 0 ], key ) : emptyGet; +}; + + +// Matches dashed string for camelizing +var rmsPrefix = /^-ms-/, + rdashAlpha = /-([a-z])/g; + +// Used by camelCase as callback to replace() +function fcamelCase( _all, letter ) { + return letter.toUpperCase(); +} + +// Convert dashed to camelCase; used by the css and data modules +// Support: IE <=9 - 11, Edge 12 - 15 +// Microsoft forgot to hump their vendor prefix (#9572) +function camelCase( string ) { + return string.replace( rmsPrefix, "ms-" ).replace( rdashAlpha, fcamelCase ); +} +var acceptData = function( owner ) { + + // Accepts only: + // - Node + // - Node.ELEMENT_NODE + // - Node.DOCUMENT_NODE + // - Object + // - Any + return owner.nodeType === 1 || owner.nodeType === 9 || !( +owner.nodeType ); +}; + + + + +function Data() { + this.expando = jQuery.expando + Data.uid++; +} + +Data.uid = 1; + +Data.prototype = { + + cache: function( owner ) { + + // Check if the owner object already has a cache + var value = owner[ this.expando ]; + + // If not, create one + if ( !value ) { + value = {}; + + // We can accept data for non-element nodes in modern browsers, + // but we should not, see #8335. + // Always return an empty object. + if ( acceptData( owner ) ) { + + // If it is a node unlikely to be stringify-ed or looped over + // use plain assignment + if ( owner.nodeType ) { + owner[ this.expando ] = value; + + // Otherwise secure it in a non-enumerable property + // configurable must be true to allow the property to be + // deleted when data is removed + } else { + Object.defineProperty( owner, this.expando, { + value: value, + configurable: true + } ); + } + } + } + + return value; + }, + set: function( owner, data, value ) { + var prop, + cache = this.cache( owner ); + + // Handle: [ owner, key, value ] args + // Always use camelCase key (gh-2257) + if ( typeof data === "string" ) { + cache[ camelCase( data ) ] = value; + + // Handle: [ owner, { properties } ] args + } else { + + // Copy the properties one-by-one to the cache object + for ( prop in data ) { + cache[ camelCase( prop ) ] = data[ prop ]; + } + } + return cache; + }, + get: function( owner, key ) { + return key === undefined ? + this.cache( owner ) : + + // Always use camelCase key (gh-2257) + owner[ this.expando ] && owner[ this.expando ][ camelCase( key ) ]; + }, + access: function( owner, key, value ) { + + // In cases where either: + // + // 1. No key was specified + // 2. A string key was specified, but no value provided + // + // Take the "read" path and allow the get method to determine + // which value to return, respectively either: + // + // 1. The entire cache object + // 2. The data stored at the key + // + if ( key === undefined || + ( ( key && typeof key === "string" ) && value === undefined ) ) { + + return this.get( owner, key ); + } + + // When the key is not a string, or both a key and value + // are specified, set or extend (existing objects) with either: + // + // 1. An object of properties + // 2. A key and value + // + this.set( owner, key, value ); + + // Since the "set" path can have two possible entry points + // return the expected data based on which path was taken[*] + return value !== undefined ? value : key; + }, + remove: function( owner, key ) { + var i, + cache = owner[ this.expando ]; + + if ( cache === undefined ) { + return; + } + + if ( key !== undefined ) { + + // Support array or space separated string of keys + if ( Array.isArray( key ) ) { + + // If key is an array of keys... + // We always set camelCase keys, so remove that. + key = key.map( camelCase ); + } else { + key = camelCase( key ); + + // If a key with the spaces exists, use it. + // Otherwise, create an array by matching non-whitespace + key = key in cache ? + [ key ] : + ( key.match( rnothtmlwhite ) || [] ); + } + + i = key.length; + + while ( i-- ) { + delete cache[ key[ i ] ]; + } + } + + // Remove the expando if there's no more data + if ( key === undefined || jQuery.isEmptyObject( cache ) ) { + + // Support: Chrome <=35 - 45 + // Webkit & Blink performance suffers when deleting properties + // from DOM nodes, so set to undefined instead + // https://bugs.chromium.org/p/chromium/issues/detail?id=378607 (bug restricted) + if ( owner.nodeType ) { + owner[ this.expando ] = undefined; + } else { + delete owner[ this.expando ]; + } + } + }, + hasData: function( owner ) { + var cache = owner[ this.expando ]; + return cache !== undefined && !jQuery.isEmptyObject( cache ); + } +}; +var dataPriv = new Data(); + +var dataUser = new Data(); + + + +// Implementation Summary +// +// 1. Enforce API surface and semantic compatibility with 1.9.x branch +// 2. Improve the module's maintainability by reducing the storage +// paths to a single mechanism. +// 3. Use the same single mechanism to support "private" and "user" data. +// 4. _Never_ expose "private" data to user code (TODO: Drop _data, _removeData) +// 5. Avoid exposing implementation details on user objects (eg. expando properties) +// 6. Provide a clear path for implementation upgrade to WeakMap in 2014 + +var rbrace = /^(?:\{[\w\W]*\}|\[[\w\W]*\])$/, + rmultiDash = /[A-Z]/g; + +function getData( data ) { + if ( data === "true" ) { + return true; + } + + if ( data === "false" ) { + return false; + } + + if ( data === "null" ) { + return null; + } + + // Only convert to a number if it doesn't change the string + if ( data === +data + "" ) { + return +data; + } + + if ( rbrace.test( data ) ) { + return JSON.parse( data ); + } + + return data; +} + +function dataAttr( elem, key, data ) { + var name; + + // If nothing was found internally, try to fetch any + // data from the HTML5 data-* attribute + if ( data === undefined && elem.nodeType === 1 ) { + name = "data-" + key.replace( rmultiDash, "-$&" ).toLowerCase(); + data = elem.getAttribute( name ); + + if ( typeof data === "string" ) { + try { + data = getData( data ); + } catch ( e ) {} + + // Make sure we set the data so it isn't changed later + dataUser.set( elem, key, data ); + } else { + data = undefined; + } + } + return data; +} + +jQuery.extend( { + hasData: function( elem ) { + return dataUser.hasData( elem ) || dataPriv.hasData( elem ); + }, + + data: function( elem, name, data ) { + return dataUser.access( elem, name, data ); + }, + + removeData: function( elem, name ) { + dataUser.remove( elem, name ); + }, + + // TODO: Now that all calls to _data and _removeData have been replaced + // with direct calls to dataPriv methods, these can be deprecated. + _data: function( elem, name, data ) { + return dataPriv.access( elem, name, data ); + }, + + _removeData: function( elem, name ) { + dataPriv.remove( elem, name ); + } +} ); + +jQuery.fn.extend( { + data: function( key, value ) { + var i, name, data, + elem = this[ 0 ], + attrs = elem && elem.attributes; + + // Gets all values + if ( key === undefined ) { + if ( this.length ) { + data = dataUser.get( elem ); + + if ( elem.nodeType === 1 && !dataPriv.get( elem, "hasDataAttrs" ) ) { + i = attrs.length; + while ( i-- ) { + + // Support: IE 11 only + // The attrs elements can be null (#14894) + if ( attrs[ i ] ) { + name = attrs[ i ].name; + if ( name.indexOf( "data-" ) === 0 ) { + name = camelCase( name.slice( 5 ) ); + dataAttr( elem, name, data[ name ] ); + } + } + } + dataPriv.set( elem, "hasDataAttrs", true ); + } + } + + return data; + } + + // Sets multiple values + if ( typeof key === "object" ) { + return this.each( function() { + dataUser.set( this, key ); + } ); + } + + return access( this, function( value ) { + var data; + + // The calling jQuery object (element matches) is not empty + // (and therefore has an element appears at this[ 0 ]) and the + // `value` parameter was not undefined. An empty jQuery object + // will result in `undefined` for elem = this[ 0 ] which will + // throw an exception if an attempt to read a data cache is made. + if ( elem && value === undefined ) { + + // Attempt to get data from the cache + // The key will always be camelCased in Data + data = dataUser.get( elem, key ); + if ( data !== undefined ) { + return data; + } + + // Attempt to "discover" the data in + // HTML5 custom data-* attrs + data = dataAttr( elem, key ); + if ( data !== undefined ) { + return data; + } + + // We tried really hard, but the data doesn't exist. + return; + } + + // Set the data... + this.each( function() { + + // We always store the camelCased key + dataUser.set( this, key, value ); + } ); + }, null, value, arguments.length > 1, null, true ); + }, + + removeData: function( key ) { + return this.each( function() { + dataUser.remove( this, key ); + } ); + } +} ); + + +jQuery.extend( { + queue: function( elem, type, data ) { + var queue; + + if ( elem ) { + type = ( type || "fx" ) + "queue"; + queue = dataPriv.get( elem, type ); + + // Speed up dequeue by getting out quickly if this is just a lookup + if ( data ) { + if ( !queue || Array.isArray( data ) ) { + queue = dataPriv.access( elem, type, jQuery.makeArray( data ) ); + } else { + queue.push( data ); + } + } + return queue || []; + } + }, + + dequeue: function( elem, type ) { + type = type || "fx"; + + var queue = jQuery.queue( elem, type ), + startLength = queue.length, + fn = queue.shift(), + hooks = jQuery._queueHooks( elem, type ), + next = function() { + jQuery.dequeue( elem, type ); + }; + + // If the fx queue is dequeued, always remove the progress sentinel + if ( fn === "inprogress" ) { + fn = queue.shift(); + startLength--; + } + + if ( fn ) { + + // Add a progress sentinel to prevent the fx queue from being + // automatically dequeued + if ( type === "fx" ) { + queue.unshift( "inprogress" ); + } + + // Clear up the last queue stop function + delete hooks.stop; + fn.call( elem, next, hooks ); + } + + if ( !startLength && hooks ) { + hooks.empty.fire(); + } + }, + + // Not public - generate a queueHooks object, or return the current one + _queueHooks: function( elem, type ) { + var key = type + "queueHooks"; + return dataPriv.get( elem, key ) || dataPriv.access( elem, key, { + empty: jQuery.Callbacks( "once memory" ).add( function() { + dataPriv.remove( elem, [ type + "queue", key ] ); + } ) + } ); + } +} ); + +jQuery.fn.extend( { + queue: function( type, data ) { + var setter = 2; + + if ( typeof type !== "string" ) { + data = type; + type = "fx"; + setter--; + } + + if ( arguments.length < setter ) { + return jQuery.queue( this[ 0 ], type ); + } + + return data === undefined ? + this : + this.each( function() { + var queue = jQuery.queue( this, type, data ); + + // Ensure a hooks for this queue + jQuery._queueHooks( this, type ); + + if ( type === "fx" && queue[ 0 ] !== "inprogress" ) { + jQuery.dequeue( this, type ); + } + } ); + }, + dequeue: function( type ) { + return this.each( function() { + jQuery.dequeue( this, type ); + } ); + }, + clearQueue: function( type ) { + return this.queue( type || "fx", [] ); + }, + + // Get a promise resolved when queues of a certain type + // are emptied (fx is the type by default) + promise: function( type, obj ) { + var tmp, + count = 1, + defer = jQuery.Deferred(), + elements = this, + i = this.length, + resolve = function() { + if ( !( --count ) ) { + defer.resolveWith( elements, [ elements ] ); + } + }; + + if ( typeof type !== "string" ) { + obj = type; + type = undefined; + } + type = type || "fx"; + + while ( i-- ) { + tmp = dataPriv.get( elements[ i ], type + "queueHooks" ); + if ( tmp && tmp.empty ) { + count++; + tmp.empty.add( resolve ); + } + } + resolve(); + return defer.promise( obj ); + } +} ); +var pnum = ( /[+-]?(?:\d*\.|)\d+(?:[eE][+-]?\d+|)/ ).source; + +var rcssNum = new RegExp( "^(?:([+-])=|)(" + pnum + ")([a-z%]*)$", "i" ); + + +var cssExpand = [ "Top", "Right", "Bottom", "Left" ]; + +var documentElement = document.documentElement; + + + + var isAttached = function( elem ) { + return jQuery.contains( elem.ownerDocument, elem ); + }, + composed = { composed: true }; + + // Support: IE 9 - 11+, Edge 12 - 18+, iOS 10.0 - 10.2 only + // Check attachment across shadow DOM boundaries when possible (gh-3504) + // Support: iOS 10.0-10.2 only + // Early iOS 10 versions support `attachShadow` but not `getRootNode`, + // leading to errors. We need to check for `getRootNode`. + if ( documentElement.getRootNode ) { + isAttached = function( elem ) { + return jQuery.contains( elem.ownerDocument, elem ) || + elem.getRootNode( composed ) === elem.ownerDocument; + }; + } +var isHiddenWithinTree = function( elem, el ) { + + // isHiddenWithinTree might be called from jQuery#filter function; + // in that case, element will be second argument + elem = el || elem; + + // Inline style trumps all + return elem.style.display === "none" || + elem.style.display === "" && + + // Otherwise, check computed style + // Support: Firefox <=43 - 45 + // Disconnected elements can have computed display: none, so first confirm that elem is + // in the document. + isAttached( elem ) && + + jQuery.css( elem, "display" ) === "none"; + }; + + + +function adjustCSS( elem, prop, valueParts, tween ) { + var adjusted, scale, + maxIterations = 20, + currentValue = tween ? + function() { + return tween.cur(); + } : + function() { + return jQuery.css( elem, prop, "" ); + }, + initial = currentValue(), + unit = valueParts && valueParts[ 3 ] || ( jQuery.cssNumber[ prop ] ? "" : "px" ), + + // Starting value computation is required for potential unit mismatches + initialInUnit = elem.nodeType && + ( jQuery.cssNumber[ prop ] || unit !== "px" && +initial ) && + rcssNum.exec( jQuery.css( elem, prop ) ); + + if ( initialInUnit && initialInUnit[ 3 ] !== unit ) { + + // Support: Firefox <=54 + // Halve the iteration target value to prevent interference from CSS upper bounds (gh-2144) + initial = initial / 2; + + // Trust units reported by jQuery.css + unit = unit || initialInUnit[ 3 ]; + + // Iteratively approximate from a nonzero starting point + initialInUnit = +initial || 1; + + while ( maxIterations-- ) { + + // Evaluate and update our best guess (doubling guesses that zero out). + // Finish if the scale equals or crosses 1 (making the old*new product non-positive). + jQuery.style( elem, prop, initialInUnit + unit ); + if ( ( 1 - scale ) * ( 1 - ( scale = currentValue() / initial || 0.5 ) ) <= 0 ) { + maxIterations = 0; + } + initialInUnit = initialInUnit / scale; + + } + + initialInUnit = initialInUnit * 2; + jQuery.style( elem, prop, initialInUnit + unit ); + + // Make sure we update the tween properties later on + valueParts = valueParts || []; + } + + if ( valueParts ) { + initialInUnit = +initialInUnit || +initial || 0; + + // Apply relative offset (+=/-=) if specified + adjusted = valueParts[ 1 ] ? + initialInUnit + ( valueParts[ 1 ] + 1 ) * valueParts[ 2 ] : + +valueParts[ 2 ]; + if ( tween ) { + tween.unit = unit; + tween.start = initialInUnit; + tween.end = adjusted; + } + } + return adjusted; +} + + +var defaultDisplayMap = {}; + +function getDefaultDisplay( elem ) { + var temp, + doc = elem.ownerDocument, + nodeName = elem.nodeName, + display = defaultDisplayMap[ nodeName ]; + + if ( display ) { + return display; + } + + temp = doc.body.appendChild( doc.createElement( nodeName ) ); + display = jQuery.css( temp, "display" ); + + temp.parentNode.removeChild( temp ); + + if ( display === "none" ) { + display = "block"; + } + defaultDisplayMap[ nodeName ] = display; + + return display; +} + +function showHide( elements, show ) { + var display, elem, + values = [], + index = 0, + length = elements.length; + + // Determine new display value for elements that need to change + for ( ; index < length; index++ ) { + elem = elements[ index ]; + if ( !elem.style ) { + continue; + } + + display = elem.style.display; + if ( show ) { + + // Since we force visibility upon cascade-hidden elements, an immediate (and slow) + // check is required in this first loop unless we have a nonempty display value (either + // inline or about-to-be-restored) + if ( display === "none" ) { + values[ index ] = dataPriv.get( elem, "display" ) || null; + if ( !values[ index ] ) { + elem.style.display = ""; + } + } + if ( elem.style.display === "" && isHiddenWithinTree( elem ) ) { + values[ index ] = getDefaultDisplay( elem ); + } + } else { + if ( display !== "none" ) { + values[ index ] = "none"; + + // Remember what we're overwriting + dataPriv.set( elem, "display", display ); + } + } + } + + // Set the display of the elements in a second loop to avoid constant reflow + for ( index = 0; index < length; index++ ) { + if ( values[ index ] != null ) { + elements[ index ].style.display = values[ index ]; + } + } + + return elements; +} + +jQuery.fn.extend( { + show: function() { + return showHide( this, true ); + }, + hide: function() { + return showHide( this ); + }, + toggle: function( state ) { + if ( typeof state === "boolean" ) { + return state ? this.show() : this.hide(); + } + + return this.each( function() { + if ( isHiddenWithinTree( this ) ) { + jQuery( this ).show(); + } else { + jQuery( this ).hide(); + } + } ); + } +} ); +var rcheckableType = ( /^(?:checkbox|radio)$/i ); + +var rtagName = ( /<([a-z][^\/\0>\x20\t\r\n\f]*)/i ); + +var rscriptType = ( /^$|^module$|\/(?:java|ecma)script/i ); + + + +( function() { + var fragment = document.createDocumentFragment(), + div = fragment.appendChild( document.createElement( "div" ) ), + input = document.createElement( "input" ); + + // Support: Android 4.0 - 4.3 only + // Check state lost if the name is set (#11217) + // Support: Windows Web Apps (WWA) + // `name` and `type` must use .setAttribute for WWA (#14901) + input.setAttribute( "type", "radio" ); + input.setAttribute( "checked", "checked" ); + input.setAttribute( "name", "t" ); + + div.appendChild( input ); + + // Support: Android <=4.1 only + // Older WebKit doesn't clone checked state correctly in fragments + support.checkClone = div.cloneNode( true ).cloneNode( true ).lastChild.checked; + + // Support: IE <=11 only + // Make sure textarea (and checkbox) defaultValue is properly cloned + div.innerHTML = ""; + support.noCloneChecked = !!div.cloneNode( true ).lastChild.defaultValue; + + // Support: IE <=9 only + // IE <=9 replaces "; + support.option = !!div.lastChild; +} )(); + + +// We have to close these tags to support XHTML (#13200) +var wrapMap = { + + // XHTML parsers do not magically insert elements in the + // same way that tag soup parsers do. So we cannot shorten + // this by omitting or other required elements. + thead: [ 1, "", "
" ], + col: [ 2, "", "
" ], + tr: [ 2, "", "
" ], + td: [ 3, "", "
" ], + + _default: [ 0, "", "" ] +}; + +wrapMap.tbody = wrapMap.tfoot = wrapMap.colgroup = wrapMap.caption = wrapMap.thead; +wrapMap.th = wrapMap.td; + +// Support: IE <=9 only +if ( !support.option ) { + wrapMap.optgroup = wrapMap.option = [ 1, "" ]; +} + + +function getAll( context, tag ) { + + // Support: IE <=9 - 11 only + // Use typeof to avoid zero-argument method invocation on host objects (#15151) + var ret; + + if ( typeof context.getElementsByTagName !== "undefined" ) { + ret = context.getElementsByTagName( tag || "*" ); + + } else if ( typeof context.querySelectorAll !== "undefined" ) { + ret = context.querySelectorAll( tag || "*" ); + + } else { + ret = []; + } + + if ( tag === undefined || tag && nodeName( context, tag ) ) { + return jQuery.merge( [ context ], ret ); + } + + return ret; +} + + +// Mark scripts as having already been evaluated +function setGlobalEval( elems, refElements ) { + var i = 0, + l = elems.length; + + for ( ; i < l; i++ ) { + dataPriv.set( + elems[ i ], + "globalEval", + !refElements || dataPriv.get( refElements[ i ], "globalEval" ) + ); + } +} + + +var rhtml = /<|&#?\w+;/; + +function buildFragment( elems, context, scripts, selection, ignored ) { + var elem, tmp, tag, wrap, attached, j, + fragment = context.createDocumentFragment(), + nodes = [], + i = 0, + l = elems.length; + + for ( ; i < l; i++ ) { + elem = elems[ i ]; + + if ( elem || elem === 0 ) { + + // Add nodes directly + if ( toType( elem ) === "object" ) { + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( nodes, elem.nodeType ? [ elem ] : elem ); + + // Convert non-html into a text node + } else if ( !rhtml.test( elem ) ) { + nodes.push( context.createTextNode( elem ) ); + + // Convert html into DOM nodes + } else { + tmp = tmp || fragment.appendChild( context.createElement( "div" ) ); + + // Deserialize a standard representation + tag = ( rtagName.exec( elem ) || [ "", "" ] )[ 1 ].toLowerCase(); + wrap = wrapMap[ tag ] || wrapMap._default; + tmp.innerHTML = wrap[ 1 ] + jQuery.htmlPrefilter( elem ) + wrap[ 2 ]; + + // Descend through wrappers to the right content + j = wrap[ 0 ]; + while ( j-- ) { + tmp = tmp.lastChild; + } + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( nodes, tmp.childNodes ); + + // Remember the top-level container + tmp = fragment.firstChild; + + // Ensure the created nodes are orphaned (#12392) + tmp.textContent = ""; + } + } + } + + // Remove wrapper from fragment + fragment.textContent = ""; + + i = 0; + while ( ( elem = nodes[ i++ ] ) ) { + + // Skip elements already in the context collection (trac-4087) + if ( selection && jQuery.inArray( elem, selection ) > -1 ) { + if ( ignored ) { + ignored.push( elem ); + } + continue; + } + + attached = isAttached( elem ); + + // Append to fragment + tmp = getAll( fragment.appendChild( elem ), "script" ); + + // Preserve script evaluation history + if ( attached ) { + setGlobalEval( tmp ); + } + + // Capture executables + if ( scripts ) { + j = 0; + while ( ( elem = tmp[ j++ ] ) ) { + if ( rscriptType.test( elem.type || "" ) ) { + scripts.push( elem ); + } + } + } + } + + return fragment; +} + + +var rtypenamespace = /^([^.]*)(?:\.(.+)|)/; + +function returnTrue() { + return true; +} + +function returnFalse() { + return false; +} + +// Support: IE <=9 - 11+ +// focus() and blur() are asynchronous, except when they are no-op. +// So expect focus to be synchronous when the element is already active, +// and blur to be synchronous when the element is not already active. +// (focus and blur are always synchronous in other supported browsers, +// this just defines when we can count on it). +function expectSync( elem, type ) { + return ( elem === safeActiveElement() ) === ( type === "focus" ); +} + +// Support: IE <=9 only +// Accessing document.activeElement can throw unexpectedly +// https://bugs.jquery.com/ticket/13393 +function safeActiveElement() { + try { + return document.activeElement; + } catch ( err ) { } +} + +function on( elem, types, selector, data, fn, one ) { + var origFn, type; + + // Types can be a map of types/handlers + if ( typeof types === "object" ) { + + // ( types-Object, selector, data ) + if ( typeof selector !== "string" ) { + + // ( types-Object, data ) + data = data || selector; + selector = undefined; + } + for ( type in types ) { + on( elem, type, selector, data, types[ type ], one ); + } + return elem; + } + + if ( data == null && fn == null ) { + + // ( types, fn ) + fn = selector; + data = selector = undefined; + } else if ( fn == null ) { + if ( typeof selector === "string" ) { + + // ( types, selector, fn ) + fn = data; + data = undefined; + } else { + + // ( types, data, fn ) + fn = data; + data = selector; + selector = undefined; + } + } + if ( fn === false ) { + fn = returnFalse; + } else if ( !fn ) { + return elem; + } + + if ( one === 1 ) { + origFn = fn; + fn = function( event ) { + + // Can use an empty set, since event contains the info + jQuery().off( event ); + return origFn.apply( this, arguments ); + }; + + // Use same guid so caller can remove using origFn + fn.guid = origFn.guid || ( origFn.guid = jQuery.guid++ ); + } + return elem.each( function() { + jQuery.event.add( this, types, fn, data, selector ); + } ); +} + +/* + * Helper functions for managing events -- not part of the public interface. + * Props to Dean Edwards' addEvent library for many of the ideas. + */ +jQuery.event = { + + global: {}, + + add: function( elem, types, handler, data, selector ) { + + var handleObjIn, eventHandle, tmp, + events, t, handleObj, + special, handlers, type, namespaces, origType, + elemData = dataPriv.get( elem ); + + // Only attach events to objects that accept data + if ( !acceptData( elem ) ) { + return; + } + + // Caller can pass in an object of custom data in lieu of the handler + if ( handler.handler ) { + handleObjIn = handler; + handler = handleObjIn.handler; + selector = handleObjIn.selector; + } + + // Ensure that invalid selectors throw exceptions at attach time + // Evaluate against documentElement in case elem is a non-element node (e.g., document) + if ( selector ) { + jQuery.find.matchesSelector( documentElement, selector ); + } + + // Make sure that the handler has a unique ID, used to find/remove it later + if ( !handler.guid ) { + handler.guid = jQuery.guid++; + } + + // Init the element's event structure and main handler, if this is the first + if ( !( events = elemData.events ) ) { + events = elemData.events = Object.create( null ); + } + if ( !( eventHandle = elemData.handle ) ) { + eventHandle = elemData.handle = function( e ) { + + // Discard the second event of a jQuery.event.trigger() and + // when an event is called after a page has unloaded + return typeof jQuery !== "undefined" && jQuery.event.triggered !== e.type ? + jQuery.event.dispatch.apply( elem, arguments ) : undefined; + }; + } + + // Handle multiple events separated by a space + types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; + t = types.length; + while ( t-- ) { + tmp = rtypenamespace.exec( types[ t ] ) || []; + type = origType = tmp[ 1 ]; + namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); + + // There *must* be a type, no attaching namespace-only handlers + if ( !type ) { + continue; + } + + // If event changes its type, use the special event handlers for the changed type + special = jQuery.event.special[ type ] || {}; + + // If selector defined, determine special event api type, otherwise given type + type = ( selector ? special.delegateType : special.bindType ) || type; + + // Update special based on newly reset type + special = jQuery.event.special[ type ] || {}; + + // handleObj is passed to all event handlers + handleObj = jQuery.extend( { + type: type, + origType: origType, + data: data, + handler: handler, + guid: handler.guid, + selector: selector, + needsContext: selector && jQuery.expr.match.needsContext.test( selector ), + namespace: namespaces.join( "." ) + }, handleObjIn ); + + // Init the event handler queue if we're the first + if ( !( handlers = events[ type ] ) ) { + handlers = events[ type ] = []; + handlers.delegateCount = 0; + + // Only use addEventListener if the special events handler returns false + if ( !special.setup || + special.setup.call( elem, data, namespaces, eventHandle ) === false ) { + + if ( elem.addEventListener ) { + elem.addEventListener( type, eventHandle ); + } + } + } + + if ( special.add ) { + special.add.call( elem, handleObj ); + + if ( !handleObj.handler.guid ) { + handleObj.handler.guid = handler.guid; + } + } + + // Add to the element's handler list, delegates in front + if ( selector ) { + handlers.splice( handlers.delegateCount++, 0, handleObj ); + } else { + handlers.push( handleObj ); + } + + // Keep track of which events have ever been used, for event optimization + jQuery.event.global[ type ] = true; + } + + }, + + // Detach an event or set of events from an element + remove: function( elem, types, handler, selector, mappedTypes ) { + + var j, origCount, tmp, + events, t, handleObj, + special, handlers, type, namespaces, origType, + elemData = dataPriv.hasData( elem ) && dataPriv.get( elem ); + + if ( !elemData || !( events = elemData.events ) ) { + return; + } + + // Once for each type.namespace in types; type may be omitted + types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; + t = types.length; + while ( t-- ) { + tmp = rtypenamespace.exec( types[ t ] ) || []; + type = origType = tmp[ 1 ]; + namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); + + // Unbind all events (on this namespace, if provided) for the element + if ( !type ) { + for ( type in events ) { + jQuery.event.remove( elem, type + types[ t ], handler, selector, true ); + } + continue; + } + + special = jQuery.event.special[ type ] || {}; + type = ( selector ? special.delegateType : special.bindType ) || type; + handlers = events[ type ] || []; + tmp = tmp[ 2 ] && + new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ); + + // Remove matching events + origCount = j = handlers.length; + while ( j-- ) { + handleObj = handlers[ j ]; + + if ( ( mappedTypes || origType === handleObj.origType ) && + ( !handler || handler.guid === handleObj.guid ) && + ( !tmp || tmp.test( handleObj.namespace ) ) && + ( !selector || selector === handleObj.selector || + selector === "**" && handleObj.selector ) ) { + handlers.splice( j, 1 ); + + if ( handleObj.selector ) { + handlers.delegateCount--; + } + if ( special.remove ) { + special.remove.call( elem, handleObj ); + } + } + } + + // Remove generic event handler if we removed something and no more handlers exist + // (avoids potential for endless recursion during removal of special event handlers) + if ( origCount && !handlers.length ) { + if ( !special.teardown || + special.teardown.call( elem, namespaces, elemData.handle ) === false ) { + + jQuery.removeEvent( elem, type, elemData.handle ); + } + + delete events[ type ]; + } + } + + // Remove data and the expando if it's no longer used + if ( jQuery.isEmptyObject( events ) ) { + dataPriv.remove( elem, "handle events" ); + } + }, + + dispatch: function( nativeEvent ) { + + var i, j, ret, matched, handleObj, handlerQueue, + args = new Array( arguments.length ), + + // Make a writable jQuery.Event from the native event object + event = jQuery.event.fix( nativeEvent ), + + handlers = ( + dataPriv.get( this, "events" ) || Object.create( null ) + )[ event.type ] || [], + special = jQuery.event.special[ event.type ] || {}; + + // Use the fix-ed jQuery.Event rather than the (read-only) native event + args[ 0 ] = event; + + for ( i = 1; i < arguments.length; i++ ) { + args[ i ] = arguments[ i ]; + } + + event.delegateTarget = this; + + // Call the preDispatch hook for the mapped type, and let it bail if desired + if ( special.preDispatch && special.preDispatch.call( this, event ) === false ) { + return; + } + + // Determine handlers + handlerQueue = jQuery.event.handlers.call( this, event, handlers ); + + // Run delegates first; they may want to stop propagation beneath us + i = 0; + while ( ( matched = handlerQueue[ i++ ] ) && !event.isPropagationStopped() ) { + event.currentTarget = matched.elem; + + j = 0; + while ( ( handleObj = matched.handlers[ j++ ] ) && + !event.isImmediatePropagationStopped() ) { + + // If the event is namespaced, then each handler is only invoked if it is + // specially universal or its namespaces are a superset of the event's. + if ( !event.rnamespace || handleObj.namespace === false || + event.rnamespace.test( handleObj.namespace ) ) { + + event.handleObj = handleObj; + event.data = handleObj.data; + + ret = ( ( jQuery.event.special[ handleObj.origType ] || {} ).handle || + handleObj.handler ).apply( matched.elem, args ); + + if ( ret !== undefined ) { + if ( ( event.result = ret ) === false ) { + event.preventDefault(); + event.stopPropagation(); + } + } + } + } + } + + // Call the postDispatch hook for the mapped type + if ( special.postDispatch ) { + special.postDispatch.call( this, event ); + } + + return event.result; + }, + + handlers: function( event, handlers ) { + var i, handleObj, sel, matchedHandlers, matchedSelectors, + handlerQueue = [], + delegateCount = handlers.delegateCount, + cur = event.target; + + // Find delegate handlers + if ( delegateCount && + + // Support: IE <=9 + // Black-hole SVG instance trees (trac-13180) + cur.nodeType && + + // Support: Firefox <=42 + // Suppress spec-violating clicks indicating a non-primary pointer button (trac-3861) + // https://www.w3.org/TR/DOM-Level-3-Events/#event-type-click + // Support: IE 11 only + // ...but not arrow key "clicks" of radio inputs, which can have `button` -1 (gh-2343) + !( event.type === "click" && event.button >= 1 ) ) { + + for ( ; cur !== this; cur = cur.parentNode || this ) { + + // Don't check non-elements (#13208) + // Don't process clicks on disabled elements (#6911, #8165, #11382, #11764) + if ( cur.nodeType === 1 && !( event.type === "click" && cur.disabled === true ) ) { + matchedHandlers = []; + matchedSelectors = {}; + for ( i = 0; i < delegateCount; i++ ) { + handleObj = handlers[ i ]; + + // Don't conflict with Object.prototype properties (#13203) + sel = handleObj.selector + " "; + + if ( matchedSelectors[ sel ] === undefined ) { + matchedSelectors[ sel ] = handleObj.needsContext ? + jQuery( sel, this ).index( cur ) > -1 : + jQuery.find( sel, this, null, [ cur ] ).length; + } + if ( matchedSelectors[ sel ] ) { + matchedHandlers.push( handleObj ); + } + } + if ( matchedHandlers.length ) { + handlerQueue.push( { elem: cur, handlers: matchedHandlers } ); + } + } + } + } + + // Add the remaining (directly-bound) handlers + cur = this; + if ( delegateCount < handlers.length ) { + handlerQueue.push( { elem: cur, handlers: handlers.slice( delegateCount ) } ); + } + + return handlerQueue; + }, + + addProp: function( name, hook ) { + Object.defineProperty( jQuery.Event.prototype, name, { + enumerable: true, + configurable: true, + + get: isFunction( hook ) ? + function() { + if ( this.originalEvent ) { + return hook( this.originalEvent ); + } + } : + function() { + if ( this.originalEvent ) { + return this.originalEvent[ name ]; + } + }, + + set: function( value ) { + Object.defineProperty( this, name, { + enumerable: true, + configurable: true, + writable: true, + value: value + } ); + } + } ); + }, + + fix: function( originalEvent ) { + return originalEvent[ jQuery.expando ] ? + originalEvent : + new jQuery.Event( originalEvent ); + }, + + special: { + load: { + + // Prevent triggered image.load events from bubbling to window.load + noBubble: true + }, + click: { + + // Utilize native event to ensure correct state for checkable inputs + setup: function( data ) { + + // For mutual compressibility with _default, replace `this` access with a local var. + // `|| data` is dead code meant only to preserve the variable through minification. + var el = this || data; + + // Claim the first handler + if ( rcheckableType.test( el.type ) && + el.click && nodeName( el, "input" ) ) { + + // dataPriv.set( el, "click", ... ) + leverageNative( el, "click", returnTrue ); + } + + // Return false to allow normal processing in the caller + return false; + }, + trigger: function( data ) { + + // For mutual compressibility with _default, replace `this` access with a local var. + // `|| data` is dead code meant only to preserve the variable through minification. + var el = this || data; + + // Force setup before triggering a click + if ( rcheckableType.test( el.type ) && + el.click && nodeName( el, "input" ) ) { + + leverageNative( el, "click" ); + } + + // Return non-false to allow normal event-path propagation + return true; + }, + + // For cross-browser consistency, suppress native .click() on links + // Also prevent it if we're currently inside a leveraged native-event stack + _default: function( event ) { + var target = event.target; + return rcheckableType.test( target.type ) && + target.click && nodeName( target, "input" ) && + dataPriv.get( target, "click" ) || + nodeName( target, "a" ); + } + }, + + beforeunload: { + postDispatch: function( event ) { + + // Support: Firefox 20+ + // Firefox doesn't alert if the returnValue field is not set. + if ( event.result !== undefined && event.originalEvent ) { + event.originalEvent.returnValue = event.result; + } + } + } + } +}; + +// Ensure the presence of an event listener that handles manually-triggered +// synthetic events by interrupting progress until reinvoked in response to +// *native* events that it fires directly, ensuring that state changes have +// already occurred before other listeners are invoked. +function leverageNative( el, type, expectSync ) { + + // Missing expectSync indicates a trigger call, which must force setup through jQuery.event.add + if ( !expectSync ) { + if ( dataPriv.get( el, type ) === undefined ) { + jQuery.event.add( el, type, returnTrue ); + } + return; + } + + // Register the controller as a special universal handler for all event namespaces + dataPriv.set( el, type, false ); + jQuery.event.add( el, type, { + namespace: false, + handler: function( event ) { + var notAsync, result, + saved = dataPriv.get( this, type ); + + if ( ( event.isTrigger & 1 ) && this[ type ] ) { + + // Interrupt processing of the outer synthetic .trigger()ed event + // Saved data should be false in such cases, but might be a leftover capture object + // from an async native handler (gh-4350) + if ( !saved.length ) { + + // Store arguments for use when handling the inner native event + // There will always be at least one argument (an event object), so this array + // will not be confused with a leftover capture object. + saved = slice.call( arguments ); + dataPriv.set( this, type, saved ); + + // Trigger the native event and capture its result + // Support: IE <=9 - 11+ + // focus() and blur() are asynchronous + notAsync = expectSync( this, type ); + this[ type ](); + result = dataPriv.get( this, type ); + if ( saved !== result || notAsync ) { + dataPriv.set( this, type, false ); + } else { + result = {}; + } + if ( saved !== result ) { + + // Cancel the outer synthetic event + event.stopImmediatePropagation(); + event.preventDefault(); + + // Support: Chrome 86+ + // In Chrome, if an element having a focusout handler is blurred by + // clicking outside of it, it invokes the handler synchronously. If + // that handler calls `.remove()` on the element, the data is cleared, + // leaving `result` undefined. We need to guard against this. + return result && result.value; + } + + // If this is an inner synthetic event for an event with a bubbling surrogate + // (focus or blur), assume that the surrogate already propagated from triggering the + // native event and prevent that from happening again here. + // This technically gets the ordering wrong w.r.t. to `.trigger()` (in which the + // bubbling surrogate propagates *after* the non-bubbling base), but that seems + // less bad than duplication. + } else if ( ( jQuery.event.special[ type ] || {} ).delegateType ) { + event.stopPropagation(); + } + + // If this is a native event triggered above, everything is now in order + // Fire an inner synthetic event with the original arguments + } else if ( saved.length ) { + + // ...and capture the result + dataPriv.set( this, type, { + value: jQuery.event.trigger( + + // Support: IE <=9 - 11+ + // Extend with the prototype to reset the above stopImmediatePropagation() + jQuery.extend( saved[ 0 ], jQuery.Event.prototype ), + saved.slice( 1 ), + this + ) + } ); + + // Abort handling of the native event + event.stopImmediatePropagation(); + } + } + } ); +} + +jQuery.removeEvent = function( elem, type, handle ) { + + // This "if" is needed for plain objects + if ( elem.removeEventListener ) { + elem.removeEventListener( type, handle ); + } +}; + +jQuery.Event = function( src, props ) { + + // Allow instantiation without the 'new' keyword + if ( !( this instanceof jQuery.Event ) ) { + return new jQuery.Event( src, props ); + } + + // Event object + if ( src && src.type ) { + this.originalEvent = src; + this.type = src.type; + + // Events bubbling up the document may have been marked as prevented + // by a handler lower down the tree; reflect the correct value. + this.isDefaultPrevented = src.defaultPrevented || + src.defaultPrevented === undefined && + + // Support: Android <=2.3 only + src.returnValue === false ? + returnTrue : + returnFalse; + + // Create target properties + // Support: Safari <=6 - 7 only + // Target should not be a text node (#504, #13143) + this.target = ( src.target && src.target.nodeType === 3 ) ? + src.target.parentNode : + src.target; + + this.currentTarget = src.currentTarget; + this.relatedTarget = src.relatedTarget; + + // Event type + } else { + this.type = src; + } + + // Put explicitly provided properties onto the event object + if ( props ) { + jQuery.extend( this, props ); + } + + // Create a timestamp if incoming event doesn't have one + this.timeStamp = src && src.timeStamp || Date.now(); + + // Mark it as fixed + this[ jQuery.expando ] = true; +}; + +// jQuery.Event is based on DOM3 Events as specified by the ECMAScript Language Binding +// https://www.w3.org/TR/2003/WD-DOM-Level-3-Events-20030331/ecma-script-binding.html +jQuery.Event.prototype = { + constructor: jQuery.Event, + isDefaultPrevented: returnFalse, + isPropagationStopped: returnFalse, + isImmediatePropagationStopped: returnFalse, + isSimulated: false, + + preventDefault: function() { + var e = this.originalEvent; + + this.isDefaultPrevented = returnTrue; + + if ( e && !this.isSimulated ) { + e.preventDefault(); + } + }, + stopPropagation: function() { + var e = this.originalEvent; + + this.isPropagationStopped = returnTrue; + + if ( e && !this.isSimulated ) { + e.stopPropagation(); + } + }, + stopImmediatePropagation: function() { + var e = this.originalEvent; + + this.isImmediatePropagationStopped = returnTrue; + + if ( e && !this.isSimulated ) { + e.stopImmediatePropagation(); + } + + this.stopPropagation(); + } +}; + +// Includes all common event props including KeyEvent and MouseEvent specific props +jQuery.each( { + altKey: true, + bubbles: true, + cancelable: true, + changedTouches: true, + ctrlKey: true, + detail: true, + eventPhase: true, + metaKey: true, + pageX: true, + pageY: true, + shiftKey: true, + view: true, + "char": true, + code: true, + charCode: true, + key: true, + keyCode: true, + button: true, + buttons: true, + clientX: true, + clientY: true, + offsetX: true, + offsetY: true, + pointerId: true, + pointerType: true, + screenX: true, + screenY: true, + targetTouches: true, + toElement: true, + touches: true, + which: true +}, jQuery.event.addProp ); + +jQuery.each( { focus: "focusin", blur: "focusout" }, function( type, delegateType ) { + jQuery.event.special[ type ] = { + + // Utilize native event if possible so blur/focus sequence is correct + setup: function() { + + // Claim the first handler + // dataPriv.set( this, "focus", ... ) + // dataPriv.set( this, "blur", ... ) + leverageNative( this, type, expectSync ); + + // Return false to allow normal processing in the caller + return false; + }, + trigger: function() { + + // Force setup before trigger + leverageNative( this, type ); + + // Return non-false to allow normal event-path propagation + return true; + }, + + // Suppress native focus or blur as it's already being fired + // in leverageNative. + _default: function() { + return true; + }, + + delegateType: delegateType + }; +} ); + +// Create mouseenter/leave events using mouseover/out and event-time checks +// so that event delegation works in jQuery. +// Do the same for pointerenter/pointerleave and pointerover/pointerout +// +// Support: Safari 7 only +// Safari sends mouseenter too often; see: +// https://bugs.chromium.org/p/chromium/issues/detail?id=470258 +// for the description of the bug (it existed in older Chrome versions as well). +jQuery.each( { + mouseenter: "mouseover", + mouseleave: "mouseout", + pointerenter: "pointerover", + pointerleave: "pointerout" +}, function( orig, fix ) { + jQuery.event.special[ orig ] = { + delegateType: fix, + bindType: fix, + + handle: function( event ) { + var ret, + target = this, + related = event.relatedTarget, + handleObj = event.handleObj; + + // For mouseenter/leave call the handler if related is outside the target. + // NB: No relatedTarget if the mouse left/entered the browser window + if ( !related || ( related !== target && !jQuery.contains( target, related ) ) ) { + event.type = handleObj.origType; + ret = handleObj.handler.apply( this, arguments ); + event.type = fix; + } + return ret; + } + }; +} ); + +jQuery.fn.extend( { + + on: function( types, selector, data, fn ) { + return on( this, types, selector, data, fn ); + }, + one: function( types, selector, data, fn ) { + return on( this, types, selector, data, fn, 1 ); + }, + off: function( types, selector, fn ) { + var handleObj, type; + if ( types && types.preventDefault && types.handleObj ) { + + // ( event ) dispatched jQuery.Event + handleObj = types.handleObj; + jQuery( types.delegateTarget ).off( + handleObj.namespace ? + handleObj.origType + "." + handleObj.namespace : + handleObj.origType, + handleObj.selector, + handleObj.handler + ); + return this; + } + if ( typeof types === "object" ) { + + // ( types-object [, selector] ) + for ( type in types ) { + this.off( type, selector, types[ type ] ); + } + return this; + } + if ( selector === false || typeof selector === "function" ) { + + // ( types [, fn] ) + fn = selector; + selector = undefined; + } + if ( fn === false ) { + fn = returnFalse; + } + return this.each( function() { + jQuery.event.remove( this, types, fn, selector ); + } ); + } +} ); + + +var + + // Support: IE <=10 - 11, Edge 12 - 13 only + // In IE/Edge using regex groups here causes severe slowdowns. + // See https://connect.microsoft.com/IE/feedback/details/1736512/ + rnoInnerhtml = /\s*$/g; + +// Prefer a tbody over its parent table for containing new rows +function manipulationTarget( elem, content ) { + if ( nodeName( elem, "table" ) && + nodeName( content.nodeType !