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\u001b[43mget_ipython\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrun_cell_magic\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mbash\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mdownloadpath=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m./mock-data\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43mmkdir -p $downloadpath \u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43mwget -O $downloadpath/blobs.zip \u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mhttps://datashare.biochem.mpg.de/s/0oTGB6xpUaWIaVh/download\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43munzip -d $downloadpath $downloadpath/blobs.zip\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43mrm $downloadpath/blobs.zip\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n", + "Cell \u001b[0;32mIn[2], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mget_ipython\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrun_cell_magic\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mbash\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mdownloadpath=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m./mock-data\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43mmkdir -p $downloadpath \u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43mwget -O $downloadpath/blobs.zip \u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mhttps://datashare.biochem.mpg.de/s/0oTGB6xpUaWIaVh/download\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43munzip -d $downloadpath $downloadpath/blobs.zip\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43mrm $downloadpath/blobs.zip\u001b[39;49m\u001b[38;5;130;43;01m\\n\u001b[39;49;00m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/anaconda3/envs/dvpio/lib/python3.12/site-packages/IPython/core/interactiveshell.py:2541\u001b[0m, in \u001b[0;36mInteractiveShell.run_cell_magic\u001b[0;34m(self, magic_name, line, cell)\u001b[0m\n\u001b[1;32m 2539\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mbuiltin_trap:\n\u001b[1;32m 2540\u001b[0m args \u001b[38;5;241m=\u001b[39m (magic_arg_s, cell)\n\u001b[0;32m-> 2541\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2543\u001b[0m \u001b[38;5;66;03m# The code below prevents the output from being displayed\u001b[39;00m\n\u001b[1;32m 2544\u001b[0m \u001b[38;5;66;03m# when using magics with decorator @output_can_be_silenced\u001b[39;00m\n\u001b[1;32m 2545\u001b[0m \u001b[38;5;66;03m# when the last Python token in the expression is a ';'.\u001b[39;00m\n\u001b[1;32m 2546\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mgetattr\u001b[39m(fn, magic\u001b[38;5;241m.\u001b[39mMAGIC_OUTPUT_CAN_BE_SILENCED, \u001b[38;5;28;01mFalse\u001b[39;00m):\n", "File \u001b[0;32m~/anaconda3/envs/dvpio/lib/python3.12/site-packages/IPython/core/magics/script.py:155\u001b[0m, in \u001b[0;36mScriptMagics._make_script_magic..named_script_magic\u001b[0;34m(line, cell)\u001b[0m\n\u001b[1;32m 153\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 154\u001b[0m line \u001b[38;5;241m=\u001b[39m script\n\u001b[0;32m--> 155\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mshebang\u001b[49m\u001b[43m(\u001b[49m\u001b[43mline\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcell\u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/anaconda3/envs/dvpio/lib/python3.12/site-packages/IPython/core/magics/script.py:315\u001b[0m, in \u001b[0;36mScriptMagics.shebang\u001b[0;34m(self, line, cell)\u001b[0m\n\u001b[1;32m 310\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m args\u001b[38;5;241m.\u001b[39mraise_error \u001b[38;5;129;01mand\u001b[39;00m p\u001b[38;5;241m.\u001b[39mreturncode \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[1;32m 311\u001b[0m \u001b[38;5;66;03m# If we get here and p.returncode is still None, we must have\u001b[39;00m\n\u001b[1;32m 312\u001b[0m \u001b[38;5;66;03m# killed it but not yet seen its return code. We don't wait for it,\u001b[39;00m\n\u001b[1;32m 313\u001b[0m \u001b[38;5;66;03m# in case it's stuck in uninterruptible sleep. -9 = SIGKILL\u001b[39;00m\n\u001b[1;32m 314\u001b[0m rc \u001b[38;5;241m=\u001b[39m p\u001b[38;5;241m.\u001b[39mreturncode \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m9\u001b[39m\n\u001b[0;32m--> 315\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m CalledProcessError(rc, cell)\n", @@ -104,9 +104,18 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/lucas-diedrich/anaconda3/envs/dvpio/lib/python3.12/site-packages/dask/dataframe/__init__.py:31: FutureWarning: The legacy Dask DataFrame implementation is deprecated and will be removed in a future version. Set the configuration option `dataframe.query-planning` to `True` or None to enable the new Dask Dataframe implementation and silence this warning.\n", + " warnings.warn(\n" + ] + } + ], "source": [ "import spatialdata\n", "from napari_spatialdata import Interactive" @@ -114,7 +123,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -132,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -142,7 +151,7 @@ "with coordinate systems:" ] }, - "execution_count": 16, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -166,7 +175,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -556,7 +565,7 @@ " * y (y) float64 8kB 0.5 1.5 2.5 3.5 ... 1.022e+03 1.022e+03 1.024e+03\n", " * x (x) float64 8kB 0.5 1.5 2.5 3.5 ... 1.022e+03 1.022e+03 1.024e+03\n", "Attributes:\n", - " transform: {'global': Identity }

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" + " dtype='float64', name='x', length=1024))
  • transform :
    {'global': Identity }
  • " ], "text/plain": [ " Size: 8MB\n", @@ -659,7 +668,7 @@ " transform: {'global': Identity }" ] }, - "execution_count": 17, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -678,7 +687,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -692,7 +701,7 @@ " blobs (Images)" ] }, - "execution_count": 18, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -715,7 +724,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -724,8 +733,8 @@ "text": [ "/Users/lucas-diedrich/anaconda3/envs/dvpio/lib/python3.12/site-packages/anndata/_core/aligned_df.py:68: ImplicitModificationWarning: Transforming to str index.\n", " warnings.warn(\"Transforming to str index.\", ImplicitModificationWarning)\n", - "\u001b[32m2024-12-15 18:11:04.650\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mnapari_spatialdata._view\u001b[0m:\u001b[36m_on_layer_update\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mUpdating layer.\u001b[0m\n", - "\u001b[32m2024-12-15 18:11:04.650\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mnapari_spatialdata._view\u001b[0m:\u001b[36m_on_layer_update\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mUpdating layer.\u001b[0m\n" + "\u001b[32m2024-12-15 21:08:35.226\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mnapari_spatialdata._view\u001b[0m:\u001b[36m_on_layer_update\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mUpdating layer.\u001b[0m\n", + "\u001b[32m2024-12-15 21:08:35.227\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mnapari_spatialdata._view\u001b[0m:\u001b[36m_on_layer_update\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mUpdating layer.\u001b[0m\n" ] } ], @@ -747,14 +756,28 @@ "4. Save the layer by clicking `Shift+E`\n", "5. Leave the napari viewer.\n", "\n", - "The calibration ponts were added to the `shapes` attribute of the spatialdata object" + "The calibration points were added to the `shapes` attribute of the spatialdata object\n", + "\n", + "\n", + "![Picking calibration points](../_static/img/napari-tutorial1.gif)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-12-15 21:08:35.461 python[41360:9670038] +[IMKClient subclass]: chose IMKClient_Modern\n", + "2024-12-15 21:08:35.461 python[41360:9670038] +[IMKInputSession subclass]: chose IMKInputSession_Modern\n", + "\u001b[32m2024-12-15 21:08:43.714\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mnapari_spatialdata._view\u001b[0m:\u001b[36m_on_layer_update\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mUpdating layer.\u001b[0m\n", + "\u001b[32m2024-12-15 21:08:43.718\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mnapari_spatialdata._view\u001b[0m:\u001b[36m_on_layer_update\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mUpdating layer.