diff --git a/.ipynb_checkpoints/init-checkpoint.sh b/.ipynb_checkpoints/init-checkpoint.sh
new file mode 100755
index 0000000000000000000000000000000000000000..f41e11bb128f137144e8103fc5261607713bdc23
--- /dev/null
+++ b/.ipynb_checkpoints/init-checkpoint.sh
@@ -0,0 +1,27 @@
+#!/bin/bash
+
+#auth.ini
+mkdir $HOME/.maap
+chmod 644 $HOME/.maap
+touch $HOME/.maap/auth.ini
+echo "[auth]" > $HOME/.maap/auth.ini
+echo "email = $1" >> $HOME/.maap/auth.ini
+echo "password = $2" >> $HOME/.maap/auth.ini
+echo "user_id = $3" >> $HOME/.maap/auth.ini
+
+#maap.ini
+touch $HOME/.maap/maap.ini
+echo "[maap]" > $HOME/.maap/maap.ini
+echo "copa_backend_url = https://gravitee-gateway.${MAAP_ENV_TYPE,,}.esa-maap.org/" >> $HOME/.maap/maap.ini
+echo "url_token = https://iam.${MAAP_ENV_TYPE,,}.esa-maap.org/oxauth/restv1/token" >> $HOME/.maap/maap.ini
+echo "client_id = $CLIENT_ID"  >> $HOME/.maap/maap.ini
+echo "url_gravitee_s3 = https://gravitee-gateway.${MAAP_ENV_TYPE,,}.esa-maap.org/s3/" >> $HOME/.maap/maap.ini
+
+#edav.ini
+touch $HOME/.maap/edav.ini
+echo "[edav]" > $HOME/.maap/edav.ini
+echo "user_data_ingestion_url = https://edav-das-vap.${MAAP_ENV_TYPE,,}.esa-maap.org/loader/upload.json" >> $HOME/.maap/edav.ini
+echo "user_data_remote_s3_path = maap-scientific-data/shared" >> $HOME/.maap/edav.ini
+echo "user_data_local_s3_mount = /projects/s3-drive/user-data" >> $HOME/.maap/edav.ini
+echo "user_data_upload_location = edav" >> $HOME/.maap/edav.ini
+echo "edav_das_url = https://edav-das.${MAAP_ENV_TYPE,,}.esa-maap.org" >> $HOME/.maap/edav.ini
\ No newline at end of file
diff --git a/.ipynb_checkpoints/visualisation-checkpoint.ipynb b/.ipynb_checkpoints/visualisation-checkpoint.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..cddeb3c91faa1c18ef16bdded3cba5ffcfc2879a
--- /dev/null
+++ b/.ipynb_checkpoints/visualisation-checkpoint.ipynb
@@ -0,0 +1,59 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "10dc0d60-e08e-4315-b8ac-d7adbbf1e7b6",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "        <iframe\n",
+       "            width=\"100%\"\n",
+       "            height=\"1000px\"\n",
+       "            src=\"https://edav-ui.val.esa-maap.org/\"\n",
+       "            frameborder=\"0\"\n",
+       "            allowfullscreen\n",
+       "            \n",
+       "        ></iframe>\n",
+       "        "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.IFrame at 0x7f46b8650fd0>"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from IPython.display import IFrame\n",
+    "IFrame(src=\"https://edav-ui.val.esa-maap.org/\", width='100%', height='1000px')"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.7.4"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/common/owslib/.ipynb_checkpoints/__init__-checkpoint.py b/common/owslib/.ipynb_checkpoints/__init__-checkpoint.py
new file mode 100644
index 0000000000000000000000000000000000000000..5ec52a922cc438c36ca6c162c1166565c71e6ea0
--- /dev/null
+++ b/common/owslib/.ipynb_checkpoints/__init__-checkpoint.py
@@ -0,0 +1 @@
+__version__ = '0.18.0'
diff --git a/common/owslib/__pycache__/__init__.cpython-37.pyc b/common/owslib/__pycache__/__init__.cpython-37.pyc
index dcbb29f99edf874f9c9dc075be763831b94d209d..f8bc91a8f0bc9f13784cad4a355072226486fb36 100644
Binary files a/common/owslib/__pycache__/__init__.cpython-37.pyc and b/common/owslib/__pycache__/__init__.cpython-37.pyc differ
diff --git a/common/owslib/__pycache__/crs.cpython-37.pyc b/common/owslib/__pycache__/crs.cpython-37.pyc
index 1c0f568cfafa9292b3602bfec9aaa7934b5d5d66..21289de61fc445964d85d4fb27fdf7633d70fa8a 100644
Binary files a/common/owslib/__pycache__/crs.cpython-37.pyc and b/common/owslib/__pycache__/crs.cpython-37.pyc differ
diff --git a/common/owslib/__pycache__/etree.cpython-37.pyc b/common/owslib/__pycache__/etree.cpython-37.pyc
index 9a863832ff1fde4003f2a00682a73524d374a6bd..dd8b86f8f522cac9c9995f92add9ec69b8a4dbaa 100644
Binary files a/common/owslib/__pycache__/etree.cpython-37.pyc and b/common/owslib/__pycache__/etree.cpython-37.pyc differ
diff --git a/common/owslib/__pycache__/namespaces.cpython-37.pyc b/common/owslib/__pycache__/namespaces.cpython-37.pyc
index 9f1a12c56094f0d1b76ca554a827dda96fe580e7..bf8e469f709e4f4b5166fea2284532948d6d70ab 100644
Binary files a/common/owslib/__pycache__/namespaces.cpython-37.pyc and b/common/owslib/__pycache__/namespaces.cpython-37.pyc differ
diff --git a/common/owslib/__pycache__/ows.cpython-37.pyc b/common/owslib/__pycache__/ows.cpython-37.pyc
index f1fb6d59cc7c225893f689cf956bca1f7d40584e..9ffdb95a7e59373611fbc98b6b56fc822197dd49 100644
Binary files a/common/owslib/__pycache__/ows.cpython-37.pyc and b/common/owslib/__pycache__/ows.cpython-37.pyc differ
diff --git a/common/owslib/__pycache__/util.cpython-37.pyc b/common/owslib/__pycache__/util.cpython-37.pyc
index 09280e52b73030808a0cd0701688dd2cb5ead795..076638899cd777e361c5b3721c4287baa5a224e6 100644
Binary files a/common/owslib/__pycache__/util.cpython-37.pyc and b/common/owslib/__pycache__/util.cpython-37.pyc differ
diff --git a/common/owslib/__pycache__/wps.cpython-37.pyc b/common/owslib/__pycache__/wps.cpython-37.pyc
index c216d89a53a3553de9323cfe7e6099b316276fc8..4f02ae7929b12e69c97e620e337f12591e286fb4 100644
Binary files a/common/owslib/__pycache__/wps.cpython-37.pyc and b/common/owslib/__pycache__/wps.cpython-37.pyc differ
diff --git a/compute_ratio/.ipynb_checkpoints/Compute_Ratio-checkpoint.ipynb b/compute_ratio/.ipynb_checkpoints/Compute_Ratio-checkpoint.ipynb
index 75a492d912e4ec94001fdcd61cefc39957adaee0..1f48c56911a26d3b9134e9719d9c744cd72add31 100644
--- a/compute_ratio/.ipynb_checkpoints/Compute_Ratio-checkpoint.ipynb
+++ b/compute_ratio/.ipynb_checkpoints/Compute_Ratio-checkpoint.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "fe47c586",
+   "id": "70c45879",
    "metadata": {},
    "source": [
     "# Compute Ratio VH/VV"
@@ -10,7 +10,21 @@
   },
   {
    "cell_type": "markdown",
-   "id": "abd14677",
+   "id": "e1230cc9",
+   "metadata": {},
+   "source": [
+    "## Prerequisites:\n",
+    "\n",
+    "Run the following command in a terminal before launching the notebook:\n",
+    "\n",
+    "`conda install -y --freeze-installed --file requirements.txt`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2a934e4e",
    "metadata": {},
    "source": [
     "Import python package :"
@@ -19,7 +33,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "3ef88e65",
+   "id": "53ac6164",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -35,14 +49,14 @@
     "    import rasterio\n",
     "except :\n",
     "    #if the commande below not working execute it in a terminal and relaucn the notebook\n",
-    "    !conda install -y -c conda-forge rasterio\n",
+    "    !conda install --freeze-installed rasterio\n",
     "    import rasterio"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "883d5274",
+   "id": "2432ecb5",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -61,7 +75,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "de0ed219",
+   "id": "b49a0b92",
    "metadata": {},
    "source": [
     "### 1) Download product from s3"
@@ -69,7 +83,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "198ac9a7",
+   "id": "4bcdbf90",
    "metadata": {},
    "source": [
     "S3 access is available with maap-s3.py  \n",
@@ -79,7 +93,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "d63df208",
+   "id": "4e5a234d",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -88,7 +102,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "f971b26d",
+   "id": "7519d1d7",
    "metadata": {},
    "source": [
     "Login the user"
@@ -97,7 +111,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "fcf43b44",
+   "id": "25dbfbf9",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -106,7 +120,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "4a6e94d5",
+   "id": "caf296b5",
    "metadata": {},
    "source": [
     "List of all Biosar1 products available from S3"
@@ -115,7 +129,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "5d5d2528",
+   "id": "44223446",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -124,7 +138,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "506c130c",
+   "id": "91537585",
    "metadata": {},
    "source": [
     "The download option allows you to get the product in an output directory.   \n",
@@ -134,7 +148,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "c16d4cda",
+   "id": "d727dc12",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -155,7 +169,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "00c0e90e",
+   "id": "e8ec0c37",
    "metadata": {},
    "source": [
     "### 2) Compute Ratio "
@@ -164,7 +178,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "2816cc5e",
+   "id": "7745f79a",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -175,7 +189,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "0ec33bdf",
+   "id": "faf414b2",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -192,7 +206,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "33857829",
+   "id": "45063269",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -209,7 +223,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "2f3143c4",
+   "id": "bbe9ee8d",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -226,7 +240,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "3d05ea63",
+   "id": "ede7b34b",
    "metadata": {},
    "source": [
     "### 3) Save Ratio as Geotiff product"
@@ -235,7 +249,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "510a9fa4",
+   "id": "225177ba",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -257,7 +271,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "01a9121a",
+   "id": "63a362f1",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -273,7 +287,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "9b849778",
+   "id": "8a405d71",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -285,7 +299,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "3c4d77db",
+   "id": "fa282bbc",
    "metadata": {},
    "source": [
     "### 4) Upload ratio.tiff to S3"
@@ -293,7 +307,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "dcbee7ea",
+   "id": "2bb99605",
    "metadata": {},
    "source": [
     "The Upload option allows you to get the product to S3 "
@@ -302,7 +316,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "fd18abd6",
+   "id": "b5228748",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -312,7 +326,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "855c5763",
+   "id": "4427d990",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -321,7 +335,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "0d54369a",
+   "id": "e4ae8124",
    "metadata": {},
    "source": [
     "### 5) Ingest ratio.tiff to EDAV"
@@ -330,7 +344,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "51983274",
+   "id": "77fac193",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -367,7 +381,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "9c0dd369",
+   "id": "28168013",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -389,7 +403,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/compute_ratio/.ipynb_checkpoints/requirements-checkpoint.txt b/compute_ratio/.ipynb_checkpoints/requirements-checkpoint.txt
new file mode 100644
index 0000000000000000000000000000000000000000..7dbb5588309e8e3f50d4bf6dc1633d4478d9a530
--- /dev/null
+++ b/compute_ratio/.ipynb_checkpoints/requirements-checkpoint.txt
@@ -0,0 +1 @@
+rasterio
\ No newline at end of file
diff --git a/compute_ratio/Compute_Ratio.ipynb b/compute_ratio/Compute_Ratio.ipynb
index 75a492d912e4ec94001fdcd61cefc39957adaee0..1f48c56911a26d3b9134e9719d9c744cd72add31 100644
--- a/compute_ratio/Compute_Ratio.ipynb
+++ b/compute_ratio/Compute_Ratio.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "fe47c586",
+   "id": "70c45879",
    "metadata": {},
    "source": [
     "# Compute Ratio VH/VV"
@@ -10,7 +10,21 @@
   },
   {
    "cell_type": "markdown",
-   "id": "abd14677",
+   "id": "e1230cc9",
+   "metadata": {},
+   "source": [
+    "## Prerequisites:\n",
+    "\n",
+    "Run the following command in a terminal before launching the notebook:\n",
+    "\n",
+    "`conda install -y --freeze-installed --file requirements.txt`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2a934e4e",
    "metadata": {},
    "source": [
     "Import python package :"
@@ -19,7 +33,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "3ef88e65",
+   "id": "53ac6164",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -35,14 +49,14 @@
     "    import rasterio\n",
     "except :\n",
     "    #if the commande below not working execute it in a terminal and relaucn the notebook\n",
-    "    !conda install -y -c conda-forge rasterio\n",
+    "    !conda install --freeze-installed rasterio\n",
     "    import rasterio"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "883d5274",
+   "id": "2432ecb5",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -61,7 +75,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "de0ed219",
+   "id": "b49a0b92",
    "metadata": {},
    "source": [
     "### 1) Download product from s3"
@@ -69,7 +83,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "198ac9a7",
+   "id": "4bcdbf90",
    "metadata": {},
    "source": [
     "S3 access is available with maap-s3.py  \n",
@@ -79,7 +93,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "d63df208",
+   "id": "4e5a234d",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -88,7 +102,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "f971b26d",
+   "id": "7519d1d7",
    "metadata": {},
    "source": [
     "Login the user"
@@ -97,7 +111,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "fcf43b44",
+   "id": "25dbfbf9",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -106,7 +120,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "4a6e94d5",
+   "id": "caf296b5",
    "metadata": {},
    "source": [
     "List of all Biosar1 products available from S3"
@@ -115,7 +129,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "5d5d2528",
+   "id": "44223446",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -124,7 +138,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "506c130c",
+   "id": "91537585",
    "metadata": {},
    "source": [
     "The download option allows you to get the product in an output directory.   \n",
@@ -134,7 +148,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "c16d4cda",
+   "id": "d727dc12",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -155,7 +169,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "00c0e90e",
+   "id": "e8ec0c37",
    "metadata": {},
    "source": [
     "### 2) Compute Ratio "
@@ -164,7 +178,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "2816cc5e",
+   "id": "7745f79a",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -175,7 +189,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "0ec33bdf",
+   "id": "faf414b2",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -192,7 +206,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "33857829",
+   "id": "45063269",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -209,7 +223,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "2f3143c4",
+   "id": "bbe9ee8d",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -226,7 +240,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "3d05ea63",
+   "id": "ede7b34b",
    "metadata": {},
    "source": [
     "### 3) Save Ratio as Geotiff product"
@@ -235,7 +249,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "510a9fa4",
+   "id": "225177ba",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -257,7 +271,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "01a9121a",
+   "id": "63a362f1",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -273,7 +287,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "9b849778",
+   "id": "8a405d71",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -285,7 +299,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "3c4d77db",
+   "id": "fa282bbc",
    "metadata": {},
    "source": [
     "### 4) Upload ratio.tiff to S3"
@@ -293,7 +307,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "dcbee7ea",
+   "id": "2bb99605",
    "metadata": {},
    "source": [
     "The Upload option allows you to get the product to S3 "
@@ -302,7 +316,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "fd18abd6",
+   "id": "b5228748",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -312,7 +326,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "855c5763",
+   "id": "4427d990",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -321,7 +335,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "0d54369a",
+   "id": "e4ae8124",
    "metadata": {},
    "source": [
     "### 5) Ingest ratio.tiff to EDAV"
@@ -330,7 +344,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "51983274",
+   "id": "77fac193",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -367,7 +381,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "9c0dd369",
+   "id": "28168013",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -389,7 +403,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/compute_ratio/requirements.txt b/compute_ratio/requirements.txt
new file mode 100644
index 0000000000000000000000000000000000000000..7dbb5588309e8e3f50d4bf6dc1633d4478d9a530
--- /dev/null
+++ b/compute_ratio/requirements.txt
@@ -0,0 +1 @@
+rasterio
\ No newline at end of file
diff --git a/edav/.ipynb_checkpoints/FOS-data-access-example-checkpoint.ipynb b/edav/.ipynb_checkpoints/FOS-data-access-example-checkpoint.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..9104cdcf1fdc683d266748967b72be416c2e47ba
--- /dev/null
+++ b/edav/.ipynb_checkpoints/FOS-data-access-example-checkpoint.ipynb
@@ -0,0 +1,156 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import requests\n",
+    "import json\n",
+    "import configparser\n",
+    "import os\n",
+    "\n",
+    "config = configparser.ConfigParser()\n",
+    "config.read('/projects/.maap/edav.ini')\n",
+    "\n",
+    "edav_das_url = config['edav']['edav_das_url']"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# GET Dataset Information\n",
+    "\n",
+    "The following command shows how to retrieve from the ESA MAAP das service the metadata of FOS dataset, such as description, temporal extent, spatial coverage and so on."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "url = edav_das_url+\"/opensearch/datasets?datasetId=FOS\"\n",
+    "r = requests.get(url)\n",
+    "r.json()[\"features\"][0]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Get Records\n",
+    "\n",
+    "The following command shows how to retrieve from the ESA MAAP das service the list of FOS subDatasets including metadata. Being a paginated result, the command shows how to handle the retrival of a number of pages equal to **pages**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "url = edav_das_url+\"/opensearch/search?datasetId=FOS\"\n",
+    "r = requests.get(url)\n",
+    "\n",
+    "results=[]\n",
+    "if len(r.json()[\"features\"]) > 0:\n",
+    "    results.extend(r.json()[\"features\"])\n",
+    "else:\n",
+    "    print(\"No records found\")\n",
+    "\n",
+    "pages=0\n",
+    "while len(r.json()[\"features\"]) > 0 and pages==2:\n",
+    "    r = requests.get(r.json()[\"properties\"][\"links\"][1][\"next\"])\n",
+    "    results.extend(r.json()[\"features\"])\n",
+    "    pages+=1\n",
+    "\n",
+    "for res in results:\n",
+    "    print(res)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Filter records with a specific subDatasetId\n",
+    "\n",
+    "The following command shows how to retrieve from the ESA MAAP das service the dataset/subDataset of interest, i.e. **number of records= 1014**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "url = edav_das_url+\"/opensearch/search?datasetId=FOS&subDatasetId=AGB_Local_HD_97_5_Percent_Quantil\"\n",
+    "r = requests.get(url)\n",
+    "print(\"Number of records: %d\"%(r.json()[\"properties\"][\"totalResults\"]))\n",
+    "r.json()[\"features\"]\n",
+    "for res in r.json()[\"features\"]:\n",
+    "    print(res)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Filter records with a geometry\n",
+    "\n",
+    "The following command shows how to retrieve from the ESA MAAP das service the dataset/subDataset of interest over an area of interest, i.e. **number of records= 24**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "min_lon=12.659379394795842\n",
+    "max_lon=12.763663681294867\n",
+    "min_lat=3.317562241422408\n",
+    "max_lat=3.3688016409270745\n",
+    "geom={\"type\":\"Polygon\",\"coordinates\":[[[min_lon,max_lat],[min_lon,min_lat],[max_lon,min_lat],[max_lon,max_lat],[min_lon,max_lat]]]}\n",
+    "url = edav_das_url+'/opensearch/search?datasetId=FOS&subDatasetId=AGB_Local_HD_97_5_Percent_Quantil&geometry='+json.dumps(geom)\n",
+    "r = requests.get(url)\n",
+    "print(\"Number of records: %d\"%(r.json()[\"properties\"][\"totalResults\"]))\n",
+    "if len(r.json()[\"features\"])>0:\n",
+    "    for fea in r.json()[\"features\"]:\n",
+    "        print(fea)\n",
+    "else:\n",
+    "    print(\"No records in this area\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.7.4"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/edav/.ipynb_checkpoints/edav_example_of_data_access_v0.1.1-checkpoint.ipynb b/edav/.ipynb_checkpoints/edav_example_of_data_access_v0.1.1-checkpoint.ipynb
index 6405eaa8d5c1eb74a756133f0b35b1290990e837..0dc41e0e9fbbf281631dc6d100f7250373a4b5c4 100644
--- a/edav/.ipynb_checkpoints/edav_example_of_data_access_v0.1.1-checkpoint.ipynb
+++ b/edav/.ipynb_checkpoints/edav_example_of_data_access_v0.1.1-checkpoint.ipynb
@@ -429,9 +429,9 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3 (ipykernel)",
+   "display_name": "Maap",
    "language": "python",
-   "name": "python3"
+   "name": "maap"
   },
   "language_info": {
    "codemirror_mode": {
@@ -443,7 +443,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/edav/.ipynb_checkpoints/edav_make_subset_from_catalog_data-checkpoint.ipynb b/edav/.ipynb_checkpoints/edav_make_subset_from_catalog_data-checkpoint.ipynb
index ab2e5545e9b391b023bc67eb136c77792c2d0766..bce99e9468023586ad11a9994b44b559f692aecb 100644
--- a/edav/.ipynb_checkpoints/edav_make_subset_from_catalog_data-checkpoint.ipynb
+++ b/edav/.ipynb_checkpoints/edav_make_subset_from_catalog_data-checkpoint.ipynb
@@ -2152,7 +2152,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/edav/.ipynb_checkpoints/requirements-checkpoint.txt b/edav/.ipynb_checkpoints/requirements-checkpoint.txt
index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..e6919f0a6a7875219213b8730ac091cd30ab56cb 100644
--- a/edav/.ipynb_checkpoints/requirements-checkpoint.txt
+++ b/edav/.ipynb_checkpoints/requirements-checkpoint.txt
@@ -0,0 +1,2 @@
+rasterio
+ipywidgets
\ No newline at end of file
diff --git a/edav/.ipynb_checkpoints/user-data-ingest-from-module-checkpoint.ipynb b/edav/.ipynb_checkpoints/user-data-ingest-from-module-checkpoint.ipynb
index 228e0888aeebd8f6ab67c0bb73b7fe58e153604e..9ad832da886b475f1ac4a8bfa1ecdcdf371de7fa 100644
--- a/edav/.ipynb_checkpoints/user-data-ingest-from-module-checkpoint.ipynb
+++ b/edav/.ipynb_checkpoints/user-data-ingest-from-module-checkpoint.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "b5ca245d",
+   "id": "274d3cb3",
    "metadata": {},
    "source": [
     "<h1>Sample user data ingestion notebook</h1>"
@@ -10,7 +10,21 @@
   },
   {
    "cell_type": "markdown",
-   "id": "4c5474db",
+   "id": "7d3563ed",
+   "metadata": {},
+   "source": [
+    "## Prerequisite:\n",
+    "Run the following commands in a terminal before launching the notebook:\n",
+    "\n",
+    "- `conda install -y --freeze-installed --file requirements.txt`\n",
+    "- `jupyter labextension install @jupyter-widgets/jupyterlab-manager`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bd70fed3",
    "metadata": {},
    "source": [
     "As a first step add the ingestion module location to path. In the future the ingestion module could be automatically put in the python module path."
@@ -19,7 +33,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "8ee3ec65",
+   "id": "5108fde1",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -30,23 +44,17 @@
   },
   {
    "cell_type": "markdown",
-   "id": "41248ef5",
+   "id": "b0a1cf87",
    "metadata": {},
    "source": [
     "Then import the product ingestion utils from the edav_ingest module. The module uses the configuration information set in `/projects/.maap/edav.ini`.\n",
     "\n",
-    "It depends on rasterio and ipywidgets libraries that are currently not available in the conda environment. To prepare the environment the following commands were run before importing the script (please refresh your page after having installed these libraries):\n",
-    "\n",
-    "`conda install --freeze-installed rasterio`\n",
-    "\n",
-    "`conda install --freeze-installed ipywidgets`\n",
-    "\n",
-    "`jupyter labextension install @jupyter-widgets/jupyterlab-manager`"
+    "It depends on rasterio and ipywidgets libraries that are currently not available in the conda environment. But these librairies are installed when running the prerequisite commands (see the first cell of the notebook and please don't forget to refresh your notebook after installing the librairies)."
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "ce918ad1",
+   "id": "532ace4d",
    "metadata": {},
    "source": [
     "<h3>Local file ingestion</h3>\n",
@@ -57,7 +65,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "ad6efc50",
+   "id": "1974e1ec",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -68,7 +76,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "a578afa0",
+   "id": "c4175c87",
    "metadata": {},
    "source": [
     "<h3>Remote file ingestion</h3>\n",
@@ -79,7 +87,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "4b9bbff8",
+   "id": "cfe67b2e",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -91,7 +99,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "fb5a777e",
+   "id": "3e3009e5",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -113,7 +121,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/edav/edav_example_of_data_access_v0.1.1.ipynb b/edav/edav_example_of_data_access_v0.1.1.ipynb
index 6405eaa8d5c1eb74a756133f0b35b1290990e837..0dc41e0e9fbbf281631dc6d100f7250373a4b5c4 100644
--- a/edav/edav_example_of_data_access_v0.1.1.ipynb
+++ b/edav/edav_example_of_data_access_v0.1.1.ipynb
@@ -429,9 +429,9 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3 (ipykernel)",
+   "display_name": "Maap",
    "language": "python",
-   "name": "python3"
+   "name": "maap"
   },
   "language_info": {
    "codemirror_mode": {
@@ -443,7 +443,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/edav/edav_make_subset_from_catalog_data.ipynb b/edav/edav_make_subset_from_catalog_data.ipynb
index ab2e5545e9b391b023bc67eb136c77792c2d0766..bce99e9468023586ad11a9994b44b559f692aecb 100644
--- a/edav/edav_make_subset_from_catalog_data.ipynb
+++ b/edav/edav_make_subset_from_catalog_data.ipynb
@@ -2152,7 +2152,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/edav/requirements.txt b/edav/requirements.txt
index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..e6919f0a6a7875219213b8730ac091cd30ab56cb 100644
--- a/edav/requirements.txt
+++ b/edav/requirements.txt
@@ -0,0 +1,2 @@
+rasterio
+ipywidgets
\ No newline at end of file
diff --git a/edav/user-data-ingest-from-module.ipynb b/edav/user-data-ingest-from-module.ipynb
index 228e0888aeebd8f6ab67c0bb73b7fe58e153604e..9ad832da886b475f1ac4a8bfa1ecdcdf371de7fa 100644
--- a/edav/user-data-ingest-from-module.ipynb
+++ b/edav/user-data-ingest-from-module.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "b5ca245d",
+   "id": "274d3cb3",
    "metadata": {},
    "source": [
     "<h1>Sample user data ingestion notebook</h1>"
@@ -10,7 +10,21 @@
   },
   {
    "cell_type": "markdown",
-   "id": "4c5474db",
+   "id": "7d3563ed",
+   "metadata": {},
+   "source": [
+    "## Prerequisite:\n",
+    "Run the following commands in a terminal before launching the notebook:\n",
+    "\n",
+    "- `conda install -y --freeze-installed --file requirements.txt`\n",
+    "- `jupyter labextension install @jupyter-widgets/jupyterlab-manager`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bd70fed3",
    "metadata": {},
    "source": [
     "As a first step add the ingestion module location to path. In the future the ingestion module could be automatically put in the python module path."