== 11 ? content : content.firstChild, "tr" ) ) { + + return jQuery( elem ).children( "tbody" )[ 0 ] || elem; + } + + return elem; +} + +// Replace/restore the type attribute of script elements for safe DOM manipulation +function disableScript( elem ) { + elem.type = ( elem.getAttribute( "type" ) !== null ) + "/" + elem.type; + return elem; +} +function restoreScript( elem ) { + if ( ( elem.type || "" ).slice( 0, 5 ) === "true/" ) { + elem.type = elem.type.slice( 5 ); + } else { + elem.removeAttribute( "type" ); + } + + return elem; +} + +function cloneCopyEvent( src, dest ) { + var i, l, type, pdataOld, udataOld, udataCur, events; + + if ( dest.nodeType !== 1 ) { + return; + } + + // 1. Copy private data: events, handlers, etc. + if ( dataPriv.hasData( src ) ) { + pdataOld = dataPriv.get( src ); + events = pdataOld.events; + + if ( events ) { + dataPriv.remove( dest, "handle events" ); + + for ( type in events ) { + for ( i = 0, l = events[ type ].length; i < l; i++ ) { + jQuery.event.add( dest, type, events[ type ][ i ] ); + } + } + } + } + + // 2. Copy user data + if ( dataUser.hasData( src ) ) { + udataOld = dataUser.access( src ); + udataCur = jQuery.extend( {}, udataOld ); + + dataUser.set( dest, udataCur ); + } +} + +// Fix IE bugs, see support tests +function fixInput( src, dest ) { + var nodeName = dest.nodeName.toLowerCase(); + + // Fails to persist the checked state of a cloned checkbox or radio button. + if ( nodeName === "input" && rcheckableType.test( src.type ) ) { + dest.checked = src.checked; + + // Fails to return the selected option to the default selected state when cloning options + } else if ( nodeName === "input" || nodeName === "textarea" ) { + dest.defaultValue = src.defaultValue; + } +} + +function domManip( collection, args, callback, ignored ) { + + // Flatten any nested arrays + args = flat( args ); + + var fragment, first, scripts, hasScripts, node, doc, + i = 0, + l = collection.length, + iNoClone = l - 1, + value = args[ 0 ], + valueIsFunction = isFunction( value ); + + // We can't cloneNode fragments that contain checked, in WebKit + if ( valueIsFunction || + ( l > 1 && typeof value === "string" && + !support.checkClone && rchecked.test( value ) ) ) { + return collection.each( function( index ) { + var self = collection.eq( index ); + if ( valueIsFunction ) { + args[ 0 ] = value.call( this, index, self.html() ); + } + domManip( self, args, callback, ignored ); + } ); + } + + if ( l ) { + fragment = buildFragment( args, collection[ 0 ].ownerDocument, false, collection, ignored ); + first = fragment.firstChild; + + if ( fragment.childNodes.length === 1 ) { + fragment = first; + } + + // Require either new content or an interest in ignored elements to invoke the callback + if ( first || ignored ) { + scripts = jQuery.map( getAll( fragment, "script" ), disableScript ); + hasScripts = scripts.length; + + // Use the original fragment for the last item + // instead of the first because it can end up + // being emptied incorrectly in certain situations (#8070). + for ( ; i < l; i++ ) { + node = fragment; + + if ( i !== iNoClone ) { + node = jQuery.clone( node, true, true ); + + // Keep references to cloned scripts for later restoration + if ( hasScripts ) { + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( scripts, getAll( node, "script" ) ); + } + } + + callback.call( collection[ i ], node, i ); + } + + if ( hasScripts ) { + doc = scripts[ scripts.length - 1 ].ownerDocument; + + // Reenable scripts + jQuery.map( scripts, restoreScript ); + + // Evaluate executable scripts on first document insertion + for ( i = 0; i < hasScripts; i++ ) { + node = scripts[ i ]; + if ( rscriptType.test( node.type || "" ) && + !dataPriv.access( node, "globalEval" ) && + jQuery.contains( doc, node ) ) { + + if ( node.src && ( node.type || "" ).toLowerCase() !== "module" ) { + + // Optional AJAX dependency, but won't run scripts if not present + if ( jQuery._evalUrl && !node.noModule ) { + jQuery._evalUrl( node.src, { + nonce: node.nonce || node.getAttribute( "nonce" ) + }, doc ); + } + } else { + DOMEval( node.textContent.replace( rcleanScript, "" ), node, doc ); + } + } + } + } + } + } + + return collection; +} + +function remove( elem, selector, keepData ) { + var node, + nodes = selector ? jQuery.filter( selector, elem ) : elem, + i = 0; + + for ( ; ( node = nodes[ i ] ) != null; i++ ) { + if ( !keepData && node.nodeType === 1 ) { + jQuery.cleanData( getAll( node ) ); + } + + if ( node.parentNode ) { + if ( keepData && isAttached( node ) ) { + setGlobalEval( getAll( node, "script" ) ); + } + node.parentNode.removeChild( node ); + } + } + + return elem; +} + +jQuery.extend( { + htmlPrefilter: function( html ) { + return html; + }, + + clone: function( elem, dataAndEvents, deepDataAndEvents ) { + var i, l, srcElements, destElements, + clone = elem.cloneNode( true ), + inPage = isAttached( elem ); + + // Fix IE cloning issues + if ( !support.noCloneChecked && ( elem.nodeType === 1 || elem.nodeType === 11 ) && + !jQuery.isXMLDoc( elem ) ) { + + // We eschew Sizzle here for performance reasons: https://jsperf.com/getall-vs-sizzle/2 + destElements = getAll( clone ); + srcElements = getAll( elem ); + + for ( i = 0, l = srcElements.length; i < l; i++ ) { + fixInput( srcElements[ i ], destElements[ i ] ); + } + } + + // Copy the events from the original to the clone + if ( dataAndEvents ) { + if ( deepDataAndEvents ) { + srcElements = srcElements || getAll( elem ); + destElements = destElements || getAll( clone ); + + for ( i = 0, l = srcElements.length; i < l; i++ ) { + cloneCopyEvent( srcElements[ i ], destElements[ i ] ); + } + } else { + cloneCopyEvent( elem, clone ); + } + } + + // Preserve script evaluation history + destElements = getAll( clone, "script" ); + if ( destElements.length > 0 ) { + setGlobalEval( destElements, !inPage && getAll( elem, "script" ) ); + } + + // Return the cloned set + return clone; + }, + + cleanData: function( elems ) { + var data, elem, type, + special = jQuery.event.special, + i = 0; + + for ( ; ( elem = elems[ i ] ) !== undefined; i++ ) { + if ( acceptData( elem ) ) { + if ( ( data = elem[ dataPriv.expando ] ) ) { + if ( data.events ) { + for ( type in data.events ) { + if ( special[ type ] ) { + jQuery.event.remove( elem, type ); + + // This is a shortcut to avoid jQuery.event.remove's overhead + } else { + jQuery.removeEvent( elem, type, data.handle ); + } + } + } + + // Support: Chrome <=35 - 45+ + // Assign undefined instead of using delete, see Data#remove + elem[ dataPriv.expando ] = undefined; + } + if ( elem[ dataUser.expando ] ) { + + // Support: Chrome <=35 - 45+ + // Assign undefined instead of using delete, see Data#remove + elem[ dataUser.expando ] = undefined; + } + } + } + } +} ); + +jQuery.fn.extend( { + detach: function( selector ) { + return remove( this, selector, true ); + }, + + remove: function( selector ) { + return remove( this, selector ); + }, + + text: function( value ) { + return access( this, function( value ) { + return value === undefined ? + jQuery.text( this ) : + this.empty().each( function() { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + this.textContent = value; + } + } ); + }, null, value, arguments.length ); + }, + + append: function() { + return domManip( this, arguments, function( elem ) { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + var target = manipulationTarget( this, elem ); + target.appendChild( elem ); + } + } ); + }, + + prepend: function() { + return domManip( this, arguments, function( elem ) { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + var target = manipulationTarget( this, elem ); + target.insertBefore( elem, target.firstChild ); + } + } ); + }, + + before: function() { + return domManip( this, arguments, function( elem ) { + if ( this.parentNode ) { + this.parentNode.insertBefore( elem, this ); + } + } ); + }, + + after: function() { + return domManip( this, arguments, function( elem ) { + if ( this.parentNode ) { + this.parentNode.insertBefore( elem, this.nextSibling ); + } + } ); + }, + + empty: function() { + var elem, + i = 0; + + for ( ; ( elem = this[ i ] ) != null; i++ ) { + if ( elem.nodeType === 1 ) { + + // Prevent memory leaks + jQuery.cleanData( getAll( elem, false ) ); + + // Remove any remaining nodes + elem.textContent = ""; + } + } + + return this; + }, + + clone: function( dataAndEvents, deepDataAndEvents ) { + dataAndEvents = dataAndEvents == null ? false : dataAndEvents; + deepDataAndEvents = deepDataAndEvents == null ? dataAndEvents : deepDataAndEvents; + + return this.map( function() { + return jQuery.clone( this, dataAndEvents, deepDataAndEvents ); + } ); + }, + + html: function( value ) { + return access( this, function( value ) { + var elem = this[ 0 ] || {}, + i = 0, + l = this.length; + + if ( value === undefined && elem.nodeType === 1 ) { + return elem.innerHTML; + } + + // See if we can take a shortcut and just use innerHTML + if ( typeof value === "string" && !rnoInnerhtml.test( value ) && + !wrapMap[ ( rtagName.exec( value ) || [ "", "" ] )[ 1 ].toLowerCase() ] ) { + + value = jQuery.htmlPrefilter( value ); + + try { + for ( ; i < l; i++ ) { + elem = this[ i ] || {}; + + // Remove element nodes and prevent memory leaks + if ( elem.nodeType === 1 ) { + jQuery.cleanData( getAll( elem, false ) ); + elem.innerHTML = value; + } + } + + elem = 0; + + // If using innerHTML throws an exception, use the fallback method + } catch ( e ) {} + } + + if ( elem ) { + this.empty().append( value ); + } + }, null, value, arguments.length ); + }, + + replaceWith: function() { + var ignored = []; + + // Make the changes, replacing each non-ignored context element with the new content + return domManip( this, arguments, function( elem ) { + var parent = this.parentNode; + + if ( jQuery.inArray( this, ignored ) < 0 ) { + jQuery.cleanData( getAll( this ) ); + if ( parent ) { + parent.replaceChild( elem, this ); + } + } + + // Force callback invocation + }, ignored ); + } +} ); + +jQuery.each( { + appendTo: "append", + prependTo: "prepend", + insertBefore: "before", + insertAfter: "after", + replaceAll: "replaceWith" +}, function( name, original ) { + jQuery.fn[ name ] = function( selector ) { + var elems, + ret = [], + insert = jQuery( selector ), + last = insert.length - 1, + i = 0; + + for ( ; i <= last; i++ ) { + elems = i === last ? this : this.clone( true ); + jQuery( insert[ i ] )[ original ]( elems ); + + // Support: Android <=4.0 only, PhantomJS 1 only + // .get() because push.apply(_, arraylike) throws on ancient WebKit + push.apply( ret, elems.get() ); + } + + return this.pushStack( ret ); + }; +} ); +var rnumnonpx = new RegExp( "^(" + pnum + ")(?!px)[a-z%]+$", "i" ); + +var getStyles = function( elem ) { + + // Support: IE <=11 only, Firefox <=30 (#15098, #14150) + // IE throws on elements created in popups + // FF meanwhile throws on frame elements through "defaultView.getComputedStyle" + var view = elem.ownerDocument.defaultView; + + if ( !view || !view.opener ) { + view = window; + } + + return view.getComputedStyle( elem ); + }; + +var swap = function( elem, options, callback ) { + var ret, name, + old = {}; + + // Remember the old values, and insert the new ones + for ( name in options ) { + old[ name ] = elem.style[ name ]; + elem.style[ name ] = options[ name ]; + } + + ret = callback.call( elem ); + + // Revert the old values + for ( name in options ) { + elem.style[ name ] = old[ name ]; + } + + return ret; +}; + + +var rboxStyle = new RegExp( cssExpand.join( "|" ), "i" ); + + + +( function() { + + // Executing both pixelPosition & boxSizingReliable tests require only one layout + // so they're executed at the same time to save the second computation. + function computeStyleTests() { + + // This is a singleton, we need to execute it only once + if ( !div ) { + return; + } + + container.style.cssText = "position:absolute;left:-11111px;width:60px;" + + "margin-top:1px;padding:0;border:0"; + div.style.cssText = + "position:relative;display:block;box-sizing:border-box;overflow:scroll;" + + "margin:auto;border:1px;padding:1px;" + + "width:60%;top:1%"; + documentElement.appendChild( container ).appendChild( div ); + + var divStyle = window.getComputedStyle( div ); + pixelPositionVal = divStyle.top !== "1%"; + + // Support: Android 4.0 - 4.3 only, Firefox <=3 - 44 + reliableMarginLeftVal = roundPixelMeasures( divStyle.marginLeft ) === 12; + + // Support: Android 4.0 - 4.3 only, Safari <=9.1 - 10.1, iOS <=7.0 - 9.3 + // Some styles come back with percentage values, even though they shouldn't + div.style.right = "60%"; + pixelBoxStylesVal = roundPixelMeasures( divStyle.right ) === 36; + + // Support: IE 9 - 11 only + // Detect misreporting of content dimensions for box-sizing:border-box elements + boxSizingReliableVal = roundPixelMeasures( divStyle.width ) === 36; + + // Support: IE 9 only + // Detect overflow:scroll screwiness (gh-3699) + // Support: Chrome <=64 + // Don't get tricked when zoom affects offsetWidth (gh-4029) + div.style.position = "absolute"; + scrollboxSizeVal = roundPixelMeasures( div.offsetWidth / 3 ) === 12; + + documentElement.removeChild( container ); + + // Nullify the div so it wouldn't be stored in the memory and + // it will also be a sign that checks already performed + div = null; + } + + function roundPixelMeasures( measure ) { + return Math.round( parseFloat( measure ) ); + } + + var pixelPositionVal, boxSizingReliableVal, scrollboxSizeVal, pixelBoxStylesVal, + reliableTrDimensionsVal, reliableMarginLeftVal, + container = document.createElement( "div" ), + div = document.createElement( "div" ); + + // Finish early in limited (non-browser) environments + if ( !div.style ) { + return; + } + + // Support: IE <=9 - 11 only + // Style of cloned element affects source element cloned (#8908) + div.style.backgroundClip = "content-box"; + div.cloneNode( true ).style.backgroundClip = ""; + support.clearCloneStyle = div.style.backgroundClip === "content-box"; + + jQuery.extend( support, { + boxSizingReliable: function() { + computeStyleTests(); + return boxSizingReliableVal; + }, + pixelBoxStyles: function() { + computeStyleTests(); + return pixelBoxStylesVal; + }, + pixelPosition: function() { + computeStyleTests(); + return pixelPositionVal; + }, + reliableMarginLeft: function() { + computeStyleTests(); + return reliableMarginLeftVal; + }, + scrollboxSize: function() { + computeStyleTests(); + return scrollboxSizeVal; + }, + + // Support: IE 9 - 11+, Edge 15 - 18+ + // IE/Edge misreport `getComputedStyle` of table rows with width/height + // set in CSS while `offset*` properties report correct values. + // Behavior in IE 9 is more subtle than in newer versions & it passes + // some versions of this test; make sure not to make it pass there! + // + // Support: Firefox 70+ + // Only Firefox includes border widths + // in computed dimensions. (gh-4529) + reliableTrDimensions: function() { + var table, tr, trChild, trStyle; + if ( reliableTrDimensionsVal == null ) { + table = document.createElement( "table" ); + tr = document.createElement( "tr" ); + trChild = document.createElement( "div" ); + + table.style.cssText = "position:absolute;left:-11111px;border-collapse:separate"; + tr.style.cssText = "border:1px solid"; + + // Support: Chrome 86+ + // Height set through cssText does not get applied. + // Computed height then comes back as 0. + tr.style.height = "1px"; + trChild.style.height = "9px"; + + // Support: Android 8 Chrome 86+ + // In our bodyBackground.html iframe, + // display for all div elements is set to "inline", + // which causes a problem only in Android 8 Chrome 86. + // Ensuring the div is display: block + // gets around this issue. + trChild.style.display = "block"; + + documentElement + .appendChild( table ) + .appendChild( tr ) + .appendChild( trChild ); + + trStyle = window.getComputedStyle( tr ); + reliableTrDimensionsVal = ( parseInt( trStyle.height, 10 ) + + parseInt( trStyle.borderTopWidth, 10 ) + + parseInt( trStyle.borderBottomWidth, 10 ) ) === tr.offsetHeight; + + documentElement.removeChild( table ); + } + return reliableTrDimensionsVal; + } + } ); +} )(); + + +function curCSS( elem, name, computed ) { + var width, minWidth, maxWidth, ret, + + // Support: Firefox 51+ + // Retrieving style before computed somehow + // fixes an issue with getting wrong values + // on detached elements + style = elem.style; + + computed = computed || getStyles( elem ); + + // getPropertyValue is needed for: + // .css('filter') (IE 9 only, #12537) + // .css('--customProperty) (#3144) + if ( computed ) { + ret = computed.getPropertyValue( name ) || computed[ name ]; + + if ( ret === "" && !isAttached( elem ) ) { + ret = jQuery.style( elem, name ); + } + + // A tribute to the "awesome hack by Dean Edwards" + // Android Browser returns percentage for some values, + // but width seems to be reliably pixels. + // This is against the CSSOM draft spec: + // https://drafts.csswg.org/cssom/#resolved-values + if ( !support.pixelBoxStyles() && rnumnonpx.test( ret ) && rboxStyle.test( name ) ) { + + // Remember the original values + width = style.width; + minWidth = style.minWidth; + maxWidth = style.maxWidth; + + // Put in the new values to get a computed value out + style.minWidth = style.maxWidth = style.width = ret; + ret = computed.width; + + // Revert the changed values + style.width = width; + style.minWidth = minWidth; + style.maxWidth = maxWidth; + } + } + + return ret !== undefined ? + + // Support: IE <=9 - 11 only + // IE returns zIndex value as an integer. + ret + "" : + ret; +} + + +function addGetHookIf( conditionFn, hookFn ) { + + // Define the hook, we'll check on the first run if it's really needed. + return { + get: function() { + if ( conditionFn() ) { + + // Hook not needed (or it's not possible to use it due + // to missing dependency), remove it. + delete this.get; + return; + } + + // Hook needed; redefine it so that the support test is not executed again. + return ( this.get = hookFn ).apply( this, arguments ); + } + }; +} + + +var cssPrefixes = [ "Webkit", "Moz", "ms" ], + emptyStyle = document.createElement( "div" ).style, + vendorProps = {}; + +// Return a vendor-prefixed property or undefined +function vendorPropName( name ) { + + // Check for vendor prefixed names + var capName = name[ 0 ].toUpperCase() + name.slice( 1 ), + i = cssPrefixes.length; + + while ( i-- ) { + name = cssPrefixes[ i ] + capName; + if ( name in emptyStyle ) { + return name; + } + } +} + +// Return a potentially-mapped jQuery.cssProps or vendor prefixed property +function finalPropName( name ) { + var final = jQuery.cssProps[ name ] || vendorProps[ name ]; + + if ( final ) { + return final; + } + if ( name in emptyStyle ) { + return name; + } + return vendorProps[ name ] = vendorPropName( name ) || name; +} + + +var + + // Swappable if display is none or starts with table + // except "table", "table-cell", or "table-caption" + // See here for display values: https://developer.mozilla.org/en-US/docs/CSS/display + rdisplayswap = /^(none|table(?!-c[ea]).+)/, + rcustomProp = /^--/, + cssShow = { position: "absolute", visibility: "hidden", display: "block" }, + cssNormalTransform = { + letterSpacing: "0", + fontWeight: "400" + }; + +function setPositiveNumber( _elem, value, subtract ) { + + // Any relative (+/-) values have already been + // normalized at this point + var matches = rcssNum.exec( value ); + return matches ? + + // Guard against undefined "subtract", e.g., when used as in cssHooks + Math.max( 0, matches[ 2 ] - ( subtract || 0 ) ) + ( matches[ 3 ] || "px" ) : + value; +} + +function boxModelAdjustment( elem, dimension, box, isBorderBox, styles, computedVal ) { + var i = dimension === "width" ? 1 : 0, + extra = 0, + delta = 0; + + // Adjustment may not be necessary + if ( box === ( isBorderBox ? "border" : "content" ) ) { + return 0; + } + + for ( ; i < 4; i += 2 ) { + + // Both box models exclude margin + if ( box === "margin" ) { + delta += jQuery.css( elem, box + cssExpand[ i ], true, styles ); + } + + // If we get here with a content-box, we're seeking "padding" or "border" or "margin" + if ( !isBorderBox ) { + + // Add padding + delta += jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); + + // For "border" or "margin", add border + if ( box !== "padding" ) { + delta += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + + // But still keep track of it otherwise + } else { + extra += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + } + + // If we get here with a border-box (content + padding + border), we're seeking "content" or + // "padding" or "margin" + } else { + + // For "content", subtract padding + if ( box === "content" ) { + delta -= jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); + } + + // For "content" or "padding", subtract border + if ( box !== "margin" ) { + delta -= jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + } + } + } + + // Account for positive content-box scroll gutter when requested by providing computedVal + if ( !isBorderBox && computedVal >= 0 ) { + + // offsetWidth/offsetHeight is a rounded sum of content, padding, scroll gutter, and border + // Assuming integer scroll gutter, subtract the rest and round down + delta += Math.max( 0, Math.ceil( + elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - + computedVal - + delta - + extra - + 0.5 + + // If offsetWidth/offsetHeight is unknown, then we can't determine content-box scroll gutter + // Use an explicit zero to avoid NaN (gh-3964) + ) ) || 0; + } + + return delta; +} + +function getWidthOrHeight( elem, dimension, extra ) { + + // Start with computed style + var styles = getStyles( elem ), + + // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-4322). + // Fake content-box until we know it's needed to know the true value. + boxSizingNeeded = !support.boxSizingReliable() || extra, + isBorderBox = boxSizingNeeded && + jQuery.css( elem, "boxSizing", false, styles ) === "border-box", + valueIsBorderBox = isBorderBox, + + val = curCSS( elem, dimension, styles ), + offsetProp = "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ); + + // Support: Firefox <=54 + // Return a confounding non-pixel value or feign ignorance, as appropriate. + if ( rnumnonpx.test( val ) ) { + if ( !extra ) { + return val; + } + val = "auto"; + } + + + // Support: IE 9 - 11 only + // Use offsetWidth/offsetHeight for when box sizing is unreliable. + // In those cases, the computed value can be trusted to be border-box. + if ( ( !support.boxSizingReliable() && isBorderBox || + + // Support: IE 10 - 11+, Edge 15 - 18+ + // IE/Edge misreport `getComputedStyle` of table rows with width/height + // set in CSS while `offset*` properties report correct values. + // Interestingly, in some cases IE 9 doesn't suffer from this issue. + !support.reliableTrDimensions() && nodeName( elem, "tr" ) || + + // Fall back to offsetWidth/offsetHeight when value is "auto" + // This happens for inline elements with no explicit setting (gh-3571) + val === "auto" || + + // Support: Android <=4.1 - 4.3 only + // Also use offsetWidth/offsetHeight for misreported inline dimensions (gh-3602) + !parseFloat( val ) && jQuery.css( elem, "display", false, styles ) === "inline" ) && + + // Make sure the element is visible & connected + elem.getClientRects().length ) { + + isBorderBox = jQuery.css( elem, "boxSizing", false, styles ) === "border-box"; + + // Where available, offsetWidth/offsetHeight approximate border box dimensions. + // Where not available (e.g., SVG), assume unreliable box-sizing and interpret the + // retrieved value as a content box dimension. + valueIsBorderBox = offsetProp in elem; + if ( valueIsBorderBox ) { + val = elem[ offsetProp ]; + } + } + + // Normalize "" and auto + val = parseFloat( val ) || 0; + + // Adjust for the element's box model + return ( val + + boxModelAdjustment( + elem, + dimension, + extra || ( isBorderBox ? "border" : "content" ), + valueIsBorderBox, + styles, + + // Provide the current computed size to request scroll gutter calculation (gh-3589) + val + ) + ) + "px"; +} + +jQuery.extend( { + + // Add in style property hooks for overriding the default + // behavior of getting and setting a style property + cssHooks: { + opacity: { + get: function( elem, computed ) { + if ( computed ) { + + // We should always get a number back from opacity + var ret = curCSS( elem, "opacity" ); + return ret === "" ? "1" : ret; + } + } + } + }, + + // Don't automatically add "px" to these possibly-unitless properties + cssNumber: { + "animationIterationCount": true, + "columnCount": true, + "fillOpacity": true, + "flexGrow": true, + "flexShrink": true, + "fontWeight": true, + "gridArea": true, + "gridColumn": true, + "gridColumnEnd": true, + "gridColumnStart": true, + "gridRow": true, + "gridRowEnd": true, + "gridRowStart": true, + "lineHeight": true, + "opacity": true, + "order": true, + "orphans": true, + "widows": true, + "zIndex": true, + "zoom": true + }, + + // Add in properties whose names you wish to fix before + // setting or getting the value + cssProps: {}, + + // Get and set the style property on a DOM Node + style: function( elem, name, value, extra ) { + + // Don't set styles on text and comment nodes + if ( !elem || elem.nodeType === 3 || elem.nodeType === 8 || !elem.style ) { + return; + } + + // Make sure that we're working with the right name + var ret, type, hooks, + origName = camelCase( name ), + isCustomProp = rcustomProp.test( name ), + style = elem.style; + + // Make sure that we're working with the right name. We don't + // want to query the value if it is a CSS custom property + // since they are user-defined. + if ( !isCustomProp ) { + name = finalPropName( origName ); + } + + // Gets hook for the prefixed version, then unprefixed version + hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; + + // Check if we're setting a value + if ( value !== undefined ) { + type = typeof value; + + // Convert "+=" or "-=" to relative numbers (#7345) + if ( type === "string" && ( ret = rcssNum.exec( value ) ) && ret[ 1 ] ) { + value = adjustCSS( elem, name, ret ); + + // Fixes bug #9237 + type = "number"; + } + + // Make sure that null and NaN values aren't set (#7116) + if ( value == null || value !== value ) { + return; + } + + // If a number was passed in, add the unit (except for certain CSS properties) + // The isCustomProp check can be removed in jQuery 4.0 when we only auto-append + // "px" to a few hardcoded values. + if ( type === "number" && !isCustomProp ) { + value += ret && ret[ 3 ] || ( jQuery.cssNumber[ origName ] ? "" : "px" ); + } + + // background-* props affect original clone's values + if ( !support.clearCloneStyle && value === "" && name.indexOf( "background" ) === 0 ) { + style[ name ] = "inherit"; + } + + // If a hook was provided, use that value, otherwise just set the specified value + if ( !hooks || !( "set" in hooks ) || + ( value = hooks.set( elem, value, extra ) ) !== undefined ) { + + if ( isCustomProp ) { + style.setProperty( name, value ); + } else { + style[ name ] = value; + } + } + + } else { + + // If a hook was provided get the non-computed value from there + if ( hooks && "get" in hooks && + ( ret = hooks.get( elem, false, extra ) ) !== undefined ) { + + return ret; + } + + // Otherwise just get the value from the style object + return style[ name ]; + } + }, + + css: function( elem, name, extra, styles ) { + var val, num, hooks, + origName = camelCase( name ), + isCustomProp = rcustomProp.test( name ); + + // Make sure that we're working with the right name. We don't + // want to modify the value if it is a CSS custom property + // since they are user-defined. + if ( !isCustomProp ) { + name = finalPropName( origName ); + } + + // Try prefixed name followed by the unprefixed name + hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; + + // If a hook was provided get the computed value from there + if ( hooks && "get" in hooks ) { + val = hooks.get( elem, true, extra ); + } + + // Otherwise, if a way to get the computed value exists, use that + if ( val === undefined ) { + val = curCSS( elem, name, styles ); + } + + // Convert "normal" to computed value + if ( val === "normal" && name in cssNormalTransform ) { + val = cssNormalTransform[ name ]; + } + + // Make numeric if forced or a qualifier was provided and val looks numeric + if ( extra === "" || extra ) { + num = parseFloat( val ); + return extra === true || isFinite( num ) ? num || 0 : val; + } + + return val; + } +} ); + +jQuery.each( [ "height", "width" ], function( _i, dimension ) { + jQuery.cssHooks[ dimension ] = { + get: function( elem, computed, extra ) { + if ( computed ) { + + // Certain elements can have dimension info if we invisibly show them + // but it must have a current display style that would benefit + return rdisplayswap.test( jQuery.css( elem, "display" ) ) && + + // Support: Safari 8+ + // Table columns in Safari have non-zero offsetWidth & zero + // getBoundingClientRect().width unless display is changed. + // Support: IE <=11 only + // Running getBoundingClientRect on a disconnected node + // in IE throws an error. + ( !elem.getClientRects().length || !elem.getBoundingClientRect().width ) ? + swap( elem, cssShow, function() { + return getWidthOrHeight( elem, dimension, extra ); + } ) : + getWidthOrHeight( elem, dimension, extra ); + } + }, + + set: function( elem, value, extra ) { + var matches, + styles = getStyles( elem ), + + // Only read styles.position if the test has a chance to fail + // to avoid forcing a reflow. + scrollboxSizeBuggy = !support.scrollboxSize() && + styles.position === "absolute", + + // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-3991) + boxSizingNeeded = scrollboxSizeBuggy || extra, + isBorderBox = boxSizingNeeded && + jQuery.css( elem, "boxSizing", false, styles ) === "border-box", + subtract = extra ? + boxModelAdjustment( + elem, + dimension, + extra, + isBorderBox, + styles + ) : + 0; + + // Account for unreliable border-box dimensions by comparing offset* to computed and + // faking a content-box to get border and padding (gh-3699) + if ( isBorderBox && scrollboxSizeBuggy ) { + subtract -= Math.ceil( + elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - + parseFloat( styles[ dimension ] ) - + boxModelAdjustment( elem, dimension, "border", false, styles ) - + 0.5 + ); + } + + // Convert to pixels if value adjustment is needed + if ( subtract && ( matches = rcssNum.exec( value ) ) && + ( matches[ 3 ] || "px" ) !== "px" ) { + + elem.style[ dimension ] = value; + value = jQuery.css( elem, dimension ); + } + + return setPositiveNumber( elem, value, subtract ); + } + }; +} ); + +jQuery.cssHooks.marginLeft = addGetHookIf( support.reliableMarginLeft, + function( elem, computed ) { + if ( computed ) { + return ( parseFloat( curCSS( elem, "marginLeft" ) ) || + elem.getBoundingClientRect().left - + swap( elem, { marginLeft: 0 }, function() { + return elem.getBoundingClientRect().left; + } ) + ) + "px"; + } + } +); + +// These hooks are used by animate to expand properties +jQuery.each( { + margin: "", + padding: "", + border: "Width" +}, function( prefix, suffix ) { + jQuery.cssHooks[ prefix + suffix ] = { + expand: function( value ) { + var i = 0, + expanded = {}, + + // Assumes a single number if not a string + parts = typeof value === "string" ? value.split( " " ) : [ value ]; + + for ( ; i < 4; i++ ) { + expanded[ prefix + cssExpand[ i ] + suffix ] = + parts[ i ] || parts[ i - 2 ] || parts[ 0 ]; + } + + return expanded; + } + }; + + if ( prefix !== "margin" ) { + jQuery.cssHooks[ prefix + suffix ].set = setPositiveNumber; + } +} ); + +jQuery.fn.extend( { + css: function( name, value ) { + return access( this, function( elem, name, value ) { + var styles, len, + map = {}, + i = 0; + + if ( Array.isArray( name ) ) { + styles = getStyles( elem ); + len = name.length; + + for ( ; i < len; i++ ) { + map[ name[ i ] ] = jQuery.css( elem, name[ i ], false, styles ); + } + + return map; + } + + return value !== undefined ? + jQuery.style( elem, name, value ) : + jQuery.css( elem, name ); + }, name, value, arguments.length > 1 ); + } +} ); + + +function Tween( elem, options, prop, end, easing ) { + return new Tween.prototype.init( elem, options, prop, end, easing ); +} +jQuery.Tween = Tween; + +Tween.prototype = { + constructor: Tween, + init: function( elem, options, prop, end, easing, unit ) { + this.elem = elem; + this.prop = prop; + this.easing = easing || jQuery.easing._default; + this.options = options; + this.start = this.now = this.cur(); + this.end = end; + this.unit = unit || ( jQuery.cssNumber[ prop ] ? "" : "px" ); + }, + cur: function() { + var hooks = Tween.propHooks[ this.prop ]; + + return hooks && hooks.get ? + hooks.get( this ) : + Tween.propHooks._default.get( this ); + }, + run: function( percent ) { + var eased, + hooks = Tween.propHooks[ this.prop ]; + + if ( this.options.duration ) { + this.pos = eased = jQuery.easing[ this.easing ]( + percent, this.options.duration * percent, 0, 1, this.options.duration + ); + } else { + this.pos = eased = percent; + } + this.now = ( this.end - this.start ) * eased + this.start; + + if ( this.options.step ) { + this.options.step.call( this.elem, this.now, this ); + } + + if ( hooks && hooks.set ) { + hooks.set( this ); + } else { + Tween.propHooks._default.set( this ); + } + return this; + } +}; + +Tween.prototype.init.prototype = Tween.prototype; + +Tween.propHooks = { + _default: { + get: function( tween ) { + var result; + + // Use a property on the element directly when it is not a DOM element, + // or when there is no matching style property that exists. + if ( tween.elem.nodeType !== 1 || + tween.elem[ tween.prop ] != null && tween.elem.style[ tween.prop ] == null ) { + return tween.elem[ tween.prop ]; + } + + // Passing an empty string as a 3rd parameter to .css will automatically + // attempt a parseFloat and fallback to a string if the parse fails. + // Simple values such as "10px" are parsed to Float; + // complex values such as "rotate(1rad)" are returned as-is. + result = jQuery.css( tween.elem, tween.prop, "" ); + + // Empty strings, null, undefined and "auto" are converted to 0. + return !result || result === "auto" ? 0 : result; + }, + set: function( tween ) { + + // Use step hook for back compat. + // Use cssHook if its there. + // Use .style if available and use plain properties where available. + if ( jQuery.fx.step[ tween.prop ] ) { + jQuery.fx.step[ tween.prop ]( tween ); + } else if ( tween.elem.nodeType === 1 && ( + jQuery.cssHooks[ tween.prop ] || + tween.elem.style[ finalPropName( tween.prop ) ] != null ) ) { + jQuery.style( tween.elem, tween.prop, tween.now + tween.unit ); + } else { + tween.elem[ tween.prop ] = tween.now; + } + } + } +}; + +// Support: IE <=9 only +// Panic based approach to setting things on disconnected nodes +Tween.propHooks.scrollTop = Tween.propHooks.scrollLeft = { + set: function( tween ) { + if ( tween.elem.nodeType && tween.elem.parentNode ) { + tween.elem[ tween.prop ] = tween.now; + } + } +}; + +jQuery.easing = { + linear: function( p ) { + return p; + }, + swing: function( p ) { + return 0.5 - Math.cos( p * Math.PI ) / 2; + }, + _default: "swing" +}; + +jQuery.fx = Tween.prototype.init; + +// Back compat <1.8 extension point +jQuery.fx.step = {}; + + + + +var + fxNow, inProgress, + rfxtypes = /^(?:toggle|show|hide)$/, + rrun = /queueHooks$/; + +function schedule() { + if ( inProgress ) { + if ( document.hidden === false && window.requestAnimationFrame ) { + window.requestAnimationFrame( schedule ); + } else { + window.setTimeout( schedule, jQuery.fx.interval ); + } + + jQuery.fx.tick(); + } +} + +// Animations created synchronously will run synchronously +function createFxNow() { + window.setTimeout( function() { + fxNow = undefined; + } ); + return ( fxNow = Date.now() ); +} + +// Generate parameters to create a standard animation +function genFx( type, includeWidth ) { + var which, + i = 0, + attrs = { height: type }; + + // If we include width, step value is 1 to do all cssExpand values, + // otherwise step value is 2 to skip over Left and Right + includeWidth = includeWidth ? 1 : 0; + for ( ; i < 4; i += 2 - includeWidth ) { + which = cssExpand[ i ]; + attrs[ "margin" + which ] = attrs[ "padding" + which ] = type; + } + + if ( includeWidth ) { + attrs.opacity = attrs.width = type; + } + + return attrs; +} + +function createTween( value, prop, animation ) { + var tween, + collection = ( Animation.tweeners[ prop ] || [] ).concat( Animation.tweeners[ "*" ] ), + index = 0, + length = collection.length; + for ( ; index < length; index++ ) { + if ( ( tween = collection[ index ].call( animation, prop, value ) ) ) { + + // We're done with this property + return tween; + } + } +} + +function defaultPrefilter( elem, props, opts ) { + var prop, value, toggle, hooks, oldfire, propTween, restoreDisplay, display, + isBox = "width" in props || "height" in props, + anim = this, + orig = {}, + style = elem.style, + hidden = elem.nodeType && isHiddenWithinTree( elem ), + dataShow = dataPriv.get( elem, "fxshow" ); + + // Queue-skipping animations hijack the fx hooks + if ( !opts.queue ) { + hooks = jQuery._queueHooks( elem, "fx" ); + if ( hooks.unqueued == null ) { + hooks.unqueued = 0; + oldfire = hooks.empty.fire; + hooks.empty.fire = function() { + if ( !hooks.unqueued ) { + oldfire(); + } + }; + } + hooks.unqueued++; + + anim.always( function() { + + // Ensure the complete handler is called before this completes + anim.always( function() { + hooks.unqueued--; + if ( !jQuery.queue( elem, "fx" ).length ) { + hooks.empty.fire(); + } + } ); + } ); + } + + // Detect show/hide animations + for ( prop in props ) { + value = props[ prop ]; + if ( rfxtypes.test( value ) ) { + delete props[ prop ]; + toggle = toggle || value === "toggle"; + if ( value === ( hidden ? "hide" : "show" ) ) { + + // Pretend to be hidden if this is a "show" and + // there is still data from a stopped show/hide + if ( value === "show" && dataShow && dataShow[ prop ] !== undefined ) { + hidden = true; + + // Ignore all other no-op show/hide data + } else { + continue; + } + } + orig[ prop ] = dataShow && dataShow[ prop ] || jQuery.style( elem, prop ); + } + } + + // Bail out if this is a no-op like .hide().hide() + propTween = !jQuery.isEmptyObject( props ); + if ( !propTween && jQuery.isEmptyObject( orig ) ) { + return; + } + + // Restrict "overflow" and "display" styles during box animations + if ( isBox && elem.nodeType === 1 ) { + + // Support: IE <=9 - 11, Edge 12 - 15 + // Record all 3 overflow attributes because IE does not infer the shorthand + // from identically-valued overflowX and overflowY and Edge just mirrors + // the overflowX value there. + opts.overflow = [ style.overflow, style.overflowX, style.overflowY ]; + + // Identify a display type, preferring old show/hide data over the CSS cascade + restoreDisplay = dataShow && dataShow.display; + if ( restoreDisplay == null ) { + restoreDisplay = dataPriv.get( elem, "display" ); + } + display = jQuery.css( elem, "display" ); + if ( display === "none" ) { + if ( restoreDisplay ) { + display = restoreDisplay; + } else { + + // Get nonempty value(s) by temporarily forcing visibility + showHide( [ elem ], true ); + restoreDisplay = elem.style.display || restoreDisplay; + display = jQuery.css( elem, "display" ); + showHide( [ elem ] ); + } + } + + // Animate inline elements as inline-block + if ( display === "inline" || display === "inline-block" && restoreDisplay != null ) { + if ( jQuery.css( elem, "float" ) === "none" ) { + + // Restore the original display value at the end of pure show/hide animations + if ( !propTween ) { + anim.done( function() { + style.display = restoreDisplay; + } ); + if ( restoreDisplay == null ) { + display = style.display; + restoreDisplay = display === "none" ? "" : display; + } + } + style.display = "inline-block"; + } + } + } + + if ( opts.overflow ) { + style.overflow = "hidden"; + anim.always( function() { + style.overflow = opts.overflow[ 0 ]; + style.overflowX = opts.overflow[ 1 ]; + style.overflowY = opts.overflow[ 2 ]; + } ); + } + + // Implement show/hide animations + propTween = false; + for ( prop in orig ) { + + // General show/hide setup for this element animation + if ( !propTween ) { + if ( dataShow ) { + if ( "hidden" in dataShow ) { + hidden = dataShow.hidden; + } + } else { + dataShow = dataPriv.access( elem, "fxshow", { display: restoreDisplay } ); + } + + // Store hidden/visible for toggle so `.stop().toggle()` "reverses" + if ( toggle ) { + dataShow.hidden = !hidden; + } + + // Show elements before animating them + if ( hidden ) { + showHide( [ elem ], true ); + } + + /* eslint-disable no-loop-func */ + + anim.done( function() { + + /* eslint-enable no-loop-func */ + + // The final step of a "hide" animation is actually hiding the element + if ( !hidden ) { + showHide( [ elem ] ); + } + dataPriv.remove( elem, "fxshow" ); + for ( prop in orig ) { + jQuery.style( elem, prop, orig[ prop ] ); + } + } ); + } + + // Per-property setup + propTween = createTween( hidden ? dataShow[ prop ] : 0, prop, anim ); + if ( !( prop in dataShow ) ) { + dataShow[ prop ] = propTween.start; + if ( hidden ) { + propTween.end = propTween.start; + propTween.start = 0; + } + } + } +} + +function propFilter( props, specialEasing ) { + var index, name, easing, value, hooks; + + // camelCase, specialEasing and expand cssHook pass + for ( index in props ) { + name = camelCase( index ); + easing = specialEasing[ name ]; + value = props[ index ]; + if ( Array.isArray( value ) ) { + easing = value[ 1 ]; + value = props[ index ] = value[ 0 ]; + } + + if ( index !== name ) { + props[ name ] = value; + delete props[ index ]; + } + + hooks = jQuery.cssHooks[ name ]; + if ( hooks && "expand" in hooks ) { + value = hooks.expand( value ); + delete props[ name ]; + + // Not quite $.extend, this won't overwrite existing keys. + // Reusing 'index' because we have the correct "name" + for ( index in value ) { + if ( !( index in props ) ) { + props[ index ] = value[ index ]; + specialEasing[ index ] = easing; + } + } + } else { + specialEasing[ name ] = easing; + } + } +} + +function Animation( elem, properties, options ) { + var result, + stopped, + index = 0, + length = Animation.prefilters.length, + deferred = jQuery.Deferred().always( function() { + + // Don't match elem in the :animated selector + delete tick.elem; + } ), + tick = function() { + if ( stopped ) { + return false; + } + var currentTime = fxNow || createFxNow(), + remaining = Math.max( 0, animation.startTime + animation.duration - currentTime ), + + // Support: Android 2.3 only + // Archaic crash bug won't allow us to use `1 - ( 0.5 || 0 )` (#12497) + temp = remaining / animation.duration || 0, + percent = 1 - temp, + index = 0, + length = animation.tweens.length; + + for ( ; index < length; index++ ) { + animation.tweens[ index ].run( percent ); + } + + deferred.notifyWith( elem, [ animation, percent, remaining ] ); + + // If there's more to do, yield + if ( percent < 1 && length ) { + return remaining; + } + + // If this was an empty animation, synthesize a final progress notification + if ( !length ) { + deferred.notifyWith( elem, [ animation, 1, 0 ] ); + } + + // Resolve the animation and report its conclusion + deferred.resolveWith( elem, [ animation ] ); + return false; + }, + animation = deferred.promise( { + elem: elem, + props: jQuery.extend( {}, properties ), + opts: jQuery.extend( true, { + specialEasing: {}, + easing: jQuery.easing._default + }, options ), + originalProperties: properties, + originalOptions: options, + startTime: fxNow || createFxNow(), + duration: options.duration, + tweens: [], + createTween: function( prop, end ) { + var tween = jQuery.Tween( elem, animation.opts, prop, end, + animation.opts.specialEasing[ prop ] || animation.opts.easing ); + animation.tweens.push( tween ); + return tween; + }, + stop: function( gotoEnd ) { + var index = 0, + + // If we are going to the end, we want to run all the tweens + // otherwise we skip this part + length = gotoEnd ? animation.tweens.length : 0; + if ( stopped ) { + return this; + } + stopped = true; + for ( ; index < length; index++ ) { + animation.tweens[ index ].run( 1 ); + } + + // Resolve when we played the last frame; otherwise, reject + if ( gotoEnd ) { + deferred.notifyWith( elem, [ animation, 1, 0 ] ); + deferred.resolveWith( elem, [ animation, gotoEnd ] ); + } else { + deferred.rejectWith( elem, [ animation, gotoEnd ] ); + } + return this; + } + } ), + props = animation.props; + + propFilter( props, animation.opts.specialEasing ); + + for ( ; index < length; index++ ) { + result = Animation.prefilters[ index ].call( animation, elem, props, animation.opts ); + if ( result ) { + if ( isFunction( result.stop ) ) { + jQuery._queueHooks( animation.elem, animation.opts.queue ).stop = + result.stop.bind( result ); + } + return result; + } + } + + jQuery.map( props, createTween, animation ); + + if ( isFunction( animation.opts.start ) ) { + animation.opts.start.call( elem, animation ); + } + + // Attach callbacks from options + animation + .progress( animation.opts.progress ) + .done( animation.opts.done, animation.opts.complete ) + .fail( animation.opts.fail ) + .always( animation.opts.always ); + + jQuery.fx.timer( + jQuery.extend( tick, { + elem: elem, + anim: animation, + queue: animation.opts.queue + } ) + ); + + return animation; +} + +jQuery.Animation = jQuery.extend( Animation, { + + tweeners: { + "*": [ function( prop, value ) { + var tween = this.createTween( prop, value ); + adjustCSS( tween.elem, prop, rcssNum.exec( value ), tween ); + return tween; + } ] + }, + + tweener: function( props, callback ) { + if ( isFunction( props ) ) { + callback = props; + props = [ "*" ]; + } else { + props = props.match( rnothtmlwhite ); + } + + var prop, + index = 0, + length = props.length; + + for ( ; index < length; index++ ) { + prop = props[ index ]; + Animation.tweeners[ prop ] = Animation.tweeners[ prop ] || []; + Animation.tweeners[ prop ].unshift( callback ); + } + }, + + prefilters: [ defaultPrefilter ], + + prefilter: function( callback, prepend ) { + if ( prepend ) { + Animation.prefilters.unshift( callback ); + } else { + Animation.prefilters.push( callback ); + } + } +} ); + +jQuery.speed = function( speed, easing, fn ) { + var opt = speed && typeof speed === "object" ? jQuery.extend( {}, speed ) : { + complete: fn || !fn && easing || + isFunction( speed ) && speed, + duration: speed, + easing: fn && easing || easing && !isFunction( easing ) && easing + }; + + // Go to the end state if fx are off + if ( jQuery.fx.off ) { + opt.duration = 0; + + } else { + if ( typeof opt.duration !