\u001b[0m\n" + ] + } + ], "source": [ "## Uncomment to assign ground truth values\n", "# sdata.points[\"calibration_points_image\"] = spatialdata.models.PointsModel.parse(\n", @@ -764,25 +787,9 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "SpatialData object\n", - "└── Images\n", - " └── 'blobs': DataArray[cyx] (1, 1024, 1024)\n", - "with coordinate systems:\n", - " ▸ 'global', with elements:\n", - " blobs (Images)" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "sdata" ] @@ -798,105 +805,9 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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"execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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ONv6xnY1/bMdgVAgOD6Jp54ZsmbcLe44N1Sk/p32ZJEIu4NTCmdB4NqOqdsJxIi7vG4RHyErJZsKj3/DUd49dNxlasOckix/+XpLcfxzdcpKjW07C+wvcHYrQSVCpAGqVCc+zXZatKXWD0jG3rU7gXM9NhC6lOjWyUrJZO2uzu0PxOLJ8XugqwtkezV8Ok/E28YeTeK/Lp8wfv5KMdAs2+4Uh8hyng/PpOfw+dSOL+07z2aFz4RtKly+dr3ZOLYzztgYEn85ybUCiWKguuLyBjAi5SBlDCHF3RVPxAzlQ0ttYzTaWTF7FksmrKB0TRrWmlTm88RjmNNkWQfiGnMz8/Vs3KNnssttQTvlmrZwoGSQRcpFM623YS+13dxiiiNISMtiRIMdA+DpDswYceCqE0tEX9ozKtvhT4Rt//BdvLZFTpObUbHKyrASVun69nJ8hmXf/vIvq59cXU2TClS4ue9ezP28gU2OuohXuEE8hhGex9mjNS7P2sq6jwvz6YcyvH8aG1meYPmUiCc/GQiEP7PVkthw7q6bnndxs1VZQe7Jv7bUjSh4ZERJCiGuwdmvNmI+yCbe+Rep/3gsy3cacYSO4Q3uamC/Wl7iRobU/b6b1nc2IrFj6qu/vz07m2+cjUE/sLN7AhMs4tQuXnv15AxkRchEHDiovs7o7DCFEIRnDwnjkvXDCHfde9f0cR31U8wd8PHQ6xnqee9xEYWWlZPP+nV/y66j5pCRkYLE6yLLZOZWUyXdTN/PVTVNQ10oSVJJIsbTQVYZxDQHHLTjcHYgQolAi2tQm1q/VddvkOOrTMuBGktuUpcz+w8UUWfFx2JysnbWZtbM2ExwehDXbhtMuKyZFySKJkIt8uac+jri/3B2GEKKQKlYtA+S9uWa2oy5Q8kd/s9Nl1WRJp6LgRL+z41Qd+3IlmRpzAZsST/I7h0pczYAQQghR0siIkO6cTFiYhHP3AXcHIoQoAiU1I1/tUpwqEXsyvGShsBDXpmoXLj378waSCOls5elE4l6XowaEFzMYMYQEY29Vm/TqF6aGUjvlUDM6maTfqmCyaJQ5kI1x20FUi8XNwbrOwWW7yXmlM0EB1/8x+dmGCLTta4spKiFcx6nz1JiefblSiU+EjuxNJDj46tu/h4QF/FMHUHROTWXOnAOse/d3NJsUE4qiMdWohhbwnyNaUtJxJia57JmG0FDU+tU49GQAY274jZamU5Q3hqNpfqRZbyHAaCf4pbWAykltC+OTb2bZolhq/nge575DLovLXbLTc/hl5F/0e/+ua7b5O+UMSSNWy5ErQnixEp8Iff34t5iUq5/5pRgUIitdSIQUBVr3bklAWBAxNctRo2kFAEzG65dROVSV7bsTWPrOXyQdlm3mReEpfv5k3tWC7L5pfN7oV6qaLk3gNWZmNGHSlpuo+ouBoFX7UM1mXZ5rCAwk9Z5m1HrqMO9GxWG3PoJib4ndGsOlRwZnAuRcWEruZ0jmjfDNvN93Ddv67OX5D58k6qc9qJmZusTkKXYs3I3RqHD/273wM/27caKqaazZe5YFg3/EkZ7txgiF0I+vjggpmlYyK3ozMjIIDw+nI3deMxHKj+bdGhEQ7H/V9xw2B1vn7UbzlolQ4bGMdWpy/OWyLL/pCDZ7B8z25le0CfNfTWjABkymnYxIaMSGSS0oO20zmqOQmzQYjCgt6lPti1RGlKlHjr09hVk/UcpvK2VDvuTVc7XY83wTTGt2FT4mDxVSOojGt9XP/fOZ/fGc2hfvxohESeDQ7KxkNunp6YSFhbktjou/L9ftLU+pUP3WUGVlqrRvGO/2ry8vkggJ4WbGyAiaL4hgYKk2WBy182xvUDIpE7gUxf9HYlc/Qr3Xz+M4EZfnfZc9s2wkJ5+oy4wBO/C3DAeKdkyEQcmmTOACUvymcNf056n2ThESNCF8hKclQmv2VNA9Ebqh0Vm3f315keXzQriTomB5uwV9A+/PVxIEoGqhnM+5i8ysT9hxw246z9vF2ZfaYyyTv3o35y0tCPolnHn9yuBveZ6iJkEXYgrmfM49+Jm/ZnW/78maWwVTjWpF7lcIUXwuTo3peXkDSYSEcCO/5g34vGMUUPBRS6uzCqcyXuZ+U3c2DP2VjJ/K4OzY4prtDSEhnHy7PaMnHWBU2XvItrdC7x8BNmclUrM+46866VSdlUDGQ+0uFOAJIYSHkkRICDcq+2otjGr+RoKuzkiatTOn0j/lr9pZPDN1Jsffj8XZsQWKyXThCgjAfE9bIuZXZPEDAZSyvoiqBev2NfyXQy1LfNZTjCxdl69HTSR+WCzG0uEue54QQh9ODLpf3qDErxoTwmMZjPSrUVWXrlQthHjzYJr6tWX7g7+R/uAuvktvCECgYuD+wMNkWx8ky1ZWl+flzcD5nN4Emeqy8bnPuLXzTYR8UBPjym3F9HwhhMgfSYSEcJOAxnWIMen7LWi2t8Cc3gI/QxJ9TOkAONTSZOSU0/U5+ZXjqM+JtHHMq/Mda6YsZMSP/anxdRyOU6fdEo8Q4to0TUHV9JvK1nTsy5W8Y9xKiBKobssKQKhL+rarUVgctbE4auNQ3ZMEXaQRQIL5SZo6h7P50UU8sGQDJ9+JxVS5klvjEkJcToqlhRDFyjt+ROjHbG9BXMbHdNQGsf2fhOjwl21x3NoSReeRMSGEyC/56SOEKFZZ9tZkpbWgo/9WtnbfREavuTx+5H6S/qpMhZVpqDv3Q8nc3kwIj+bUDDg1/cZHnF7ybSwjQkIINzCSZWtDfNZQbJnTmV45hvXDlvD279M59HVLlOYNwVD0/Y2EECIvMiIkhHAruxpFqqU7qZbuRBqPs/OWWRy+ZTX3Ln+K+q/GufSgWSHEv1QUVB3HR1S8Y0hIRoSEcBMlx+buEDyO1Vmd05kvUzr7S3bdto22i09jvqetu8MSwidIsbQQolidWr0HmybncV2N1VmdUxmv8ETQTYz+8GtJhoQQLiNTY0K4yfnTqZgtTvyD5Nvw6kykWbpSzb8Md4z8nZWrKuFMPu/uoIQosfQvlpapMSFEHrZuO+vuEDxelq0NT5SK5HT/uu4ORQhRAkkiJIQbpa076u4QvEJKzv3c028lxnLu3RxSiJLsQrG0vpc3kERICDfaOnuru0PwClZnVe4L9kMJDXF3KEKUWKrOB67quQLNlbwjSiFKKEuGhZ0HZXl4vmgR7o5ACFEClfhESI1tjOLnL1v4C4+196fN7g5BCCFyi6X1vLyBd0RZBJ9N/Z4u25MJXl6GMyPaY6xTEyUgwN1hCZFry59bSTTnuDsMj7clpypaRqa7wxBClDAlPhFSzRO4U3mGCTFVWD94FR8t/oHzv1XF0KyBu0MTAgBN1Ti89Ji7w/B4U7aXkeXzQriQ+k9dj56XNyjx80UONQKrsxRWZ1VSLD0xKmYW1PuFVT8v5K2vHqbCxxtBdbo7TOHjFn02n9he9TEaXPODw6JZOHo0i0Pz96LlWChbNZIGnRtQNjLYJc/Tm0M5RejYRFR3B+LjlIAALJ2aYB2aQqOIBAASLaEkfFOdyF93oZrNbo5QFIVTU3Bq+q300rMvVyrxidB/qVoISdmP0sLUhsVPjaazoT8VP5RkSLhXVko2a3/fzU33NtW9790pKcx9dj5JOy9fqv/n+/Op0aIK9791B+Uql0FRPPOHloaTqTOSUHfsc3coPs1Ypgw539Vhal07flpToCmgUSZqCYz6lAED78D6aDkcx064OVIhCsY7xq1cIMfRgKysj1n4v+84PaIteOgvAeE75oz5i7PnsnTtc/Gp03zbefIVSRBcmJI7uuUkY3qOY/xj00g+k4bmYTvBajj5atYuDr0/192h+Lw2Y3swofqt2G29yLY3/udqwpnM50lOn8Ks6tvY93I5+VnqxfRcOn/x8gbeEaWL2NUYcrI+Yfn/viN+WKy7wxE+zml3suKLFbr1t+TUaRb2/h7Nnvfhrke3nmRUt8+Z/L8ZnD1yDpvD/SOk5x1mvv98I/tGzXF3KD4vqlkt7mleBQ3/q75vdVYhOedefuo0CUOTesUcnRBF49OJEFxIhjIyP+HJxxZhKh/j7nCEj9syextrftlW5H6WnDrNgnwmQZc6uP4oH909gfd7jOPEAffsb6RqGhv3xPN5r+/Y/vUSt8QgLnfTo+0w4nfdNunWm2nhF0Nag/BiikroTdUMul/ewOdqhK7GrsZwf0hNJgyoQaXRCe4OR/i4OR8uoH7HukSWK9wuyoVNgi6VGp/O5/dPpMGNtbnnnd5EuLCo2qI6SE7OIS0lh71/7GDjzxvRnFIW7Umiy4fm2UbVgnCokcUQjXAVvaeznHjWVPu1SCL0j9ScBxjS9z3mfVMHR0Kiu8MRPsxudTD+4akM+eGJAidDeiRBl9q3+jBx90yg27OdaH9XM136PJWeRfLe88QfO8/RZbtIT0jn/Jk0Xfr2JsbICOIfqEd6g3+mITWoNtuB/8qdaA6He4MTwodIIvQPhxrBfcENmNa5CqW/l0RIuFdqfDrjH57KoK8HEFMp76kGFTsrdyaw4LEfdEuCLspKMfPLyNlsm7ODR8b2ITw8sED3ZzvtbFwVx/ktx9j+13YsZiuqw7dHfLT2TSk1Oov5FRMx/lN342dMJuuOedw661nqfH4Sx5mzbo7yX1q2JV/t1ln8KLM5EfdXmInCUNF3ybu3fJdLInSJbHsrzjdLpPT37o5EiAvJ0Afdx9JjWGc6PNSGoICrf7ueNmcx5/21HJ69waXxHN16kvdu+5jHJ/WnbqvKebbPdNrYsOwEf4+ZQ9Z52V/mIlOlinT5ErqY7iM15/Jd7v2Nd7C7z0c0UnpQ65UkjxkZWj9rE7VbVrluG5PxOC+Ov5Goo+uLKSoh9CGJ0CUsjhrEtt2CHIEpPMm8z5awato6burfgXI1omh0Q3XMdgc718RxevMJtv++EYe1eH5hOmxOvvrfNAZ+PZB6Tctfs93apAQWPjSLrKS0YonLaygKAWOa0tnUDO0qxcc2ZyVOZ4xg+X3DeHTRI/gt3eqGIK+0feFeGt5Sj5bdGl2jhZMnF5+h/Hd7cHrYFgwi//TeDVp2lvZCTi2MYKVgw/5CFIesFDPzP1vs7jCAC8nQb6/9yotzBuNvuPJHSJx2gNl9lmBPTiv+4Dycf2gwrzatAtdZgWVTKxBiG8CJO6H20uKLLS8/jPiNtLNpdHioLYFB/8Z/wpLO9E+34T/zb5kS83J6H5TqLYeuSiIkhCiw5LgUUtVsog1h/3nHyai98QQnp7glLk8XVrYUwUTn2c5sbwTKnmKIqGDmfr6MtT9vITzqwioyTdOI230GGQQS3kwSISFEgZlqVKOMXw5olydCCg6s4fGEBASgWa1uik64Ump8Oqnx6e4OQ7iAioKKnsXS3rHLuHeMWwkhPIbi50/Q5zXx164c2dAwMavBCqwdG7shMs+nOfM3eaRpGuH7jS6ORggBkghd4URahLtDEMKjZfdvw7vV6l/jXSN+tkc4fdv1dyH2VWlnUohPyMyz3YrsNMrPPFAMEQnxr4s1Qnpe3sA7oiwmRiUV2x9SLC3EtZhionn92RA07do7CGfbG/HhnX9gqnb95da+yOlQ+WXEL1ius8rvrOM8Sx7eivO81FmJ4iWHrgrSDAcJ+uugu8MQwmMpzzalktbqum0cagQ3GduQfGPFYorKuxzffoopg6ZfNRk6npXB5L7zyTh00g2RCeGbpFj6Ep8fNeA8d97dYQjhkYxlI3muRzD5+bGRaWtDzj17ZXPSazi+/RRvdfyIdve2xhRwYRoxLTGD7fN2+Pyu28J9VE1B1XNnaR37ciVJhP6hKUmkjj4DquyEIcTVhHRvRAXyVwSd7WhI9yqz2RUZIVM812A121g1ba27wxAil6rzdJa3bKjoHVEWg3FxZ1E37nZ3GEJ4rJqdKlCQHxmDwmxQVhYfCCE8m4wIAQn2dM48sQHZFUyIazAYadSgYKOlqlrBRcEIIVxB1QyoOq700rMvV/L5RCiTJKY8vgLbWTlxXohrMRgVmvnXcXcYQgihO59OhBIc6fw4dBWp22W/DiGuR9PAQME2+JuXVh/t9EYXRSSE0JsTBaeOu0Hr2Zcr+WwidCo7i28e/YO0A7JMVYi8aA4HR86nUysyPN/3fB+XQaTZ7MKohBB6kqkxH3HeZmHFD3vYPGUJtmybu8MRwmskHEyjVvv8JUKKkkLpr7zj06AQwreV+EQoITsbQ7KdI3sSSVi9l52L96I6pShaeCFFwVivFme6lAMFFBUqzI/HeeR4sTx+6+SV3NC+f77aTtqTiHHRFhdHJITQkxN9p7O8ZTOaEp8Ije8+AWzyyVR4N2NkBAdG1mba7etpZEoDwM+QwNKnjzNqzCOUnbUL1cXTUCe2n+Cvscvp9dyt1223OyeBI8NWySpMIYRXKPGJkMPqwKTIAZDeSAkIIPv2pthKXZhn9svRKLVwN2p2tpsjK17GyAiCZ9RlWZWK5FhuJ/6S95r77WTZWx/TvMnD1Hpug8tjWf7NalSg8+AbCQ64/PsqR7WzYeMZlr/+J45z6S6PRQihL1+tEdI9yjFjxtC6dWtCQ0OJioqid+/eHDx4+fldFouFIUOGEBkZSalSpbjnnntITLx8+XpcXBw9evQgODiYqKgoXnzxRRyOax9UKEoQRSHr/naUWRLJz59tZvF721n83nbmfPYLZZYEoLRqBIpvjPIZAgMJ/L4B71XsQI6j4RXvm+1NOZs+iZ/vmExO7zbFEtPKb1bzYc9xzHj1D3ZvPs3ubWeY9cUaPuz6JXOenEaWJEFCeCVfPX1e9xGhVatWMWTIEFq3bo3D4eDVV1+lS5cu7Nu3j5CQEACGDRvGvHnz+OWXXwgPD2fo0KHcfffdrF17Ybt5p9NJjx49iImJYd26dcTHx9OvXz/8/PwYPXq03iELD2Pr3oop757GZOtDSlYoFw9oULDyWdRc4n+exlOvDCF0lutHQNzN777WvFepLaoWcs02qhZCtO15gp4+gDLPH83u+kUA6YmZbJm7iy1zd7n8WUII4Uq6p2sLFy7k0UcfpWHDhjRt2pTvvvuOuLg4tm7dCkB6ejpff/01n376KbfeeistW7bk22+/Zd26dWzYcOEX2+LFi9m3bx8//PADzZo1o1u3brz77ruMHz8em63wP+SNkREYo6NyLyUgQJevWejHVD6GPm+HolgH4tRCL3tPI4DzOfcQbvmACkOP+MTfX+enYoBrJ0EXZdja8WbVHRjqVHd9UEKIEklDQdXx0gpReD1+/HiqVatGYGAgbdu2ZdOmTddtP3bsWOrWrUtQUBCVK1dm2LBhWCyWAj3T5eNW6ekXhskjIi6cObR161bsdjudOnXKbVOvXj2qVKnC+vXrAVi/fj2NGzcmOjo6t03Xrl3JyMhg7969V32O1WolIyPjsutSislE6TkaL61bmnul39Nc169VFF3p3o24yf/6Uzw5jvpMrBiP7cZGxRSVexhCQrgluG4+WxupSxtSm5ZxaUxCCOEqs2bNYvjw4YwcOZJt27bRtGlTunbtSlJS0lXb//jjj7z88suMHDmS/fv38/XXXzNr1ixeffXVAj3XpYmQqqo899xzdOjQgUaNLvzSSkhIwN/fn9KlS1/WNjo6moSEhNw2lyZBF9+/+N7VjBkzhvDw8NyrcuXKlzdQDLwWOpQo8y9EmX+hmm0kjkDfqDPxJlV7R6KR90iPzX4baoB3zD8XVkSvlhiU/O/mbHFWRFFdGJAQokRzd43Qp59+yhNPPMGAAQNo0KABkyZNIjg4mG+++eaq7detW0eHDh146KGHqFatGl26dOHBBx/McxTpv1z6m2TIkCHs2bOHmTNnuvIxALzyyiukp6fnXqdOnbqijYIBci9JgjxRs9By7g7BYzSIyntK7FLHHSqlVxxzUTRCiJJO1RTdL+CK2Rqr1XrFs202G1u3br1stshgMNCpU6fc2aL/at++PVu3bs1NfI4dO8b8+fPp3r17gb5ulyVCQ4cOZe7cuaxYsYJKlSrlvh4TE4PNZiMtLe2y9omJicTExOS2+e8qsot/vtjmvwICAggLC7vsuh5N00C2OfE89vwlqL6wRc2e3wtWDD7mkD/Oc+ddFI0QQhRO5cqVL5uxGTNmzBVtkpOTcTqdV50NutZM0EMPPcQ777zDDTfcgJ+fHzVr1qRjx47unxrTNI2hQ4fyxx9/sHz5cqpXv7x4s2XLlvj5+bFs2bLc1w4ePEhcXByxsbEAxMbGsnv37svmBZcsWUJYWBgNGjQoXFx2G4cPnuPwkfMcPnKe+ctKUW7+0UL1JVzn/PbUfLXbZQsmeGPJHv1IOZ2KzZm/vVkzOANvxYPqLXu5CiE8jROD7hfAqVOnLpuxeeWVV3SJd+XKlYwePZoJEyawbds2fv/9d+bNm8e7775boH50Xz4/ZMgQfvzxR2bPnk1oaGhuJhceHk5QUBDh4eEMHDiQ4cOHExERQVhYGE8//TSxsbG0a9cOgC5dutCgQQMeeeQRPvzwQxISEnj99dcZMmQIAUVYKTThvgm6fI3Cdfb+vJGbb6153TYadqZ9YcOZXPJHP/7+aRudHm593TYaTt76+QTazgPFFJUQQuRffmZpypYti9FovOps0LVmgt544w0eeeQRHn/8cQAaN26M2Wxm0KBBvPbaaxgM+Rvr0X1EaOLEiaSnp9OxY0fKly+fe82aNSu3zWeffUbPnj255557uOmmm4iJieH333/Pfd9oNDJ37lyMRiOxsbE8/PDD9OvXj3feeUfvcIWHObzuMGsXHrzm+xoOJv+wm7SvlhdjVO4z/+MF7Fh+6JrvpznNTPtiI9qoZddsI4QQ+eGqGqH88Pf3p2XLlpfNFqmqyrJly3Jni/4rOzv7imTHaLywwEQrQP2E7iNC+Xl4YGAg48ePZ/z48ddsU7VqVebPn69naAVmqlwJLejCCJTicOI4ftI3ilPc7K+3fyfI715a3Fb7stfPZJlZPHELB79f6Za43EFTNaYPn8ma5lVofX9b/CNK5b6XkpTF6gnLSD9T8kfGhBCup2JA1XF8pKB9DR8+nP79+9OqVSvatGnD2LFjMZvNDBgwAIB+/fpRsWLF3BqjXr168emnn9K8eXPatm3LkSNHeOONN+jVq1duQpQfJf6sscIw1qrO4Sdi+PSu2TT0OwdAsuakz+pHqfOFFW3r1fcyEvqwmm18P+xHfgkNoGWv5hiDA9n6x1Ys6WacDt9bH66pGke3nuTo1pPuDkUIIVzmgQce4Ny5c7z55pskJCTQrFkzFi5cmFtAHRcXd9kI0Ouvv46iKLz++uucOXOGcuXK0atXL0aNGlWg5ypaQcaPvEhGRgbh4eF05M4CHbpqrFuLnr+k0tMvlix7y9zX/QxJRAT9xW5tGW++8AhBfxZsnwIhhBB5M4SEYAj9d+TTeT61WI6NcQeHZmcls0lPT8+zhsaVLv6+HLz6bgJK6XdIuTXLzsQbf3f715cXGRH6j5DX6tGRZmTZLx9Ws6tRJJoHUs3UjodGfctfG2rhSEi8Ri9CCCEKwhAczLFXmtK04xGGVlhy4UVFZfD2vpQfF4Bx1XYpTRAuIYnQJUw1qvFqi3BQrz23mO1oyL3BjRj3WEUqjZZESAghisoQEkKNmV2ZUFMjx9EFzE8BEGzay8aWszg3bT13fv4S5T9d5+ZIS7aCFjjnpz9vULLPKCigaq0qE6DWyrNdiqUndbtcuXO1EEKIgmszqTdDqjYmx9HkstezHQ2Jy3iHUPsjvPrkTxia1HNThL5B0wyoOl5aAY/YcBcZEbqEyS9/VeYOtSzBhkDMLo5HeDbFzx9zz+akPJyFv+nCRoZ2p5HSM0pRas72ElvXIISeKrWrxwNNr/8B9HzOXfQO38Yrz5WizmPFFJjwGZIICVEIpupVMX5tYmqleDS1Ye7r/oZ4TJ/+wMNDOmJ63A/HsRPuC1IIL9Dx6ZvybOPUQsmwxtK45mnswcGo2dnFEJnvcaLg1PEcTj37ciXvGLcqLsnp+W56dHulvBuJEslUvSptZpbjo3J3kGkZQJatTe6VYrmT5Iwp/FAlgNDvMzCWDnd3uEJ4tKq1yuSrndnelJFV5mCIyF97IfJLEqFLHF6+i+T0nDzbnVFPEfGZnFPmq0JHNea+oK44tasvB1W1YJKyH+GL8ikk3VO4s/GE8AXVmlaibFBgvtranBVYlNkYLSfvn9GicFRN792l3f0V5Y8kQpdw2p18/9QMzBb7NdvYNCsTPz2K40RcMUYmPIViNPJcw8rkZ1Y523IvOVHeMTQshDsohvx/fwT77WPquptxnk9xYUS+Tc9C6YuXN/COKItR3O4zTHl8OqlXGRk6mZXJZ0PmY56+yg2RCU9gMBoIU6Ly1VaTEjwhruv49lOkpuZvhCfDsJq6X8tokNCf/KS+irhdpxl16yfUbVeDi7VeTruTg+uPuTcwIYQoYU5tO0GZ2+pft42f4Qzd1zaixmbZ0d+VVBRUHQuc9ezLlSQRugan3cm+1YfdHYbwYioa/hnujkIIz7Z48t80uW4i5OCtY2eoPewgzmKLSvgSmRoTogBUu52z57Py1XavPYvyP0syLcT1nDmQwOLJf1/1vVQtnlE/bCW592Kcaflf1SsKx6kpul/eQEaEhCgATYOV41fz0JvdrttOUVL44f1MnOfOFVNkQnivBeNXcGTLCVr1bgmhwQCcPZnGlp83Yz4Z7+bofIfeBc7eUiwtiZAQBbTtzy007FiXCu2jiPbPxHjJwKoGZKh+zJx7hvSZa90XpBBe5vDG4xzeeNzdYQgfJImQEAXkdKh8N/R7MBixd2rOiYc0DH4qAGXnBxC5Lh7H8ZNujlIIIQpGRedDV6VYWogLDM0a4Azxx7T3eMma51ed+C3eQu3Fl7/scE80QgghCkESIeESSkAA5/q3oPrDR3mn0jwqm+x8mlqN79bfQP1x6Tj3HnR3iEIIIS6h6bx8XpMRIeGrlIAAksa24a/bzmGx3441azCnsTLAfw/Db5/PuPZmVvdribpjn7tDFUII8Y+LR2Po2Z83kERI6Erx8+fc2LbMvLE26ZZbc1/XCCDL3pIse0ueCJ5B+rf72N2lnKyqEkII4VbesbZNeA2/21vww421cKiVrtnmXHZfRpRWiH+gdjFGJoQQ4nrkrDEhdND03hpoauU822VYepNZTS2GiIQQQohrk0RI6CqmfHC+2tmdUTzRZQ2Kn7+LIxJCCJEfF2uE9Ly8gdQICV1VDQzNVzu7GkOYEg7YXRuQEEKIfPHVQ1dlREjo6myKOd9tZ+5sg+aQREgIIYT7yIiQ0JXfcTPUyLudyXgE+9wcAjXN9UEJIYTIk68un5cRIaGrVeOX4HDmXQQ9KzmH8L92F0NEQgghxLXJiJDQVcKRJL5/8Vce+eheTMar59kJzgS2P38I1Zz/aTQhhPdSTCaM0VEk3l4VzQT+mRplFhzEmZYGMirsMXx1REgSIaG7XUv3M/2FX+g5ojtRMZcXTx9KSefXpxdj3i2nTAvhboqfP4Y61dGUf35hHYtDzc7WrX9jmTIk3l+P7E5ZTGxyiGZ+KRgUA6phDwtHGnl10f3UG3UcZ2KSbs8UhSeJkBA62r3sAPv+Pkz5WuVo1LkxikFh55J9JB48i9Mh+wcJ4U7GspGceqwudXuc4eOqv+EHKIqNF07fxrYzNak42R/Tih2gOgv3AIMR892t6P1qEg+E5JBtuw2n9W7OWi+8rWClrekYO3r9RLc6tQnv68B5PkWvL0+IApFESLiM0+7k9P4ETu9PcHcoQoh/GKOjqDKzPpPLB5Bpe5jsjEcBMCg5fBC5neDog2R98ye9dzxE5NhgjCu2Fah/Q2go6ROb81XzCHDeTqb1yjYaAeQ46nMm8w2WNfgfrR/rQ4WP18s0mZv56oiQFEsLIYSPMJaNpPPvN/NMZEcybbFc+llY1YLItLUnMXsA1oxvWdowm2FTZhL3VnuUgID89V+rOnV/7sI3TVuDs2me7TX8iM96ifGDJ2CqVLGwX5YQRSKJkBBC+Igbx/Wga2iDPNs5tAgSswfQ0PEy6x/9g0MfN8szGfKPLE3bb5owqGIjVK1UvmOyOGrQ1FiGs72q5Pse4Roa/26qqMflLeN7kggJ4WFM1apgrF8bDEZ3hyJKkLKVy9Ctft7nAF4q296YxMwx7LhjJskPt7hu2/rTbue+0s0KHJeGH05HOxyd0+TfvJv56hEbkggJ4QGM5cpx5uX2mBfW4IlF2/l4/k+oSypwaEIbDI3quTs8UQKUb1sff0PBy0KdWjjZ1ruJfOjUNds0GdSZR6vULXRs6dabGFhnHYpREiFR/KRYWgg3M8VEE/B9DEuqOrE5m2C2PoKfPYFvKh4nvMZqfrnlOBM/vovIr9e7O1ThxRq1K/zUk10tS44jjaBrvH/bHXlPt12fd4wclHRSLC2EKHbGcuWInFGN0TFdSLXcjtl+ocDUrsaQaYvldOZL3G7owxsjfkKLzbv4VIhr2fVXwVZ/XcqpnMPxbfQ134/bcLTQfV+0M7MyaLK1hih+kggJ4S6KgmFKY16NuglVC75ms3TrzbThfjpO3oCxTJliDFCUJOdOnsfmKPi+QIqSxaOzIwn9efM12ywcv5yEU2mFji3AeIqNfzVGczgK3YcoOqkREkIUq8yB7fmwVsPrJkEXpVq60SfESHZsrWKITJRESSfOs+nPXQW6RyOLl5buJfDVVdfdXNGcms2XD08lPi6tULEdYQvVfj9XqHuFfiQREkIUG8Vk4sF+tUGLyPc9gY5bSanv58KovJTBiOPWlmTd15as+9qSfVdbDKGhed/ng357Zw7rZ+cvGTrmOMUn723G9vySfI3UmFOzGf/I1AKPDAUYjzFgXnOc+w8X6D4h9CLF0kK4gd9Nzbi1TBAF2WjDrkYC8qn5Uo7bWuL/gsbXddZS1hgIgGY4wxvnqrL3ueYY1++W6Zb/+PmNP8hOz6F9n5YE+V/5K2BPWgqHFp9hw7gl2NMzC9S3OTWbL/tO4bbHb+KWfu3ycYeT14+eo84bu5HqIPfTNAVNx1EcPftyJUmEhHCDOv1romhR7g7DqwXdfwOvjlQIdbYn29yLuH9eV7DycuhCzkybykuPP4lp+Va3xumJ5n68kBVf/02d2FpUa10DUMhKz2H7wr0kH7j2Mvn8MKflMOfjRexcvJduw7pSs1kFTMYrJx+cmoNx6/eT/tI6VLO5SM8UoigkERLCDTo1udZC5GvLVG1UXJoqn5y5cJ7V0680opQz+opBNY0AUix3Eh1QmthPl7HttnJyoOdVmFOz2T5/F9vnF6xuKL9O7jrNpAFfExDiT9PODajavBqVWlfDoapsWn+KfVOWkXkuwyXPFoVzcUdoPfvzBpIICVHMTDWqUcVYqcD3zUpPh8MnXRCR96l+ZyvKG6+9nBsgw3ozw8LW061XXcp8J3swuYvVbGPTnzvY9OcOd4ci8uCr+whJIiQ8l6JgDA0l87b6qH4XvqECz9vxW7XTq+s+KvRrjELBdtBVlEzWTTZgys52UVTepcZ91fLVzmzthCNIRoOEENcmiZDwSKZqVdj3Ugxvd1xJz6B0/JQLiUMqO7l3790Ejy9N4LJdaFarmyMtIIORxreVLvBt0+LO4j9ri0yL/SMiKH+noQsh8k+KpYVXMwQHY29TD81w4R+ef5IZdc8BN0dVOKaqlanzYxgTysSQ43iThMyQ3PcMShZz6yzAMXESHeYNpt7wXagWixujLRj/Ng24tXSpAq0WW5MSz+4+f3nV1+lRvOUIbCGEW0giVBK0aUzVz5MYU345pn+2htrrPM5D8wZRb+QhnKmpbg4w/0xVK9N0VmkeCe6B2X7lp35VK0Vyzn0YLD3Y0f1N2p/qSqUx69wQacEZ69fm3kmBGAqwWmxNSjyze83AkSmrai7lf9YBMXm3O6OdIWZ5JgXfT1kI3yM1QsIrKa0a8eTXKg14iPiMsNzXyxrOsv3Oj+hdvymBvXK8YjRBMZkI+LwejwS3ROP6Ux+qFkxi1is81XcM87+thSMhsZiiLARFIWVAO/73TCatDV3zfduG04nMfkCSoKvZ9vNWWrSoeP1GSgKvTy2N6fDO4glKCC/nq1NjsrO0FzNGR/HI1wHU1e7FqYVd9p5NrcCZ9I/5o/YBjr/a3E0RFkzm4+0YU6tqnknQRQ41kvsD63FiQE0XR1YIioIxLIzkQbH4La3CjyMyiTX0hnwUSWvYmfDjNmZ1nyRJ0DUcXrGHo3vir91ASeC57w5hGrsKNJkbE0JcmyRCXix4aEuaKz2v08JIYubLvHLfbIxlI4strsIwhIby3JMRONU8PuX/R5rlDhp3O+6iqArH2LAuh79sw4MbkpjzQhafx9yK3XoP+UmCzjnT+Pqj9Rx+/y/XB+rFbDl2pgz89qrJ0K6087z98k6UT1ZIEiREAWg6nzPmLSNCMjXmxTo2zjtpcGqlqW+ohmLy7L9q52MtaWhsWuD77GoUIYYgPKEKSr25OWeGOpjadBcVHfdicb5JuiP/GyeqSirvv7cZ9TfZ8yY/bDl2Jvb/mqhqkbS8qxV2h8bWhftI3id7LQkh8s+zfzuK61KU/Gbbnp2VG0uHM+DRMLx1gNJYpyb7n4tk5q0JRKntyLHcTWF2+/ksYbckQQXktDuJP5zE3A/nuzsUIbyehr6DqN4yHiuJkBcz2PPXLskRjubMZ2M3CL25IQ2N9dwdRsEpCimPtuPhZ84wIaAK2bZu5BShu23Z8cjpY0IId1FRUHzwiA3v/AguAMhek5/DEZ1MWtkY5zkPPbXcYCTyyXJAwc/euujQ6mq6hZNvikLqMx34YUQGnY39yHY0LP4YhBBCFJkkQl5s7XerSD6Xdd02OywncT6/qpgiKjhDhyYMqVK28B0YdxI4r/iPUMh4oj3fP1kap+1e8lMEnR8hATYw6NOXEEIU1MXl83pe3kASIS9mTsth/ENTST539SXW29OS+eXeJR67h5AhNJSaI6NR1IIfQHrRV2c1jBv26BhV3ox1a/HGkHI4HS117XdyncUYa1bVtU8hShRF+fcSQidSI+Tl0hIz+PLBydzy+E1UbFMjty5699o41nz6F6rDQ0+nUhTUwa15Oro2zkJW1OWQysHXjhbvAayKQsR79ammNNK963JqR07cH0PlUcd071sIb2aKiebI0zXodvvm3Nfm7G5K9GI/wmZuBlX2DteDqikosrO08EbpSZn8OXqeu8MoEFP9Wrzd34DTGVGo+xUlk7ET9+PYVMyjQY3qMqJeNGj6T2GlW3ry7ENjmPNNfRzxCbr3L4Q3MsVE0eLnFnwRWRaoA4CCkzduXInjluXcUv1RKo/ZKMmQDjRN51VjXrJsTKbGRLEzVa1M22/DCXZ2KHQf3+9MIGnSch2jyp9qAxpg1Aq26WN+2dVo7gmsx+FPo2XoXwhAMSj0/LU7D5Zug9VZA6uzGlZnNSzOmiSaB5KR+QkrBn3HqdfaSn2dKDRJhESxUkwmwibV4r6gToXu46+DJ9nab5ZbPgG2ig13af9J5ieY3+5n1A4F31xSiJLmhhd6cXPYtevm7GoMGZmfsPLxCeTcoW/Nni+SYmkhXM1gJOn1WEZWqp/v88T+a2HGAZY/8L1bkiBDYCC1Al2bCIGRYNtj1P1sP8Y6HniGmhDFqO3NNfJsY1djMDruIKWfnMsnCkcSIVE8DEbOvt6OWfdFoWrlCtXFeWc6ax7b5LZagPDmtSlrdP3we5q1E2+VKc/+FyNQ/Pxd/jwhPJUWkb8yVruzHAF+nrtprLeQESEhXCjhmbYsGzgRu7Nwq60ytfNMfHwh5kPuO2A1plI4UKpYnnU+5y42d/mTzN7Ni+V5QniaclUjiAkq/EarouD0PHD14uUNJBESLqe0bMigQX8RaQwu1P0aKu9N3cv5rQd0jsxzObUwzNlP8dS7v6He0Mzd4QhR7M6dTCHpbGa+2zucUiwtCkcSIeFaisLhYf4MKZ2f40CuRmXS1gPYvlyha1jewGxvxi3KfaS/YsYYFubucIQodic25W8E2EEGITNdXb9X8l1cPq/n5Q0kERIupbRqxB83TCz0/eeV3Rx7fa2OEXmXdGtHFjc4wJmB+m/gKISnWzxxeZ7HCBkUM68lWQj7Y3sxRSVKGkmEhEsdfMqfJv6Bhbxb5cPFFhxnzuoakzfR8Od89kD6DFiBsVzhisw9nbFMGazdW5MwrD3nBsdiqlQRxSR7vQpIT8