@@ -19,7 +33,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "8ee3ec65",
+   "id": "5108fde1",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -30,23 +44,17 @@
   },
   {
    "cell_type": "markdown",
-   "id": "41248ef5",
+   "id": "b0a1cf87",
    "metadata": {},
    "source": [
     "Then import the product ingestion utils from the edav_ingest module. The module uses the configuration information set in `/projects/.maap/edav.ini`.\n",
     "\n",
-    "It depends on rasterio and ipywidgets libraries that are currently not available in the conda environment. To prepare the environment the following commands were run before importing the script (please refresh your page after having installed these libraries):\n",
-    "\n",
-    "`conda install --freeze-installed rasterio`\n",
-    "\n",
-    "`conda install --freeze-installed ipywidgets`\n",
-    "\n",
-    "`jupyter labextension install @jupyter-widgets/jupyterlab-manager`"
+    "It depends on rasterio and ipywidgets libraries that are currently not available in the conda environment. But these librairies are installed when running the prerequisite commands (see the first cell of the notebook and please don't forget to refresh your notebook after installing the librairies)."
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "ce918ad1",
+   "id": "532ace4d",
    "metadata": {},
    "source": [
     "<h3>Local file ingestion</h3>\n",
@@ -57,7 +65,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "ad6efc50",
+   "id": "1974e1ec",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -68,7 +76,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "a578afa0",
+   "id": "c4175c87",
    "metadata": {},
    "source": [
     "<h3>Remote file ingestion</h3>\n",
@@ -79,7 +87,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "4b9bbff8",
+   "id": "cfe67b2e",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -91,7 +99,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "fb5a777e",
+   "id": "3e3009e5",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -113,7 +121,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/edav/user-data-ingest-scripts/__pycache__/edav_form.cpython-37.pyc b/edav/user-data-ingest-scripts/__pycache__/edav_form.cpython-37.pyc
index 4de150d2fd54cfeecf2e1bc7aed9d4c977758932..0b447f3c8c94437160a80f160f5b94628ba4214b 100644
Binary files a/edav/user-data-ingest-scripts/__pycache__/edav_form.cpython-37.pyc and b/edav/user-data-ingest-scripts/__pycache__/edav_form.cpython-37.pyc differ
diff --git a/edav/user-data-ingest-scripts/__pycache__/edav_ingest.cpython-37.pyc b/edav/user-data-ingest-scripts/__pycache__/edav_ingest.cpython-37.pyc
index 14784db28c2ad3b7e96a29d05320cd5a26254626..48ca1e5015b0065e5a25e7463c8dd14549367fb9 100644
Binary files a/edav/user-data-ingest-scripts/__pycache__/edav_ingest.cpython-37.pyc and b/edav/user-data-ingest-scripts/__pycache__/edav_ingest.cpython-37.pyc differ
diff --git a/edav/user-data-ingest-scripts/__pycache__/edav_raster_utils.cpython-37.pyc b/edav/user-data-ingest-scripts/__pycache__/edav_raster_utils.cpython-37.pyc
index c069341dc4cf9503b3b56414a42f1523abce7dd2..0a89a3c6c665cefe6ae59eddf11d3496262faa6c 100644
Binary files a/edav/user-data-ingest-scripts/__pycache__/edav_raster_utils.cpython-37.pyc and b/edav/user-data-ingest-scripts/__pycache__/edav_raster_utils.cpython-37.pyc differ
diff --git a/edav/user-data-ingest-scripts/__pycache__/edav_s3_utils.cpython-37.pyc b/edav/user-data-ingest-scripts/__pycache__/edav_s3_utils.cpython-37.pyc
index 108448b444de66767739d6c7db0c74b1caab7806..6f7e2ec24e4c54b71eaa1d065074f929759d507e 100644
Binary files a/edav/user-data-ingest-scripts/__pycache__/edav_s3_utils.cpython-37.pyc and b/edav/user-data-ingest-scripts/__pycache__/edav_s3_utils.cpython-37.pyc differ
diff --git a/maap-s3/.ipynb_checkpoints/maap-s3-checkpoint.ipynb b/maap-s3/.ipynb_checkpoints/maap-s3-checkpoint.ipynb
index d61b6be2bd6ea86ddc325bb5af2c40557a7d1b80..01278af256122a979fdae6519c842cc61adf81e8 100644
--- a/maap-s3/.ipynb_checkpoints/maap-s3-checkpoint.ipynb
+++ b/maap-s3/.ipynb_checkpoints/maap-s3-checkpoint.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "4cbed677",
+   "id": "289db571",
    "metadata": {},
    "source": [
     "<h1>Example of data access using Maap s3 scripts</h1>\n",
@@ -12,21 +12,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 44,
-   "id": "5feb3368",
+   "execution_count": null,
+   "id": "9cf3c5e7",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "'algodeveloper1@free.frtest'"
-      ]
-     },
-     "execution_count": 44,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "#### Import libraries\n",
     "import configparser\n",
@@ -47,7 +36,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "f9f6ee89",
+   "id": "a866ecc0",
    "metadata": {},
    "source": [
     "<h1><b>1- Check list of APIs available</b></h1>"
@@ -55,33 +44,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 40,
-   "id": "2f8652b8",
+   "execution_count": null,
+   "id": "0d83a3f5",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Usage: [option...] {upload|download|list|delete|refresh|resume}\n",
-      "upload     myFile.tiff locally          path/myFile.tiff in the S3    Upload data in the S3\n",
-      "download   myFileName.tiff              path/in/S3/file.tiff          Download a data from the S3\n",
-      "list       folder/path                                                List data in a subfolder\n",
-      "delete     path/in/S3/file.tiff                                       Delete an existing data on S3\n",
-      "refresh                                                               Refresh credentials and password\n",
-      "token      email                        password                      Return a bearer token\n",
-      "login      email                        password                      Return a bearer token\n",
-      "resume                                                                Resume last interrupted multipart upload\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!maap-s3.py help"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "82276918",
+   "id": "4257eccb",
    "metadata": {},
    "source": [
     "<h1><b>2 - Login</b> </h1>\n",
@@ -91,30 +64,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 43,
-   "id": "c2f5b299",
+   "execution_count": null,
+   "id": "957bccd7",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[INFO] Get an existing or fresh token\n",
-      "[INFO] Start retrieving token for authent\n",
-      "https://iam.val.esa-maap.org/oxauth/restv1/token\n",
-      "97262f0b-d3ca-4492-bcf8-9a0e12bdede8\n",
-      "<Response [200]>\n",
-      "[INFO] Token saved for one hour and ready to be used ffba04c5-4446-4dce-9905-1d94573cfcc9\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!maap-s3.py login $EMAIL $PASSWORD"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "18db9b6f",
+   "id": "60919986",
    "metadata": {},
    "source": [
     "<h1><b>3 - Upload data</b></h1>\n",
@@ -123,8 +83,8 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
-   "id": "1a8d4b2f",
+   "execution_count": null,
+   "id": "40a05b1c",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -133,7 +93,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "17f15ec3",
+   "id": "ee090e00",
    "metadata": {},
    "source": [
     "<h3>&nbsp;3.2 We list the destination folder</h3>\n",
@@ -142,30 +102,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
-   "id": "b0046d30",
+   "execution_count": null,
+   "id": "59842b4c",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[INFO]: Start finding data in path : maap-scientific-data/shared/algodeveloper1/demo\n",
-      "[INFO] Get an existing or fresh token\n",
-      "[INFO] Personal user info is find\n",
-      "[INFO] Token is still valid\n",
-      "[INFO] Result list:\n",
-      "[INFO] No data found\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!maap-s3.py list 'maap-scientific-data/shared/algodeveloper1/demo'"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "a88f5e2f",
+   "id": "4a89fc6e",
    "metadata": {},
    "source": [
     "\n",
@@ -177,34 +124,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
-   "id": "2ea5f970",
+   "execution_count": null,
+   "id": "17c3b0c1",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[INFO] Source file is :  /projects/demo-scripts/maap-s3/test_upload.txt\n",
-      "[INFO] Destination file is :  maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt\n",
-      "[INFO] Get an existing or fresh token\n",
-      "[INFO] Personal user info is find\n",
-      "[INFO] Token is still valid\n",
-      "Size 0\n",
-      "[INFO] Starting retrieving the presigned url for the creation of the file with token 2cddb229-160b-46ef-ac26-841e1896f8c8\n",
-      "[INFO] Location is https://maap-scientific-data.oss.eu-west-0.prod-cloud-ocb.orange-business.com:443/shared/algodeveloper1/demo/test_upload.txt?AWSAccessKeyId=O2WPRORAGHXKBLCB6BY6&Expires=1638212020&Signature=%2BB7KsN1Co7gDmZ2mTsRJsL0EbCU%3D\n",
-      "[INFO] Start uploading the file\n",
-      "<Response [200]>\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!maap-s3.py upload /projects/demo-scripts/maap-s3/test_upload.txt maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "1ed90680",
+   "id": "ee594a76",
    "metadata": {},
    "source": [
     "<h3>&nbsp;3.4 We list the destination folder to check</h3>\n",
@@ -213,31 +143,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
-   "id": "e3ea2f30",
+   "execution_count": null,
+   "id": "696b7f35",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[INFO]: Start finding data in path : maap-scientific-data/shared/algodeveloper1/demo\n",
-      "[INFO] Get an existing or fresh token\n",
-      "[INFO] Personal user info is find\n",
-      "[INFO] Token is still valid\n",
-      "[INFO] Result list:\n",
-      "maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt\n",
-      "\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!maap-s3.py list 'maap-scientific-data/shared/algodeveloper1/demo'"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "4af780d4",
+   "id": "8eddaae1",
    "metadata": {},
    "source": [
     "<h1><b>4 - Download the data</b></h1>\n",
@@ -246,8 +162,8 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
-   "id": "d2c00193",
+   "execution_count": null,
+   "id": "0bf7259a",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -256,30 +172,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
-   "id": "e5c220bb",
+   "execution_count": null,
+   "id": "807cba9d",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[INFO] path file is :  maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt\n",
-      "[INFO] Get an existing or fresh token\n",
-      "[INFO] Personal user info is find\n",
-      "[INFO] Token is still valid\n",
-      "[INFO] we are about to download the data\n",
-      "[INFO] Download finished\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!maap-s3.py download maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt /projects/demo-scripts/maap-s3/test_upload.txt"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "c0478154",
+   "id": "46be3ffc",
    "metadata": {},
    "source": [
     "<h1><b>5 - delete the data</b></h1>\n",
@@ -289,24 +192,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
-   "id": "2c8b49db",
+   "execution_count": null,
+   "id": "6feafc27",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[INFO] Destination file is :  maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt\n",
-      "[INFO] Get an existing or fresh token\n",
-      "[INFO] Personal user info is find\n",
-      "[INFO] Token is still valid\n",
-      "http://gravitee-gateway.val.esa-maap.org/s3/maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt\n",
-      "[INFO] we are about to delete\n",
-      "<Response [204]>\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!rm test_upload.txt\n",
     "!maap-s3.py delete maap-scientific-data/shared/algodeveloper1/demo/test_upload.txt"
@@ -315,7 +204,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "89ad0aa1",
+   "id": "e74267ba",
    "metadata": {},
    "outputs": [],
    "source": []
diff --git a/maap-s3/.ipynb_checkpoints/requirements-checkpoint.txt b/maap-s3/.ipynb_checkpoints/requirements-checkpoint.txt
new file mode 100644
index 0000000000000000000000000000000000000000..7dbb5588309e8e3f50d4bf6dc1633d4478d9a530
--- /dev/null
+++ b/maap-s3/.ipynb_checkpoints/requirements-checkpoint.txt
@@ -0,0 +1 @@
+rasterio
\ No newline at end of file
diff --git a/maap-s3/.ipynb_checkpoints/script-s3_stream_direct-checkpoint.ipynb b/maap-s3/.ipynb_checkpoints/script-s3_stream_direct-checkpoint.ipynb
index bd30ebd47fe2dca74aac6d2e2eb4db4eaf674a0a..df85e511bff0aff4f8579c2cf724c8058c0c5bee 100644
--- a/maap-s3/.ipynb_checkpoints/script-s3_stream_direct-checkpoint.ipynb
+++ b/maap-s3/.ipynb_checkpoints/script-s3_stream_direct-checkpoint.ipynb
@@ -2,7 +2,21 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "71c096b2",
+   "id": "d3949d43",
+   "metadata": {},
+   "source": [
+    "## Prerequisite:\n",
+    "\n",
+    "Run the following command in a terminal before launching the notebook:\n",
+    "\n",
+    "`conda install -y --freeze-installed --file requirements.txt`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b41a15d5",
    "metadata": {},
    "source": [
     "# Script s3 drive"
@@ -10,7 +24,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "4eb329f9",
+   "id": "1caa85fe",
    "metadata": {},
    "source": [
     "### List selected campaign data directly from s3 drive"
@@ -18,25 +32,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
-   "id": "cad65b5d",
+   "execution_count": null,
+   "id": "0901c54d",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "749M /projects/s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!ls -sh ~/s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "98cb0920",
+   "id": "e1d48b4d",
    "metadata": {},
    "source": [
     "info data s3 drive"
@@ -44,55 +50,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
-   "id": "38f18822",
+   "execution_count": null,
+   "id": "8d4bcffb",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Driver: GTiff/GeoTIFF\n",
-      "Files: s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff\n",
-      "Size is 18652, 10516\n",
-      "Coordinate System is:\n",
-      "GEOGCS[\"WGS 84\",\n",
-      "    DATUM[\"WGS_1984\",\n",
-      "        SPHEROID[\"WGS 84\",6378137,298.257223563,\n",
-      "            AUTHORITY[\"EPSG\",\"7030\"]],\n",
-      "        AUTHORITY[\"EPSG\",\"6326\"]],\n",
-      "    PRIMEM[\"Greenwich\",0],\n",
-      "    UNIT[\"degree\",0.0174532925199433],\n",
-      "    AUTHORITY[\"EPSG\",\"4326\"]]\n",
-      "Origin = (-52.068851851851853,4.534981481481482)\n",
-      "Pixel Size = (0.000009263230634,-0.000009271586154)\n",
-      "Metadata:\n",
-      "  AREA_OR_POINT=Area\n",
-      "  TIFFTAG_XRESOLUTION=1\n",
-      "  TIFFTAG_YRESOLUTION=1\n",
-      "Image Structure Metadata:\n",
-      "  INTERLEAVE=BAND\n",
-      "Corner Coordinates:\n",
-      "Upper Left  ( -52.0688519,   4.5349815) ( 52d 4' 7.87\"W,  4d32' 5.93\"N)\n",
-      "Lower Left  ( -52.0688519,   4.4374815) ( 52d 4' 7.87\"W,  4d26'14.93\"N)\n",
-      "Upper Right ( -51.8960741,   4.5349815) ( 51d53'45.87\"W,  4d32' 5.93\"N)\n",
-      "Lower Right ( -51.8960741,   4.4374815) ( 51d53'45.87\"W,  4d26'14.93\"N)\n",
-      "Center      ( -51.9824630,   4.4862315) ( 51d58'56.87\"W,  4d29'10.43\"N)\n",
-      "Band 1 Block=18652x1 Type=Float32, ColorInterp=Gray\n",
-      "\n",
-      "real\t0m6.350s\n",
-      "user\t0m0.048s\n",
-      "sys\t0m0.018s\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!time gdalinfo s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "c9dfd34c",
+   "id": "20983cd7",
    "metadata": {},
    "source": [
     "Create local data directory"
@@ -101,7 +69,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "212ae235",
+   "id": "b31ba97c",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -110,7 +78,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "b34dc496",
+   "id": "fa9879e3",
    "metadata": {},
    "source": [
     "Copy .tiff file in data local folder"
@@ -118,28 +86,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
-   "id": "8a563d17",
+   "execution_count": null,
+   "id": "c0e9ee98",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "\n",
-      "real\t0m15.516s\n",
-      "user\t0m0.010s\n",
-      "sys\t0m1.145s\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!time cp s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff ~/data/."
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "d5a2a238",
+   "id": "5b2d7951",
    "metadata": {},
    "source": [
     "# COMPUTE RATIO VH/VV"
@@ -147,8 +104,8 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
-   "id": "b7beb580",
+   "execution_count": null,
+   "id": "05a75ad4",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -164,14 +121,14 @@
     "    import rasterio\n",
     "except :\n",
     "    #if the commande below not working execute it in a terminal and relaucn the notebook\n",
-    "    !conda install -y -c conda-forge rasterio\n",
+    "    !conda install --freeze-installed rasterio\n",
     "    import rasterio"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
-   "id": "c175a3da",
+   "execution_count": null,
+   "id": "267971b9",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -181,19 +138,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
-   "id": "10dd0c03",
+   "execution_count": null,
+   "id": "7611f04e",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "3.4232522e-07 4.016931\n",
-      "0.17315456 0.1302132\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "vh_arr = rasterio.open(vh_file).read(1)\n",
     "vv_arr = rasterio.open(vv_file).read(1)\n",
@@ -207,30 +155,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
-   "id": "fc320468",
+   "execution_count": null,
+   "id": "0840d180",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": "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\n",
-      "text/plain": [
-       "<Figure size 720x720 with 2 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "fig, (ax1, ax2) = plt.subplots(1, 2, figsize = (10,10))\n",
     "ax1.imshow(vh_arr , vmin = 0, vmax = 1)\n",
@@ -245,7 +173,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "91199842",
+   "id": "8d2b3171",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -267,7 +195,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/maap-s3/maap-s3.ipynb b/maap-s3/maap-s3.ipynb
index 85f64bbcd356dcccc724d9da3bcfada67c7eabaf..01278af256122a979fdae6519c842cc61adf81e8 100644
--- a/maap-s3/maap-s3.ipynb
+++ b/maap-s3/maap-s3.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "8bd64da5",
+   "id": "289db571",
    "metadata": {},
    "source": [
     "<h1>Example of data access using Maap s3 scripts</h1>\n",
@@ -13,7 +13,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "3ad8d14b",
+   "id": "9cf3c5e7",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -36,7 +36,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "d4cf9069",
+   "id": "a866ecc0",
    "metadata": {},
    "source": [
     "<h1><b>1- Check list of APIs available</b></h1>"
@@ -45,7 +45,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "cde0ba03",
+   "id": "0d83a3f5",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -54,7 +54,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "70f35bbd",
+   "id": "4257eccb",
    "metadata": {},
    "source": [
     "<h1><b>2 - Login</b> </h1>\n",
@@ -65,7 +65,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "4c4dde92",
+   "id": "957bccd7",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -74,7 +74,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "832c91a9",
+   "id": "60919986",
    "metadata": {},
    "source": [
     "<h1><b>3 - Upload data</b></h1>\n",
@@ -84,7 +84,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "e5526055",
+   "id": "40a05b1c",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -93,7 +93,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "f26533ad",
+   "id": "ee090e00",
    "metadata": {},
    "source": [
     "<h3>&nbsp;3.2 We list the destination folder</h3>\n",
@@ -103,7 +103,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "bc64832b",
+   "id": "59842b4c",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -112,7 +112,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "20d28fb8",
+   "id": "4a89fc6e",
    "metadata": {},
    "source": [
     "\n",
@@ -125,7 +125,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "3d97ad9b",
+   "id": "17c3b0c1",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -134,7 +134,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "546633c2",
+   "id": "ee594a76",
    "metadata": {},
    "source": [
     "<h3>&nbsp;3.4 We list the destination folder to check</h3>\n",
@@ -144,7 +144,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "86a12f32",
+   "id": "696b7f35",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -153,7 +153,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "43ea9237",
+   "id": "8eddaae1",
    "metadata": {},
    "source": [
     "<h1><b>4 - Download the data</b></h1>\n",
@@ -163,7 +163,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "280be3c4",
+   "id": "0bf7259a",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -173,7 +173,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "7af669aa",
+   "id": "807cba9d",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -182,7 +182,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "095daf18",
+   "id": "46be3ffc",
    "metadata": {},
    "source": [
     "<h1><b>5 - delete the data</b></h1>\n",
@@ -193,7 +193,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "2c9e1296",
+   "id": "6feafc27",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -204,7 +204,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "467cd9ef",
+   "id": "e74267ba",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -226,7 +226,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/maap-s3/requirements.txt b/maap-s3/requirements.txt
new file mode 100644
index 0000000000000000000000000000000000000000..7dbb5588309e8e3f50d4bf6dc1633d4478d9a530
--- /dev/null
+++ b/maap-s3/requirements.txt
@@ -0,0 +1 @@
+rasterio
\ No newline at end of file
diff --git a/maap-s3/script-s3_stream_direct.ipynb b/maap-s3/script-s3_stream_direct.ipynb
index bd30ebd47fe2dca74aac6d2e2eb4db4eaf674a0a..df85e511bff0aff4f8579c2cf724c8058c0c5bee 100644
--- a/maap-s3/script-s3_stream_direct.ipynb
+++ b/maap-s3/script-s3_stream_direct.ipynb
@@ -2,7 +2,21 @@
  "cells": [
   {
    "cell_type": "markdown",
-   "id": "71c096b2",
+   "id": "d3949d43",
+   "metadata": {},
+   "source": [
+    "## Prerequisite:\n",
+    "\n",
+    "Run the following command in a terminal before launching the notebook:\n",
+    "\n",
+    "`conda install -y --freeze-installed --file requirements.txt`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b41a15d5",
    "metadata": {},
    "source": [
     "# Script s3 drive"
@@ -10,7 +24,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "4eb329f9",
+   "id": "1caa85fe",
    "metadata": {},
    "source": [
     "### List selected campaign data directly from s3 drive"
@@ -18,25 +32,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
-   "id": "cad65b5d",
+   "execution_count": null,
+   "id": "0901c54d",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "749M /projects/s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!ls -sh ~/s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "98cb0920",
+   "id": "e1d48b4d",
    "metadata": {},
    "source": [
     "info data s3 drive"
@@ -44,55 +50,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
-   "id": "38f18822",
+   "execution_count": null,
+   "id": "8d4bcffb",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Driver: GTiff/GeoTIFF\n",
-      "Files: s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff\n",
-      "Size is 18652, 10516\n",
-      "Coordinate System is:\n",
-      "GEOGCS[\"WGS 84\",\n",
-      "    DATUM[\"WGS_1984\",\n",
-      "        SPHEROID[\"WGS 84\",6378137,298.257223563,\n",
-      "            AUTHORITY[\"EPSG\",\"7030\"]],\n",
-      "        AUTHORITY[\"EPSG\",\"6326\"]],\n",
-      "    PRIMEM[\"Greenwich\",0],\n",
-      "    UNIT[\"degree\",0.0174532925199433],\n",
-      "    AUTHORITY[\"EPSG\",\"4326\"]]\n",
-      "Origin = (-52.068851851851853,4.534981481481482)\n",
-      "Pixel Size = (0.000009263230634,-0.000009271586154)\n",
-      "Metadata:\n",
-      "  AREA_OR_POINT=Area\n",
-      "  TIFFTAG_XRESOLUTION=1\n",
-      "  TIFFTAG_YRESOLUTION=1\n",
-      "Image Structure Metadata:\n",
-      "  INTERLEAVE=BAND\n",
-      "Corner Coordinates:\n",
-      "Upper Left  ( -52.0688519,   4.5349815) ( 52d 4' 7.87\"W,  4d32' 5.93\"N)\n",
-      "Lower Left  ( -52.0688519,   4.4374815) ( 52d 4' 7.87\"W,  4d26'14.93\"N)\n",
-      "Upper Right ( -51.8960741,   4.5349815) ( 51d53'45.87\"W,  4d32' 5.93\"N)\n",
-      "Lower Right ( -51.8960741,   4.4374815) ( 51d53'45.87\"W,  4d26'14.93\"N)\n",
-      "Center      ( -51.9824630,   4.4862315) ( 51d58'56.87\"W,  4d29'10.43\"N)\n",
-      "Band 1 Block=18652x1 Type=Float32, ColorInterp=Gray\n",
-      "\n",
-      "real\t0m6.350s\n",
-      "user\t0m0.048s\n",
-      "sys\t0m0.018s\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!time gdalinfo s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff"
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "c9dfd34c",
+   "id": "20983cd7",
    "metadata": {},
    "source": [
     "Create local data directory"
@@ -101,7 +69,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "212ae235",
+   "id": "b31ba97c",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -110,7 +78,7 @@
   },
   {
    "cell_type": "markdown",
-   "id": "b34dc496",
+   "id": "fa9879e3",
    "metadata": {},
    "source": [
     "Copy .tiff file in data local folder"
@@ -118,28 +86,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
-   "id": "8a563d17",
+   "execution_count": null,
+   "id": "c0e9ee98",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "\n",
-      "real\t0m15.516s\n",
-      "user\t0m0.010s\n",
-      "sys\t0m1.145s\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "!time cp s3-drive/catalog-data/Campaign_data/tropisar/tropisar_dem_kaw.tiff ~/data/."