== "number" ) { + if ( opt.duration in jQuery.fx.speeds ) { + opt.duration = jQuery.fx.speeds[ opt.duration ]; + + } else { + opt.duration = jQuery.fx.speeds._default; + } + } + } + + // Normalize opt.queue - true/undefined/null -> "fx" + if ( opt.queue == null || opt.queue === true ) { + opt.queue = "fx"; + } + + // Queueing + opt.old = opt.complete; + + opt.complete = function() { + if ( isFunction( opt.old ) ) { + opt.old.call( this ); + } + + if ( opt.queue ) { + jQuery.dequeue( this, opt.queue ); + } + }; + + return opt; +}; + +jQuery.fn.extend( { + fadeTo: function( speed, to, easing, callback ) { + + // Show any hidden elements after setting opacity to 0 + return this.filter( isHiddenWithinTree ).css( "opacity", 0 ).show() + + // Animate to the value specified + .end().animate( { opacity: to }, speed, easing, callback ); + }, + animate: function( prop, speed, easing, callback ) { + var empty = jQuery.isEmptyObject( prop ), + optall = jQuery.speed( speed, easing, callback ), + doAnimation = function() { + + // Operate on a copy of prop so per-property easing won't be lost + var anim = Animation( this, jQuery.extend( {}, prop ), optall ); + + // Empty animations, or finishing resolves immediately + if ( empty || dataPriv.get( this, "finish" ) ) { + anim.stop( true ); + } + }; + + doAnimation.finish = doAnimation; + + return empty || optall.queue === false ? + this.each( doAnimation ) : + this.queue( optall.queue, doAnimation ); + }, + stop: function( type, clearQueue, gotoEnd ) { + var stopQueue = function( hooks ) { + var stop = hooks.stop; + delete hooks.stop; + stop( gotoEnd ); + }; + + if ( typeof type !== "string" ) { + gotoEnd = clearQueue; + clearQueue = type; + type = undefined; + } + if ( clearQueue ) { + this.queue( type || "fx", [] ); + } + + return this.each( function() { + var dequeue = true, + index = type != null && type + "queueHooks", + timers = jQuery.timers, + data = dataPriv.get( this ); + + if ( index ) { + if ( data[ index ] && data[ index ].stop ) { + stopQueue( data[ index ] ); + } + } else { + for ( index in data ) { + if ( data[ index ] && data[ index ].stop && rrun.test( index ) ) { + stopQueue( data[ index ] ); + } + } + } + + for ( index = timers.length; index--; ) { + if ( timers[ index ].elem === this && + ( type == null || timers[ index ].queue === type ) ) { + + timers[ index ].anim.stop( gotoEnd ); + dequeue = false; + timers.splice( index, 1 ); + } + } + + // Start the next in the queue if the last step wasn't forced. + // Timers currently will call their complete callbacks, which + // will dequeue but only if they were gotoEnd. + if ( dequeue || !gotoEnd ) { + jQuery.dequeue( this, type ); + } + } ); + }, + finish: function( type ) { + if ( type !== false ) { + type = type || "fx"; + } + return this.each( function() { + var index, + data = dataPriv.get( this ), + queue = data[ type + "queue" ], + hooks = data[ type + "queueHooks" ], + timers = jQuery.timers, + length = queue ? queue.length : 0; + + // Enable finishing flag on private data + data.finish = true; + + // Empty the queue first + jQuery.queue( this, type, [] ); + + if ( hooks && hooks.stop ) { + hooks.stop.call( this, true ); + } + + // Look for any active animations, and finish them + for ( index = timers.length; index--; ) { + if ( timers[ index ].elem === this && timers[ index ].queue === type ) { + timers[ index ].anim.stop( true ); + timers.splice( index, 1 ); + } + } + + // Look for any animations in the old queue and finish them + for ( index = 0; index < length; index++ ) { + if ( queue[ index ] && queue[ index ].finish ) { + queue[ index ].finish.call( this ); + } + } + + // Turn off finishing flag + delete data.finish; + } ); + } +} ); + +jQuery.each( [ "toggle", "show", "hide" ], function( _i, name ) { + var cssFn = jQuery.fn[ name ]; + jQuery.fn[ name ] = function( speed, easing, callback ) { + return speed == null || typeof speed === "boolean" ? + cssFn.apply( this, arguments ) : + this.animate( genFx( name, true ), speed, easing, callback ); + }; +} ); + +// Generate shortcuts for custom animations +jQuery.each( { + slideDown: genFx( "show" ), + slideUp: genFx( "hide" ), + slideToggle: genFx( "toggle" ), + fadeIn: { opacity: "show" }, + fadeOut: { opacity: "hide" }, + fadeToggle: { opacity: "toggle" } +}, function( name, props ) { + jQuery.fn[ name ] = function( speed, easing, callback ) { + return this.animate( props, speed, easing, callback ); + }; +} ); + +jQuery.timers = []; +jQuery.fx.tick = function() { + var timer, + i = 0, + timers = jQuery.timers; + + fxNow = Date.now(); + + for ( ; i < timers.length; i++ ) { + timer = timers[ i ]; + + // Run the timer and safely remove it when done (allowing for external removal) + if ( !timer() && timers[ i ] === timer ) { + timers.splice( i--, 1 ); + } + } + + if ( !timers.length ) { + jQuery.fx.stop(); + } + fxNow = undefined; +}; + +jQuery.fx.timer = function( timer ) { + jQuery.timers.push( timer ); + jQuery.fx.start(); +}; + +jQuery.fx.interval = 13; +jQuery.fx.start = function() { + if ( inProgress ) { + return; + } + + inProgress = true; + schedule(); +}; + +jQuery.fx.stop = function() { + inProgress = null; +}; + +jQuery.fx.speeds = { + slow: 600, + fast: 200, + + // Default speed + _default: 400 +}; + + +// Based off of the plugin by Clint Helfers, with permission. +// https://web.archive.org/web/20100324014747/http://blindsignals.com/index.php/2009/07/jquery-delay/ +jQuery.fn.delay = function( time, type ) { + time = jQuery.fx ? jQuery.fx.speeds[ time ] || time : time; + type = type || "fx"; + + return this.queue( type, function( next, hooks ) { + var timeout = window.setTimeout( next, time ); + hooks.stop = function() { + window.clearTimeout( timeout ); + }; + } ); +}; + + +( function() { + var input = document.createElement( "input" ), + select = document.createElement( "select" ), + opt = select.appendChild( document.createElement( "option" ) ); + + input.type = "checkbox"; + + // Support: Android <=4.3 only + // Default value for a checkbox should be "on" + support.checkOn = input.value !== ""; + + // Support: IE <=11 only + // Must access selectedIndex to make default options select + support.optSelected = opt.selected; + + // Support: IE <=11 only + // An input loses its value after becoming a radio + input = document.createElement( "input" ); + input.value = "t"; + input.type = "radio"; + support.radioValue = input.value === "t"; +} )(); + + +var boolHook, + attrHandle = jQuery.expr.attrHandle; + +jQuery.fn.extend( { + attr: function( name, value ) { + return access( this, jQuery.attr, name, value, arguments.length > 1 ); + }, + + removeAttr: function( name ) { + return this.each( function() { + jQuery.removeAttr( this, name ); + } ); + } +} ); + +jQuery.extend( { + attr: function( elem, name, value ) { + var ret, hooks, + nType = elem.nodeType; + + // Don't get/set attributes on text, comment and attribute nodes + if ( nType === 3 || nType === 8 || nType === 2 ) { + return; + } + + // Fallback to prop when attributes are not supported + if ( typeof elem.getAttribute === "undefined" ) { + return jQuery.prop( elem, name, value ); + } + + // Attribute hooks are determined by the lowercase version + // Grab necessary hook if one is defined + if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { + hooks = jQuery.attrHooks[ name.toLowerCase() ] || + ( jQuery.expr.match.bool.test( name ) ? boolHook : undefined ); + } + + if ( value !== undefined ) { + if ( value === null ) { + jQuery.removeAttr( elem, name ); + return; + } + + if ( hooks && "set" in hooks && + ( ret = hooks.set( elem, value, name ) ) !== undefined ) { + return ret; + } + + elem.setAttribute( name, value + "" ); + return value; + } + + if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { + return ret; + } + + ret = jQuery.find.attr( elem, name ); + + // Non-existent attributes return null, we normalize to undefined + return ret == null ? undefined : ret; + }, + + attrHooks: { + type: { + set: function( elem, value ) { + if ( !support.radioValue && value === "radio" && + nodeName( elem, "input" ) ) { + var val = elem.value; + elem.setAttribute( "type", value ); + if ( val ) { + elem.value = val; + } + return value; + } + } + } + }, + + removeAttr: function( elem, value ) { + var name, + i = 0, + + // Attribute names can contain non-HTML whitespace characters + // https://html.spec.whatwg.org/multipage/syntax.html#attributes-2 + attrNames = value && value.match( rnothtmlwhite ); + + if ( attrNames && elem.nodeType === 1 ) { + while ( ( name = attrNames[ i++ ] ) ) { + elem.removeAttribute( name ); + } + } + } +} ); + +// Hooks for boolean attributes +boolHook = { + set: function( elem, value, name ) { + if ( value === false ) { + + // Remove boolean attributes when set to false + jQuery.removeAttr( elem, name ); + } else { + elem.setAttribute( name, name ); + } + return name; + } +}; + +jQuery.each( jQuery.expr.match.bool.source.match( /\w+/g ), function( _i, name ) { + var getter = attrHandle[ name ] || jQuery.find.attr; + + attrHandle[ name ] = function( elem, name, isXML ) { + var ret, handle, + lowercaseName = name.toLowerCase(); + + if ( !isXML ) { + + // Avoid an infinite loop by temporarily removing this function from the getter + handle = attrHandle[ lowercaseName ]; + attrHandle[ lowercaseName ] = ret; + ret = getter( elem, name, isXML ) != null ? + lowercaseName : + null; + attrHandle[ lowercaseName ] = handle; + } + return ret; + }; +} ); + + + + +var rfocusable = /^(?:input|select|textarea|button)$/i, + rclickable = /^(?:a|area)$/i; + +jQuery.fn.extend( { + prop: function( name, value ) { + return access( this, jQuery.prop, name, value, arguments.length > 1 ); + }, + + removeProp: function( name ) { + return this.each( function() { + delete this[ jQuery.propFix[ name ] || name ]; + } ); + } +} ); + +jQuery.extend( { + prop: function( elem, name, value ) { + var ret, hooks, + nType = elem.nodeType; + + // Don't get/set properties on text, comment and attribute nodes + if ( nType === 3 || nType === 8 || nType === 2 ) { + return; + } + + if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { + + // Fix name and attach hooks + name = jQuery.propFix[ name ] || name; + hooks = jQuery.propHooks[ name ]; + } + + if ( value !== undefined ) { + if ( hooks && "set" in hooks && + ( ret = hooks.set( elem, value, name ) ) !== undefined ) { + return ret; + } + + return ( elem[ name ] = value ); + } + + if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { + return ret; + } + + return elem[ name ]; + }, + + propHooks: { + tabIndex: { + get: function( elem ) { + + // Support: IE <=9 - 11 only + // elem.tabIndex doesn't always return the + // correct value when it hasn't been explicitly set + // https://web.archive.org/web/20141116233347/http://fluidproject.org/blog/2008/01/09/getting-setting-and-removing-tabindex-values-with-javascript/ + // Use proper attribute retrieval(#12072) + var tabindex = jQuery.find.attr( elem, "tabindex" ); + + if ( tabindex ) { + return parseInt( tabindex, 10 ); + } + + if ( + rfocusable.test( elem.nodeName ) || + rclickable.test( elem.nodeName ) && + elem.href + ) { + return 0; + } + + return -1; + } + } + }, + + propFix: { + "for": "htmlFor", + "class": "className" + } +} ); + +// Support: IE <=11 only +// Accessing the selectedIndex property +// forces the browser to respect setting selected +// on the option +// The getter ensures a default option is selected +// when in an optgroup +// eslint rule "no-unused-expressions" is disabled for this code +// since it considers such accessions noop +if ( !support.optSelected ) { + jQuery.propHooks.selected = { + get: function( elem ) { + + /* eslint no-unused-expressions: "off" */ + + var parent = elem.parentNode; + if ( parent && parent.parentNode ) { + parent.parentNode.selectedIndex; + } + return null; + }, + set: function( elem ) { + + /* eslint no-unused-expressions: "off" */ + + var parent = elem.parentNode; + if ( parent ) { + parent.selectedIndex; + + if ( parent.parentNode ) { + parent.parentNode.selectedIndex; + } + } + } + }; +} + +jQuery.each( [ + "tabIndex", + "readOnly", + "maxLength", + "cellSpacing", + "cellPadding", + "rowSpan", + "colSpan", + "useMap", + "frameBorder", + "contentEditable" +], function() { + jQuery.propFix[ this.toLowerCase() ] = this; +} ); + + + + + // Strip and collapse whitespace according to HTML spec + // https://infra.spec.whatwg.org/#strip-and-collapse-ascii-whitespace + function stripAndCollapse( value ) { + var tokens = value.match( rnothtmlwhite ) || []; + return tokens.join( " " ); + } + + +function getClass( elem ) { + return elem.getAttribute && elem.getAttribute( "class" ) || ""; +} + +function classesToArray( value ) { + if ( Array.isArray( value ) ) { + return value; + } + if ( typeof value === "string" ) { + return value.match( rnothtmlwhite ) || []; + } + return []; +} + +jQuery.fn.extend( { + addClass: function( value ) { + var classes, elem, cur, curValue, clazz, j, finalValue, + i = 0; + + if ( isFunction( value ) ) { + return this.each( function( j ) { + jQuery( this ).addClass( value.call( this, j, getClass( this ) ) ); + } ); + } + + classes = classesToArray( value ); + + if ( classes.length ) { + while ( ( elem = this[ i++ ] ) ) { + curValue = getClass( elem ); + cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); + + if ( cur ) { + j = 0; + while ( ( clazz = classes[ j++ ] ) ) { + if ( cur.indexOf( " " + clazz + " " ) < 0 ) { + cur += clazz + " "; + } + } + + // Only assign if different to avoid unneeded rendering. + finalValue = stripAndCollapse( cur ); + if ( curValue !== finalValue ) { + elem.setAttribute( "class", finalValue ); + } + } + } + } + + return this; + }, + + removeClass: function( value ) { + var classes, elem, cur, curValue, clazz, j, finalValue, + i = 0; + + if ( isFunction( value ) ) { + return this.each( function( j ) { + jQuery( this ).removeClass( value.call( this, j, getClass( this ) ) ); + } ); + } + + if ( !arguments.length ) { + return this.attr( "class", "" ); + } + + classes = classesToArray( value ); + + if ( classes.length ) { + while ( ( elem = this[ i++ ] ) ) { + curValue = getClass( elem ); + + // This expression is here for better compressibility (see addClass) + cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); + + if ( cur ) { + j = 0; + while ( ( clazz = classes[ j++ ] ) ) { + + // Remove *all* instances + while ( cur.indexOf( " " + clazz + " " ) > -1 ) { + cur = cur.replace( " " + clazz + " ", " " ); + } + } + + // Only assign if different to avoid unneeded rendering. + finalValue = stripAndCollapse( cur ); + if ( curValue !== finalValue ) { + elem.setAttribute( "class", finalValue ); + } + } + } + } + + return this; + }, + + toggleClass: function( value, stateVal ) { + var type = typeof value, + isValidValue = type === "string" || Array.isArray( value ); + + if ( typeof stateVal === "boolean" && isValidValue ) { + return stateVal ? this.addClass( value ) : this.removeClass( value ); + } + + if ( isFunction( value ) ) { + return this.each( function( i ) { + jQuery( this ).toggleClass( + value.call( this, i, getClass( this ), stateVal ), + stateVal + ); + } ); + } + + return this.each( function() { + var className, i, self, classNames; + + if ( isValidValue ) { + + // Toggle individual class names + i = 0; + self = jQuery( this ); + classNames = classesToArray( value ); + + while ( ( className = classNames[ i++ ] ) ) { + + // Check each className given, space separated list + if ( self.hasClass( className ) ) { + self.removeClass( className ); + } else { + self.addClass( className ); + } + } + + // Toggle whole class name + } else if ( value === undefined || type === "boolean" ) { + className = getClass( this ); + if ( className ) { + + // Store className if set + dataPriv.set( this, "__className__", className ); + } + + // If the element has a class name or if we're passed `false`, + // then remove the whole classname (if there was one, the above saved it). + // Otherwise bring back whatever was previously saved (if anything), + // falling back to the empty string if nothing was stored. + if ( this.setAttribute ) { + this.setAttribute( "class", + className || value === false ? + "" : + dataPriv.get( this, "__className__" ) || "" + ); + } + } + } ); + }, + + hasClass: function( selector ) { + var className, elem, + i = 0; + + className = " " + selector + " "; + while ( ( elem = this[ i++ ] ) ) { + if ( elem.nodeType === 1 && + ( " " + stripAndCollapse( getClass( elem ) ) + " " ).indexOf( className ) > -1 ) { + return true; + } + } + + return false; + } +} ); + + + + +var rreturn = /\r/g; + +jQuery.fn.extend( { + val: function( value ) { + var hooks, ret, valueIsFunction, + elem = this[ 0 ]; + + if ( !arguments.length ) { + if ( elem ) { + hooks = jQuery.valHooks[ elem.type ] || + jQuery.valHooks[ elem.nodeName.toLowerCase() ]; + + if ( hooks && + "get" in hooks && + ( ret = hooks.get( elem, "value" ) ) !== undefined + ) { + return ret; + } + + ret = elem.value; + + // Handle most common string cases + if ( typeof ret === "string" ) { + return ret.replace( rreturn, "" ); + } + + // Handle cases where value is null/undef or number + return ret == null ? "" : ret; + } + + return; + } + + valueIsFunction = isFunction( value ); + + return this.each( function( i ) { + var val; + + if ( this.nodeType !== 1 ) { + return; + } + + if ( valueIsFunction ) { + val = value.call( this, i, jQuery( this ).val() ); + } else { + val = value; + } + + // Treat null/undefined as ""; convert numbers to string + if ( val == null ) { + val = ""; + + } else if ( typeof val === "number" ) { + val += ""; + + } else if ( Array.isArray( val ) ) { + val = jQuery.map( val, function( value ) { + return value == null ? "" : value + ""; + } ); + } + + hooks = jQuery.valHooks[ this.type ] || jQuery.valHooks[ this.nodeName.toLowerCase() ]; + + // If set returns undefined, fall back to normal setting + if ( !hooks || !( "set" in hooks ) || hooks.set( this, val, "value" ) === undefined ) { + this.value = val; + } + } ); + } +} ); + +jQuery.extend( { + valHooks: { + option: { + get: function( elem ) { + + var val = jQuery.find.attr( elem, "value" ); + return val != null ? + val : + + // Support: IE <=10 - 11 only + // option.text throws exceptions (#14686, #14858) + // Strip and collapse whitespace + // https://html.spec.whatwg.org/#strip-and-collapse-whitespace + stripAndCollapse( jQuery.text( elem ) ); + } + }, + select: { + get: function( elem ) { + var value, option, i, + options = elem.options, + index = elem.selectedIndex, + one = elem.type === "select-one", + values = one ? null : [], + max = one ? index + 1 : options.length; + + if ( index < 0 ) { + i = max; + + } else { + i = one ? index : 0; + } + + // Loop through all the selected options + for ( ; i < max; i++ ) { + option = options[ i ]; + + // Support: IE <=9 only + // IE8-9 doesn't update selected after form reset (#2551) + if ( ( option.selected || i === index ) && + + // Don't return options that are disabled or in a disabled optgroup + !option.disabled && + ( !option.parentNode.disabled || + !nodeName( option.parentNode, "optgroup" ) ) ) { + + // Get the specific value for the option + value = jQuery( option ).val(); + + // We don't need an array for one selects + if ( one ) { + return value; + } + + // Multi-Selects return an array + values.push( value ); + } + } + + return values; + }, + + set: function( elem, value ) { + var optionSet, option, + options = elem.options, + values = jQuery.makeArray( value ), + i = options.length; + + while ( i-- ) { + option = options[ i ]; + + /* eslint-disable no-cond-assign */ + + if ( option.selected = + jQuery.inArray( jQuery.valHooks.option.get( option ), values ) > -1 + ) { + optionSet = true; + } + + /* eslint-enable no-cond-assign */ + } + + // Force browsers to behave consistently when non-matching value is set + if ( !optionSet ) { + elem.selectedIndex = -1; + } + return values; + } + } + } +} ); + +// Radios and checkboxes getter/setter +jQuery.each( [ "radio", "checkbox" ], function() { + jQuery.valHooks[ this ] = { + set: function( elem, value ) { + if ( Array.isArray( value ) ) { + return ( elem.checked = jQuery.inArray( jQuery( elem ).val(), value ) > -1 ); + } + } + }; + if ( !support.checkOn ) { + jQuery.valHooks[ this ].get = function( elem ) { + return elem.getAttribute( "value" ) === null ? "on" : elem.value; + }; + } +} ); + + + + +// Return jQuery for attributes-only inclusion + + +support.focusin = "onfocusin" in window; + + +var rfocusMorph = /^(?:focusinfocus|focusoutblur)$/, + stopPropagationCallback = function( e ) { + e.stopPropagation(); + }; + +jQuery.extend( jQuery.event, { + + trigger: function( event, data, elem, onlyHandlers ) { + + var i, cur, tmp, bubbleType, ontype, handle, special, lastElement, + eventPath = [ elem || document ], + type = hasOwn.call( event, "type" ) ? event.type : event, + namespaces = hasOwn.call( event, "namespace" ) ? event.namespace.split( "." ) : []; + + cur = lastElement = tmp = elem = elem || document; + + // Don't do events on text and comment nodes + if ( elem.nodeType === 3 || elem.nodeType === 8 ) { + return; + } + + // focus/blur morphs to focusin/out; ensure we're not firing them right now + if ( rfocusMorph.test( type + jQuery.event.triggered ) ) { + return; + } + + if ( type.indexOf( "." ) > -1 ) { + + // Namespaced trigger; create a regexp to match event type in handle() + namespaces = type.split( "." ); + type = namespaces.shift(); + namespaces.sort(); + } + ontype = type.indexOf( ":" ) < 0 && "on" + type; + + // Caller can pass in a jQuery.Event object, Object, or just an event type string + event = event[ jQuery.expando ] ? + event : + new jQuery.Event( type, typeof event === "object" && event ); + + // Trigger bitmask: & 1 for native handlers; & 2 for jQuery (always true) + event.isTrigger = onlyHandlers ? 2 : 3; + event.namespace = namespaces.join( "." ); + event.rnamespace = event.namespace ? + new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ) : + null; + + // Clean up the event in case it is being reused + event.result = undefined; + if ( !event.target ) { + event.target = elem; + } + + // Clone any incoming data and prepend the event, creating the handler arg list + data = data == null ? + [ event ] : + jQuery.makeArray( data, [ event ] ); + + // Allow special events to draw outside the lines + special = jQuery.event.special[ type ] || {}; + if ( !onlyHandlers && special.trigger && special.trigger.apply( elem, data ) === false ) { + return; + } + + // Determine event propagation path in advance, per W3C events spec (#9951) + // Bubble up to document, then to window; watch for a global ownerDocument var (#9724) + if ( !onlyHandlers && !special.noBubble && !isWindow( elem ) ) { + + bubbleType = special.delegateType || type; + if ( !rfocusMorph.test( bubbleType + type ) ) { + cur = cur.parentNode; + } + for ( ; cur; cur = cur.parentNode ) { + eventPath.push( cur ); + tmp = cur; + } + + // Only add window if we got to document (e.g., not plain obj or detached DOM) + if ( tmp === ( elem.ownerDocument || document ) ) { + eventPath.push( tmp.defaultView || tmp.parentWindow || window ); + } + } + + // Fire handlers on the event path + i = 0; + while ( ( cur = eventPath[ i++ ] ) && !event.isPropagationStopped() ) { + lastElement = cur; + event.type = i > 1 ? + bubbleType : + special.bindType || type; + + // jQuery handler + handle = ( dataPriv.get( cur, "events" ) || Object.create( null ) )[ event.type ] && + dataPriv.get( cur, "handle" ); + if ( handle ) { + handle.apply( cur, data ); + } + + // Native handler + handle = ontype && cur[ ontype ]; + if ( handle && handle.apply && acceptData( cur ) ) { + event.result = handle.apply( cur, data ); + if ( event.result === false ) { + event.preventDefault(); + } + } + } + event.type = type; + + // If nobody prevented the default action, do it now + if ( !onlyHandlers && !event.isDefaultPrevented() ) { + + if ( ( !special._default || + special._default.apply( eventPath.pop(), data ) === false ) && + acceptData( elem ) ) { + + // Call a native DOM method on the target with the same name as the event. + // Don't do default actions on window, that's where global variables be (#6170) + if ( ontype && isFunction( elem[ type ] ) && !isWindow( elem ) ) { + + // Don't re-trigger an onFOO event when we call its FOO() method + tmp = elem[ ontype ]; + + if ( tmp ) { + elem[ ontype ] = null; + } + + // Prevent re-triggering of the same event, since we already bubbled it above + jQuery.event.triggered = type; + + if ( event.isPropagationStopped() ) { + lastElement.addEventListener( type, stopPropagationCallback ); + } + + elem[ type ](); + + if ( event.isPropagationStopped() ) { + lastElement.removeEventListener( type, stopPropagationCallback ); + } + + jQuery.event.triggered = undefined; + + if ( tmp ) { + elem[ ontype ] = tmp; + } + } + } + } + + return event.result; + }, + + // Piggyback on a donor event to simulate a different one + // Used only for `focus(in | out)` events + simulate: function( type, elem, event ) { + var e = jQuery.extend( + new jQuery.Event(), + event, + { + type: type, + isSimulated: true + } + ); + + jQuery.event.trigger( e, null, elem ); + } + +} ); + +jQuery.fn.extend( { + + trigger: function( type, data ) { + return this.each( function() { + jQuery.event.trigger( type, data, this ); + } ); + }, + triggerHandler: function( type, data ) { + var elem = this[ 0 ]; + if ( elem ) { + return jQuery.event.trigger( type, data, elem, true ); + } + } +} ); + + +// Support: Firefox <=44 +// Firefox doesn't have focus(in | out) events +// Related ticket - https://bugzilla.mozilla.org/show_bug.cgi?id=687787 +// +// Support: Chrome <=48 - 49, Safari <=9.0 - 9.1 +// focus(in | out) events fire after focus & blur events, +// which is spec violation - http://www.w3.org/TR/DOM-Level-3-Events/#events-focusevent-event-order +// Related ticket - https://bugs.chromium.org/p/chromium/issues/detail?id=449857 +if ( !support.focusin ) { + jQuery.each( { focus: "focusin", blur: "focusout" }, function( orig, fix ) { + + // Attach a single capturing handler on the document while someone wants focusin/focusout + var handler = function( event ) { + jQuery.event.simulate( fix, event.target, jQuery.event.fix( event ) ); + }; + + jQuery.event.special[ fix ] = { + setup: function() { + + // Handle: regular nodes (via `this.ownerDocument`), window + // (via `this.document`) & document (via `this`). + var doc = this.ownerDocument || this.document || this, + attaches = dataPriv.access( doc, fix ); + + if ( !attaches ) { + doc.addEventListener( orig, handler, true ); + } + dataPriv.access( doc, fix, ( attaches || 0 ) + 1 ); + }, + teardown: function() { + var doc = this.ownerDocument || this.document || this, + attaches = dataPriv.access( doc, fix ) - 1; + + if ( !attaches ) { + doc.removeEventListener( orig, handler, true ); + dataPriv.remove( doc, fix ); + + } else { + dataPriv.access( doc, fix, attaches ); + } + } + }; + } ); +} +var location = window.location; + +var nonce = { guid: Date.now() }; + +var rquery = ( /\?/ ); + + + +// Cross-browser xml parsing +jQuery.parseXML = function( data ) { + var xml, parserErrorElem; + if ( !data || typeof data !== "string" ) { + return null; + } + + // Support: IE 9 - 11 only + // IE throws on parseFromString with invalid input. + try { + xml = ( new window.DOMParser() ).parseFromString( data, "text/xml" ); + } catch ( e ) {} + + parserErrorElem = xml && xml.getElementsByTagName( "parsererror" )[ 0 ]; + if ( !xml || parserErrorElem ) { + jQuery.error( "Invalid XML: " + ( + parserErrorElem ? + jQuery.map( parserErrorElem.childNodes, function( el ) { + return el.textContent; + } ).join( "\n" ) : + data + ) ); + } + return xml; +}; + + +var + rbracket = /\[\]$/, + rCRLF = /\r?\n/g, + rsubmitterTypes = /^(?:submit|button|image|reset|file)$/i, + rsubmittable = /^(?:input|select|textarea|keygen)/i; + +function buildParams( prefix, obj, traditional, add ) { + var name; + + if ( Array.isArray( obj ) ) { + + // Serialize array item. + jQuery.each( obj, function( i, v ) { + if ( traditional || rbracket.test( prefix ) ) { + + // Treat each array item as a scalar. + add( prefix, v ); + + } else { + + // Item is non-scalar (array or object), encode its numeric index. + buildParams( + prefix + "[" + ( typeof v === "object" && v != null ? i : "" ) + "]", + v, + traditional, + add + ); + } + } ); + + } else if ( !traditional && toType( obj ) === "object" ) { + + // Serialize object item. + for ( name in obj ) { + buildParams( prefix + "[" + name + "]", obj[ name ], traditional, add ); + } + + } else { + + // Serialize scalar item. + add( prefix, obj ); + } +} + +// Serialize an array of form elements or a set of +// key/values into a query string +jQuery.param = function( a, traditional ) { + var prefix, + s = [], + add = function( key, valueOrFunction ) { + + // If value is a function, invoke it and use its return value + var value = isFunction( valueOrFunction ) ? + valueOrFunction() : + valueOrFunction; + + s[ s.length ] = encodeURIComponent( key ) + "=" + + encodeURIComponent( value == null ? "" : value ); + }; + + if ( a == null ) { + return ""; + } + + // If an array was passed in, assume that it is an array of form elements. + if ( Array.isArray( a ) || ( a.jquery && !jQuery.isPlainObject( a ) ) ) { + + // Serialize the form elements + jQuery.each( a, function() { + add( this.name, this.value ); + } ); + + } else { + + // If traditional, encode the "old" way (the way 1.3.2 or older + // did it), otherwise encode params recursively. + for ( prefix in a ) { + buildParams( prefix, a[ prefix ], traditional, add ); + } + } + + // Return the resulting serialization + return s.join( "&" ); +}; + +jQuery.fn.extend( { + serialize: function() { + return jQuery.param( this.serializeArray() ); + }, + serializeArray: function() { + return this.map( function() { + + // Can add propHook for "elements" to filter or add form elements + var elements = jQuery.prop( this, "elements" ); + return elements ? jQuery.makeArray( elements ) : this; + } ).filter( function() { + var type = this.type; + + // Use .is( ":disabled" ) so that fieldset[disabled] works + return this.name && !jQuery( this ).is( ":disabled" ) && + rsubmittable.test( this.nodeName ) && !rsubmitterTypes.test( type ) && + ( this.checked || !rcheckableType.test( type ) ); + } ).map( function( _i, elem ) { + var val = jQuery( this ).val(); + + if ( val == null ) { + return null; + } + + if ( Array.isArray( val ) ) { + return jQuery.map( val, function( val ) { + return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; + } ); + } + + return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; + } ).get(); + } +} ); + + +var + r20 = /%20/g, + rhash = /#.*$/, + rantiCache = /([?&])_=[^&]*/, + rheaders = /^(.*?):[ \t]*([^\r\n]*)$/mg, + + // #7653, #8125, #8152: local protocol detection + rlocalProtocol = /^(?:about|app|app-storage|.+-extension|file|res|widget):$/, + rnoContent = /^(?:GET|HEAD)$/, + rprotocol = /^\/\//, + + /* Prefilters + * 1) They are useful to introduce custom dataTypes (see ajax/jsonp.js for an example) + * 2) These are called: + * - BEFORE asking for a transport + * - AFTER param serialization (s.data is a string if s.processData is true) + * 3) key is the dataType + * 4) the catchall symbol "*" can be used + * 5) execution will start with transport dataType and THEN continue down to "*" if needed + */ + prefilters = {}, + + /* Transports bindings + * 1) key is the dataType + * 2) the catchall symbol "*" can be used + * 3) selection will start with transport dataType and THEN go to "*" if needed + */ + transports = {}, + + // Avoid comment-prolog char sequence (#10098); must appease lint and evade compression + allTypes = "*/".concat( "*" ), + + // Anchor tag for parsing the document origin + originAnchor = document.createElement( "a" ); + +originAnchor.href = location.href; + +// Base "constructor" for jQuery.ajaxPrefilter and jQuery.ajaxTransport +function addToPrefiltersOrTransports( structure ) { + + // dataTypeExpression is optional and defaults to "*" + return function( dataTypeExpression, func ) { + + if ( typeof dataTypeExpression !== "string" ) { + func = dataTypeExpression; + dataTypeExpression = "*"; + } + + var dataType, + i = 0, + dataTypes = dataTypeExpression.toLowerCase().match( rnothtmlwhite ) || []; + + if ( isFunction( func ) ) { + + // For each dataType in the dataTypeExpression + while ( ( dataType = dataTypes[ i++ ] ) ) { + + // Prepend if requested + if ( dataType[ 0 ] === "+" ) { + dataType = dataType.slice( 1 ) || "*"; + ( structure[ dataType ] = structure[ dataType ] || [] ).unshift( func ); + + // Otherwise append + } else { + ( structure[ dataType ] = structure[ dataType ] || [] ).push( func ); + } + } + } + }; +} + +// Base inspection function for prefilters and transports +function inspectPrefiltersOrTransports( structure, options, originalOptions, jqXHR ) { + + var inspected = {}, + seekingTransport = ( structure === transports ); + + function inspect( dataType ) { + var selected; + inspected[ dataType ] = true; + jQuery.each( structure[ dataType ] || [], function( _, prefilterOrFactory ) { + var dataTypeOrTransport = prefilterOrFactory( options, originalOptions, jqXHR ); + if ( typeof dataTypeOrTransport === "string" && + !seekingTransport && !inspected[ dataTypeOrTransport ] ) { + + options.dataTypes.unshift( dataTypeOrTransport ); + inspect( dataTypeOrTransport ); + return false; + } else if ( seekingTransport ) { + return !( selected = dataTypeOrTransport ); + } + } ); + return selected; + } + + return inspect( options.dataTypes[ 0 ] ) || !inspected[ "*" ] && inspect( "*" ); +} + +// A special extend for ajax options +// that takes "flat" options (not to be deep extended) +// Fixes #9887 +function ajaxExtend( target, src ) { + var key, deep, + flatOptions = jQuery.ajaxSettings.flatOptions || {}; + + for ( key in src ) { + if ( src[ key ] !== undefined ) { + ( flatOptions[ key ] ? target : ( deep || ( deep = {} ) ) )[ key ] = src[ key ]; + } + } + if ( deep ) { + jQuery.extend( true, target, deep ); + } + + return target; +} + +/* Handles responses to an ajax request: + * - finds the right dataType (mediates between content-type and expected dataType) + * - returns the corresponding response + */ +function ajaxHandleResponses( s, jqXHR, responses ) { + + var ct, type, finalDataType, firstDataType, + contents = s.contents, + dataTypes = s.dataTypes; + + // Remove auto dataType and get content-type in the process + while ( dataTypes[ 0 ] === "*" ) { + dataTypes.shift(); + if ( ct === undefined ) { + ct = s.mimeType || jqXHR.getResponseHeader( "Content-Type" ); + } + } + + // Check if we're dealing with a known content-type + if ( ct ) { + for ( type in contents ) { + if ( contents[ type ] && contents[ type ].test( ct ) ) { + dataTypes.unshift( type ); + break; + } + } + } + + // Check to see if we have a response for the expected dataType + if ( dataTypes[ 0 ] in responses ) { + finalDataType = dataTypes[ 0 ]; + } else { + + // Try convertible dataTypes + for ( type in responses ) { + if ( !dataTypes[ 0 ] || s.converters[ type + " " + dataTypes[ 0 ] ] ) { + finalDataType = type; + break; + } + if ( !firstDataType ) { + firstDataType = type; + } + } + + // Or just use first one + finalDataType = finalDataType || firstDataType; + } + + // If we found a dataType + // We add the dataType to the list if needed + // and return the corresponding response + if ( finalDataType ) { + if ( finalDataType !== dataTypes[ 0 ] ) { + dataTypes.unshift( finalDataType ); + } + return responses[ finalDataType ]; + } +} + +/* Chain conversions given the request and the original response + * Also sets the responseXXX fields on the jqXHR instance + */ +function ajaxConvert( s, response, jqXHR, isSuccess ) { + var conv2, current, conv, tmp, prev, + converters = {}, + + // Work with a copy of dataTypes in case we need to modify it for conversion + dataTypes = s.dataTypes.slice(); + + // Create converters map with lowercased keys + if ( dataTypes[ 1 ] ) { + for ( conv in s.converters ) { + converters[ conv.toLowerCase() ] = s.converters[ conv ]; + } + } + + current = dataTypes.shift(); + + // Convert to each sequential dataType + while ( current ) { + + if ( s.responseFields[ current ] ) { + jqXHR[ s.responseFields[ current ] ] = response; + } + + // Apply the dataFilter if provided + if ( !prev && isSuccess && s.dataFilter ) { + response = s.dataFilter( response, s.dataType ); + } + + prev = current; + current = dataTypes.shift(); + + if ( current ) { + + // There's only work to do if current dataType is non-auto + if ( current === "*" ) { + + current = prev; + + // Convert response if prev dataType is non-auto and differs from current + } else if ( prev !== "*" && prev !== current ) { + + // Seek a direct converter + conv = converters[ prev + " " + current ] || converters[ "* " + current ]; + + // If none found, seek a pair + if ( !conv ) { + for ( conv2 in converters ) { + + // If conv2 outputs current + tmp = conv2.split( " " ); + if ( tmp[ 1 ] === current ) { + + // If prev can be converted to accepted input + conv = converters[ prev + " " + tmp[ 0 ] ] || + converters[ "* " + tmp[ 0 ] ]; + if ( conv ) { + + // Condense equivalence converters + if ( conv === true ) { + conv = converters[ conv2 ]; + + // Otherwise, insert the intermediate dataType + } else if ( converters[ conv2 ] !== true ) { + current = tmp[ 0 ]; + dataTypes.unshift( tmp[ 1 ] ); + } + break; + } + } + } + } + + // Apply converter (if not an equivalence) + if ( conv !== true ) { + + // Unless errors are allowed to bubble, catch and return them + if ( conv && s.throws ) { + response = conv( response ); + } else { + try { + response = conv( response ); + } catch ( e ) { + return { + state: "parsererror", + error: conv ? e : "No conversion from " + prev + " to " + current + }; + } + } + } + } + } + } + + return { state: "success", data: response }; +} + +jQuery.extend( { + + // Counter for holding the number of active queries + active: 0, + + // Last-Modified header cache for next request + lastModified: {}, + etag: {}, + + ajaxSettings: { + url: location.href, + type: "GET", + isLocal: rlocalProtocol.test( location.protocol ), + global: true, + processData: true, + async: true, + contentType: "application/x-www-form-urlencoded; charset=UTF-8", + + /* + timeout: 0, + data: null, + dataType: null, + username: null, + password: null, + cache: null, + throws: false, + traditional: false, + headers: {}, + */ + + accepts: { + "*": allTypes, + text: "text/plain", + html: "text/html", + xml: "application/xml, text/xml", + json: "application/json, text/javascript" + }, + + contents: { + xml: /\bxml\b/, + html: /\bhtml/, + json: /\bjson\b/ + }, + + responseFields: { + xml: "responseXML", + text: "responseText", + json: "responseJSON" + }, + + // Data converters + // Keys separate source (or catchall "*") and destination types with a single space + converters: { + + // Convert anything to text + "* text": String, + + // Text to html (true = no transformation) + "text html": true, + + // Evaluate text as a json expression + "text json": JSON.parse, + + // Parse text as xml + "text xml": jQuery.parseXML + }, + + // For options that shouldn't be deep extended: + // you can add your own custom options here if + // and when you create one that shouldn't be + // deep extended (see ajaxExtend) + flatOptions: { + url: true, + context: true + } + }, + + // Creates a full fledged settings object into target + // with both ajaxSettings and settings fields. + // If target is omitted, writes into ajaxSettings. + ajaxSetup: function( target, settings ) { + return settings ? + + // Building a settings object + ajaxExtend( ajaxExtend( target, jQuery.ajaxSettings ), settings ) : + + // Extending ajaxSettings + ajaxExtend( jQuery.ajaxSettings, target ); + }, + + ajaxPrefilter: addToPrefiltersOrTransports( prefilters ), + ajaxTransport: addToPrefiltersOrTransports( transports ), + + // Main method + ajax: function( url, options ) { + + // If url is an object, simulate pre-1.5 signature + if ( typeof url === "object" ) { + options = url; + url = undefined; + } + + // Force options to be an object + options = options || {}; + + var transport, + + // URL without anti-cache param + cacheURL, + + // Response headers + responseHeadersString, + responseHeaders, + + // timeout handle + timeoutTimer, + + // Url cleanup var + urlAnchor, + + // Request state (becomes false upon send and true upon completion) + completed, + + // To know if global events are to be dispatched + fireGlobals, + + // Loop variable + i, + + // uncached part of the url + uncached, + + // Create the final options object + s = jQuery.ajaxSetup( {}, options ), + + // Callbacks context + callbackContext = s.context || s, + + // Context for global events is callbackContext if it is a DOM node or jQuery collection + globalEventContext = s.context && + ( callbackContext.nodeType || callbackContext.jquery ) ? + jQuery( callbackContext ) : + jQuery.event, + + // Deferreds + deferred = jQuery.Deferred(), + completeDeferred = jQuery.Callbacks( "once memory" ), + + // Status-dependent callbacks + statusCode = s.statusCode || {}, + + // Headers (they are sent all at once) + requestHeaders = {}, + requestHeadersNames = {}, + + // Default abort message + strAbort = "canceled", + + // Fake xhr + jqXHR = { + readyState: 0, + + // Builds headers hashtable if needed + getResponseHeader: function( key ) { + var match; + if ( completed ) { + if ( !responseHeaders ) { + responseHeaders = {}; + while ( ( match = rheaders.exec( responseHeadersString ) ) ) { + responseHeaders[ match[ 1 ].toLowerCase() + " " ] = + ( responseHeaders[ match[ 1 ].toLowerCase() + " " ] || [] ) + .concat( match[ 2 ] ); + } + } + match = responseHeaders[ key.toLowerCase() + " " ]; + } + return match == null ? null : match.join( ", " ); + }, + + // Raw string + getAllResponseHeaders: function() { + return completed ? responseHeadersString : null; + }, + + // Caches the header + setRequestHeader: function( name, value ) { + if ( completed == null ) { + name = requestHeadersNames[ name.toLowerCase() ] = + requestHeadersNames[ name.toLowerCase() ] || name; + requestHeaders[ name ] = value; + } + return this; + }, + + // Overrides response content-type header + overrideMimeType: function( type ) { + if ( completed == null ) { + s.mimeType = type; + } + return this; + }, + + // Status-dependent callbacks + statusCode: function( map ) { + var code; + if ( map ) { + if ( completed ) { + + // Execute the appropriate callbacks + jqXHR.always( map[ jqXHR.status ] ); + } else { + + // Lazy-add the new callbacks in a way that preserves old ones + for ( code in map ) { + statusCode[ code ] = [ statusCode[ code ], map[ code ] ]; + } + } + } + return this; + }, + + // Cancel the request + abort: function( statusText ) { + var finalText = statusText || strAbort; + if ( transport ) { + transport.abort( finalText ); + } + done( 0, finalText ); + return this; + } + }; + + // Attach deferreds + deferred.promise( jqXHR ); + + // Add protocol if not provided (prefilters might expect it) + // Handle falsy url in the settings object (#10093: consistency with old signature) + // We also use the url parameter if available + s.url = ( ( url || s.url || location.href ) + "" ) + .replace( rprotocol, location.protocol + "//" ); + + // Alias method option to type as per ticket #12004 + s.type = options.method || options.type || s.method || s.type; + + // Extract dataTypes list + s.dataTypes = ( s.dataType || "*" ).toLowerCase().match( rnothtmlwhite ) || [ "" ]; + + // A cross-domain request is in order when the origin doesn't match the current origin. + if ( s.crossDomain == null ) { + urlAnchor = document.createElement( "a" ); + + // Support: IE <=8 - 11, Edge 12 - 15 + // IE throws exception on accessing the href property if url is malformed, + // e.g. http://example.com:80x/ + try { + urlAnchor.href = s.url; + + // Support: IE <=8 - 11 only + // Anchor's host property isn't correctly set when s.url is relative + urlAnchor.href = urlAnchor.href; + s.crossDomain = originAnchor.protocol + "//" + originAnchor.host !== + urlAnchor.protocol + "//" + urlAnchor.host; + } catch ( e ) { + + // If there is an error parsing the URL, assume it is crossDomain, + // it can be rejected by the transport if it is invalid + s.crossDomain = true; + } + } + + // Convert data if not already a string + if ( s.data && s.processData && typeof s.data !