y8cIxQ0rWToV9TTnLuiUA0q7UYIyuZLozi6Fks7e6vKH8kERIuY4yO4n+t/i70/anKftTPdusYkXeyOqvyZKlwzvSt7e5QdKWYTJx9oT09Vtn4+vPjLB96kpUjVjBi1XyOvdtaVswJ4MIxQuP7TmXP2uM41QtHBmmo7ElNYdzkDazpNBvn/sNujrJk8NVVY/KxS7hORDgPhm+nsCutPliWheP0GX1j8lKpOQ9y94DJbPyhPM7k8+4Op8gUk4lyU3rwRZtIHGpnrDmQ+M970Uo66x58mVjlLmq+vrl4z5ITHiktMYOvB08HoGaraiTGpZGVlObeoESJISNCwiOlKLtwfrTL3WFcJvtwYQu+i87qrMKQ0NIk3lPHbTHoqdLEXrzSqjEOtfIV7zm1cM5nvs/GPn+Q3bOFG6ITnuzolhOSBLmI5oLLG7g8EXr//fdRFIXnnnsu9zWLxcKQIUOIjIykVKlS3HPPPSQmJl52X1xcHD169CA4OJioqChefPFFHPLJ0Ec4eX9pjsfVBp3ccZIEe/6X8+rNbO2Mo1ua159DFta4Ns+2rQVce7mzUwvHbHmEUz285UepEMJbuTQR2rx5M5MnT6ZJkyaXvT5s2DD++usvfvnlF1atWsXZs2e5++67c993Op306NEDm83GunXrmDZtGt999x1vvvmmK8MVOtOOn2Lo8XsLfN92SxzO1wpfW1RSme2N6Vv9BIq/d9fOVG1dFSN57ymVZWtN01rniiEiIQT4bo2QyxKhrKws+vbty9SpUylTpkzu6+np6Xz99dd8+umn3HrrrbRs2ZJvv/2WdevWsWHDBgAWL17Mvn37+OGHH2jWrBndunXj3XffZfz48dhsNleFLHSmWiwcWZr3WUGXsmPm5+d3o2Znuygqb2bk0bAkHO0bujuQYqHhh/E6o0ZCCJ356NyYyxKhIUOG0KNHDzp1uvyU8a1bt2K32y97vV69elSpUoX169cDsH79eho3bkx0dHRum65du5KRkcHevXuv+jyr1UpGRsZll3C/6l8d496j+Ttp3kY2X7y9Ectqz90PxN3f1077TTgDfCU5UDl0tqy7gxBClHAuSYRmzpzJtm3bGDNmzBXvJSQk4O/vT+nSpS97PTo6moSEhNw2lyZBF9+/+N7VjBkzhvDw8NyrcuUrizBF8XPEJ5DzcBBd9/ckzZlzzXZWLZtxb63n9G+rizG6gstJVt0dgtczpOfvlPAgv02E/+7iYIQQ/9J7WqwQU2Pjx4+nWrVqBAYG0rZtWzZt2nTd9mlpaQwZMoTy5csTEBBAnTp1mD9/foGeqXsidOrUKZ599llmzJhBYGBhN9IruFdeeYX09PTc69Qp963wEZdznDyF4Y5U7n/3qSvec2pONp9M4ssnZnP69zVuiK5gtm7zgAJub9ml7BoOLt5GljXvk8J/N58jdOGeYohICOEJZs2axfDhwxk5ciTbtm2jadOmdO3alaSkpKu2t9lsdO7cmRMnTvDrr79y8OBBpk6dSsWKFQv0XN33Edq6dStJSUm0aPHvslen08nff//Nl19+yaJFi7DZbKSlpV02KpSYmEhMTAwAMTExV2SBF1eVXWzzXwEBAQQEBOj81Qi9qGYz/t+t5dsTybR5uANqgIntc/aStOMIZ/bHuzs8r7HNGkjQpgM43R1IEVgyrfzy6mwGfHLtQvoj6naWDcxGNedv9EgIUXR6nw9W0L4+/fRTnnjiCQYMGADApEmTmDdvHt988w0vv/zyFe2/+eYbUlJSWLduHX5+fgBUq1atwHHqngjddttt7N59+W7AAwYMoF69eowYMYLKlSvj5+fHsmXLuOeeewA4ePAgcXFxxMbGAhAbG8uoUaNISkoiKioKgCVLlhAWFkaDBg30DlkUE9WhsmvpfnYt3e/uULzWbsdBnGlp7g6jyHYv3cu0lxT6jOpNgN+/NU82zcJvO06x7cX1OJN8c8WYqVoV7BUjOHpvIGW3K5TZmwE7D8rGksLl9F7pdbGv/9bsXm3gwmazsXXrVl555ZXc1wwGA506dcqtH/6vOXPmEBsby5AhQ5g9ezblypXjoYceYsSIERiN+a+l1D0RCg0NpVGjyw+IDAkJITIyMvf1gQMHMnz4cCIiIggLC+Ppp58mNjaWdu3aAdClSxcaNGjAI488wocffkhCQgKvv/46Q4YMkVEf4Vam4+7d1XnOmqaEaivcGoMeNA12LNzDgbWHadypEYpBQdM0di07iDX9+odsllSmShU5PKQK79w9kxsNN2HQyhN81yKyOMMr8W3Z+21Dyn27Fc0uK2eFd/lvze7IkSN56623LnstOTkZp9N51frgAwcOXLXfY8eOsXz5cvr27cv8+fM5cuQITz31FHa7nZEjR+Y7PrccsfHZZ59hMBi45557sFqtdO3alQkTJuS+bzQamTt3LoMHDyY2NpaQkBD69+/PO++8445whci14Ye13DX0Brc822FaR+lxcV49LfZflkwrm//Y6u4w3M5UrQohP5g5VGMiAAfP34lTK0OqpSsGxcy7pY+gvDqG7rffS5VBCSXimBXhgQpZ4Hzd/rhQOxwWFpb7sl4DGqqqEhUVxZQpUzAajbRs2ZIzZ87w0UcfeV4itHLlysv+HBgYyPjx4xk/fvw176latWqBK7+FcDWH3Y6qaRjcsLvz+4dNqCdPF/tzhYsZjOx7OYbjNaZc9W1VC8Fsb4pi/56/m06k0zdRxPRXcaamFnOgQhROWFjYZYnQ1ZQtWxaj0XjFKROX1g//V/ny5fHz87tsGqx+/fokJCRgs9nwz+fms3LWWBEpJhPqzc05+1L73Eu9uTmKSc6zLYlUu5P1x66+hYMrpSh7yXz+AJrVWuzPFq6V06sl23qMzbOdhh8J5qEsb3SO+O+iMYSEuD444VMuFkvreeWXv78/LVu2ZNmyZbmvqarKsmXLcuuH/6tDhw4cOXIEVf13W5NDhw5Rvnz5fCdBIKfPF4ni58+JUa34867tlFXKX3hNsZP81J/0nDmUmm/IfH5JZN6UADXLF9vzDEo6n32dhu3I8WJ7pig+p26HMsa8jxy5wMDZrKdY2Kwv3fo9RrmJVy8idSVDaCjJ9zYi+cZLtkDQoPIcA8Hzd8jPPG+m927QBexr+PDh9O/fn1atWtGmTRvGjh2L2WzOXUXWr18/KlasmLtH4eDBg/nyyy959tlnefrppzl8+DCjR4/mmWeeKdBzJREqJMXPn+SPY5lzWw0cOZ25dJcDg/IAG/q8SjtDD2q+JslQSbN68jJi72lIaDGd+fX1ngTMX64slmeJ4te4QVwB7zCSbX6b14aN5uulnXAePuaSuP5L8fMnpW9L7ngqi35hJozKv//+TYZUjJ1+5YGnOxEwxB/nwSPFEpMoWR544AHOnTvHm2++SUJCAs2aNWPhwoW5BdRxcXEYDP9OZFWuXJlFixYxbNgwmjRpQsWKFXn22WcZMWJEgZ4riVAhOQfG8uNtNXCoVa54T9VCOJc5mg33v0aPnd0In7HBDREKV8lKMbN59n5uva+py5/186Gj7H7kV1k6LS6T46jLzf63MfpTE+XuMrn834fi50/opC582S4Ym7M+WVf5bGewdOGnqvN4b8YRjvaKwRFf/FPIomhctXy+IIYOHcrQoUOv+t5/643hwnY7F88pLSypESqk+x6tcNUk6CJVCyHd/Az+j/jmXigl3bIvFnHmZJpLn/HLwWNs6DNTkqAS7nBSuULdl5xzF382+Qlrp+Y6R3Sl5q/04O3WzbE561+zjaqFkJxzP6PKpnBoWHWpkxReQxKhQmoQkHeNiMVZg3I+c0Cmb8lOz2HCw1NckgxlqhamjN/Auvu+lyTIB5T5LQS7VvBNEVQtFCVnBJ0//Btj2UgXRHZBRMPq3HdvVfL76yIxazhT75mMMSY678bC8/jYyfMgiZAQhZadnsPn945n/sS/sTuLfhiripM1cQm8f/tX7J+8SIcIhTcoveQQv2WVLdS9GbZ2PB1u43S/ujpH9a+uH95OIOH5bm9To2hpqkxCj2uPmAvPpOeBq3pPs7mSJEKF5HDkb6Tn+OnCDXsLnSkKlp5tOPx5O8qsjci9Tsxqgnpj4bc7sFsdLJm4gg96jmPdnD0kpWYXuI90p4V5K47wef/v+a3nZLITZLM8X+JMTWfkL33IVguzqMLIuayhfDv0KzIfaKd7bJXa1adN5agC3mXCYm+D351SFiC8g0ziFtKJzeeIuqHqddtYlThixqWXqJ2AvZExOooTr9Xmr267Mdq74NTq5L4XGrWV5OnT6LHoSeo9twvVYinUM86fSeOX13/DL9BExboxtHmoAzG1y1G91tWnLDbHJeE4ksmB9Sc5umgL5rScQj1XlACqk5pjDzHo1i78UG1lgW+3OGtQJmc0Y8e8xovm/gTO3ZT3Tfl0y+DC7aKeba9Pm6gFHFQUfU/xFK7l5uXz7iKJUCEtePt3qv80iHJlr76pmYqFCePP4Ny0p5gjE5cyRkYQ9VMNvoyugiWn0xXvW3Oqo9CTbV3fo8XYDtR9dmeRNi20Wxyc2HmaEztnAWAwXn1oWHV6yU8IUSycyedJfKU5R6fPpaZfqQLfb3HWpIrjIW58bz0rgjtQ6md9VqqWq3X93YCFKAlkaqyQ0hIzmPDgFM6dM1/xnlWz88UX24ibtNgNkYlL+Q9rzYiyN2Nx1rlmG41AEjLfYGHnBRhqXn+Ur6BUp3bVS4j/MqzazgPvvch+W8GnVwFSLHcwKKAXX7z/DRkPFn2arHKD8lQOLXhSJryZ4oLL88mIUBGkJWbwUY+xtLm3DeGVLxQ7OuxO1s/YQGa81Hm4m+Lnz72dK6ARmGdbjQDCnTdz8s4wKu07VAzRCXGlyK828AjPM/2ZwiXLWfbWlFFH8/mo13ioxWPUfmsXqvnKD2v54RfoV6j7hBeTqTFRGHaLg7U/rHN3GOIqQutXo3lwWL6/Gc321mimg64NSojr0TQip67nXP8bKVfIWSmLsyYROR+z+d7vGH5jMKdfaIZhzQ5dw8yLothZuLQV1bXiPwJED4bAQDJ7NsVS+sKkicmiETF3P860dDdHJlxBpsZEiVWuYjiKVjrf7W2cp+ocOdFbuN8PT/1IttWed8NrsDkrEZ85gvfKtODhqQtJeLZ9sW5wWDpgBcFnvWNa5L+y7m9H8xX1mTnmMItfOX7hGjWPxivScXZsUbI3itRzDyEv2kuoBP+NClEwv2VkwpGCnvskhP7idp1m8sDpPPl1P4IDCjtF5Ue6tSM3m8rR7bkJtK98B3U/P43j1Ol83Z2akI7F7iDQr+C/JrK1HIKSi763VnGLfq07nz4YjqLWISMHMi5577mQBZz95kte7v8khtXb3Raj0J+MCIkSK/v4GdR8Lt1VFDNLPs8pdD2FEHqL23Wa2aMXFLmfbEdDUrLeZ+s9u6j023mMtarn677Us+mknCt44baChb2OJMosPlzge92paocGvPBAUxT16gsrUi3dqOQcSMOxuzGGldDVdJqi/+UFJBESJVb8gbPs2ZOYr7ZfHzpN0G/bXByREAWz6Y/trPljV5H7UbVQzmS+yDtlahM2LR1j6fztFL1vUcG3/zAazDgNyQW+z906vHwzJvyv2ybV0o1RUQfJ6HztM9e8mabpf3kDSYREibZ09F9Y7Nff0nJu3En29PkdzV6YnX2FcK35Hy8gPbNwG33+1/mcXkyoeJCjLzQAJe9P67uX7tPluZ4upmY5WlbJ+xQAVQvCqJVB9fOOkQ6RP5IIiRLt1N6zfD14BhbblYeXZqs2fp+3n+V3/ShJkPBYOZkWFo1bke9p3uszkWJ+makPTsHY4Np7a10Ut/sM6en6JGGeLCDEH0M+EsMST4qlhSiZjmw6zsgbP6RV75YY/lnx4XSqbP5zO45sOdpCeL71MzfR6q6W1Khf0HO/rmRzVqK1qRpZtcIJ2pt3+z3LD9Hhrib57l/TDEQazWgVykFyydtPLdmZTUDqlR+shPeSREj4BFuOnXU/6XPsgBDusGjsYgZPfliXvrId9Tl9j4Pas/PRNq1gCwicWhnqKm04fXsEFYpe3lQsLFlWVFXDYLj+qJDJcI5HD91GwLId3jLYUTB6FzhLsbQQQgi9HN5wlOMH9TnR3eqoQtD+vHdcB9jyZ8EXEWRY29O097581SF5gsRjySyesjrPdummuTjGhqE5SuaIkKLpf3kDSYSEEMILaBos/Ljoy+kBQgJWUG5n4TdszIvZ3oQ3yq8h/aG2LnuG3pZ/s5ojO89e8/0TzqOMeLUCAQs2F2NUojhIIiSEEF7i0MbjrP1tR5H6ULDx8fmKBK0+oE9QV2FXoyllG0K74VswlinjsufoyW5xMOmxb5jx+mwSE7Owqyp2VeXv+HimfbWZiZ3n4fd7CZ9el2JpIYQQnm7B54up3rY6FSrlby+g/wr0X8H8L2tTNtO154ClW29kZNmfaP/0vVR5d71XbCrjtDvZMmcHW+bscHcoohjJiJAQQngRc1oOEx6azNnTBT8A1KCk8dj8EMp9UxzTO0ZSsl5lcv9J0LZxMTxPFJnsLC2EEMIbFCYZspDMiB/3EfDSqmIr9rU6q1LD8Sxdp67BVLlSsTxTFIGPTo1JIiSEEF7InJbD+Acns/yH64/uaNiYc+Ykbzy0DMuYJcW+4inDehOPlQpn38gYFL/rH2EhhDtIjZAQQnip7PQc/vpwPmu+X0vLu1tTtk4MzW6shlV1svpoPIEHzayfu5fzm9x7VEZi1rMs6dSPR+8cTMivG90ai7gOvUdxvGRESBIhIYTwcqnx6SwdvxSAmW6O5WqcWjj+2R8w+oM3GX30frTt+djSWhQ/H02EZGpMuJUxOgpT1cq5lyE01N0hCSEuYcu24XCqRe4nx1GPhnQl+/1sTDHROkQmhD5kREgUO2OZMsT3rY+5fTYvNF1Fm6Dj/7yjMfpsJ7Yca0HlX0yEbDqBMzHJrbEK4evSEjM4vi+J2o1jitxXonkgc+u8RYvn21PzpaR8L6k3Va+KrUpE7p/9dp3AmZpa5HjEf/joERuSCIlipd7YnKrvBDOlgoLF0QKb807Iuviuk0/LrsM/+gzBN69lSqY/3067ncrfHcZ5Tp+jBYQQBbdp5npqN75Ll74SzU+x/N7h3HGqP9HjrtxfSAkIwFCjCgk3lyW9g4Vb6xzi9jIr6Bny7wGun5xvxN/JtUifWpnSs3ehZmfrEpvwTZIIiWJjuKk570wKItTRiQzr1VoYybDdeOE/c/pwr99WHh8yk4n9FH6Y1pnK3x+RESIh3ODA2qOkm62UDin6FJlDDcWQPZo/h79EbwZeSIYUA8Z6NcmsVwb/p+J5p8YsOgT+t3LDL/e/Xi17kFfLHiT1w2zufuxBgh9z4jh1usix+Tq9zwfzlrPGFE3zgu0+CyEjI4Pw8HA6cicmxS/vG4RLGUuHY5tZgS8q3F/AO1VC/HYRHvQTLyaW4+gb9fFbvMUlMQohrs0QHEz4kkBmVl+uW59xjiwGHn4Qo6LyRc2fiTYaCDcEFbifOw7fjvMBDUdCom6xFQeHZmcls0lPTycsLMxtcVz8fVnlg/cwBOXvMN78UHMsxI143e1fX16kWFoUi4QHGzC34Z+FuNOA2d6Msxkf8G6Zunw1+TuOj4nFWK6c3iEKIa5Dzc4m7ZnybLXadOuziqkUS+r/xcJ686jjF1KoJAhgTu2FHB9YU7e4hG+RREgUi7S2NvwUY5H6SLH0Qs3+jM19NlDqDxXb7a11ik4IkR/atn08/slzxDmy8m6ch+kZZfk0pQZWza5DZFCj83GUgABd+hK+RRIh4XLGspEMa71Ul75szkqcyXyNz6NqM2b8Nxz5rB2GQP2GcoUQ16FpRH25jrtGvcgH52sX6FanpjIvO5AG6x6m/bD/MeuWViyJrUiHkc+wweIscmjjqv+CoUaVIvcjfI8kQsLllIAAWgcd07FHI6mWrkTmjGdz76Wc/KEWhqb1dexfCHE9ZSevZ9X9zai5bAB/mkth166eyNg1J3+aS/HwiY40mjqU8d26U/nePYTO2oAjPgE1M5PIr9bz/IinWGspWiG20TtWans0hX8LpnW53P0F5ZOsGhMup1ksrM6uQ2t/fQsZ7Wo0SVnv8HezX5j0/X7W9G+JtmNfvvcmEUIUnnP/YWr1NzIlMpb3u9QkpZFCkxsOA5CUHYr5txj8zBoRi4+iZWZSxbKOa437lPplIyPUwXz80QTaBRZuCn2zpQJKtqWQX40AZB8hIVzFeT6FiVs6MrzTLN37VrUgkrL78VjgImJ/mcqzU5+k4kcbQS36ULsQIg+qE+e5c4TPOEc4kPnPy0EkE8SFjVLz+50Y8ttGXlCe4oMPJ15l6XzeXv69LzVOri/wfULI1JgoFhFr/XUriryaNEtXqlrHsvB/0zk/oI3LniOEcJ2QXzfy0ojBBa4ZmmMOps6UeBdF5UM0F1xeQBIhUSyiZu3ljYR2Ln2GzVkJa/Yo7nt2qdQMCeGlSv2ykbceeJRb9t5Jlpr3VFecI4s3JjyK49gJ1wcnSiRJhESxcGZksOW7Ji5/jtVZhUcCb0P7LEOW0grhpbTNuwm6L42OI4fx1Jl2ZKtX7l2Urdp48nQs9775IjGfb3RDlCWQj44ISY1QHhSTCcXfn+xbG2EPMZBWx0D5my9s5X5idwWiN4DBoRG2/BBqlhnNrt9mYyVNmZ92wpO3uvw5aZauTKv+Cvf0vJmQ3+QHpBDeyJmWTuTX6zn+cyiduz1DWk0DdbtdKMbeebISMX8FEDZvN2XMUhekF189YkMSoWswlo0kp1UN0p/KYHDNrfQK2kqw4k+mrQ12tRWgEV5jDcbeWSiGeH7LyebPxOYkTqpOxMoTOOITii9YRcFUqSLY7R69xXxOSga/frCIe0d0df2zcvpSasgGlAXBciCjEF5Mzcyk1M8bKAWYx1x4rRYXDmEu+slnQkgidCVFwX5bC5p+cJD/hR3AaX0Ip3oHKVnBpPynabb94lSPg1gli84x2/Af8z2LLX68+/O9VB+9HdXiuuWcpqqVOfpYZfwapfNZkwWctAcwanM3anwHxpXbPXIZ+doZGwBcngxlOxrwRqVZjAqtAJIICSFE3vSezvK8X0FXJYnQJUwx0SRMLsfPDU5izXkOS05+97Mw4dRKk269Fay3Ems8xrpHJjDolupkPVMTbecB3ZdzG+vX5uYfzUwJ9sfqbIol515qmA5xR4fNZN/8O7dv7kv1pxJwnjun63P1UDzJkIGahkiSb69JmWlyYr0QQoirk2Lpfxga1SPmp6rMrHkj1pwhQOHPxbI4a5CYOYovo6vwxq/fEz+sLRiKds7WpYwN6nDHjFL0NA4k3XozFseFre4tjjqcy+6LJfMb1rY8ycFXaoLimRtarZ2xgRlv/sX5VNeN1uTYumCJ9MyvXwghPI6PFktLIgQozRvyxm/HeLFsR+xqlC59agSQYulFVM5U5g6dztnhbXVJSgzBwdw2LYKbTD251l+fUwsnyfw4E3v9irF2jSI/01W2/LmNLx+YzJbFB1z0BP2STyGEKOl0PV5D58JrV/L5RMhUPobmX8RQ2voKqhake/92NQqr+RPmDZmOvXPLIvcXclMjbg/oTF5/daoWSnPlVs510Cexc5W0hAxmvDCLRV+tI9uq74aLNjIoc8iha59CCCFKFp9OhBSTibBpNegXXvQE5XrsahRYnqP5mG0Yy5UrUl81uldDyedfm8XhuaNB/7XwiyVMevQ7juzVb9XbDudBQtYe1q0/IYQo0S6eNabn5QV8OhFy9GrFmzEd0NB/JOi/suwtGVG6DKf61y5SP2VDA3WKyPOc2nuWyf2nMvvTpTjVoi2MVZQM3v+pPM7UVJ2iE0IIURL5bCKkBATQ5YUYNIKL7ZlpOQ/Qu+8GFD//QvcRmJz/qZ501UnE3qxCP8sdHDYnK79bywe9J3D2dHqh+xmbvJHojzbpGJkQQpRwUiztW0q1qEuvsGrF+kyHWo4BYVk4bmhU6D52fLMy320/POIHW/YV+lnudO7EeT7qPpbpL/9OQnxm3jdc4m/zQU49mSi7fAshRAFIsbSPCbm1EpoWXuzPDXB0J6dc4UeEzuw/y5+fLs2zXZKaRPKIw7rvX1Tcts/fzYfdPmPGa38Qfzbjum0dWPjk7538edPvOA8dLaYIhRBCeDOf3VCxbvuiFS0Xlqr5AUXbbXrVd2sBuP3pjgT6XflXuCY+gVXPzsd54FSRnuMpNFVjy1+72DZ/N026NCamfkVa3NEIY8CFPH7XmfNkbUhkw8xNmE977hEjQgjh0WRnad9SLsA9RccaGgZH0f91rPpuLTsX7KZO+5o0v78tmp+BtDQLe3/Zyt5FO3WI1POoTo0dC3bBgl0s/HSBu8MRQghRAvhsIqQ43LOs74jDSuiKQ+gxYZWWmMGmP7az6Y/tOvQmhBDCp+ld1+MlI0I+WyOUuTHZLc/9ZE8gzrQ0tzxbCCGEuCZZNeZbjq8/VuzPNBrOkjI70yNPhRdCCCF8ke8mQqt2cz67aEXLBfXb+XRKz91brM8UQggh8kVGhHyLLcfO6m+3FNvzrMoxNg7fi5pZsD1xhBBCCOE6PpsIAfw9dTlpmcUxKmRh/JRzWLbKaJAQQgjP5KsbKvrsqjG4sD/NhL5fMeTXQYT7F36Tw7x8cfAIpyfmvQmiED7DYERpXo+Dg4NoXPs0ADankXMzqxA9cy/OjOtvnimEpzMEBpJza2NyIk1kl1eo3uPKulSD2Qbd3BCcuIxPJ0Jw4SiHVZPWcsczt7ik/5XHz3LykblojvyfESZESaaYTKR80IGvuqdSSqsD1AHAz3CO8Ndm8fqgaA490RBtu4ygCu+imEw4YxtzvHcAL3Q+yO1BewkzhJJuvQWNape1NWAjIuZVyrgnVHEJn0+EAFZ89Tf7V+znyemPUVqn090dmo0JX+/g+Bey8Z8Qlyo/8BY+7dwK7P6X7bFuoTaZtra8HLqS+8acJax3IKqleBc0CFFYpvIxZLzYgK+6n8XgaIdd7UR2jpHsa7RXsICxWEPMm4/uLO3TNUKXSjh6js/vmcjWpYeK1I+Gypoj8XzW/2dJgoT4j+DoSP43pBZwraloI2nW25hXbx9nnmpRnKEJUWgBNaty6+x6TO4Ui9P2AHY1Cs/LcsS1yIjQJdISMpjx/E9s6VCbzsO6ULlGBH7G/OWKquZk07FzHPp5H9tnrpG9goS4itCaFQglKs92582DCen8N8oXJplWFh4toGZVBvx8M3X9qrs7lCLTu8BZiqW9lKbBgTWHObDmMOFRoTS8tQEt+7RB++eAz0oxofgZDBw9n4HBqmHOsbP3z73EbTpMwoGzbo5eCM9W87Em+WpndVZiaNVT/GCSREh4trundqeuX97JvdfwkuRFT5IIXUd6UibrZm5k3cyNua+VKR+OX4CJpBPn3RiZEN4p1JTfHzkGTFoQYHVlOEIUSZ272tOmbAlKgnyUJEIFlBqf7u4QhPBa5tVx0KJanu0UrHy5vxHBtg2uD0q4nqJgrF2D7FoRnLxbI7SsGQD7jjJEb7QTvOEIztRUNwdZcLc80tzdIehLiqX1c+bMGR5++GEiIyMJCgqicePGbNny7y7Omqbx5ptvUr58eYKCgujUqROHDx++rI+UlBT69u1LWFgYpUuXZuDAgWRlZbkiXCFEMdk9bztOTc2znZ/xOJb5KqjOYohKuIohMJCcO9vgt6QuL8+J58fPYGWHivxVtw5/1a3Fhn67mTtxOW1XJpLwbHuMkRHuDjnfFAVKVw52dxhCB7qPCKWmptKhQwduueUWFixYQLly5Th8+DBlyvy7W8KHH37IF198wbRp06hevTpvvPEGXbt2Zd++fQQGXli+3rdvX+Lj41myZAl2u50BAwYwaNAgfvzxR71DFkIUk/SENLasiaPtjdWu225iyinK/b4PSYO8l7NjCyq9ZWREVCSq82ZUWzBp/2ljtrcAnDzqv5Onn/uRd/qV4eCAeqi7Drgh4oKp3qIKMQElKxGSYmmdfPDBB1SuXJlvv/0297Xq1f+tptc0jbFjx/L6669z5513AjB9+nSio6P5888/6dOnD/v372fhwoVs3ryZVq1aATBu3Di6d+/Oxx9/TIUKFfQOWwhRTJZ9NJfGbZ4kOMDvqu/PNq/nwP3HcKbJNLQ3Uvz8MX9wA2O7hBOkNiHvWncjZnsLzPYWjAhdwJTv17DxwUY49xVtKxNXSzmTRo7NQZB/CaowkakxfcyZM4dWrVpx3333ERUVRfPmzZk6dWru+8ePHychIYFOnTrlvhYeHk7btm1Zv349AOvXr6d06dK5SRBAp06dMBgMbNz4b+HypaxWKxkZGZddQgjPc+7EeSY/No3jR65ccDDl+H7W3LsHR3yCGyITRaX4+VPnhzuZ2rkpQWr+VgheKtXSjWFhpdn/QhhKQIALItRPWkIGaSk57g5D6ED3VPbYsWNMnDiR4cOH8+qrr7J582aeeeYZ/P396d+/PwkJF37ARUdHX3ZfdHR07nsJCQlERV1eiW8ymYiIiMht819jxozh7bff1vvLEUK4QNzuM3xx95fUia1F+YaVQIH9606QtP+U1AV5KcXPn3rf92ZQ/fqoRRgJOJs1hB2dHqX7nQMp9bNnF8vv/HMH5f93o7vD0I1MjelEVVVatWrF6NGjAWjevDl79uxh0qRJ9O/fX+/H5XrllVcYPnx47p8zMjKoXLmyy54nhKdQTCaMZSPJbFeV1DoXvqVjNubgd+AMzqRzHr2556H1Rzi0/oi7wxBFpPj5U/eHC0lQUalaMDbbnSTeaaXUzzoE50LLv/6bjgNiCQwoQdNjPkj3qbHy5cvToEGDy16rX78+cXFxAMTExACQmJh4WZvExMTc92JiYkhKSrrsfYfDQUpKSm6b/woICCAsLOyyS4iSzli3Fskzm/Dm6ji++zCJ5YOSWTnoNBO/m84za9ZxbEZTMh9ohyFQnzP0hPiviyNBT+qQBF1kc1akZ73dGMt49pGkdquD71/4xd1h6EdzwVVA48ePp1q1agQGBtK2bVs2bdqUr/tmzpyJoij07t27wM/UPRHq0KEDBw8evOy1Q4cOUbVqVeBC4XRMTAzLli3LfT8jI4ONGzcSGxsLQGxsLGlpaWzdujW3zfLly1FVlbZt2+odshDeR1HIeu4mRvxal+l1ehGaMxqLpT/nsh8kMXsAtsxfqWn9iL9b+TPvw1kELAon6/52Hl93IbxPk/F3MaiBfkkQQKatFY9GrEUpFaJrv66wb9UhVvy0lRx7CdgB3c2J0KxZsxg+fDgjR45k27ZtNG3alK5du14xMPJfJ06c4IUXXuDGGws3Tal7IjRs2DA2bNjA6NGjOXLkCD/++CNTpkxhyJAhACiKwnPPPcd7773HnDlz2L17N/369aNChQq5mVz9+vW5/fbbeeKJJ9i0aRNr165l6NCh9OnTR1aMCQFUfrsnUwc2oZzW6ppt7GoMqZZuJKRPZEJMLX7/cAbWuTEYGtUrxkhFSRbTqx2PtpN/T3PGzGXq49+TYysByZAbffrppzzxxBMMGDCABg0aMGnSJIKDg/nmm2+ueY/T6aRv3768/fbb1KhRo1DP1T0Rat26NX/88Qc//fQTjRo14t1332Xs2LH07ds3t81LL73E008/zaBBg2jdujVZWVksXLgwdw8hgBkzZlCvXj1uu+02unfvzg033MCUKVP0Dld4CoMR5y0tOPZhLOfm1M29Tv7cmKz72mKMjrqwg5kgpFk9Bt1ZA7TIfLXXCCDN2onzGdP5pbqBV2b/QcZD7eT/pygSQ2goj4xs7+4wPMbx7XGM7PABi75aR8J5s7vDKZSLxdJ6XsAVK7qt1iuPzrHZbGzduvWyFeUGg4FOnTrlrii/mnfeeYeoqCgGDhxY6K/bJRVePXv2pGfPntd8X1EU3nnnHd55551rtomIiJDNE32EsVZ1QiaU46NqSeBoCfw76hdgOkVomw38aonnvW3dqfGlhmHTXp8+iPOGV2MppZQu1L1J2f2oZIrlu9Ev0a3LQOo9cxinbDUhCuG2z+6ign+ou8PwKHarg4VfLGHhF0uo2qQSzXu3JKzmhRXQZaNLUbnCv7WrOaqJ5qsfAt5zU7TF578Ll0aOHMlbb7112WvJyck4nc6rrig/cODqG2yuWbOGr7/+mh07dhQpPil1F25lf7gDb78SSJizHdmWK/85ZjsakWrpRqySzrrWizg3YxZ3//AktcYfw5GQeJUeSzbFoNC+TtEKSC2O2hgyf2DrzZ/QZlJTar+ZjvPIcZ0iFL6gdNUobmtd0aXPOGCLAbvdpc9wpZO7TnNy1+ncPxtMBoJCL1m0oGlUS83gRPGHdm0u2lDx1KlTly1gCtChVjEzM5NHHnmEqVOnUrZs2SL1JYmQcBu/iuUZ9VJLgp15/2J3auEk59yPUenOhoc/Z9rdycz4uBuRP2xFs9uKIVrPoBgNhBmK/ilc1UJIyHyFjW0nMuev/cz4XzcMq7brEKHvUfz8UQL//cGumrNL/F5IHUZ2J0Dxd1n/gaZjvLapN7USSs6/SdWhYk7NdncY1+eiRCg/K7nLli2L0Wi87orySx09epQTJ07Qq1ev3NdU9cI5hiaTiYMHD1KzZs18hemSQ1eFyJPByI3TuhBMwUY3VK0U8ZmvcYfyFL+M/I4TM+piqlHNNTGWcBp+JJif4TblER6ZNI+E59qj+Lnul1tJZLu9NdZ5Fem/eS/9N+/l4c37ODSpBabqVd0dmkvd0rKKS/sP8VtPxV+vfgSLKJn8/f1p2bLlZSvKVVVl2bJluSvKL1WvXj12797Njh07cq877riDW265hR07dhRoH0EZERJuEdG4Bj2jCr8C0OKoDRk/sKbF1yyev41x7/Sm9O87UC0W/YI0GEFTPXpDQj1k2tpzkymM7s+Np330XdR4Y7NP12Dll+n9LnzQMwx/tTvY+l14TUlh222zGNzQQeZDlXGcPOXmKPXX4p42GF1caP+L5TSlNqhy6G4xc/fO0sOHD6d///60atWKNm3aMHbsWMxmMwMGDACgX79+VKxYkTFjxhAYGEijRo0uu7906dIAV7yeF0mEhFvEDGyGQlFHHwwkZT9Be9Nebh89gaFD6nJ8fDNKz96Nai7Yqg3Fzx9j2QgyYquSWseIPUTjjh4bWHa6DrZ1kYSc0YhcfBRn4vX3s3A5FyVl2Y5GWDPfZ92DL9NeuYsar0sydD1Rj97KiO4NMaiXD/c7tAjizYMZFz2DZ388T9rdUe7/N6Oz+r0KfoZYQZTy/5uJ39xEhcR1Ln2O8DwPPPAA586d48033yQhIYFmzZqxcOHC3ALquLg4DAb9J7IUTSuZH3czMjIIDw+nI3diUmSI1dN0/XUAt9fRc3jdQaj/VgICpvHM2fpsW1WXavNy8Dsaf82ialP1qtiqRHD0Xn+qVM/hozpbKEtDQhR/0q034dSCCA9Yh1HJQPFbzTpbFsPnPkCdkXtRMzN1jL1gBsweQpPqRSsOvBajkk5k6Mu0//EuarwpydDVKCYTQ9f/jxoB19++ILrUx9wyvinlPylZv9BfWjyc8jGuWS2mYGelMpa/OpUqcQnk1Tg0OyuZTXp6ultPQ7j4+7Le06MxBui3C73TauHAuFfd/vXlRUaERAlhItPWlkxbWz6I2E6pB9ajPHiCGdk2NqZXv6J1EIHcUyaJRobSqGo5suwtwXIXOcCl50mnWrpe+I+c+2hgSGBr72m0KV+XWk8ed9uy88O/7aTJC7e5pG+nFk5q1kg293uU1obhMjJ0FaFRYXkmQQBpOfeTWXcP5YshppLCz385s55vSEDiZneH4pPcPTXmLpIIiRLHbG+O2d4cgNsNiXQLu7LSwKmF4rSHUpBUxq7GcDbrBTa0/YR2k+tQc9Axt4wMbfplIzcOak9UWJBL+le1IMINQWx++FO67RhG6EzPPgHcU6manO9WEEYlne6LFWos3qnrwiUh8iKrxkSJZlejsakVrricWmGH9o0kZD3Phrb7SejXWNdY88uWY2fN1xtd/pxwQxCPjpyDqZprVwiVaPIbPd/m2GdT+7OzPrUdhsfxgENX3UESIeEW/l69mbGRlOz+hPVy34aOa6b9zfYVR1z+nIFhpzk8yLUb53kbW6YZqzPv9UyKcRfVfveS3wQFcGLTCd373OJczYoHjTiOn9S9byHyIomQcIvDv+x0dwhFYlMr8HDlHZgquucQYE3V+Pm1X8nIuvLMHj0ZFQPDe8/BWEyFjoqfP1psU7QOzVBaNvTI89AsmVbW/7b7um2MhiQGzgsgYNmO4gmqGO1auEvX/rY5VzGzTxzOg65P7EUeZERIiOJzYvVekm067vnjBl38q6FGum8lhCXLysRHvnZ5MnRv6CEyOtd36TOM0VHEvdWeDusrMm3GZn78fisTfv2NyDWlOftiewxNXfv8gpozajYH9lx9RFBRkhi04BBBL/9dIgvND6w5gs2uzw4/W5yr+bHPaUmCPITigssbSCIk3MKSZeX47vPuDqNINFxTrFwQCUfPuTwZKmsMISfSdT8q7L3acNvs5sy5tzH3+PcjNWsUSVnvYMv6mtERt7Dqf8fo9eM6kp5qj2LyjPUdmgZT+k5iwVfrMFvtWJ1OrE4nG84lMfLdPQS9sqpEJkEX/TDityL3sdX5NzMfOiVJkHA7z/ipInzSijFzaf7L45gUo7tDKZSzDhOGLAuqm+NIOHqOLx+cQs8RPWlyw5VbBegh85Zsyk7Rv9/Ix29jxHMR+KkNsP/nf6SqBZNtb0y2vTHdTPu568XP6dypE1WHZXjEjs2aBou/WMLiL5a4O5Rit2fZfrYsOUirznULfK+iZPLdibPsHn4S5+FjLohOFJqLzhrzdDIiJNwm/lACu3d576Zpb8cF4jh2wt1hAHDuZArfDf2e7SsOu6R/v10huvfpXyGGwUMb4Kc2yLNtjqM+6VmfsKKJndAfzbKSzc00DX58YSZLpm/C6sj/NNlRWwIjx+1k592/SxIkPIYkQsKtlo6e5+4QCsVkSObs+rw31StOmqrx/bCf+Gv839jysaqpIALP6//RLvazrkQaIvLdXtVCOJf9IJ9HlUf71oEhRP/kTOSfpsH8jxcw8bHpHNidgHqNQwrsWNiRmswn321iwk3fkz5lmSyR91AXN1TU8/IGMjUm3Ors/jMsnrGNLn1buDuUAjmqLKXK1Ew8rQpEUzWWT17B2T2nGDCuD/6mok87LswOIHrVOV0PwDSFlqJD3cLt5XQ+516+rvI2tz7fnirvbQRVjuZ0p5M74pjcdzJVmlSiVJkQGnVrSqlakew/kkzG2uOc3nyE9MT0En94cYngo1NjkggJt1sxfjGt72lImcAAd4eSLybDOV79I4qoMwfdHco1HVh7hNG3f86jE/tRrXbhzyVzaipD/hpArUP6buBY59lbKWco/IhaRvYwlg94ia7me0rcWV7eKm7XaQD2rfLc7wshrkamxoTbWbKs/P7aXHeHkW8HWEWFSZ5f35CelMmkflNZOq3wSUzsjgeoO+qw7p/mI6OKNq3l1MLIyPqAoQPnoLR2zw7fQpRIPraHEEgiJDzEniV7OHgyxd1h5CnHuJYvn/LHcfqMu0PJF6vZxrxPFvLpg1M5sP1svu87ZDdTfc4gyvY7jzNZ/20OnKai7zDi1MLpZniI+pMOYAh1zWnoQoiSTxIh4THmvPgLWQ67u8O4JoOSxqD5NpS/t7s7lAI7tfcsk/tP5bO+X7F36xkyrVf//+wgh/UpVga8+Dx1Bm/Ged41yWmzFoWfrrtUpi2WV0sHcejthrr0J4Qvk2JpIdzs7IEENi88yi0967k7lKuamf03Ue8ccfu+QUURt/sMXw34ipDSQVRuXJkGtzUkrH40ANt2J3Bq5iZSj8ZTysWFrRlxNtDprznZPJTv7xjIq8v6EDBvsz6dCuGLpFhaCPdb8clc6t5QmQqlPWtp9BEWs6lfJmpmprtD0YU5LYcDqw9xYPUhtzz/ZEI6LetF69KXhh8VbC9R+qU12LZE4Uz03r2phHcxVa3MsUcrY4349+ORokH12TZMq3eV6N3FSxJJhIRHyTxvZuknK+j3bk93h5LLYDjOe+MVyshRAB4r29GIryqupcPQGlR785ws1RYupZhMpI3swHt3p1HX6H/Z2cAmJQ3znbO4c/vdlP/cH8Mq75lK13s6y1umxqRGSHicnfO2E5fsKSMvTp4/cYQyk/VdPu7r/NP0/6R8Pud+Fj08A2fH5rr3LcRFislErW96813vZlRw9ibTdjMZ1n+vFMud2LO+YkmjYMZ+O5PU/rFclikJjyOJkPA4qkNl9kt/YPWAjfKSTH/CM2dl0z6d7Z2xVvc+nVoZDJanqfPhPoyR+d+xWoj8upgEPdWsPqpW+prtVC2YVEt3ArI/Zsqb35P2SLviC7Io9Fw670VL6CUREh7p2Jbj7Nzk3iXqAaZ9vP5+mMecJ1aSpCemu6TfLHsrRpYJ4tDLdeVTuNBds6e6MLhZffL7q9OmVqBUzgdMfXsytPH8/a58ddWYJELCYy1++w/OZ1vc8myDks3Q/cmE/rzNLc8v6SzpZvYlp7qk75TsJ/jp7lkozfI+zFWIgujSpyFKAX9t2tQKVFJv59DAQBdFJYpKEiEvovj5o/j5g6Ho50d5g/Nn0lj2+d9uebbFtAjtvSRUi3sSsZJO0yA5xzX/bzWCqOi8n7jXFNloUeimfN3yxJQKLtS9Nmc0xlJesIJMpsaERzIY0WKbcnx0LK0253D7jiTO/FqPc4NjfaIOYv1P61n2+55ifabJkMjQ3yPRdh4o1ucK/aRZOrGqxU5SejdydyiihKjetJK7QxAuIomQJzMYSXm9A599F8/iu8rzkOEtujg/ZlHDMix+cT3l59lQby75K2SWfjKXk3Fpxfa86Rk7CftslxRIezUjmZZ+VH3yEIbgwn2KF0IvGWoOZZZ6wdSYjAgJT5P15o38cH9NFOtgsu2NufDXZSTdehtJWSN5p0wLJn03C3unlu4O1aUsmVa+fXwadqfr93R2mpaz8RWLS87XEsXL4qjFa9Fn0OpXd3cowof5GRJ4cFcpIr5d7+5Q8iTF0sKjmKpV4Yt7quNUq1yzTbr1FkyWl2gwZg/GurWKMbril56QxrTnf3NpMmQy7mPIWM2rNkAT1xel3cTBp4LcHYYoAVLOphXiLgcfJxwm+qnjeocjdCSJkIeq9EhTgrRrJ0EXme1NeS28KQdeCyvxRdR7l+9j2vO/uiQZUrDy/OFzhPwgq8SKhaJgDHH98vZUSyeea7PZJ+rphGsdWHMYq60g0+UOxpzczqk+O71nhFmmxoQnqX9r/k/nTrPcxri2qzGWi3RhRJ5h7/L9THv+V2xO/ep3FKyMPLEVxyNbUbOzdetXXFtQmVDaR0QVw5P8eCi4DPZGVYvhWaKkWzk9fzvMJ6uJjPhmA0m95ntPEuTDJBHyUJUCSuW7rYY/rY11ON+1pgsj8hx7l+9n5E0fEXey6PvQaEoy767cS1a/TSXmQFVvUK57ywLvx1JYDmdVTneU6TFRdIu+XMq2Fdc+c/CcmsznC3bw/k0/Yhu7rBgj04eiabpf3kAOXfVQjngH1M5/e4u9KakNUintsog8iyXTysQHJxP7YCw3DGhLRKmCr8jYZj3ErJcOYVux1QURiuupHFu+2J6VYb0VreHSCztNe8kPZuGZNFXjh2E/sq9HE+rf0xrNeGF6N8fiYMfK4xyfuRpNx9HqYqf3dJaXfLtJIuShdv+xlyYv5X/qINtRnw43/sBZF8bkaSxZVlZMXcma6Wvo0O9GOvRvTZnQQIzXOVpBxUacJYfZK45z6sPVOM+nFGPEAkAJCKBl29LF9jxVC2JcsyWMrdACxxlf+g4RrqCpGlv/2snWv3a6OxShE0mEPNSOn9fS89kOhAf456u9qpUiQMlf25LGbnWwcuoKVk5dQdVmVWjSvRnRsVcWmu86lszpn3YRv+UQmsMLdnktoWrdE0t1/3LF9jwNP6KpBQapBBDievRe8u4ty+clEfJQDpuTld9s5s7BHdwdilc5uSOOkzvi3B2GuI6qD8i+PkIIzyGJkAdbOXEp5SqWpv0dDfPVftvmGpThlIujEkVlbFAHa/l/z8AKOJuBc/9hN0ZUfPwjwomtKud/CeGRpEZIeKJfXv+VjPNZ3NS3JcH+1/7r0oxbCZlvLsbIREEpfv5kf3YjH3XeTC2/i7UqGjvUbTyxsB/1Pj+H8/Axt8boanVeuI0IQxl3hyGEuAqZGhMea9FnC1k5ZTmdnu5CizsbEhFy+QopJ3bG/qbgv1hWP3kqxc+f1j/fx4M1q4L1BhKt/75XUclk0+2/0blyENH3+qPZbe4L1MUa3JD//bGEEKI4SCLkJaxmG/Pen8u89+dSu31tAkP/TYZS4jM4s+ukG6MTean9TGcerHn1Y1BULZSk7EdZ1OQFOg/pSszYdcUcXfEIqBBD29LFVyQthCggmRoT3uLwOt+oJylJ2vTMe2fjNPMIej86iU1TgkvkDteN+rXFID9yhBAeRtaTClEMDNfZ2+gih1qOFgGBFzb+K4HC2pR2dwhC5K2Efv/lh6+ePi8fz4QQxaJhxdLuDkGIqzJGR5F4Z03Sa0PPWzczZ31LKi3VCJq92bd2I5epMVESGWtVx16+NOYKAYQdycRgceDcd8i3vrk9gJLP/RtP2cqAVvQz1DxNcIUoYgLdNwB9zhkCsomm+A9TTDTWwY14/q5Aqhkqc2EsqCnP3ZqMtcfb9LhhILVe3iIbsJZwkgiVUIrJhOnLTrx5YzYRSjR+hgRUwsg27Oe9s3U4PCOCcjP3yEGjxSR51Vm47/orpvyMJ5j6dVViss8UU1TFJ6ZxZUKUMLc8W8HK07vKUzl+h1ue7y5KQAA5XZpiC72QgJpyNEot2l0i688KI6Rhbfp834RGpkYAONR/37Or0ZjM41lx3+P0W/ok/gs3uynK4uct01l6kkSohCp//w282L4tOMEG2GgAgEIX3oywUuqFFUx6MpBFExsR+e0mUL34oEAvsGr8ImJ71yfEz++q7xuVZAauOE35cVu8ZTTZi6jYfOyfd0Dt6twwvR53hYVjVAyARnDAX7zwoj/Jz9RA27rXp0eFgxvX4anvb6aCocI12zjUcoQ4epLyvyxiFhZjcKLYSbF0CdWoe7VrvqcRQKb1dvr6D+KXESc4PaItGIzFF5wPykrJ5runZpGQlHXFe07lPE+sOEDwsNUleg8hdwkwnSTs7yB3h1FsAmpWZeCsm+gZ0ga7sy4WR20sjjqkmJ/n/YhWPD3zVwxN67s7TLcJCA3ikSldr5sEXZRha8ubDeZhqnbl2YUlkqbpf3kBGREqoWrXy88PfhM5lkHMf2wq3WlLpQ82ysiQCx3ZeJQv7hpPbN9Yyra6cN5WSloOm3/bS9D6XSV7JMiNPxBNpt1E7vGNA4mNAf489FNnapsqXvX9DFsHWhmTCBl3lqxOAWhW61XblWQtRt1JvZCIfLXNtjfhlpAkppYJhROujcsTyM7SokSp7heZ77bmnCeYM3A0gzY2w7Rcdqd2pZxMC8snrQBWuDuUYnVs6U76HbexqdXPxf7slxIaY9xsKtmJ5j9ueqknTQKvngRdlGq5na+qDOKujn3wX7SlmCLzDH4BJu7vWNfdYQgPI4mQAECz9uNYn13UWe7uSESJpDpJM5swKMU/9TdncRuqW9cX+3PdoXGL6ydBAKoWRADRqP6+VxnRokfjAt9jR0PRNJ9IpH11+bzvfSf4iIL++7M5o3n3hu0YI/M3ZCxEQcX8HoBdK96p1+P2LCotk7orcUFQaMFqxQxKJi+e6Yq2/6iLIhKeQBKhEmrT8XMFvMOPmkZ/KZoWLhO+/hTTM/IesdDTd2ltCdh4qFif6U6aI3+JZpIzB/8Mu4uj8X7hAWvZvKiRz9RSKar+lzeQRKiEyszwjW9c4T0cZ87yyY9349SK56ejVbPz57c3+9ReWWu++TvPNkYljQf3dMawelcxRORZ4nafLkBrlb8dm6jxlQ8daK254PICkgiVUHG/7CvgHU6mJdVBM5tdEo8QANW/OcHU9MrF8qyPzjem4gzfOqB4+4I9bFly8DotVDaqKyjzbJpPrhA9ti2OLYsO5Kut3bSGse+1xXG65G1wKi4niVAJdXz1XlLsOflubzKksGpJyTz1XHgOx5mzzHi9J6lO1/47O27PYs6nt+A8V9ApYu834/mZLJm+CbPjP1NfynnGndnJrK6JOI770CjHf/z40iy2LNx/nRYqJ7XdPDvKStiPG4otLk8gh66KEiUnzcy6ecfp2btBvtpvUddT49tzyIk6wtVC5u2gZcdh7Ll7HMEG/ff3cWoqXdc/RfXpm3Tv21vM/3gBa75bTVirBmj+F37MpydkkrV5j0dvcmeqVBEtKODfF86dx5mWruszNA1+HPEze/5uQdUHm2Ep9+//D1XTWL32LI4JWwlIPq/rc4XnkkSoBFvzwRzqtK9AnajS1213gnV838+Keqog8+dCFI5mtVLnxR00MjzNnt76JkNOTaXZpoepNeQ0Th+c+rlURnIWGQu9Ixk0VauC8mJ9XuqYSbTxwu7rivEo49IUNkyMpeysXag6TttrGuycu42dc7fp1meJoPdu0B6cdF9KEqESzGq28s2dk3hs9v+ukQyZmZ1xlL+HnkHdUdCaIiEKT7NaqfP8DhqpT+s2MnQxCao84IzuowjCdUq1bsSTXzWkklIPnOC8JH99Jiied96YSMubW1N36GGfKnx3B9lZWpRIVrOVKd0n0OSJTgTeXJZKESGctGegpsP2X0+g/rXVZ5aGCs9ycWSobdxzvP+/b+gRbCl0X7lJ0OMJkgR5kVK1KvPM1A6UU2Ku+r5dLU9C5utsvek9WnwYS53B3jHCJbyLJEI+wGmzs338Ahj/zwuK4jVDlqJk06xWKny8jnGr7uOZZ0zMuXECDf0LtundLpuFvl8Op/LX+3GmprooUuEKvT7rSTlD1HXbaPiTabmDp26cyYqy1XBK7Y7r+OjO0pII+SJJgoSH0TbvptYjMLzNIA73DeGxW1ZyS6l9dAi8+sLW4/Yspqe1YfqKm6g9w0yFzevw7Yog71OmclnaVL1+EnRRlr0VQ8p8yuJ6N2JYI4mQ0FeJT4SMv7ZCDfLn3CI/IvZbCVizF9VS+CF4IYQLbdpN7U2wLiyKdVH1ie9aHu0quVCZQzaC1h+iVsYGb/nQKf6jefeCnfulyW4vLic1QiXUexU7UapUKYIG78NoPM5Cazk+nl+J2p8fxxGf4O7whBBX4czIgIwMoo4cv3abYoxH6C+0TMGmQNdbgvBLypS/d1fy0VVjPpNi5zgakGXtwQ08xsJe1anymz85d7Zxd1hCCOGT9izdm++2QaaDPLnwHpyH5PBToT+fSYQuZXHW5ulS/fj8w5McH98OQ0iIu0MSQgifcnpfPCmp+dv9fq51I3XHJbs4IuGrO0v7ZCJ0gZEA6/9YdGskR8Y3wBAc7O6AhBDCZ1izbSz8bClqHtMn2aaFfP95jIwGCZfx4UToghx7K5a0jebou03cHYoQQviUzX9u4+d35l81GVIUM4tzNvFGn3TKTPOtM7/cxkdPny/xxdL5kW1vyU89P2X4yjYE/iUbdgkhCsBgxBRV9sL+XACahiMxyWsKRd1t429bOLXvLA363kCpNqVRgpxsOZNC2g/xZC3ahma3uTtEn+Grq8Z0HxFyOp288cYbVK9enaCgIGrWrMm7776LdskPBU3TePPNNylfvjxBQUF06tSJw4cPX9ZPSkoKffv2JSwsjNKlSzNw4ECysrL0DjdXiO1/lBmWiuKn/yGQQoiSxxASgnXQjVSY15k3V5TlneVleGd5aYb/fZRTPzXF0ksWY+TX2f1nWfr6z/zZZQp/3Pg1p/r8QebcDZIEiWKh+4jQBx98wMSJE5k2bRoNGzZky5YtDBgwgPDwcJ555hkAPvzwQ7744gumTZtG9erVeeONN+jatSv79u0jMDAQgL59+xIfH8+SJUuw2+0MGDCAQYMG8eOPP+odMgCqFsxnlTQe7dqMwLkyKiSEuDalZUPaf9yYeyOroBEE9ra57wXZH2Bek/2cav0Or5n6E/zHRjdGKkQBqNqFS8/+vIDuI0Lr1q3jzjvvpEePHlSrVo17772XLl26sGnTheRC0zTGjh3L66+/zp133kmTJk2YPn06Z8+e5c8//wRg//79LFy4kK+++oq2bdtyww03MG7cOGbOnMnZs2f1DjmXam/Pmc4+XzYlhLiOiLtvYNR37bknsu6FJOgqchz1qWx9k/c++p7su9petY0QwjPo/lu/ffv2LFu2jEOHDgGwc+dO1qxZQ7du3QA4fvw4CQkJdOrUKfee8PBw2rZty/r16wFYv349pUuXplWrVrltOnXqhMFgYOPGq3+6slqtZGRkXHYVlNVZnc6tzxX4vmJjMKLe0AxLzzZYerbB0KzBv3UJQgiXi7j7Bka81YIgrUKebXMc9alie51mr+4Bg7EYohOiiKRYWh8vv/wyGRkZ1KtXD6PRiNPpZNSoUfTt2xeAhIQLuzlHR0dfdl90dHTuewkJCURFXX4GjclkIiIiIrfNf40ZM4a33367yPEPLZvEC03qoe46UOS+9KIEBOB88QbuuzubmwIqEqCYAI1U4zLuX9CWOu8ewnk+xd1hClGiRdxzAyNGtsCfMvm+J8dRnxciP+eJdrejrNvpwuiEKDoFnYul9evKpXRPhH7++WdmzJjBjz/+SMOGDdmxYwfPPfccFSpUoH///no/Ltcrr7zC8OHDc/+ckZFB5cqVC9xPmFYDNdhz0lglIICms+6mf43qgB+qEy5uQRboqMeSrpt5oGYUEfea0axWd4YqRIkV2bsDLxUwCbrI39EFe6gfsgxDCM+keyL04osv8vLLL9OnTx8AGjduzMmTJxkzZgz9+/cnJiYGgMTERMqXL597X2JiIs2aNQMgJiaGpKSky/p1OBykpKTk3v9fAQEBBAQE6P3luJViMv2TBNW5Zpsce2t+rZNCj6dbUuHjdcUYnRCexxAYiFIqhJSutXEGXPvzaFCKk5Bl+wFQzdmgXv0EK0NwMCEf38LLN1bHpBU8CbrAWz4XC5/no2eN6Z4IZWdnYzBcXnpkNBpRVRWA6tWrExMTw7Jly3ITn4yMDDZu3MjgwYMBiI2NJS0tja1bt9KyZUsAli9fjqqqtG3r2sLDbM2JYtU8Ymqzwn0drpsEXZRja0e5zvNRPveX5abCJ5lqVCNpYFUe7GykXYhGWa3ONdMPg2LBz38xh2wVMRsOMGJLKwxJATg0jdBDGtGrk8muF0Fmx0Ce6VCa1v7NilTrYNPsmCxSIySEp9I9EerVqxejRo2iSpUqNGzYkO3bt/Ppp5/y2GOPAaAoCs899xzvvfcetWvXzl0+X6FCBXr37g1A/fr1uf3223niiSeYNGkSdrudoUOH0qdPHypUyLtIsSi+SnWi7Tzk0mfk141D6uarnVMLZ3iVeMYHBkgiJHyKqUY1/EY04LUOIYSoDS686ARHHvdZcwZR4Z+2vzf9py9DCgE9t2AdHoHTHoumhesS48zsVIzrUjziw5UQ1+MJGyqOHz+ejz76iISEBJo2bcq4ceNo0+bqe3JNnTqV6dOns2fPHgBatmzJ6NGjr9n+WnRPhMaNG8cbb7zBU089RVJSEhUqVPh/e3ceF1W5/wH8c2YGZtgXUTZBcMV9QxBFzSTRvO6VGrllmialWa6ldrOuW5lrmvUzb12VtGtapqSiZCqCgrgibihugMoybMPMnHl+f3CdREW2M3Nm+b5fr/N65ZzD83zPE8x85znPgrfffhsLFizQXzNr1iwUFxdj0qRJyM/PR3h4OGJjY/VrCAHAli1bEB0djT59+kAikWD48OFYvXq10OFWwEGDQ1fc4VFJN7kxcTIZ2jvVtiueEAsnkcL5s76YPcgO9rq2gK7uRWp17tCq+9a9oMdIpWnYta4JnDXPnuRBiEkReqZXDcv66aefMGPGDGzYsAGhoaFYuXIlIiMjkZ6e/tQEKgCIj4/HqFGj0K1bNygUCixduhR9+/bFhQsX4OvrW+16OcbM5CFeDSmVSri4uCAhIQGOjo7V+hm5LBlj59+Hw3/FXwCt6ejemDozHNVd4eC6zQqsCwF0hYWGDYwQkUnrucP7nz3xQc/WMOVdgjio8UHmn2CvpECnUokdDjFBWqZBPHajoKAAzs7OosXx6PMyvPcnkMkUVf9ANWm1Khw9/Em17y80NBRdunTB2rVrAQA6nQ5+fn549913MWfOnCp/nud5uLm5Ye3atRgzZky14zTddxERbCm8C6d9l4T4clln9gCqmwRJuFJ8drYtXIrFT+CEwtnYglP8Pfj9eQNaiRXhOLy482W87NYIpvz2pZNcwqxdecCXaZQEEbPBMQZOwL6RR2U9ua7fsyY3qdVqJCcnY+7cufrXJBIJIiIi9GsMVqWkpAQajQbu7u41ipOWUX5EcgX7VtlCV1IidiQAgLM/HoaKVW86PJNcAX7TWUyioHs5BJ0P9caHJxriwxMNMSWpFJe/6whp00CxQyNi4jj4rxiMl90CYJpJEA8Ndw8rbpzGnLfSwM8/AD4vT+ygCKk+nQEOAH5+fnBxcdEfixcvfqrqBw8egOf5564xWJXZs2fDx8enwoLN1WGK7yYi4DHu9C24bTOtHpXruSVoVa+qJQG0iErJRv0tphV7bbmMfgHzZ7aDFG4A37X8RR441n0/5vz4EA9fbwRtxk1xgySiaPzRP/Bun9YAxJ+BxXH5yOJLoGMc0soeIP0Ehzu3lVD9eAb8/YcW86WEECHcunWrwqMxQyx1s2TJEsTExCA+Pr7CeOPqoEQIPNbfPwmP986DN7HhUsdWJ6HVPyOfc4UW6x6cgNf0SyYXe224j+yJeY+SoCfkl/XFknoMH227gJwhntBmZYsQIRELJ5djxPAAiPuWxSNNm45dZ9Uo2nIXpYdPg2mrmp9GiPkw1KMxZ2fnKscIeXh4QCqVIju74nt7dnZ2pesHPvLFF19gyZIlOHjwINq1a1fjOK380Vh5EnRtxCmT7MJO23UC2/dchJppnjpXwl3GghOpyBhx1jK215BIMeT9ls9Mgh7JV0ViiYc7Msc0MWJgxBQ0m9MPDaQ1e+4vLB5bCv/CpkHHkTNuN0oOnKQkiBAB2draonPnzoiLi9O/ptPpEBcXh7CwsEp/btmyZVi0aBFiY2Mr7E9aE1bbI8Qkmfhozz2olyaZZBIElC/KmTBvB27+0gL+r3dAk65OuM8XImWvEvnbLlrUIyJOKkVbu+dn/QCQV/oKioL+NEJExFRIHR0wfIi/iBHw2Fb4F1JfSYf2Hk2DJxZM5OnzM2bMwNixYxEcHIyQkBCsXLkSxcXFGD9+PABgzJgx8PX11Y8xWrp0KRYsWICtW7ciICBAP5bI0dGx2rPFAatLhHhouDx8c/Mubi3OgPr4GbNYAvzuyXTcPZmOE2IHYgIYs6xtVEjVGvdpK2pv0APZdiSP04KnJIhYOpG32BgxYgTu37+PBQsWICsrCx06dEBsbKx+AHVmZmaFnSvWr18PtVqNV155pUI5CxcuxCeffFLtei0+EbrD34MD74AkZT7O7VWicPNpGsxo7kxhfQNiNE6RjUSrW8rlY/K++vC7cky0GAixJtHR0YiOjn7mufj4+Ar/vnHjhiB1WnwitDb835BxNmKHQarANGoo1Wo42z5/j26ZLBWNdtImltakSRPxVljPkv2GgPUM9LWpZiROTpC4/D04lqlU4B88FDEiUh2msMWGGCw+ESLmI+6bRAx9t0el5yVcLibvV0Ox/zTt20QMTiZ5iCmxXvC7elzsUMyKbHQPDH7PEV0d7wEAGFeIQ+rb2LypO7xWJ1JvPDE5lAgRk3Hk20NwclMg4o0uT53juFxMjUuDzYfxNFuHGEW2dB8CvqbeoJrwnBaJ2RPagYM98Nhk15c5JUZOm4U+TsPh9zklQyZL5DFCYqFEiJiU35ftxcW/rqLR+BCU/m+PvSKtBmnfZ8DmjxRKgohRSLk8vBPrBR/qDaq2hhMj8P6jJOgJPHOGsmg5Dr01DiOTJ0C+96QIEZKqcLryQ8jyzAElQsTkZCRcRkbCZbHDICZCKsJWXdnSvfD7WmcRC5UaA8cBU6aEQvKcjxSeOUGqGYbbb2jQZK8RgyOkCla+oCIhxNTdib1u1PokXAHe/rUB+CvGrdecNQ9rAntZ1d+rC9WhWBq8EzJfHyNERWrs0aMxIQ8zQIkQIcSkXfw9BSreeI9Et5XGIuDTVKPVZwk8Az2qdV2ZtiGCbLMBG3oYQUwHJUJGJHFygtTVRX9IHBzEDokQk/cw8wHOHL9llLpsZaexb50bdCUlRqnPGu0tagNWXCp2GORZmAEOM0BpuQFxcjkkTQNQ3K0BuBBbvBNSBm+bAv35pLIC/HisExQJGrjtOgddcbGI0RJiuvb/61eE7ptm4Fp4LL1/F/V2ptOanTWUeye/Wtc52Sbj66O90fz+KcMGRGrFUJuumjpKhAxA6tkAZS83x4sT3PBqvSLwmlAw/G9riMd6+PtLgf49dbCPOIwvoz2RNs8V0sMp4gRNiAnLvZOP3zYcx8DJ3QxWB2+7E7emc2CFhQarw1Kdj0/HzWu5aNTk+Vuh5EmPovl3zY0UFSHVQ4/GBCRRKKAZ1hVv/P4Svp4RjKHOnaDV9Pw7CXr2T6FE3QfvOLyGGV9fgvbFzkaLlxBzcvT7eNy8lmuQsiVcCaKOuYKdvmCQ8q3B5in/RmaOstLzKsl5TPmsI3DirBGjej6ZtxdkjfzKD++qN322eFY6WJp6hAQisbdHq58H4K2G/mBwBF/D//8McgRq3sMH61ZjxZROkMZTzxAhj1OXarD+jW8wecvbCGgs7CasCewXNJydZzKLJ0rr1wffsxnUr9lAiVJoj8vgE5cL3flLYodWqfwsJdYP+RovfTwUjV/0hpuifJyVGiVYk5qLks8uwcEEZuJxnVuDH+YNr/YyTA4shrOkFIAGtyWnsPzCC8jILUPgdkBx4jJ4ZeWJHbEcHGNmkrLVkFKphIuLC17AYIPvNcZ1bI3eKzpgYL2mdS8LZTgtXY0tkW7Q3r4jQHSEWBa5vS16TuuPl0d1EKS8h9I4LJpUBO5YqiDl1VXhiK6Y/5EzmkiaQqurDwlXCDtZGu7LduC1P/qgxaxzpj+Ym+PASaX6f4q9ECpnYwvZ+z3Q5xUg0sEd4FtVeq1CdgX2tsewouAeDn7bGV5bLxgsIdIyDeKxGwUFBXB2dq76Bwzk0edl705zIZMqBCtXy6twOGWx6PdXFXo0VkcSBwfM+76nIEkQUN4z1F3SC9cniLfjNiGmrKxEjQOLd2Ppq9/i7oOiOpUllWRjyjadySRBZf27YMXidWjMBUGrqw8A0DEnFGtCYF+6BEkvn0X6srYiR1kNjIFptfpDTIoOLRH+x3AseyMUkYrw5yZBAKDSNkNuyThMsJ2K3z/IRNAhLR5OCCtfNdLCPRosLeRhDigRqgOJgwN67h4GD0kDQcst1gTj0xGnIGvoK2i5hFiSrPS7WP7il9i67DBuKWuXEH2VdwwNlycLHFktcRxU7+ahq0JayQVS5JaMx47+P0I1MMSooZkljoPTP/th/g8vYJhHcwA1ezLAM2fklb6FyYrx2D7vD2RsbUfjiCwUJUJ10PGbwRjcoLEBSpYghOuH629RrxAhVTn5nyNY1Xslvnr3F5w8fw88q97k90PqQ8gcXwRWVmbgCKtHFtgI85o9f+8Jra4+fPmRuDNKbaSozJREiqA1w/Hp0C6wR92+qGp1HlAVf4kjnSUYdPA6Ckd2hUQh3OMjk8Ig8GBpsW+oeigRqiX7Jv4Y2c5wPTbFmo5oGPbQYOUTYkl4DY/MP89i6+sbMSd8BWLWJyLlzn2Usmcv3BevOYi9I2+Dv5ph5EgrV9yiPgbYV92zpeIb4bWWKZDWE3bAuMXgOAStHoq3e7aEkB9xuapBiMAUxHwej0vrW0PaNFCwsom4aNZYLbX7rCdkz9hlWUjzAzKwtHEAtNdvGLQeQiyJtrAYietjkbgecPRwRv2IjmgTEQhZCw6clMfvyTngl90Ef+u22KHWSommDV5znYMzjq8ADw2znIDZ4jgErRkueBL0SBkfAHXxpzjW7QjO/H4G7+7pi+YbcsoTajMZD/NcQk95N5M2oUSoFji5HP1aCjsu6Fkacp7Q2VtoFywhRlD0QImimD+REfOn2KFUyf5aLuJK5ehrr6niSoY12X3A8gqquM76dJnxD7xuoCToEQYb5Jf1QSP0xKURE7B3EI9p8VFwuGoDv9g8cJlZ4PPyDFa/QekACDkm3EyWaKdEqBaaDA+Di8TJ4PVIdS1wu18JfM4bvCpCiMj4K9fxr+sD0LfNrude5yqPx59/tEUTZYJxAjMTbqFtMHhMMxhvxIcNAA6DHEowaMC30DAeedEqLM3pgeSHAQCAMl4KzX8bQF7w7IxAq1EBv+w2UrykMpQI1YL/iACj1FOmbYGShiYyo4UQYliMga1pgLNrVM9di/6ENh3NNzqZzOKPpmLCqn5w4MTbyNqGk6KB1AFfeqcA3o8tiNu+8p9RFurg9ovhY6sua91rjAZL14KXq53YIRBC6sCmc2tc+6orygZ0MalBx4o9J/HWJ+9DW8l0m/uS49gw2Re8CazQbEo6zxoEX3vxkiBi3qhHyMRxGstfxIsQY/J+ty9mTAqAvUQLhwGJ2FxagJhN3eD7n0vgxR58zBjcNidgbzM/9BngDIXk0Vt0KQ6UpGHvh/fBHU0VM0KTU6+JF4a93lLsMCwDDZYmpkZmcxyNfzGT0WaEmAG/0b0xfWJ7SJg91Dyg5v0whCvD2Ohd+HpcHk691RosWfyNVw9+tB1/fi6HrEkjgOOg43XQZNwBTH1rDRF0m9sP9hKaVCIISoSIqWHcA8gK7GksACECiZzaCpInlr1gkCO/dAQm2SXBdfN/cXB8CNgp8WcoaErKoDl3WewwTJqrjxt6dmkodhjEzNEYIRP2ZY4zdFdviB0GIRbBpXUTtLR3q/R8kToEr9kMR//NCZA2b2LEyEhthb3VGzKusi1JSI0Juqq0wL1LBkSJUC3kXC42Qi08/rplZzLL/xNi7ppGdYQEz//QLFKHYKQ8HOmT6xspKlJbHAe0HUAJK6k7SoRq4d5RI6xIa7MP3muqWliNEFJdwS/4VOu6h6X/wPqBOyALpL3+TFm7gZ3hbWfY1f2tjs4AhxmgRKgWru1KgpJXGax8Diq8nWYD7oT44xQIsRQySXVnYMrQluuMnN7VS5yIONoO6SB2CBbn0TpCQh7mgBKhWlAVFOFgrOE2a7wn+Qv2S4oBHQ2TJkQMpeqXkNfKPN7ErZHCSY6Ath5ih0EsBCVCtXRi0W7ka4XvFZJKsjDtBwBJ5wQvmxBSPTpG07FNWWDPNqgnp/9HgqPB0qQmNCVl2PapsBs5SiXZeGv/FfiuSBK0XEIIAC0tTmopekV3FzsEYkEoEaqDy7tO4Lf9wqzzIZVkY2LsZTjMOgKm1QpSJiHkb7fj71T7Wl6agoDf1QaMhtSWvYsdWvhWvgwCqQMdE/4wA5QI1dGhD7dh039SUKgrrXUZD7iTiP7xMuznUBJEiKEc/PJ3qKs17o7HhEsSyP46a/CYSM11GdNL7BAsl5U+GqOVpQVwbtlvuLvnLF5YGonwRt7V/jlekoFll/LwYFEGJGfSKtlmkRDzJlEoUBzZDk4dXdCiTzHic/Ng87MrXK6WQJJyyWhrZRXnleDYr5fQe0jr51zF4zdVHFym5UBLX0pMDscBnUY+7/8fITVHiZBAHl68iZ2Dv0V8z45o/lYrhLesBy8bGTjYgdMv4lYKHXhk6K5h+3mG3BVXoE25KGrchBgMx0Eyrgdee8cDYQofMOYMBhu87VoAm7nZKJUewboCG1x9vyW4hHNGmSX5+6JfoAMQMrApnKTyCueYJAOfXb0P5ft3ob15y+CxkJrrPP5F+Ds5ih2GBRO6F8c8vt5TIiQgpmN4GJ+ChPgUnJDLIXF2hv+LLcF1L5/meS0hG7KDl4GyMvBKpcjREmJY/osG4v1BrQHYVhgqwDMX8FoXcNrm+NDxKlT/XovhPw5A4Iar4LNzDBoTr+GxZ8HP+P1TGVr9ozNUPX3BZECpRot7P2UApy7SshUmSmIjRfcJHcQOg1ggSoQMhJWVgb9/Hxk/3Qd+Kn+NA2gDVWL5OK5CEvQ8Km1TcNrFOPzGH5j8IgdNlC+0t6s/qLm2mFaLC7sSgV0Gr4oIpMvHQxDg5CR2GJaNdp8npJy0ZTPcjaiPgtZ/j5HgNBya/KyGzd0C8FeuixgdMXWeEcGYPqgNAJtqXc9gh9zSIVjvvRdj/p0F2SAH6IqNsZ8fMRf1enbE8CHNxQ7D8ukYBH2cZSazxigRIgDKB7TmDe8AxdgsLGu2Fe1tATlX8YOsYGgpElXOmLz3TQRtyAOfdsVsMn5iJByH0DntwVUzCXpcnuplbG60FH3f64SGSxLod4sAANyb+iB6dU/YcM/vXSSktmj6PIG0WWPY7XfCH0u/QnybXQiR2zyVBAGAi8QOfe01uP7KN5j128+4+2EYIHn+bt7EunhGBKN3fd9a/3xhaTT2T/oNZf2DBYyKmCtp/fp46ZtBcJW4ih2KdWA64Q8zQImQlct9Mwxdfk7HzqYH4CKxq/bPvWCnw753l+HuB6Hlc1oJAdBkRN0eX+iYA9SlU9FvyXFI2rcUKCpijur16IBpB/qja31PsUMhFo4SIWvFcXjwdhi2L1yOf9a/UKsiGsocEffectydST1DpFzPTg3qXEaptgXesO2Pa3NtIFHQflJWh+Pg/mJnTFvbA36SQLGjsS5WuqAiJUJWqnBEKLbN+wKBNnVbk6OB1AH7o5fh7oxQSoasnEtQANxlwgw7VKq74liXS7j/RkdByrMUMl8flA4JweVvuuDyN11QMiwUknZBltMry3Fosmoo5q3qAifOXexorI+VbrFBg6WtkCzAH8EfJqO5jYMg5XnLHLHhnbX47EAUdGfSBCmTmB/f4ADYwF6g0qTILx2HJbPn4/Pbw2Abe1Kgcs0UxyHnnTC8PXU33nDeCUdJeU9ZyQA17vFqDDw5Gb4rZZAcTRU3zrrgOLRe9wreCg8CGH1HJ8ZDv21WhpPJcGmaD1b7CPvB0l0hwaXp9uDk8qovJhbJtlN9QcvT6LzRWDMHTnNvQVpf2LLNCsch+90w7J69DJNd7+iTIACwl9iiiY0jLnb7Dz75YRMyF3aDxEGYLzhGJZH+nQTRx5J46NEYsQZlER1xdPgXBin73EvroBxCjzKsVcsOHoKXqdI2xbc+Lniw2RXSetb5qETSviU2TF8Df9nzH2N3V0hwdtIapK8LMq9kiOPQeu0wSoKIaOi3zopwcjmK382HdxVvqLXlKFHAJ/qqeb0JE8EY6mnGw9KR2NNcirSljS1nLEx1SaSwWZWLrorqjb+z4aRIf2kj0r9uYTZ/h21WU0+QyWAQuEdI7BuqHvrNsyJSX2980XKHQev4l/9usOYBBq2DmB6nhg0Q7O5isPIflI5A7Iu7cX9yV4PVYYokbZphtt/eGv2MDSdFWsQ3uLQ2CBJ7ocZsGUazYd3xZi9KgkwGPRojlu7OAB/0NPBs5OY2DkifYm9939ytnK2zHaQw8Piw4uXYMXMHHkwKM2w9