    ]
   },
   {
    "cell_type": "markdown",
-   "id": "d5a2a238",
+   "id": "5b2d7951",
    "metadata": {},
    "source": [
     "# COMPUTE RATIO VH/VV"
@@ -147,8 +104,8 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
-   "id": "b7beb580",
+   "execution_count": null,
+   "id": "05a75ad4",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -164,14 +121,14 @@
     "    import rasterio\n",
     "except :\n",
     "    #if the commande below not working execute it in a terminal and relaucn the notebook\n",
-    "    !conda install -y -c conda-forge rasterio\n",
+    "    !conda install --freeze-installed rasterio\n",
     "    import rasterio"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
-   "id": "c175a3da",
+   "execution_count": null,
+   "id": "267971b9",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -181,19 +138,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
-   "id": "10dd0c03",
+   "execution_count": null,
+   "id": "7611f04e",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "3.4232522e-07 4.016931\n",
-      "0.17315456 0.1302132\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "vh_arr = rasterio.open(vh_file).read(1)\n",
     "vv_arr = rasterio.open(vv_file).read(1)\n",
@@ -207,30 +155,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
-   "id": "fc320468",
+   "execution_count": null,
+   "id": "0840d180",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAi4AAAI+CAYAAACbnIFEAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9d7gt2VXeC//mnBVX2vnEPqdzUktqoWQFhGSQkEhGJINJF9tcp+v8OXK5JlyM/fn6+nPgszGYCzbBmGDARIskCVAChc65++S049orVJrh/jFq73PUanWfcwBJLep9nv3svdeqVatWrVmzxhzjHe+rQgh06NChQ4cOHTq8GKA/3QfQoUOHDh06dOhwtegClw4dOnTo0KHDiwZd4NKhQ4cOHTp0eNGgC1w6dOjQoUOHDi8adIFLhw4dOnTo0OFFgy5w6dChQ4cOHTq8aPCCgYtS6oRS6q3P8fiblFKP/fEcVoc/ybhyzCmlvk0p9Z/+CPf9nUqpH/uj2t+nEs++5pRSdyqlPqaUmiil/qZSKldK/aJSaqyU+ulP57F+JqGbwzp8KqGU+hGl1Pe0f/+RjjGl1FuUUmf+qPb3qYZSaqqUuqX9+xPmK6XU9yilNpRSF55vP9edcQkh/E4I4c7rff31Qin1Z5VS71NKzZVS776G1/2AUuoxpZRXSn3Lczz/d5RSF5RSu0qp/0cplV7x3AmlVNGe9KlS6l1X8X6L7X4utDeWx5VS/+iK54NS6rZP8trDSqkfUkqdb1/7qFLqu5RS/ed5v0eVUn/hOR7/W0qpP2j/frdS6luf9fxn9IUQQvjeEMK3AiilbmrPW/TpPq5PBZ49Rp7jmvsHwG+HEIYhhH8LfDVwEFgJIXzNp/hwX3To5rAXfL/PqDlMKfX9Sqn/8hzP36uUqpRSyy/0mT7VePYY+2RB9Gcjnut+E0IYhBCebv/9uPlKKXUc+P8ALwkhHHq+fb9oSkVKoIEt4F8D//wad3Ef8NeAjzzHvt8O/CPgC4AbgVuA73rWZl/WnvRBCOELr+L9/n/AALgbWAD+DPDkC72ovfjeD+TA60MIQ+BtwCJw6/O89D8D3/wcj39T+1yHzz7cCDz0rP8fDyHYT9PxdHgedHPYH3oO+8/AVz5H8PNNwC+FELZe6Ng6fEbh2fPVcWAzhHDpBV8ZQnjeH+AE8I+Bh4Ft4IeBDHgLcOaK7e4G3g3sIJPpn7niuS9uXz8BzgJ/r318CfglYL3d9y8BN1zxuncD/xT4PaAAbrviuW8F3v1Cx/8cn+d3gW951mM/AXzvFf9/AXDhWefgrdf4Pg8C73ye58OVn+eKx78HeADQ1/h+NwAWuPGKx14C1MDqFefzW5/1uo/7Hp9n/38eeKT9Dp8G/vKz94FkAC4B54F3tt/748hE/W1XbP+dwM8A/63d30eAe5/rfLfb/lj796n2vE3bn9df+Xy7zU3tNlH7/83Ae9r3+XXg+561/euA97Xj9j7gLVdxLm4G3tvu8zeA///V7hM4AvyP9pw8Cfyvn+Q93tt+jln7Wb/2yu8K+C3AAWX7/H9tv+um/f8vXuu18dn6QzeHfdw1dQ3v85k4hz0GfPMVzxvgHPDlL7Dv1yLB1A4yP30fkDzrs/w14In2O/4/kSDrfcAu8FN723N5vvs2YKM9t99wxb5+BPieK7dt//5RwLfjYIrMlx83Bp/9XSHB34+0Y+th4O8/a8weAX62HX/PAH/zKs5zjgSB28ic/g+udp9AigTd59qffw2kz/Ee/5SPn5++78oxgwTVV85Xf7k9L779/0ee9zNc5UX/IHAMWEYuwO951hcSI5PwtwEJ8Pntl39n+/x54E1XXOivbP9eAb4K6AFD4KeBn3/WRX8KuAeIgPiP6aK/D/jaK/5fbU/wyhXn4GL7Rb6LK26yz/M+/wmZ/P48cPs1XPQfAL7rWj9X+9pfB779iv//2XOcz+sNXL4EuZAV8GZgfsX3+BZkwvkn7Vj4X9tz9RPt93pPOyhvbrf/znbAfnW7/d9DLpD4OS7c7+Ry4HITVwQlz37+ubZBJqt/hVxwn9eOy739HQU2kZuSRlaFm8DaC5yL9wP/Ehnrn4tMbFe1TyQg+ffIjfMV7Xn6/E/yPh83Rp79XT37+3z2ueh+9s/LCbo57ASfHXPY/w78xhX/v739TPEL7PdVyIIiQuaIR4C//azP8gvAqP2uKuA3kczVAhI0/C/ttm9B5ru9eeXNyAJjb6z8CM8RuFzxPbz1iv8/7vlnb4Nk5X4HGbfHkHG8N2Y18GFk3k3aY30aePsLnIt/jizmlpBg8f6r3Sfw3e33ewBYQwK7//OTvM+7+cT7zf6Y4RPn7k84F5/s52pLRd8XQjgdJBX3T4E/96znX4ekFP95CKEOIfwWsvLY264BXqKUGoUQtkMIHwEIIWyGEH42hDAPIUzafb/5Wfv+kRDCQyEEG0JorvJ4rxUDYHzF/3t/D9vf34AM9huB3wb+p1Jq8QX2+TeAHwf+OvCwUupJpdQXXcWxrCCT5PXgPyNpU9qU9DfwiWWif6uU2tn7Qb6nF0QI4ZdDCE8FwXuQye9NV2zSAP+0/Y5+Epk4/00IYRJCeAi58O+9YvsPhxB+pt3+XyE38tdd4+d9XrQ109cA/0cIoQohvBf4xSs2+UbgV0IIvxJC8CGEXwf+AAk6Xmif/6Qd67+LZFBecJ9KqWPAG4F/GEIoQwgfQ24Oz5Ue7/BHi24O++yYw34UeLNS6ob2/28GfuKFzmsI4cMhhA+038EJ4D/yid/Tvwgh7Lbz1YPAu0IIT4cQxsCvAp/zrO335pX3AL8M/Nlr/bBXgT+LzKtbIYTTwL+94rnXIAui727H7NPADwJfdxX7/N52HJ+5xn1+A/DdIYRLIYR1JHPyTX/oT3mNuNrA5fQVf59EUklX4ghwOoTgn7Xd0fbvr0JuBieVUu9RSr0eQCnVU0r9R6XUSaXULrIaXVRKmU/y3n9cmCKR9h72/p4AhBB+L4RQtJPTP0PSjW/iedBu/70hhFchF/JPAT99FQSyTeDwdXwGgP8OHFZKvQ6JXnvIBXUl/mYIYXHvB/jSq9mxUuqLlFIfUEpttQHPFyPByf5xhxBc+3fR/r54xfMFMrnuYf97bcfNGT5xXP1hcQTYDiHMrnjs5BV/3wh8zbMCuc/l+c//EWArhDC/4rErx+jz7XPvtZNnHc9ROvxxo5vDPgvmsBDCKeQcf6NSaoCUpD+BsPtsKKXuUEr90h55GfhePn7+gk+cr55v/nqueeWPev6i3eezx+4ebgSOPGuu+TaE8Hot+3z2/PV8+zzyrGP44/rcz4urDVyOXfH3caS2dSXOAcfaCPnK7c4ChBB+P4Tw5Uh66eeRCwCEQXwn8KdCCCMklQ9SjthDuMpj/MPgIT4+G3AvcDGEsPlJtg98/DE+L0IIexdKH+FHPB9+A/iKZ53Lq32fOcId+WYkCv7JEEJ9rft5NtruhJ9FyiMH24DnV7iGc/Ac2B9T7We9gU8cV8/Gc42FGTK57eFKNvp5YOlZZL7jV/x9GvjRKwO5EEI/hPB8pMnzwLJS6sr3vPL6eL59nmtfO7xi+/3rpMMfK7o57OPxYp7D9rIyXwU8E0L48FXs+j8AjyIlrxFyM/7DzF/PNa+80PwFnzgWPm7+agPetSueP88njt09nEY+/5VzzTCE8Ekzxlfs84Yr/n/2/PV8+zyHBDdXHs8n+9x/bOP+agfW/6aUuqGNtP93hFR5JT6IcB7+gVIqVkq9Bfgy4CeVUolS6huUUgttOm8XIeCApDELYKfd93e80IEopYxSKkNqlVoplSml4qt4XdK+TgFx+7q9z/9fgL+olHpJmz79dqROiVLquFLqjXuvV0r9fSRS/70XeL//Qyn1mive928hq5wre/r39rn3Y5CyyQj4z0qpG9t9HVVK/Sul1Mtf6HMiF/XXIhf1H1U3UYLUctcB26aLr6Yr4fnwKqXUVyppbf7bSE35Ay/wmnVk7NxyxWMfAz6v/Z4WEBImACGEk0iZ5rva7+FzkXG5hx8Dvkwp9fa9caWkPfzKi/rjcMU+v7Pd5+uvdp9tqvd9wD9rH3858Bfb1zwXLj7rs3a4fnRz2GfPHPazyA3zuz7J88+FIfK9TZVSdwF/9Spf93zYm1fehGSur0Y76dnX9ONAppT6knYMfDsy1+7hp4B/rJRaauelv3HFcx8CJkqpf6hEE8UopV6qlHrNCxzDlfs8ipQCr3af/xX4dqXUmlJqFeHCfMrnr6sNXH4C4TQ8DTyFENv20UbEXwZ8EcKy/vcI8/vRdpNvAk4oSdH9FaROBsJIztvXfAD4tas4lm9CJor/gKQ6C6QG90J4V7vtG4AfaP/+vPb4fw34F0jt9xSS/tqbgIbte20jq693AF/0PCuZPQSke2EDiUjfBnxJCGF6xTYPtcex9/Pn2xr8G5Ca+geVUhOEJDbmKloRkTTqGCE5/f5VbP+CaEsbfxMZ8NvA1/PxvI7rwS8gk9M28p1+5VXUqee0HRpK0pivazkk/w0hmH2YT+TsfD3wp5Aunu/girRyG0h8ObL6WkdWG3+fF74uvgHpaNpEroX/hgReV7PPP4dwDc4BPwd8RwjhNwCU6FR8/xXv853I5L+jlPrjqJ//SUI3h32WzGFtieZnkazBj1/F/kAaAL4eKZ39IJ8YuF4rLiDn81x7DH/lirHyfPhnyI1/Ryn191r+zF9DuG5nkQzMlbpa34V8l88g3/+P7j3Rlua/FCH5P4N8T/8JIRM/H767fY9nkOzYz3B5/nqhfX4PsnC7H+kc+0j7GG1wf6U8w78Bvlopta2UupJH84eGCuFTkcXs0OEylFLfiTDLv/HTfSx/FFBK/Tfg0RDCC662O3To8OJGm437sRDCJ83MvpiglPqrwNeFEJ5NVv6MxYtGgK5Dh88UtOnzW5VSWin1DiTD8vOf5sPq0KFDhxeEElXjN7bz150IT+vnPt3HdS34rAlc2jTV9Dl+HnrhV1/3e/7qJ3nPb/tjer83fZL3m77wq69q/8+577aG+ycKL3AuDiEaBVOklfCvhhA++uk83g4vfnRz2B9635/Sz/KZjBc4FwnSDj5BhCx/ASmNvmjQlYo6dOjQoUOHDi8afNZkXDp06NChQ4cOn/3oApcOHTp06NChw4sG0af7AF6MeJv+mq6+9hmGX/c//YcRk+rQ4U8UujnsMw/dHHb16DIuHTp06PAnGaq7X3Z4caHLuFwHVJyAlotdDwdgLaGxhKoiOAcd4blDhw6fwTAHD8BogJrOsTcewDx1HqzFT2cyhwF8nG0TMq/tBTndHNfh04gucLkO6NEAf/wwynue+PpFokKRjCHZCQzPNjR9Q//EFIzCbE2hsYS5ePKFosSXlUwKexe/Ut1E0KFDh08ZmtuPcOrtOcHA49/yH/jSx7+IXuS57z2vIt5V1AuBg7/vKZY1q/dN0DszlHWgFGF3QpjNCdZeDnLgueewbm7r8MeALnC5HmiD68cUh1K0BZcGdKPwCay/IqFaDiwsjagXFPHukGzsiSeOrbsT4mlg8cmK5NJULmrvUWVNmEwJRSn7DwG8rHZ8VV1+rEOHDh3+COB6EdmW4vCXidHvL93xq3z1U2/F3VTyqptOcEt/g1+4+2Us9QpOHjuMKUb4GPQrx8x21hg+mJBtBiY3KXoXAqOTlnSzxGxOZK6qG0JVSRZnVrSZaP/8B9Ut5DpcJbrA5TphSotyKUGBKRQuAWXBG8jPK7JtR3HAwEAxPOOYH4ipF6BeUCw8rfB5jOsluFQTTxtMnqKAkETYhZSmF4GC/OwUZT1UtQQ4VS1lKuf2S1Q4R7AW4Io0b3fhd+jQ4bnRDAzeyN8/MD4CQC+qWV2acHKyhEcx3cnppzXN0OONwmXwpTc+xtMrqzz59C3srMFdb3iahz5yE9svMSw+MsDUA2ZHFMpBedCTXdSMTnpcrDBNINu0mMrjUo1uAvGkRu/MYGdCmLVlKh8+PtDp5rIOz0IXuFwHVBKDUuweNwQdiArwCXirCBrimVxoQUM8D/hEUy0pmjsK1NmMECncIEHVHj+KCDMF1kFk8ImhHsWMb4rorXt8PCSeOkzpMOOSEBtUCFQHekSTBhQEozFFQ3kwxxQeUzmU85jtOWo63w9s/GQqAQ90XJwOHf4EQ9eBejHwBQceJVGWHzzxuRzsTTgyGDO3CR964mYICh8UeIVPwQ0cnz96mBPTN3H4LWc4vb7Ewx+6Gd93RLsSBfkYXB5wCfihJWwmFKsaH4OPFE0eY3uKchVe+dZHeP99t5NuDIgnh/AxKA+6gWgu8+roREWyPiPEBn1hk1CWhLohOEdoLEormcuU/vhA50ouznNlcLqszosaXeByPdCaaiWjOBiISoWPIJ5BPQTtwCUSwKRbAZco6qEmX/fUj+QEDcVqxOC0ww5j8BASvX8h6bKhWuiT7gSSXYdLNUGBSw0MU3xqUC6gbECFgJ43hCTCpxHx1DK+KcPUAZsporJHuutQNuByTe9sAdZTHchJN0upWxcVIU9RVUMoCrmYowiKEr9fuvIvXMvu0KHDiwa2p4lmiv943+fxpluf5HMPPs3hZIdfOHcv7zj0MI+dPIRJHfesXODRl3ounF9CTQ3v2b2LXlTzj479Ct/wwP+GOlrAToIbenxiiOYBZRXuYI2aG9JtmReTCcyPeJTTqAA+DTxw6TDZxYhkDDaX4woaZsckAAkKNl+RkF3KqJYC2eYiC085ZocMPobhaUe2aVE+sHNbyuC8xWaa3oWKaFs4hZy7SHCeUFYfn8VRGpl8u7nsxYgucLkO+KUB9VCTjCWqVwF8BHYQiCcKUwWavkZbUHXAxYpk5hk949EWTB32A5KodHijUY2UelTVkG05XKaJCke6VVEvJJjGoa1cdPViQrJTo4sGn8eoxmGmFp/HZDuObKOmOJhSLGviuSIkmmju0NOS+U2LzA9EoBSpC+g0oVnKMaUlRMvYfky5EpNuNUSFI0SKoBTJxQl+kBGMIrq0S5jNpVRVN8LHcQ5fN+0Jcs953jp06PCZgelhzfyWhlcdP40Liicma5yPR7x65RRnq0VW1yZsP7bM76pb+Zq7P8J/e/QN+NRz/85R/tTKCf78h78FgHAhI9/SFDc26EYTFYHhSagOaJRV7RwH1SIk2xqfQD0KuJ5H37/I4GxAOYjmErS4VLHyUSlLTW6C6PYJTTlEN+ASsJlmdkOAAMoblId6qNm5OzC5MaK5sSLrWcrZgDizmPvvoXcp4A0MzzgmNxhMBXERWHh0F70xlvJ7U+93hgIEHz6ek3MtAU6XzfljRxe4XAeU9cwPGmw/0DsPNlfk64HZcQlc4iIQNEgdRwIVbQOxg2BA24DLDdMjhsUnaoKGEBkJAIxB20CoA/UoIqsc8aSBICsQgGCUBDEuoCpHiDWqcuiioXfGYS6N0eUCNhtSLhpMHUjGgRAb0u0Knyp8rFBBHrP9CG09PjX4SGEqjwowO5qRjC0otR/wmDqQLab4WBHNHdGkJhiNch5dWewoI5pUksFJIvSkgKIk1LXUrq2FppGOBB+6IKdDh08D8g1PMZSb9AdP3YQxnmI341W3n2Bc52w+vUQYONYWZvzMY6/AFIpsPWJyU8rZcpFyN+XI3Ze4dN9BkjEUQFAypzR9RbRQE6Y5ygMWbF/mxHhX0TuvSN62zc5DK5ha5rVgIJ6Cy6HpKwYXHPPDhvrEgFe88Qk+/NhNRCcT4rknWzfQluR9LPxCnwVc7hkMS7LYYq0mSxve+pUf4Ld++HWUK7D9Cnjmz/wHXvqBb6A/mHHmN44QTReJyoDyUqZKdx1NrtEOTO3xkWLwzBQ9r6GxkqGezdoMTpsZuhriMXQBzR8husDlOuDTGJcKKTdoqcf69kwGA1ERiArPhdfGRHO5IKNSYXNFPPMoGyjWIoKCZmSId4VvopzHLfYlG2NAVwHbi9Au4I1Cu0BycUp5IMUnBg3oWUXwhpDHqKpBNbIvsz0jKgYoDzaT41TW4yMtRDkCdpCgfEC5sJ9piacO3QTKlRgXQ70QoW2QYMZDPPfoxhOMxkcK14tRIeBMROw8zSDCxxrdpDSjCGX7EqilonWoa9mPKSXDpBuPqhr0tJQApyguTwotCbkjHHfo8EeL4oBm2C/58MM3g1Ms3TBm+ciclXTGm5ef4N+/9xi6Mdx0zxaPNgdwd+4yv9TnWFbw7gfuorc859yZZXQSqBcV0WZEVARZXClwGylxLX9HRSBbV1Qrgf65gE9gPM1IxopiTZoa0NAMIdsIuFTmrKVHPOffbnnowmFUYVBWyvC2B6aCalFRLSqiGWAV2immFwfMasWrX/kkq+mMY9kW47sd/ZMGYs9PTpZ4+42P8PO/81rCjY7snMEVss/ehcB81TC5CZRTxBNNvRjYumuB3vmA7SlUgP4FhykDNlc0fU22LXOmtgEfKZKdmviZi/jpDKUUoa5lwaY0wbZZ6W4u+0OhC1yuAyoERiccLlHMD2rsSKEdJDtKOotixXQxolrxaKuZH1ZEhcbmbQDTVzQ9SCYBm2piHMo6/EIfO0zQtcdlmmagSSYQgsfHmmhe40YZ2bqslGw/RkcSEJh5jXLtxZDEUNX0z8wpVzOaPJIgwDpM5YhKCUSEwBZQAYrVmGTqUB7KJSPlr1iejycenyjiuWdyNGJwQaF8IJk5glGoyqOd2yfEmcLiUyHrhUgJP84FgpHnXa5xeYKuJDhxSU6yk6Frh5lW6HkJ1jG79wj5mSl6XqGc38/shNkcpTXBOsJ8vt9R1aFDh6uDrmD76WXiucIfL8mThjSyHEnHPDI/TLXmyA9PedPSkzx44TBaB1TP0otq9MwwPFrhnMZfiomnEnSYJjA7opnd6IhWSpqQUy0q4pkimgdcqnBpYHYM1JN9ygMe5UBXCh/D4JSiHip0A0EFsrFDzQ1lk6E0lGue5ccC2YZkZuJpIJ4F1l8Fb3v9fbznxG3YJsI8k/GK0Rn+nwdfz6kjS4TMEc0NvcWCMsSk2pJuaIpjDcobmZcLmB9SDE8FTKWIpzA/KJmYdBuiKoCCZCq8RW8UO3doTAHVQgRaSln1QmDhiYj+4jGiuePU21PWPirZpvmaZvHpBpdqho/tEJRCzwpo57EOV48ucLkOBKNIty0o2HpJQjDgskC6Kez5rbs0/fMB3Uj6ERWwuXBhpocM8TwQzyQlGhWS1ciUQjUOm0katOlrTBUIBuZLMb2LDbqw+CxCNx7XiyjWYrJNhSkshIDPY/R4ju9l6KrGbE7IvGd+cCQrocjgUkM10gxP1qgAzTBGBRicLigOZvtlIpdICjYdh/3PXA816dgTNHJsWqErh8sM6fpcyMUuUK2mZOtC7HWpplqMyNdrCOAyQz0wpDsW5aV9XAXJ+vjEoHoJpqjAaHTlcf1kPzir1npE0wafrLTlNU12YYaeV5+mkdChw4sTwQA6kF/SrL5mk2FcUbqI923cwlo+5d+94z/zvU9+MRebEdZqokhKIR998ka+6I0f413v/hzccgMrFlSEP1LSPJmhPGSHZjR1RDRTBCP8FpYkWEJBNFWgQNcKf88U9Vhfbvyp3PiHpyTjQgisfFize5uG22ZEHxvgYo/t732ItjzlA+964B7i9Zjolin1oud/nHkZAD94y0/zN8w7eejkHaz0CzSe963fItnjhQo7iNCNQu9CsxaoB5KdthnEMxEWNS1P0WWKeS5BWLWsyC8FyfwsteWqBPpnFVHlhSWgFc1aw/jmhGpF5rj54Yh4oti+fQVTQv+CnNdsu1t8XQs6r6LrgBskEjykQtD1MaKeOwFtoRkGonlg9KRi9YGG0VNCOquWFNoGZoclxWmqPcKZIuSpROCNJyhFuuPQNjBfvRxb1ivZ/t/eaLn4JjXaekIaE7SCyKCck/3FEcp6okK6inwag1Hkmw6fGELLZ4lmFjOtyLZqtJWUZzLxJBP5O0QyOaS7nt66xRvhyBRr0hbuE41qHG6Q4hKNruVitLlkXZQLuNSgGykz5RsNwShs34BSxOOGkGjizdll8T0faIaR8G7SCDtMUdYTYk2IFPFujW48zWKGH+Wf2gHQocOLHLoJmEIWWqmxjOuM0sbcPlqn9oYYx7kTq7x/42bi+wYAHDm4w+vvfIpz8wXU0UIChXFEs+AIO4k0HpRQTFLUiZx4oki3Id2BdEuhvJR3kl0gQLXmeOcd95NtKJIdhcvB9WShFBeB6ZGYjTc2KNtmajNZ/AUD5WqgOKC49HmW3jnN4NGEZsnSy2qCDhzqT1gYzvmt4kYJyo41bHzoIN/9y1/NyacPUNxV0mxn3PS60+hKeIer9wdmxwLVmhMycBraBRrMbhCisakCcRHQFooDMo8HDcpBtez3KQOmlKz5LTddImjQtWzjepK5UQHQUA8U1YJidij+1A+CFzG6wOU6ED98hmi7wFQenwAqkG4qkt2W5BVg9EzByoMFvad3iMpAMgn4GOqRIkRyoWgXpH06Vbh+QogNzTAiGKhHhmAU+ZbDZor5wViyN1rhE0O8XdI7X1IeyAgKfKxRPogeTGP3VXkBRo9PMIXHLqSoxqOsp