== "string" ) { + s.data = jQuery.param( s.data, s.traditional ); + } + + // Apply prefilters + inspectPrefiltersOrTransports( prefilters, s, options, jqXHR ); + + // If request was aborted inside a prefilter, stop there + if ( completed ) { + return jqXHR; + } + + // We can fire global events as of now if asked to + // Don't fire events if jQuery.event is undefined in an AMD-usage scenario (#15118) + fireGlobals = jQuery.event && s.global; + + // Watch for a new set of requests + if ( fireGlobals && jQuery.active++ === 0 ) { + jQuery.event.trigger( "ajaxStart" ); + } + + // Uppercase the type + s.type = s.type.toUpperCase(); + + // Determine if request has content + s.hasContent = !rnoContent.test( s.type ); + + // Save the URL in case we're toying with the If-Modified-Since + // and/or If-None-Match header later on + // Remove hash to simplify url manipulation + cacheURL = s.url.replace( rhash, "" ); + + // More options handling for requests with no content + if ( !s.hasContent ) { + + // Remember the hash so we can put it back + uncached = s.url.slice( cacheURL.length ); + + // If data is available and should be processed, append data to url + if ( s.data && ( s.processData || typeof s.data === "string" ) ) { + cacheURL += ( rquery.test( cacheURL ) ? "&" : "?" ) + s.data; + + // #9682: remove data so that it's not used in an eventual retry + delete s.data; + } + + // Add or update anti-cache param if needed + if ( s.cache === false ) { + cacheURL = cacheURL.replace( rantiCache, "$1" ); + uncached = ( rquery.test( cacheURL ) ? "&" : "?" ) + "_=" + ( nonce.guid++ ) + + uncached; + } + + // Put hash and anti-cache on the URL that will be requested (gh-1732) + s.url = cacheURL + uncached; + + // Change '%20' to '+' if this is encoded form body content (gh-2658) + } else if ( s.data && s.processData && + ( s.contentType || "" ).indexOf( "application/x-www-form-urlencoded" ) === 0 ) { + s.data = s.data.replace( r20, "+" ); + } + + // Set the If-Modified-Since and/or If-None-Match header, if in ifModified mode. + if ( s.ifModified ) { + if ( jQuery.lastModified[ cacheURL ] ) { + jqXHR.setRequestHeader( "If-Modified-Since", jQuery.lastModified[ cacheURL ] ); + } + if ( jQuery.etag[ cacheURL ] ) { + jqXHR.setRequestHeader( "If-None-Match", jQuery.etag[ cacheURL ] ); + } + } + + // Set the correct header, if data is being sent + if ( s.data && s.hasContent && s.contentType !== false || options.contentType ) { + jqXHR.setRequestHeader( "Content-Type", s.contentType ); + } + + // Set the Accepts header for the server, depending on the dataType + jqXHR.setRequestHeader( + "Accept", + s.dataTypes[ 0 ] && s.accepts[ s.dataTypes[ 0 ] ] ? + s.accepts[ s.dataTypes[ 0 ] ] + + ( s.dataTypes[ 0 ] !== "*" ? ", " + allTypes + "; q=0.01" : "" ) : + s.accepts[ "*" ] + ); + + // Check for headers option + for ( i in s.headers ) { + jqXHR.setRequestHeader( i, s.headers[ i ] ); + } + + // Allow custom headers/mimetypes and early abort + if ( s.beforeSend && + ( s.beforeSend.call( callbackContext, jqXHR, s ) === false || completed ) ) { + + // Abort if not done already and return + return jqXHR.abort(); + } + + // Aborting is no longer a cancellation + strAbort = "abort"; + + // Install callbacks on deferreds + completeDeferred.add( s.complete ); + jqXHR.done( s.success ); + jqXHR.fail( s.error ); + + // Get transport + transport = inspectPrefiltersOrTransports( transports, s, options, jqXHR ); + + // If no transport, we auto-abort + if ( !transport ) { + done( -1, "No Transport" ); + } else { + jqXHR.readyState = 1; + + // Send global event + if ( fireGlobals ) { + globalEventContext.trigger( "ajaxSend", [ jqXHR, s ] ); + } + + // If request was aborted inside ajaxSend, stop there + if ( completed ) { + return jqXHR; + } + + // Timeout + if ( s.async && s.timeout > 0 ) { + timeoutTimer = window.setTimeout( function() { + jqXHR.abort( "timeout" ); + }, s.timeout ); + } + + try { + completed = false; + transport.send( requestHeaders, done ); + } catch ( e ) { + + // Rethrow post-completion exceptions + if ( completed ) { + throw e; + } + + // Propagate others as results + done( -1, e ); + } + } + + // Callback for when everything is done + function done( status, nativeStatusText, responses, headers ) { + var isSuccess, success, error, response, modified, + statusText = nativeStatusText; + + // Ignore repeat invocations + if ( completed ) { + return; + } + + completed = true; + + // Clear timeout if it exists + if ( timeoutTimer ) { + window.clearTimeout( timeoutTimer ); + } + + // Dereference transport for early garbage collection + // (no matter how long the jqXHR object will be used) + transport = undefined; + + // Cache response headers + responseHeadersString = headers || ""; + + // Set readyState + jqXHR.readyState = status > 0 ? 4 : 0; + + // Determine if successful + isSuccess = status >= 200 && status < 300 || status === 304; + + // Get response data + if ( responses ) { + response = ajaxHandleResponses( s, jqXHR, responses ); + } + + // Use a noop converter for missing script but not if jsonp + if ( !isSuccess && + jQuery.inArray( "script", s.dataTypes ) > -1 && + jQuery.inArray( "json", s.dataTypes ) < 0 ) { + s.converters[ "text script" ] = function() {}; + } + + // Convert no matter what (that way responseXXX fields are always set) + response = ajaxConvert( s, response, jqXHR, isSuccess ); + + // If successful, handle type chaining + if ( isSuccess ) { + + // Set the If-Modified-Since and/or If-None-Match header, if in ifModified mode. + if ( s.ifModified ) { + modified = jqXHR.getResponseHeader( "Last-Modified" ); + if ( modified ) { + jQuery.lastModified[ cacheURL ] = modified; + } + modified = jqXHR.getResponseHeader( "etag" ); + if ( modified ) { + jQuery.etag[ cacheURL ] = modified; + } + } + + // if no content + if ( status === 204 || s.type === "HEAD" ) { + statusText = "nocontent"; + + // if not modified + } else if ( status === 304 ) { + statusText = "notmodified"; + + // If we have data, let's convert it + } else { + statusText = response.state; + success = response.data; + error = response.error; + isSuccess = !error; + } + } else { + + // Extract error from statusText and normalize for non-aborts + error = statusText; + if ( status || !statusText ) { + statusText = "error"; + if ( status < 0 ) { + status = 0; + } + } + } + + // Set data for the fake xhr object + jqXHR.status = status; + jqXHR.statusText = ( nativeStatusText || statusText ) + ""; + + // Success/Error + if ( isSuccess ) { + deferred.resolveWith( callbackContext, [ success, statusText, jqXHR ] ); + } else { + deferred.rejectWith( callbackContext, [ jqXHR, statusText, error ] ); + } + + // Status-dependent callbacks + jqXHR.statusCode( statusCode ); + statusCode = undefined; + + if ( fireGlobals ) { + globalEventContext.trigger( isSuccess ? "ajaxSuccess" : "ajaxError", + [ jqXHR, s, isSuccess ? success : error ] ); + } + + // Complete + completeDeferred.fireWith( callbackContext, [ jqXHR, statusText ] ); + + if ( fireGlobals ) { + globalEventContext.trigger( "ajaxComplete", [ jqXHR, s ] ); + + // Handle the global AJAX counter + if ( !( --jQuery.active ) ) { + jQuery.event.trigger( "ajaxStop" ); + } + } + } + + return jqXHR; + }, + + getJSON: function( url, data, callback ) { + return jQuery.get( url, data, callback, "json" ); + }, + + getScript: function( url, callback ) { + return jQuery.get( url, undefined, callback, "script" ); + } +} ); + +jQuery.each( [ "get", "post" ], function( _i, method ) { + jQuery[ method ] = function( url, data, callback, type ) { + + // Shift arguments if data argument was omitted + if ( isFunction( data ) ) { + type = type || callback; + callback = data; + data = undefined; + } + + // The url can be an options object (which then must have .url) + return jQuery.ajax( jQuery.extend( { + url: url, + type: method, + dataType: type, + data: data, + success: callback + }, jQuery.isPlainObject( url ) && url ) ); + }; +} ); + +jQuery.ajaxPrefilter( function( s ) { + var i; + for ( i in s.headers ) { + if ( i.toLowerCase() === "content-type" ) { + s.contentType = s.headers[ i ] || ""; + } + } +} ); + + +jQuery._evalUrl = function( url, options, doc ) { + return jQuery.ajax( { + url: url, + + // Make this explicit, since user can override this through ajaxSetup (#11264) + type: "GET", + dataType: "script", + cache: true, + async: false, + global: false, + + // Only evaluate the response if it is successful (gh-4126) + // dataFilter is not invoked for failure responses, so using it instead + // of the default converter is kludgy but it works. + converters: { + "text script": function() {} + }, + dataFilter: function( response ) { + jQuery.globalEval( response, options, doc ); + } + } ); +}; + + +jQuery.fn.extend( { + wrapAll: function( html ) { + var wrap; + + if ( this[ 0 ] ) { + if ( isFunction( html ) ) { + html = html.call( this[ 0 ] ); + } + + // The elements to wrap the target around + wrap = jQuery( html, this[ 0 ].ownerDocument ).eq( 0 ).clone( true ); + + if ( this[ 0 ].parentNode ) { + wrap.insertBefore( this[ 0 ] ); + } + + wrap.map( function() { + var elem = this; + + while ( elem.firstElementChild ) { + elem = elem.firstElementChild; + } + + return elem; + } ).append( this ); + } + + return this; + }, + + wrapInner: function( html ) { + if ( isFunction( html ) ) { + return this.each( function( i ) { + jQuery( this ).wrapInner( html.call( this, i ) ); + } ); + } + + return this.each( function() { + var self = jQuery( this ), + contents = self.contents(); + + if ( contents.length ) { + contents.wrapAll( html ); + + } else { + self.append( html ); + } + } ); + }, + + wrap: function( html ) { + var htmlIsFunction = isFunction( html ); + + return this.each( function( i ) { + jQuery( this ).wrapAll( htmlIsFunction ? html.call( this, i ) : html ); + } ); + }, + + unwrap: function( selector ) { + this.parent( selector ).not( "body" ).each( function() { + jQuery( this ).replaceWith( this.childNodes ); + } ); + return this; + } +} ); + + +jQuery.expr.pseudos.hidden = function( elem ) { + return !jQuery.expr.pseudos.visible( elem ); +}; +jQuery.expr.pseudos.visible = function( elem ) { + return !!( elem.offsetWidth || elem.offsetHeight || elem.getClientRects().length ); +}; + + + + +jQuery.ajaxSettings.xhr = function() { + try { + return new window.XMLHttpRequest(); + } catch ( e ) {} +}; + +var xhrSuccessStatus = { + + // File protocol always yields status code 0, assume 200 + 0: 200, + + // Support: IE <=9 only + // #1450: sometimes IE returns 1223 when it should be 204 + 1223: 204 + }, + xhrSupported = jQuery.ajaxSettings.xhr(); + +support.cors = !!xhrSupported && ( "withCredentials" in xhrSupported ); +support.ajax = xhrSupported = !!xhrSupported; + +jQuery.ajaxTransport( function( options ) { + var callback, errorCallback; + + // Cross domain only allowed if supported through XMLHttpRequest + if ( support.cors || xhrSupported && !options.crossDomain ) { + return { + send: function( headers, complete ) { + var i, + xhr = options.xhr(); + + xhr.open( + options.type, + options.url, + options.async, + options.username, + options.password + ); + + // Apply custom fields if provided + if ( options.xhrFields ) { + for ( i in options.xhrFields ) { + xhr[ i ] = options.xhrFields[ i ]; + } + } + + // Override mime type if needed + if ( options.mimeType && xhr.overrideMimeType ) { + xhr.overrideMimeType( options.mimeType ); + } + + // X-Requested-With header + // For cross-domain requests, seeing as conditions for a preflight are + // akin to a jigsaw puzzle, we simply never set it to be sure. + // (it can always be set on a per-request basis or even using ajaxSetup) + // For same-domain requests, won't change header if already provided. + if ( !options.crossDomain && !headers[ "X-Requested-With" ] ) { + headers[ "X-Requested-With" ] = "XMLHttpRequest"; + } + + // Set headers + for ( i in headers ) { + xhr.setRequestHeader( i, headers[ i ] ); + } + + // Callback + callback = function( type ) { + return function() { + if ( callback ) { + callback = errorCallback = xhr.onload = + xhr.onerror = xhr.onabort = xhr.ontimeout = + xhr.onreadystatechange = null; + + if ( type === "abort" ) { + xhr.abort(); + } else if ( type === "error" ) { + + // Support: IE <=9 only + // On a manual native abort, IE9 throws + // errors on any property access that is not readyState + if ( typeof xhr.status !== "number" ) { + complete( 0, "error" ); + } else { + complete( + + // File: protocol always yields status 0; see #8605, #14207 + xhr.status, + xhr.statusText + ); + } + } else { + complete( + xhrSuccessStatus[ xhr.status ] || xhr.status, + xhr.statusText, + + // Support: IE <=9 only + // IE9 has no XHR2 but throws on binary (trac-11426) + // For XHR2 non-text, let the caller handle it (gh-2498) + ( xhr.responseType || "text" ) !== "text" || + typeof xhr.responseText !== "string" ? 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ve{constructor(t,e){super(t,e),this._interval=null,this._activeElement=null,this._isSliding=!1,this.touchTimeout=null,this._swipeHelper=null,this._indicatorsElement=we.findOne(".carousel-indicators",this._element),this._addEventListeners(),this._config.ride===ti&&this.cycle()}static get Default(){return ri}static get DefaultType(){return ai}static get NAME(){return"carousel"}next(){this._slide(ze)}nextWhenVisible(){!document.hidden&&Bt(this._element)&&this.next()}prev(){this._slide(Re)}pause(){this._isSliding&&jt(this._element),this._clearInterval()}cycle(){this._clearInterval(),this._updateInterval(),this._interval=setInterval((()=>this.nextWhenVisible()),this._config.interval)}_maybeEnableCycle(){this._config.ride&&(this._isSliding?fe.one(this._element,Ke,(()=>this.cycle())):this.cycle())}to(t){const e=this._getItems();if(t>e.length-1||t<0)return;if(this._isSliding)return void fe.one(this._element,Ke,(()=>this.to(t)));const i=this._getItemIndex(this._getActive());if(i===t)return;const n=t>i?ze:Re;this._slide(n,e[t])}dispose(){this._swipeHelper&&this._swipeHelper.dispose(),super.dispose()}_configAfterMerge(t){return t.defaultInterval=t.interval,t}_addEventListeners(){this._config.keyboard&&fe.on(this._element,Qe,(t=>this._keydown(t))),"hover"===this._config.pause&&(fe.on(this._element,Xe,(()=>this.pause())),fe.on(this._element,Ue,(()=>this._maybeEnableCycle()))),this._config.touch&&je.isSupported()&&this._addTouchEventListeners()}_addTouchEventListeners(){for(const t of we.find(".carousel-item img",this._element))fe.on(t,Ge,(t=>t.preventDefault()));const t={leftCallback:()=>this._slide(this._directionToOrder(qe)),rightCallback:()=>this._slide(this._directionToOrder(Ve)),endCallback:()=>{"hover"===this._config.pause&&(this.pause(),this.touchTimeout&&clearTimeout(this.touchTimeout),this.touchTimeout=setTimeout((()=>this._maybeEnableCycle()),500+this._config.interval))}};this._swipeHelper=new je(this._element,t)}_keydown(t){if(/input|textarea/i.test(t.target.tagName))return;const e=oi[t.key];e&&(t.preventDefault(),this._slide(this._directionToOrder(e)))}_getItemIndex(t){return this._getItems().indexOf(t)}_setActiveIndicatorElement(t){if(!this._indicatorsElement)return;const e=we.findOne(ii,this._indicatorsElement);e.classList.remove(ei),e.removeAttribute("aria-current");const i=we.findOne(`[data-bs-slide-to="${t}"]`,this._indicatorsElement);i&&(i.classList.add(ei),i.setAttribute("aria-current","true"))}_updateInterval(){const t=this._activeElement||this._getActive();if(!t)return;const e=Number.parseInt(t.getAttribute("data-bs-interval"),10);this._config.interval=e||this._config.defaultInterval}_slide(t,e=null){if(this._isSliding)return;const i=this._getActive(),n=t===ze,s=e||Gt(this._getItems(),i,n,this._config.wrap);if(s===i)return;const 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.collapse.collapsing").filter((t=>t!==this._element)).map((t=>Ei.getOrCreateInstance(t,{toggle:!1})))),t.length&&t[0]._isTransitioning)return;if(fe.trigger(this._element,hi).defaultPrevented)return;for(const e of t)e.hide();const e=this._getDimension();this._element.classList.remove(gi),this._element.classList.add(_i),this._element.style[e]=0,this._addAriaAndCollapsedClass(this._triggerArray,!0),this._isTransitioning=!0;const i=`scroll${e[0].toUpperCase()+e.slice(1)}`;this._queueCallback((()=>{this._isTransitioning=!1,this._element.classList.remove(_i),this._element.classList.add(gi,mi),this._element.style[e]="",fe.trigger(this._element,di)}),this._element,!0),this._element.style[e]=`${this._element[i]}px`}hide(){if(this._isTransitioning||!this._isShown())return;if(fe.trigger(this._element,ui).defaultPrevented)return;const t=this._getDimension();this._element.style[t]=`${this._element.getBoundingClientRect()[t]}px`,qt(this._element),this._element.classList.add(_i),this._element.classList.remove(gi,mi);for(const t of this._triggerArray){const e=we.getElementFromSelector(t);e&&!this._isShown(e)&&this._addAriaAndCollapsedClass([t],!1)}this._isTransitioning=!0,this._element.style[t]="",this._queueCallback((()=>{this._isTransitioning=!1,this._element.classList.remove(_i),this._element.classList.add(gi),fe.trigger(this._element,fi)}),this._element,!0)}_isShown(t=this._element){return t.classList.contains(mi)}_configAfterMerge(t){return t.toggle=Boolean(t.toggle),t.parent=Ht(t.parent),t}_getDimension(){return this._element.classList.contains("collapse-horizontal")?"width":"height"}_initializeChildren(){if(!this._config.parent)return;const t=this._getFirstLevelChildren(vi);for(const e of t){const t=we.getElementFromSelector(e);t&&this._addAriaAndCollapsedClass([e],this._isShown(t))}}_getFirstLevelChildren(t){const e=we.find(bi,this._config.parent);return we.find(t,this._config.parent).filter((t=>!e.includes(t)))}_addAriaAndCollapsedClass(t,e){if(t.length)for(const i of t)i.classList.toggle("collapsed",!e),i.setAttribute("aria-expanded",e)}static jQueryInterface(t){const e={};return"string"==typeof t&&/show|hide/.test(t)&&(e.toggle=!1),this.each((function(){const i=Ei.getOrCreateInstance(this,e);if("string"==typeof t){if(void 0===i[t])throw new TypeError(`No method named "${t}"`);i[t]()}}))}}fe.on(document,pi,vi,(function(t){("A"===t.target.tagName||t.delegateTarget&&"A"===t.delegateTarget.tagName)&&t.preventDefault();for(const t of we.getMultipleElementsFromSelector(this))Ei.getOrCreateInstance(t,{toggle:!1}).toggle()})),Qt(Ei);const Ai="dropdown",Ti=".bs.dropdown",Ci=".data-api",Oi="ArrowUp",xi="ArrowDown",ki=`hide${Ti}`,Li=`hidden${Ti}`,Si=`show${Ti}`,Di=`shown${Ti}`,$i=`click${Ti}${Ci}`,Ii=`keydown${Ti}${Ci}`,Ni=`keyup${Ti}${Ci}`,Pi="show",Mi='[data-bs-toggle="dropdown"]:not(.disabled):not(:disabled)',ji=`${Mi}.${Pi}`,Fi=".dropdown-menu",Hi=Kt()?"top-end":"top-start",Bi=Kt()?"top-start":"top-end",Wi=Kt()?"bottom-end":"bottom-start",zi=Kt()?"bottom-start":"bottom-end",Ri=Kt()?"left-start":"right-start",qi=Kt()?"right-start":"left-start",Vi={autoClose:!0,boundary:"clippingParents",display:"dynamic",offset:[0,2],popperConfig:null,reference:"toggle"},Yi={autoClose:"(boolean|string)",boundary:"(string|element)",display:"string",offset:"(array|string|function)",popperConfig:"(null|object|function)",reference:"(string|element|object)"};class Ki extends ve{constructor(t,e){super(t,e),this._popper=null,this._parent=this._element.parentNode,this._menu=we.next(this._element,Fi)[0]||we.prev(this._element,Fi)[0]||we.findOne(Fi,this._parent),this._inNavbar=this._detectNavbar()}static get Default(){return Vi}static get DefaultType(){return Yi}static get NAME(){return Ai}toggle(){return this._isShown()?this.hide():this.show()}show(){if(Wt(this._element)||this._isShown())return;const t={relatedTarget:this._element};if(!fe.trigger(this._element,Si,t).defaultPrevented){if(this._createPopper(),"ontouchstart"in document.documentElement&&!this._parent.closest(".navbar-nav"))for(const t of[].concat(...document.body.children))fe.on(t,"mouseover",Rt);this._element.focus(),this._element.setAttribute("aria-expanded",!0),this._menu.classList.add(Pi),this._element.classList.add(Pi),fe.trigger(this._element,Di,t)}}hide(){if(Wt(this._element)||!this._isShown())return;const t={relatedTarget:this._element};this._completeHide(t)}dispose(){this._popper&&this._popper.destroy(),super.dispose()}update(){this._inNavbar=this._detectNavbar(),this._popper&&this._popper.update()}_completeHide(t){if(!fe.trigger(this._element,ki,t).defaultPrevented){if("ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.off(t,"mouseover",Rt);this._popper&&this._popper.destroy(),this._menu.classList.remove(Pi),this._element.classList.remove(Pi),this._element.setAttribute("aria-expanded","false"),_e.removeDataAttribute(this._menu,"popper"),fe.trigger(this._element,Li,t)}}_getConfig(t){if("object"==typeof(t=super._getConfig(t)).reference&&!Ft(t.reference)&&"function"!=typeof t.reference.getBoundingClientRect)throw new TypeError(`${Ai.toUpperCase()}: Option "reference" provided type "object" without a required "getBoundingClientRect" method.`);return t}_createPopper(){if(void 0===e)throw new TypeError("Bootstrap's dropdowns require Popper (https://popper.js.org)");let t=this._element;"parent"===this._config.reference?t=this._parent:Ft(this._config.reference)?t=Ht(this._config.reference):"object"==typeof this._config.reference&&(t=this._config.reference);const i=this._getPopperConfig();this._popper=Dt(t,this._menu,i)}_isShown(){return this._menu.classList.contains(Pi)}_getPlacement(){const t=this._parent;if(t.classList.contains("dropend"))return Ri;if(t.classList.contains("dropstart"))return qi;if(t.classList.contains("dropup-center"))return"top";if(t.classList.contains("dropdown-center"))return"bottom";const e="end"===getComputedStyle(this._menu).getPropertyValue("--bs-position").trim();return t.classList.contains("dropup")?e?Bi:Hi:e?zi:Wi}_detectNavbar(){return null!==this._element.closest(".navbar")}_getOffset(){const{offset:t}=this._config;return"string"==typeof t?t.split(",").map((t=>Number.parseInt(t,10))):"function"==typeof t?e=>t(e,this._element):t}_getPopperConfig(){const t={placement:this._getPlacement(),modifiers:[{name:"preventOverflow",options:{boundary:this._config.boundary}},{name:"offset",options:{offset:this._getOffset()}}]};return(this._inNavbar||"static"===this._config.display)&&(_e.setDataAttribute(this._menu,"popper","static"),t.modifiers=[{name:"applyStyles",enabled:!1}]),{...t,...Xt(this._config.popperConfig,[t])}}_selectMenuItem({key:t,target:e}){const i=we.find(".dropdown-menu .dropdown-item:not(.disabled):not(:disabled)",this._menu).filter((t=>Bt(t)));i.length&&Gt(i,e,t===xi,!i.includes(e)).focus()}static jQueryInterface(t){return this.each((function(){const e=Ki.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}static clearMenus(t){if(2===t.button||"keyup"===t.type&&"Tab"!==t.key)return;const e=we.find(ji);for(const i of e){const e=Ki.getInstance(i);if(!e||!1===e._config.autoClose)continue;const n=t.composedPath(),s=n.includes(e._menu);if(n.includes(e._element)||"inside"===e._config.autoClose&&!s||"outside"===e._config.autoClose&&s)continue;if(e._menu.contains(t.target)&&("keyup"===t.type&&"Tab"===t.key||/input|select|option|textarea|form/i.test(t.target.tagName)))continue;const o={relatedTarget:e._element};"click"===t.type&&(o.clickEvent=t),e._completeHide(o)}}static dataApiKeydownHandler(t){const e=/input|textarea/i.test(t.target.tagName),i="Escape"===t.key,n=[Oi,xi].includes(t.key);if(!n&&!i)return;if(e&&!i)return;t.preventDefault();const s=this.matches(Mi)?this:we.prev(this,Mi)[0]||we.next(this,Mi)[0]||we.findOne(Mi,t.delegateTarget.parentNode),o=Ki.getOrCreateInstance(s);if(n)return t.stopPropagation(),o.show(),void o._selectMenuItem(t);o._isShown()&&(t.stopPropagation(),o.hide(),s.focus())}}fe.on(document,Ii,Mi,Ki.dataApiKeydownHandler),fe.on(document,Ii,Fi,Ki.dataApiKeydownHandler),fe.on(document,$i,Ki.clearMenus),fe.on(document,Ni,Ki.clearMenus),fe.on(document,$i,Mi,(function(t){t.preventDefault(),Ki.getOrCreateInstance(this).toggle()})),Qt(Ki);const Qi="backdrop",Xi="show",Ui=`mousedown.bs.${Qi}`,Gi={className:"modal-backdrop",clickCallback:null,isAnimated:!1,isVisible:!0,rootElement:"body"},Ji={className:"string",clickCallback:"(function|null)",isAnimated:"boolean",isVisible:"boolean",rootElement:"(element|string)"};class Zi extends be{constructor(t){super(),this._config=this._getConfig(t),this._isAppended=!1,this._element=null}static get Default(){return Gi}static get DefaultType(){return Ji}static get NAME(){return Qi}show(t){if(!this._config.isVisible)return void Xt(t);this._append();const e=this._getElement();this._config.isAnimated&&qt(e),e.classList.add(Xi),this._emulateAnimation((()=>{Xt(t)}))}hide(t){this._config.isVisible?(this._getElement().classList.remove(Xi),this._emulateAnimation((()=>{this.dispose(),Xt(t)}))):Xt(t)}dispose(){this._isAppended&&(fe.off(this._element,Ui),this._element.remove(),this._isAppended=!1)}_getElement(){if(!this._element){const t=document.createElement("div");t.className=this._config.className,this._config.isAnimated&&t.classList.add("fade"),this._element=t}return this._element}_configAfterMerge(t){return t.rootElement=Ht(t.rootElement),t}_append(){if(this._isAppended)return;const t=this._getElement();this._config.rootElement.append(t),fe.on(t,Ui,(()=>{Xt(this._config.clickCallback)})),this._isAppended=!0}_emulateAnimation(t){Ut(t,this._getElement(),this._config.isAnimated)}}const tn=".bs.focustrap",en=`focusin${tn}`,nn=`keydown.tab${tn}`,sn="backward",on={autofocus:!0,trapElement:null},rn={autofocus:"boolean",trapElement:"element"};class an extends be{constructor(t){super(),this._config=this._getConfig(t),this._isActive=!1,this._lastTabNavDirection=null}static get Default(){return on}static get DefaultType(){return rn}static get NAME(){return"focustrap"}activate(){this._isActive||(this._config.autofocus&&this._config.trapElement.focus(),fe.off(document,tn),fe.on(document,en,(t=>this._handleFocusin(t))),fe.on(document,nn,(t=>this._handleKeydown(t))),this._isActive=!0)}deactivate(){this._isActive&&(this._isActive=!1,fe.off(document,tn))}_handleFocusin(t){const{trapElement:e}=this._config;if(t.target===document||t.target===e||e.contains(t.target))return;const i=we.focusableChildren(e);0===i.length?e.focus():this._lastTabNavDirection===sn?i[i.length-1].focus():i[0].focus()}_handleKeydown(t){"Tab"===t.key&&(this._lastTabNavDirection=t.shiftKey?sn:"forward")}}const ln=".fixed-top, .fixed-bottom, .is-fixed, .sticky-top",cn=".sticky-top",hn="padding-right",dn="margin-right";class un{constructor(){this._element=document.body}getWidth(){const t=document.documentElement.clientWidth;return Math.abs(window.innerWidth-t)}hide(){const t=this.getWidth();this._disableOverFlow(),this._setElementAttributes(this._element,hn,(e=>e+t)),this._setElementAttributes(ln,hn,(e=>e+t)),this._setElementAttributes(cn,dn,(e=>e-t))}reset(){this._resetElementAttributes(this._element,"overflow"),this._resetElementAttributes(this._element,hn),this._resetElementAttributes(ln,hn),this._resetElementAttributes(cn,dn)}isOverflowing(){return this.getWidth()>0}_disableOverFlow(){this._saveInitialAttribute(this._element,"overflow"),this._element.style.overflow="hidden"}_setElementAttributes(t,e,i){const n=this.getWidth();this._applyManipulationCallback(t,(t=>{if(t!==this._element&&window.innerWidth>t.clientWidth+n)return;this._saveInitialAttribute(t,e);const s=window.getComputedStyle(t).getPropertyValue(e);t.style.setProperty(e,`${i(Number.parseFloat(s))}px`)}))}_saveInitialAttribute(t,e){const i=t.style.getPropertyValue(e);i&&_e.setDataAttribute(t,e,i)}_resetElementAttributes(t,e){this._applyManipulationCallback(t,(t=>{const i=_e.getDataAttribute(t,e);null!==i?(_e.removeDataAttribute(t,e),t.style.setProperty(e,i)):t.style.removeProperty(e)}))}_applyManipulationCallback(t,e){if(Ft(t))e(t);else for(const i of we.find(t,this._element))e(i)}}const fn=".bs.modal",pn=`hide${fn}`,mn=`hidePrevented${fn}`,gn=`hidden${fn}`,_n=`show${fn}`,bn=`shown${fn}`,vn=`resize${fn}`,yn=`click.dismiss${fn}`,wn=`mousedown.dismiss${fn}`,En=`keydown.dismiss${fn}`,An=`click${fn}.data-api`,Tn="modal-open",Cn="show",On="modal-static",xn={backdrop:!0,focus:!0,keyboard:!0},kn={backdrop:"(boolean|string)",focus:"boolean",keyboard:"boolean"};class Ln extends ve{constructor(t,e){super(t,e),this._dialog=we.findOne(".modal-dialog",this._element),this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._isShown=!1,this._isTransitioning=!1,this._scrollBar=new un,this._addEventListeners()}static get Default(){return xn}static get DefaultType(){return kn}static get NAME(){return"modal"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||this._isTransitioning||fe.trigger(this._element,_n,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._isTransitioning=!0,this._scrollBar.hide(),document.body.classList.add(Tn),this._adjustDialog(),this._backdrop.show((()=>this._showElement(t))))}hide(){this._isShown&&!this._isTransitioning&&(fe.trigger(this._element,pn).defaultPrevented||(this._isShown=!1,this._isTransitioning=!0,this._focustrap.deactivate(),this._element.classList.remove(Cn),this._queueCallback((()=>this._hideModal()),this._element,this._isAnimated())))}dispose(){fe.off(window,fn),fe.off(this._dialog,fn),this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}handleUpdate(){this._adjustDialog()}_initializeBackDrop(){return new Zi({isVisible:Boolean(this._config.backdrop),isAnimated:this._isAnimated()})}_initializeFocusTrap(){return new an({trapElement:this._element})}_showElement(t){document.body.contains(this._element)||document.body.append(this._element),this._element.style.display="block",this._element.removeAttribute("aria-hidden"),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.scrollTop=0;const e=we.findOne(".modal-body",this._dialog);e&&(e.scrollTop=0),qt(this._element),this._element.classList.add(Cn),this._queueCallback((()=>{this._config.focus&&this._focustrap.activate(),this._isTransitioning=!1,fe.trigger(this._element,bn,{relatedTarget:t})}),this._dialog,this._isAnimated())}_addEventListeners(){fe.on(this._element,En,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():this._triggerBackdropTransition())})),fe.on(window,vn,(()=>{this._isShown&&!this._isTransitioning&&this._adjustDialog()})),fe.on(this._element,wn,(t=>{fe.one(this._element,yn,(e=>{this._element===t.target&&this._element===e.target&&("static"!==this._config.backdrop?this._config.backdrop&&this.hide():this._triggerBackdropTransition())}))}))}_hideModal(){this._element.style.display="none",this._element.setAttribute("aria-hidden",!0),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._isTransitioning=!1,this._backdrop.hide((()=>{document.body.classList.remove(Tn),this._resetAdjustments(),this._scrollBar.reset(),fe.trigger(this._element,gn)}))}_isAnimated(){return this._element.classList.contains("fade")}_triggerBackdropTransition(){if(fe.trigger(this._element,mn).defaultPrevented)return;const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._element.style.overflowY;"hidden"===e||this._element.classList.contains(On)||(t||(this._element.style.overflowY="hidden"),this._element.classList.add(On),this._queueCallback((()=>{this._element.classList.remove(On),this._queueCallback((()=>{this._element.style.overflowY=e}),this._dialog)}),this._dialog),this._element.focus())}_adjustDialog(){const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._scrollBar.getWidth(),i=e>0;if(i&&!t){const t=Kt()?"paddingLeft":"paddingRight";this._element.style[t]=`${e}px`}if(!i&&t){const t=Kt()?"paddingRight":"paddingLeft";this._element.style[t]=`${e}px`}}_resetAdjustments(){this._element.style.paddingLeft="",this._element.style.paddingRight=""}static jQueryInterface(t,e){return this.each((function(){const i=Ln.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===i[t])throw new TypeError(`No method named "${t}"`);i[t](e)}}))}}fe.on(document,An,'[data-bs-toggle="modal"]',(function(t){const e=we.getElementFromSelector(this);["A","AREA"].includes(this.tagName)&&t.preventDefault(),fe.one(e,_n,(t=>{t.defaultPrevented||fe.one(e,gn,(()=>{Bt(this)&&this.focus()}))}));const i=we.findOne(".modal.show");i&&Ln.getInstance(i).hide(),Ln.getOrCreateInstance(e).toggle(this)})),Ee(Ln),Qt(Ln);const Sn=".bs.offcanvas",Dn=".data-api",$n=`load${Sn}${Dn}`,In="show",Nn="showing",Pn="hiding",Mn=".offcanvas.show",jn=`show${Sn}`,Fn=`shown${Sn}`,Hn=`hide${Sn}`,Bn=`hidePrevented${Sn}`,Wn=`hidden${Sn}`,zn=`resize${Sn}`,Rn=`click${Sn}${Dn}`,qn=`keydown.dismiss${Sn}`,Vn={backdrop:!0,keyboard:!0,scroll:!1},Yn={backdrop:"(boolean|string)",keyboard:"boolean",scroll:"boolean"};class Kn extends ve{constructor(t,e){super(t,e),this._isShown=!1,this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._addEventListeners()}static get Default(){return Vn}static get DefaultType(){return Yn}static get NAME(){return"offcanvas"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||fe.trigger(this._element,jn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._backdrop.show(),this._config.scroll||(new un).hide(),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.classList.add(Nn),this._queueCallback((()=>{this._config.scroll&&!this._config.backdrop||this._focustrap.activate(),this._element.classList.add(In),this._element.classList.remove(Nn),fe.trigger(this._element,Fn,{relatedTarget:t})}),this._element,!0))}hide(){this._isShown&&(fe.trigger(this._element,Hn).defaultPrevented||(this._focustrap.deactivate(),this._element.blur(),this._isShown=!1,this._element.classList.add(Pn),this._backdrop.hide(),this._queueCallback((()=>{this._element.classList.remove(In,Pn),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._config.scroll||(new un).reset(),fe.trigger(this._element,Wn)}),this._element,!0)))}dispose(){this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}_initializeBackDrop(){const t=Boolean(this._config.backdrop);return new Zi({className:"offcanvas-backdrop",isVisible:t,isAnimated:!0,rootElement:this._element.parentNode,clickCallback:t?()=>{"static"!==this._config.backdrop?this.hide():fe.trigger(this._element,Bn)}:null})}_initializeFocusTrap(){return new an({trapElement:this._element})}_addEventListeners(){fe.on(this._element,qn,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():fe.trigger(this._element,Bn))}))}static jQueryInterface(t){return this.each((function(){const e=Kn.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t](this)}}))}}fe.on(document,Rn,'[data-bs-toggle="offcanvas"]',(function(t){const e=we.getElementFromSelector(this);if(["A","AREA"].includes(this.tagName)&&t.preventDefault(),Wt(this))return;fe.one(e,Wn,(()=>{Bt(this)&&this.focus()}));const i=we.findOne(Mn);i&&i!==e&&Kn.getInstance(i).hide(),Kn.getOrCreateInstance(e).toggle(this)})),fe.on(window,$n,(()=>{for(const t of we.find(Mn))Kn.getOrCreateInstance(t).show()})),fe.on(window,zn,(()=>{for(const t of we.find("[aria-modal][class*=show][class*=offcanvas-]"))"fixed"!==getComputedStyle(t).position&&Kn.getOrCreateInstance(t).hide()})),Ee(Kn),Qt(Kn);const Qn={"*":["class","dir","id","lang","role",/^aria-[\w-]*$/i],a:["target","href","title","rel"],area:[],b:[],br:[],col:[],code:[],dd:[],div:[],dl:[],dt:[],em:[],hr:[],h1:[],h2:[],h3:[],h4:[],h5:[],h6:[],i:[],img:["src","srcset","alt","title","width","height"],li:[],ol:[],p:[],pre:[],s:[],small:[],span:[],sub:[],sup:[],strong:[],u:[],ul:[]},Xn=new Set(["background","cite","href","itemtype","longdesc","poster","src","xlink:href"]),Un=/^(?!javascript:)(?:[a-z0-9+.-]+:|[^&:/?#]*(?:[/?#]|$))/i,Gn=(t,e)=>{const i=t.nodeName.toLowerCase();return e.includes(i)?!Xn.has(i)||Boolean(Un.test(t.nodeValue)):e.filter((t=>t instanceof RegExp)).some((t=>t.test(i)))},Jn={allowList:Qn,content:{},extraClass:"",html:!1,sanitize:!0,sanitizeFn:null,template:"
"},Zn={allowList:"object",content:"object",extraClass:"(string|function)",html:"boolean",sanitize:"boolean",sanitizeFn:"(null|function)",template:"string"},ts={entry:"(string|element|function|null)",selector:"(string|element)"};class es extends be{constructor(t){super(),this._config=this._getConfig(t)}static get Default(){return Jn}static get DefaultType(){return Zn}static get NAME(){return"TemplateFactory"}getContent(){return Object.values(this._config.content).map((t=>this._resolvePossibleFunction(t))).filter(Boolean)}hasContent(){return this.getContent().length>0}changeContent(t){return this._checkContent(t),this._config.content={...this._config.content,...t},this}toHtml(){const t=document.createElement("div");t.innerHTML=this._maybeSanitize(this._config.template);for(const[e,i]of Object.entries(this._config.content))this._setContent(t,i,e);const e=t.children[0],i=this._resolvePossibleFunction(this._config.extraClass);return i&&e.classList.add(...i.split(" ")),e}_typeCheckConfig(t){super._typeCheckConfig(t),this._checkContent(t.content)}_checkContent(t){for(const[e,i]of Object.entries(t))super._typeCheckConfig({selector:e,entry:i},ts)}_setContent(t,e,i){const n=we.findOne(i,t);n&&((e=this._resolvePossibleFunction(e))?Ft(e)?this._putElementInTemplate(Ht(e),n):this._config.html?n.innerHTML=this._maybeSanitize(e):n.textContent=e:n.remove())}_maybeSanitize(t){return this._config.sanitize?function(t,e,i){if(!t.length)return t;if(i&&"function"==typeof i)return i(t);const n=(new window.DOMParser).parseFromString(t,"text/html"),s=[].concat(...n.body.querySelectorAll("*"));for(const t of s){const i=t.nodeName.toLowerCase();if(!Object.keys(e).includes(i)){t.remove();continue}const n=[].concat(...t.attributes),s=[].concat(e["*"]||[],e[i]||[]);for(const e of n)Gn(e,s)||t.removeAttribute(e.nodeName)}return n.body.innerHTML}(t,this._config.allowList,this._config.sanitizeFn):t}_resolvePossibleFunction(t){return Xt(t,[this])}_putElementInTemplate(t,e){if(this._config.html)return e.innerHTML="",void e.append(t);e.textContent=t.textContent}}const is=new Set(["sanitize","allowList","sanitizeFn"]),ns="fade",ss="show",os=".tooltip-inner",rs=".modal",as="hide.bs.modal",ls="hover",cs="focus",hs={AUTO:"auto",TOP:"top",RIGHT:Kt()?"left":"right",BOTTOM:"bottom",LEFT:Kt()?"right":"left"},ds={allowList:Qn,animation:!0,boundary:"clippingParents",container:!1,customClass:"",delay:0,fallbackPlacements:["top","right","bottom","left"],html:!1,offset:[0,6],placement:"top",popperConfig:null,sanitize:!0,sanitizeFn:null,selector:!1,template:'',title:"",trigger:"hover focus"},us={allowList:"object",animation:"boolean",boundary:"(string|element)",container:"(string|element|boolean)",customClass:"(string|function)",delay:"(number|object)",fallbackPlacements:"array",html:"boolean",offset:"(array|string|function)",placement:"(string|function)",popperConfig:"(null|object|function)",sanitize:"boolean",sanitizeFn:"(null|function)",selector:"(string|boolean)",template:"string",title:"(string|element|function)",trigger:"string"};class fs extends ve{constructor(t,i){if(void 0===e)throw new TypeError("Bootstrap's tooltips require Popper (https://popper.js.org)");super(t,i),this._isEnabled=!0,this._timeout=0,this._isHovered=null,this._activeTrigger={},this._popper=null,this._templateFactory=null,this._newContent=null,this.tip=null,this._setListeners(),this._config.selector||this._fixTitle()}static get Default(){return ds}static get DefaultType(){return us}static get NAME(){return"tooltip"}enable(){this._isEnabled=!0}disable(){this._isEnabled=!1}toggleEnabled(){this._isEnabled=!this._isEnabled}toggle(){this._isEnabled&&(this._activeTrigger.click=!this._activeTrigger.click,this._isShown()?this._leave():this._enter())}dispose(){clearTimeout(this._timeout),fe.off(this._element.closest(rs),as,this._hideModalHandler),this._element.getAttribute("data-bs-original-title")&&this._element.setAttribute("title",this._element.getAttribute("data-bs-original-title")),this._disposePopper(),super.dispose()}show(){if("none"===this._element.style.display)throw new Error("Please use show on visible elements");if(!this._isWithContent()||!this._isEnabled)return;const t=fe.trigger(this._element,this.constructor.eventName("show")),e=(zt(this._element)||this._element.ownerDocument.documentElement).contains(this._element);if(t.defaultPrevented||!e)return;this._disposePopper();const i=this._getTipElement();this._element.setAttribute("aria-describedby",i.getAttribute("id"));const{container:n}=this._config;if(this._element.ownerDocument.documentElement.contains(this.tip)||(n.append(i),fe.trigger(this._element,this.constructor.eventName("inserted"))),this._popper=this._createPopper(i),i.classList.add(ss),"ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.on(t,"mouseover",Rt);this._queueCallback((()=>{fe.trigger(this._element,this.constructor.eventName("shown")),!1===this._isHovered&&this._leave(),this._isHovered=!1}),this.tip,this._isAnimated())}hide(){if(this._isShown()&&!fe.trigger(this._element,this.constructor.eventName("hide")).defaultPrevented){if(this._getTipElement().classList.remove(ss),"ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.off(t,"mouseover",Rt);this._activeTrigger.click=!1,this._activeTrigger[cs]=!1,this._activeTrigger[ls]=!1,this._isHovered=null,this._queueCallback((()=>{this._isWithActiveTrigger()||(this._isHovered||this._disposePopper(),this._element.removeAttribute("aria-describedby"),fe.trigger(this._element,this.constructor.eventName("hidden")))}),this.tip,this._isAnimated())}}update(){this._popper&&this._popper.update()}_isWithContent(){return Boolean(this._getTitle())}_getTipElement(){return this.tip||(this.tip=this._createTipElement(this._newContent||this._getContentForTemplate())),this.tip}_createTipElement(t){const e=this._getTemplateFactory(t).toHtml();if(!e)return null;e.classList.remove(ns,ss),e.classList.add(`bs-${this.constructor.NAME}-auto`);const i=(t=>{do{t+=Math.floor(1e6*Math.random())}while(document.getElementById(t));return t})(this.constructor.NAME).toString();return e.setAttribute("id",i),this._isAnimated()&&e.classList.add(ns),e}setContent(t){this._newContent=t,this._isShown()&&(this._disposePopper(),this.show())}_getTemplateFactory(t){return this._templateFactory?this._templateFactory.changeContent(t):this._templateFactory=new es({...this._config,content:t,extraClass:this._resolvePossibleFunction(this._config.customClass)}),this._templateFactory}_getContentForTemplate(){return{[os]:this._getTitle()}}_getTitle(){return this._resolvePossibleFunction(this._config.title)||this._element.getAttribute("data-bs-original-title")}_initializeOnDelegatedTarget(t){return this.constructor.getOrCreateInstance(t.delegateTarget,this._getDelegateConfig())}_isAnimated(){return this._config.animation||this.tip&&this.tip.classList.contains(ns)}_isShown(){return this.tip&&this.tip.classList.contains(ss)}_createPopper(t){const e=Xt(this._config.placement,[this,t,this._element]),i=hs[e.toUpperCase()];return Dt(this._element,t,this._getPopperConfig(i))}_getOffset(){const{offset:t}=this._config;return"string"==typeof t?t.split(",").map((t=>Number.parseInt(t,10))):"function"==typeof t?e=>t(e,this._element):t}_resolvePossibleFunction(t){return Xt(t,[this._element])}_getPopperConfig(t){const e={placement:t,modifiers:[{name:"flip",options:{fallbackPlacements:this._config.fallbackPlacements}},{name:"offset",options:{offset:this._getOffset()}},{name:"preventOverflow",options:{boundary:this._config.boundary}},{name:"arrow",options:{element:`.${this.constructor.NAME}-arrow`}},{name:"preSetPlacement",enabled:!0,phase:"beforeMain",fn:t=>{this._getTipElement().setAttribute("data-popper-placement",t.state.placement)}}]};return{...e,...Xt(this._config.popperConfig,[e])}}_setListeners(){const t=this._config.trigger.split(" ");for(const e of t)if("click"===e)fe.on(this._element,this.constructor.eventName("click"),this._config.selector,(t=>{this._initializeOnDelegatedTarget(t).toggle()}));else if("manual"!==e){const t=e===ls?this.constructor.eventName("mouseenter"):this.constructor.eventName("focusin"),i=e===ls?this.constructor.eventName("mouseleave"):this.constructor.eventName("focusout");fe.on(this._element,t,this._config.selector,(t=>{const e=this._initializeOnDelegatedTarget(t);e._activeTrigger["focusin"===t.type?cs:ls]=!0,e._enter()})),fe.on(this._element,i,this._config.selector,(t=>{const e=this._initializeOnDelegatedTarget(t);e._activeTrigger["focusout"===t.type?cs:ls]=e._element.contains(t.relatedTarget),e._leave()}))}this._hideModalHandler=()=>{this._element&&this.hide()},fe.on(this._element.closest(rs),as,this._hideModalHandler)}_fixTitle(){const t=this._element.getAttribute("title");t&&(this._element.getAttribute("aria-label")||this._element.textContent.trim()||this._element.setAttribute("aria-label",t),this._element.setAttribute("data-bs-original-title",t),this._element.removeAttribute("title"))}_enter(){this._isShown()||this._isHovered?this._isHovered=!0:(this._isHovered=!0,this._setTimeout((()=>{this._isHovered&&this.show()}),this._config.delay.show))}_leave(){this._isWithActiveTrigger()||(this._isHovered=!1,this._setTimeout((()=>{this._isHovered||this.hide()}),this._config.delay.hide))}_setTimeout(t,e){clearTimeout(this._timeout),this._timeout=setTimeout(t,e)}_isWithActiveTrigger(){return Object.values(this._activeTrigger).includes(!0)}_getConfig(t){const e=_e.getDataAttributes(this._element);for(const t of Object.keys(e))is.has(t)&&delete e[t];return t={...e,..."object"==typeof t&&t?t:{}},t=this._mergeConfigObj(t),t=this._configAfterMerge(t),this._typeCheckConfig(t),t}_configAfterMerge(t){return t.container=!1===t.container?document.body:Ht(t.container),"number"==typeof t.delay&&(t.delay={show:t.delay,hide:t.delay}),"number"==typeof t.title&&(t.title=t.title.toString()),"number"==typeof t.content&&(t.content=t.content.toString()),t}_getDelegateConfig(){const t={};for(const[e,i]of Object.entries(this._config))this.constructor.Default[e]!==i&&(t[e]=i);return t.selector=!1,t.trigger="manual",t}_disposePopper(){this._popper&&(this._popper.destroy(),this._popper=null),this.tip&&(this.tip.remove(),this.tip=null)}static jQueryInterface(t){return this.each((function(){const e=fs.