JqTUzwndFTV/m5ZzNrjcdyMurWtpsj1Dcic7DJ0bBo4+hojI6DfQivgMu2GUerZFbCif0kusRqO3Qg1eB89coC3+AuPei4O0eROD12fubDgpLvXdYLJjhrpGdYO33PTismo6nfCHGaBEyEpI3dzQy+OKUerqqpDiXk83o9RFTIN7gHE+0HjmgqGygXD7Pg8S2om8SnLOBukvbSx/TGZiyVCLf7QSOwRCAFAiZDXKOjbGDPdLRqsv8s3jVjvLx9pwMhn6NKn7itLVpVSH4wtPhutz2hitTrEo7pYguUxdpzJsOCku991ocj1DTXwMN6aM1BKNESJEOAvrJyHrtRZih0GMoMW43lBwxt0KI79kMja8thPSFk2NWq+xsTOXsPxuvzqXY8NJkfbSBpMZQO3h7w6plMYRmhxKhAgRjr3EFr3fSoTUlb71WbpGQ/2MXieDLVrohuHSO8KvXWRSdDyub2yBPL6kzkU9GkDttN8O6NpOgOBqr3FHf0g5+vghpoF+E4nBLPI8gXuvtxY7DGJAivru6OrrLErd+WV98E3/3yBr6CtK/cZSb+d5jLz8miBl2XBSbG8ch6Gb4pDzTjdwAu0NV1MPb+dBZya9BVbFSvcao0SIGIy9xBZ9Jx6H1I0GTlsq75fawVUiVq+fFK0krZHT11+k+o1DV1gIbpZLnccKPW6y6x0cmLsc1xd1gczXR7Byq+ta8k1oefOYUUQsH226aiXatfVCZv4X4Iy8vs+7dlnosbgIzaecNJvnxaT6gl4Vdxp7mfolFDbKgKUPy7e9dAVpyZsgD8qHvUS4769/vXIWH/QqQe74puAvXzPq3yi9HZgexnRgTLgEVciyDIkSISvBbjxAGR9s9HpVaILfX1yFia+GwnH7CaPXTwxIIkWAr3EHST/FSnYpLytWI/aD7QjcOhESJ+HaXKVthsXux3H5tx8xZ/FQuH+fIFjZVTlz8DJC+rc0Wn2kGpjAj7PMJNu1jncRgrTdidCJkp1LIC0bhx4zr0LaNFCE+omhuLVriuYKCx+sbELu38zF6mHrkZR0S9ByC9Xd4K9eiH/P/wF544y3avfZ2LNGq4uQ56FEyIqk3n4oSr08c8MEu+HI+cpGtMGZRHhBr7cXOwSrk5+tRMzETUjanw5ewC82Gp0XbEq+wOr56yBpb5xemuunbqCwVLhxT0QANH2eWLrjXxwVrW6Nzgv/bS5HxiddAEn1dtImJs5EloHhzOO9VjCMAds+jME3U7dDpeUFK1ej80KgbjzYV0pIFIZ/5FlaqML15DsGr4eQqtDXcytyK/EyssqK4SXS/j7FZcPw84hPMeNAB0j+PC1KDEQ4//W7jo/cVogawwV1CRrtGQYry4UAAFeOpuP/Jm/FhA2vQyET5stFbmk//DtwJnp/MAh+nx8XpMzn2TJjK9bHdERc518MXpchSLlCsUMQlk4HcAIOoaDB0sTUqEtU+H1pAsYv6A0JxOmVsVF9gAnrV+OHwY3BX7kuSgxEGM6uubCRPhA1hjHnRsE7JU3UGMR0Nek6vpu8FW8JlAwxKFBWNhovDDmMjK/soSup+0KOz6NRacFvlcImRNzfI/I/jAFCfq2w1EdjR44cwcCBA+Hj4wOO47Br164K5xljWLBgAby9vWFnZ4eIiAhcuVJxs8/c3FxERUXB2dkZrq6umDBhAoqKiipcc/bsWfTo0QMKhQJ+fn5YtmxZze+OPOX8z8eQmJYjWv065oCu3D9w7RNXo3S/E8uVWlYG181OgE64x0Pm6FrSdfzflG2ClVek7oTPPE+B79BMsDKfx/WvG/hBSYPuiXhqnAgVFxejffv2WLdu3TPPL1u2DKtXr8aGDRuQmJgIBwcHREZGQqVS6a+JiorChQsXcODAAezZswdHjhzBpEmT9OeVSiX69u2LRo0aITk5GcuXL8cnn3yCjRs31uIWyZN2vfkDCrRlotVfommL2C53UNxP3GX+Sd3cT/UUre4ypsHQP96F3a4k0WIwJVcTryFp/2WBSpOB0/bCtVftBCrv+bTZ95FRZrxNe0nlmE4n+GEOapwI9e/fH5999hmGDh361DnGGFauXImPP/4YgwcPRrt27fDDDz/g7t27+p6jtLQ0xMbG4rvvvkNoaCjCw8OxZs0axMTE4O7duwCALVu2QK1WY9OmTWjdujVGjhyJ9957DytWiDsewVKoi1X4buLPUIqYDGnUw2E3NZdmkZkxzyTx3uS6pUQh6IMLotVvimJmbsOtG3mClKXhPaFz1gpSVpWYDpsTwo1TFyHPIOissYyMDGRlZSEiIkL/mouLC0JDQ5GQUL5QV0JCAlxdXREc/PfifhEREZBIJEhMTNRf07NnT9ja2uqviYyMRHp6OvLynv2HXlZWBqVSWeEglbudfBXfTtguWjKk1dXHxoA8lPbvJEr9pO4kGoYypjFqnWVMg/Czw1D/Uzl0xcVGrdvUMQbEfrFPkLKKNW3wYdgfkNYzwprdjMEhg74QmQSaPl93WVlZAABPz4pd5p6envpzWVlZaNCgYjeoTCaDu7t7hWueVcbjdTxp8eLFcHFx0R9+fsbfEdvc3D59Hd9O/BlKXpxkSKWKQu6bRVVfSEySfXwavitobLT6NIxHywOT4TQ8G+zkOaPVa04uHrmCTAF6hcr4hmiruAXOxkaAqIjZoE1XzdvcuXNRUFCgP27dEnb1VUtV3jO0Q5SeIZ654atWZyELbGT0uknd6YqK8EV8f4PXwzMd4ksl6PrPaLSYeol6gqqw/6v9YodAiFkRNBHy8vICAGRnZ1d4PTs7W3/Oy8sLOTkVZy1ptVrk5uZWuOZZZTxex5PkcjmcnZ0rHKR6bqdcK+8ZEiEZCuLa4n4v4+9+TQTAGBoe5JDDGy4xyeGLEX72VSwb9Co8NiZQElQNaUfScetm3XqFOABr7/aBrpB6bK0KY+Vr/wh2WGGPUGBgILy8vBAXF6d/TalUIjExEWFh5XvYhIWFIT8/H8nJyfprDh06BJ1Oh9DQUP01R44cgUbz9/iDAwcOoEWLFnBzc6t9gBIpOJlMf8DIO7GbstvJV0V5TKbShCH3JRWtNm2mnI5lYGdhc8HL5ZkO87LbYdj7M+A69A74C+mC12GpdDzDoXVxVV/4HM7yIzh5KZAST2IVapwIFRUVITU1FampqQDKB0inpqYiMzMTHMdh+vTp+Oyzz/Drr7/i3LlzGDNmDHx8fDBkyBAAQMuWLdGvXz9MnDgRSUlJOHbsGKKjozFy5Ej4+JT3DLz++uuwtbXFhAkTcOHCBfz0009YtWoVZsyYUesb5WQydDz8EkantMbolNZ4NcUPJUNDal2eJdI/JuNVVV8soKVd/gupozirXZO64bNzsHrbYEH3vfq12B6tv4vGmSGN4PBzInQq4/4+WoKrSRkoVtV+ILuUM+xCisQ0MR0T/DAHNR6qf+rUKfTu3Vv/70fJydixY7F582bMmjULxcXFmDRpEvLz8xEeHo7Y2FgoHls8b8uWLYiOjkafPn0gkUgwfPhwrF69Wn/excUF+/fvx9SpU9G5c2d4eHhgwYIFFdYaqjFOgjFuofp/2tucwwbXe7CvfYkW6XbKNRzcfQ3DhrUWOxRiJgK/v4kfo7wwzrluC3XyTIfws6/CYakLGsUfh5Emb1ukotwSJP6cihff6CJ2KMScMB0A69tio8Y9Qi+88AIYY08dmzdvBgBwHIdPP/0UWVlZUKlUOHjwIJo3r9h17u7ujq1bt6KwsBAFBQXYtGkTHB0dK1zTrl07/PXXX1CpVLh9+zZmz55d+7skNXJq5T481JQarb5edvdQGGGcHa+J8LS372DZ+b51KoNnOnRIegNuox5AGp8iTGBWLudadtUXVYKHEr6x9LiaGN+6desQEBAAhUKB0NBQJCU9f9HUHTt2ICgoCAqFAm3btsXevXtrXKfFzBojwinNL8axP24YrT4PqQNK69Gvojlz+tWp1msK8UyH9omj4ffmPfD5BQJHZr2Sf0ut9c/ay+PgkEmPx6yN2I/GfvrpJ8yYMQMLFy5ESkoK2rdvj8jIyKcmWD1y/PhxjBo1ChMmTMDp06cxZMgQDBkyBOfPn69RvVbz6cO0Gqz/byrW7DuDNfvO4KOfVKh/5NlrEhHg8s7T0DHr3sOJVF+9vZdxsNSpVj87+kYf+E+4C76SxVIJIdZhxYoVmDhxIsaPH49WrVphw4YNsLe3x6ZNm555/apVq9CvXz/MnDkTLVu2xKJFi9CpUyesXbu2RvVa7HKe7H/T9rTQlG+my4CLn/wsblBm5ObJi3hQmAd7iWE3RpVLi6GU6cCrVdAaeZViIhymKUGBkoOSr/mYgNQb7vDOvWSAqKwb0+me2sy6upRSHlqtCjDS3yRfpoKy0DzGkwhJWVR+z8xEpplrWZmg43q0KP/9eXKnB7lcDrlcXuE1tVqN5ORkzJ07V/+aRCJBRESEfmeKJyUkJDw1iSoyMvKpzeCrxCzUtWvX/pf+0EEHHXTQQYfpHrdu3RL187K0tJR5eXkZ5N4cHR2fem3hwoVPxXDnzh0GgB0/frzC6zNnzmQhISHPjNvGxoZt3bq1wmvr1q1jDRo0qNH9W2yPkLt7+R45mZmZcHFxETka86ZUKuHn54dbt27RQpV1RG0pHGpLYVF7Cqe6bckYQ2FhoX7pGLEoFApkZGRArVYLXjZjDNwTa/Y92RskNotNhCSS8uFPLi4u9EctEFqxWzjUlsKhthQWtadwqtOWpvJFXaFQVFjmxtg8PDwglUqfuzPFkyrbhaKy6ytjNYOlCSGEEGKabG1t0blz5wo7U+h0OsTFxel3pnhSWFhYheuB8l0oKru+MhbbI0QIIYQQ8zFjxgyMHTsWwcHBCAkJwcqVK1FcXIzx48cDAMaMGQNfX18sXrwYADBt2jT06tULX375JQYMGICYmBicOnUKGzdurFG9FpsIyeVyLFy40OSeRZojakvhUFsKh9pSWNSewqG2rJ0RI0bg/v37WLBgAbKystChQwfExsbC09MTQPmY30fDXgCgW7du2Lp1Kz7++GPMmzcPzZo1w65du9CmTZsa1csxZiLz9gghhBBCjIzGCBFCCCHEalEiRAghhBCrRYkQIYQQQqwWJUKEEEIIsVqUCBFCCCHEallsIrRu3ToEBARAoVAgNDQUSUlJYodkUhYvXowuXbrAyckJDRo0wJAhQ5Cenl7hGpVKhalTp6JevXpwdHTE8OHDn1rFMzMzEwMGDIC9vT0aNGiAmTNnQqvVGvNWTM6SJUvAcRymT5+uf43asvru3LmDN954A/Xq1YOdnR3atm2LU6dO6c8zxrBgwQJ4e3vDzs4OERERuHLlSoUycnNzERUVBWdnZ7i6umLChAm13oDUXPE8j/nz5yMwMBB2dnZo0qQJFi1aVGGDT2rLyh05cgQDBw6Ej48POI57aiNPodru7Nmz6NGjBxQKBfz8/LBs2TJD3xp5Uo12JjMTMTExzNbWlm3atIlduHCBTZw4kbm6urLs7GyxQzMZkZGR7Pvvv2fnz59nqamp7OWXX2b+/v6sqKhIf83kyZOZn58fi4uLY6dOnWJdu3Zl3bp105/XarWsTZs2LCIigp0+fZrt3buXeXh4sLlz54pxSyYhKSmJBQQEsHbt2rFp06bpX6e2rJ7c3FzWqFEjNm7cOJaYmMiuX7/O/vjjD3b16lX9NUuWLGEuLi5s165d7MyZM2zQoEEsMDCQlZaW6q/p168fa9++PTtx4gT766+/WNOmTdmoUaPEuCXRfP7556xevXpsz549LCMjg+3YsYM5OjqyVatW6a+htqzc3r172UcffcR27tzJALBffvmlwnkh2q6goIB5enqyqKgodv78ebZt2zZmZ2fHvvnmG2PdJmGMWWQiFBISwqZOnar/N8/zzMfHhy1evFjEqExbTk4OA8D+/PNPxhhj+fn5zMbGhu3YsUN/TVpaGgPAEhISGGPlbxQSiYRlZWXpr1m/fj1zdnZmZWVlxr0BE1BYWMiaNWvGDhw4wHr16qVPhKgtq2/27NksPDy80vM6nY55eXmx5cuX61/Lz89ncrmcbdu2jTHG2MWLFxkAdvLkSf01+/btYxzHsTt37hgueBMzYMAA9uabb1Z4bdiwYSwqKooxRm1ZE08mQkK13ddff83c3Nwq/I3Pnj2btWjRwsB3RB5ncY/G1Go1kpOTERERoX9NIpEgIiICCQkJIkZm2goKCgAA7u7uAIDk5GRoNJoK7RgUFAR/f399OyYkJKBt27b6VT8BIDIyEkqlEhcuXDBi9KZh6tSpGDBgQIU2A6gta+LXX39FcHAwXn31VTRo0AAdO3bEt99+qz+fkZGBrKysCm3p4uKC0NDQCm3p6uqK4OBg/TURERGQSCRITEw03s2IrFu3boiLi8Ply5cBAGfOnMHRo0fRv39/ANSWdSFU2yUkJKBnz56wtbXVXxMZGYn09HTk5eUZ6W6IxW2x8eDBA/A8X+EDBQA8PT1x6dIlkaIybTqdDtOnT0f37t31S5NnZWXB1tYWrq6uFa719PREVlaW/ppntfOjc9YkJiYGKSkpOHny5FPnqC2r7/r161i/fj1mzJiBefPm4eTJk3jvvfdga2uLsWPH6tviWW31eFs2aNCgwnmZTAZ3d3erass5c+ZAqVQiKCgIUqkUPM/j888/R1RUFABQW9aBUG2XlZWFwMDAp8p4dM7Nzc0g8ZOKLC4RIjU3depUnD9/HkePHhU7FLN069YtTJs2DQcOHIBCoRA7HLOm0+kQHByMf/3rXwCAjh074vz589iwYQPGjh0rcnTmZfv27diyZQu2bt2K1q1bIzU1FdOnT4ePjw+1JSGPsbhHYx4eHpBKpU/NyMnOzoaXl5dIUZmu6Oho7NmzB4cPH0bDhg31r3t5eUGtViM/P7/C9Y+3o5eX1zPb+dE5a5GcnIycnBx06tQJMpkMMpkMf/75J1avXg2ZTAZPT09qy2ry9vZGq1atKrzWsmVLZGZmAvi7LZ739+3l5YWcnJwK57VaLXJzc62qLWfOnIk5c+Zg5MiRaNu2LUaPHo33339fv3M3tWXtCdV29HdvGiwuEbK1tUXnzp0RFxenf02n0yEuLg5hYWEiRmZaGGOIjo7GL7/8gkOHDj3VPdu5c2fY2NhUaMf09HRkZmbq2zEsLAznzp2r8Md+4MABODs7P/VhZsn69OmDc+fOITU1VX8EBwcjKipK/9/UltXTvXv3p5ZxuHz5Mho1agQACAwMhJeXV4W2VCqVSExMrNCW+fn5SE5O1l9z6NAh6HQ6hIaGGuEuTENJSUmFnboBQCqVQqfTAaC2rAuh2i4sLAxHjhyBRqPRX3PgwAG0aNGCHosZk9ijtQ0hJiaGyeVytnnzZnbx4kU2adIk5urqWmFGjrWbMmUKc3FxYfHx8ezevXv6o6SkRH/N5MmTmb+/Pzt06BA7deoUCwsLY2FhYfrzj6Z89+3bl6WmprLY2FhWv359q5vy/SyPzxpjjNqyupKSkphMJmOff/45u3LlCtuyZQuzt7dn//nPf/TXLFmyhLm6urLdu3ezs2fPssGDBz9z2nLHjh1ZYmIiO3r0KGvWrJlVTPl+3NixY5mvr69++vzOnTuZh4cHmzVrlv4aasvKFRYWstOnT7PTp08zAGzFihXs9OnT7ObNm4wxYdouPz+feXp6stGjR7Pz58+zmJgYZm9vT9PnjcwiEyHGGFuzZg3z9/dntra2LCQkhJ04cULskEwKgGce33//vf6a0tJS9s477zA3Nzdmb2/Phg4dyu7du1ehnBs3brD+/fszOzs75uHhwT744AOm0WiMfDem58lEiNqy+n777TfWpk0bJpfLWVBQENu4cWOF8zqdjs2fP595enoyuVzO+vTpw9LT0ytc8/DhQzZq1Cjm6OjInJ2d2fjx41lhYaExb0N0SqWSTZs2jfn7+zOFQsEaN27MPvroowpTtaktK3f48OFnvkeOHTuWMSZc2505c4aFh4czuVzOfH192ZIlS4x1i+R/OMYeW2aUEEIIIcSKWNwYIUIIIYSQ6qJEiBBCCCFWixIhQgghhFgtSoQIIYQQYrUoESKEEEKI1aJEiBBCCCFWixIhQgghhFgtSoQIIYQQYrUoESKEEEKI1aJEiBBCCCFWixIhQgghhFit/weLG6VuHnilUwAAAABJRU5ErkJggg==", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "sdata.pl.render_images(\"blobs\").pl.render_shapes(\"segmentation_masks\").pl.show()" ] @@ -945,7 +845,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "metadata": {}, "outputs": [], "source": [