16IcKkRrkkIqMahGtGAsZnCZlIaanqaeGolpVsHyuWIdOwIStG7VKMrS9AK30sIsWwbjMLHBu2kDGWqgKmkQ0lbCfiUC9LpVHuaUYyLNfggypvQZocU0W4FSoIcn2pUI59JBcgev0hycYIdJJ+egdChw4sUKw+VpFuKaAqLScGpC8soFXjv2Vv46KljfGGvYfH+iOr7D7PysKU+OeDSzoA7BxcZxBXvvOs+XBpwfU+8azhwyyab97Y3ZR1wWWB+W01xUG78NgdTQ7ILzUBkIxYeNfzST72B8UssppQbu5krmoGSDEcKC/cnuCzAE310A8WywhRItkWDKjXNAMqVwOJ9MdtnFxg9FrFV9pjMMv7pA1/EajIlOx2jnEhXpJcMjGOiiWG3Tonm4FoeYDxRBBOwfYjmEmyVK/K6EO3pzAR0fbkTSlmwA0g3NfEskG476lFEMzA8/fRB8kuBbEP2EU0VzTDgYuHzDM80JNOAzV7wK+twBbrA5ToQjq5RHRmQbBak21IiytdlpVAtBpJtJZmER0/Dxg79cxU2awduIa3TQSkptTQS7JQHclRL2PKRkixFrDCFI9uR8kzQoBonKcjljBBrqgVDiA1mVouPSD9DWSft1XqPEGuJSoeuHM0wpl6MiAqPKRw+0jTDGDfMiLbn2Dwinof97qdk4vCxllVD48k2GuJJQ7JrpSUxQDJuCFrhYo0KLZHXidpmNLPEM9FasHkk+jMemqGhWozwscL2NMl2KYFWew5ClpBtWVQlSpq6CSTbNaZyxDsVWOHHhCQiGnelog4drgU7t2W85p0PEAx87PxRlpdmnF5fYrrT4/U3P83rPvbVaBcYPrFLfrEkv6D57s/5Rb5j7WH+5uFf552LH8ZUCl0ommVL4zSDG8eYMhCKCH2oRO9GRFPhrEhpXAKYbCMwP+wpVySAUbmlXpDABSW6LwD5picZS3ZD1wqXBUwNxeHLC8T+aYPLAvrmGVERWHhYUh6nz6zQTFL8w0N+5g9eTXm0oTxkYbEmv6hYeESywRv3H8AnEM0C9bDV31o3mBLyi0I2zjaEVBxPJQirRtI84SOwPRHdi6aw8pAjmUh2W/m2i2ojkuzMofZzNIp4V8Hn7HLp8yy6Ec0tdRVNSR0uowtcrgOT24YUKxH1So6uRemxWlTs3CVRerotQnKEAE1NvShpwHgi9dJkV4hs3ggBNio8s0NyIaU7DcnYYtoB7dsOo/6FBhWgXkpbJd6IciUhnglxN8RGuopqS0hiQl/KJ6qo5Xfj0bXFx9JVpKxvbQsCUSmkWFUJ412CJIWPFFHhaPpGgiwrQYXLDD7W1AsRth+LBkwshF48EORHNx6XGUJL2tW1p16MpXw1a8tJPUM09/L6xoLbIw1DslkQYkO9lBAU6MKC9XJuIxHt0ztTlO+u+g4drgU7d8IPH/8dioOB8kKfld4MfTLnDXc8xVoy5dL6iHxTrkt8wGXwdcNtADLliJWjWbHoRqFqjfeab7rtQ8wPKVSl4UxOSAJRKaWd2VFRwg0G5ocVvucob2iY3lkTn05pBrJYSnal5C4NA7JgWnxUSvCmUDR9hUsCPgltR6e0U9fjFNNIiX73pQ1f/oqP8ZaXPUp12BJtR+iexcw1odHMD7UlcCMclb1Sz+TmVq6iUrLfSKQuTCVEYFPJdrYnC86oaNu8I9GqUT6QbzTSmWllfl98TLiM6uYZth+Ip1C9bE51ZgBWYXuG3iVHutt1GV0LusDlOmAzxeywpliLMY0w6qMiYOaK/nkZgHaUouKY4DzxxEqLdCmk194FLzd4tadhIN4eITbUowg7kNa/vQBCeXCJbjVhPNVS1LYUe7L1imhS4TJZaYTYQBxhFzLqwyN5TCnMtMIO0/3gw8caH+m2dGPAeXxPyk7KSUmr6WmClsAKRdumLQHNXr3XZQZVNNh+BAE5llSLwm8AbT3xpMalpu1SApcb5gcikrFkYlzWDsO9oMU6QizcFiKNjyU7ZRdT0KAnBWZjF6oav9CX7Tp06HDVsMtCBvWRkGkX04Jm0fHBEzfxS0++lNfedoLp4b3OQE3TD7y3FdL+8e3X8fXv+0v848/9Zfov2SbEnoW85Ceeeg3NQJoSgg6oUU25ImUQn4bLCuOLHpzMBfF6TDSTzqNgIN6V188PKcpVxeyobNe7EFh42lMtQ/+MJhlrdC0k2mSsGB2Y0vSlu9P0LL9+4k7uHZ7my1/5UdyhCl9EuAXL4NGEEMP8iEI1Uo5qRoF4HoimimwT+ucCtidzc1RIQGUaqBakjJVvekwF9QjyS8JxnB2VLJCPZH7EQ7WoicoAWtaw5vAcm8Ebbn4aUyp0oSlWDPM1w+xQdyu+FnRn6zowvUEzO+6ZHtGsv7bVJWkzLy6VQMPMGsKSBA62LxLVqiW+ZlsO00iKcS/lmI09zTBpCbkGl4kp2V72AtrszG7F4MQMU/g2qGm9OIwiGEOING6Yiiid9fvPNcs9oklFPK7Jtp1I/jeij6JcwC318IOEZmiEsDuXN1U+7AcqNhdjtGBEq0BZKe34QYIpnAQ3/WQ/yDGlk06oWOONrC505bGZwtSBZhS1rYWgp/XlE+yE6OtT03qNgG5bvfc/UwiE0QA7yqiXuwJxhw7Xgme+9AcB+Np3/C4Pv+HH+PoDH0B5xdtvf4Q0bchNQ77pcXmMrh0uD/yFD3wLPz5Z4VdP3o2bxHxwfAvL/Tn5SoFSgfF2H3ugQR8tcENH2JW5QFvhdsRT4bf0bhujnBJtFgfNgnBimmGgXFHYDKolCXTSbZkfqyVZLPbPSIAQjJSZtJPAYz5PmR6XBZe3iuL8gEw11D4ieyIjWyohKOpF4SOaErJNhV1rwLdZEQ/zw4FmqPAJTG9qeTeVHItq32/j5Qrbk84oZaHpB9JtKe+HtsyvgpTFfATJOHDbwQ1efew0xfGGP/ill6IsRDNF85XbjN8+o+k///fV4ePRBS7XgfxiIF2XNGaypUm3kOBCZE/orXui9V24tIlq23r3Bnq2LTdgbcO+DoE3qpWwDlQLBt12xqVjTzPQoGh/SySvSrGQTzcrkf1PDMVaggoBn0YoF9CFJdot9zuLpIU6wQ5jommD68W4fozLIlwi2Rfbi+Wic23aduqJJhJQ2FzEl1wm3UzVqgjMlSsRthcT7ZYiZJcb4lnrVK0VPo0IRu8HHsEo0rEETNmliv6Zkv7ZUrRbvJefSDIounS4LMIbJdyYxmOHKfXRJdzqCD/MiKa1KAt36NDhqrHhZgC8dfgQ37NxFx+a3UowgSZomibi9565hWzLEY0LyeaawLG1bb79fe9kenYEHn770Ts5dWmZ6syAxhmCVeTPCFF+cGCGamRRUq4GdC3GirPbamaTDDPTjJ7U9M4q4rHoX/3tL/0lVIBq+XJ2BqS8HjTUiyICF08C0QzKdrsgyWgxeMyAoOifMNw/O8aJ6bKUZ2YJf/bVv49Lpbyka/Z5JS6D3S+Yi17LVNqdexckg46GeqiwqaJpuTcul4xMfingcuidb+dlF1pF8vYkK8nAuAQeP3+AD/7+nbK/JeEsZi/bYf7AEuqJPs2oKxVdC7rA5ToQz6VWqbykCkMkN/l0W9rn0p1Gggzn9hVglZeLpVhRuEyT7jhUS26N557BU2N8IsGQqWUQT49IqlY3EsFLW53F9+J9l2icqOumW5bQ8j6k3OMlA5NF+CzCTEpRtTWqVd7VqNpje2b/OKJ5g0uFy5LsChlWuDAOU0O8R8htszCmkCvfZZqgJcMTIk21GEtJKdGYaY0pLT5SxDNHNLNUC4a8NUdzeSRt3M4JmVhLXrUZCi9I2h8lWyMPKOqFmGYhlcCrn1w2VOvQocNV4fu3XwXAu3ZfyoF4l+PpJipzfODcTQzyCv14X6QZWgkFVSsi7YnzhtCzmIUGFXkCEE0U1mtGDyWUhxy2ipheHIheiwbX8+IYnQVUZVj8nYx4IoHA7Lhw/upVx7/7mS/Fx9C7IIRe25NyTDNou4G2FdPjErzUC2KvojzYlQY3j/BJoH/Oozdj0nHgV+9/KRd/8kYG5zzmYsJ7zt/G4uOiK1OuBiZ3NsS9mmOvOIf3QqhNJm0AFEvZf+dOIQQ3Q8nSKBsYPqOpF6SzyBukHKSkjK+cZJuV9bhUMi7NSHHXkYv4viM/GeNXG97xhX9AGlua4xUug/5p9WkdDy82dIHLdSDbtri8dTT1osWifKBcVfTWJZsQjJxapRTZR56hd7FtnUY4Ms3A4I20/ZkmYBeETBu0wiWSgcm2pAzV9DRNLvsLsZEMRmXxkSakBjswxBMJMvS8IURC1nWDBB8baXUuapLdBtvXRDOHbjy2H0nQ4gPVkhycbgLRpGbxwW3irTlqWshn3miEKLxXw20NIpWTAM73YkzlcJkinrq2JVrjezGEQDyzor1SS1eUjxUujygOtPoFexL/IJYFbWeSzQ3JrsOUcl7LVTlOlwj/JkTqsoV9hw4drgr/5Vf+ND80PsR6PeRdGy/h93dvJnsypZfWbG4O6J8NouDdi/CR5sZfszx58iDeGfR2jNuNCU7ht1NcL7CxPaRcDqiFmii1qErjUsDD8Tsv0hyqsQuO/KyhXlAUN1iiQsol1RLEiyX5BYWu2S+bJNswP2apFhXZZiDZCQxPSudPtqkwjczB+YkEsxPhFxpmhzX5eU225Tn8rojeJY830D+j2HxwDTyUhx2mVESDBvWEvFkIbbnIBqpFRb0gbdDppmZ+SJGMRdLC9hTVcqA+2OBSyb5svdLiY2k+iKdW5COCkHu1Ex7Ow/cfJ9qMqJc8Bw/u8MvvfRUbJ5ZhJ8aNLOXqp28svBjRBS7XgWSrRFnhtbiMts0tkG2IR1G8PofdaWudDtQNya7D5or+RU+1oKiGinzTSu3UijS+S4RDopvQBgZyA69HiqhqmfCxEU+jXAIFn0StsFEkvI9YE4ymOJRRribYfiSE3SQmWp+Qr9ck25XouXhZHfhYApFqKWX0hOio+CwSPRhjiKcNycZM2hWBqHCY0u93CzUDTTOIwHpspvfbnHXtibZm6N2CaFyhpzXzoz3y9QZTiECTboJkipI2gDEa0kQyQV4yT6ZyRIXD9UTjJt2qSLcrglLYPBJeTYcOHa4a0UzxvvFtrJcDbuxtYYNGObj0yBo/8aYfFNmGWNP0I7kh79aoScTa8i7JWHPTbRdROmAmmptfcZbbDl+iWfT4SYytxbV5r+R9+uFDUBjy0xFRAShpOSbI3Be/eptmnrDzioZ6Ubp0krGiGbSeQVN5jY+hd9HRv+D3DWeVF+5JMtZEFxPK1UA0h82XGZr+ZcPY3rrn4AelyWDhEUOyC8kDPfJLir98/L34ShTLfawo7qxkbswkMBmcDkSltDMrD9VBy8L9CdMb5Rh6q3OyzUC5muBSIyXtnsElwlEMEWTrBp8GOFRx4ZkVFh5XrH1QYwpNvFARlZ+OUfDiRRe4XA+UtDzv6Q7YntzMD3xgF9qbLUUJwRNCIITQ3uyhyRU+UWjbdulosD0tui5GSiOmEQ6MKRwu1aQ7nqjwJFslwaj9bA7eo60n2RWCWYgNdpBQLce4RLdt1R50u/8kxswtPo1ohjHNyIgvkUPal50YL/o8wvUS3FIf30tRlZBlde1JdhpsbiiXRQm36SuiucdUnupATlT4fbOxeFyC1jQHRyKwl0tw4nItpov+cp3ZD3NCHMmxZgk+kUyKCpKe9YlG2UA83fMsCsTjUojDsfmUD4EOHV7MKFc973n6Nh44fYQPbx7nh4//DvEUjv2m4xt/9q9TL+yp1Wp8orH9mHiiuHB+CZsH3rj2NHfecBGfBv7Ksfdwz8J5koNzVK0xF1L8SEQr7Woj80vusEOxPmn6EpigIJnAbJ6SnI2JdiLsgsyTPoLq7oLs0uUARwWxQpkd1m1JRlTKfQI2D7ihFzPHZeidC9QLivmBiHoggppSzhGybT0COwhk255NN+DYDZvUw0D2RZfIBhWzGy3RHPpnhAhsc2koMFUgPx1TDyFbF/7KymAuXkSrRrqKUoPNRZVYO+mSyi8F4l1N+mDO6DHh8KW7jnRbYddzsvWO43It6AKX68D0xh7NQOqw0TzQDCSy1qfOS7nDKNTSAiiNUgplNPHWnN07JHviI4nmba7oX3K4BGaH430Gu24CykK1FGFqj3Zy8YRIo0uLLm1bFqpRjcNMpUzk+jHRXHQE0h1LvFuhKyerE6OwKzn1QsL8kGQoorkn25I0io8lTWoHMU0vuuzmPK+kBbmWriFdWaK5I5l6igMJoxOXu4HmB2KimZSClAu4QSIdTpGUdJphIqJNmcb2Nc3QtMJ0BjvKIE32PZdsqmlGCfFOifIBM5Osjykdykk3k57XJB0xt0OHa0Z+w4TbDq0TJ5bGy7UelYF0XRR1B2cdzciQ7Nh9Ze6VBwL33nqa6NYpv3HuTjbmffo3j/nHH/4KzpcL9POK6OAcl3uijVj8kBSYUrG0MsWlstgzZcsjSWT+VKdyorkimosWvm6gOGrxtZGW5x778+3kuGJys2dyiyeaQbYhPJfBKcguGMrVgB2E1n5A3i/f8pg6UPc1rk3s+iSQjBVbL1H8u5/+Mi5sjaRNuo5RHxlh5prp7Q0+UfvKv3VfURxU2J4ons+PesLxgtNPrVEtKeaHRUyzGRpR+D0+Y3yrJtmRoCTbkLbubDuI79GaYeFpT37OYPOu3H0t6AKX60A11NgeZNtCxrJDuVnjA+m5KXpzl803HcW+5EYJZHxATwoWHpO0Z7YpxK6gRNfFVHIhoC63R+tG2n59pGh6ovPiIy0eQ7GWVmatcS1RF62IxpVkIrZKTOEksKkcZlYTIs30aIrLDPHUSwaocsRTiyld23IYYSqHqb3I6/tAyGIhzDpRkVRt95QpPOWyxvZEn8XmRspZLhDPHOm2xWYGH2miaUO0U2IqR7ZpiacOHwkJuOlrTO2Jt+ZSmgLJHhkRoFPWoyuLLhsRrhtXROMSVVt8L2nZ/J0AXYcO14JvvuNDvOPgQ4z6JXcsrvMD4yMUq5LNNa0ZYvzXL3D+9ULk143Hx3ByZ4lyI6e2hp3dHjctbRM91Odj548y3u3TzBNCFLCLFpcF4l5Dc6xi+vAy6ZZkIcSAsPX3WVL4G0psX8i7vZMxLoXRYxHZqQTbk6ysqYR7Ut5YMzil6Z+V41RWsivaSVYjv6QYPg2Tm6QrKZ04bCq8QRUg35ZyUf+sdBe5PODjgL2Ugwf7+0vSdHFRE29E1EPJ7GRb0oY9OBlIt6QBon/rGL+eoXqOeAKjE5JtVhZcrnCne6w+4Mi2A71LnnzD09twmFq6SUN7980vddmWa0UXuFwHVIDhKU89EEGidEMMC/fJpc7R9BWT45m09hpDyFNA0qTFmiKZSu11T1wtKjz1UFMPtGgTDAwukVVDVAbSzYoQS+CydxMPSuEyaUcObclEz2uU90STSjI0VYPPIia3DEjHDp8o6gUprTSDSDqZjBCE46l4B9mekQ4iJxoxqmqkk8koXC/CZkY6o8ZSAosnkrVJt5p9zRbdegr5xEjGxwXwgWhai/1AE9B1K4NdOXwei+Kv0WAUo6fnqFZnhrZFG0BP5mCFbKwnokVTrnY6Lh06XAu+dHg//+Y9X8jOJOdjF4/y9cOn0RZ8ZqScUnqOD7ZZetMF4HInYW0NyabhVQfPEILiwZNHqO8uqE8O4HzKcHlGvFyi50ZUdXUgzCOaRUcyFvdn2w/YXMiuTR/8VNIgppAFWjSHZCIBgO2LSWxxUDF5ZUm0EbfdRsIDBEimoZ2LoHfRS6YnKOaHFLpdFMYzaUGuB3r/PXwM2SVNvq5YfFQyK6aB2U0W3cDoSRidFL2s0FajtYXexVYk7/FFsg1NsIp4GrCpahsvJEBb/ahwH5u+PO4S+YkKv6/YWw0V1YrC9j4Ng+BFjC5wuQ6sfGwsImuZamWhoemLNLZqLP7AEjZXuFTB8iLuzmMQArOjIlJnKvG78EbKRuNbpEOmGqm25Vk8glyrNKttQDeeaLfCzJo20+ClHVrJpOJiDW078p5pIloTIk29kmMzLSWeHUu2ZSU4GTeYuWRcdB1ItiuCQjyB5jXVgRw1LfBZLORbtRdkSYbJZtI5VC9Gou/SyvybWko56VZFPC6lzKRFRRetxAXbBWwu/JgQaZpRKhwYpdC7BXpai3puHhNSgxumUDegtVgDRAYigy6arlzUocM14it+8u/SOzhj0Kt45033M9AZNgeXGnqXPMVKxMViyHieUy4Zdm5JyTcdi/2C5ljF2fkCi6M52rQLiqNzgoHjizs0swRlRZsleNE4STYMTR8GpxVmrrD9wPSGluOmpLXZx9J67BMpIwm3RRyYy0MWxhLgFEcst77xJM3nj6mWYf1VorNSLcicND8smZSVt57j4mtiss1Gyu0KkoknKgPx/AqRTSsZmmxLka0HFh6KiArpINrjxjR9Udm1ufBWBuc8drWhvLUCq3EZEoBkkkFPtwPprqfp630NrGAgKsVkNtty+80O6WbovIquEV3gcp2weUumdeBTIacCcGmTaq0nKotNwC322HxZH7vYE6EiLasJn7Ss9USx+KQj26pRHuKZ3NCDgnTisbmsGnysxXAw0vuZCJ9FmLlFV45obnGDhOLIAN9L8Mlel5FB2cDCU3N05WTlZNp27KTViakdyY5wVbT1xJcm++7NqrFSqmmCBEQt+Tjdbsi2HfXI4BJFtlG3ZozSHaV8ECsBWkPJNEbP5T2icYUpZT97QZBuWuuBJJbyFGIo2YwSlAuYSQXGgGnboGMjpbQ8FvuEDh06XDWakeOrb/sY01nGd6w9LA9qiGaW4RMT1r+gZn024Nvv+RVmRzVbb66YHTS8+eCTHDww5tH7j5PHDa7WfMXdH6PZyvADx6PnDhL3GkIk/BIfFGSeetVhe0LOLW8XU9TeRSV8lJmhGcmcWI/E6blaUjQLgf45Wbwpr1BO4fqe/sEZG/M+zmmqozXKSuvy+GUN1Yoimkm56NxHDmOqVobfQLmmKFY08VzK8FHReh0ZCEZE57RtZSja0j0BTCEeSHslrqaviMpA78kEtRUzfDxC15Buh/1SWFQEmp7GR22Za0GRjiV7Y2rf6mW1naONkIY7XD26wOU64DORqm+GMpD7p4yUMowm1DXRzLL8SCUs9O0Z6Thw8XV94pmkDdOxJ9uWOmc8D8QzT9OL0I1cFPHcS/eQ2rNR90Q7Bcp7fCQibSGJ8EmEmdeEpC0hNQ5TeRF1Sw1Ba+qlbN91Otqc7ctRJ7tOuCmDuDVp1OiyweyWhCSmXs5phhFudSQBSwikmyU+0ph5gymFpJtuNfI55zU+VpLBaY9hL8hRQfgxPmk9hSJNulHQu1SLym8tAZWuHSHS+Cwm5DG+lxBNGilV5bF0HQGkCcEIodenbZmuQ4cOV43l+wzr9ZA33vw0Pz5Z4d2Fplp16MqivKf/UIr9tVX+46nPo39OVgbbbyn52M4NLGUF+QXNuQcPglf8weZx4h3DG+95gjff8iS2McS7WswHIycZl03D6BlZ6KmtGN/z2OxyK3NztBavswKaVcv8mKV3TpHsBoobHGamyS9o0kuGwwu7bI/7NKf65CcSmmXH7LUiQpmtB4anPaaWlm/l4eQXRzQ9zfyQZ35IsXOLzCM+gnRHsiNLD0mmZHpMUS1pokKCkLgNWKolLY7RW9KI4WLF6ITHVJKJcamUudJxoGmJtvODWkpDpbymXNLSARpkwWp78l6TG9W+rUuHq0MXuFwH9jIeuoJqRQKQvYwEIRCfWmf3xoR46iGJ2b1J0wzktT4W19N0R7p9bKaoFgy2p6mWFMnEY3PN7FCrheICpnQ0K31CW/qZH8mlpNLIjR7AJxqXR9QLYnbYjBLcIEG7QDRt9i8M3TjJFPlwWUwuQLRdoBpHeWRIecNQSj6lp17KcIMUM2vQRUM0qdHzRrqbKkeyWZJfrLCjlGjuCIlGOy8aLjsF+FYTBlDO7beLC/dFCb+mksfNtEKVTVtOEsVcU4gKsY+lXGQXe6LbEml03ZJ5u4u+Q4drgnJwc77OywZneVvvFL87u4OFRw1mVqMnBYtPOnZeYjn14GG0hX//hh/nP7zux7g4HXBya4lgIL+g6S0WOK9xeeD3Hrqdj60foT8sqQ5a/PGS+mIPkzt659W+JP/o1h3e+PLHKdcCyY4inkByMgUF5SvmEHvMQoPtCTE23tYShDjpBlrLpigtXJZmGIh3DJzLGD0S079gqYfCPdxrq44nip27pLsp3Wrbm9N23quC8PuKQLkspfrxHZIFzjbCfjtzuuNJpkK+TaaX+TXDE5Jp2dN52dtnPRRrAlOHfePFYGB+IKFcNLhU3kvZgEukzbrD1aMLXK4DwWjKFUnvSaucol6M9hVcQz9ncpPUQnfvXkRXwmuZHZaLaXoM5gcibE8uMDEik0yIjxTRTLyNvFE0uZZOn5bzQZAUrB3EYqg4ENGjqPUHEtKrI9mu8LEm2pXfZiLpWZ9KwFAPTauLYom2ZqIBs9wnmltsrmmGkjHxibQlz4/2sAsZZlaDluDNzBpUCCgnnkamsAQlbdW6ccLFifS+ou/+76rZLw/tuVQHo4TDEgI+0iKQVzkRmVu8TL51uXgfia1BQNlANK4+5WOgQ4cXM4o1xSvzE/z5hQc5YPqMbS68khY2V7zsnlP0T2uKZc23PfxO7iuPM8oq5ut9ytsq6USsYr7kyIOElRpVaIZpTQgK1bNEsSXZMni756AsgcZrD5/k7GyBA/dexPaFNxJMS8bdTaAyuN2Y0QnP9LiI0CnbBhy9wG6TYetIug8jueHf8FuOwVnP5HhEvuGlRFNKRkXXivySolmzZNtCjPWx2LS4RPgxphLz2PxSYHDCCFm27frUTgIL26qXS1eQaFgBbZOFzL3JrsNmiqQNWvY7QmNauxTh8NRDCVyCUWjXqqV3uGpEn+4DeDGiPJDLzdtDsiNOotHci25LEjO5Z5Xmxor1cSaeP7uSdtxzkY4KqXuKbgs0PUVUtgNZQ7ls6F0U2fxsS9yV2evOMYpo7iiXY/qnG7yRVkUzraCfoHqG6fGc4Yk5tmcwVQw+EFJRhmz6EpBEc+nUiTfm+F5KeahHNHd4o0h2Lbpuy1VaJp2mr+h5ubhRStynncP1U8yk2jd49JFC1y05WCmwHl01BN3qwkznhCQmUgo7yva7j5QPhEEOVlqjQ2ykm8h7mLeBDZBsFeA9IYkIRhHtFNjF/NM1FDp0eFGiOOr44Ow27isaXpqd5ucevZd4KNlR7T3rn6PYunCA5t4SpjFplfDTJ1/JMK3Q/YbgZV644/AlFsycV958iocvHiI1lvk0pT8sWchLzt8Sif2YlqCDIyUPbh1mZ5ZzYDRF1zC/rUYVhmTDEI0NSy/dYGeSk+xmfM5bnuSD992GmRk4WpDEjrVsirmQohuIdxX1UqBaNMwPaAZnHfVAk25LJ1K1DD7xlDc3jJbmlMtL4vYci9u9qQJayxzc9CEroRnRSlG0XkRtUAOSqYkLj7IBU0kAGJR0GtUjRTyX5oO48BTL0nmpAsRT6X7aawNPJgGb0TpMK8nidLhqdBmX60C5ZNAvG2MzMU5MxgFlW4aoEkKWvpRIoDAQEpapaSWjA1ERhCPTV0yOK+J5aDMtQswVJrsiKn2bYtTo2lGtJrhYiK/5Ri03ew2q8S3nRTRV+mdKqpVU1Gd9wMwqaZ82RgKRRATh9vx/7EIqAnqVcGR8rPeJtsFAuWiEWGaEX6Pm1X65LNqR2rLrJ+hS2qGVFbVeXTSyndvrgFLSytzY1pBRtUrACuUDqrb72ynrpXsI0DPRp3F5hOvFqMbh02j/fX3cDeMOHa4F0UrJ0JQ8MjvMPKSYp3Ihp84ls6tvmPMXXvJ+7jp+gVvvOgdAYw1PnzhAklnUZkJz15y3rj3KX1k8y4cfuIU8rXlmfRmlA19204Nc3BoBoE9nYkrYKL79lb/C9rTH646e5PR9hwkGsmFFyBw+DaS377J+dpHogQG7xyMevHiYaNfgU49fz6jmMZtVfz9ocRnkFxVb90igoR3UI0W1rPbF7vqnNFjN7KkFaQoI8vheiTnbdmgHyW6gXFFUq6Leu9d1FJS0MLtYgph4ImKcpgpEM+mEsrksQk3piQuxJIjn0h1KEBsDH0E9vGyku+ciHYyUxDpcPboZ/zowvl1SpMFAPA0sP1qRP70JwaMWR+zcbhie0MS7UvcsV+SiKpclSHGp9O3nm57BaeHHaCs6BLoRpUfl5HEfC5dFzypsqtFOyjd4cP1Y5PUTQ7Ui5ZRsXdyY0/WSdLvBZ0ZKNi1046lbo8Vot8T3YqJpLQFErCkOJvhYSl/1YiQqtz0whXByfBZBLB1Lal7ttyeH2GCHKfMDEa6/5w4dSSASGfBeSkGJtDz7LEI1nmjaYArhz6h5iZrOhcRbN6i2dBSSiKAQfk0tJSg9b/Cp+DDtZW06dOhwdQhBcW9+ksob/s7vfB3LDwcGZx3BGJrlHtp4Prf/GD9+289w+2idL731QSazjENHt6lP9zn+svO4yvD9D7yJz3vgK6RbMnL8rZf/NmnW8Gun76bXq/CzGHe0RHlFuqn4vx56G+7RIe9+8nZ0o6iWPOV6jsktR155nuLUkOxcTFQIH2Z+doBdtuiVmnhXcfsNl7D+spAdSjqRsktqnxhr//QYm8PsBo+uFLYPr3/Jk6SbmuKALNz2xDL3LFe8gWpRDBQP3LIpqrtesiSmCRQrRtqie4p6QZTF66GiOKBaIq9kZKLSEc19O2+L8aJLpNSVjkWTJpi2NXs3kG0Fsk3pQupw9egCl+vA4DRET+boRlJ+yYUJ9bElANzyAJfSKi5KxkJbqZXOj3rKRU08C5gSqgWN8jJoq1FLso3afv928JvSYyYV9YGBXAA+tN07NfUoxmUG2zMt0Uva7arVnGYx3Tf8Uo3b10OpliLiImAqh3JB+CKRxkcKmxmiQkhvptpbNUgHlPJIgKMlG+RGl3knIY3QtcPmBlO3K5pJBUbtE3PxAVXWEsA0Fj2ei1ouSPBTWylBpQnKewlaisvOYyES9V7h+LTaEZVt7QW6wKVDh2uB94q/9AffxB+cPU58ISbdcYxvjiDSbL4049U3nOaNmWbJ9Lijd4Gf+dBrePMtT/Kf7v4xQhoompgjh7e5+cAm5zYXABjPcj6yeyOvPnqKEBRlFaNyi5/G9M4FZi+tUArqVUevXxEMrNy5SX5gzmhQsDHtE00V2QZUS4H6dROywzOi7YhwMcUn8MTpgzx+/gCmlAxHfiFQHq+JSinVzA9q5mcG0hE0FaXyoOH9j94qj81g/JqSeqioB4p62PISTZsZLxUXTy1je6K94lrJfx/LXD84WxPvWrKtmt66a49Vup/yDclCu1Q4eKZdkO4pos8OizxEutNm2EvhwcTTjpx7regCl+vAgXdf5OCHnHgVVQGfJehKUoLVWo94KjXNqAxty1+gWhGS2R6ZNy7aMk8IzA4ZdCM12ai6bN5oyiCkW++plmPyDYvbM/BKImymxCTRB9KNEjNr9iX4de33Db+ahQxVOWw/xhsRuDOTkmYpRzm/Hwi4TIwMdRWkGyhSTI8YvBH36qYlydZrfekOUgo1awXqRglR6cg3LbZvJBNSNOhJCdZJK3PTQGMJaYxf7OP7KWa3Qu8IOXgvy6JqS9hzi1YKNa+EwwOikVNbfFsycrlBTzsRhA4drgU3/5Ai+90h9okh2aaiWjLkm7LImdzk2Sj7nLdTvnfjTu5Kz3P0pg1+4Nh7uSfJSQ/MWUhLGmcobMxX3HUfP/P27+Nb73ofP3T8d/nB47/Jzlafew6fh0lM75QsXl5681kWegUknvmJEcEE3nDoGb7xjt+naiL8RxfINhTzg4F61cGjA8L9I6JCkd80QdegIo8rIpIdRe+CkHf7jyeUy4rZDZ4QwdJDIoYZT5TwVYCFjyXkl4IsDGcR5YraD068ARdLuSa/CGZiKA4FvLlMqk0mUvaJpg3JdknTj9i+M8L2oXc+kO1I0GJmDelOQ75hxeS2tMSzQG+9dbRW0lUaz30r4KmoR4pk1316BsKLFF3gch1QRcXgw6c4+pvbwgbXEJ28BEqxe1zakYOWjEsyFh5MvAv5BYXLpOVZN4F8U5jpugHbU0Qzyb7EM9f6czjpAjKG/GJF79QuuvakW1bKRy3TngBmWlGvZNQLEfVAs3Nr2orXOSHOZpF04Xha7gvYfoTPI8rVDFNJ+3MzaFOiQ7PPdLc9aefTTctzUYj/UT8jRJLV2efFtKJNH3e+6gY9K+Qf71FFhU+MBFK9GDUv0dMSlMIeWMBnCSFP8AeWKI6NsGtD1LzCjRKiwuLTGDOtCImkbEPauUN36HAtiKYNh94/4dAHHc1Q+BrDk6VoVC1a7l06y0fqVX7l3D18cHYr5y4uYpTcLtZGUx5//Ai7s4zbF9b5vw59lO+7+AX83eWnAXjDR76B+HzCR5+4kfTgnGQXdm+FBx+4kQuPHmC4PMPnnmimeN3gKQCKswN8HJgfDrhbC1Tu8HfMUA6WH/bMdnKaRS9cvMSJM/RAEW4qyLZEvA4kACmXFaOnA+lWINsIJDuyiMy2pFFi8cGIeAoLJ4RDl44dpoZmEKgXwA3dvobWHvckKsTeJChkARdkXneJdI/m5+ckYylf79yWsntjzNZdKZdeOeDcmxXVgmbpiWo/e1OsalwqPnQ+EjmLDleP7mxdB8J0Sigr1LkNhs8U6BPn8dMZKo4JWtRvoyIQT6SOiobpjaLGGE8kfbgX2CgL9YKS9ukmUC5L2WZPeVZXjpC3hNReImaG05pmlJJuN6K+WDjsYo7LjZSYImGpawfNKMYbRUi0iMZVgWTH4oapSPO7gMs0tqdxLcu+GRjimSOZeRaeqomnktEBucCUDUKyrRpIE3RtcanCFE7KVkaJ1goIwbaspOwTt4aNSSxdSa0wnl9daAMi8XtyfTGOdP3LjLXm0AJ6r93ae/TuXEwX5w5ddJL/HTpcE7xHVQ29kzOGJwK98yXR9hw7TMkXSy5VQy40i8zrmAd2jxBKWRzMfc3mtIcZNeRpw++evIW3PfJlFK3t8nk7Zfz4Mq4XuOXGS5TjlNkNgQP3XoQgHT7LvQJdaOoVz4+dfx2ZblDLtWRDosDq4pTsqRT9eJ9sKzA9oln9nZjhUwZ1KcWcyUgmsH13wK1nFGsKlwZMocQyIIamJ6UklyryTc/siGJ2WAThylUh3iZjCwGKFem0VEjHZ7xYYkeeaknRvyhk22yrJl6f4/ryOZuBNGEoL0Jz1Wouc1+kKFcU22+spIW6B6xUbH5ByYkvlvks3Q70L3jimbhWz4/4fS+kDleHLnC5DqjlJTFP9I7o0VP7rsbuyAq2f7kfXwX2MxB7XhXlqqLpC7dFuTa4GLQ276mkDW1P41p3ZtuPaEaJ3NCzCFN70U2ZN7hUQ4DZ4YRyLUXZgE8UKrReHDPXqj5GNL2IaiUVo69M7wsomdIST+y+b0aI5LjwwrPJTo8ZnizweYRqhBdjylb4rbH4TAiyphJBOxUCNlPYvhB4KSsh5EYRRGI2GXoZygZCG6io2sq2eyaVRl3RpaUu+yRFmmR9ht7cxa2OUEVNsjFHFZ2OS4cO14Kdu4bUq330rGTp4SnR+gSUYuuuFGs1j++s8Uy1xrxM+PCTN/LBL/7XAPR0wrfc+QFCgDS2HFyccGZrkXeufhSAv/rMV+GTQFhs6Mc1i2tTmiXH+vaQaLUkXS04s7GIzz1YxXaZ8xvrd3Hb4XWyDQWHSy6eWMa31Li9ecnminoEHKpQDspV8D2PriVjoRyY26e4RGT8yxXpLEp2A70LDf0zIiS3JygXz0QDauGZmqAlI5NfUNgc7KWcEHvxoMsVyY5F2YBdyVt/ObWvnF6uiWt2vFsTTxp05XAJxKcuL7p8EcFmSrapmB3R5FuObL0SJd2JZ/lBRbrRlbuvBV3gch0obluFhYHcjIMnOAfeo+c1umkdn40YemXbwiJXVhHNJdNSLShmhySzUi2JHkLvnGrF4yBoRbLb4GNFMhYPIF00uLwNy70QcVFiD7CHEEkrtVgHaOqFSFr5ykA8t7hEt+JJVtqyJzU+Nqggpo/KQdPT++WveNKgGks0LluVW70fUKhGyLR6WrV+SOIqLfycVg03BDlHcFmcL0vBS2nJ9qVcRGMl+NDSgu1bo0gzq4imDdHMEiLF9HiOTyJCP5fSkveosqE5tPgp/PY7dHjxY+ulivGtCXZlgE+MdAYaydTGsaNsIn7z/B1Ya4gvJvzY+GUAvOXBd/Kbl+7i829/nMQ4enHNI2/8Ub5uuA3Aw+cOEQYWZTxP/OYtLPfnKKtoxinx/X0OL+3iyghVaRZu2mEQ1zzyxFHOT4ZMb5SW5/x8hE+DvG4oOln1gqjmfsNLP4SPwUcBdCCett07TqG1l0aITEi4phSrEVM6+pfc/mJNhbYd2XmSjbmI0GViD2D7gZB7CIp4JgGNcoF6FOONBq24+JpESk+bkF+UxaNPDbqwuCySEn7Efil/4YEYUypmN1ryN69TjTTFoZTBeZGf0E2gWYg/XUPhRYlOgO46UC5HZGfagbbnx5Mk+CxpuSmtCmSmqBa1mC32POWaIZ7SuiIHpke1XHTNXg0Vmp4YGVZLMUEJuTaaWVwvYX4gYuHxmWQ5Ek3TF02AeO7RtZSk0rG4jrpMiSN04dDWy76itu3OizaBGyZSksqkvbBcNOSbVi5wv5ctEn7MHldGfAo8bkFWa3sIRhRz7aD9vLEmdl6yK3UDzgofxvuW2Cuvi8eVBEFJTEhiMX4MkvUJscH1IpLtiiYxxDMv2jiHhkKGRhR898ShOnTocHVolhzKGpqFhOz8dH9hoTwUk4y1IzNmdcKNB7Zwq5rf2riTv7v8NP/37T/Fuhvyjl7FTy4u7QcsAH/x1OfS71X4vGb6zALlEcszZ9bQhUYfm+HPDShtRHIuphl5amt409qTPHVhjemZkfj+ZJ5oBrqR4ykOBIYnaNuNFc/MV/BJwOUBVUnQkG2J0zQPLJDvBnZvC5hSE09gfkix9Hg7P7TTlzcwX9PEsxhdWZJZaFVsoT7UoOaGMLRUyxH980jGlz1x0Ajbu7x9VIgkBgEw0irdjGQB6lLJpI/vsWIEq2D2e2ukw0C1INIW9TCif95jsy6HcC3oztZ1wEdIa69zUgYBMKIkKzfdljSrRN4ZBcMnpWXZlEIkC7rNaswD+UVRYVRedF+aXFONxM+iWooxpSVEwj8R3RKHSw31sGXPTx31gnQbib6AZC7iqWQ2XCvQFk99qyFj8FnLn1HildRblxVJuWyEN9JIRsf3c1QjwY+ZVEQbU9wokSDGaEIqGisgGZ96oEWTZmbxw0yyLnvnx7ZZGOfEy2jucFlEGPQob1nF99JW/0W3+2tbxGNNiCQLtQfbj1tRPbFE6NChw9UjuxBJiaSQRVEwYm5qqkDar5lUCTu7PZ4+dQCAk9tLuOB5VZrwjl7Fx6qKI7EELX//wufwkvd9I3f0L6K1Z3pigd5Nu3zhKx/gJTed49DLLtJMUqrbSqomwmUBDHz3y36RhyeHGQ3nxNuaW199SmT2M6hH0tVjD9RUS8IFdHngfU/fSjAi4x/v6v3GBtsPpFswuwH0kYJ0Wxym8/W23N6XbPPwjGPtPtsq1gbKQz2SXUcycSgLKvaopRqzkZCti7quChDPLdHMkm009C6otnNTyvwuga27U05+yQhtA/GuYnBaDBdNCSpzoGHwVIQpoTikKNdENyaZBIo1TbnU3YqvBd3Zug4MT5RSNoljWBwJ4TSEfQ6IzaXtWVvAC8s9GORC6ClsL+ByiHclM7PXcmczMf4yjUT0ya5I8BNEdC6eSrbCDhO8ETG7oMAlmqgU8q+PFPHMk4wtLpMuJp+Io/NelkM3Ut9VXhR/vVFUI0M6dkRloFyJ0S4Qb81RjRUBu1Z/JcQiHEcI2MUeaI2Z1ZhKSkjJTAwWdWn3V3F7HKAQGXCiqtsMInTtxe9oOifZLFBBiMFRIYJ2otES8KnBtEFWMOJjlFycSbYlNqiOnNuhwzWhd04UX6vFmHopIfQzdGVFxylAUSXcc/Q8BEiNJdKev3Xu9fzyPOMvn3k9vz57Cf/Le/4iX/3UW/m5R14BwH27NwCQH5+gVOD0bInCxrx67RS9p2Nee+sJxuMeBMXg6C6vyc7x+ydvxHlNveJ4+tIK0UxTLQXiiSzsKCUD62OoDjhuWNsmWisxx+boRmEqSHYC6bamXoBoqtCP9ykOyuuzbSG+2kyy3NFcFjnpWLSsTOEJGpq+waUQpZaXHT+HKcH2YfcmmcPM3O5z8BafkqaIegTJLhQHFcuPVgxPisaWcsKh2Xuf+GxCejFqTRfBZUF4QO3dt3fJY/Mua3wt6AKX60USgzEwnqIS4Wm4YSZZh5GUaghQHhACrmqpKLqBdFNhCvYl9bWVLE5UBlwmLXLZtiNbLyUDkUaUyxHJboNuuST1SDI4xap0BNlMt8RdMQOrFiPqvhZeS+mpl1IJBALUC5FI6lcOnxgJNmxoCcEQFR6bt2q3IWC255c7dyLxRlJFLc7NgM8l6xSUkrqyUfvmivtwHmWdcFkiyepIoOegbtDbEwDSnUa6hyKN67UKvEbhjd63Bgha0az2hBQ8rQhZV/Hs0OFaUC+KZpRLFNklkSpQjaNcMhxYmPKVt93HrYN14l7D7aN14sixlkz4rfFLOD1b4tcu3INJPA+eP0zwYK3mzsFF/tShU/yTl/4S/bRmEFc888hhNqoB6es3yU2DupChHdy0tM13nPsiRsM5P/qKH+bLXvtRXnfjCUyhyDYVYY8a56VTKCoDZqb5U2snWFmcMuqXRDMp0wQDppD25GrFC88w4XJpHGQxN/OUKxEomeNCK/tQLRi0laCimSY8ePYwLg/UC8JjKZeM2KkkGtOqdLtEvJfmByXTE+1WLD42xyVSvt+9UdR4xexREUygOKCoh6ArRbKjaBYCtifCd6PT9tMyDl6s6AKX64DyAd9LCE1DKEvQBrW8SHkwl1ZhpN2uHiri3dZDw15uk1YBkdFvxCI9mUqJKCi1fyFmGzWqEafReiEm2RUNgXoppR6Y1i6d/SxLMnbYTMo00k4N2dgRzxwul5t+taAxVesbpBW+F1MtR5jSiwfH1Ak/pQ12aEs7fpASIk3opWA9Zn2MKirUTHQfglbo2hEVlwlw86O5WAL4NngxWlR6Uwny0Ei2pGwDIutw/YRyJRExOiSwM5UTcq4W+WzVOEzRYHNDtZrj0whVdhd9hw7XgngiliK9SzV6XuPzmOrwkHqk2CkyHhwf4Wy5yPLCjEPpmC88+ihGef7O2nuJtGfexLz82BkWBwVvv+sRgtf892fu5R2L9/NDp9/Eq1bP8MC77mT0hOGj548ymea8+8E7UQ6+/As/QKItH7lwA68+eJqXJxkv7Z/ld3//bqKZcFCCgnQT8jMGH8H0Bnjd6x/ltf2nufjEKsB+VrtcUUSl/J+M28XXXBaJyslCx6XSDRRPPaZodbJKSzRzFGuaaO4ZnbQMHk9ws5hsXXh/vXVPuuvwicYbRdOXhgfxO1L0LihGp60swkJg51ZNueaJZ3Ke65FkhYIWcnE8lWPOLwWa1QabwXxV73dPdbg6dIHLdUBZj9uXsvfQ1IQ4It2qyXb2AhNpmbP9QLLLviibboQhH5XsW6rvyUO7RFYKyoEuG+xCSr5hqYdC0LWDGB8p0h27Hwyp1lRs75vUTdgvNelKghhd+bYEJXLU0bw1OGxt231yhcV6yz2RGnAbuCSRBByAnpdS7mkaVFmjS4uZVkTbc6JJTbZeSvYmVhBHsg8QQq4xkMTYtaE8FOv9VubQEz5MvGv3TRRNYTHTmmYUYxqPriy4gNmakm5XlEtmX1ehQ4cOV49sWwiiygbp6rMiPmlKsH+wxMmdJf7gxI0AvL7/BK/tP8XAlHzrk1/L2d0R//HuH+fehbOMZzkbVZ+33f4oB4ZT/tO5z6OwMU9PV0i3YXKzp7gw4KaDm5jtGHXjnNV4ilaByTjncwanAKh8jHLSYWlq0WApDu3xASHdVrzviVv4l0+9jfTwnJ2HVzClcASrlUC1KB1BIJkXH+0FMjW69hQrmrovk6RppHzkY9GcCgricU08cYyecRz6bUN+KbD0MMQz4S3a3EjWPMD0qJFMd18E60zRGtgajU9B1+JfVK5oygOe6U0WO/LUq456EfEtmnjyZxLKA57iIPsL3g5Xhy5wuQ5EGxOi7QKqSkwAnd/nuLikLQO17qG6Ua0FugxMm0Gy0zqFjhAyWqpEL2AmnBfdQHG4T9OLUJ62nORFuVar/R9vIJ0E0h1PPWi7bhT7QQiIvD+A7WtsKi3X8W6NLizNSG763khdVvlAPLWYyhNNauG0ZCnRbonZ2EXvTNtsSZtWsXvclZZEm0bYXozNNaMnJtgFsQgIvYyQJai5qOPWSwl+r5TUGjbukXijwrU2BPJZXC8hvVSgai+ZmEgT8hSzNWP0zFwu+G4Ud+hwTUh3HNmOZBKU82LP0QSiMtAMAv/zlT/EX3/Fb3NkMOZ0s8JH5zdxulzmjtElAH5rdhePTQ/ymhtOcizf5utWPsAXHXwIHxTb85xxlbF7p8OPLCF3jMuMZKwIp3r8xFOv5qOnjhFnlveNb+UHxkf4Vx94G9/8+e+lPOD3DRabkSz6TA3NCL71c36Pm0db2KcG++7L06OaeFdhSulEqpY99aIohKfbwo8rlyNUkAy08tJVGU8cZlaRbpboBlwuC6ViRTO+WZNMPQvPlJx6h97P2jRDg6k92y/32D6MnpaFowpi3SILwcDgjMhcyEI0gAmklwzRrpGmzIEs7Jae8JhS4ZPA9EhX7r4WdFP+9WBeSAuvuULucHvM/GgPHwmpy8dthiMJuFxRL0j5Jp5LGcmUgagU7ks9VLhcgpeobNurg4jJubQNKhpHvCPZDIB0x5JvWHrnSrItUa51qbRAxxO5QF2uKVcMpvFEhfBYTCXBTzNKKJeNmH3NJUjwscLmBpeJ/5EYGjrsKBOvIa0JWSIZl/azh9igKiHiKitlqOxSRVCiu+JWhoQsJqSJBHltmjW9MCXEmhAZgrWoqqEZJbhMfI7MpBI+S2vUWC+JI3SIDXYxx/cz9LRGN46QdBd9hw7XgmSrlMxu7fcXDslOzeS4JhkrespwU7LBUlKwboes10Pu7Z9iYjO+4eY/4L2bt1N7w+PbBzhdLLHlBrw0O82fO/whvuD44/ytW36TkHqizRhlPKu9GS4N+Djw2sOn0MbjT/b58C++lH/xK38GsxPxHWsPE5Zr5oelpJKua+aHAtVSoDzScP/kKOdmCwzOKPJ1WbiVa0FUc2uExJt77EDK6Ok4iAN9FWj6olHlY00zjDBz8UyzQ+mQVD7QjGKiUgKLZOKxeUQ00S0PRlMuSuCxdJ+mWvakY8/szlqyydZDu1g0RSAZi3liumnQhWm7RiHdEQLxzh0aF0N+SZHdvcP4jk/rcHjRoQtcrgPBWnwv3ddwAVBxLMJzSko46ThQrCn65yC/5OldlPRk0wPthL+hrHQcNYPLqU1tA71LDeWiODWjpLtoT83W9jTx1JJuVURzhylFTK4etX5CTkpVya6IG5kabGZQNrQaL4FmlOBjaa82lWxfDTW6DvhUC5ektpAmIu0fAr4vwYtkQhQ4R2ga9LTcF6MzRYNLDdHGBD0tyC81QupVSrYBVCUKkXYhI5o2YNohGEfE4xofycXvs7aWrMBnRjIxLVl4clOO8pKB8amRY+3QocNVw6cRs0OGehRLt19b0nWZ3GC3vOUL8y1+6Pjvst30uVQNuCc9R9/I9Vu6mIW45J7lC5ybLjDUBV/YazgabfOawTP8w9/8Wo4e28SlgTCPeOzsQZplj+95ntxdJTzVJ7vU+vSs1qQbMg+kz2QihNmX4xSHZ4UZR2yXPU6eXcHmrZxUT2EHHu0Uu7c76tsLorFBNWIBEM8kmKgHmnxdsjDKtwvCXBY78VZBviFNDSpAvuGIdxXJjmTTFx+DfL0m3fWiRj63ZNuedFNTrGhG9yVt1srR9CLyi7II3bkzUC0rmtsLaD2P+qcVvUseFeCutz1B01cUBwPlI4v0LnRdRdeCLnC5DqhIzAkJl7tm/GTKwkcvsfRk2cpOi09F2FOMVWrfuMtUgXgmlua6reeaMhAXLbHWBdKxtCmn29LG7PoJbpTsC83t3iJXdnGoh481o5NWVhRtzdb2tIg2hdDK5beO0bEm3q1BQ7GiiSoJqOJCLmjxAgpUhwb4YY4f5OADvhdDCDQHFy6XipRGlcLv8VmEqhricS3ZFa1JL05bx2crgc6oL2J0wPyIlJFUKROhW+hLyUmJcu5eUBJNpEYd7VaospEymQJVNtjFlHoY44bZp+qr79DhswIu1VRLiuzCvM0ea6LNGUd+p2LxKcevTO/kSx75Gn5+NuBwMubbb/hlfnXycmYuIVaOQVzx2M4BXjY8Qx43rNsR//DiK3jX7ktxQaG8YlYlhMyRXmoF3DLH4OCUrVmP5kDD9CU1dhC44dA2zTBw8698K/WCp3ce0OBTkedXFvpnFU9fXMVsxkQzEZ2bH/WE1KMrGDxj0Ocysk3pQkq3FTu3RlSLMaYtl++ZzG7fdgU/kVZ2Im4XbC6QTKBcy0Apepcs9TAWU0ULzSghHbe8PSWu0XtZcJ8q4lnAx5BtaOlssopsXSxWbB+qkcJl0IsagoGvePv7Se7cJd7tOC7Xgi7Hfj2IIlweEUWRePEgwUw4d5E4BPL1jHJFE++KN4aphXgbjLS+uUQRF5LeLJckq2BqcLEi23HYfisu55HQMoi4W9OLiGeWaqk1+hpF7B6PGJ0SLw3TSAbFZSJAl243qMZLR5BRkh5NND4xND29L4vtY0W5qBid9Pv13GS7Es7OQoIuRVeFEIh2S0ISo4yR7Mme4mardBuMoj7QJ5q3QYbORQ/GeZqlHlEQCW0AH2m00ag0RdeWJs7QtcdlBhpFNK0xW1PUIBPyWxqh5w2Lj02pD49E4waIdopP+RDo0OHFDNN4XCIlaTE31aJ78swG8XjAlh3wxYcf5JAZ86/PvpX/mbyExaTg3tFp3r9zC5Hy3LKwwW+s340Piq8bbjM0BR+a3cr/WH8FDBus18SjmrAekfdq6tMj8kMNRnsO3DxlWidcaJY58+hBenftEp4ctURYca831WU1Xx+B0p7soqZaAlMrkhsnxJGjObVEcBBuKNHnc0yhcKlorFQjg3aBdFfIyOnYkW2Jcne9lBFPG1RAMruR8FjSbc/kBlE5R0E9ENmKxacaEdtseSpRKYtMeUwyO7MjrbbMLozvdJiLKYOz0iwxvUHK/vmFwPufvhn/moaf+5+vB2A06wKXa0GXcbkeJDGzw3FrDChZguDaKPzSpjiOHmhTk1Y6hlQbsWvbahLUnqavSMeiO2CqQFRJ0OBjRbmkafqKemgkEFEKU4m+StAiMheUvN7minLF4I2kQgHZNjNgFLZvaIYGtGpF3IRvY2ppvSZIlxOIxgsKqdm2ZSJd1kSXdlFljZrOJWuyn8mRgAIgGNOmYjW2F1MvJBSHUnwqcv42NzQrfZQLRDNPSLR4FyUxdpSJeaOCZLsEJ3V3PxKRu5AK9yWkpiUBS/ko3a47yf8OHa4RzSDiwOeda8uxSojz7TVttme8d+M21qIJZYiZVAmPX1jj85Ye577dY+zUOU/urDKIaiLlOb8z4vt3jvJb45cA8NEP38bi4ow3HH0GE3myl+5QPTHCDjxVE/GOI4+wkBQ4rxkcmKEcJJHF5R5TQb0omZagRUFX+VaX5WyPeBKIZ7JNOUuYTjIR8TTgdmNchiiAH/Bk21LeKRdF4yqey/zav2BxqXBdAGhtT5SXspB2EjwVa4rpUUUzkrZoXXsmxyIuvibBFArbltVCJOeQANmGlIWmx4XfkuyoVmJCeI/Ki4ZO8mSO3onIzysGJ9k3lexwdegCl+tAMBJUfBzHpSWrqn6PxSdrtFX7bdHKIanGRrINLlE0PS2cl4EM7D3jL5cq5msal4s+AUA0c2KYGImzs00V5ZKhHkk5KJl4olI6AkLbIbQXoPhINFmSsW0F6AI2N+KXVHp8pKhH4i9k+7I6UV6CFVqlWkC6f4wWYi5ImtW5/clO1RY9KzHzpjWAlCAq3bY0SxkYTbpR7AdWPlGoxqOqmhC1FgSNR1tPtZrjMoPPYnltCLhM3Kl9IjwbbcUkTZfNxwvddejQ4QUxuSHiv971Y6jmCgER58F7moMLnNsd8S2jS3ykuInFvKSZJwBMm5ReVPMPb/+fnJkv8nWHPsRtaxv83x97G+89fxsPjI9w/J7zfO3NHyHVlnuPnGU+T4knIsK2e27Ir527m0Q7EuOYnxihDpXMP7pCumEIBtIt1ZZWAqaS+ay8u8D1pbGgONR6BZUGfVbKxM1Q/IJsT8rv0VSJ1lWsqJZl7h3frIlmVhZOhSO/WOLyCO3ktT4R8q5yoTXJFX2tZBwoViTQWXyypjzg8Elosy4B5cCOMsncaAlOlANdCRdneoPGZYpkV+4HzTAQdCAZS5Yr3Qn7lIIOV4cucLkOqMbuK+ECbUu0Q2UphEB6YUL/dKBaksEP0rEjQYISkTijyDdkJ/EM0XPRUC6K22m2LqsOmyqKtYhqZChWI4olTbZlGT1TiIx1GdC1px6IpwZIUOCTluFeOmzPUC3GuFRKSHuqlPVAAp94Lsx73QTRfom1tD0bve9D5PO47SbS+1kmOfhIOCwhELIY108wjSfercXzqJY27vLIsC03Ia7QWbuPWA5mr4NI1Z50sySeSlZH2UDQmmhaY0dZey5F10b+YZ9Y2KFDh6tDvuH579O75R/n9sUmQy8TbtmvLbLt5qxGu5zbXmCwNOd1+dN83aEPEWnPe3bvxAfF//fRt3MwmxAnli8/fj9aBUJQ/Nzpe/nFB17OnYOL2DKiuLXCLNa86mVPkxrH+++7ncmvHSKs1KRp0wppBnQl82A8lQxFsgP5pmdtZYKZaXZeZnFpwN1QolKPTwI+BTvyRIs1+SWF7UG+rjBVYHZYk4xl8bf8mBMdq9KhSycLOR9wqWi06NpjexqXKPrnPPmmp39O5mjbg53bDdVyJG3Xhyy2F5gc05TLYga7+XIpcUWFdAv5hLZRYo9jI4vTZKcVJW01vcolvc/D6XB16AKX60EIRPNwBUlVSLAqzwnzAjUrpI3ZQu+ixSWKeqiwuSg6BtPWlgFTQjKVjEmxokl3A8PTDXEh7XRBC/8lmXpMHci3RCAuObtNvulockW1HJFMxCE6mjkRWmrrtkDbXeSpliKRz48kS4MS48WgFdVQxKj2JPaVdfh+up8h0fMa4gi/NMSujaCqIYmFXOsDOI/vSTuzsgGfGKJJha4sZl7TjKJ9T6FsoyZfb4h2CglmlEJXDt8q5qra7rP+TWmlPBQbdC0aLwQJrlwWSQkp6UToOnS4FvhYsWKm+/PQXkt0SCLSk5usPFRyzin+5aNvwz0xYD5LeXmScbJe5bb+Oh/eOEYvqplMc2LtOLo05kK1wP1njnL60hKbD6wRXUo4Vy7K3dtqOJ8xrnMW04L8XMTikxYdeeYbPVwWUL7NTisxL0QFygOBcklz8dwi8a6md2CG8rCwMCc0GlMq4l0IRgIm24PB6b3PJN1J2bYXuf4qtPzBmGo1pV5K9oXflPX7fmizoxrtpPykgiwsfQQ2F07g0p1bqEaT7Ii6brUgDQPJjqIZypw+PyzmuT6Gyc3yOuXbLHprxGv7gfKQxaddqeha0QUu14GQpdK2G0X7eiZ6bYVQloQQCGWFyyVt6VPRSVFO0o5xIWnBpqf2jbXKRU0896Q7bcoylkzH4JwjmQkfJtuo0Y0QzOLzO7iVIfXg8tdnqoDtaeaHYrJtyUA0PY3tR6K6m2l8pDCNx5SBeijBzR7HJRs7EVLygXjSZjuKhmYYt0aGlShsNg4zLiCKCFlKyFM5ANV2JLk9s0mR5482JuAh26wvO1tnRurCIaC3xKMoGI3LZeVSHhlKd5RWuCzCp2Zf5C4YTYg1tneFhk43ijt0uCbEU8/3PfOn9xcOGI1f6KFqK+VhDRfcgNuWN2jWLH4a80PjQ0xcxtSl3LG4zrff8MssjGZMbcLLF8/yq7/3OUSxI4wTokJhR473/cK9KBO445bzmFLxzsMfY6vsMXrGs3VXxEuPnocgbc3xRMos1WIgnoAbOYIRrsviRxK5yT+wgBvK/JYtlvgk0Awh2TCkD+USEPQU6U7AlI7VByzFqqYZGBHYmzlsT9P0NclOQ7WcUC0YXC7NB/VAoyu49BrJSJs6yNy8HUi3IUSwcXFEyB3Vsmd0IrD0WI3LxKTRpVCusB+ARXPwsQRHTR/KlbCfiTF3ShYpaFmYdrh6dFP+daA6uiCCcv0eACpJqI+vipKs92At2Uagf064Ji5vpaarlh0fAslEaqMulUHukj0DQSGG+VhRjVpF2kjh47asM/P4pQHbdw9xbXnJGyn/pDu2Vev1rf+Qx8wtet5IHVdB0xfybTyX9muxbZcSkcvaDqdZAz6gGksyrve9g/BePIoaK5/VaFw/kcyT0bhcfItCbNBFg08ifC9DT+ZEO2XLUbkss61mBaGuCUlMPYpbq3gxP9MuEGJR1zXztiykFdp6XKKpFkxrUqk7AboOHa4RF18TcefiJcZ3ibu9H/bZuXMgT2qNLiy/O72TG3o7ACwdGbNo5gA8PV3lxGSZr/ngX+LO5XVi5Zm6lOzYBPfYENUo6kVPtFCz9pZzZL2ax08dBA+/eOHlnNtYxOaK6Utq7n/wJjCB/OiUeCZKudFcMi/pYkmyI+3D2gXuufs0B99wjnhUsTvNaWop20RziAppOCjXAtEsiFFs31APNNE8CHk3k4ViutWIfpWX+S8qPaby1AuJkGhTcH0vOjGpZKOXHq/pX/BMjkREGzGqMITUy5wdqVZfSwKSdEeaMnbuCkzvrInH0npuaikhRTM49sYzPPyGH0M1Qg2go7hcE7rA5TpQLUfUQ0TTBGBlkXhjSnAeFUeoLNuvbQYj4m4gjqLKSdszyOoingX6F0SkTbdRugpAgPlBTT2QAGZ+KJYU6UPbYmDoJfWY7QhRlQAu0RKgIDouQSnsIBaZ/DbL41JNulm1zqWKaOaxmbRLx7tOvIK8h8i0yrkBVTlRzm1LMiEykF5hhthmnZKtQjqD2vSz78n2e35EqiXZulTMIFFqP0DyqcIUfr9bqBlIEESr26IrCz5QL6X4RHg+tm9EYya+IvvSoUOHF4Qp4a8d/C227xTem+/FxIWUfFHiSP/fn7mXB7aPgFNsn13ggl3g8ekBvvbQ73PbaIO33PwEq+mUp3ZXeddHXsZ8qycqtofm+KHFVoaL4yGrwxlYzfKrL6FVYPh7OePbQU0NoWeJNyOsNcyOiNaJ+AhBtZ3hMinReKN4w/LT/O2bf4NmO8NVhuGgwI48QUMzCMS7MHqiXZRNPdmlCpcqdm+5LPgZjBLBuBCkAcCAKT3xjih1p7ueehhIL0Yku4HZEd12hQaSsWXp8YpkRxFSh8ot+bpIUdhUqADDE6LfFRWKdEsTbcRUq5LNjieyeLz1q57gZ+78KaCNVwIUS90cdi3oApfrwODkXIKO0xtCbNvYgq2x/O0DYXHI7LDwWvZE56JC0oy2jfrDXhIjVm2UbsUgsWZfKyCeBWymaPqKbNPSOzOnODbCppqoDMTzsC/lH7SiGWhM4aV92ihMKXVbn4jDajxvVxm9iKgM++3TycRhSoeuxXl537HZaHxbokEp8RyKjGSV9vRbfCDkMSGJcL0YXTvJvMQSVKi6Aa3FKbqxlKsxwYhpGY1FGd3W12VfzdBg+4Zo5iiXI6rlBJ+03JdGnF0JwttJdhqR63ZdmrVDh2tB72Lgp3Zey8E/aGThkEdsvsTs8/bKtYRblzcYFxnLR3fI1+a8f+dWFuKSNbPLzCZ8dP0Gnp6ucvNoEzOqibYi/FrNysKMuF8T5w33HDrPK1bO8Kq7nmHnAwc5+/M3sXNvgztYk18wDB9M0TXwZJ9mwcs8NZWsh5kafBTonw+Ua/DE/AAuaMxMg1No7dGlaKyECKplSHc9pgk0A40dxvgIkl1ZtNVDKRlFc0c099SjiHTscLnGDhMR6bQiXudun1MvKOKJiIHumc/avuH2dzwlZaDzKab2uFSz/raK0RsuUY8U9WKgOOKIJ+JVpFcrQmupEk8CD184xDON5vX3fRXNkmV+WAKmDlePLnC5DujtKdlmAGtRUQRRhEqkXTC0JDeXiS+RCiKjHbXkLDFMlP99jGRKUlG8danwPmwu/BNdAwr6F9y+aJu2UnP1LUfEJ4qo8NRDqceGVjI/mnt8orCZwfaFvKsczA8YmmGES9R+1iMoRXEgxswa9LyWYEMpVFGhS7svtY/3QoQ1Zn9V5pM2kAliaFatSOePy2NCpPH9TLI3kYE4IiqEYwNI8KMUIYtJtxqq5VhSvFkr/z126EaIvmhFSI1Y0bcTiEuFoLtPku7QocNVYXSy5nw5Ip6K55qLNeUdpSy84ohiRfPwhUMs5CU7Ty0TRw4fFLf1LvFvz7yVSDuM9jTO8MjWQY6tbRPdMiVKLRvbQ7wzLI/maBX40KUb+cjHbhWOiEGyytsxti8eQkFD/zSY1Wpf08r2INnWmEpRLUoZ6D2P384Pn3sj4VBFfiJha2OIX60p7iqxi5Y73vaULAS9qOG6RKMt9M+KRla64zBVoFyJCbqdN0cGZSVbHZTCZop4Goge7YGXRWe52C6crMyzWdRw722npSVbKUztCZXh1WunefNf+BDKQnbeyOc6q1GncpQXp+xgFMNfG/BVP/+3uHB2if7aHLvgKZe6W/G1oDtb1wNjaIYKslTaeZWGRrIUymh8HrPy/7L357GWptt5H/Z7h2/a45lPzVU9377zwFkMSUlURFFDJNmWohCSEyRmQCiBAzuB4yCQ5QA2EiCGAU9xJNuyEVCWxSCQSIqSKHPQJSlO9/LO3bfn6q7xzHv+pnfIH+s7uy4FA+ouwPeiib2ARndXnTp1zj57v3u9az3P7/mGly7bqi6rQpHOxOKsnbBc4DLJWVY72gl3IF2EtZvnkiXQDm3XBGnanu50KqFTqMv05NK67DNhxJha0p5DokhmDW1PdY3Skzd6n8lNxNSRkFv8IOsEsLZD93dBiq0TIF1VEzNLzFOqwwLVcVei1SQnK5JZK+ulbgqiWlkzqbqlujpYC4qLo452ay2hJwGMxWOh4GkvDVgwovWZ3U7xRSfSNUomQ1WQx6Qj/W5qU5t6/1XuJ3zz/BCfaJqb27RDS1wJqynmltG7LeHNAdf7U8LAYY1Hq8jry0OeH54wawpe2DrB6MCd8TkPzsb08ppwv0d8lJNmLa3XvDPZ5fhkRHZiKA8ipobRqwn9+5pmz635K+1AoY2sfXyuaEbieqyueIKVsNrkvQytIn/8pVcpbziy9zLUWYpNHf/FH/2vGCQ15Z7uvj9LtWNYHcpE2ydqrUUxdaTcMywPLY9+JFCPNYsbFp/L9CakimwC7VAsy+kisLiRE43i/E+WhKj4yiu3CVbOKVN5Xn7+Af/g6x/n0/33aK60ZFNxgwYr/9YtJHOh/rpCkcwV6eOEcpXCoGXy8sYO/UFq07g8TYVAdt5Rc3U3XjWXKxThnPhEAg8F4x+EwNiXqPNqV5NNvKxuIh0aH1xHbwzmchcrSnS78vTvLmjGKc3AkCzFGn3ZwGgXiFYEvvXIkCx9tz6Shke3ETdIUBHavjh/koUnncnH2VoapvJKju8n0qR4D1qhao8qG3EPxUgYCsnWbRXoNrK43ZMdeWrX+UJRK3TtsBelTGsS28HvWAedfSvtVvmI71nRsQCmDKQXNelUnFTJKlJvJQSjZf0UhF2TXbSYVbNeJW1qU5t6f6UC/N9e+lmWV1PavkW7yPgVu+a5tAOZGPzGV19k53DG+cMxP3Xll7lRXPCV8+s8Xg759d99mde+fIvCtOyMVsyXOfbWEuUV5VzchlVrMUnAriA/VdTb3WVNg51YfN/THDrJJrrbZ/l8i8tBN4qQRGISWN10+Bza7cD96Zj/08F/jxk1hFQ0hHne8q/9xr/Ko9WIahcW1wz5uSdZBXqPhU+VTzzLA0Nx0hCtTEpmzyrSU8PRj/i1w7PtK+qtS2QFa1dnuScOzWu7U373tWcwS425tsIVmpBqtIps7Sz5d//Zn6HYqmiG0Ixg+WyLK6C8ImA8n3WuoqAwpULfz7l2OCGkm8blg9SmcXnK8jmEQS7QOe9l8qI1xMDkpb6gCzIlGH8jynHXU7i+WucDgUxFxDWkOvR+EKV7KS/2ZCFEx5gZ6p0E016GIUqjoutIM0zQjehnVJAGqO0bWS9FOgGrwpYR7eUF2Q5l3ZMsHHbpsWUgnTmSi2pt8ZYME/nPmFppQDIjcQBKsbgmbp50Jg2E7yfr78UPUmKRQNPKpKZ1ZA9nbH3tXBqbRSMwuxCEx9JNTfLjCruSaZUvLM1QkyxFx1PuJyLOzQxosMtWbNT5pnHZ1KY+SAUDf/31P40rkHNn5SXA1cpraXbbYFfiFLh4eweVBdpo+cWHH6FsE4ZZTbSR/ZdOuVOcYXVga1hSLzLcnkyfJ5M+P/nib+BqgxvIWVfecNQ7sgq6tAyrStMOIiGN5FsVqxdrYhKp9zx6YSCJxCsVatxgdOSNdpvt0YpkrjC1onxtC/sw4+Gv3yCbSMDtJY9KO+TMC6KDWV5NuXjeki4Dg3sR14/gFf1Hop1rxjJt8SlkZ3L5Uy6SzuSSufrpq1z7x5Yf/5EvEu710S7S9i2tN/ioGH0tpW0s5Us12QUQFfb2gmSqKE5FHuAKUC34XiRZKv7K7d/iX/2hX/sOPRM+nLVpXJ6yglWCmr8EONWNvOFb2yU7Q70tOP94+SgHITC6ngRy+UQEvD6R1FAV5fMWJw6UrIyymSedtJizBaYRbYvLVMcXiDRjAwoGDxpB/mv5HD5hLaAN3f42nXkGD72IhVciOGsHVtw5SqY80XQwvaqRf3dIcFW1xMRg5jUxMZQHGf0jhy0jrm/x/RTtpMFIZi26dKi6FSdS9xjF1IrDKErCtUysdEevVPieCHF9IblEdt50ImNPflSSTRyuZyQ4Uqt1uqtuNsK2TW3qg5StI+fTfpdWH9Z6EKKEpboCqqsOM3DYUjHeXnLmByQ68OL2Md+98y75vuQNvbq4go+K1hl645KkaDFnCTEofub+Z0kep/g0MnrPoVfCqPJ5Ny05suQnBt0qYhJp7vXBK5RTZCcWUyv0wvDstVPiRcr5pM/nFx9hp1jh+oKUCFmn/2vkH8FMCDpCnJxx3XyYJrL1tjRpy2uK4rFm9wuygg6JIp1Gqh1I5qJDtKVYpdNF6Ka9Eh/wH137XYki2DaERDGtc4yKtANQ7xXoU0mUHr1q+a+/67/GVjB6pyE/lXWU6bKYTAmrkDK2q+/sE+JDVpvG5WlKKdJ5FG2GUrIeQvQtzSdui8rdCF9At7IucgMoD4XbAvLC0j6SX8guN+0oucGotd6lGWjOX7Ysr8maRtddOGNPRGSXWhXdiOgrm3lMG+k/rslmoXshNrKm8U/WM5e6kJBqsSa3sQsC6zD8zstqyPk1nEp0Kk6SpjNZR8kUx0vqtNFEozGrFl05dC2wOpp2/ZjpyQKUIjur8MOcaDRhPKDZStZhZT4zZMcrVlczotUUxy35gxl61WLqII9tIo+3XjVC5q3ct/fnv6lN/QGotrK0Q+FMXa5xCZHyMMcVEV1rfG0gwORoyM3kjK285HvH7zBxPZrKMpn1+JHt19jOS5arDKWgnadEC/ZhxslvXuXF77/LwWePIEKyUIQ0kk67VZCONONAO4jYmSaMHFv7C9yOo77Wwp0V6VRz72yLaCOh1Zy3fe5dbBESSZCOJpJMZbW+uhbJp7IGD6lMoNueFudQoUjmXsIbh5pmR0IdbRmptgXD3w7UOjql7cufV1HOXdNKA2OqwPM//VMkc0WyjJQ7mtw6xkWF+eyEdr8lO5N4guXNwE/8vb/K1huOZmxJ5lH0Oh3Hy67gv3jtD/GfffWHv6PPhQ9bbRqXp6gwzAkJLG/2OytvEIrutUN8qrEreYLbUp7wSRkI5skT1ecIcj/KGDOqJ1MU0aFogpGxZdQdUjrPcH1NNTYkK9G3XGKiL5sQ6EB2rViFxXkEtvREIyJcnyjavpAjBfgWSeZOvhYX0WUrTUs3DblMwI65JeYJqmqpt7P1qosIzVa6Fs1Go/GD9MmDpbWshL4lT0i5gJlWawGyXfkOvCdOIYBk7pk9U+B6Zs2LUU6cUVHL9+iHOaubw/+Rf9qb2tQfvGoLBbWhPIw0A4PrCWKhvj7upgiga4VOPMrD9pUZbzRX+L7td/iR3uv8P69+nk/cegjAuRNw3ffdeYcYYbC/ZPzsBQB/+c//Ej//4j/kR668AapbsaeR8jCgvCIkUBxrdAvhdoW5SKiaBHQXiWIDdgE/fOdN0JGb18753+//Ms/vn+IPawjQf9cI/M1LQKNyYlSotjTNWHV6QNWxsRJcplgdapSDeidS7muqnY5zlQrx3BewvN6dv9uJOD2BZCn26d2vwfbrnmQpjJb7p1v86sf/HnniMBeWaOFHPvMqvh/oPdQkCyH4+lxhV0piBBKYvuy5s3NO9nv978Cz4MNbm8blKSoaaSxmt4ysQkxn17Wa4r0pupWpSFJ2KxIFprokPIJdSNiWCHK7tU8pTqOoIFkGEekmkM5Eke5HGXYV1oC6S3idrYLgo2uZsJi6c9loSGeO8kouOhdY3ySiZm2ptqU0FK7Qkkx9e0TME1nD6C6uvWnBS45JfX1MuWeJStZg7Ui0NLqVqc8lmv8ylDEW6Xpqg9bEIsMXCXpVySoqivBWNxFTB2zlcYOUkGjhJ7iIKp9YtE0dOs6Noh2lLK+KIHhTm9rU+6/5LY2uNPrZBS6XcydqCUDtHTnsSuGv1JjEY0tF6w0/MTzjjwxe4Z8sX+bHX/kLPJiP8a3mU713+d6du3z95CoAe4MlVZPQbns+27vLKjR8/uh5prcTlAO7EJtzdq6wSyUwzGdLwmlGOlFUFzk4RW9nhTEB9YMX/OJXP4aqDIVt+X+f/RCNNzBJGdwX16UtIyGJuBwef5+h3LdoJ2GSl7BO7UVfcvLd8G//1H/bmRci9Q/MabYi7VCiAvJTsURnF5AsPMEIqNMngq2ohwIGzaYeU3uh7baaT/3OX2L2lV3SiaY68Nyd73B4+5x0HnE9Q/+xZ/7C5XkLvYcKRi2vfOMW+elGnPtBatO4PEWdf1xuGL3jIAJdraFuUO89gkfHtH3L/KY8uU3tJSOogWwa8ZlAknQrolx5QXWW557cQC6x/7qhA7NByAzJ0pHOA01foaLsiE0pDcilFdo0kXaUUO6n3ecXF046adZgu2wqFkC76jKNBjK6cbkAmgBxEOXd5CRNUDHSjFPK/YSklJWN8rLa8oUWnH8iGUTKhzV3Ri0raWa0rJugC5iMURrAQtgtPtfoJuAzQ0w06bTtbmiKMO4R0wQ7q9Y7+ZDIeHv0boud1d+Wn/umNvUHpVbPNcQuQ+eStp2sIsXjUtbLNvLDL73Bj7/wCsrD4qLHb1WeHVPx0ewB0zLn9P4W0WtO3IijZsRimXMwWvCxrcfUVYLqOX6sV/OfTl6msC3loUxE7ErhegE3kDPMVrC3PUfvV9gKknNLMq4xJnBr+4LVMucTL9zn6kvH/KkrX+Mf/NJ38+ajA9RuLeudPsxvCz3Xf3LBT/25f8j0eU3bh2b4xL2oW3H25Meaf/vX/yXSiTRQd/bOSRYdep8uxbkS0u0loFOFiPaRevuSFv5EW+f6iuKbOfVXt1BOUd5uUU5x9+0DUuNpRkIsX+0Ztr6maUfxybTda4r7Zg0k3dT7q03j8hQVtSSGulwYLbFtCcsVsXVEL4RF7eXjyr1UQrSmEVco7EpYLt9qB7ZLuRWIqFd+PVmJ0Csk0rj4VLM6SKlHeu1YuoTIycQjkp0267yf7MJhmkDvYbm2IvtUBGuqiwiIRuFziWW3VRCBbCrsFbIUXbfSdIRAu52v844u6/ImkyykATJli65Ena9XnWvIyI4cJYnThIBeNfjdITHPaLYyaU6SLqvJXOY7Gfn+2ohqHOrojGiluSHGLloASabe1KY29YFKJQG90lgr0+HB3QWDt+eossXMapRT/NThL3Pe9Gi2IuYs4Wenn+GhG/L5xUcYFxW61GSDGh81r04O+V9//J9x994+hWmIQaHO5OLzvxp/FRc17SjQbHVOHi2W53YYKPcj57M+6l6Bz8BdaRj2K66NZvzh/ddQKnKnf0Yvafn/3P0ekrnCl4bvf/Yd2oHCDSPN9Zb8RPOvvPQlXl1epTgSTV82iesIlXpLdcysCK0WfctScfwztxi/FRg88GSTSLUXmT0HdOtr3Uq69OogRbeR4tyTXwRmdzKiEhpucRpltK4iunAkM032OOFs0aM8kHX83u/NiFrRe6RoRopsEkgeJ2QXEVttzrEPUpvG5SnL1pGtN0r0ZE6sm7XDRRlNvWNxhWhUQqIwrdwqVAei85m8STdDcfqErJu8OFG920pSTJM5a+1JuWdp+yIwSxeRbB5J56GzNYOpOuFsx25RIcokwgXsqhV67lJ0NRK2KE0LQcS61bYhWQWSZST0M0IvJVqNqh1hkOMKQ7WbkCxkfWMqcSIkSxmXqjZ0ybIKX4h7SNVdynQIArQrMnEWVbJ6Ul72w3YlqG9CJD8qJSSy9l2IpELVDtXLCZnF57oLapTH2ReGsAlZ3NSmPlDt7koiYNMYtt5s0PMKVTZghFDdfmTFP11+hI/0jzj4zBHpTPHf/eoP8Dce/zAfL+7zZ69/GbtQfPzqI37u+FO8OD7m+eyI5Djh1x4/B0ExeE/zfz3+BPMQ+d7duxS35zT7Ti5+E00yFyhbe6WlWSUM78qkI3rFxd1t3ny8z9/82g9i3ujx+uyAd0+2OX1zF59F1NJyf7FFsxVJJ4q9gxn1TuS3z+7wYLXVTU1id7GTpsWn0rjIxUqLHRso9+X37CqQrIIIfjUMHjpMLef6pTPU5RrlI8WJo//Y4TMtzVM3Id/5RsTcy3GDgOsHyscDsnMJyW12c0wjlmjtWF8oy0O1vrBu6v3VpnF5inKFoh4pfG6IdYNSSkSogCoKfKJIp/Kxy6uapq+6rIrOAtfENdbe51rsy6nqVkqyQqp2O1t1IrY8l3dCtrOAT4TDQBTFvKmlITGVwy5lDZUeLVAuCA03txLl3tOEVDKMklXsqL2dJbsj+doyoFynV0kMGE07TCU+IJM8pGAUrm8IaUe3tRJapmqHqb00Ud1a6DLXKBYpvi/BjKppiZnBbfVIpjU+k0PETlYoJ0GLbZenlJ9UqKbFHW5RHWRkp5U0XgNLsuhcRunmabypTX2QOntnG90o3GmBXbWCKTCy8vWDlBgUbbDcr7cBMJ+dMHhmitWeHy7ucbfaAw3XiinXelNcMPz1b/wpQhI5fnuXw8MJ809X/L23P8mOMfydz/8A18dTCMJWMbUk0aPgT37ia5jzhOU1WDzrodHYpab/2z24K8GN9ydbaB0x+xXNjkc7OF30UUFRb0f+Z7e+ys1PP+StV67xxq/dIZt1RN6+phlo2qGiOog0Y0Wz69dJ0