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}}Qt(fs);const ps=".popover-header",ms=".popover-body",gs={...fs.Default,content:"",offset:[0,8],placement:"right",template:'',trigger:"click"},_s={...fs.DefaultType,content:"(null|string|element|function)"};class bs extends fs{static get Default(){return gs}static get 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Map,this._rootElement="visible"===getComputedStyle(this._element).overflowY?null:this._element,this._activeTarget=null,this._observer=null,this._previousScrollData={visibleEntryTop:0,parentScrollTop:0},this.refresh()}static get Default(){return xs}static get DefaultType(){return ks}static get NAME(){return"scrollspy"}refresh(){this._initializeTargetsAndObservables(),this._maybeEnableSmoothScroll(),this._observer?this._observer.disconnect():this._observer=this._getNewObserver();for(const t of this._observableSections.values())this._observer.observe(t)}dispose(){this._observer.disconnect(),super.dispose()}_configAfterMerge(t){return t.target=Ht(t.target)||document.body,t.rootMargin=t.offset?`${t.offset}px 0px -30%`:t.rootMargin,"string"==typeof t.threshold&&(t.threshold=t.threshold.split(",").map((t=>Number.parseFloat(t)))),t}_maybeEnableSmoothScroll(){this._config.smoothScroll&&(fe.off(this._config.target,ws),fe.on(this._config.target,ws,Ts,(t=>{const e=this._observableSections.get(t.target.hash);if(e){t.preventDefault();const i=this._rootElement||window,n=e.offsetTop-this._element.offsetTop;if(i.scrollTo)return void i.scrollTo({top:n,behavior:"smooth"});i.scrollTop=n}})))}_getNewObserver(){const t={root:this._rootElement,threshold:this._config.threshold,rootMargin:this._config.rootMargin};return new IntersectionObserver((t=>this._observerCallback(t)),t)}_observerCallback(t){const e=t=>this._targetLinks.get(`#${t.target.id}`),i=t=>{this._previousScrollData.visibleEntryTop=t.target.offsetTop,this._process(e(t))},n=(this._rootElement||document.documentElement).scrollTop,s=n>=this._previousScrollData.parentScrollTop;this._previousScrollData.parentScrollTop=n;for(const o of t){if(!o.isIntersecting){this._activeTarget=null,this._clearActiveClass(e(o));continue}const t=o.target.offsetTop>=this._previousScrollData.visibleEntryTop;if(s&&t){if(i(o),!n)return}else s||t||i(o)}}_initializeTargetsAndObservables(){this._targetLinks=new Map,this._observableSections=new Map;const t=we.find(Ts,this._config.target);for(const e of t){if(!e.hash||Wt(e))continue;const t=we.findOne(decodeURI(e.hash),this._element);Bt(t)&&(this._targetLinks.set(decodeURI(e.hash),e),this._observableSections.set(e.hash,t))}}_process(t){this._activeTarget!==t&&(this._clearActiveClass(this._config.target),this._activeTarget=t,t.classList.add(As),this._activateParents(t),fe.trigger(this._element,ys,{relatedTarget:t}))}_activateParents(t){if(t.classList.contains("dropdown-item"))we.findOne(".dropdown-toggle",t.closest(".dropdown")).classList.add(As);else for(const e of we.parents(t,".nav, .list-group"))for(const t of we.prev(e,Os))t.classList.add(As)}_clearActiveClass(t){t.classList.remove(As);const e=we.find(`${Ts}.${As}`,t);for(const t of e)t.classList.remove(As)}static jQueryInterface(t){return this.each((function(){const e=Ls.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}))}}fe.on(window,Es,(()=>{for(const t of we.find('[data-bs-spy="scroll"]'))Ls.getOrCreateInstance(t)})),Qt(Ls);const Ss=".bs.tab",Ds=`hide${Ss}`,$s=`hidden${Ss}`,Is=`show${Ss}`,Ns=`shown${Ss}`,Ps=`click${Ss}`,Ms=`keydown${Ss}`,js=`load${Ss}`,Fs="ArrowLeft",Hs="ArrowRight",Bs="ArrowUp",Ws="ArrowDown",zs="Home",Rs="End",qs="active",Vs="fade",Ys="show",Ks=".dropdown-toggle",Qs=`:not(${Ks})`,Xs='[data-bs-toggle="tab"], [data-bs-toggle="pill"], [data-bs-toggle="list"]',Us=`.nav-link${Qs}, .list-group-item${Qs}, [role="tab"]${Qs}, ${Xs}`,Gs=`.${qs}[data-bs-toggle="tab"], .${qs}[data-bs-toggle="pill"], .${qs}[data-bs-toggle="list"]`;class Js extends ve{constructor(t){super(t),this._parent=this._element.closest('.list-group, .nav, [role="tablist"]'),this._parent&&(this._setInitialAttributes(this._parent,this._getChildren()),fe.on(this._element,Ms,(t=>this._keydown(t))))}static get NAME(){return"tab"}show(){const t=this._element;if(this._elemIsActive(t))return;const e=this._getActiveElem(),i=e?fe.trigger(e,Ds,{relatedTarget:t}):null;fe.trigger(t,Is,{relatedTarget:e}).defaultPrevented||i&&i.defaultPrevented||(this._deactivate(e,t),this._activate(t,e))}_activate(t,e){t&&(t.classList.add(qs),this._activate(we.getElementFromSelector(t)),this._queueCallback((()=>{"tab"===t.getAttribute("role")?(t.removeAttribute("tabindex"),t.setAttribute("aria-selected",!0),this._toggleDropDown(t,!0),fe.trigger(t,Ns,{relatedTarget:e})):t.classList.add(Ys)}),t,t.classList.contains(Vs)))}_deactivate(t,e){t&&(t.classList.remove(qs),t.blur(),this._deactivate(we.getElementFromSelector(t)),this._queueCallback((()=>{"tab"===t.getAttribute("role")?(t.setAttribute("aria-selected",!1),t.setAttribute("tabindex","-1"),this._toggleDropDown(t,!1),fe.trigger(t,$s,{relatedTarget:e})):t.classList.remove(Ys)}),t,t.classList.contains(Vs)))}_keydown(t){if(![Fs,Hs,Bs,Ws,zs,Rs].includes(t.key))return;t.stopPropagation(),t.preventDefault();const e=this._getChildren().filter((t=>!Wt(t)));let i;if([zs,Rs].includes(t.key))i=e[t.key===zs?0:e.length-1];else{const n=[Hs,Ws].includes(t.key);i=Gt(e,t.target,n,!0)}i&&(i.focus({preventScroll:!0}),Js.getOrCreateInstance(i).show())}_getChildren(){return we.find(Us,this._parent)}_getActiveElem(){return this._getChildren().find((t=>this._elemIsActive(t)))||null}_setInitialAttributes(t,e){this._setAttributeIfNotExists(t,"role","tablist");for(const t of e)this._setInitialAttributesOnChild(t)}_setInitialAttributesOnChild(t){t=this._getInnerElement(t);const e=this._elemIsActive(t),i=this._getOuterElement(t);t.setAttribute("aria-selected",e),i!==t&&this._setAttributeIfNotExists(i,"role","presentation"),e||t.setAttribute("tabindex","-1"),this._setAttributeIfNotExists(t,"role","tab"),this._setInitialAttributesOnTargetPanel(t)}_setInitialAttributesOnTargetPanel(t){const e=we.getElementFromSelector(t);e&&(this._setAttributeIfNotExists(e,"role","tabpanel"),t.id&&this._setAttributeIfNotExists(e,"aria-labelledby",`${t.id}`))}_toggleDropDown(t,e){const i=this._getOuterElement(t);if(!i.classList.contains("dropdown"))return;const n=(t,n)=>{const s=we.findOne(t,i);s&&s.classList.toggle(n,e)};n(Ks,qs),n(".dropdown-menu",Ys),i.setAttribute("aria-expanded",e)}_setAttributeIfNotExists(t,e,i){t.hasAttribute(e)||t.setAttribute(e,i)}_elemIsActive(t){return t.classList.contains(qs)}_getInnerElement(t){return t.matches(Us)?t:we.findOne(Us,t)}_getOuterElement(t){return t.closest(".nav-item, .list-group-item")||t}static jQueryInterface(t){return this.each((function(){const e=Js.getOrCreateInstance(this);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}))}}fe.on(document,Ps,Xs,(function(t){["A","AREA"].includes(this.tagName)&&t.preventDefault(),Wt(this)||Js.getOrCreateInstance(this).show()})),fe.on(window,js,(()=>{for(const t of we.find(Gs))Js.getOrCreateInstance(t)})),Qt(Js);const Zs=".bs.toast",to=`mouseover${Zs}`,eo=`mouseout${Zs}`,io=`focusin${Zs}`,no=`focusout${Zs}`,so=`hide${Zs}`,oo=`hidden${Zs}`,ro=`show${Zs}`,ao=`shown${Zs}`,lo="hide",co="show",ho="showing",uo={animation:"boolean",autohide:"boolean",delay:"number"},fo={animation:!0,autohide:!0,delay:5e3};class po extends ve{constructor(t,e){super(t,e),this._timeout=null,this._hasMouseInteraction=!1,this._hasKeyboardInteraction=!1,this._setListeners()}static get Default(){return fo}static get DefaultType(){return uo}static get NAME(){return"toast"}show(){fe.trigger(this._element,ro).defaultPrevented||(this._clearTimeout(),this._config.animation&&this._element.classList.add("fade"),this._element.classList.remove(lo),qt(this._element),this._element.classList.add(co,ho),this._queueCallback((()=>{this._element.classList.remove(ho),fe.trigger(this._element,ao),this._maybeScheduleHide()}),this._element,this._config.animation))}hide(){this.isShown()&&(fe.trigger(this._element,so).defaultPrevented||(this._element.classList.add(ho),this._queueCallback((()=>{this._element.classList.add(lo),this._element.classList.remove(ho,co),fe.trigger(this._element,oo)}),this._element,this._config.animation)))}dispose(){this._clearTimeout(),this.isShown()&&this._element.classList.remove(co),super.dispose()}isShown(){return this._element.classList.contains(co)}_maybeScheduleHide(){this._config.autohide&&(this._hasMouseInteraction||this._hasKeyboardInteraction||(this._timeout=setTimeout((()=>{this.hide()}),this._config.delay)))}_onInteraction(t,e){switch(t.type){case"mouseover":case"mouseout":this._hasMouseInteraction=e;break;case"focusin":case"focusout":this._hasKeyboardInteraction=e}if(e)return void this._clearTimeout();const i=t.relatedTarget;this._element===i||this._element.contains(i)||this._maybeScheduleHide()}_setListeners(){fe.on(this._element,to,(t=>this._onInteraction(t,!0))),fe.on(this._element,eo,(t=>this._onInteraction(t,!1))),fe.on(this._element,io,(t=>this._onInteraction(t,!0))),fe.on(this._element,no,(t=>this._onInteraction(t,!1)))}_clearTimeout(){clearTimeout(this._timeout),this._timeout=null}static jQueryInterface(t){return this.each((function(){const e=po.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named 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100644 index 0000000..28755c2 --- /dev/null +++ b/_preview/63/_static/scripts/bootstrap.js.LICENSE.txt @@ -0,0 +1,5 @@ +/*! + * Bootstrap v5.3.3 (https://getbootstrap.com/) + * Copyright 2011-2024 The Bootstrap Authors (https://github.com/twbs/bootstrap/graphs/contributors) + * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE) + */ diff --git a/_preview/63/_static/scripts/bootstrap.js.map b/_preview/63/_static/scripts/bootstrap.js.map new file mode 100644 index 0000000..e9e8158 --- /dev/null +++ b/_preview/63/_static/scripts/bootstrap.js.map @@ -0,0 +1 @@ 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(element.nodeName || '').toLowerCase() : null;\n}","export default function getWindow(node) {\n if (node == null) {\n return window;\n }\n\n if (node.toString() !== '[object Window]') {\n var ownerDocument = node.ownerDocument;\n return ownerDocument ? ownerDocument.defaultView || window : window;\n }\n\n return node;\n}","import getWindow from \"./getWindow.js\";\n\nfunction isElement(node) {\n var OwnElement = getWindow(node).Element;\n return node instanceof OwnElement || node instanceof Element;\n}\n\nfunction isHTMLElement(node) {\n var OwnElement = getWindow(node).HTMLElement;\n return node instanceof OwnElement || node instanceof HTMLElement;\n}\n\nfunction isShadowRoot(node) {\n // IE 11 has no ShadowRoot\n if (typeof ShadowRoot === 'undefined') {\n return false;\n }\n\n var OwnElement = getWindow(node).ShadowRoot;\n return node instanceof OwnElement || node instanceof ShadowRoot;\n}\n\nexport { isElement, isHTMLElement, isShadowRoot };","import getNodeName from \"../dom-utils/getNodeName.js\";\nimport { isHTMLElement } from \"../dom-utils/instanceOf.js\"; // This modifier takes the styles prepared by the `computeStyles` modifier\n// and applies them to the HTMLElements such as popper and arrow\n\nfunction applyStyles(_ref) {\n var state = _ref.state;\n Object.keys(state.elements).forEach(function (name) {\n var style = state.styles[name] || {};\n var attributes = state.attributes[name] || {};\n var element = state.elements[name]; // arrow is optional + virtual elements\n\n if (!isHTMLElement(element) || !getNodeName(element)) {\n return;\n } // Flow doesn't support to extend this property, but it's the most\n // effective way to apply styles to an HTMLElement\n // $FlowFixMe[cannot-write]\n\n\n Object.assign(element.style, style);\n Object.keys(attributes).forEach(function (name) {\n var value = attributes[name];\n\n if (value === false) {\n element.removeAttribute(name);\n } else {\n element.setAttribute(name, value === true ? '' : value);\n }\n });\n });\n}\n\nfunction effect(_ref2) {\n var state = _ref2.state;\n var initialStyles = {\n popper: {\n position: state.options.strategy,\n left: '0',\n top: '0',\n margin: '0'\n },\n arrow: {\n position: 'absolute'\n },\n reference: {}\n };\n Object.assign(state.elements.popper.style, initialStyles.popper);\n state.styles = initialStyles;\n\n if (state.elements.arrow) {\n Object.assign(state.elements.arrow.style, initialStyles.arrow);\n }\n\n return function () {\n Object.keys(state.elements).forEach(function (name) {\n var element = state.elements[name];\n var attributes = state.attributes[name] || {};\n var styleProperties = Object.keys(state.styles.hasOwnProperty(name) ? state.styles[name] : initialStyles[name]); // Set all values to an empty string to unset them\n\n var style = styleProperties.reduce(function (style, property) {\n style[property] = '';\n return style;\n }, {}); // arrow is optional + virtual elements\n\n if (!isHTMLElement(element) || !getNodeName(element)) {\n return;\n }\n\n Object.assign(element.style, style);\n Object.keys(attributes).forEach(function (attribute) {\n element.removeAttribute(attribute);\n });\n });\n };\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'applyStyles',\n enabled: true,\n phase: 'write',\n fn: applyStyles,\n effect: effect,\n requires: ['computeStyles']\n};","import { auto } from \"../enums.js\";\nexport default function getBasePlacement(placement) {\n return placement.split('-')[0];\n}","export var max = Math.max;\nexport var min = Math.min;\nexport var round = Math.round;","export default function getUAString() {\n var uaData = navigator.userAgentData;\n\n if (uaData != null && uaData.brands && Array.isArray(uaData.brands)) {\n return uaData.brands.map(function (item) {\n return item.brand + \"/\" + item.version;\n }).join(' ');\n }\n\n return navigator.userAgent;\n}","import getUAString from \"../utils/userAgent.js\";\nexport default function isLayoutViewport() {\n return !/^((?!chrome|android).)*safari/i.test(getUAString());\n}","import { isElement, isHTMLElement } from \"./instanceOf.js\";\nimport { round } from \"../utils/math.js\";\nimport getWindow from \"./getWindow.js\";\nimport isLayoutViewport from \"./isLayoutViewport.js\";\nexport default function getBoundingClientRect(element, includeScale, isFixedStrategy) {\n if (includeScale === void 0) {\n includeScale = false;\n }\n\n if (isFixedStrategy === void 0) {\n isFixedStrategy = false;\n }\n\n var clientRect = element.getBoundingClientRect();\n var scaleX = 1;\n var scaleY = 1;\n\n if (includeScale && isHTMLElement(element)) {\n scaleX = element.offsetWidth > 0 ? round(clientRect.width) / element.offsetWidth || 1 : 1;\n scaleY = element.offsetHeight > 0 ? round(clientRect.height) / element.offsetHeight || 1 : 1;\n }\n\n var _ref = isElement(element) ? getWindow(element) : window,\n visualViewport = _ref.visualViewport;\n\n var addVisualOffsets = !isLayoutViewport() && isFixedStrategy;\n var x = (clientRect.left + (addVisualOffsets && visualViewport ? visualViewport.offsetLeft : 0)) / scaleX;\n var y = (clientRect.top + (addVisualOffsets && visualViewport ? visualViewport.offsetTop : 0)) / scaleY;\n var width = clientRect.width / scaleX;\n var height = clientRect.height / scaleY;\n return {\n width: width,\n height: height,\n top: y,\n right: x + width,\n bottom: y + height,\n left: x,\n x: x,\n y: y\n };\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\"; // Returns the layout rect of an element relative to its offsetParent. Layout\n// means it doesn't take into account transforms.\n\nexport default function getLayoutRect(element) {\n var clientRect = getBoundingClientRect(element); // Use the clientRect sizes if it's not been transformed.\n // Fixes https://github.com/popperjs/popper-core/issues/1223\n\n var width = element.offsetWidth;\n var height = element.offsetHeight;\n\n if (Math.abs(clientRect.width - width) <= 1) {\n width = clientRect.width;\n }\n\n if (Math.abs(clientRect.height - height) <= 1) {\n height = clientRect.height;\n }\n\n return {\n x: element.offsetLeft,\n y: element.offsetTop,\n width: width,\n height: height\n };\n}","import { isShadowRoot } from \"./instanceOf.js\";\nexport default function contains(parent, child) {\n var rootNode = child.getRootNode && child.getRootNode(); // First, attempt with faster native method\n\n if (parent.contains(child)) {\n return true;\n } // then fallback to custom implementation with Shadow DOM support\n else if (rootNode && isShadowRoot(rootNode)) {\n var next = child;\n\n do {\n if (next && parent.isSameNode(next)) {\n return true;\n } // $FlowFixMe[prop-missing]: need a better way to handle this...\n\n\n next = next.parentNode || next.host;\n } while (next);\n } // Give up, the result is false\n\n\n return false;\n}","import getWindow from \"./getWindow.js\";\nexport default function getComputedStyle(element) {\n return getWindow(element).getComputedStyle(element);\n}","import getNodeName from \"./getNodeName.js\";\nexport default function isTableElement(element) {\n return ['table', 'td', 'th'].indexOf(getNodeName(element)) >= 0;\n}","import { isElement } from \"./instanceOf.js\";\nexport default function getDocumentElement(element) {\n // $FlowFixMe[incompatible-return]: assume body is always available\n return ((isElement(element) ? element.ownerDocument : // $FlowFixMe[prop-missing]\n element.document) || window.document).documentElement;\n}","import getNodeName from \"./getNodeName.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport { isShadowRoot } from \"./instanceOf.js\";\nexport default function getParentNode(element) {\n if (getNodeName(element) === 'html') {\n return element;\n }\n\n return (// this is a quicker (but less type safe) way to save quite some bytes from the bundle\n // $FlowFixMe[incompatible-return]\n // $FlowFixMe[prop-missing]\n element.assignedSlot || // step into the shadow DOM of the parent of a slotted node\n element.parentNode || ( // DOM Element detected\n isShadowRoot(element) ? element.host : null) || // ShadowRoot detected\n // $FlowFixMe[incompatible-call]: HTMLElement is a Node\n getDocumentElement(element) // fallback\n\n );\n}","import getWindow from \"./getWindow.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport { isHTMLElement, isShadowRoot } from \"./instanceOf.js\";\nimport isTableElement from \"./isTableElement.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport getUAString from \"../utils/userAgent.js\";\n\nfunction getTrueOffsetParent(element) {\n if (!isHTMLElement(element) || // https://github.com/popperjs/popper-core/issues/837\n getComputedStyle(element).position === 'fixed') {\n return null;\n }\n\n return element.offsetParent;\n} // `.offsetParent` reports `null` for fixed elements, while absolute elements\n// return the containing block\n\n\nfunction getContainingBlock(element) {\n var isFirefox = /firefox/i.test(getUAString());\n var isIE = /Trident/i.test(getUAString());\n\n if (isIE && isHTMLElement(element)) {\n // In IE 9, 10 and 11 fixed elements containing block is always established by the viewport\n var elementCss = getComputedStyle(element);\n\n if (elementCss.position === 'fixed') {\n return null;\n }\n }\n\n var currentNode = getParentNode(element);\n\n if (isShadowRoot(currentNode)) {\n currentNode = currentNode.host;\n }\n\n while (isHTMLElement(currentNode) && ['html', 'body'].indexOf(getNodeName(currentNode)) < 0) {\n var css = getComputedStyle(currentNode); // This is non-exhaustive but covers the most common CSS properties that\n // create a containing block.\n // https://developer.mozilla.org/en-US/docs/Web/CSS/Containing_block#identifying_the_containing_block\n\n if (css.transform !== 'none' || css.perspective !== 'none' || css.contain === 'paint' || ['transform', 'perspective'].indexOf(css.willChange) !== -1 || isFirefox && css.willChange === 'filter' || isFirefox && css.filter && css.filter !== 'none') {\n return currentNode;\n } else {\n currentNode = currentNode.parentNode;\n }\n }\n\n return null;\n} // Gets the closest ancestor positioned element. Handles some edge cases,\n// such as table ancestors and cross browser bugs.\n\n\nexport default function getOffsetParent(element) {\n var window = getWindow(element);\n var offsetParent = getTrueOffsetParent(element);\n\n while (offsetParent && isTableElement(offsetParent) && getComputedStyle(offsetParent).position === 'static') {\n offsetParent = getTrueOffsetParent(offsetParent);\n }\n\n if (offsetParent && (getNodeName(offsetParent) === 'html' || getNodeName(offsetParent) === 'body' && getComputedStyle(offsetParent).position === 'static')) {\n return window;\n }\n\n return offsetParent || getContainingBlock(element) || window;\n}","export default function getMainAxisFromPlacement(placement) {\n return ['top', 'bottom'].indexOf(placement) >= 0 ? 'x' : 'y';\n}","import { max as mathMax, min as mathMin } from \"./math.js\";\nexport function within(min, value, max) {\n return mathMax(min, mathMin(value, max));\n}\nexport function withinMaxClamp(min, value, max) {\n var v = within(min, value, max);\n return v > max ? max : v;\n}","import getFreshSideObject from \"./getFreshSideObject.js\";\nexport default function mergePaddingObject(paddingObject) {\n return Object.assign({}, getFreshSideObject(), paddingObject);\n}","export default function getFreshSideObject() {\n return {\n top: 0,\n right: 0,\n bottom: 0,\n left: 0\n };\n}","export default function expandToHashMap(value, keys) {\n return keys.reduce(function (hashMap, key) {\n hashMap[key] = value;\n return hashMap;\n }, {});\n}","import getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getLayoutRect from \"../dom-utils/getLayoutRect.js\";\nimport contains from \"../dom-utils/contains.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport getMainAxisFromPlacement from \"../utils/getMainAxisFromPlacement.js\";\nimport { within } from \"../utils/within.js\";\nimport mergePaddingObject from \"../utils/mergePaddingObject.js\";\nimport expandToHashMap from \"../utils/expandToHashMap.js\";\nimport { left, right, basePlacements, top, bottom } from \"../enums.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar toPaddingObject = function toPaddingObject(padding, state) {\n padding = typeof padding === 'function' ? padding(Object.assign({}, state.rects, {\n placement: state.placement\n })) : padding;\n return mergePaddingObject(typeof padding !== 'number' ? padding : expandToHashMap(padding, basePlacements));\n};\n\nfunction arrow(_ref) {\n var _state$modifiersData$;\n\n var state = _ref.state,\n name = _ref.name,\n options = _ref.options;\n var arrowElement = state.elements.arrow;\n var popperOffsets = state.modifiersData.popperOffsets;\n var basePlacement = getBasePlacement(state.placement);\n var axis = getMainAxisFromPlacement(basePlacement);\n var isVertical = [left, right].indexOf(basePlacement) >= 0;\n var len = isVertical ? 'height' : 'width';\n\n if (!arrowElement || !popperOffsets) {\n return;\n }\n\n var paddingObject = toPaddingObject(options.padding, state);\n var arrowRect = getLayoutRect(arrowElement);\n var minProp = axis === 'y' ? top : left;\n var maxProp = axis === 'y' ? bottom : right;\n var endDiff = state.rects.reference[len] + state.rects.reference[axis] - popperOffsets[axis] - state.rects.popper[len];\n var startDiff = popperOffsets[axis] - state.rects.reference[axis];\n var arrowOffsetParent = getOffsetParent(arrowElement);\n var clientSize = arrowOffsetParent ? axis === 'y' ? arrowOffsetParent.clientHeight || 0 : arrowOffsetParent.clientWidth || 0 : 0;\n var centerToReference = endDiff / 2 - startDiff / 2; // Make sure the arrow doesn't overflow the popper if the center point is\n // outside of the popper bounds\n\n var min = paddingObject[minProp];\n var max = clientSize - arrowRect[len] - paddingObject[maxProp];\n var center = clientSize / 2 - arrowRect[len] / 2 + centerToReference;\n var offset = within(min, center, max); // Prevents breaking syntax highlighting...\n\n var axisProp = axis;\n state.modifiersData[name] = (_state$modifiersData$ = {}, _state$modifiersData$[axisProp] = offset, _state$modifiersData$.centerOffset = offset - center, _state$modifiersData$);\n}\n\nfunction effect(_ref2) {\n var state = _ref2.state,\n options = _ref2.options;\n var _options$element = options.element,\n arrowElement = _options$element === void 0 ? '[data-popper-arrow]' : _options$element;\n\n if (arrowElement == null) {\n return;\n } // CSS selector\n\n\n if (typeof arrowElement === 'string') {\n arrowElement = state.elements.popper.querySelector(arrowElement);\n\n if (!arrowElement) {\n return;\n }\n }\n\n if (!contains(state.elements.popper, arrowElement)) {\n return;\n }\n\n state.elements.arrow = arrowElement;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'arrow',\n enabled: true,\n phase: 'main',\n fn: arrow,\n effect: effect,\n requires: ['popperOffsets'],\n requiresIfExists: ['preventOverflow']\n};","export default function getVariation(placement) {\n return placement.split('-')[1];\n}","import { top, left, right, bottom, end } from \"../enums.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport getWindow from \"../dom-utils/getWindow.js\";\nimport getDocumentElement from \"../dom-utils/getDocumentElement.js\";\nimport getComputedStyle from \"../dom-utils/getComputedStyle.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getVariation from \"../utils/getVariation.js\";\nimport { round } from \"../utils/math.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar unsetSides = {\n top: 'auto',\n right: 'auto',\n bottom: 'auto',\n left: 'auto'\n}; // Round the offsets to the nearest suitable subpixel based on the DPR.\n// Zooming can change the DPR, but it seems to report a value that will\n// cleanly divide the values into the appropriate subpixels.\n\nfunction roundOffsetsByDPR(_ref, win) {\n var x = _ref.x,\n y = _ref.y;\n var dpr = win.devicePixelRatio || 1;\n return {\n x: round(x * dpr) / dpr || 0,\n y: round(y * dpr) / dpr || 0\n };\n}\n\nexport function mapToStyles(_ref2) {\n var _Object$assign2;\n\n var popper = _ref2.popper,\n popperRect = _ref2.popperRect,\n placement = _ref2.placement,\n variation = _ref2.variation,\n offsets = _ref2.offsets,\n position = _ref2.position,\n gpuAcceleration = _ref2.gpuAcceleration,\n adaptive = _ref2.adaptive,\n roundOffsets = _ref2.roundOffsets,\n isFixed = _ref2.isFixed;\n var _offsets$x = offsets.x,\n x = _offsets$x === void 0 ? 0 : _offsets$x,\n _offsets$y = offsets.y,\n y = _offsets$y === void 0 ? 0 : _offsets$y;\n\n var _ref3 = typeof roundOffsets === 'function' ? roundOffsets({\n x: x,\n y: y\n }) : {\n x: x,\n y: y\n };\n\n x = _ref3.x;\n y = _ref3.y;\n var hasX = offsets.hasOwnProperty('x');\n var hasY = offsets.hasOwnProperty('y');\n var sideX = left;\n var sideY = top;\n var win = window;\n\n if (adaptive) {\n var offsetParent = getOffsetParent(popper);\n var heightProp = 'clientHeight';\n var widthProp = 'clientWidth';\n\n if (offsetParent === getWindow(popper)) {\n offsetParent = getDocumentElement(popper);\n\n if (getComputedStyle(offsetParent).position !== 'static' && position === 'absolute') {\n heightProp = 'scrollHeight';\n widthProp = 'scrollWidth';\n }\n } // $FlowFixMe[incompatible-cast]: force type refinement, we compare offsetParent with window above, but Flow doesn't detect it\n\n\n offsetParent = offsetParent;\n\n if (placement === top || (placement === left || placement === right) && variation === end) {\n sideY = bottom;\n var offsetY = isFixed && offsetParent === win && win.visualViewport ? win.visualViewport.height : // $FlowFixMe[prop-missing]\n offsetParent[heightProp];\n y -= offsetY - popperRect.height;\n y *= gpuAcceleration ? 1 : -1;\n }\n\n if (placement === left || (placement === top || placement === bottom) && variation === end) {\n sideX = right;\n var offsetX = isFixed && offsetParent === win && win.visualViewport ? win.visualViewport.width : // $FlowFixMe[prop-missing]\n offsetParent[widthProp];\n x -= offsetX - popperRect.width;\n x *= gpuAcceleration ? 1 : -1;\n }\n }\n\n var commonStyles = Object.assign({\n position: position\n }, adaptive && unsetSides);\n\n var _ref4 = roundOffsets === true ? roundOffsetsByDPR({\n x: x,\n y: y\n }, getWindow(popper)) : {\n x: x,\n y: y\n };\n\n x = _ref4.x;\n y = _ref4.y;\n\n if (gpuAcceleration) {\n var _Object$assign;\n\n return Object.assign({}, commonStyles, (_Object$assign = {}, _Object$assign[sideY] = hasY ? '0' : '', _Object$assign[sideX] = hasX ? '0' : '', _Object$assign.transform = (win.devicePixelRatio || 1) <= 1 ? \"translate(\" + x + \"px, \" + y + \"px)\" : \"translate3d(\" + x + \"px, \" + y + \"px, 0)\", _Object$assign));\n }\n\n return Object.assign({}, commonStyles, (_Object$assign2 = {}, _Object$assign2[sideY] = hasY ? y + \"px\" : '', _Object$assign2[sideX] = hasX ? x + \"px\" : '', _Object$assign2.transform = '', _Object$assign2));\n}\n\nfunction computeStyles(_ref5) {\n var state = _ref5.state,\n options = _ref5.options;\n var _options$gpuAccelerat = options.gpuAcceleration,\n gpuAcceleration = _options$gpuAccelerat === void 0 ? true : _options$gpuAccelerat,\n _options$adaptive = options.adaptive,\n adaptive = _options$adaptive === void 0 ? true : _options$adaptive,\n _options$roundOffsets = options.roundOffsets,\n roundOffsets = _options$roundOffsets === void 0 ? true : _options$roundOffsets;\n var commonStyles = {\n placement: getBasePlacement(state.placement),\n variation: getVariation(state.placement),\n popper: state.elements.popper,\n popperRect: state.rects.popper,\n gpuAcceleration: gpuAcceleration,\n isFixed: state.options.strategy === 'fixed'\n };\n\n if (state.modifiersData.popperOffsets != null) {\n state.styles.popper = Object.assign({}, state.styles.popper, mapToStyles(Object.assign({}, commonStyles, {\n offsets: state.modifiersData.popperOffsets,\n position: state.options.strategy,\n adaptive: adaptive,\n roundOffsets: roundOffsets\n })));\n }\n\n if (state.modifiersData.arrow != null) {\n state.styles.arrow = Object.assign({}, state.styles.arrow, mapToStyles(Object.assign({}, commonStyles, {\n offsets: state.modifiersData.arrow,\n position: 'absolute',\n adaptive: false,\n roundOffsets: roundOffsets\n })));\n }\n\n state.attributes.popper = Object.assign({}, state.attributes.popper, {\n 'data-popper-placement': state.placement\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'computeStyles',\n enabled: true,\n phase: 'beforeWrite',\n fn: computeStyles,\n data: {}\n};","import getWindow from \"../dom-utils/getWindow.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar passive = {\n passive: true\n};\n\nfunction effect(_ref) {\n var state = _ref.state,\n instance = _ref.instance,\n options = _ref.options;\n var _options$scroll = options.scroll,\n scroll = _options$scroll === void 0 ? true : _options$scroll,\n _options$resize = options.resize,\n resize = _options$resize === void 0 ? true : _options$resize;\n var window = getWindow(state.elements.popper);\n var scrollParents = [].concat(state.scrollParents.reference, state.scrollParents.popper);\n\n if (scroll) {\n scrollParents.forEach(function (scrollParent) {\n scrollParent.addEventListener('scroll', instance.update, passive);\n });\n }\n\n if (resize) {\n window.addEventListener('resize', instance.update, passive);\n }\n\n return function () {\n if (scroll) {\n scrollParents.forEach(function (scrollParent) {\n scrollParent.removeEventListener('scroll', instance.update, passive);\n });\n }\n\n if (resize) {\n window.removeEventListener('resize', instance.update, passive);\n }\n };\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'eventListeners',\n enabled: true,\n phase: 'write',\n fn: function fn() {},\n effect: effect,\n data: {}\n};","var hash = {\n left: 'right',\n right: 'left',\n bottom: 'top',\n top: 'bottom'\n};\nexport default function getOppositePlacement(placement) {\n return placement.replace(/left|right|bottom|top/g, function (matched) {\n return hash[matched];\n });\n}","var hash = {\n start: 'end',\n end: 'start'\n};\nexport default function getOppositeVariationPlacement(placement) {\n return placement.replace(/start|end/g, function (matched) {\n return hash[matched];\n });\n}","import getWindow from \"./getWindow.js\";\nexport default function getWindowScroll(node) {\n var win = getWindow(node);\n var scrollLeft = win.pageXOffset;\n var scrollTop = win.pageYOffset;\n return {\n scrollLeft: scrollLeft,\n scrollTop: scrollTop\n };\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getWindowScroll from \"./getWindowScroll.js\";\nexport default function getWindowScrollBarX(element) {\n // If has a CSS width greater than the viewport, then this will be\n // incorrect for RTL.\n // Popper 1 is broken in this case and never had a bug report so let's assume\n // it's not an issue. I don't think anyone ever specifies width on \n // anyway.\n // Browsers where the left scrollbar doesn't cause an issue report `0` for\n // this (e.g. Edge 2019, IE11, Safari)\n return getBoundingClientRect(getDocumentElement(element)).left + getWindowScroll(element).scrollLeft;\n}","import getComputedStyle from \"./getComputedStyle.js\";\nexport default function isScrollParent(element) {\n // Firefox wants us to check `-x` and `-y` variations as well\n var _getComputedStyle = getComputedStyle(element),\n overflow = _getComputedStyle.overflow,\n overflowX = _getComputedStyle.overflowX,\n overflowY = _getComputedStyle.overflowY;\n\n return /auto|scroll|overlay|hidden/.test(overflow + overflowY + overflowX);\n}","import getParentNode from \"./getParentNode.js\";\nimport isScrollParent from \"./isScrollParent.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nexport default function getScrollParent(node) {\n if (['html', 'body', '#document'].indexOf(getNodeName(node)) >= 0) {\n // $FlowFixMe[incompatible-return]: assume body is always available\n return node.ownerDocument.body;\n }\n\n if (isHTMLElement(node) && isScrollParent(node)) {\n return node;\n }\n\n return getScrollParent(getParentNode(node));\n}","import getScrollParent from \"./getScrollParent.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport getWindow from \"./getWindow.js\";\nimport isScrollParent from \"./isScrollParent.js\";\n/*\ngiven a DOM element, return the list of all scroll parents, up the list of ancesors\nuntil we get to the top window object. This list is what we attach scroll listeners\nto, because if any of these parent elements scroll, we'll need to re-calculate the\nreference element's position.\n*/\n\nexport default function listScrollParents(element, list) {\n var _element$ownerDocumen;\n\n if (list === void 0) {\n list = [];\n }\n\n var scrollParent = getScrollParent(element);\n var isBody = scrollParent === ((_element$ownerDocumen = element.ownerDocument) == null ? void 0 : _element$ownerDocumen.body);\n var win = getWindow(scrollParent);\n var target = isBody ? [win].concat(win.visualViewport || [], isScrollParent(scrollParent) ? scrollParent : []) : scrollParent;\n var updatedList = list.concat(target);\n return isBody ? updatedList : // $FlowFixMe[incompatible-call]: isBody tells us target will be an HTMLElement here\n updatedList.concat(listScrollParents(getParentNode(target)));\n}","export default function rectToClientRect(rect) {\n return Object.assign({}, rect, {\n left: rect.x,\n top: rect.y,\n right: rect.x + rect.width,\n bottom: rect.y + rect.height\n });\n}","import { viewport } from \"../enums.js\";\nimport getViewportRect from \"./getViewportRect.js\";\nimport getDocumentRect from \"./getDocumentRect.js\";\nimport listScrollParents from \"./listScrollParents.js\";\nimport getOffsetParent from \"./getOffsetParent.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport { isElement, isHTMLElement } from \"./instanceOf.js\";\nimport getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport contains from \"./contains.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport rectToClientRect from \"../utils/rectToClientRect.js\";\nimport { max, min } from \"../utils/math.js\";\n\nfunction getInnerBoundingClientRect(element, strategy) {\n var rect = getBoundingClientRect(element, false, strategy === 'fixed');\n rect.top = rect.top + element.clientTop;\n rect.left = rect.left + element.clientLeft;\n rect.bottom = rect.top + element.clientHeight;\n rect.right = rect.left + element.clientWidth;\n rect.width = element.clientWidth;\n rect.height = element.clientHeight;\n rect.x = rect.left;\n rect.y = rect.top;\n return rect;\n}\n\nfunction getClientRectFromMixedType(element, clippingParent, strategy) {\n return clippingParent === viewport ? rectToClientRect(getViewportRect(element, strategy)) : isElement(clippingParent) ? getInnerBoundingClientRect(clippingParent, strategy) : rectToClientRect(getDocumentRect(getDocumentElement(element)));\n} // A \"clipping parent\" is an overflowable container with the characteristic of\n// clipping (or hiding) overflowing elements with a position different from\n// `initial`\n\n\nfunction getClippingParents(element) {\n var clippingParents = listScrollParents(getParentNode(element));\n var canEscapeClipping = ['absolute', 'fixed'].indexOf(getComputedStyle(element).position) >= 0;\n var clipperElement = canEscapeClipping && isHTMLElement(element) ? getOffsetParent(element) : element;\n\n if (!isElement(clipperElement)) {\n return [];\n } // $FlowFixMe[incompatible-return]: https://github.com/facebook/flow/issues/1414\n\n\n return clippingParents.filter(function (clippingParent) {\n return isElement(clippingParent) && contains(clippingParent, clipperElement) && getNodeName(clippingParent) !== 'body';\n });\n} // Gets the maximum area that the element is visible in due to any number of\n// clipping parents\n\n\nexport default function getClippingRect(element, boundary, rootBoundary, strategy) {\n var mainClippingParents = boundary === 'clippingParents' ? getClippingParents(element) : [].concat(boundary);\n var clippingParents = [].concat(mainClippingParents, [rootBoundary]);\n var firstClippingParent = clippingParents[0];\n var clippingRect = clippingParents.reduce(function (accRect, clippingParent) {\n var rect = getClientRectFromMixedType(element, clippingParent, strategy);\n accRect.top = max(rect.top, accRect.top);\n accRect.right = min(rect.right, accRect.right);\n accRect.bottom = min(rect.bottom, accRect.bottom);\n accRect.left = max(rect.left, accRect.left);\n return accRect;\n }, getClientRectFromMixedType(element, firstClippingParent, strategy));\n clippingRect.width = clippingRect.right - clippingRect.left;\n clippingRect.height = clippingRect.bottom - clippingRect.top;\n clippingRect.x = clippingRect.left;\n clippingRect.y = clippingRect.top;\n return clippingRect;\n}","import getWindow from \"./getWindow.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport isLayoutViewport from \"./isLayoutViewport.js\";\nexport default function getViewportRect(element, strategy) {\n var win = getWindow(element);\n var html = getDocumentElement(element);\n var visualViewport = win.visualViewport;\n var width = html.clientWidth;\n var height = html.clientHeight;\n var x = 0;\n var y = 0;\n\n if (visualViewport) {\n width = visualViewport.width;\n height = visualViewport.height;\n var layoutViewport = isLayoutViewport();\n\n if (layoutViewport || !layoutViewport && strategy === 'fixed') {\n x = visualViewport.offsetLeft;\n y = visualViewport.offsetTop;\n }\n }\n\n return {\n width: width,\n height: height,\n x: x + getWindowScrollBarX(element),\n y: y\n };\n}","import getDocumentElement from \"./getDocumentElement.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport getWindowScroll from \"./getWindowScroll.js\";\nimport { max } from \"../utils/math.js\"; // Gets the entire size of the scrollable document area, even extending outside\n// of the `` and `` rect bounds if horizontally scrollable\n\nexport default function getDocumentRect(element) {\n var _element$ownerDocumen;\n\n var html = getDocumentElement(element);\n var winScroll = getWindowScroll(element);\n var body = (_element$ownerDocumen = element.ownerDocument) == null ? void 0 : _element$ownerDocumen.body;\n var width = max(html.scrollWidth, html.clientWidth, body ? body.scrollWidth : 0, body ? body.clientWidth : 0);\n var height = max(html.scrollHeight, html.clientHeight, body ? body.scrollHeight : 0, body ? body.clientHeight : 0);\n var x = -winScroll.scrollLeft + getWindowScrollBarX(element);\n var y = -winScroll.scrollTop;\n\n if (getComputedStyle(body || html).direction === 'rtl') {\n x += max(html.clientWidth, body ? body.clientWidth : 0) - width;\n }\n\n return {\n width: width,\n height: height,\n x: x,\n y: y\n };\n}","import getBasePlacement from \"./getBasePlacement.js\";\nimport getVariation from \"./getVariation.js\";\nimport getMainAxisFromPlacement from \"./getMainAxisFromPlacement.js\";\nimport { top, right, bottom, left, start, end } from \"../enums.js\";\nexport default function computeOffsets(_ref) {\n var reference = _ref.reference,\n element = _ref.element,\n placement = _ref.placement;\n var basePlacement = placement ? getBasePlacement(placement) : null;\n var variation = placement ? getVariation(placement) : null;\n var commonX = reference.x + reference.width / 2 - element.width / 2;\n var commonY = reference.y + reference.height / 2 - element.height / 2;\n var offsets;\n\n switch (basePlacement) {\n case top:\n offsets = {\n x: commonX,\n y: reference.y - element.height\n };\n break;\n\n case bottom:\n offsets = {\n x: commonX,\n y: reference.y + reference.height\n };\n break;\n\n case right:\n offsets = {\n x: reference.x + reference.width,\n y: commonY\n };\n break;\n\n case left:\n offsets = {\n x: reference.x - element.width,\n y: commonY\n };\n break;\n\n default:\n offsets = {\n x: reference.x,\n y: reference.y\n };\n }\n\n var mainAxis = basePlacement ? getMainAxisFromPlacement(basePlacement) : null;\n\n if (mainAxis != null) {\n var len = mainAxis === 'y' ? 'height' : 'width';\n\n switch (variation) {\n case start:\n offsets[mainAxis] = offsets[mainAxis] - (reference[len] / 2 - element[len] / 2);\n break;\n\n case end:\n offsets[mainAxis] = offsets[mainAxis] + (reference[len] / 2 - element[len] / 2);\n break;\n\n default:\n }\n }\n\n return offsets;\n}","import getClippingRect from \"../dom-utils/getClippingRect.js\";\nimport getDocumentElement from \"../dom-utils/getDocumentElement.js\";\nimport getBoundingClientRect from \"../dom-utils/getBoundingClientRect.js\";\nimport computeOffsets from \"./computeOffsets.js\";\nimport rectToClientRect from \"./rectToClientRect.js\";\nimport { clippingParents, reference, popper, bottom, top, right, basePlacements, viewport } from \"../enums.js\";\nimport { isElement } from \"../dom-utils/instanceOf.js\";\nimport mergePaddingObject from \"./mergePaddingObject.js\";\nimport expandToHashMap from \"./expandToHashMap.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport default function detectOverflow(state, options) {\n if (options === void 0) {\n options = {};\n }\n\n var _options = options,\n _options$placement = _options.placement,\n placement = _options$placement === void 0 ? state.placement : _options$placement,\n _options$strategy = _options.strategy,\n strategy = _options$strategy === void 0 ? state.strategy : _options$strategy,\n _options$boundary = _options.boundary,\n boundary = _options$boundary === void 0 ? clippingParents : _options$boundary,\n _options$rootBoundary = _options.rootBoundary,\n rootBoundary = _options$rootBoundary === void 0 ? viewport : _options$rootBoundary,\n _options$elementConte = _options.elementContext,\n elementContext = _options$elementConte === void 0 ? popper : _options$elementConte,\n _options$altBoundary = _options.altBoundary,\n altBoundary = _options$altBoundary === void 0 ? false : _options$altBoundary,\n _options$padding = _options.padding,\n padding = _options$padding === void 0 ? 0 : _options$padding;\n var paddingObject = mergePaddingObject(typeof padding !== 'number' ? padding : expandToHashMap(padding, basePlacements));\n var altContext = elementContext === popper ? reference : popper;\n var popperRect = state.rects.popper;\n var element = state.elements[altBoundary ? altContext : elementContext];\n var clippingClientRect = getClippingRect(isElement(element) ? element : element.contextElement || getDocumentElement(state.elements.popper), boundary, rootBoundary, strategy);\n var referenceClientRect = getBoundingClientRect(state.elements.reference);\n var popperOffsets = computeOffsets({\n reference: referenceClientRect,\n element: popperRect,\n strategy: 'absolute',\n placement: placement\n });\n var popperClientRect = rectToClientRect(Object.assign({}, popperRect, popperOffsets));\n var elementClientRect = elementContext === popper ? popperClientRect : referenceClientRect; // positive = overflowing the clipping rect\n // 0 or negative = within the clipping rect\n\n var overflowOffsets = {\n top: clippingClientRect.top - elementClientRect.top + paddingObject.top,\n bottom: elementClientRect.bottom - clippingClientRect.bottom + paddingObject.bottom,\n left: clippingClientRect.left - elementClientRect.left + paddingObject.left,\n right: elementClientRect.right - clippingClientRect.right + paddingObject.right\n };\n var offsetData = state.modifiersData.offset; // Offsets can be applied only to the popper element\n\n if (elementContext === popper && offsetData) {\n var offset = offsetData[placement];\n Object.keys(overflowOffsets).forEach(function (key) {\n var multiply = [right, bottom].indexOf(key) >= 0 ? 1 : -1;\n var axis = [top, bottom].indexOf(key) >= 0 ? 'y' : 'x';\n overflowOffsets[key] += offset[axis] * multiply;\n });\n }\n\n return overflowOffsets;\n}","import getOppositePlacement from \"../utils/getOppositePlacement.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getOppositeVariationPlacement from \"../utils/getOppositeVariationPlacement.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\nimport computeAutoPlacement from \"../utils/computeAutoPlacement.js\";\nimport { bottom, top, start, right, left, auto } from \"../enums.js\";\nimport getVariation from \"../utils/getVariation.js\"; // eslint-disable-next-line import/no-unused-modules\n\nfunction getExpandedFallbackPlacements(placement) {\n if (getBasePlacement(placement) === auto) {\n return [];\n }\n\n var oppositePlacement = getOppositePlacement(placement);\n return [getOppositeVariationPlacement(placement), oppositePlacement, getOppositeVariationPlacement(oppositePlacement)];\n}\n\nfunction flip(_ref) {\n var state = _ref.state,\n options = _ref.options,\n name = _ref.name;\n\n if (state.modifiersData[name]._skip) {\n return;\n }\n\n var _options$mainAxis = options.mainAxis,\n checkMainAxis = _options$mainAxis === void 0 ? true : _options$mainAxis,\n _options$altAxis = options.altAxis,\n checkAltAxis = _options$altAxis === void 0 ? true : _options$altAxis,\n specifiedFallbackPlacements = options.fallbackPlacements,\n padding = options.padding,\n boundary = options.boundary,\n rootBoundary = options.rootBoundary,\n altBoundary = options.altBoundary,\n _options$flipVariatio = options.flipVariations,\n flipVariations = _options$flipVariatio === void 0 ? true : _options$flipVariatio,\n allowedAutoPlacements = options.allowedAutoPlacements;\n var preferredPlacement = state.options.placement;\n var basePlacement = getBasePlacement(preferredPlacement);\n var isBasePlacement = basePlacement === preferredPlacement;\n var fallbackPlacements = specifiedFallbackPlacements || (isBasePlacement || !flipVariations ? [getOppositePlacement(preferredPlacement)] : getExpandedFallbackPlacements(preferredPlacement));\n var placements = [preferredPlacement].concat(fallbackPlacements).reduce(function (acc, placement) {\n return acc.concat(getBasePlacement(placement) === auto ? computeAutoPlacement(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding,\n flipVariations: flipVariations,\n allowedAutoPlacements: allowedAutoPlacements\n }) : placement);\n }, []);\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var checksMap = new Map();\n var makeFallbackChecks = true;\n var firstFittingPlacement = placements[0];\n\n for (var i = 0; i < placements.length; i++) {\n var placement = placements[i];\n\n var _basePlacement = getBasePlacement(placement);\n\n var isStartVariation = getVariation(placement) === start;\n var isVertical = [top, bottom].indexOf(_basePlacement) >= 0;\n var len = isVertical ? 'width' : 'height';\n var overflow = detectOverflow(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n altBoundary: altBoundary,\n padding: padding\n });\n var mainVariationSide = isVertical ? isStartVariation ? right : left : isStartVariation ? bottom : top;\n\n if (referenceRect[len] > popperRect[len]) {\n mainVariationSide = getOppositePlacement(mainVariationSide);\n }\n\n var altVariationSide = getOppositePlacement(mainVariationSide);\n var checks = [];\n\n if (checkMainAxis) {\n checks.push(overflow[_basePlacement] <= 0);\n }\n\n if (checkAltAxis) {\n checks.push(overflow[mainVariationSide] <= 0, overflow[altVariationSide] <= 0);\n }\n\n if (checks.every(function (check) {\n return check;\n })) {\n firstFittingPlacement = placement;\n makeFallbackChecks = false;\n break;\n }\n\n checksMap.set(placement, checks);\n }\n\n if (makeFallbackChecks) {\n // `2` may be desired in some cases – research later\n var numberOfChecks = flipVariations ? 3 : 1;\n\n var _loop = function _loop(_i) {\n var fittingPlacement = placements.find(function (placement) {\n var checks = checksMap.get(placement);\n\n if (checks) {\n return checks.slice(0, _i).every(function (check) {\n return check;\n });\n }\n });\n\n if (fittingPlacement) {\n firstFittingPlacement = fittingPlacement;\n return \"break\";\n }\n };\n\n for (var _i = numberOfChecks; _i > 0; _i--) {\n var _ret = _loop(_i);\n\n if (_ret === \"break\") break;\n }\n }\n\n if (state.placement !== firstFittingPlacement) {\n state.modifiersData[name]._skip = true;\n state.placement = firstFittingPlacement;\n state.reset = true;\n }\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'flip',\n enabled: true,\n phase: 'main',\n fn: flip,\n requiresIfExists: ['offset'],\n data: {\n _skip: false\n }\n};","import getVariation from \"./getVariation.js\";\nimport { variationPlacements, basePlacements, placements as allPlacements } from \"../enums.js\";\nimport detectOverflow from \"./detectOverflow.js\";\nimport getBasePlacement from \"./getBasePlacement.js\";\nexport default function computeAutoPlacement(state, options) {\n if (options === void 0) {\n options = {};\n }\n\n var _options = options,\n placement = _options.placement,\n boundary = _options.boundary,\n rootBoundary = _options.rootBoundary,\n padding = _options.padding,\n flipVariations = _options.flipVariations,\n _options$allowedAutoP = _options.allowedAutoPlacements,\n allowedAutoPlacements = _options$allowedAutoP === void 0 ? allPlacements : _options$allowedAutoP;\n var variation = getVariation(placement);\n var placements = variation ? flipVariations ? variationPlacements : variationPlacements.filter(function (placement) {\n return getVariation(placement) === variation;\n }) : basePlacements;\n var allowedPlacements = placements.filter(function (placement) {\n return allowedAutoPlacements.indexOf(placement) >= 0;\n });\n\n if (allowedPlacements.length === 0) {\n allowedPlacements = placements;\n } // $FlowFixMe[incompatible-type]: Flow seems to have problems with two array unions...\n\n\n var overflows = allowedPlacements.reduce(function (acc, placement) {\n acc[placement] = detectOverflow(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding\n })[getBasePlacement(placement)];\n return acc;\n }, {});\n return Object.keys(overflows).sort(function (a, b) {\n return overflows[a] - overflows[b];\n });\n}","import { top, bottom, left, right } from \"../enums.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\n\nfunction getSideOffsets(overflow, rect, preventedOffsets) {\n if (preventedOffsets === void 0) {\n preventedOffsets = {\n x: 0,\n y: 0\n };\n }\n\n return {\n top: overflow.top - rect.height - preventedOffsets.y,\n right: overflow.right - rect.width + preventedOffsets.x,\n bottom: overflow.bottom - rect.height + preventedOffsets.y,\n left: overflow.left - rect.width - preventedOffsets.x\n };\n}\n\nfunction isAnySideFullyClipped(overflow) {\n return [top, right, bottom, left].some(function (side) {\n return overflow[side] >= 0;\n });\n}\n\nfunction hide(_ref) {\n var state = _ref.state,\n name = _ref.name;\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var preventedOffsets = state.modifiersData.preventOverflow;\n var referenceOverflow = detectOverflow(state, {\n elementContext: 'reference'\n });\n var popperAltOverflow = detectOverflow(state, {\n altBoundary: true\n });\n var referenceClippingOffsets = getSideOffsets(referenceOverflow, referenceRect);\n var popperEscapeOffsets = getSideOffsets(popperAltOverflow, popperRect, preventedOffsets);\n var isReferenceHidden = isAnySideFullyClipped(referenceClippingOffsets);\n var hasPopperEscaped = isAnySideFullyClipped(popperEscapeOffsets);\n state.modifiersData[name] = {\n referenceClippingOffsets: referenceClippingOffsets,\n popperEscapeOffsets: popperEscapeOffsets,\n isReferenceHidden: isReferenceHidden,\n hasPopperEscaped: hasPopperEscaped\n };\n state.attributes.popper = Object.assign({}, state.attributes.popper, {\n 'data-popper-reference-hidden': isReferenceHidden,\n 'data-popper-escaped': hasPopperEscaped\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'hide',\n enabled: true,\n phase: 'main',\n requiresIfExists: ['preventOverflow'],\n fn: hide\n};","import getBasePlacement from \"../utils/getBasePlacement.js\";\nimport { top, left, right, placements } from \"../enums.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport function distanceAndSkiddingToXY(placement, rects, offset) {\n var basePlacement = getBasePlacement(placement);\n var invertDistance = [left, top].indexOf(basePlacement) >= 0 ? -1 : 1;\n\n var _ref = typeof offset === 'function' ? offset(Object.assign({}, rects, {\n placement: placement\n })) : offset,\n skidding = _ref[0],\n distance = _ref[1];\n\n skidding = skidding || 0;\n distance = (distance || 0) * invertDistance;\n return [left, right].indexOf(basePlacement) >= 0 ? {\n x: distance,\n y: skidding\n } : {\n x: skidding,\n y: distance\n };\n}\n\nfunction offset(_ref2) {\n var state = _ref2.state,\n options = _ref2.options,\n name = _ref2.name;\n var _options$offset = options.offset,\n offset = _options$offset === void 0 ? [0, 0] : _options$offset;\n var data = placements.reduce(function (acc, placement) {\n acc[placement] = distanceAndSkiddingToXY(placement, state.rects, offset);\n return acc;\n }, {});\n var _data$state$placement = data[state.placement],\n x = _data$state$placement.x,\n y = _data$state$placement.y;\n\n if (state.modifiersData.popperOffsets != null) {\n state.modifiersData.popperOffsets.x += x;\n state.modifiersData.popperOffsets.y += y;\n }\n\n state.modifiersData[name] = data;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'offset',\n enabled: true,\n phase: 'main',\n requires: ['popperOffsets'],\n fn: offset\n};","import computeOffsets from \"../utils/computeOffsets.js\";\n\nfunction popperOffsets(_ref) {\n var state = _ref.state,\n name = _ref.name;\n // Offsets are the actual position the popper needs to have to be\n // properly positioned near its reference element\n // This is the most basic placement, and will be adjusted by\n // the modifiers in the next step\n state.modifiersData[name] = computeOffsets({\n reference: state.rects.reference,\n element: state.rects.popper,\n strategy: 'absolute',\n placement: state.placement\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'popperOffsets',\n enabled: true,\n phase: 'read',\n fn: popperOffsets,\n data: {}\n};","import { top, left, right, bottom, start } from \"../enums.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getMainAxisFromPlacement from \"../utils/getMainAxisFromPlacement.js\";\nimport getAltAxis from \"../utils/getAltAxis.js\";\nimport { within, withinMaxClamp } from \"../utils/within.js\";\nimport getLayoutRect from \"../dom-utils/getLayoutRect.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\nimport getVariation from \"../utils/getVariation.js\";\nimport getFreshSideObject from \"../utils/getFreshSideObject.js\";\nimport { min as mathMin, max as mathMax } from \"../utils/math.js\";\n\nfunction preventOverflow(_ref) {\n var state = _ref.state,\n options = _ref.options,\n name = _ref.name;\n var _options$mainAxis = options.mainAxis,\n checkMainAxis = _options$mainAxis === void 0 ? true : _options$mainAxis,\n _options$altAxis = options.altAxis,\n checkAltAxis = _options$altAxis === void 0 ? false : _options$altAxis,\n boundary = options.boundary,\n rootBoundary = options.rootBoundary,\n altBoundary = options.altBoundary,\n padding = options.padding,\n _options$tether = options.tether,\n tether = _options$tether === void 0 ? true : _options$tether,\n _options$tetherOffset = options.tetherOffset,\n tetherOffset = _options$tetherOffset === void 0 ? 0 : _options$tetherOffset;\n var overflow = detectOverflow(state, {\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding,\n altBoundary: altBoundary\n });\n var basePlacement = getBasePlacement(state.placement);\n var variation = getVariation(state.placement);\n var isBasePlacement = !variation;\n var mainAxis = getMainAxisFromPlacement(basePlacement);\n var altAxis = getAltAxis(mainAxis);\n var popperOffsets = state.modifiersData.popperOffsets;\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var tetherOffsetValue = typeof tetherOffset === 'function' ? tetherOffset(Object.assign({}, state.rects, {\n placement: state.placement\n })) : tetherOffset;\n var normalizedTetherOffsetValue = typeof tetherOffsetValue === 'number' ? {\n mainAxis: tetherOffsetValue,\n altAxis: tetherOffsetValue\n } : Object.assign({\n mainAxis: 0,\n altAxis: 0\n }, tetherOffsetValue);\n var offsetModifierState = state.modifiersData.offset ? state.modifiersData.offset[state.placement] : null;\n var data = {\n x: 0,\n y: 0\n };\n\n if (!popperOffsets) {\n return;\n }\n\n if (checkMainAxis) {\n var _offsetModifierState$;\n\n var mainSide = mainAxis === 'y' ? top : left;\n var altSide = mainAxis === 'y' ? bottom : right;\n var len = mainAxis === 'y' ? 'height' : 'width';\n var offset = popperOffsets[mainAxis];\n var min = offset + overflow[mainSide];\n var max = offset - overflow[altSide];\n var additive = tether ? -popperRect[len] / 2 : 0;\n var minLen = variation === start ? referenceRect[len] : popperRect[len];\n var maxLen = variation === start ? -popperRect[len] : -referenceRect[len]; // We need to include the arrow in the calculation so the arrow doesn't go\n // outside the reference bounds\n\n var arrowElement = state.elements.arrow;\n var arrowRect = tether && arrowElement ? getLayoutRect(arrowElement) : {\n width: 0,\n height: 0\n };\n var arrowPaddingObject = state.modifiersData['arrow#persistent'] ? state.modifiersData['arrow#persistent'].padding : getFreshSideObject();\n var arrowPaddingMin = arrowPaddingObject[mainSide];\n var arrowPaddingMax = arrowPaddingObject[altSide]; // If the reference length is smaller than the arrow length, we don't want\n // to include its full size in the calculation. If the reference is small\n // and near the edge of a boundary, the popper can overflow even if the\n // reference is not overflowing as well (e.g. virtual elements with no\n // width or height)\n\n var arrowLen = within(0, referenceRect[len], arrowRect[len]);\n var minOffset = isBasePlacement ? referenceRect[len] / 2 - additive - arrowLen - arrowPaddingMin - normalizedTetherOffsetValue.mainAxis : minLen - arrowLen - arrowPaddingMin - normalizedTetherOffsetValue.mainAxis;\n var maxOffset = isBasePlacement ? -referenceRect[len] / 2 + additive + arrowLen + arrowPaddingMax + normalizedTetherOffsetValue.mainAxis : maxLen + arrowLen + arrowPaddingMax + normalizedTetherOffsetValue.mainAxis;\n var arrowOffsetParent = state.elements.arrow && getOffsetParent(state.elements.arrow);\n var clientOffset = arrowOffsetParent ? mainAxis === 'y' ? arrowOffsetParent.clientTop || 0 : arrowOffsetParent.clientLeft || 0 : 0;\n var offsetModifierValue = (_offsetModifierState$ = offsetModifierState == null ? void 0 : offsetModifierState[mainAxis]) != null ? _offsetModifierState$ : 0;\n var tetherMin = offset + minOffset - offsetModifierValue - clientOffset;\n var tetherMax = offset + maxOffset - offsetModifierValue;\n var preventedOffset = within(tether ? mathMin(min, tetherMin) : min, offset, tether ? mathMax(max, tetherMax) : max);\n popperOffsets[mainAxis] = preventedOffset;\n data[mainAxis] = preventedOffset - offset;\n }\n\n if (checkAltAxis) {\n var _offsetModifierState$2;\n\n var _mainSide = mainAxis === 'x' ? top : left;\n\n var _altSide = mainAxis === 'x' ? bottom : right;\n\n var _offset = popperOffsets[altAxis];\n\n var _len = altAxis === 'y' ? 'height' : 'width';\n\n var _min = _offset + overflow[_mainSide];\n\n var _max = _offset - overflow[_altSide];\n\n var isOriginSide = [top, left].indexOf(basePlacement) !== -1;\n\n var _offsetModifierValue = (_offsetModifierState$2 = offsetModifierState == null ? void 0 : offsetModifierState[altAxis]) != null ? _offsetModifierState$2 : 0;\n\n var _tetherMin = isOriginSide ? _min : _offset - referenceRect[_len] - popperRect[_len] - _offsetModifierValue + normalizedTetherOffsetValue.altAxis;\n\n var _tetherMax = isOriginSide ? _offset + referenceRect[_len] + popperRect[_len] - _offsetModifierValue - normalizedTetherOffsetValue.altAxis : _max;\n\n var _preventedOffset = tether && isOriginSide ? withinMaxClamp(_tetherMin, _offset, _tetherMax) : within(tether ? _tetherMin : _min, _offset, tether ? _tetherMax : _max);\n\n popperOffsets[altAxis] = _preventedOffset;\n data[altAxis] = _preventedOffset - _offset;\n }\n\n state.modifiersData[name] = data;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'preventOverflow',\n enabled: true,\n phase: 'main',\n fn: preventOverflow,\n requiresIfExists: ['offset']\n};","export default function getAltAxis(axis) {\n return axis === 'x' ? 'y' : 'x';\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getNodeScroll from \"./getNodeScroll.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport isScrollParent from \"./isScrollParent.js\";\nimport { round } from \"../utils/math.js\";\n\nfunction isElementScaled(element) {\n var rect = element.getBoundingClientRect();\n var scaleX = round(rect.width) / element.offsetWidth || 1;\n var scaleY = round(rect.height) / element.offsetHeight || 1;\n return scaleX !== 1 || scaleY !== 1;\n} // Returns the composite rect of an element relative to its offsetParent.\n// Composite means it takes into account transforms as well as layout.\n\n\nexport default function getCompositeRect(elementOrVirtualElement, offsetParent, isFixed) {\n if (isFixed === void 0) {\n isFixed = false;\n }\n\n var isOffsetParentAnElement = isHTMLElement(offsetParent);\n var offsetParentIsScaled = isHTMLElement(offsetParent) && isElementScaled(offsetParent);\n var documentElement = getDocumentElement(offsetParent);\n var rect = getBoundingClientRect(elementOrVirtualElement, offsetParentIsScaled, isFixed);\n var scroll = {\n scrollLeft: 0,\n scrollTop: 0\n };\n var offsets = {\n x: 0,\n y: 0\n };\n\n if (isOffsetParentAnElement || !isOffsetParentAnElement && !isFixed) {\n if (getNodeName(offsetParent) !== 'body' || // https://github.com/popperjs/popper-core/issues/1078\n isScrollParent(documentElement)) {\n scroll = getNodeScroll(offsetParent);\n }\n\n if (isHTMLElement(offsetParent)) {\n offsets = getBoundingClientRect(offsetParent, true);\n offsets.x += offsetParent.clientLeft;\n offsets.y += offsetParent.clientTop;\n } else if (documentElement) {\n offsets.x = getWindowScrollBarX(documentElement);\n }\n }\n\n return {\n x: rect.left + scroll.scrollLeft - offsets.x,\n y: rect.top + scroll.scrollTop - offsets.y,\n width: rect.width,\n height: rect.height\n };\n}","import getWindowScroll from \"./getWindowScroll.js\";\nimport getWindow from \"./getWindow.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nimport getHTMLElementScroll from \"./getHTMLElementScroll.js\";\nexport default function getNodeScroll(node) {\n if (node === getWindow(node) || !isHTMLElement(node)) {\n return getWindowScroll(node);\n } else {\n return getHTMLElementScroll(node);\n }\n}","export default function getHTMLElementScroll(element) {\n return {\n scrollLeft: element.scrollLeft,\n scrollTop: element.scrollTop\n };\n}","import { modifierPhases } from \"../enums.js\"; // source: https://stackoverflow.com/questions/49875255\n\nfunction order(modifiers) {\n var map = new Map();\n var visited = new Set();\n var result = [];\n modifiers.forEach(function (modifier) {\n map.set(modifier.name, modifier);\n }); // On visiting object, check for its dependencies and visit them recursively\n\n function sort(modifier) {\n visited.add(modifier.name);\n var requires = [].concat(modifier.requires || [], modifier.requiresIfExists || []);\n requires.forEach(function (dep) {\n if (!visited.has(dep)) {\n var depModifier = map.get(dep);\n\n if (depModifier) {\n sort(depModifier);\n }\n }\n });\n result.push(modifier);\n }\n\n modifiers.forEach(function (modifier) {\n if (!visited.has(modifier.name)) {\n // check for visited object\n sort(modifier);\n }\n });\n return result;\n}\n\nexport default function orderModifiers(modifiers) {\n // order based on dependencies\n var orderedModifiers = order(modifiers); // order based on phase\n\n return modifierPhases.reduce(function (acc, phase) {\n return acc.concat(orderedModifiers.filter(function (modifier) {\n return modifier.phase === phase;\n }));\n }, []);\n}","import getCompositeRect from \"./dom-utils/getCompositeRect.js\";\nimport getLayoutRect from \"./dom-utils/getLayoutRect.js\";\nimport listScrollParents from \"./dom-utils/listScrollParents.js\";\nimport getOffsetParent from \"./dom-utils/getOffsetParent.js\";\nimport orderModifiers from \"./utils/orderModifiers.js\";\nimport debounce from \"./utils/debounce.js\";\nimport mergeByName from \"./utils/mergeByName.js\";\nimport detectOverflow from \"./utils/detectOverflow.js\";\nimport { isElement } from \"./dom-utils/instanceOf.js\";\nvar DEFAULT_OPTIONS = {\n placement: 'bottom',\n modifiers: [],\n strategy: 'absolute'\n};\n\nfunction areValidElements() {\n for (var _len = arguments.length, args = new Array(_len), _key = 0; _key < _len; _key++) {\n args[_key] = arguments[_key];\n }\n\n return !args.some(function (element) {\n return !(element && typeof element.getBoundingClientRect === 'function');\n });\n}\n\nexport function popperGenerator(generatorOptions) {\n if (generatorOptions === void 0) {\n generatorOptions = {};\n }\n\n var _generatorOptions = generatorOptions,\n _generatorOptions$def = _generatorOptions.defaultModifiers,\n defaultModifiers = _generatorOptions$def === void 0 ? [] : _generatorOptions$def,\n _generatorOptions$def2 = _generatorOptions.defaultOptions,\n defaultOptions = _generatorOptions$def2 === void 0 ? DEFAULT_OPTIONS : _generatorOptions$def2;\n return function createPopper(reference, popper, options) {\n if (options === void 0) {\n options = defaultOptions;\n }\n\n var state = {\n placement: 'bottom',\n orderedModifiers: [],\n options: Object.assign({}, DEFAULT_OPTIONS, defaultOptions),\n modifiersData: {},\n elements: {\n reference: reference,\n popper: popper\n },\n attributes: {},\n styles: {}\n };\n var effectCleanupFns = [];\n var isDestroyed = false;\n var instance = {\n state: state,\n setOptions: function setOptions(setOptionsAction) {\n var options = typeof setOptionsAction === 'function' ? setOptionsAction(state.options) : setOptionsAction;\n cleanupModifierEffects();\n state.options = Object.assign({}, defaultOptions, state.options, options);\n state.scrollParents = {\n reference: isElement(reference) ? listScrollParents(reference) : reference.contextElement ? listScrollParents(reference.contextElement) : [],\n popper: listScrollParents(popper)\n }; // Orders the modifiers based on their dependencies and `phase`\n // properties\n\n var orderedModifiers = orderModifiers(mergeByName([].concat(defaultModifiers, state.options.modifiers))); // Strip out disabled modifiers\n\n state.orderedModifiers = orderedModifiers.filter(function (m) {\n return m.enabled;\n });\n runModifierEffects();\n return instance.update();\n },\n // Sync update – it will always be executed, even if not necessary. This\n // is useful for low frequency updates where sync behavior simplifies the\n // logic.\n // For high frequency updates (e.g. `resize` and `scroll` events), always\n // prefer the async Popper#update method\n forceUpdate: function forceUpdate() {\n if (isDestroyed) {\n return;\n }\n\n var _state$elements = state.elements,\n reference = _state$elements.reference,\n popper = _state$elements.popper; // Don't proceed if `reference` or `popper` are not valid elements\n // anymore\n\n if (!areValidElements(reference, popper)) {\n return;\n } // Store the reference and popper rects to be read by modifiers\n\n\n state.rects = {\n reference: getCompositeRect(reference, getOffsetParent(popper), state.options.strategy === 'fixed'),\n popper: getLayoutRect(popper)\n }; // Modifiers have the ability to reset the current update cycle. The\n // most common use case for this is the `flip` modifier changing the\n // placement, which then needs to re-run all the modifiers, because the\n // logic was previously ran for the previous placement and is therefore\n // stale/incorrect\n\n state.reset = false;\n state.placement = state.options.placement; // On each update cycle, the `modifiersData` property for each modifier\n // is filled with the initial data specified by the modifier. This means\n // it doesn't persist and is fresh on each update.\n // To ensure persistent data, use `${name}#persistent`\n\n state.orderedModifiers.forEach(function (modifier) {\n return state.modifiersData[modifier.name] = Object.assign({}, modifier.data);\n });\n\n for (var index = 0; index < state.orderedModifiers.length; index++) {\n if (state.reset === true) {\n state.reset = false;\n index = -1;\n continue;\n }\n\n var _state$orderedModifie = state.orderedModifiers[index],\n fn = _state$orderedModifie.fn,\n _state$orderedModifie2 = _state$orderedModifie.options,\n _options = _state$orderedModifie2 === void 0 ? {} : _state$orderedModifie2,\n name = _state$orderedModifie.name;\n\n if (typeof fn === 'function') {\n state = fn({\n state: state,\n options: _options,\n name: name,\n instance: instance\n }) || state;\n }\n }\n },\n // Async and optimistically optimized update – it will not be executed if\n // not necessary (debounced to run at most once-per-tick)\n update: debounce(function () {\n return new Promise(function (resolve) {\n instance.forceUpdate();\n resolve(state);\n });\n }),\n destroy: function destroy() {\n cleanupModifierEffects();\n isDestroyed = true;\n }\n };\n\n if (!areValidElements(reference, popper)) {\n return instance;\n }\n\n instance.setOptions(options).then(function (state) {\n if (!isDestroyed && options.onFirstUpdate) {\n options.onFirstUpdate(state);\n }\n }); // Modifiers have the ability to execute arbitrary code before the first\n // update cycle runs. They will be executed in the same order as the update\n // cycle. This is useful when a modifier adds some persistent data that\n // other modifiers need to use, but the modifier is run after the dependent\n // one.\n\n function runModifierEffects() {\n state.orderedModifiers.forEach(function (_ref) {\n var name = _ref.name,\n _ref$options = _ref.options,\n options = _ref$options === void 0 ? {} : _ref$options,\n effect = _ref.effect;\n\n if (typeof effect === 'function') {\n var cleanupFn = effect({\n state: state,\n name: name,\n instance: instance,\n options: options\n });\n\n var noopFn = function noopFn() {};\n\n effectCleanupFns.push(cleanupFn || noopFn);\n }\n });\n }\n\n function cleanupModifierEffects() {\n effectCleanupFns.forEach(function (fn) {\n return fn();\n });\n effectCleanupFns = [];\n }\n\n return instance;\n };\n}\nexport var createPopper = /*#__PURE__*/popperGenerator(); // eslint-disable-next-line import/no-unused-modules\n\nexport { detectOverflow };","export default function debounce(fn) {\n var pending;\n return function () {\n if (!pending) {\n pending = new Promise(function (resolve) {\n Promise.resolve().then(function () {\n pending = undefined;\n resolve(fn());\n });\n });\n }\n\n return pending;\n };\n}","export default function mergeByName(modifiers) {\n var merged = modifiers.reduce(function (merged, current) {\n var existing = merged[current.name];\n merged[current.name] = existing ? Object.assign({}, existing, current, {\n options: Object.assign({}, existing.options, current.options),\n data: Object.assign({}, existing.data, current.data)\n }) : current;\n return merged;\n }, {}); // IE11 does not support Object.values\n\n return Object.keys(merged).map(function (key) {\n return merged[key];\n });\n}","import { popperGenerator, detectOverflow } from \"./createPopper.js\";\nimport eventListeners from \"./modifiers/eventListeners.js\";\nimport popperOffsets from \"./modifiers/popperOffsets.js\";\nimport computeStyles from \"./modifiers/computeStyles.js\";\nimport applyStyles from \"./modifiers/applyStyles.js\";\nimport offset from \"./modifiers/offset.js\";\nimport flip from \"./modifiers/flip.js\";\nimport preventOverflow from \"./modifiers/preventOverflow.js\";\nimport arrow from \"./modifiers/arrow.js\";\nimport hide from \"./modifiers/hide.js\";\nvar defaultModifiers = [eventListeners, popperOffsets, computeStyles, applyStyles, offset, flip, preventOverflow, arrow, hide];\nvar createPopper = /*#__PURE__*/popperGenerator({\n defaultModifiers: defaultModifiers\n}); // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper, popperGenerator, defaultModifiers, detectOverflow }; // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper as createPopperLite } from \"./popper-lite.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport * from \"./modifiers/index.js\";","import { popperGenerator, detectOverflow } from \"./createPopper.js\";\nimport eventListeners from \"./modifiers/eventListeners.js\";\nimport popperOffsets from \"./modifiers/popperOffsets.js\";\nimport computeStyles from \"./modifiers/computeStyles.js\";\nimport applyStyles from \"./modifiers/applyStyles.js\";\nvar defaultModifiers = [eventListeners, popperOffsets, computeStyles, applyStyles];\nvar createPopper = /*#__PURE__*/popperGenerator({\n defaultModifiers: defaultModifiers\n}); // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper, popperGenerator, defaultModifiers, detectOverflow };","/*!\n * Bootstrap v5.3.3 (https://getbootstrap.com/)\n * Copyright 2011-2024 The Bootstrap Authors (https://github.com/twbs/bootstrap/graphs/contributors)\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n */\nimport * as Popper from '@popperjs/core';\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/data.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n/**\n * Constants\n */\n\nconst elementMap = new Map();\nconst Data = {\n set(element, key, instance) {\n if (!elementMap.has(element)) {\n elementMap.set(element, new Map());\n }\n const instanceMap = elementMap.get(element);\n\n // make it clear we only want one instance per element\n // can be removed later when multiple key/instances are fine to be used\n if (!instanceMap.has(key) && instanceMap.size !== 0) {\n // eslint-disable-next-line no-console\n console.error(`Bootstrap doesn't allow more than one instance per element. Bound instance: ${Array.from(instanceMap.keys())[0]}.`);\n return;\n }\n instanceMap.set(key, instance);\n },\n get(element, key) {\n if (elementMap.has(element)) {\n return elementMap.get(element).get(key) || null;\n }\n return null;\n },\n remove(element, key) {\n if (!elementMap.has(element)) {\n return;\n }\n const instanceMap = elementMap.get(element);\n instanceMap.delete(key);\n\n // free up element references if there are no instances left for an element\n if (instanceMap.size === 0) {\n elementMap.delete(element);\n }\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/index.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst MAX_UID = 1000000;\nconst MILLISECONDS_MULTIPLIER = 1000;\nconst TRANSITION_END = 'transitionend';\n\n/**\n * Properly escape IDs selectors to handle weird IDs\n * @param {string} selector\n * @returns {string}\n */\nconst parseSelector = selector => {\n if (selector && window.CSS && window.CSS.escape) {\n // document.querySelector needs escaping to handle IDs (html5+) containing for instance /\n selector = selector.replace(/#([^\\s\"#']+)/g, (match, id) => `#${CSS.escape(id)}`);\n }\n return selector;\n};\n\n// Shout-out Angus Croll (https://goo.gl/pxwQGp)\nconst toType = object => {\n if (object === null || object === undefined) {\n return `${object}`;\n }\n return Object.prototype.toString.call(object).match(/\\s([a-z]+)/i)[1].toLowerCase();\n};\n\n/**\n * Public Util API\n */\n\nconst getUID = prefix => {\n do {\n prefix += Math.floor(Math.random() * MAX_UID);\n } while (document.getElementById(prefix));\n return prefix;\n};\nconst getTransitionDurationFromElement = element => {\n if (!element) {\n return 0;\n }\n\n // Get transition-duration of the element\n let {\n transitionDuration,\n transitionDelay\n } = window.getComputedStyle(element);\n const floatTransitionDuration = Number.parseFloat(transitionDuration);\n const floatTransitionDelay = Number.parseFloat(transitionDelay);\n\n // Return 0 if element or transition duration is not found\n if (!floatTransitionDuration && !floatTransitionDelay) {\n return 0;\n }\n\n // If multiple durations are defined, take the first\n transitionDuration = transitionDuration.split(',')[0];\n transitionDelay = transitionDelay.split(',')[0];\n return (Number.parseFloat(transitionDuration) + Number.parseFloat(transitionDelay)) * MILLISECONDS_MULTIPLIER;\n};\nconst triggerTransitionEnd = element => {\n element.dispatchEvent(new Event(TRANSITION_END));\n};\nconst isElement = object => {\n if (!object || typeof object !== 'object') {\n return false;\n }\n if (typeof object.jquery !== 'undefined') {\n object = object[0];\n }\n return typeof object.nodeType !== 'undefined';\n};\nconst getElement = object => {\n // it's a jQuery object or a node element\n if (isElement(object)) {\n return object.jquery ? object[0] : object;\n }\n if (typeof object === 'string' && object.length > 0) {\n return document.querySelector(parseSelector(object));\n }\n return null;\n};\nconst isVisible = element => {\n if (!isElement(element) || element.getClientRects().length === 0) {\n return false;\n }\n const elementIsVisible = getComputedStyle(element).getPropertyValue('visibility') === 'visible';\n // Handle `details` element as its content may falsie appear visible when it is closed\n const closedDetails = element.closest('details:not([open])');\n if (!closedDetails) {\n return elementIsVisible;\n }\n if (closedDetails !== element) {\n const summary = element.closest('summary');\n if (summary && summary.parentNode !== closedDetails) {\n return false;\n }\n if (summary === null) {\n return false;\n }\n }\n return elementIsVisible;\n};\nconst isDisabled = element => {\n if (!element || element.nodeType !== Node.ELEMENT_NODE) {\n return true;\n }\n if (element.classList.contains('disabled')) {\n return true;\n }\n if (typeof element.disabled !== 'undefined') {\n return element.disabled;\n }\n return element.hasAttribute('disabled') && element.getAttribute('disabled') !== 'false';\n};\nconst findShadowRoot = element => {\n if (!document.documentElement.attachShadow) {\n return null;\n }\n\n // Can find the shadow root otherwise it'll return the document\n if (typeof element.getRootNode === 'function') {\n const root = element.getRootNode();\n return root instanceof ShadowRoot ? root : null;\n }\n if (element instanceof ShadowRoot) {\n return element;\n }\n\n // when we don't find a shadow root\n if (!element.parentNode) {\n return null;\n }\n return findShadowRoot(element.parentNode);\n};\nconst noop = () => {};\n\n/**\n * Trick to restart an element's animation\n *\n * @param {HTMLElement} element\n * @return void\n *\n * @see https://www.charistheo.io/blog/2021/02/restart-a-css-animation-with-javascript/#restarting-a-css-animation\n */\nconst reflow = element => {\n element.offsetHeight; // eslint-disable-line no-unused-expressions\n};\nconst getjQuery = () => {\n if (window.jQuery && !document.body.hasAttribute('data-bs-no-jquery')) {\n return window.jQuery;\n }\n return null;\n};\nconst DOMContentLoadedCallbacks = [];\nconst onDOMContentLoaded = callback => {\n if (document.readyState === 'loading') {\n // add listener on the first call when the document is in loading state\n if (!DOMContentLoadedCallbacks.length) {\n document.addEventListener('DOMContentLoaded', () => {\n for (const callback of DOMContentLoadedCallbacks) {\n callback();\n }\n });\n }\n DOMContentLoadedCallbacks.push(callback);\n } else {\n callback();\n }\n};\nconst isRTL = () => document.documentElement.dir === 'rtl';\nconst defineJQueryPlugin = plugin => {\n onDOMContentLoaded(() => {\n const $ = getjQuery();\n /* istanbul ignore if */\n if ($) {\n const name = plugin.NAME;\n const JQUERY_NO_CONFLICT = $.fn[name];\n $.fn[name] = plugin.jQueryInterface;\n $.fn[name].Constructor = plugin;\n $.fn[name].noConflict = () => {\n $.fn[name] = JQUERY_NO_CONFLICT;\n return plugin.jQueryInterface;\n };\n }\n });\n};\nconst execute = (possibleCallback, args = [], defaultValue = possibleCallback) => {\n return typeof possibleCallback === 'function' ? possibleCallback(...args) : defaultValue;\n};\nconst executeAfterTransition = (callback, transitionElement, waitForTransition = true) => {\n if (!waitForTransition) {\n execute(callback);\n return;\n }\n const durationPadding = 5;\n const emulatedDuration = getTransitionDurationFromElement(transitionElement) + durationPadding;\n let called = false;\n const handler = ({\n target\n }) => {\n if (target !== transitionElement) {\n return;\n }\n called = true;\n transitionElement.removeEventListener(TRANSITION_END, handler);\n execute(callback);\n };\n transitionElement.addEventListener(TRANSITION_END, handler);\n setTimeout(() => {\n if (!called) {\n triggerTransitionEnd(transitionElement);\n }\n }, emulatedDuration);\n};\n\n/**\n * Return the previous/next element of a list.\n *\n * @param {array} list The list of elements\n * @param activeElement The active element\n * @param shouldGetNext Choose to get next or previous element\n * @param isCycleAllowed\n * @return {Element|elem} The proper element\n */\nconst getNextActiveElement = (list, activeElement, shouldGetNext, isCycleAllowed) => {\n const listLength = list.length;\n let index = list.indexOf(activeElement);\n\n // if the element does not exist in the list return an element\n // depending on the direction and if cycle is allowed\n if (index === -1) {\n return !shouldGetNext && isCycleAllowed ? list[listLength - 1] : list[0];\n }\n index += shouldGetNext ? 1 : -1;\n if (isCycleAllowed) {\n index = (index + listLength) % listLength;\n }\n return list[Math.max(0, Math.min(index, listLength - 1))];\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/event-handler.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst namespaceRegex = /[^.]*(?=\\..*)\\.|.*/;\nconst stripNameRegex = /\\..*/;\nconst stripUidRegex = /::\\d+$/;\nconst eventRegistry = {}; // Events storage\nlet uidEvent = 1;\nconst customEvents = {\n mouseenter: 'mouseover',\n mouseleave: 'mouseout'\n};\nconst nativeEvents = new Set(['click', 'dblclick', 'mouseup', 'mousedown', 'contextmenu', 'mousewheel', 'DOMMouseScroll', 'mouseover', 'mouseout', 'mousemove', 'selectstart', 'selectend', 'keydown', 'keypress', 'keyup', 'orientationchange', 'touchstart', 'touchmove', 'touchend', 'touchcancel', 'pointerdown', 'pointermove', 'pointerup', 'pointerleave', 'pointercancel', 'gesturestart', 'gesturechange', 'gestureend', 'focus', 'blur', 'change', 'reset', 'select', 'submit', 'focusin', 'focusout', 'load', 'unload', 'beforeunload', 'resize', 'move', 'DOMContentLoaded', 'readystatechange', 'error', 'abort', 'scroll']);\n\n/**\n * Private methods\n */\n\nfunction makeEventUid(element, uid) {\n return uid && `${uid}::${uidEvent++}` || element.uidEvent || uidEvent++;\n}\nfunction getElementEvents(element) {\n const uid = makeEventUid(element);\n element.uidEvent = uid;\n eventRegistry[uid] = eventRegistry[uid] || {};\n return eventRegistry[uid];\n}\nfunction bootstrapHandler(element, fn) {\n return function handler(event) {\n hydrateObj(event, {\n delegateTarget: element\n });\n if (handler.oneOff) {\n EventHandler.off(element, event.type, fn);\n }\n return fn.apply(element, [event]);\n };\n}\nfunction bootstrapDelegationHandler(element, selector, fn) {\n return function handler(event) {\n const domElements = element.querySelectorAll(selector);\n for (let {\n target\n } = event; target && target !== this; target = target.parentNode) {\n for (const domElement of domElements) {\n if (domElement !== target) {\n continue;\n }\n hydrateObj(event, {\n delegateTarget: target\n });\n if (handler.oneOff) {\n EventHandler.off(element, event.type, selector, fn);\n }\n return fn.apply(target, [event]);\n }\n }\n };\n}\nfunction findHandler(events, callable, delegationSelector = null) {\n return Object.values(events).find(event => event.callable === callable && event.delegationSelector === delegationSelector);\n}\nfunction normalizeParameters(originalTypeEvent, handler, delegationFunction) {\n const isDelegated = typeof handler === 'string';\n // TODO: tooltip passes `false` instead of selector, so we need to check\n const callable = isDelegated ? delegationFunction : handler || delegationFunction;\n let typeEvent = getTypeEvent(originalTypeEvent);\n if (!nativeEvents.has(typeEvent)) {\n typeEvent = originalTypeEvent;\n }\n return [isDelegated, callable, typeEvent];\n}\nfunction addHandler(element, originalTypeEvent, handler, delegationFunction, oneOff) {\n if (typeof originalTypeEvent !== 'string' || !element) {\n return;\n }\n let [isDelegated, callable, typeEvent] = normalizeParameters(originalTypeEvent, handler, delegationFunction);\n\n // in case of mouseenter or mouseleave wrap the handler within a function that checks for its DOM position\n // this prevents the handler from being dispatched the same way as mouseover or mouseout does\n if (originalTypeEvent in customEvents) {\n const wrapFunction = fn => {\n return function (event) {\n if (!event.relatedTarget || event.relatedTarget !== event.delegateTarget && !event.delegateTarget.contains(event.relatedTarget)) {\n return fn.call(this, event);\n }\n };\n };\n callable = wrapFunction(callable);\n }\n const events = getElementEvents(element);\n const handlers = events[typeEvent] || (events[typeEvent] = {});\n const previousFunction = findHandler(handlers, callable, isDelegated ? handler : null);\n if (previousFunction) {\n previousFunction.oneOff = previousFunction.oneOff && oneOff;\n return;\n }\n const uid = makeEventUid(callable, originalTypeEvent.replace(namespaceRegex, ''));\n const fn = isDelegated ? bootstrapDelegationHandler(element, handler, callable) : bootstrapHandler(element, callable);\n fn.delegationSelector = isDelegated ? handler : null;\n fn.callable = callable;\n fn.oneOff = oneOff;\n fn.uidEvent = uid;\n handlers[uid] = fn;\n element.addEventListener(typeEvent, fn, isDelegated);\n}\nfunction removeHandler(element, events, typeEvent, handler, delegationSelector) {\n const fn = findHandler(events[typeEvent], handler, delegationSelector);\n if (!fn) {\n return;\n }\n element.removeEventListener(typeEvent, fn, Boolean(delegationSelector));\n delete events[typeEvent][fn.uidEvent];\n}\nfunction removeNamespacedHandlers(element, events, typeEvent, namespace) {\n const storeElementEvent = events[typeEvent] || {};\n for (const [handlerKey, event] of Object.entries(storeElementEvent)) {\n if (handlerKey.includes(namespace)) {\n removeHandler(element, events, typeEvent, event.callable, event.delegationSelector);\n }\n }\n}\nfunction getTypeEvent(event) {\n // allow to get the native events from namespaced events ('click.bs.button' --> 'click')\n event = event.replace(stripNameRegex, '');\n return customEvents[event] || event;\n}\nconst EventHandler = {\n on(element, event, handler, delegationFunction) {\n addHandler(element, event, handler, delegationFunction, false);\n },\n one(element, event, handler, delegationFunction) {\n addHandler(element, event, handler, delegationFunction, true);\n },\n off(element, originalTypeEvent, handler, delegationFunction) {\n if (typeof originalTypeEvent !== 'string' || !element) {\n return;\n }\n const [isDelegated, callable, typeEvent] = normalizeParameters(originalTypeEvent, handler, delegationFunction);\n const inNamespace = typeEvent !== originalTypeEvent;\n const events = getElementEvents(element);\n const storeElementEvent = events[typeEvent] || {};\n const isNamespace = originalTypeEvent.startsWith('.');\n if (typeof callable !== 'undefined') {\n // Simplest case: handler is passed, remove that listener ONLY.\n if (!Object.keys(storeElementEvent).length) {\n return;\n }\n removeHandler(element, events, typeEvent, callable, isDelegated ? handler : null);\n return;\n }\n if (isNamespace) {\n for (const elementEvent of Object.keys(events)) {\n removeNamespacedHandlers(element, events, elementEvent, originalTypeEvent.slice(1));\n }\n }\n for (const [keyHandlers, event] of Object.entries(storeElementEvent)) {\n const handlerKey = keyHandlers.replace(stripUidRegex, '');\n if (!inNamespace || originalTypeEvent.includes(handlerKey)) {\n removeHandler(element, events, typeEvent, event.callable, event.delegationSelector);\n }\n }\n },\n trigger(element, event, args) {\n if (typeof event !== 'string' || !element) {\n return null;\n }\n const $ = getjQuery();\n const typeEvent = getTypeEvent(event);\n const inNamespace = event !== typeEvent;\n let jQueryEvent = null;\n let bubbles = true;\n let nativeDispatch = true;\n let defaultPrevented = false;\n if (inNamespace && $) {\n jQueryEvent = $.Event(event, args);\n $(element).trigger(jQueryEvent);\n bubbles = !jQueryEvent.isPropagationStopped();\n nativeDispatch = !jQueryEvent.isImmediatePropagationStopped();\n defaultPrevented = jQueryEvent.isDefaultPrevented();\n }\n const evt = hydrateObj(new Event(event, {\n bubbles,\n cancelable: true\n }), args);\n if (defaultPrevented) {\n evt.preventDefault();\n }\n if (nativeDispatch) {\n element.dispatchEvent(evt);\n }\n if (evt.defaultPrevented && jQueryEvent) {\n jQueryEvent.preventDefault();\n }\n return evt;\n }\n};\nfunction hydrateObj(obj, meta = {}) {\n for (const [key, value] of Object.entries(meta)) {\n try {\n obj[key] = value;\n } catch (_unused) {\n Object.defineProperty(obj, key, {\n configurable: true,\n get() {\n return value;\n }\n });\n }\n }\n return obj;\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/manipulator.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nfunction normalizeData(value) {\n if (value === 'true') {\n return true;\n }\n if (value === 'false') {\n return false;\n }\n if (value === Number(value).toString()) {\n return Number(value);\n }\n if (value === '' || value === 'null') {\n return null;\n }\n if (typeof value !== 'string') {\n return value;\n }\n try {\n return JSON.parse(decodeURIComponent(value));\n } catch (_unused) {\n return value;\n }\n}\nfunction normalizeDataKey(key) {\n return key.replace(/[A-Z]/g, chr => `-${chr.toLowerCase()}`);\n}\nconst Manipulator = {\n setDataAttribute(element, key, value) {\n element.setAttribute(`data-bs-${normalizeDataKey(key)}`, value);\n },\n removeDataAttribute(element, key) {\n element.removeAttribute(`data-bs-${normalizeDataKey(key)}`);\n },\n getDataAttributes(element) {\n if (!element) {\n return {};\n }\n const attributes = {};\n const bsKeys = Object.keys(element.dataset).filter(key => key.startsWith('bs') && !key.startsWith('bsConfig'));\n for (const key of bsKeys) {\n let pureKey = key.replace(/^bs/, '');\n pureKey = pureKey.charAt(0).toLowerCase() + pureKey.slice(1, pureKey.length);\n attributes[pureKey] = normalizeData(element.dataset[key]);\n }\n return attributes;\n },\n getDataAttribute(element, key) {\n return normalizeData(element.getAttribute(`data-bs-${normalizeDataKey(key)}`));\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/config.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Class definition\n */\n\nclass Config {\n // Getters\n static get Default() {\n return {};\n }\n static get DefaultType() {\n return {};\n }\n static get NAME() {\n throw new Error('You have to implement the static method \"NAME\", for each component!');\n }\n _getConfig(config) {\n config = this._mergeConfigObj(config);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n _configAfterMerge(config) {\n return config;\n }\n _mergeConfigObj(config, element) {\n const jsonConfig = isElement(element) ? Manipulator.getDataAttribute(element, 'config') : {}; // try to parse\n\n return {\n ...this.constructor.Default,\n ...(typeof jsonConfig === 'object' ? jsonConfig : {}),\n ...(isElement(element) ? Manipulator.getDataAttributes(element) : {}),\n ...(typeof config === 'object' ? config : {})\n };\n }\n _typeCheckConfig(config, configTypes = this.constructor.DefaultType) {\n for (const [property, expectedTypes] of Object.entries(configTypes)) {\n const value = config[property];\n const valueType = isElement(value) ? 'element' : toType(value);\n if (!new RegExp(expectedTypes).test(valueType)) {\n throw new TypeError(`${this.constructor.NAME.toUpperCase()}: Option \"${property}\" provided type \"${valueType}\" but expected type \"${expectedTypes}\".`);\n }\n }\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap base-component.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst VERSION = '5.3.3';\n\n/**\n * Class definition\n */\n\nclass BaseComponent extends Config {\n constructor(element, config) {\n super();\n element = getElement(element);\n if (!element) {\n return;\n }\n this._element = element;\n this._config = this._getConfig(config);\n Data.set(this._element, this.constructor.DATA_KEY, this);\n }\n\n // Public\n dispose() {\n Data.remove(this._element, this.constructor.DATA_KEY);\n EventHandler.off(this._element, this.constructor.EVENT_KEY);\n for (const propertyName of Object.getOwnPropertyNames(this)) {\n this[propertyName] = null;\n }\n }\n _queueCallback(callback, element, isAnimated = true) {\n executeAfterTransition(callback, element, isAnimated);\n }\n _getConfig(config) {\n config = this._mergeConfigObj(config, this._element);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n\n // Static\n static getInstance(element) {\n return Data.get(getElement(element), this.DATA_KEY);\n }\n static getOrCreateInstance(element, config = {}) {\n return this.getInstance(element) || new this(element, typeof config === 'object' ? config : null);\n }\n static get VERSION() {\n return VERSION;\n }\n static get DATA_KEY() {\n return `bs.${this.NAME}`;\n }\n static get EVENT_KEY() {\n return `.${this.DATA_KEY}`;\n }\n static eventName(name) {\n return `${name}${this.EVENT_KEY}`;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/selector-engine.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst getSelector = element => {\n let selector = element.getAttribute('data-bs-target');\n if (!selector || selector === '#') {\n let hrefAttribute = element.getAttribute('href');\n\n // The only valid content that could double as a selector are IDs or classes,\n // so everything starting with `#` or `.`. If a \"real\" URL is used as the selector,\n // `document.querySelector` will rightfully complain it is invalid.\n // See https://github.com/twbs/bootstrap/issues/32273\n if (!hrefAttribute || !hrefAttribute.includes('#') && !hrefAttribute.startsWith('.')) {\n return null;\n }\n\n // Just in case some CMS puts out a full URL with the anchor appended\n if (hrefAttribute.includes('#') && !hrefAttribute.startsWith('#')) {\n hrefAttribute = `#${hrefAttribute.split('#')[1]}`;\n }\n selector = hrefAttribute && hrefAttribute !== '#' ? hrefAttribute.trim() : null;\n }\n return selector ? selector.split(',').map(sel => parseSelector(sel)).join(',') : null;\n};\nconst SelectorEngine = {\n find(selector, element = document.documentElement) {\n return [].concat(...Element.prototype.querySelectorAll.call(element, selector));\n },\n findOne(selector, element = document.documentElement) {\n return Element.prototype.querySelector.call(element, selector);\n },\n children(element, selector) {\n return [].concat(...element.children).filter(child => child.matches(selector));\n },\n parents(element, selector) {\n const parents = [];\n let ancestor = element.parentNode.closest(selector);\n while (ancestor) {\n parents.push(ancestor);\n ancestor = ancestor.parentNode.closest(selector);\n }\n return parents;\n },\n prev(element, selector) {\n let previous = element.previousElementSibling;\n while (previous) {\n if (previous.matches(selector)) {\n return [previous];\n }\n previous = previous.previousElementSibling;\n }\n return [];\n },\n // TODO: this is now unused; remove later along with prev()\n next(element, selector) {\n let next = element.nextElementSibling;\n while (next) {\n if (next.matches(selector)) {\n return [next];\n }\n next = next.nextElementSibling;\n }\n return [];\n },\n focusableChildren(element) {\n const focusables = ['a', 'button', 'input', 'textarea', 'select', 'details', '[tabindex]', '[contenteditable=\"true\"]'].map(selector => `${selector}:not([tabindex^=\"-\"])`).join(',');\n return this.find(focusables, element).filter(el => !isDisabled(el) && isVisible(el));\n },\n getSelectorFromElement(element) {\n const selector = getSelector(element);\n if (selector) {\n return SelectorEngine.findOne(selector) ? selector : null;\n }\n return null;\n },\n getElementFromSelector(element) {\n const selector = getSelector(element);\n return selector ? SelectorEngine.findOne(selector) : null;\n },\n getMultipleElementsFromSelector(element) {\n const selector = getSelector(element);\n return selector ? SelectorEngine.find(selector) : [];\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/component-functions.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst enableDismissTrigger = (component, method = 'hide') => {\n const clickEvent = `click.dismiss${component.EVENT_KEY}`;\n const name = component.NAME;\n EventHandler.on(document, clickEvent, `[data-bs-dismiss=\"${name}\"]`, function (event) {\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n if (isDisabled(this)) {\n return;\n }\n const target = SelectorEngine.getElementFromSelector(this) || this.closest(`.${name}`);\n const instance = component.getOrCreateInstance(target);\n\n // Method argument is left, for Alert and only, as it doesn't implement the 'hide' method\n instance[method]();\n });\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap alert.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$f = 'alert';\nconst DATA_KEY$a = 'bs.alert';\nconst EVENT_KEY$b = `.${DATA_KEY$a}`;\nconst EVENT_CLOSE = `close${EVENT_KEY$b}`;\nconst EVENT_CLOSED = `closed${EVENT_KEY$b}`;\nconst CLASS_NAME_FADE$5 = 'fade';\nconst CLASS_NAME_SHOW$8 = 'show';\n\n/**\n * Class definition\n */\n\nclass Alert extends BaseComponent {\n // Getters\n static get NAME() {\n return NAME$f;\n }\n\n // Public\n close() {\n const closeEvent = EventHandler.trigger(this._element, EVENT_CLOSE);\n if (closeEvent.defaultPrevented) {\n return;\n }\n this._element.classList.remove(CLASS_NAME_SHOW$8);\n const isAnimated = this._element.classList.contains(CLASS_NAME_FADE$5);\n this._queueCallback(() => this._destroyElement(), this._element, isAnimated);\n }\n\n // Private\n _destroyElement() {\n this._element.remove();\n EventHandler.trigger(this._element, EVENT_CLOSED);\n this.dispose();\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Alert.getOrCreateInstance(this);\n if (typeof config !== 'string') {\n return;\n }\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](this);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nenableDismissTrigger(Alert, 'close');\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Alert);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap button.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$e = 'button';\nconst DATA_KEY$9 = 'bs.button';\nconst EVENT_KEY$a = `.${DATA_KEY$9}`;\nconst DATA_API_KEY$6 = '.data-api';\nconst CLASS_NAME_ACTIVE$3 = 'active';\nconst SELECTOR_DATA_TOGGLE$5 = '[data-bs-toggle=\"button\"]';\nconst EVENT_CLICK_DATA_API$6 = `click${EVENT_KEY$a}${DATA_API_KEY$6}`;\n\n/**\n * Class definition\n */\n\nclass Button extends BaseComponent {\n // Getters\n static get NAME() {\n return NAME$e;\n }\n\n // Public\n toggle() {\n // Toggle class and sync the `aria-pressed` attribute with the return value of the `.toggle()` method\n this._element.setAttribute('aria-pressed', this._element.classList.toggle(CLASS_NAME_ACTIVE$3));\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Button.getOrCreateInstance(this);\n if (config === 'toggle') {\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$6, SELECTOR_DATA_TOGGLE$5, event => {\n event.preventDefault();\n const button = event.target.closest(SELECTOR_DATA_TOGGLE$5);\n const data = Button.getOrCreateInstance(button);\n data.toggle();\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Button);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/swipe.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$d = 'swipe';\nconst EVENT_KEY$9 = '.bs.swipe';\nconst EVENT_TOUCHSTART = `touchstart${EVENT_KEY$9}`;\nconst EVENT_TOUCHMOVE = `touchmove${EVENT_KEY$9}`;\nconst EVENT_TOUCHEND = `touchend${EVENT_KEY$9}`;\nconst EVENT_POINTERDOWN = `pointerdown${EVENT_KEY$9}`;\nconst EVENT_POINTERUP = `pointerup${EVENT_KEY$9}`;\nconst POINTER_TYPE_TOUCH = 'touch';\nconst POINTER_TYPE_PEN = 'pen';\nconst CLASS_NAME_POINTER_EVENT = 'pointer-event';\nconst SWIPE_THRESHOLD = 40;\nconst Default$c = {\n endCallback: null,\n leftCallback: null,\n rightCallback: null\n};\nconst DefaultType$c = {\n endCallback: '(function|null)',\n leftCallback: '(function|null)',\n rightCallback: '(function|null)'\n};\n\n/**\n * Class definition\n */\n\nclass Swipe extends Config {\n constructor(element, config) {\n super();\n this._element = element;\n if (!element || !Swipe.isSupported()) {\n return;\n }\n this._config = this._getConfig(config);\n this._deltaX = 0;\n this._supportPointerEvents = Boolean(window.PointerEvent);\n this._initEvents();\n }\n\n // Getters\n static get Default() {\n return Default$c;\n }\n static get DefaultType() {\n return DefaultType$c;\n }\n static get NAME() {\n return NAME$d;\n }\n\n // Public\n dispose() {\n EventHandler.off(this._element, EVENT_KEY$9);\n }\n\n // Private\n _start(event) {\n if (!this._supportPointerEvents) {\n this._deltaX = event.touches[0].clientX;\n return;\n }\n if (this._eventIsPointerPenTouch(event)) {\n this._deltaX = event.clientX;\n }\n }\n _end(event) {\n if (this._eventIsPointerPenTouch(event)) {\n this._deltaX = event.clientX - this._deltaX;\n }\n this._handleSwipe();\n execute(this._config.endCallback);\n }\n _move(event) {\n this._deltaX = event.touches && event.touches.length > 1 ? 0 : event.touches[0].clientX - this._deltaX;\n }\n _handleSwipe() {\n const absDeltaX = Math.abs(this._deltaX);\n if (absDeltaX <= SWIPE_THRESHOLD) {\n return;\n }\n const direction = absDeltaX / this._deltaX;\n this._deltaX = 0;\n if (!direction) {\n return;\n }\n execute(direction > 0 ? this._config.rightCallback : this._config.leftCallback);\n }\n _initEvents() {\n if (this._supportPointerEvents) {\n EventHandler.on(this._element, EVENT_POINTERDOWN, event => this._start(event));\n EventHandler.on(this._element, EVENT_POINTERUP, event => this._end(event));\n this._element.classList.add(CLASS_NAME_POINTER_EVENT);\n } else {\n EventHandler.on(this._element, EVENT_TOUCHSTART, event => this._start(event));\n EventHandler.on(this._element, EVENT_TOUCHMOVE, event => this._move(event));\n EventHandler.on(this._element, EVENT_TOUCHEND, event => this._end(event));\n }\n }\n _eventIsPointerPenTouch(event) {\n return this._supportPointerEvents && (event.pointerType === POINTER_TYPE_PEN || event.pointerType === POINTER_TYPE_TOUCH);\n }\n\n // Static\n static isSupported() {\n return 'ontouchstart' in document.documentElement || navigator.maxTouchPoints > 0;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap carousel.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$c = 'carousel';\nconst DATA_KEY$8 = 'bs.carousel';\nconst EVENT_KEY$8 = `.${DATA_KEY$8}`;\nconst DATA_API_KEY$5 = '.data-api';\nconst ARROW_LEFT_KEY$1 = 'ArrowLeft';\nconst ARROW_RIGHT_KEY$1 = 'ArrowRight';\nconst TOUCHEVENT_COMPAT_WAIT = 500; // Time for mouse compat events to fire after touch\n\nconst ORDER_NEXT = 'next';\nconst ORDER_PREV = 'prev';\nconst DIRECTION_LEFT = 'left';\nconst DIRECTION_RIGHT = 'right';\nconst EVENT_SLIDE = `slide${EVENT_KEY$8}`;\nconst EVENT_SLID = `slid${EVENT_KEY$8}`;\nconst EVENT_KEYDOWN$1 = `keydown${EVENT_KEY$8}`;\nconst EVENT_MOUSEENTER$1 = `mouseenter${EVENT_KEY$8}`;\nconst EVENT_MOUSELEAVE$1 = `mouseleave${EVENT_KEY$8}`;\nconst EVENT_DRAG_START = `dragstart${EVENT_KEY$8}`;\nconst EVENT_LOAD_DATA_API$3 = `load${EVENT_KEY$8}${DATA_API_KEY$5}`;\nconst EVENT_CLICK_DATA_API$5 = `click${EVENT_KEY$8}${DATA_API_KEY$5}`;\nconst CLASS_NAME_CAROUSEL = 'carousel';\nconst CLASS_NAME_ACTIVE$2 = 'active';\nconst CLASS_NAME_SLIDE = 'slide';\nconst CLASS_NAME_END = 'carousel-item-end';\nconst CLASS_NAME_START = 'carousel-item-start';\nconst CLASS_NAME_NEXT = 'carousel-item-next';\nconst CLASS_NAME_PREV = 'carousel-item-prev';\nconst SELECTOR_ACTIVE = '.active';\nconst SELECTOR_ITEM = '.carousel-item';\nconst SELECTOR_ACTIVE_ITEM = SELECTOR_ACTIVE + SELECTOR_ITEM;\nconst SELECTOR_ITEM_IMG = '.carousel-item img';\nconst SELECTOR_INDICATORS = '.carousel-indicators';\nconst SELECTOR_DATA_SLIDE = '[data-bs-slide], [data-bs-slide-to]';\nconst SELECTOR_DATA_RIDE = '[data-bs-ride=\"carousel\"]';\nconst KEY_TO_DIRECTION = {\n [ARROW_LEFT_KEY$1]: DIRECTION_RIGHT,\n [ARROW_RIGHT_KEY$1]: DIRECTION_LEFT\n};\nconst Default$b = {\n interval: 5000,\n keyboard: true,\n pause: 'hover',\n ride: false,\n touch: true,\n wrap: true\n};\nconst DefaultType$b = {\n interval: '(number|boolean)',\n // TODO:v6 remove boolean support\n keyboard: 'boolean',\n pause: '(string|boolean)',\n ride: '(boolean|string)',\n touch: 'boolean',\n wrap: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Carousel extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._interval = null;\n this._activeElement = null;\n this._isSliding = false;\n this.touchTimeout = null;\n this._swipeHelper = null;\n this._indicatorsElement = SelectorEngine.findOne(SELECTOR_INDICATORS, this._element);\n this._addEventListeners();\n if (this._config.ride === CLASS_NAME_CAROUSEL) {\n this.cycle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$b;\n }\n static get DefaultType() {\n return DefaultType$b;\n }\n static get NAME() {\n return NAME$c;\n }\n\n // Public\n next() {\n this._slide(ORDER_NEXT);\n }\n nextWhenVisible() {\n // FIXME TODO use `document.visibilityState`\n // Don't call next when the page isn't visible\n // or the carousel or its parent isn't visible\n if (!document.hidden && isVisible(this._element)) {\n this.next();\n }\n }\n prev() {\n this._slide(ORDER_PREV);\n }\n pause() {\n if (this._isSliding) {\n triggerTransitionEnd(this._element);\n }\n this._clearInterval();\n }\n cycle() {\n this._clearInterval();\n this._updateInterval();\n this._interval = setInterval(() => this.nextWhenVisible(), this._config.interval);\n }\n _maybeEnableCycle() {\n if (!this._config.ride) {\n return;\n }\n if (this._isSliding) {\n EventHandler.one(this._element, EVENT_SLID, () => this.cycle());\n return;\n }\n this.cycle();\n }\n to(index) {\n const items = this._getItems();\n if (index > items.length - 1 || index < 0) {\n return;\n }\n if (this._isSliding) {\n EventHandler.one(this._element, EVENT_SLID, () => this.to(index));\n return;\n }\n const activeIndex = this._getItemIndex(this._getActive());\n if (activeIndex === index) {\n return;\n }\n const order = index > activeIndex ? ORDER_NEXT : ORDER_PREV;\n this._slide(order, items[index]);\n }\n dispose() {\n if (this._swipeHelper) {\n this._swipeHelper.dispose();\n }\n super.dispose();\n }\n\n // Private\n _configAfterMerge(config) {\n config.defaultInterval = config.interval;\n return config;\n }\n _addEventListeners() {\n if (this._config.keyboard) {\n EventHandler.on(this._element, EVENT_KEYDOWN$1, event => this._keydown(event));\n }\n if (this._config.pause === 'hover') {\n EventHandler.on(this._element, EVENT_MOUSEENTER$1, () => this.pause());\n EventHandler.on(this._element, EVENT_MOUSELEAVE$1, () => this._maybeEnableCycle());\n }\n if (this._config.touch && Swipe.isSupported()) {\n this._addTouchEventListeners();\n }\n }\n _addTouchEventListeners() {\n for (const img of SelectorEngine.find(SELECTOR_ITEM_IMG, this._element)) {\n EventHandler.on(img, EVENT_DRAG_START, event => event.preventDefault());\n }\n const endCallBack = () => {\n if (this._config.pause !== 'hover') {\n return;\n }\n\n // If it's a touch-enabled device, mouseenter/leave are fired as\n // part of the mouse compatibility events on first tap - the carousel\n // would stop cycling until user tapped out of it;\n // here, we listen for touchend, explicitly pause the carousel\n // (as if it's the second time we tap on it, mouseenter compat event\n // is NOT fired) and after a timeout (to allow for mouse compatibility\n // events to fire) we explicitly restart cycling\n\n this.pause();\n if (this.touchTimeout) {\n clearTimeout(this.touchTimeout);\n }\n this.touchTimeout = setTimeout(() => this._maybeEnableCycle(), TOUCHEVENT_COMPAT_WAIT + this._config.interval);\n };\n const swipeConfig = {\n leftCallback: () => this._slide(this._directionToOrder(DIRECTION_LEFT)),\n rightCallback: () => this._slide(this._directionToOrder(DIRECTION_RIGHT)),\n endCallback: endCallBack\n };\n this._swipeHelper = new Swipe(this._element, swipeConfig);\n }\n _keydown(event) {\n if (/input|textarea/i.test(event.target.tagName)) {\n return;\n }\n const direction = KEY_TO_DIRECTION[event.key];\n if (direction) {\n event.preventDefault();\n this._slide(this._directionToOrder(direction));\n }\n }\n _getItemIndex(element) {\n return this._getItems().indexOf(element);\n }\n _setActiveIndicatorElement(index) {\n if (!this._indicatorsElement) {\n return;\n }\n const activeIndicator = SelectorEngine.findOne(SELECTOR_ACTIVE, this._indicatorsElement);\n activeIndicator.classList.remove(CLASS_NAME_ACTIVE$2);\n activeIndicator.removeAttribute('aria-current');\n const newActiveIndicator = SelectorEngine.findOne(`[data-bs-slide-to=\"${index}\"]`, this._indicatorsElement);\n if (newActiveIndicator) {\n newActiveIndicator.classList.add(CLASS_NAME_ACTIVE$2);\n newActiveIndicator.setAttribute('aria-current', 'true');\n }\n }\n _updateInterval() {\n const element = this._activeElement || this._getActive();\n if (!element) {\n return;\n }\n const elementInterval = Number.parseInt(element.getAttribute('data-bs-interval'), 10);\n this._config.interval = elementInterval || this._config.defaultInterval;\n }\n _slide(order, element = null) {\n if (this._isSliding) {\n return;\n }\n const activeElement = this._getActive();\n const isNext = order === ORDER_NEXT;\n const nextElement = element || getNextActiveElement(this._getItems(), activeElement, isNext, this._config.wrap);\n if (nextElement === activeElement) {\n return;\n }\n const nextElementIndex = this._getItemIndex(nextElement);\n const triggerEvent = eventName => {\n return EventHandler.trigger(this._element, eventName, {\n relatedTarget: nextElement,\n direction: this._orderToDirection(order),\n from: this._getItemIndex(activeElement),\n to: nextElementIndex\n });\n };\n const slideEvent = triggerEvent(EVENT_SLIDE);\n if (slideEvent.defaultPrevented) {\n return;\n }\n if (!activeElement || !nextElement) {\n // Some weirdness is happening, so we bail\n // TODO: change tests that use empty divs to avoid this check\n return;\n }\n const isCycling = Boolean(this._interval);\n this.pause();\n this._isSliding = true;\n this._setActiveIndicatorElement(nextElementIndex);\n this._activeElement = nextElement;\n const directionalClassName = isNext ? CLASS_NAME_START : CLASS_NAME_END;\n const orderClassName = isNext ? CLASS_NAME_NEXT : CLASS_NAME_PREV;\n nextElement.classList.add(orderClassName);\n reflow(nextElement);\n activeElement.classList.add(directionalClassName);\n nextElement.classList.add(directionalClassName);\n const completeCallBack = () => {\n nextElement.classList.remove(directionalClassName, orderClassName);\n nextElement.classList.add(CLASS_NAME_ACTIVE$2);\n activeElement.classList.remove(CLASS_NAME_ACTIVE$2, orderClassName, directionalClassName);\n this._isSliding = false;\n triggerEvent(EVENT_SLID);\n };\n this._queueCallback(completeCallBack, activeElement, this._isAnimated());\n if (isCycling) {\n this.cycle();\n }\n }\n _isAnimated() {\n return this._element.classList.contains(CLASS_NAME_SLIDE);\n }\n _getActive() {\n return SelectorEngine.findOne(SELECTOR_ACTIVE_ITEM, this._element);\n }\n _getItems() {\n return SelectorEngine.find(SELECTOR_ITEM, this._element);\n }\n _clearInterval() {\n if (this._interval) {\n clearInterval(this._interval);\n this._interval = null;\n }\n }\n _directionToOrder(direction) {\n if (isRTL()) {\n return direction === DIRECTION_LEFT ? ORDER_PREV : ORDER_NEXT;\n }\n return direction === DIRECTION_LEFT ? ORDER_NEXT : ORDER_PREV;\n }\n _orderToDirection(order) {\n if (isRTL()) {\n return order === ORDER_PREV ? DIRECTION_LEFT : DIRECTION_RIGHT;\n }\n return order === ORDER_PREV ? DIRECTION_RIGHT : DIRECTION_LEFT;\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Carousel.getOrCreateInstance(this, config);\n if (typeof config === 'number') {\n data.to(config);\n return;\n }\n if (typeof config === 'string') {\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$5, SELECTOR_DATA_SLIDE, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (!target || !target.classList.contains(CLASS_NAME_CAROUSEL)) {\n return;\n }\n event.preventDefault();\n const carousel = Carousel.getOrCreateInstance(target);\n const slideIndex = this.getAttribute('data-bs-slide-to');\n if (slideIndex) {\n carousel.to(slideIndex);\n carousel._maybeEnableCycle();\n return;\n }\n if (Manipulator.getDataAttribute(this, 'slide') === 'next') {\n carousel.next();\n carousel._maybeEnableCycle();\n return;\n }\n carousel.prev();\n carousel._maybeEnableCycle();\n});\nEventHandler.on(window, EVENT_LOAD_DATA_API$3, () => {\n const carousels = SelectorEngine.find(SELECTOR_DATA_RIDE);\n for (const carousel of carousels) {\n Carousel.getOrCreateInstance(carousel);\n }\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Carousel);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap collapse.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$b = 'collapse';\nconst DATA_KEY$7 = 'bs.collapse';\nconst EVENT_KEY$7 = `.${DATA_KEY$7}`;\nconst DATA_API_KEY$4 = '.data-api';\nconst EVENT_SHOW$6 = `show${EVENT_KEY$7}`;\nconst EVENT_SHOWN$6 = `shown${EVENT_KEY$7}`;\nconst EVENT_HIDE$6 = `hide${EVENT_KEY$7}`;\nconst EVENT_HIDDEN$6 = `hidden${EVENT_KEY$7}`;\nconst EVENT_CLICK_DATA_API$4 = `click${EVENT_KEY$7}${DATA_API_KEY$4}`;\nconst CLASS_NAME_SHOW$7 = 'show';\nconst CLASS_NAME_COLLAPSE = 'collapse';\nconst CLASS_NAME_COLLAPSING = 'collapsing';\nconst CLASS_NAME_COLLAPSED = 'collapsed';\nconst CLASS_NAME_DEEPER_CHILDREN = `:scope .${CLASS_NAME_COLLAPSE} .${CLASS_NAME_COLLAPSE}`;\nconst CLASS_NAME_HORIZONTAL = 'collapse-horizontal';\nconst WIDTH = 'width';\nconst HEIGHT = 'height';\nconst SELECTOR_ACTIVES = '.collapse.show, .collapse.collapsing';\nconst SELECTOR_DATA_TOGGLE$4 = '[data-bs-toggle=\"collapse\"]';\nconst Default$a = {\n parent: null,\n toggle: true\n};\nconst DefaultType$a = {\n parent: '(null|element)',\n toggle: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Collapse extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._isTransitioning = false;\n this._triggerArray = [];\n const toggleList = SelectorEngine.find(SELECTOR_DATA_TOGGLE$4);\n for (const elem of toggleList) {\n const selector = SelectorEngine.getSelectorFromElement(elem);\n const filterElement = SelectorEngine.find(selector).filter(foundElement => foundElement === this._element);\n if (selector !== null && filterElement.length) {\n this._triggerArray.push(elem);\n }\n }\n this._initializeChildren();\n if (!this._config.parent) {\n this._addAriaAndCollapsedClass(this._triggerArray, this._isShown());\n }\n if (this._config.toggle) {\n this.toggle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$a;\n }\n static get DefaultType() {\n return DefaultType$a;\n }\n static get NAME() {\n return NAME$b;\n }\n\n // Public\n toggle() {\n if (this._isShown()) {\n this.hide();\n } else {\n this.show();\n }\n }\n show() {\n if (this._isTransitioning || this._isShown()) {\n return;\n }\n let activeChildren = [];\n\n // find active children\n if (this._config.parent) {\n activeChildren = this._getFirstLevelChildren(SELECTOR_ACTIVES).filter(element => element !== this._element).map(element => Collapse.getOrCreateInstance(element, {\n toggle: false\n }));\n }\n if (activeChildren.length && activeChildren[0]._isTransitioning) {\n return;\n }\n const startEvent = EventHandler.trigger(this._element, EVENT_SHOW$6);\n if (startEvent.defaultPrevented) {\n return;\n }\n for (const activeInstance of activeChildren) {\n activeInstance.hide();\n }\n const dimension = this._getDimension();\n this._element.classList.remove(CLASS_NAME_COLLAPSE);\n this._element.classList.add(CLASS_NAME_COLLAPSING);\n this._element.style[dimension] = 0;\n this._addAriaAndCollapsedClass(this._triggerArray, true);\n this._isTransitioning = true;\n const complete = () => {\n this._isTransitioning = false;\n this._element.classList.remove(CLASS_NAME_COLLAPSING);\n this._element.classList.add(CLASS_NAME_COLLAPSE, CLASS_NAME_SHOW$7);\n this._element.style[dimension] = '';\n EventHandler.trigger(this._element, EVENT_SHOWN$6);\n };\n const capitalizedDimension = dimension[0].toUpperCase() + dimension.slice(1);\n const scrollSize = `scroll${capitalizedDimension}`;\n this._queueCallback(complete, this._element, true);\n this._element.style[dimension] = `${this._element[scrollSize]}px`;\n }\n hide() {\n if (this._isTransitioning || !this._isShown()) {\n return;\n }\n const startEvent = EventHandler.trigger(this._element, EVENT_HIDE$6);\n if (startEvent.defaultPrevented) {\n return;\n }\n const dimension = this._getDimension();\n this._element.style[dimension] = `${this._element.getBoundingClientRect()[dimension]}px`;\n reflow(this._element);\n this._element.classList.add(CLASS_NAME_COLLAPSING);\n this._element.classList.remove(CLASS_NAME_COLLAPSE, CLASS_NAME_SHOW$7);\n for (const trigger of this._triggerArray) {\n const element = SelectorEngine.getElementFromSelector(trigger);\n if (element && !this._isShown(element)) {\n this._addAriaAndCollapsedClass([trigger], false);\n }\n }\n this._isTransitioning = true;\n const complete = () => {\n this._isTransitioning = false;\n this._element.classList.remove(CLASS_NAME_COLLAPSING);\n this._element.classList.add(CLASS_NAME_COLLAPSE);\n EventHandler.trigger(this._element, EVENT_HIDDEN$6);\n };\n this._element.style[dimension] = '';\n this._queueCallback(complete, this._element, true);\n }\n _isShown(element = this._element) {\n return element.classList.contains(CLASS_NAME_SHOW$7);\n }\n\n // Private\n _configAfterMerge(config) {\n config.toggle = Boolean(config.toggle); // Coerce string values\n config.parent = getElement(config.parent);\n return config;\n }\n _getDimension() {\n return this._element.classList.contains(CLASS_NAME_HORIZONTAL) ? WIDTH : HEIGHT;\n }\n _initializeChildren() {\n if (!this._config.parent) {\n return;\n }\n const children = this._getFirstLevelChildren(SELECTOR_DATA_TOGGLE$4);\n for (const element of children) {\n const selected = SelectorEngine.getElementFromSelector(element);\n if (selected) {\n this._addAriaAndCollapsedClass([element], this._isShown(selected));\n }\n }\n }\n _getFirstLevelChildren(selector) {\n const children = SelectorEngine.find(CLASS_NAME_DEEPER_CHILDREN, this._config.parent);\n // remove children if greater depth\n return SelectorEngine.find(selector, this._config.parent).filter(element => !children.includes(element));\n }\n _addAriaAndCollapsedClass(triggerArray, isOpen) {\n if (!triggerArray.length) {\n return;\n }\n for (const element of triggerArray) {\n element.classList.toggle(CLASS_NAME_COLLAPSED, !isOpen);\n element.setAttribute('aria-expanded', isOpen);\n }\n }\n\n // Static\n static jQueryInterface(config) {\n const _config = {};\n if (typeof config === 'string' && /show|hide/.test(config)) {\n _config.toggle = false;\n }\n return this.each(function () {\n const data = Collapse.getOrCreateInstance(this, _config);\n if (typeof config === 'string') {\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$4, SELECTOR_DATA_TOGGLE$4, function (event) {\n // preventDefault only for elements (which change the URL) not inside the collapsible element\n if (event.target.tagName === 'A' || event.delegateTarget && event.delegateTarget.tagName === 'A') {\n event.preventDefault();\n }\n for (const element of SelectorEngine.getMultipleElementsFromSelector(this)) {\n Collapse.getOrCreateInstance(element, {\n toggle: false\n }).toggle();\n }\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Collapse);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dropdown.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$a = 'dropdown';\nconst DATA_KEY$6 = 'bs.dropdown';\nconst EVENT_KEY$6 = `.${DATA_KEY$6}`;\nconst DATA_API_KEY$3 = '.data-api';\nconst ESCAPE_KEY$2 = 'Escape';\nconst TAB_KEY$1 = 'Tab';\nconst ARROW_UP_KEY$1 = 'ArrowUp';\nconst ARROW_DOWN_KEY$1 = 'ArrowDown';\nconst RIGHT_MOUSE_BUTTON = 2; // MouseEvent.button value for the secondary button, usually the right button\n\nconst EVENT_HIDE$5 = `hide${EVENT_KEY$6}`;\nconst EVENT_HIDDEN$5 = `hidden${EVENT_KEY$6}`;\nconst EVENT_SHOW$5 = `show${EVENT_KEY$6}`;\nconst EVENT_SHOWN$5 = `shown${EVENT_KEY$6}`;\nconst EVENT_CLICK_DATA_API$3 = `click${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst EVENT_KEYDOWN_DATA_API = `keydown${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst EVENT_KEYUP_DATA_API = `keyup${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst CLASS_NAME_SHOW$6 = 'show';\nconst CLASS_NAME_DROPUP = 'dropup';\nconst CLASS_NAME_DROPEND = 'dropend';\nconst CLASS_NAME_DROPSTART = 'dropstart';\nconst CLASS_NAME_DROPUP_CENTER = 'dropup-center';\nconst CLASS_NAME_DROPDOWN_CENTER = 'dropdown-center';\nconst SELECTOR_DATA_TOGGLE$3 = '[data-bs-toggle=\"dropdown\"]:not(.disabled):not(:disabled)';\nconst SELECTOR_DATA_TOGGLE_SHOWN = `${SELECTOR_DATA_TOGGLE$3}.${CLASS_NAME_SHOW$6}`;\nconst SELECTOR_MENU = '.dropdown-menu';\nconst SELECTOR_NAVBAR = '.navbar';\nconst SELECTOR_NAVBAR_NAV = '.navbar-nav';\nconst SELECTOR_VISIBLE_ITEMS = '.dropdown-menu .dropdown-item:not(.disabled):not(:disabled)';\nconst PLACEMENT_TOP = isRTL() ? 'top-end' : 'top-start';\nconst PLACEMENT_TOPEND = isRTL() ? 'top-start' : 'top-end';\nconst PLACEMENT_BOTTOM = isRTL() ? 'bottom-end' : 'bottom-start';\nconst PLACEMENT_BOTTOMEND = isRTL() ? 'bottom-start' : 'bottom-end';\nconst PLACEMENT_RIGHT = isRTL() ? 'left-start' : 'right-start';\nconst PLACEMENT_LEFT = isRTL() ? 'right-start' : 'left-start';\nconst PLACEMENT_TOPCENTER = 'top';\nconst PLACEMENT_BOTTOMCENTER = 'bottom';\nconst Default$9 = {\n autoClose: true,\n boundary: 'clippingParents',\n display: 'dynamic',\n offset: [0, 2],\n popperConfig: null,\n reference: 'toggle'\n};\nconst DefaultType$9 = {\n autoClose: '(boolean|string)',\n boundary: '(string|element)',\n display: 'string',\n offset: '(array|string|function)',\n popperConfig: '(null|object|function)',\n reference: '(string|element|object)'\n};\n\n/**\n * Class definition\n */\n\nclass Dropdown extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._popper = null;\n this._parent = this._element.parentNode; // dropdown wrapper\n // TODO: v6 revert #37011 & change markup https://getbootstrap.com/docs/5.3/forms/input-group/\n this._menu = SelectorEngine.next(this._element, SELECTOR_MENU)[0] || SelectorEngine.prev(this._element, SELECTOR_MENU)[0] || SelectorEngine.findOne(SELECTOR_MENU, this._parent);\n this._inNavbar = this._detectNavbar();\n }\n\n // Getters\n static get Default() {\n return Default$9;\n }\n static get DefaultType() {\n return DefaultType$9;\n }\n static get NAME() {\n return NAME$a;\n }\n\n // Public\n toggle() {\n return this._isShown() ? this.hide() : this.show();\n }\n show() {\n if (isDisabled(this._element) || this._isShown()) {\n return;\n }\n const relatedTarget = {\n relatedTarget: this._element\n };\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$5, relatedTarget);\n if (showEvent.defaultPrevented) {\n return;\n }\n this._createPopper();\n\n // If this is a touch-enabled device we add extra\n // empty mouseover listeners to the body's immediate children;\n // only needed because of broken event delegation on iOS\n // https://www.quirksmode.org/blog/archives/2014/02/mouse_event_bub.html\n if ('ontouchstart' in document.documentElement && !this._parent.closest(SELECTOR_NAVBAR_NAV)) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.on(element, 'mouseover', noop);\n }\n }\n this._element.focus();\n this._element.setAttribute('aria-expanded', true);\n this._menu.classList.add(CLASS_NAME_SHOW$6);\n this._element.classList.add(CLASS_NAME_SHOW$6);\n EventHandler.trigger(this._element, EVENT_SHOWN$5, relatedTarget);\n }\n hide() {\n if (isDisabled(this._element) || !this._isShown()) {\n return;\n }\n const relatedTarget = {\n relatedTarget: this._element\n };\n this._completeHide(relatedTarget);\n }\n dispose() {\n if (this._popper) {\n this._popper.destroy();\n }\n super.dispose();\n }\n update() {\n this._inNavbar = this._detectNavbar();\n if (this._popper) {\n this._popper.update();\n }\n }\n\n // Private\n _completeHide(relatedTarget) {\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$5, relatedTarget);\n if (hideEvent.defaultPrevented) {\n return;\n }\n\n // If this is a touch-enabled device we remove the extra\n // empty mouseover listeners we added for iOS support\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.off(element, 'mouseover', noop);\n }\n }\n if (this._popper) {\n this._popper.destroy();\n }\n this._menu.classList.remove(CLASS_NAME_SHOW$6);\n this._element.classList.remove(CLASS_NAME_SHOW$6);\n this._element.setAttribute('aria-expanded', 'false');\n Manipulator.removeDataAttribute(this._menu, 'popper');\n EventHandler.trigger(this._element, EVENT_HIDDEN$5, relatedTarget);\n }\n _getConfig(config) {\n config = super._getConfig(config);\n if (typeof config.reference === 'object' && !isElement(config.reference) && typeof config.reference.getBoundingClientRect !== 'function') {\n // Popper virtual elements require a getBoundingClientRect method\n throw new TypeError(`${NAME$a.toUpperCase()}: Option \"reference\" provided type \"object\" without a required \"getBoundingClientRect\" method.`);\n }\n return config;\n }\n _createPopper() {\n if (typeof Popper === 'undefined') {\n throw new TypeError('Bootstrap\\'s dropdowns require Popper (https://popper.js.org)');\n }\n let referenceElement = this._element;\n if (this._config.reference === 'parent') {\n referenceElement = this._parent;\n } else if (isElement(this._config.reference)) {\n referenceElement = getElement(this._config.reference);\n } else if (typeof this._config.reference === 'object') {\n referenceElement = this._config.reference;\n }\n const popperConfig = this._getPopperConfig();\n this._popper = Popper.createPopper(referenceElement, this._menu, popperConfig);\n }\n _isShown() {\n return this._menu.classList.contains(CLASS_NAME_SHOW$6);\n }\n _getPlacement() {\n const parentDropdown = this._parent;\n if (parentDropdown.classList.contains(CLASS_NAME_DROPEND)) {\n return PLACEMENT_RIGHT;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPSTART)) {\n return PLACEMENT_LEFT;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPUP_CENTER)) {\n return PLACEMENT_TOPCENTER;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPDOWN_CENTER)) {\n return PLACEMENT_BOTTOMCENTER;\n }\n\n // We need to trim the value because custom properties can also include spaces\n const isEnd = getComputedStyle(this._menu).getPropertyValue('--bs-position').trim() === 'end';\n if (parentDropdown.classList.contains(CLASS_NAME_DROPUP)) {\n return isEnd ? PLACEMENT_TOPEND : PLACEMENT_TOP;\n }\n return isEnd ? PLACEMENT_BOTTOMEND : PLACEMENT_BOTTOM;\n }\n _detectNavbar() {\n return this._element.closest(SELECTOR_NAVBAR) !== null;\n }\n _getOffset() {\n const {\n offset\n } = this._config;\n if (typeof offset === 'string') {\n return offset.split(',').map(value => Number.parseInt(value, 10));\n }\n if (typeof offset === 'function') {\n return popperData => offset(popperData, this._element);\n }\n return offset;\n }\n _getPopperConfig() {\n const defaultBsPopperConfig = {\n placement: this._getPlacement(),\n modifiers: [{\n name: 'preventOverflow',\n options: {\n boundary: this._config.boundary\n }\n }, {\n name: 'offset',\n options: {\n offset: this._getOffset()\n }\n }]\n };\n\n // Disable Popper if we have a static display or Dropdown is in Navbar\n if (this._inNavbar || this._config.display === 'static') {\n Manipulator.setDataAttribute(this._menu, 'popper', 'static'); // TODO: v6 remove\n defaultBsPopperConfig.modifiers = [{\n name: 'applyStyles',\n enabled: false\n }];\n }\n return {\n ...defaultBsPopperConfig,\n ...execute(this._config.popperConfig, [defaultBsPopperConfig])\n };\n }\n _selectMenuItem({\n key,\n target\n }) {\n const items = SelectorEngine.find(SELECTOR_VISIBLE_ITEMS, this._menu).filter(element => isVisible(element));\n if (!items.length) {\n return;\n }\n\n // if target isn't included in items (e.g. when expanding the dropdown)\n // allow cycling to get the last item in case key equals ARROW_UP_KEY\n getNextActiveElement(items, target, key === ARROW_DOWN_KEY$1, !items.includes(target)).focus();\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Dropdown.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n static clearMenus(event) {\n if (event.button === RIGHT_MOUSE_BUTTON || event.type === 'keyup' && event.key !== TAB_KEY$1) {\n return;\n }\n const openToggles = SelectorEngine.find(SELECTOR_DATA_TOGGLE_SHOWN);\n for (const toggle of openToggles) {\n const context = Dropdown.getInstance(toggle);\n if (!context || context._config.autoClose === false) {\n continue;\n }\n const composedPath = event.composedPath();\n const isMenuTarget = composedPath.includes(context._menu);\n if (composedPath.includes(context._element) || context._config.autoClose === 'inside' && !isMenuTarget || context._config.autoClose === 'outside' && isMenuTarget) {\n continue;\n }\n\n // Tab navigation through the dropdown menu or events from contained inputs shouldn't close the menu\n if (context._menu.contains(event.target) && (event.type === 'keyup' && event.key === TAB_KEY$1 || /input|select|option|textarea|form/i.test(event.target.tagName))) {\n continue;\n }\n const relatedTarget = {\n relatedTarget: context._element\n };\n if (event.type === 'click') {\n relatedTarget.clickEvent = event;\n }\n context._completeHide(relatedTarget);\n }\n }\n static dataApiKeydownHandler(event) {\n // If not an UP | DOWN | ESCAPE key => not a dropdown command\n // If input/textarea && if key is other than ESCAPE => not a dropdown command\n\n const isInput = /input|textarea/i.test(event.target.tagName);\n const isEscapeEvent = event.key === ESCAPE_KEY$2;\n const isUpOrDownEvent = [ARROW_UP_KEY$1, ARROW_DOWN_KEY$1].includes(event.key);\n if (!isUpOrDownEvent && !isEscapeEvent) {\n return;\n }\n if (isInput && !isEscapeEvent) {\n return;\n }\n event.preventDefault();\n\n // TODO: v6 revert #37011 & change markup https://getbootstrap.com/docs/5.3/forms/input-group/\n const getToggleButton = this.matches(SELECTOR_DATA_TOGGLE$3) ? this : SelectorEngine.prev(this, SELECTOR_DATA_TOGGLE$3)[0] || SelectorEngine.next(this, SELECTOR_DATA_TOGGLE$3)[0] || SelectorEngine.findOne(SELECTOR_DATA_TOGGLE$3, event.delegateTarget.parentNode);\n const instance = Dropdown.getOrCreateInstance(getToggleButton);\n if (isUpOrDownEvent) {\n event.stopPropagation();\n instance.show();\n instance._selectMenuItem(event);\n return;\n }\n if (instance._isShown()) {\n // else is escape and we check if it is shown\n event.stopPropagation();\n instance.hide();\n getToggleButton.focus();\n }\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_KEYDOWN_DATA_API, SELECTOR_DATA_TOGGLE$3, Dropdown.dataApiKeydownHandler);\nEventHandler.on(document, EVENT_KEYDOWN_DATA_API, SELECTOR_MENU, Dropdown.dataApiKeydownHandler);\nEventHandler.on(document, EVENT_CLICK_DATA_API$3, Dropdown.clearMenus);\nEventHandler.on(document, EVENT_KEYUP_DATA_API, Dropdown.clearMenus);\nEventHandler.on(document, EVENT_CLICK_DATA_API$3, SELECTOR_DATA_TOGGLE$3, function (event) {\n event.preventDefault();\n Dropdown.getOrCreateInstance(this).toggle();\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Dropdown);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/backdrop.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$9 = 'backdrop';\nconst CLASS_NAME_FADE$4 = 'fade';\nconst CLASS_NAME_SHOW$5 = 'show';\nconst EVENT_MOUSEDOWN = `mousedown.bs.${NAME$9}`;\nconst Default$8 = {\n className: 'modal-backdrop',\n clickCallback: null,\n isAnimated: false,\n isVisible: true,\n // if false, we use the backdrop helper without adding any element to the dom\n rootElement: 'body' // give the choice to place backdrop under different elements\n};\nconst DefaultType$8 = {\n className: 'string',\n clickCallback: '(function|null)',\n isAnimated: 'boolean',\n isVisible: 'boolean',\n rootElement: '(element|string)'\n};\n\n/**\n * Class definition\n */\n\nclass Backdrop extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n this._isAppended = false;\n this._element = null;\n }\n\n // Getters\n static get Default() {\n return Default$8;\n }\n static get DefaultType() {\n return DefaultType$8;\n }\n static get NAME() {\n return NAME$9;\n }\n\n // Public\n show(callback) {\n if (!this._config.isVisible) {\n execute(callback);\n return;\n }\n this._append();\n const element = this._getElement();\n if (this._config.isAnimated) {\n reflow(element);\n }\n element.classList.add(CLASS_NAME_SHOW$5);\n this._emulateAnimation(() => {\n execute(callback);\n });\n }\n hide(callback) {\n if (!this._config.isVisible) {\n execute(callback);\n return;\n }\n this._getElement().classList.remove(CLASS_NAME_SHOW$5);\n this._emulateAnimation(() => {\n this.dispose();\n execute(callback);\n });\n }\n dispose() {\n if (!this._isAppended) {\n return;\n }\n EventHandler.off(this._element, EVENT_MOUSEDOWN);\n this._element.remove();\n this._isAppended = false;\n }\n\n // Private\n _getElement() {\n if (!this._element) {\n const backdrop = document.createElement('div');\n backdrop.className = this._config.className;\n if (this._config.isAnimated) {\n backdrop.classList.add(CLASS_NAME_FADE$4);\n }\n this._element = backdrop;\n }\n return this._element;\n }\n _configAfterMerge(config) {\n // use getElement() with the default \"body\" to get a fresh Element on each instantiation\n config.rootElement = getElement(config.rootElement);\n return config;\n }\n _append() {\n if (this._isAppended) {\n return;\n }\n const element = this._getElement();\n this._config.rootElement.append(element);\n EventHandler.on(element, EVENT_MOUSEDOWN, () => {\n execute(this._config.clickCallback);\n });\n this._isAppended = true;\n }\n _emulateAnimation(callback) {\n executeAfterTransition(callback, this._getElement(), this._config.isAnimated);\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/focustrap.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$8 = 'focustrap';\nconst DATA_KEY$5 = 'bs.focustrap';\nconst EVENT_KEY$5 = `.${DATA_KEY$5}`;\nconst EVENT_FOCUSIN$2 = `focusin${EVENT_KEY$5}`;\nconst EVENT_KEYDOWN_TAB = `keydown.tab${EVENT_KEY$5}`;\nconst TAB_KEY = 'Tab';\nconst TAB_NAV_FORWARD = 'forward';\nconst TAB_NAV_BACKWARD = 'backward';\nconst Default$7 = {\n autofocus: true,\n trapElement: null // The element to trap focus inside of\n};\nconst DefaultType$7 = {\n autofocus: 'boolean',\n trapElement: 'element'\n};\n\n/**\n * Class definition\n */\n\nclass FocusTrap extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n this._isActive = false;\n this._lastTabNavDirection = null;\n }\n\n // Getters\n static get Default() {\n return Default$7;\n }\n static get DefaultType() {\n return DefaultType$7;\n }\n static get NAME() {\n return NAME$8;\n }\n\n // Public\n activate() {\n if (this._isActive) {\n return;\n }\n if (this._config.autofocus) {\n this._config.trapElement.focus();\n }\n EventHandler.off(document, EVENT_KEY$5); // guard against infinite focus loop\n EventHandler.on(document, EVENT_FOCUSIN$2, event => this._handleFocusin(event));\n EventHandler.on(document, EVENT_KEYDOWN_TAB, event => this._handleKeydown(event));\n this._isActive = true;\n }\n deactivate() {\n if (!this._isActive) {\n return;\n }\n this._isActive = false;\n EventHandler.off(document, EVENT_KEY$5);\n }\n\n // Private\n _handleFocusin(event) {\n const {\n trapElement\n } = this._config;\n if (event.target === document || event.target === trapElement || trapElement.contains(event.target)) {\n return;\n }\n const elements = SelectorEngine.focusableChildren(trapElement);\n if (elements.length === 0) {\n trapElement.focus();\n } else if (this._lastTabNavDirection === TAB_NAV_BACKWARD) {\n elements[elements.length - 1].focus();\n } else {\n elements[0].focus();\n }\n }\n _handleKeydown(event) {\n if (event.key !== TAB_KEY) {\n return;\n }\n this._lastTabNavDirection = event.shiftKey ? TAB_NAV_BACKWARD : TAB_NAV_FORWARD;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/scrollBar.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst SELECTOR_FIXED_CONTENT = '.fixed-top, .fixed-bottom, .is-fixed, .sticky-top';\nconst SELECTOR_STICKY_CONTENT = '.sticky-top';\nconst PROPERTY_PADDING = 'padding-right';\nconst PROPERTY_MARGIN = 'margin-right';\n\n/**\n * Class definition\n */\n\nclass ScrollBarHelper {\n constructor() {\n this._element = document.body;\n }\n\n // Public\n getWidth() {\n // https://developer.mozilla.org/en-US/docs/Web/API/Window/innerWidth#usage_notes\n const documentWidth = document.documentElement.clientWidth;\n return Math.abs(window.innerWidth - documentWidth);\n }\n hide() {\n const width = this.getWidth();\n this._disableOverFlow();\n // give padding to element to balance the hidden scrollbar width\n this._setElementAttributes(this._element, PROPERTY_PADDING, calculatedValue => calculatedValue + width);\n // trick: We adjust positive paddingRight and negative marginRight to sticky-top elements to keep showing fullwidth\n this._setElementAttributes(SELECTOR_FIXED_CONTENT, PROPERTY_PADDING, calculatedValue => calculatedValue + width);\n this._setElementAttributes(SELECTOR_STICKY_CONTENT, PROPERTY_MARGIN, calculatedValue => calculatedValue - width);\n }\n reset() {\n this._resetElementAttributes(this._element, 'overflow');\n this._resetElementAttributes(this._element, PROPERTY_PADDING);\n this._resetElementAttributes(SELECTOR_FIXED_CONTENT, PROPERTY_PADDING);\n this._resetElementAttributes(SELECTOR_STICKY_CONTENT, PROPERTY_MARGIN);\n }\n isOverflowing() {\n return this.getWidth() > 0;\n }\n\n // Private\n _disableOverFlow() {\n this._saveInitialAttribute(this._element, 'overflow');\n this._element.style.overflow = 'hidden';\n }\n _setElementAttributes(selector, styleProperty, callback) {\n const scrollbarWidth = this.getWidth();\n const manipulationCallBack = element => {\n if (element !== this._element && window.innerWidth > element.clientWidth + scrollbarWidth) {\n return;\n }\n this._saveInitialAttribute(element, styleProperty);\n const calculatedValue = window.getComputedStyle(element).getPropertyValue(styleProperty);\n element.style.setProperty(styleProperty, `${callback(Number.parseFloat(calculatedValue))}px`);\n };\n this._applyManipulationCallback(selector, manipulationCallBack);\n }\n _saveInitialAttribute(element, styleProperty) {\n const actualValue = element.style.getPropertyValue(styleProperty);\n if (actualValue) {\n Manipulator.setDataAttribute(element, styleProperty, actualValue);\n }\n }\n _resetElementAttributes(selector, styleProperty) {\n const manipulationCallBack = element => {\n const value = Manipulator.getDataAttribute(element, styleProperty);\n // We only want to remove the property if the value is `null`; the value can also be zero\n if (value === null) {\n element.style.removeProperty(styleProperty);\n return;\n }\n Manipulator.removeDataAttribute(element, styleProperty);\n element.style.setProperty(styleProperty, value);\n };\n this._applyManipulationCallback(selector, manipulationCallBack);\n }\n _applyManipulationCallback(selector, callBack) {\n if (isElement(selector)) {\n callBack(selector);\n return;\n }\n for (const sel of SelectorEngine.find(selector, this._element)) {\n callBack(sel);\n }\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap modal.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$7 = 'modal';\nconst DATA_KEY$4 = 'bs.modal';\nconst EVENT_KEY$4 = `.${DATA_KEY$4}`;\nconst DATA_API_KEY$2 = '.data-api';\nconst ESCAPE_KEY$1 = 'Escape';\nconst EVENT_HIDE$4 = `hide${EVENT_KEY$4}`;\nconst EVENT_HIDE_PREVENTED$1 = `hidePrevented${EVENT_KEY$4}`;\nconst EVENT_HIDDEN$4 = `hidden${EVENT_KEY$4}`;\nconst EVENT_SHOW$4 = `show${EVENT_KEY$4}`;\nconst EVENT_SHOWN$4 = `shown${EVENT_KEY$4}`;\nconst EVENT_RESIZE$1 = `resize${EVENT_KEY$4}`;\nconst EVENT_CLICK_DISMISS = `click.dismiss${EVENT_KEY$4}`;\nconst EVENT_MOUSEDOWN_DISMISS = `mousedown.dismiss${EVENT_KEY$4}`;\nconst EVENT_KEYDOWN_DISMISS$1 = `keydown.dismiss${EVENT_KEY$4}`;\nconst EVENT_CLICK_DATA_API$2 = `click${EVENT_KEY$4}${DATA_API_KEY$2}`;\nconst CLASS_NAME_OPEN = 'modal-open';\nconst CLASS_NAME_FADE$3 = 'fade';\nconst CLASS_NAME_SHOW$4 = 'show';\nconst CLASS_NAME_STATIC = 'modal-static';\nconst OPEN_SELECTOR$1 = '.modal.show';\nconst SELECTOR_DIALOG = '.modal-dialog';\nconst SELECTOR_MODAL_BODY = '.modal-body';\nconst SELECTOR_DATA_TOGGLE$2 = '[data-bs-toggle=\"modal\"]';\nconst Default$6 = {\n backdrop: true,\n focus: true,\n keyboard: true\n};\nconst DefaultType$6 = {\n backdrop: '(boolean|string)',\n focus: 'boolean',\n keyboard: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Modal extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._dialog = SelectorEngine.findOne(SELECTOR_DIALOG, this._element);\n this._backdrop = this._initializeBackDrop();\n this._focustrap = this._initializeFocusTrap();\n this._isShown = false;\n this._isTransitioning = false;\n this._scrollBar = new ScrollBarHelper();\n this._addEventListeners();\n }\n\n // Getters\n static get Default() {\n return Default$6;\n }\n static get DefaultType() {\n return DefaultType$6;\n }\n static get NAME() {\n return NAME$7;\n }\n\n // Public\n toggle(relatedTarget) {\n return this._isShown ? this.hide() : this.show(relatedTarget);\n }\n show(relatedTarget) {\n if (this._isShown || this._isTransitioning) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$4, {\n relatedTarget\n });\n if (showEvent.defaultPrevented) {\n return;\n }\n this._isShown = true;\n this._isTransitioning = true;\n this._scrollBar.hide();\n document.body.classList.add(CLASS_NAME_OPEN);\n this._adjustDialog();\n this._backdrop.show(() => this._showElement(relatedTarget));\n }\n hide() {\n if (!this._isShown || this._isTransitioning) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$4);\n if (hideEvent.defaultPrevented) {\n return;\n }\n this._isShown = false;\n this._isTransitioning = true;\n this._focustrap.deactivate();\n this._element.classList.remove(CLASS_NAME_SHOW$4);\n this._queueCallback(() => this._hideModal(), this._element, this._isAnimated());\n }\n dispose() {\n EventHandler.off(window, EVENT_KEY$4);\n EventHandler.off(this._dialog, EVENT_KEY$4);\n this._backdrop.dispose();\n this._focustrap.deactivate();\n super.dispose();\n }\n handleUpdate() {\n this._adjustDialog();\n }\n\n // Private\n _initializeBackDrop() {\n return new Backdrop({\n isVisible: Boolean(this._config.backdrop),\n // 'static' option will be translated to true, and booleans will keep their value,\n isAnimated: this._isAnimated()\n });\n }\n _initializeFocusTrap() {\n return new FocusTrap({\n trapElement: this._element\n });\n }\n _showElement(relatedTarget) {\n // try to append dynamic modal\n if (!document.body.contains(this._element)) {\n document.body.append(this._element);\n }\n this._element.style.display = 'block';\n this._element.removeAttribute('aria-hidden');\n this._element.setAttribute('aria-modal', true);\n this._element.setAttribute('role', 'dialog');\n this._element.scrollTop = 0;\n const modalBody = SelectorEngine.findOne(SELECTOR_MODAL_BODY, this._dialog);\n if (modalBody) {\n modalBody.scrollTop = 0;\n }\n reflow(this._element);\n this._element.classList.add(CLASS_NAME_SHOW$4);\n const transitionComplete = () => {\n if (this._config.focus) {\n this._focustrap.activate();\n }\n this._isTransitioning = false;\n EventHandler.trigger(this._element, EVENT_SHOWN$4, {\n relatedTarget\n });\n };\n this._queueCallback(transitionComplete, this._dialog, this._isAnimated());\n }\n _addEventListeners() {\n EventHandler.on(this._element, EVENT_KEYDOWN_DISMISS$1, event => {\n if (event.key !== ESCAPE_KEY$1) {\n return;\n }\n if (this._config.keyboard) {\n this.hide();\n return;\n }\n this._triggerBackdropTransition();\n });\n EventHandler.on(window, EVENT_RESIZE$1, () => {\n if (this._isShown && !this._isTransitioning) {\n this._adjustDialog();\n }\n });\n EventHandler.on(this._element, EVENT_MOUSEDOWN_DISMISS, event => {\n // a bad trick to segregate clicks that may start inside dialog but end outside, and avoid listen to scrollbar clicks\n EventHandler.one(this._element, EVENT_CLICK_DISMISS, event2 => {\n if (this._element !== event.target || this._element !== event2.target) {\n return;\n }\n if (this._config.backdrop === 'static') {\n this._triggerBackdropTransition();\n return;\n }\n if (this._config.backdrop) {\n this.hide();\n }\n });\n });\n }\n _hideModal() {\n this._element.style.display = 'none';\n this._element.setAttribute('aria-hidden', true);\n this._element.removeAttribute('aria-modal');\n this._element.removeAttribute('role');\n this._isTransitioning = false;\n this._backdrop.hide(() => {\n document.body.classList.remove(CLASS_NAME_OPEN);\n this._resetAdjustments();\n this._scrollBar.reset();\n EventHandler.trigger(this._element, EVENT_HIDDEN$4);\n });\n }\n _isAnimated() {\n return this._element.classList.contains(CLASS_NAME_FADE$3);\n }\n _triggerBackdropTransition() {\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED$1);\n if (hideEvent.defaultPrevented) {\n return;\n }\n const isModalOverflowing = this._element.scrollHeight > document.documentElement.clientHeight;\n const initialOverflowY = this._element.style.overflowY;\n // return if the following background transition hasn't yet completed\n if (initialOverflowY === 'hidden' || this._element.classList.contains(CLASS_NAME_STATIC)) {\n return;\n }\n if (!isModalOverflowing) {\n this._element.style.overflowY = 'hidden';\n }\n this._element.classList.add(CLASS_NAME_STATIC);\n this._queueCallback(() => {\n this._element.classList.remove(CLASS_NAME_STATIC);\n this._queueCallback(() => {\n this._element.style.overflowY = initialOverflowY;\n }, this._dialog);\n }, this._dialog);\n this._element.focus();\n }\n\n /**\n * The following methods are used to handle overflowing modals\n */\n\n _adjustDialog() {\n const isModalOverflowing = this._element.scrollHeight > document.documentElement.clientHeight;\n const scrollbarWidth = this._scrollBar.getWidth();\n const isBodyOverflowing = scrollbarWidth > 0;\n if (isBodyOverflowing && !isModalOverflowing) {\n const property = isRTL() ? 'paddingLeft' : 'paddingRight';\n this._element.style[property] = `${scrollbarWidth}px`;\n }\n if (!isBodyOverflowing && isModalOverflowing) {\n const property = isRTL() ? 'paddingRight' : 'paddingLeft';\n this._element.style[property] = `${scrollbarWidth}px`;\n }\n }\n _resetAdjustments() {\n this._element.style.paddingLeft = '';\n this._element.style.paddingRight = '';\n }\n\n // Static\n static jQueryInterface(config, relatedTarget) {\n return this.each(function () {\n const data = Modal.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](relatedTarget);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$2, SELECTOR_DATA_TOGGLE$2, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n EventHandler.one(target, EVENT_SHOW$4, showEvent => {\n if (showEvent.defaultPrevented) {\n // only register focus restorer if modal will actually get shown\n return;\n }\n EventHandler.one(target, EVENT_HIDDEN$4, () => {\n if (isVisible(this)) {\n this.focus();\n }\n });\n });\n\n // avoid conflict when clicking modal toggler while another one is open\n const alreadyOpen = SelectorEngine.findOne(OPEN_SELECTOR$1);\n if (alreadyOpen) {\n Modal.getInstance(alreadyOpen).hide();\n }\n const data = Modal.getOrCreateInstance(target);\n data.toggle(this);\n});\nenableDismissTrigger(Modal);\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Modal);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap offcanvas.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$6 = 'offcanvas';\nconst DATA_KEY$3 = 'bs.offcanvas';\nconst EVENT_KEY$3 = `.${DATA_KEY$3}`;\nconst DATA_API_KEY$1 = '.data-api';\nconst EVENT_LOAD_DATA_API$2 = `load${EVENT_KEY$3}${DATA_API_KEY$1}`;\nconst ESCAPE_KEY = 'Escape';\nconst CLASS_NAME_SHOW$3 = 'show';\nconst CLASS_NAME_SHOWING$1 = 'showing';\nconst CLASS_NAME_HIDING = 'hiding';\nconst CLASS_NAME_BACKDROP = 'offcanvas-backdrop';\nconst OPEN_SELECTOR = '.offcanvas.show';\nconst EVENT_SHOW$3 = `show${EVENT_KEY$3}`;\nconst EVENT_SHOWN$3 = `shown${EVENT_KEY$3}`;\nconst EVENT_HIDE$3 = `hide${EVENT_KEY$3}`;\nconst EVENT_HIDE_PREVENTED = `hidePrevented${EVENT_KEY$3}`;\nconst EVENT_HIDDEN$3 = `hidden${EVENT_KEY$3}`;\nconst EVENT_RESIZE = `resize${EVENT_KEY$3}`;\nconst EVENT_CLICK_DATA_API$1 = `click${EVENT_KEY$3}${DATA_API_KEY$1}`;\nconst EVENT_KEYDOWN_DISMISS = `keydown.dismiss${EVENT_KEY$3}`;\nconst SELECTOR_DATA_TOGGLE$1 = '[data-bs-toggle=\"offcanvas\"]';\nconst Default$5 = {\n backdrop: true,\n keyboard: true,\n scroll: false\n};\nconst DefaultType$5 = {\n backdrop: '(boolean|string)',\n keyboard: 'boolean',\n scroll: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Offcanvas extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._isShown = false;\n this._backdrop = this._initializeBackDrop();\n this._focustrap = this._initializeFocusTrap();\n this._addEventListeners();\n }\n\n // Getters\n static get Default() {\n return Default$5;\n }\n static get DefaultType() {\n return DefaultType$5;\n }\n static get NAME() {\n return NAME$6;\n }\n\n // Public\n toggle(relatedTarget) {\n return this._isShown ? this.hide() : this.show(relatedTarget);\n }\n show(relatedTarget) {\n if (this._isShown) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$3, {\n relatedTarget\n });\n if (showEvent.defaultPrevented) {\n return;\n }\n this._isShown = true;\n this._backdrop.show();\n if (!this._config.scroll) {\n new ScrollBarHelper().hide();\n }\n this._element.setAttribute('aria-modal', true);\n this._element.setAttribute('role', 'dialog');\n this._element.classList.add(CLASS_NAME_SHOWING$1);\n const completeCallBack = () => {\n if (!this._config.scroll || this._config.backdrop) {\n this._focustrap.activate();\n }\n this._element.classList.add(CLASS_NAME_SHOW$3);\n this._element.classList.remove(CLASS_NAME_SHOWING$1);\n EventHandler.trigger(this._element, EVENT_SHOWN$3, {\n relatedTarget\n });\n };\n this._queueCallback(completeCallBack, this._element, true);\n }\n hide() {\n if (!this._isShown) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$3);\n if (hideEvent.defaultPrevented) {\n return;\n }\n this._focustrap.deactivate();\n this._element.blur();\n this._isShown = false;\n this._element.classList.add(CLASS_NAME_HIDING);\n this._backdrop.hide();\n const completeCallback = () => {\n this._element.classList.remove(CLASS_NAME_SHOW$3, CLASS_NAME_HIDING);\n this._element.removeAttribute('aria-modal');\n this._element.removeAttribute('role');\n if (!this._config.scroll) {\n new ScrollBarHelper().reset();\n }\n EventHandler.trigger(this._element, EVENT_HIDDEN$3);\n };\n this._queueCallback(completeCallback, this._element, true);\n }\n dispose() {\n this._backdrop.dispose();\n this._focustrap.deactivate();\n super.dispose();\n }\n\n // Private\n _initializeBackDrop() {\n const clickCallback = () => {\n if (this._config.backdrop === 'static') {\n EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED);\n return;\n }\n this.hide();\n };\n\n // 'static' option will be translated to true, and booleans will keep their value\n const isVisible = Boolean(this._config.backdrop);\n return new Backdrop({\n className: CLASS_NAME_BACKDROP,\n isVisible,\n isAnimated: true,\n rootElement: this._element.parentNode,\n clickCallback: isVisible ? clickCallback : null\n });\n }\n _initializeFocusTrap() {\n return new FocusTrap({\n trapElement: this._element\n });\n }\n _addEventListeners() {\n EventHandler.on(this._element, EVENT_KEYDOWN_DISMISS, event => {\n if (event.key !== ESCAPE_KEY) {\n return;\n }\n if (this._config.keyboard) {\n this.hide();\n return;\n }\n EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED);\n });\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Offcanvas.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](this);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$1, SELECTOR_DATA_TOGGLE$1, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n if (isDisabled(this)) {\n return;\n }\n EventHandler.one(target, EVENT_HIDDEN$3, () => {\n // focus on trigger when it is closed\n if (isVisible(this)) {\n this.focus();\n }\n });\n\n // avoid conflict when clicking a toggler of an offcanvas, while another is open\n const alreadyOpen = SelectorEngine.findOne(OPEN_SELECTOR);\n if (alreadyOpen && alreadyOpen !== target) {\n Offcanvas.getInstance(alreadyOpen).hide();\n }\n const data = Offcanvas.getOrCreateInstance(target);\n data.toggle(this);\n});\nEventHandler.on(window, EVENT_LOAD_DATA_API$2, () => {\n for (const selector of SelectorEngine.find(OPEN_SELECTOR)) {\n Offcanvas.getOrCreateInstance(selector).show();\n }\n});\nEventHandler.on(window, EVENT_RESIZE, () => {\n for (const element of SelectorEngine.find('[aria-modal][class*=show][class*=offcanvas-]')) {\n if (getComputedStyle(element).position !== 'fixed') {\n Offcanvas.getOrCreateInstance(element).hide();\n }\n }\n});\nenableDismissTrigger(Offcanvas);\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Offcanvas);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/sanitizer.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n// js-docs-start allow-list\nconst ARIA_ATTRIBUTE_PATTERN = /^aria-[\\w-]*$/i;\nconst DefaultAllowlist = {\n // Global attributes allowed on any supplied element below.\n '*': ['class', 'dir', 'id', 'lang', 'role', ARIA_ATTRIBUTE_PATTERN],\n a: ['target', 'href', 'title', 'rel'],\n area: [],\n b: [],\n br: [],\n col: [],\n code: [],\n dd: [],\n div: [],\n dl: [],\n dt: [],\n em: [],\n hr: [],\n h1: [],\n h2: [],\n h3: [],\n h4: [],\n h5: [],\n h6: [],\n i: [],\n img: ['src', 'srcset', 'alt', 'title', 'width', 'height'],\n li: [],\n ol: [],\n p: [],\n pre: [],\n s: [],\n small: [],\n span: [],\n sub: [],\n sup: [],\n strong: [],\n u: [],\n ul: []\n};\n// js-docs-end allow-list\n\nconst uriAttributes = new Set(['background', 'cite', 'href', 'itemtype', 'longdesc', 'poster', 'src', 'xlink:href']);\n\n/**\n * A pattern that recognizes URLs that are safe wrt. XSS in URL navigation\n * contexts.\n *\n * Shout-out to Angular https://github.com/angular/angular/blob/15.2.8/packages/core/src/sanitization/url_sanitizer.ts#L38\n */\n// eslint-disable-next-line unicorn/better-regex\nconst SAFE_URL_PATTERN = /^(?!javascript:)(?:[a-z0-9+.-]+:|[^&:/?#]*(?:[/?#]|$))/i;\nconst allowedAttribute = (attribute, allowedAttributeList) => {\n const attributeName = attribute.nodeName.toLowerCase();\n if (allowedAttributeList.includes(attributeName)) {\n if (uriAttributes.has(attributeName)) {\n return Boolean(SAFE_URL_PATTERN.test(attribute.nodeValue));\n }\n return true;\n }\n\n // Check if a regular expression validates the attribute.\n return allowedAttributeList.filter(attributeRegex => attributeRegex instanceof RegExp).some(regex => regex.test(attributeName));\n};\nfunction sanitizeHtml(unsafeHtml, allowList, sanitizeFunction) {\n if (!unsafeHtml.length) {\n return unsafeHtml;\n }\n if (sanitizeFunction && typeof sanitizeFunction === 'function') {\n return sanitizeFunction(unsafeHtml);\n }\n const domParser = new window.DOMParser();\n const createdDocument = domParser.parseFromString(unsafeHtml, 'text/html');\n const elements = [].concat(...createdDocument.body.querySelectorAll('*'));\n for (const element of elements) {\n const elementName = element.nodeName.toLowerCase();\n if (!Object.keys(allowList).includes(elementName)) {\n element.remove();\n continue;\n }\n const attributeList = [].concat(...element.attributes);\n const allowedAttributes = [].concat(allowList['*'] || [], allowList[elementName] || []);\n for (const attribute of attributeList) {\n if (!allowedAttribute(attribute, allowedAttributes)) {\n element.removeAttribute(attribute.nodeName);\n }\n }\n }\n return createdDocument.body.innerHTML;\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/template-factory.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$5 = 'TemplateFactory';\nconst Default$4 = {\n allowList: DefaultAllowlist,\n content: {},\n // { selector : text , selector2 : text2 , }\n extraClass: '',\n html: false,\n sanitize: true,\n sanitizeFn: null,\n template: '
'\n};\nconst DefaultType$4 = {\n allowList: 'object',\n content: 'object',\n extraClass: '(string|function)',\n html: 'boolean',\n sanitize: 'boolean',\n sanitizeFn: '(null|function)',\n template: 'string'\n};\nconst DefaultContentType = {\n entry: '(string|element|function|null)',\n selector: '(string|element)'\n};\n\n/**\n * Class definition\n */\n\nclass TemplateFactory extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n }\n\n // Getters\n static get Default() {\n return Default$4;\n }\n static get DefaultType() {\n return DefaultType$4;\n }\n static get NAME() {\n return NAME$5;\n }\n\n // Public\n getContent() {\n return Object.values(this._config.content).map(config => this._resolvePossibleFunction(config)).filter(Boolean);\n }\n hasContent() {\n return this.getContent().length > 0;\n }\n changeContent(content) {\n this._checkContent(content);\n this._config.content = {\n ...this._config.content,\n ...content\n };\n return this;\n }\n toHtml() {\n const templateWrapper = document.createElement('div');\n templateWrapper.innerHTML = this._maybeSanitize(this._config.template);\n for (const [selector, text] of Object.entries(this._config.content)) {\n this._setContent(templateWrapper, text, selector);\n }\n const template = templateWrapper.children[0];\n const extraClass = this._resolvePossibleFunction(this._config.extraClass);\n if (extraClass) {\n template.classList.add(...extraClass.split(' '));\n }\n return template;\n }\n\n // Private\n _typeCheckConfig(config) {\n super._typeCheckConfig(config);\n this._checkContent(config.content);\n }\n _checkContent(arg) {\n for (const [selector, content] of Object.entries(arg)) {\n super._typeCheckConfig({\n selector,\n entry: content\n }, DefaultContentType);\n }\n }\n _setContent(template, content, selector) {\n const templateElement = SelectorEngine.findOne(selector, template);\n if (!templateElement) {\n return;\n }\n content = this._resolvePossibleFunction(content);\n if (!content) {\n templateElement.remove();\n return;\n }\n if (isElement(content)) {\n this._putElementInTemplate(getElement(content), templateElement);\n return;\n }\n if (this._config.html) {\n templateElement.innerHTML = this._maybeSanitize(content);\n return;\n }\n templateElement.textContent = content;\n }\n _maybeSanitize(arg) {\n return this._config.sanitize ? sanitizeHtml(arg, this._config.allowList, this._config.sanitizeFn) : arg;\n }\n _resolvePossibleFunction(arg) {\n return execute(arg, [this]);\n }\n _putElementInTemplate(element, templateElement) {\n if (this._config.html) {\n templateElement.innerHTML = '';\n templateElement.append(element);\n return;\n }\n templateElement.textContent = element.textContent;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap tooltip.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$4 = 'tooltip';\nconst DISALLOWED_ATTRIBUTES = new Set(['sanitize', 'allowList', 'sanitizeFn']);\nconst CLASS_NAME_FADE$2 = 'fade';\nconst CLASS_NAME_MODAL = 'modal';\nconst CLASS_NAME_SHOW$2 = 'show';\nconst SELECTOR_TOOLTIP_INNER = '.tooltip-inner';\nconst SELECTOR_MODAL = `.${CLASS_NAME_MODAL}`;\nconst EVENT_MODAL_HIDE = 'hide.bs.modal';\nconst TRIGGER_HOVER = 'hover';\nconst TRIGGER_FOCUS = 'focus';\nconst TRIGGER_CLICK = 'click';\nconst TRIGGER_MANUAL = 'manual';\nconst EVENT_HIDE$2 = 'hide';\nconst EVENT_HIDDEN$2 = 'hidden';\nconst EVENT_SHOW$2 = 'show';\nconst EVENT_SHOWN$2 = 'shown';\nconst EVENT_INSERTED = 'inserted';\nconst EVENT_CLICK$1 = 'click';\nconst EVENT_FOCUSIN$1 = 'focusin';\nconst EVENT_FOCUSOUT$1 = 'focusout';\nconst EVENT_MOUSEENTER = 'mouseenter';\nconst EVENT_MOUSELEAVE = 'mouseleave';\nconst AttachmentMap = {\n AUTO: 'auto',\n TOP: 'top',\n RIGHT: isRTL() ? 'left' : 'right',\n BOTTOM: 'bottom',\n LEFT: isRTL() ? 'right' : 'left'\n};\nconst Default$3 = {\n allowList: DefaultAllowlist,\n animation: true,\n boundary: 'clippingParents',\n container: false,\n customClass: '',\n delay: 0,\n fallbackPlacements: ['top', 'right', 'bottom', 'left'],\n html: false,\n offset: [0, 6],\n placement: 'top',\n popperConfig: null,\n sanitize: true,\n sanitizeFn: null,\n selector: false,\n template: '
' + '
' + '
' + '
',\n title: '',\n trigger: 'hover focus'\n};\nconst DefaultType$3 = {\n allowList: 'object',\n animation: 'boolean',\n boundary: '(string|element)',\n container: '(string|element|boolean)',\n customClass: '(string|function)',\n delay: '(number|object)',\n fallbackPlacements: 'array',\n html: 'boolean',\n offset: '(array|string|function)',\n placement: '(string|function)',\n popperConfig: '(null|object|function)',\n sanitize: 'boolean',\n sanitizeFn: '(null|function)',\n selector: '(string|boolean)',\n template: 'string',\n title: '(string|element|function)',\n trigger: 'string'\n};\n\n/**\n * Class definition\n */\n\nclass Tooltip extends BaseComponent {\n constructor(element, config) {\n if (typeof Popper === 'undefined') {\n throw new TypeError('Bootstrap\\'s tooltips require Popper (https://popper.js.org)');\n }\n super(element, config);\n\n // Private\n this._isEnabled = true;\n this._timeout = 0;\n this._isHovered = null;\n this._activeTrigger = {};\n this._popper = null;\n this._templateFactory = null;\n this._newContent = null;\n\n // Protected\n this.tip = null;\n this._setListeners();\n if (!this._config.selector) {\n this._fixTitle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$3;\n }\n static get DefaultType() {\n return DefaultType$3;\n }\n static get NAME() {\n return NAME$4;\n }\n\n // Public\n enable() {\n this._isEnabled = true;\n }\n disable() {\n this._isEnabled = false;\n }\n toggleEnabled() {\n this._isEnabled = !this._isEnabled;\n }\n toggle() {\n if (!this._isEnabled) {\n return;\n }\n this._activeTrigger.click = !this._activeTrigger.click;\n if (this._isShown()) {\n this._leave();\n return;\n }\n this._enter();\n }\n dispose() {\n clearTimeout(this._timeout);\n EventHandler.off(this._element.closest(SELECTOR_MODAL), EVENT_MODAL_HIDE, this._hideModalHandler);\n if (this._element.getAttribute('data-bs-original-title')) {\n this._element.setAttribute('title', this._element.getAttribute('data-bs-original-title'));\n }\n this._disposePopper();\n super.dispose();\n }\n show() {\n if (this._element.style.display === 'none') {\n throw new Error('Please use show on visible elements');\n }\n if (!(this._isWithContent() && this._isEnabled)) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, this.constructor.eventName(EVENT_SHOW$2));\n const shadowRoot = findShadowRoot(this._element);\n const isInTheDom = (shadowRoot || this._element.ownerDocument.documentElement).contains(this._element);\n if (showEvent.defaultPrevented || !isInTheDom) {\n return;\n }\n\n // TODO: v6 remove this or make it optional\n this._disposePopper();\n const tip = this._getTipElement();\n this._element.setAttribute('aria-describedby', tip.getAttribute('id'));\n const {\n container\n } = this._config;\n if (!this._element.ownerDocument.documentElement.contains(this.tip)) {\n container.append(tip);\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_INSERTED));\n }\n this._popper = this._createPopper(tip);\n tip.classList.add(CLASS_NAME_SHOW$2);\n\n // If this is a touch-enabled device we add extra\n // empty mouseover listeners to the body's immediate children;\n // only needed because of broken event delegation on iOS\n // https://www.quirksmode.org/blog/archives/2014/02/mouse_event_bub.html\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.on(element, 'mouseover', noop);\n }\n }\n const complete = () => {\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_SHOWN$2));\n if (this._isHovered === false) {\n this._leave();\n }\n this._isHovered = false;\n };\n this._queueCallback(complete, this.tip, this._isAnimated());\n }\n hide() {\n if (!this._isShown()) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, this.constructor.eventName(EVENT_HIDE$2));\n if (hideEvent.defaultPrevented) {\n return;\n }\n const tip = this._getTipElement();\n tip.classList.remove(CLASS_NAME_SHOW$2);\n\n // If this is a touch-enabled device we remove the extra\n // empty mouseover listeners we added for iOS support\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.off(element, 'mouseover', noop);\n }\n }\n this._activeTrigger[TRIGGER_CLICK] = false;\n this._activeTrigger[TRIGGER_FOCUS] = false;\n this._activeTrigger[TRIGGER_HOVER] = false;\n this._isHovered = null; // it is a trick to support manual triggering\n\n const complete = () => {\n if (this._isWithActiveTrigger()) {\n return;\n }\n if (!this._isHovered) {\n this._disposePopper();\n }\n this._element.removeAttribute('aria-describedby');\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_HIDDEN$2));\n };\n this._queueCallback(complete, this.tip, this._isAnimated());\n }\n update() {\n if (this._popper) {\n this._popper.update();\n }\n }\n\n // Protected\n _isWithContent() {\n return Boolean(this._getTitle());\n }\n _getTipElement() {\n if (!this.tip) {\n this.tip = this._createTipElement(this._newContent || this._getContentForTemplate());\n }\n return this.tip;\n }\n _createTipElement(content) {\n const tip = this._getTemplateFactory(content).toHtml();\n\n // TODO: remove this check in v6\n if (!tip) {\n return null;\n }\n tip.classList.remove(CLASS_NAME_FADE$2, CLASS_NAME_SHOW$2);\n // TODO: v6 the following can be achieved with CSS only\n tip.classList.add(`bs-${this.constructor.NAME}-auto`);\n const tipId = getUID(this.constructor.NAME).toString();\n tip.setAttribute('id', tipId);\n if (this._isAnimated()) {\n tip.classList.add(CLASS_NAME_FADE$2);\n }\n return tip;\n }\n setContent(content) {\n this._newContent = content;\n if (this._isShown()) {\n this._disposePopper();\n this.show();\n }\n }\n _getTemplateFactory(content) {\n if (this._templateFactory) {\n this._templateFactory.changeContent(content);\n } else {\n this._templateFactory = new TemplateFactory({\n ...this._config,\n // the `content` var has to be after `this._config`\n // to override config.content in case of popover\n content,\n extraClass: this._resolvePossibleFunction(this._config.customClass)\n });\n }\n return this._templateFactory;\n }\n _getContentForTemplate() {\n return {\n [SELECTOR_TOOLTIP_INNER]: this._getTitle()\n };\n }\n _getTitle() {\n return this._resolvePossibleFunction(this._config.title) || this._element.getAttribute('data-bs-original-title');\n }\n\n // Private\n _initializeOnDelegatedTarget(event) {\n return this.constructor.getOrCreateInstance(event.delegateTarget, this._getDelegateConfig());\n }\n _isAnimated() {\n return this._config.animation || this.tip && this.tip.classList.contains(CLASS_NAME_FADE$2);\n }\n _isShown() {\n return this.tip && this.tip.classList.contains(CLASS_NAME_SHOW$2);\n }\n _createPopper(tip) {\n const placement = execute(this._config.placement, [this, tip, this._element]);\n const attachment = AttachmentMap[placement.toUpperCase()];\n return Popper.createPopper(this._element, tip, this._getPopperConfig(attachment));\n }\n _getOffset() {\n const {\n offset\n } = this._config;\n if (typeof offset === 'string') {\n return offset.split(',').map(value => Number.parseInt(value, 10));\n }\n if (typeof offset === 'function') {\n return popperData => offset(popperData, this._element);\n }\n return offset;\n }\n _resolvePossibleFunction(arg) {\n return execute(arg, [this._element]);\n }\n _getPopperConfig(attachment) {\n const defaultBsPopperConfig = {\n placement: attachment,\n modifiers: [{\n name: 'flip',\n options: {\n fallbackPlacements: this._config.fallbackPlacements\n }\n }, {\n name: 'offset',\n options: {\n offset: this._getOffset()\n }\n }, {\n name: 'preventOverflow',\n options: {\n boundary: this._config.boundary\n }\n }, {\n name: 'arrow',\n options: {\n element: `.${this.constructor.NAME}-arrow`\n }\n }, {\n name: 'preSetPlacement',\n enabled: true,\n phase: 'beforeMain',\n fn: data => {\n // Pre-set Popper's placement attribute in order to read the arrow sizes properly.\n // Otherwise, Popper mixes up the width and height dimensions since the initial arrow style is for top placement\n this._getTipElement().setAttribute('data-popper-placement', data.state.placement);\n }\n }]\n };\n return {\n ...defaultBsPopperConfig,\n ...execute(this._config.popperConfig, [defaultBsPopperConfig])\n };\n }\n _setListeners() {\n const triggers = this._config.trigger.split(' ');\n for (const trigger of triggers) {\n if (trigger === 'click') {\n EventHandler.on(this._element, this.constructor.eventName(EVENT_CLICK$1), this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context.toggle();\n });\n } else if (trigger !== TRIGGER_MANUAL) {\n const eventIn = trigger === TRIGGER_HOVER ? this.constructor.eventName(EVENT_MOUSEENTER) : this.constructor.eventName(EVENT_FOCUSIN$1);\n const eventOut = trigger === TRIGGER_HOVER ? this.constructor.eventName(EVENT_MOUSELEAVE) : this.constructor.eventName(EVENT_FOCUSOUT$1);\n EventHandler.on(this._element, eventIn, this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context._activeTrigger[event.type === 'focusin' ? TRIGGER_FOCUS : TRIGGER_HOVER] = true;\n context._enter();\n });\n EventHandler.on(this._element, eventOut, this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context._activeTrigger[event.type === 'focusout' ? TRIGGER_FOCUS : TRIGGER_HOVER] = context._element.contains(event.relatedTarget);\n context._leave();\n });\n }\n }\n this._hideModalHandler = () => {\n if (this._element) {\n this.hide();\n }\n };\n EventHandler.on(this._element.closest(SELECTOR_MODAL), EVENT_MODAL_HIDE, this._hideModalHandler);\n }\n _fixTitle() {\n const title = this._element.getAttribute('title');\n if (!title) {\n return;\n }\n if (!this._element.getAttribute('aria-label') && !this._element.textContent.trim()) {\n this._element.setAttribute('aria-label', title);\n }\n this._element.setAttribute('data-bs-original-title', title); // DO NOT USE IT. Is only for backwards compatibility\n this._element.removeAttribute('title');\n }\n _enter() {\n if (this._isShown() || this._isHovered) {\n this._isHovered = true;\n return;\n }\n this._isHovered = true;\n this._setTimeout(() => {\n if (this._isHovered) {\n this.show();\n }\n }, this._config.delay.show);\n }\n _leave() {\n if (this._isWithActiveTrigger()) {\n return;\n }\n this._isHovered = false;\n this._setTimeout(() => {\n if (!this._isHovered) {\n this.hide();\n }\n }, this._config.delay.hide);\n }\n _setTimeout(handler, timeout) {\n clearTimeout(this._timeout);\n this._timeout = setTimeout(handler, timeout);\n }\n _isWithActiveTrigger() {\n return Object.values(this._activeTrigger).includes(true);\n }\n _getConfig(config) {\n const dataAttributes = Manipulator.getDataAttributes(this._element);\n for (const dataAttribute of Object.keys(dataAttributes)) {\n if (DISALLOWED_ATTRIBUTES.has(dataAttribute)) {\n delete dataAttributes[dataAttribute];\n }\n }\n config = {\n ...dataAttributes,\n ...(typeof config === 'object' && config ? config : {})\n };\n config = this._mergeConfigObj(config);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n _configAfterMerge(config) {\n config.container = config.container === false ? document.body : getElement(config.container);\n if (typeof config.delay === 'number') {\n config.delay = {\n show: config.delay,\n hide: config.delay\n };\n }\n if (typeof config.title === 'number') {\n config.title = config.title.toString();\n }\n if (typeof config.content === 'number') {\n config.content = config.content.toString();\n }\n return config;\n }\n _getDelegateConfig() {\n const config = {};\n for (const [key, value] of Object.entries(this._config)) {\n if (this.constructor.Default[key] !== value) {\n config[key] = value;\n }\n }\n config.selector = false;\n config.trigger = 'manual';\n\n // In the future can be replaced with:\n // const keysWithDifferentValues = Object.entries(this._config).filter(entry => this.constructor.Default[entry[0]] !== this._config[entry[0]])\n // `Object.fromEntries(keysWithDifferentValues)`\n return config;\n }\n _disposePopper() {\n if (this._popper) {\n this._popper.destroy();\n this._popper = null;\n }\n if (this.tip) {\n this.tip.remove();\n this.tip = null;\n }\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Tooltip.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n}\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Tooltip);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap popover.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$3 = 'popover';\nconst SELECTOR_TITLE = '.popover-header';\nconst SELECTOR_CONTENT = '.popover-body';\nconst Default$2 = {\n ...Tooltip.Default,\n content: '',\n offset: [0, 8],\n placement: 'right',\n template: '
' + '
' + '

' + '
' + '
',\n trigger: 'click'\n};\nconst DefaultType$2 = {\n ...Tooltip.DefaultType,\n content: '(null|string|element|function)'\n};\n\n/**\n * Class definition\n */\n\nclass Popover extends Tooltip {\n // Getters\n static get Default() {\n return Default$2;\n }\n static get DefaultType() {\n return DefaultType$2;\n }\n static get NAME() {\n return NAME$3;\n }\n\n // Overrides\n _isWithContent() {\n return this._getTitle() || this._getContent();\n }\n\n // Private\n _getContentForTemplate() {\n return {\n [SELECTOR_TITLE]: this._getTitle(),\n [SELECTOR_CONTENT]: this._getContent()\n };\n }\n _getContent() {\n return this._resolvePossibleFunction(this._config.content);\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Popover.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n}\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Popover);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap scrollspy.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$2 = 'scrollspy';\nconst DATA_KEY$2 = 'bs.scrollspy';\nconst EVENT_KEY$2 = `.${DATA_KEY$2}`;\nconst DATA_API_KEY = '.data-api';\nconst EVENT_ACTIVATE = `activate${EVENT_KEY$2}`;\nconst EVENT_CLICK = `click${EVENT_KEY$2}`;\nconst EVENT_LOAD_DATA_API$1 = `load${EVENT_KEY$2}${DATA_API_KEY}`;\nconst CLASS_NAME_DROPDOWN_ITEM = 'dropdown-item';\nconst CLASS_NAME_ACTIVE$1 = 'active';\nconst SELECTOR_DATA_SPY = '[data-bs-spy=\"scroll\"]';\nconst SELECTOR_TARGET_LINKS = '[href]';\nconst SELECTOR_NAV_LIST_GROUP = '.nav, .list-group';\nconst SELECTOR_NAV_LINKS = '.nav-link';\nconst SELECTOR_NAV_ITEMS = '.nav-item';\nconst SELECTOR_LIST_ITEMS = '.list-group-item';\nconst SELECTOR_LINK_ITEMS = `${SELECTOR_NAV_LINKS}, ${SELECTOR_NAV_ITEMS} > ${SELECTOR_NAV_LINKS}, ${SELECTOR_LIST_ITEMS}`;\nconst SELECTOR_DROPDOWN = '.dropdown';\nconst SELECTOR_DROPDOWN_TOGGLE$1 = '.dropdown-toggle';\nconst Default$1 = {\n offset: null,\n // TODO: v6 @deprecated, keep it for backwards compatibility reasons\n rootMargin: '0px 0px -25%',\n smoothScroll: false,\n target: null,\n threshold: [0.1, 0.5, 1]\n};\nconst DefaultType$1 = {\n offset: '(number|null)',\n // TODO v6 @deprecated, keep it for backwards compatibility reasons\n rootMargin: 'string',\n smoothScroll: 'boolean',\n target: 'element',\n threshold: 'array'\n};\n\n/**\n * Class definition\n */\n\nclass ScrollSpy extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n\n // this._element is the observablesContainer and config.target the menu links wrapper\n this._targetLinks = new Map();\n this._observableSections = new Map();\n this._rootElement = getComputedStyle(this._element).overflowY === 'visible' ? null : this._element;\n this._activeTarget = null;\n this._observer = null;\n this._previousScrollData = {\n visibleEntryTop: 0,\n parentScrollTop: 0\n };\n this.refresh(); // initialize\n }\n\n // Getters\n static get Default() {\n return Default$1;\n }\n static get DefaultType() {\n return DefaultType$1;\n }\n static get NAME() {\n return NAME$2;\n }\n\n // Public\n refresh() {\n this._initializeTargetsAndObservables();\n this._maybeEnableSmoothScroll();\n if (this._observer) {\n this._observer.disconnect();\n } else {\n this._observer = this._getNewObserver();\n }\n for (const section of this._observableSections.values()) {\n this._observer.observe(section);\n }\n }\n dispose() {\n this._observer.disconnect();\n super.dispose();\n }\n\n // Private\n _configAfterMerge(config) {\n // TODO: on v6 target should be given explicitly & remove the {target: 'ss-target'} case\n config.target = getElement(config.target) || document.body;\n\n // TODO: v6 Only for backwards compatibility reasons. Use rootMargin only\n config.rootMargin = config.offset ? `${config.offset}px 0px -30%` : config.rootMargin;\n if (typeof config.threshold === 'string') {\n config.threshold = config.threshold.split(',').map(value => Number.parseFloat(value));\n }\n return config;\n }\n _maybeEnableSmoothScroll() {\n if (!this._config.smoothScroll) {\n return;\n }\n\n // unregister any previous listeners\n EventHandler.off(this._config.target, EVENT_CLICK);\n EventHandler.on(this._config.target, EVENT_CLICK, SELECTOR_TARGET_LINKS, event => {\n const observableSection = this._observableSections.get(event.target.hash);\n if (observableSection) {\n event.preventDefault();\n const root = this._rootElement || window;\n const height = observableSection.offsetTop - this._element.offsetTop;\n if (root.scrollTo) {\n root.scrollTo({\n top: height,\n behavior: 'smooth'\n });\n return;\n }\n\n // Chrome 60 doesn't support `scrollTo`\n root.scrollTop = height;\n }\n });\n }\n _getNewObserver() {\n const options = {\n root: this._rootElement,\n threshold: this._config.threshold,\n rootMargin: this._config.rootMargin\n };\n return new IntersectionObserver(entries => this._observerCallback(entries), options);\n }\n\n // The logic of selection\n _observerCallback(entries) {\n const targetElement = entry => this._targetLinks.get(`#${entry.target.id}`);\n const activate = entry => {\n this._previousScrollData.visibleEntryTop = entry.target.offsetTop;\n this._process(targetElement(entry));\n };\n const parentScrollTop = (this._rootElement || document.documentElement).scrollTop;\n const userScrollsDown = parentScrollTop >= this._previousScrollData.parentScrollTop;\n this._previousScrollData.parentScrollTop = parentScrollTop;\n for (const entry of entries) {\n if (!entry.isIntersecting) {\n this._activeTarget = null;\n this._clearActiveClass(targetElement(entry));\n continue;\n }\n const entryIsLowerThanPrevious = entry.target.offsetTop >= this._previousScrollData.visibleEntryTop;\n // if we are scrolling down, pick the bigger offsetTop\n if (userScrollsDown && entryIsLowerThanPrevious) {\n activate(entry);\n // if parent isn't scrolled, let's keep the first visible item, breaking the iteration\n if (!parentScrollTop) {\n return;\n }\n continue;\n }\n\n // if we are scrolling up, pick the smallest offsetTop\n if (!userScrollsDown && !entryIsLowerThanPrevious) {\n activate(entry);\n }\n }\n }\n _initializeTargetsAndObservables() {\n this._targetLinks = new Map();\n this._observableSections = new Map();\n const targetLinks = SelectorEngine.find(SELECTOR_TARGET_LINKS, this._config.target);\n for (const anchor of targetLinks) {\n // ensure that the anchor has an id and is not disabled\n if (!anchor.hash || isDisabled(anchor)) {\n continue;\n }\n const observableSection = SelectorEngine.findOne(decodeURI(anchor.hash), this._element);\n\n // ensure that the observableSection exists & is visible\n if (isVisible(observableSection)) {\n this._targetLinks.set(decodeURI(anchor.hash), anchor);\n this._observableSections.set(anchor.hash, observableSection);\n }\n }\n }\n _process(target) {\n if (this._activeTarget === target) {\n return;\n }\n this._clearActiveClass(this._config.target);\n this._activeTarget = target;\n target.classList.add(CLASS_NAME_ACTIVE$1);\n this._activateParents(target);\n EventHandler.trigger(this._element, EVENT_ACTIVATE, {\n relatedTarget: target\n });\n }\n _activateParents(target) {\n // Activate dropdown parents\n if (target.classList.contains(CLASS_NAME_DROPDOWN_ITEM)) {\n SelectorEngine.findOne(SELECTOR_DROPDOWN_TOGGLE$1, target.closest(SELECTOR_DROPDOWN)).classList.add(CLASS_NAME_ACTIVE$1);\n return;\n }\n for (const listGroup of SelectorEngine.parents(target, SELECTOR_NAV_LIST_GROUP)) {\n // Set triggered links parents as active\n // With both