rqBdCpuz3rLkE1akoWsglZ7lpDo9So9nXtsFVgeWlzP8PAPWWa3k27aIo/r4F6JXSr8wJPeWRBVZPheEIjdfkI7VAzvBQYPA81QdD75KZh2M3H5ILU58Z+iogaU8FGIHUOkm7jEqhYeS9pZn4NMXqpdaV5MA01frNCX3b8KrOFzl4Ldals6+f4jWSOZVgRolwmmIF+DaeTXLpOXVRdWGBMjkw0lmhJdyzopKhHgKU+nLZFpT9SyshLticLM6+571biewWWaZiS2ap8q2kIcSZfIa9X8c5bkEETUqzW0Dj1bYZYNelYS0wRzOgetqHdzyh0jayitCXmnt+lpdBPRiwa3P6IdpRQPS1QUUnA66yIWnACiNrWpTX2A0vDiD9ylf30uF5WsE9NrSYtOUsfCZ9Te8mPXXuE//dTf5qde/Dz/8t4XuGoHDIw4ev6ja7/Lpwfv8Ue2X+XPP/sV0nMJQfzc3n3+3Me/zCCv+cwv/1VQkWFaUeyvaG/U1NuBeifSDgNvL3bxQ49dKbLDFcnUEG+VuJ40ONmLM57dPaM+L3CLhJc+8gDVKprGUB06iT9Rnuv9KTELNNdbXK5Il9JQ2DqyvOXlLB5GlFfsvHxG76WJnNVZx+WK0PYs6TRiSkVx7okG6pHGLj35oxX5uaM4F+L4jV9t0E6EttGK0LcZp+gWVK0pZzn5sUV7OPtYRjNSDO956qGiHovL6VJ36JPNxOWD1KZxeYrqPxZnS/5oBcZIsCI8mboEcLlQb9GSVyHWaBGSXUKMbCmR6lHJOuhSrJvNPDvfrMXWpxWu0PSORdPhU7Ezo6AZCIOFKOLdy5tB7BxObqcv7pu+7d7wI9W2THjyc0c9MiwPpYnRTlxHycJJttIww40yMGotUBvddWRTTzaVFU9IZKQaUhHZxsziO4dPzFJILH6nTxgVUIqLCKPFIQTo2pHMW4knUOJEUk6cRc1QRrLNQZ9QWOzKYS6W6MkSO63Rjcx5tYvYiw28aVOb+iClS8VFVTD8OyN8kcgvek8sElxuaGvLi8Vj3prt8Vvnz/D5xUd4r97ld5bPAfDfvfI5QgZ/Y3qN/+CrP8qb1SE//fXvodkOhCTyi2+9xC/83PfxsZ3HDEYl9qDki19/lr3hkrzfoLzC9SP6+opRWjHYXxI1VGcFqgWlRD/3zA/fRanI1792G4ycs3dPd+Sy904f1Wh+8sd/kT075z+++QuYQYvS8meboVwYAWIWOhIwpOeG6e/tMXs8JNgOCtqFPdbbRj63Frjc5cWyHVn0siIkmnr0RExrOzeoTzvXUl+TLCA7NeiZxefCebk8u+uhpu30Lb0T32UYRbL5BqL5QWrTuDxlqQC6bmE0WK+KVJaCl8h0W3V25aUIWi/f5KOBpHzSpPiODyDWZHH7JDNHtWMxLQweNgzuVSgXyC886VIaHVvK/lYyiRTKRezKY6pucas17TilHSa4nl6npmonb/bRKtHSrCQGACA7qzDzCuU97SgVrkqvY7Q4UdW3fUM6aUiWYr9ue5q2b2UdlCUd6E7LrjxPMdMSczaXx2dVEY0BH0T8W4rFOT/3RK2oDgpUK3qZfOJJVk60OhclZtWuvy/VOPSyJjstZXXVz74Dz4BNberDW71HmkTLhLfZSgTroBQ+t6SzFvtezt+8+4M8ON1iKy35c6Mv8WPjr/InRl8B4GBnRkgjp+2QUb/iV49f4LkrJwD8lT/6edIvDdj//kc81zuh/OYW/c8PQEeOJkNCUCgPNz/6mE9ef8hrpwcsZzkqQHHPSkbbMqEZR0qX8KnDh8Tco1YGlQbah31MrUhmiuHbmv/m9e9jy6z4y2/9Swx+q8fVX0jwGZx9ztMOZYKtF0ZwFEv5u7fegN67Fv/pOabspt5I87K4Ieubti+TXwC79MKx6qbbuo2ib+nLCj9YaIeBRz8oULr+g0jIAmalqPbkzK13hKZuV5F6JBfIdB6ZvPQkIHdT7682jctTVDr3pHPhmrSHIwkjNBo16KOGA7KLRpxEM3ESoeSJ2TvutChdPlFUYu29DB6stywqQL2b4DNF76hd71jtymFXEtWeTSUd2bSilQmJiL+iZm2T9pkRAB2QTp4A5mwl+GufaVyuGL3XYJpI/7Eg+mNiOgdQpNoxtCO5jYkORyzUunQieOsAecpH8GJx1t3KKGqh8KqqgaqW1VHHbSGxqFWFH2b43GBLIV2iIGQWN0ioxgbVRRyg9Tp6IBZpN87W6MlSxHd1+515ImxqUx/S8ik8ngyptjXljlkzl5pxgutbooI/fOUNtkYrrhcTfm31PH/tzT/LX3v7zwJgVCSZam6kZwBoFVEqEq/UnDRDfAZ3Rmf8zV//YdCwvBVRhac9KWjKBBQ8PB/xzZNDPrb/mK3tJa4vK/F0onj2zjHmhQU/dPAmr5we8vwzRwDkb2XoRs7Ual80gP7LY95t9njrV56h/0jWOPlFID0z/Jk/+89o+5CdaqH5VpDOu3W6hfq8oDwMQrRNRMdXnERWh5FkKWuipBRDAlqTnpWk80AylUlxO5QMODr5QH5zzvyOYvLRSH4kE/B6z7O6CtkF6zBc08p5nC4idiUXwE29/9o8Wk9R2olYVjWOdixv7GowIIz7+CvbECLtIHLxsiadRfJTcQtV22LPawZiadY+QhCtSToX0W3UsDw0aCfCXVfoNRPF9WU+GRKFaUSEa+qOl9LlBNFZo13f4golVuNMy9TFKvr3K0wTsEtZ+UQl3IJLiq3yYj+2i4ZsGmgHhmagSWYt6bSlHRhUK4cDQTI3VAQ0tONM8oYSDVYTE0NclcSuacF3OqAuQiBkAq8LqcZWnran1wC7wYMG3XpMG/B9Efa6/aFMZGKUdZOW76nd7X07f/yb2tSHvuwK6nkmyfU31BoUGQ1Mn0nITxVGBV7efcxvHD3Lb8+eZdUmHBZz/sEqZ1GnhDTyi+cfZ1UnvP3mFV57/TphnvCwHLH1/Ud84/QKOzcn+H7AXWkoXs3JryyxmSN7YUY7zbi1fcFXjq4xubsl7hsrU+m33z3gh26/yc+88Rlc0NzoT7j18mPK2w12qahuNeSnWs6dYeQ//vUfJTsXs0I9kktZ74Hi7//sD0hY7UpWMvW22J2DUWKHHjXEVC6YEn+gaAcK3xOYnakj2UWLnTf4IiGkFp9pYqIxtcf94JTFTbmY7n5J074+ovco4ovA8B0JjkxmGuXlkpedx7Wb6VKf2I4iixubkcsHqU3j8hQ1v56sKbQEcRKFrSEhsyzuDCiv5phSkczo4ENPbNCmFneR7mzP2kfS84r88RLTyl5WBai2xP2TnzeAJCVHJS9sn4lgVnkkj6NrbHTdWZO9kBov+S9RyXRH+9hh+cUKHY0I0pJu/aRcQM9WhF5KuyXrl97DimQVaLZTmi2BxcVOx+JzWSG5nqYd57ieodlK5AU9SPCDTOB8zq3puaqsUT6spzrKR5JJLWh/owipQblI/nBOSGTq0mwllFcL2mFCu10QlUI1Lcp50okTdsymNrWp913z5zzKyBt4SKG82qfdKUDB5H9S0Q7he/pv8aPbr3BjOOGrJ1f5w9fe4Hu23uG16hqTd7Zptz1H5ZDVeY/h65b93zToWjNIakZpjdGR85MRUUWK1zLqHZnK+NbwJ+68wt71KW8e7RGjImZB4JwXkXQG9jThl974CNuDFU1j+fLRdY5nA1RpMDX8pc/8DqubjmYcyc8Uz7/wiGYM+VRItq6QFU1xJKt5U142J2JHvjRPxEc5utTiTtRP3Jr9+5pyX0JnzaJBr1qUD4Quib7eSohK8Ykrj3DDgF3B7DkYviMTlf67luLco7winSl8Lmt5W0VMG2n78h6gPOTHivE7G43LB6kNAOMpqh0KGC1kCdlFTTjYxg0z2lHC5AVDMpOxILrr8rcEUhRttzI69aSTRqzDj86JbYtSCv+xkeChc7Wm65qVI/aTLrlZ1OdRy4jDaPkY7WKnjjfEVBOthDBGA/2HLaZ0pFP59eqgWE9XohGHjm4VybxFVY1kDfVSyl0rhFwrgY9tT5POL4m5EVN7xm/LDlgFqHcsbZd3kvuAckosy0ZWTzEEWRH5bvqiu9+ftzQ7OW1fpi8+0+QPFqhVhc4SQmFJzxvq3YzsvBbrddMS+wU0bafb2bzoN7WpD1RRoSYJPpWzanHDYktDua/52M33GD1b8Up1nb/91nfTOMP3XX+XRHn+F6NvcOYV/wn/U8bfsMx/7TrPPWhw3dDzbNfxhQe3OBzPOXk8xuSedFRRxj4xDazOely/dca9chujA+6oR9uX9XI6owtujbiDBnWeUg4T+OYAt1DUVwOxCJQHgZ995xMU+yvcdAgR3v7KdZJE2C3ZNLK8omnHgd6RotpStCM5gwd3NdV+XE+a82fmLI/75K8aygO5WPoMtt70VDua5TXF6O0E262qJ89l2CqSLAPtwPKF33pRcnYD4paa5TRbkeE7oq1xvYjrwfBdRb0D2SwyeRF2vg7NyJBfOExtZFW+qfddm4nLU1TaMQLcVoaqPfVhHxUiIVH0H0Z54Q1E3HUZhNgOVQd961TuVoMLxKoSNX+UbjwkIrxtewrdCgK/2bLo2qNbST41daTpy543WMFJE2JnqxM742XMAAppFjTYRUuycKTTFpdrknmnG9HiHCIEwqCgGQvWP5l7fGFoBrK6sksnLqdhhssNdEwa6HbBS1lXNVuZpENHiOOBaH9s53jqYgRU3bmJjMaWDp8iCdJtpDnsE3s59WFPtDmtJzuvcYOEdpwSUxnZKudJ5s1G47KpTX3A0i2YlWgtskmk3u7OJQ0nqz5fObrGl6a3+JO3v8H+cAnA54+e59968GP8ew9/nGShWF2PLK9ryoN0zWSJUVEtMu7e3+MzL7xLPM7YGay48fwxei6wzOOLIVYFiqSF7Qade8zMsroi+rzlVYVSwLhl8s42phRBbRh4smODOhRUQ7VKyc4ksNCWiuJYvjdbC0jTLkT3Vx5eWo8V0bL+Wn2n6U/PDC5X1FuyHvI51FtdLtFWZH47J/RS3CClOA9oB8nM4TNF2GswV0vq3UhsDMFCMlNUewrtIew39B4p0qlIBsodvT6XXS7TcruKhHSzKvogtWlcnqYiFOeRk0/m+H6CnbfYsyWu0Gx/Y8bgkRMvvxd0f7KI+BxZE1lRqLdDi7mYg+os1GkqqdJzAcPpVlY3IKwS3UHhgpEXRHHuqUdG0kpzjS8sZtmivQh/s5nHJ6KTUZfaEgW68ejadTZAI/ZlDar2xF5OyC35cUkyl4yldmDQLlIc15IP5KOkO9dhDb9r+3JLClb4Lu1A9C2m9IReShj1iKO+TFzmqzXbBSAkGpcbfKJIll6ouaUj9DPS8wqzaoTIqyXKIH84J/QS+adf4HsWN8q/M8+DTW3qQ1q+H0gWipPvFeR/di4Xp+XNQP2zByxO+2TGMbYr3r2/x6988yWWTYIm8pNXfhXXjyQzxe7XW+qhEK5drmGWkDxIefHWEVrJWTb5lSs8+MYh/Qdy1rWzlFfPDnj3latoGwi1Qbfg+hHlJD0aHdHHKbHwZBeRZB4xE4tdKeJJxvKkR3SiIVwdRpRT5OfidHQd0LL/MHar+Ug2iaTzyPJ6oB3IVLu+2rI87lM8VixvRaKNErp4tWX6gqyTtIPp85rpcz3qbSvT8InvsA0BJil///v/X/Q+fkFyZhncj13orcSyFK9lZJPYnbcK00ZGb0K1I7BR1zO4vqLa2oQVfZDaNC5PUa7onpRnksyMArSi3NHo6Yr0vCJY6B1HQUg3kMylaUnnkWbLkswdcVmijAaliYNibb0z7ZOwRO0CydKhK4dugjQ3E4fuJh3twKxBcO0oJWpFNmkFNqcVbd+gKycrJ6sl2DA1wnrRkgpNeBJ8qCtHvZvTDiQwMVn4LqrAEFJNtW1odlL5vVXoUmUVSSkNTHkgh4YrjIh0Q6Dd7Ulgo1LEUZ9YZITtgbANchH+5tNAei6CXF07Zs92Me9KSfOTGnTVohcVizt9mnFCu9eT/XOzGbNualMfpOy4IVgoHhhBDlSyPnn2Ew8Yv90yeCPhqydX+TvvfI58WNMfl7TeUPqE/8vrf57QFzhbMne0IzlL2p4m9h3udsW9iy1ePT4k5p5gBSRnl5F8q2J0uGA66/PZz76JtZ58VNPueNiv8blkGDFPCGlElYaLzzjyi0B2IRMQXSuSC4taGkKi5FJYCWhOOZlW+0ymR81YYUrRF4YEhu/IGZssI8m5pf+OJVowpZK/99kl7/ypv4kbeNoBArBbwfy2xpZBMBCdW9Onmvz6gv/dm/9zzM9t0x60pItAdh7JLiJHPxgZvy3Op3pbviZbRkbvNrgCqm2h+hanYS3Y3dT7q03j8hRlGuGrbL22RDeeZpwSjSEkgFLYk5lA6ApYHRh8Cs0YfCEdfD3S6No/oe7GQDQipm0GEoRYj0U86/pJFz6oCKmW9VGhqbcN6SJ0e1Rx12gX0bUXpkvpySce0wRwHmLE9Sx2WqIbj2nlcyqPjHiNIgxyYqJpB1piAaYtykWyiaxibOkoTt062boZSgM0uN+gG3FOXYrgfC4Hoq5EPKs6sjBd0KJqJXHV1AEzr/GJQrceVXt02aJCZHWjJ0Lc1pNcVMKUmS8ZvjHH1EESV2/2McvmO/I82NSmPqyVZi39B5HiOJKsujR6B4n22Mqz/+WGn//Uf8W/8eIvcW17yl987vf4iee+gFaRx2djcIr8NNJsJWTnsRPpI4LflaVaZHzqykNIIs3HBBDpC0Vzv8/svI9fWh4tR+yOlsQI/YMloTWYSjQ3dqrJTg39e5qXX3xAPdYd90qyiUISiUb+zmQpJoNgYHnF4vqiabElAtMsIun0CV07mSvqHUV2qiQbSUN+Au56zffceo9fKg26kr9PRRg8CPQexfU5m04aQmawZYAvj7j4/15n8NChZ4KzKM4C+STQuyeaIVfI37P7Skt+4cnuTxjcj1T7khlX7mnJkdvU+65N4/IUlSwj2XsX6GVNM06xpScm0riEQSFvzEGEZgDtSHX8lk4Tcvka6oSrAHQi2HwiJMbiLKCb0PFWZIxol55my66nJb6D2plGdqSSYmpQXgIQhdYoUw89rySuPhM6rWkiyUwSpG3p0QsJZIxGk6xCZ1Pu3EOpRvtAMGJb1q18bclCXmw+1zQjQ3HqsVX37ZRepi6pxSxr+T47NxA+EAY5PjeY0hFzy/i1GW6Q0m7nqIsZ46+fUxzV+H4iDBejcH0rkD8tkfL1lsUu/O9L2t7Upjb1Ly7/jRGDx45kFVkdCILep4o3Hh2wvJJJyCngo2I7W/ET4y/wV8Zf4j+/9Y/QxnPlzhnaicbOFaBrWdMQFL13ErK7Ged1D3OWkCSedtvjCkgnGpzizjPH9JKWj+88oj4vWD0coExYQzqjAfuZCc125Lt33sVWkeIokk4Vox86wvdEt+e6aUsw4o4EIMj/r67ICtsuFSpGmpE4qHqPZDXmc7lMXl4szVHGN/72R/kP3vvjxN0G15OPaXsSH+ATRT3SnRYv0Pa1NEdIJtLOVxWTF4xwsd5ZsPeVlnQaaQfQP/a4XHP2ckIY5sL5mtA1NXE9Qd/U+6tN4/IUFTVgDaFIcH2DXbaoKEj/5TMDwrCPbqEZdoGMW6I6N2UkGNZ5O0prcdgojarbtT1YBZ4gpVedvXmUCWjOSgRAuggyKdFqvRYKXYPhehZfCJguP2uJWUoYiR4EoNktJGrAyg2CCBhhE4TcoLtEVBXjE6S/0fhcKLk+1esIAd0+geqZypPNgkQChCjp0x3PJaRGcpCsQbWOdpjSDjTtMEGvGlTZCM9l1SVKT+boWtZboZdiTqYk04b29j6rG32IsWM+KKHxbmpTm3rf5XqR9KKh2tKUVwL5eYeuP8u4eEnTDBP+y4vv4edPP0VuHM8kA15px3yh7vHxa4/43oN3aXuKtqdIVnK+KR+JpSFkUN1oeO3dK/i+pzor1hMM14tsHc7RKnK66PPLb76EKhwxkTOn2usmNxGcM7TXG376F38I5aURacaRxw8l+NFODL6QN/xkwRrPL25JaWjagZgY5jclJmX+0YZkIeeaXckKHwAF2blidTXyzVdu0ns1p/dYYZeXidKiXUlK4U6FRLPal7V4PhFJgM+gGcvjKI5SyYrbekPWS/17K3QLD/7wmMVN0bisrkaaLVllber916ZxeYoqTlrCIKc67LHaN6jGoVpPcRLIj2umH98iu5DGwueQLOWFaEuZjkSNCE7b9knOkVL4QlPuyj8uE4aArj22fJLLk07FXWTKQD1SAqCL0rH7VK9zidpCFPXaBZqDPvVuTjCaZpyKCynyxNq8emKFdrkhZHLIBKPwhUE3Yb1OUj4SEr2G42kfaUaiyl8dpjIBKsUNdambCWkX/lg16wnT8lrSkXz9Opk2mTVEpaBX4K/vsbzVJ5lU6EWD3xvJxKX1FEcVGCELmyagq82qaFOb+iC18zVFO0wIGfiRJ51LzAZBku1ndyz/6OHLNN7yJ3a/BsCDdpt/7bf/iqyLqhH5hcSF5Bdepi0Rkqlh63uP+Hd+8Gf5Wz/0tzDjFlU47Fy0KCGLTC/6fO/uXRavbeNbDXOBeMamMwoEQfP7twaY1Eu0wKck28hUCnuasHdzIhoY/8S5We7bjh4uv6a8aApN1Z29ZSQ5SogGWScNENbLieTG5ScC1cwfG4qjSH4WSOaQnwt3KlmKxsXnsrKfvRAJqZgekmkrE/VSsbxqqA56TF4ssFVk9LYQvufP9IkWxnc9/UeRi8+1XPncY+yyg5Fu6n3XpnF5isq/fBdzPMEVWgS6j8+EO+IhvX/O+NUpW9+ck8wRGq6CZCbgIVtGSRedLmXSchnMWIrOIySK4lxEv65v0I0j2ifdeHZRkyw9zchgu/0sdNMRq0TIW3vyc4f2EZ8ZEeH2dKdtkRfe8qpdY6Z11co6qZHVUbAyvXF9gcGhVCcM9jIBitIkmTrgCkN+1qIipAsh6vpC0ww1TV9IuLp9kh6tSlkbRa1Ev3KZ7OwDhIidVcTEyiQqwuLZITExlFf7pBdVdyhpfCZRAaoNIvzd1KY29b5r90sX8lo3UNxLKE5biJJhdPDlkuI0MP/VQ/6Nm/+YKkhj8ZeGR1zfm3C8GvLbrz9DughrirjPNdqDXShe2Drh3/1nf4bHbsy1vQn6NMX1Iz4X15C6SHhzuU/vRfm9Fz96n2u3zzD9lqggnUpD4q7VmDcLiseaeLNi+7MnEgjbwOnjEdop8jPRsozueWwVaQeKYDq0/yyiu2BbW0aymcDqgoVkERm+J19PvSXCYZ8psolCObj4qKz6XR/qsaYey7TbLj3ZSUU7TEimGrtCzBlG0TvxJEv5e1V4Qshd3O6RThzLa5rt1x3NQDN5EdLHCffe3heoaLp5K/4gtXm0nqZ8oL2+I2GKKy9k2Kpm9PqMsDVAn80ImaUZywuo3oloJ7vSctdQPK6IS1mOxraF4InzBaaNFKcBnyp6x450KknNZtZglq0A2grbaV/UE/Bcp2exS4luB7E6Byv26fSikrwiI42CqYRzkCzDk6bIB9pxLuGP3QtOeWSXO5C8JBUi5WFKMxThbbJ0XTK1Fr1Lx0rwqcZniuLUERKDz61wa2Kkfv4QP+532pwgGUuLFRhNvZuLPmgq89vR79xj9Nv30A9P6N1f4IYCXigPMwgRs2wwlfu2/ug3tak/CBUTw/Fnc3wOrojYeUM6bRncC5R7KflpS9TwS/OP8cXFHQBebxumZc7jiyH5O5lEi+SSs5MsPIP7jmQOv/HWc6jS8O+98ie4/2gH5bqViwI/9hDh1ZNDvvI9/y07Hzlj0WQ8vL+Dn6S4YSBqEbMqFakP5DBKv1nww1ffJJ11qxsnZ96l86fc0dhVwPWlcbicwrgeZBOh2UYFxbGcmdWuuHxGd0N3GZLPqxtZZ5laGpreY7FRJ0sxHYRU8/pPZkyeTTq3qKyGzMoREkW9LSaFZOEwbWRwd8ngnQX5exN0DfMbhvOPR7JnZ/QfwO7vGdpBt8ra1PuuzaP1NBUDug3Yysv04PoBAOrBiaxGtoaEzJCfil4FxVqQGxLQlQOtIHRNj/fEsmLw+pTiRBoUovwZN87QdUvIJCMjJJp2aNEt1CO5XdQjLdOHKGsckEmMLbsuRimasUDslBfBL4gVWrcyUcEaYbx0ExBTX+pUDMXjGtMEmrHFJ4r8XEIW276lGRv5fKqzNs+FEZOs5Gup9lJpWjo9T3K6QnXi5cvHROUZxEjvrXM4OSfMF+jpCnd9t/vyFbiAXTTUO9n6+4pGdZ/7f+wf+KY29QerVOvRrZwT6VQxf6aP8mHtpAmpJptEHlZblD7hPbfg33z7X2Y67eEaS3ZBd3mC3qkjJCLcH93zDH+nIBae5TxHJ4GQiqgWABNJ5prdvjiNfuczP4NWkZ/4rt8WXchM0w5lQmLfzUFFXC8Sksjf/Z3vlnXUXIEW4GYzDrQDyCeBaKHtR6p9uXyV+4pqR2zQdhUp9zSLG50uZwGzZ6Da7c5L24HntiGdS6NFlMiWtt+ZIOpIMm957qcDg8ee1dVAO1Cki4DPLcnMcf2fNoy/PsHMK9EeJkbEwuOeRLw0sk7K05bpSwKfq/cC1XcvvlNPhQ9lbY78pyi1vUU7TGXCoOUQCAfbMB6Aj6hHx6wOhSapnIi+6BDT2rF26wDiLLoMOLz/iOwr7zB6pxQrcSsNkh/IG3t6UaPbQDPUHVmXdd6QzwztwGJKh+5cQy6XdU69m5NNWoLVBCvaF1vLxxDik+TlTrvSDjonU0eYvLRjKw/5uSMYhV15QqqeTFqMpFBHK9MXUwZcT9KklZMXdky7QMrGkU29TG663a6aLVGrSvQ6wwFqWWImK7AGjKE57BNSQzJvyc5r2qElZBZdtuhZ+W39+W9qUx/2mnxsC5+L9kO0cNBspyLQTcTyO3sW7i52uFOcccsOeO2NazBNSHPhRFXbGp8IudsuWqrdhGTmuPKbc/qvy/noZwn5iRZ9y7UKZQLtOPAD+2/z8d/6CQDKNqGNhv7BEp/J+iZqyRUyC0M7itSHjtEriUR8eOi9k5BMFcorsgkizHWQzhSmhPwsUpzIpNuWYpxwPRHPNmNxI6UzWQuZWnQ1y5te/rsb4vpCPm86lzOu7WmiApfLuTV+Qy5sy0PR5tARy2NiqK8MyC66T6TlzBc6OOx9LTJ7ZZfi1lzgnStF8pXBt/9J8CGuTePyFHX+/Vep9hKZgKQKt9NHuUDsZSjvwXvSmacdKJqRKN6jERKjaWTFcdmsoA3RP6EPxabFTkqiFmGsWTayLw1RMPqt5BOli9ARGmMHgaNb2whbxRXd6LTXNUkRyisZMdFkF25tqY5GXmgouWGERJFOPWjZu6oQ1xECydx1AY7S/JhKeDEoEfJGDfXYiFi3Gx83I0M7TDBlC9ZIYrQx5Cd1F3pm5dd7uazNrKV97ioYg9sbgNbEXk56skTXDnuxwhcWu/ICnotRRL+b2tSm3nedfFZgbiERzsn8poS2Lm4osqnHzGpGb8Gbb1/hL4y/AMDWlTnRROplKk6iTh9SjTXllazjrBjaYYopQV2kpDsVppIzMCwTzOMM1Sr+4XsfpaoSXvjV/yX/5gv/hJ/52mepq0S+nrwLQOx5/MCTXl2i+450HlldDdilrOB9EXFjTzNCEPrdueQzYWjV22o92Q1WmhZ32NB/JOsi3YAbyNlZ7UD/PeHIaAduIBoVU8Hq0FDuadoBLK/nVDuG1YHg/QXiKStygugMm92c04+nmMozv5XLVF5B7yTQO/EUxw3ZhcJ9bYwrFNm5ov9oI879ILVpXJ6iekct/Xsldulo+prFjRw1meOHORyfAZCdViIw60eakeSBZJNI/2H3JhtFqU7b/b/WT5oZ6JoSgbW1o4xoxFZ8+Xs+VaSLzoaXqrVTCCW6lGThCZnwC0KqUTGSn7WiP+kcRz5VnaunIeYp0SjsSvgIBDCVsBlCKsnN7dDiBkZcSyMr1F2EmeBTRbNln3x9maLtS25StEoau9SiQpDvI0I2CzQjQ3NrB9JEQhP7PVzfEoc9kkcTKCu4mKIenaFefw+Oz0hOViTzFt9PiFlCHPa+HT/2TW3qD0ztfSWy+/VI73FEtzJ58Jmi2Yok04aYGPKLSDKs+Up9HYD5okAPWwbfyLqcMXmt9049tuzOoVSmy+lMCLfNKqE6iMxeFvGvHwTsSlE1CUXR4JYJ/86X/zTDUcnHrj/CVNJstEPAKQYHS5wzHOzOuPiouIpWV2VqEhJQXibB1VhjGrF1mxqiFcelbmF1TfQrtlSY84R6SzF/zpFdRBHXAs2WEG61k0tmcSQT7WoPFrci1UEkWdA5IUVD0w7lz9oVzO5krK4k5McVaEXvOMglcerRyxo7qeg/KBm8ekZ6NGfvKy2jdyKzl5xA8DZu6A9Um8blKSp/6wT7xn2Si5JkFek/riGxMgHoOm9zscRUYBr1xHrcrVzcVoHKRGgafUB1HJLoPUopyltjfCauGzcuhJUC6LKlHSa0hSj4gxVRmepWVslC1jggADjdIbAv1zGXQY3VtpG055lHNdJAhSwhKqi2LQRw/c5x1ETaoRFypYtdZlCnmo9RtDNeAsOClUNLu9glSV9OdaDZKYSWWzaicYmR7Lwlm3iSkyWhlxJvXaG+tSNE3iwhFhnRB+JiKXqgEIjLFbx5F/vaPZLHc/TFgna//+1+CmxqUx/qGr1VMn59Qf+xw+fCTolGglld3+L7iYSm6sgvnH+Cf7TK0O/lhEVCtLDa1+QXEvlh6suMIDl7glVMX0DWNwtLMlUQFXbckD821IeOJHGUZcrt2yeo1/oM85qvvHkT6KzLtTQly/tDfGk5+cY+fuhlveMVPhOwXHqmSRaQLjtdYJCptl1J0yJhi7A6VLTDwPBtTTSQnRrqHTmfVtcig/c0qzsti5uSZ3QZ+FjdbnC7LeNPn7K4oVhckxV6O1D4PNL2YXlTtIzH3w1H3zNkeiehHmvKvUTOXufRi9WT7LlVRf+Vx+z97jlb37BsvdVi683E5YPUpnF5iqrv7KGSBB6fEA0srmVr8anKMlSvoL02JllG0qmEfQWjJA59JhOWOB6IHfpS96GUNDDdCkf5zi2kwVRO/rt1pNNmDYartuRFWJzKuiZaBVqJBVopce2kHfip6NKZNWSTgC2DMFAaR+hJE+UGQn20ldygkoXrdDzytasgCnoVIy4TeF2w0shks0A690QFdiUHmfkWGuQ6fbqfy+PkRL8TFcTUUl4pKG/Inrc4qiEEls9twVZ3rWndOkUbICyWxIdHxEfH2C+8/u34sW9qU39gqh0lRK0o3pujnGJ5y+MyWVv4wlAeZly8aAlvDfiNN5/jX//iX6R4eYKuNHbZTTuiNAbCcdLkE0867SJBUtGVJDNNO4roUqN01+gsNUZFnr9yws9/9O/Q3K55+MY+W3sL3NizuBUwFeRHhuzEYE8Twl6LHbYCeMtit3qPkg69EKrtat+IMNdJCG21Jyua7CLihhHfrZVWNz1ERbUXaYbS79TbUOyWxFsl2TNz0qli+V0lL955DApOjkeUNzzJIsrF0UE7Dmvt4uK64u1/5T9n9n2lXCSNTLCWVxKZJvuAXjVwGX0CqOmCa7/wgN43j9j5lbvfsefCh7E2jctTlIqROBpAiPQe1bJH9Z6QGEgs7bNXWB1mmDaSzCLFmZfdbabwucVerFDLUqYI3q81LrGj6IZUMX3WEhIlnJJOzBt7GVErmoGMR7WPXaPgRbeixP7se+JAurQlXzYKIZU1z+Xkp9pJpOECQm7XLAHXk8YHkFVSjNiVrHVMLVMXn3a6l6WnvZzO1EHEu4nwDuhshspDerwg5Ok6syhaSa02TWDx7FBEbVr+McsWN8ppBoLXVkUBSbeGUt8yU22Fssu3aIQ2talN/YtrdjsR/IDV9B/KukiYLLC4ZlheNcw/IpboOE2Jb/V5YfeE4vac8jAyeCiv4+JcQlhtGbBLj/YRu2oZvKep9zzZmUxhw8AT7/apbjWkE00/a3j7t2/xud/4SdR5iik10/fGJBODuVIKan8Yqfc9bugZbq3gXkG749Cd5jUaaaBMG9caPxXEIVSNDcqJFqYZK/JjhZkaVrcd6Zmg+nuPZcJUnIg7qrk7oPhyj+SfjtEthPOURZtSvJ1iTlP2f0tTbytsJZRc1colc/S2CIb/t/e/H04zXK5ohsJ/acaKkFpiTxLsVdUIs6rLj6OqhSj+LQ3Npv7FtWlcnqKaYcL0k7uo8RAzr2StkyayBrqyRchMFyAY6R95yj1RlPtEMbuTy2rDedDiKFLGPCHoek921uJzWB5YXM8SEi3pzkphZxXZTG4cw3vizvGFiGgBQip029itbQBCIoTbkOq11do0EoxGFFeRGybYlfBhLkW59U6CzwymirR9LVbtIKun4tyJiDeKQylqAeZdfn6fy87ZNHEdX+DGGapqBWi3alCtJz1dYapAflJ3gl+HmSywi4b+o0acRrtbcLCL6vdErBu/ZayqFNFvXvSb2tQHqXpHcfFSQnm1TzaJ+H5AezDfNWFxUwSuxU5JMlOMXzHoVnG8GpIYj+tH2kJWQ3ptDpBpr8uNBMM6QEG1LzEnZmpQgJ5biPDw9X3a/Za2TAhZECeRibhhwDtN24/4IqDrDtk/K4gmglfkp6I/GXzsfK33ixqqfYVdyGWp3lak80i1o7CriM8gmWtGr1myM0V+Il8XiEi3GQdCFkkn3VrdgZ1rTr50SLKQ5ia/8CyelUZNBQhZwDSXqyn4p//wM2Rn4jTa+aandyJGilBY/HaPdqf3RI/n/doxCaCs/fY/CT7EtWlcnqZUF5aoNQToP25ZvbDL7NkCXYljpxrLQ5sflwwetp3TR1GcOcyyJTonExeAg110v4dSiug96b2zJ+PYjgMT8g6hT/ei6SYUyl9OQISMK3kgRiLnZ+2aeXLZ2ERzac2OJIsuibmqMbXHFYp07tc2aL5luGErYbo0Q3lh2pU0TD4TS6QtO8t0+Ja/S8ntRHnA+bXWJnb5RdFo8JHsvJax8+JSIxTQZzOS0xUxT2XUCqi8A9QpJS90Y+QA0Btl26Y29UFq+VJNdiHp7PlZiy41baFYznKycwlObOqEmIg4NT+FRZ0ynfYYvybZOqYVSjbA3/gP/0MmzyZC/O4ZRvccetiSvjQjXq0IacT1ZLXSbAe+73Ov098p2dufoVpN/2MX9N+zxNwTnCYkdBloiuKBRZ2ncK2CJFLtRsIzJS5omhHoVs5jn8HyRqQddi6ioSK7iDK5jpCdC0W32o/YOq7J481YpjRqu2H6AgLWK4QXE7vYFrsUYKZy3RnngTTQDoSGrnwnCr7MmCsDxUmD8nD+sR6TF/r4niX0Osq3MWt5wWUA7abef20al6eo049bdNMFBr73ENfTpBcN47dKVjcGpKcr2qGiGWhUGzC171Ys3USk9eIgutRsHJ8RVyXoTufiRERbnAdc3whdtntzjqklnXppnLoGRDfS2Uern4iAtbwYdCs8GNWGLsAxPnnhRcTJUzUE2z0VomQNRfVEhNv2ZeUknxsR6SqFqUVk6zM5yNbBil01I41uJMxNNS12XgMITK+XomuHXpaEzNCME5LzCuWDjFK1Qq8qVN3KdOr4TNZFiay3VJGjt7e+vT/4TW3qD0i988f/SwB8pskeL0mnGlcoBl/JqbcjvaNIcIpmS1yGpo700patrSXLG+KoUUEuG/lZy0/91X+dnddqdBPWMR7j0YrEeOIkxS40MYnoSpGea06qAXWVoFXEHpQ0zrC8Izug/ljiU9CSWRQSWcv4aYpKAulU8fL1x6xWGe0woII0ItmFMLPsUr6+S4Kuz8S1U+0h35eFck93cSZQvVDBXk2cpp3RQZqTdC7NS+9Rh6NoAqPXNcnSEzUM95brRkY7cZDaJbIiT2UVn18EBg/l+8oeL/CDdA38jIkVrWOMMn3Z1PuuTePyFGVXYjnmckIycejW4zMj0LjpkrYPk5ckLbrtWZnS1MI70bPOg2cMynTkxhh/38ojWEFp12NNuSuY/2gUvp/gC41ponzM0K4bCFfIWuey+TCrBt2KQFcASBpddewTH9cuqDjsoesnQY4hfeIOUk4aHbuSDCNbdbesburS9DXNUKzPurlMqVa4XJNNPLbyJBflGj53KU4Td5XsfZPTlRB3ewm6lFVSzFJiluCuboMRrQs+yNTFGNRoSNgdSROTbrKKNrWpD1quJ2+wMTEM3o24njQJsSPNomD/xVPyU8lQq52lbi3pRJGfiVC/HptuRQy6CQLA9BG78ixWGauvbxOTwJXPPUY1WmBrSyhsS69XM1kUhKBZTQuSiWG4u6S8OyR5eUZ2LNgEU8lFa/iGJVaGdghvHO8TTnLyU01SRhEWT2TqoV2kHQZcIRoWX0CzHbuJiyKZK3QDPpeVU5I7bCLnX36smL0QiEamMz6PaB8pziI+0/SPPK7Q0vx8c0tWSitPfhHQjQh+fcY6BiFZCYwzKQN+mGOnNWFb9JHN9THVtSExzwhbGwDdB6lN4/IU1TsJRKsJA3ETKR9xw5T5LXkDjUXG1ptyU6mHQqLVLeQTL+uQSiYPl9bpy1JKSQOzXDF47HHyvs7qUISsykdcbsTZc2lxbiOub/CZdOymliBEUwfcKCMYOXRcz5CsHM121/FrgdWFUYEf5tLIOLmZqEBnm7ZEK5RcWUsJ2yWdPskHClZs25e2yEuhbrrw6ylRyC0YLeLhUYFZtdKEZXLroG4wZUuzlYCPsvqxhpCnmGUj49WtEbFpYH8bPegT8xR9fIFKE/Ro+D/qz3tTm/qDVi//xl/uUpMDfpTi+oJtWD7bYkpZrRTfzDl6tIX6gQsWtyPL39qjfX0kCP1KMnl8KlNdU3naYafz6wiz7TKludZghy29pMHUMp2YvdzigmY+6eGcwGAOr0zweWQxK0jmmurtIa4XabYi1X4gWtHKZUeWkEaq8xy7VLheZHmgcT1Jb27GdFA3ofW2gy6fyEE76sjlWSRdRAlDdGCt59rOFDVuBEiXyK83Y3EjXSImqh3braTEVaRbSGfQDg26jYzeidz43EOyiygTcK24eCHB5xq7DNTbKVEp6isD/N6Y+Y1MaLuj4jv8bPjw1aZxeYpKliJGDVnndAny5DadF98Pc7Kpp39PrW2De7/xmN47M9JpIwryS30LMm1RRkSnot0QVL+pZUQ7es+zuFWwvDPA9aVB0Z3VOFiFqcRmqH3ELiTrKCQKO29kzdTlCLU9K0GNmUxEZLVjMZMVupVo+nYg4Yw+VySrQNvvblQxrnUvLpf11SVELl1I8nW5l3QAPFklxS71VFdONC5BLIHiaBIXk2paVN0SEkN2VhN6yZMIhG46o2oPiSUe7ogt2lo4m8jjeLj/7fqxb2pTf2DKvzWgHQhhWzWBZBGZPxP489/1RfIzmD4rl62k3/AXnv0Sbstx8MWWa7/uOm2MvDknnb4DJa5J17foWoT/emox5wlukjJvMtyWo9kOjA4XfHb7HmmvIVxk+FnKosoIacDezxjcj/gdRzSQnyjUlU4j04d2GCRlutG4QZDpiYfBfUldLm84XB+SJetIFLuSZoUoqH8VFKuDy8tWpCpT3jvaQetI/KgEvKoA7a5D16L3MXXozAx0fw7yc0U2CesmpR4rLn72OkkpYFDX14ze9biept4yMgnayQXqmVt2v3BK/mDO5MU+k4+OvsPPiA9XbRqXp6jhF+7T/8ZjzKpFGU15kFHvJGRTT3Za0uzk6Daw+0pFcRYw1RNgmzmdP/lEl4pypYitk6YlTWQV4gTr71PRmgQr40efioA2Wpmk+EymKa4vQllVtvhCbgBuIDvbtq+pR7pDYouV2TSys73UnVxiqaORRugyLRUlqn2X6/U0xVZeOAW5EZFeLTcvV8jnaHuakCiSuUx+JHiyT9QStljvFV1+SCBmqehZXMA+uiAUllhkqKohak3opehliVpV+H4mX2eRoawVXZD3xKb9Nj8DNrWpD3fd/vmS3W/UMkmNkXpbEbYcf+/XvoeoIJkDEYrfHPC3fvlHGL6WML9lWe1LwKsr5DUejOjslIvrEFifa3xuiDst0cCzLz7mbNZHtRq7VFwfTzlpBnzk8JjYc6haU1cJ2zemoDpU/0omMfVOxNeG9MpKtCO5XBr3nj3HVJpkKWstYVbBxz5yD7uSrCIVoBnJykc3AoxbXQ8dQgJcT9EOFD/64jeJk5Q0a+nlDarpmpW5kfV+op4gIBKFrcNaJ3gJ3bOlWKS33pQcp9ktS9sT3VDUcpZW24b5zZRmYDj5TJ/2YIBarNC+M2Fs6n3XpnF5ioq9vPPiB8gymqGm3BUOwvzZgbzwpzV20dK/v2LwyjExT4WYuyxlovDP2d9ULhA4mhacW1uJXSHTj7avOjic7Ex91oHqoohlk7kXdgryQrtcD7V9jXaRZBWptjTlvow7o0bSoCcLsIZ2lOIKQf7rVqLliXIo2VKAdbqVSY5uAroO2NLhE0Vx2pKs5AYmIt0OHz62qBhRZb0OQmz2+11zJKukWKRQN11mkiV9/ZFwDfKUmIjq3u8OiVkqeUeJTKTC3lgcRiGudUKb2tSm3l/FRGI/UECIzD7W8LkX7mKXiulnGpY3A+lMphzjbyqK40i5p6i3FOky4lNkRZOL3i2kep0sn8wdugkk91OUh/1iQZY6vutTbxIS+Oa9K/ziVz/Ga8cHUBliFghBcXE8pD1ssStQTqGvl7RbHp0E6mmO/8gSNXDEnmf+uzJpTRYCv1xcSzn/ZCBExeK2Z3FDUR4KPTekYqHOLhS9h5p0JsGLKKj3Ir/z6LboeYZLJpM+dqnWjBgQcW86dWTTQNtTLA8N7UCajXpHzn2fK2wp0/fiRL6HdBFIlgGfwPKKph0oyv3OyBAjpx8vwAd6jxuS5aZz+SC1OfGfomKWUr10hTBIUVrjCljchEffn1JtywrGnEzRi0qamxAI/Yzk3RMJEgz+94PUEtuFHAaxSQPLKynlriGdS9iXXV1OXDT1jpW9ciPNAnR021VLzGRac8lU8alap1hf7qXbvkxPQmpob+yyujPu0qgj5a6hGVt82gU4GhknRy0vULvwuMKgfWR1mOEzWB0mtIUiKeVz1CNJrxaBsOtszx7VepJJhW4CrltJEQIYCYYkS0XHojUhS0Q87OM6WdoXiTyWeYqerVCJlUavyL8TT4NNbepDWy43nHw6IxhotjNwmn//1t/nB/7o19k/nJJOhbidTiGfSKOSTSVYVbfCp8qmUVKfE5m0NAP9LRcXzc7njvHbjt/+6vOEqHi4GNPuOZ67foIpPN4r9m5O6B8s119XcpSQTQLZmSbe61E8tMRJiplY2mVCejcDr2jGglmotxSLq4b5bUUcOF596xp2v6IZxzVLJhoR+OoWWSMtZBoTNbQHLf/Hj/wT1Kjh3Xf3UacpdqXwvUjxWNN7JB/vc9Eqxi6HKLuI65DFy4tjshDjgl229E4cwcBq35BNA+O7nmakaAfgE7j4rGP0noM0EfPC5p34A9Xm4XqK0ssSn2t5Q46RZBkpjlWXryGqdrE7i0A3JhZzv2taYnyi4bAWilziA1QXstjpOpIykM4D2USmL+lSJjDJQnD8QqQVwZqpgwDmrKbdymWiUYuVWnuhOppGLIOXu+n83NNsJdKEuIjPDNtfn5LNwjquPhrZ56Yzv7ZC+9x0AYuSjppP5BaSrAIuk7Ho4JHDlmLDxgWxNCsFVqNnK9zAiNU6RmKWiH7lcmqiDWpVYabLzpLtMLUn5lYmLl35vREoLdlFm1XRpjb1wUrBwY/dF64TMuH4a/f/ND4qfBC3jW7l8lKPJNC1d+RJF3IZantdk+Kg3LP4XBEswm2Kwoc5/eoBg1dT0lNDah0P7u5hZoZ3vnQdXxmsDaTW0baGUBt07rELxfKqJplDSCLtMMKoFffOeUJ9syF/ZIlGzty2D9WuTJ/tScrB5xPUmz3sswt0q0jmgvWfPxto+xC1uDGX12TFPdhe8e9//ccYjUpUpfnc97xBtR/Y+1IkpJ3QdxpJ5k5WYjGSTiUYcXVFBL4o1cWfyAVydU3EttEoslnsnKGaZBHpPYoM77dsf9F2l8qIapyYNjb1vmvTuDxFxSIjmbYQIv7qHvWWJlnG7sVGl9QcUd0bqvKBGII0KkqJvTfPZNWhO6uvvvxHE5uWwa+9yeC91ZpEq4L8OyRPJiimWxtJtLoGo4hGJiNtT6NbCTJsBopyW+MyRbWluzTpTrcysiLwrT3q/hGDt2cU52ENubNVwFSyJlrrdGpxOEXVfUwpjiQVoHfc0vvKPbKpl8ZpWcnqp5+jWi9NXBnEcg2E1BBGPXEUISuzOCiIWYJe1YReSrAavRQ0tqoa/Cil2c5kOuU9cbQJWdzUpj5ILa5afNDYKlDuWb7r02/yxXdv8ZWj65yfDmmHYut1haydte+wCGXsGCfCMpEJrqLcMWICyOQtxdSe5/7uTDRyvUjVJGQ7JX7g8bstamkoZzmNs7S1JR00xGlKsmS9huk90rIKP09JX5rhiwCloT7w5EdilY4JVPuBdAo+D2y/umDrDfBe0WwHkgViGKgVPhetiy2fwDgXp33KRwMmJwNMqfndV5+lf1+z9XvH9B9E2pFMdUKqmd0xuExhFw3ZPNB/IITe1b7F9Qy2fhJoC8gUeu5phorpixFbQjYVq3g7UMzuGDEbaAlk3NT7r03j8hTlB5kIUwsLRpHOIvWWNAzaARHam3vEokuAXq4gRHmjVRplLc2NHeKwL2/qrlsdWStUWKXWgtNyX8LQXC7sAJTwEpJFF5LYRkwrinefaIIRZ1A6Fx2M9pF8EkT9H6C48DKFaSPJMqwzhVQ3JVL3j9BN7EIVoe0b0cO4bi31LbR97SXGQEXJbxrcK+l9/SFhNic7r9EuEouUmKe02zm0DrWqSBZCFyaAWdQoF0gnraQ/DwpCnkKIhFGBKlvs+ZIwyImJob26hcsNdiEfT5eyvalNbeoDlILjz19bX4a+9N5NPnHjAbOHQ3qjinSqKA8UvpDLmMvlUmQrOWtcTyzI6eKSzA3pInYXGiXiXKMpDwN/+Ae/xuqi4C++9Ht84iP3oNUwbkFFvv/KOySZo7nISU8lC82uoDzo4HFpxJSKqkrQOw1m3DJ8wxAtzF6SZOtoI9V+JDs3qLpl97dPiHf79B5oZs/JWik7l4uSaaQZs5WIepMzi1lJmG24VtF7J+HGzx2hVhXpQngwIVHU25Z6N9I780L91k+IuvmF76bT0uSpAMtDSzSwvCpi5p2vqTVRfHYnl197RSbRIbfUWxty7gepTePyFDV/ps/yaioZQZVjeK9m/LandxwozgK27MZ+rUPVXVNyaX9uG8gzqoOM6taWkHO1kqamQ/p/axbP5XTElkGiz2MXUBhkvdNsicg3JIpoxUbtU0U7EHaAndQCj7ucxBQiomuGhnRS0w67AEej4Oo+KklI5y2940YEvrkiZJpmZKjHRoS/Vqi8TScYLk6dTG1WLWEyBcDeO6XaMmvLuCsMqm6gbVFeGi50h/9PrbibfCBmyXoyo8oWjMJv91B1i55XRK1IL2rMrEYllnDnCmGw0bhsalMfpJY3umDBoVyI3DzhK+/ewJSa9rWRZJCVoGvWCch6Tcy+FPrD7LYlncW1MNdnmnYoWW1ohV1otBLU/z89egFNJB3X6NMUe5Lyc1/9FPvjBfkjSzsKLG5DvdO5KAcRUyuG70D29R5+nhCPM5ot+drGr9q1NsTnogVcPDcm5gmjt6WxqK625Ke6ixSBdCLrcuXEVWTnAqRTC0NYJOx/qRUDhdZsfemU9FzLx+YKu1SkE8fqaka5o7ErGDwUbtbywFBvi6vS5Yp8GtCtCHtDKunRupUmZ3VVpj8oiHnK8XePMNV36pnw4axN4/IUVW0rFjcFyOZ2C8r9lOzCESykM4dZtZh5DVkq6yJrJVDROUhSYmIpHldkj5dP0P91I2PDywoBN0ieJK+WgbbQHRwuSGpz6NY3LnYIfwlXNLVMS9AQM0Px7oTh/ZpqR6+hUfmFIySGtqe7KY6n3e1DnpEcL0jOVuQnjYRDpnotAr7MPvK5orgIJKvQ5XRE9HQp2UHeE+uabNYp5bOUZNYSVxX0CkmqTmTisrw9ICYGtapRrUPPVsTEyDOz27/rspVpy8EQs2zRlTQ0ajiU5OxvDV3c1KY29S+sth9Z3nGUuzI52boyJ3m7QPkuzdlK+KAvkIlshLanSOfCicongeIEitOAaWXSnE0cvUc16cw9iSlRkS+d3IBWs5WV/J9v/gLuYQ91tZKzLXfMq4yQRPRhhb9e4XO51KBBOchmkZ1venZ/12BqRXWtpe2LUDikkeEtWUn1HosxIGqNzxXZBYy/ntCMYxek2DGsCsXqaqQ8iFRXvfBekihOJn+ZQScYh3r/CdSu9zBiKidNXSWN3OK64fzljK23W7bebClOW/IzR9PXtEPF8jqsrsgUJj9rWR5a8pNIfh45/mxCdXubi0962v5m4vJBatO4PEVls0h+JuJTe1FSDxU+19RbAntDK1bPjFg+O6a+uSVBgVoouSpLCVt9mq0UvaqkmfESHPitYYEqEQFsO5CwRAlVlN8LiWZ1kOJ6gtkPqcYuPaob+z5hvyhU7Ql5is8Mo3dlMtI7ksMnOV3Qf9hgqkB5mBOtwu+NUJM5+mRCcrpgdLchP23W3IZLp9JljlE90l24YiTOF08epKal3DGE1OBGOWbZovoF1TO7NDs56dSRrER5X+3l+B3RqcTZHHMxR9UO5YI0NMuKdpzLpKZqZI/sI2F3JMGSbmMl3NSmPkiZCnS/xZaR1dXI9N5YJgT9wMFnjiive+odyM4jbV80LbaSdbTPNYtromnJz+UCZcvLFVKXudNdqnwO33d4l/TU8M7FDn/n4ntRHna3FnBnSfCKxTzHZ8D9glAbeg8lvNYuFc1VWZkHq2jGiuKRQq8MdiU6v5v/xBN+fZvise4aEsXqdp+D310yeCgo/mQmIFA3iCxviKGh3RO4XPFAMpJUo0nPDPndC3E2eo9qHaHwpNOucTn1tIOExTVDuac6naF8j/MblmrHoCtPdn/C1msLlIsM7sGV3245+L2G2e2UdqDonch6PpnD7JmU7MRKw7Sp912bxuUpqv+wEaptJYnHg8eO1YElWXZPvhDpvTeneLQiPStRixWUVadxUYRE1jVxuVqLcuO3uo06vQtA/0jiBdqBiL+i6TQuy7DWm7QDQfNfiuNUECW7zzShsJQ3uqZAC/W3HRjMysHxGfkX3yZ/55R06gRtrRT+2i5x2EdVDXbpUD6QTWTVNb2TdvCliOvQ167QFA+WMjXSGn3tCjEKPTJaLdRdqwmjHqbylHuWaBTBaEwbURHKwxy/O0RlGX53SHswpLo6IIwK2qtbNGMr66GyE+m2jpAa9KKS0MpNbWpT7780mMSLqWCmUK7LKeo5/uLNL1JcXZBOoR3KtCAkisG7K9JpQzZpRdMyi6TnFcrJSjuZ1qTTBrNsSSc1unIMP3JOiBrdKOazgr//u5/FDz3H7+xibSDvNSgTiSaSHyuGr6QsX2jIJopmFDGFJ1iY3ZIA2ZBByALLFxp8psgfrrjx3084+GJNfh4ojuXC5nuW/KRm9E7F6F2B0+VHGt8PVHtPKOCAjJNsZPfrHrWqUNYSDrYBsBOLz6H/yLO8YmiHlpBIorTP5bGxy9jpWTTNdiq6vsSgO7OjKzTzWwmupxi950jnLdPn5WegvFjOZ899J54EH97aNC5PUcrJ7cJMK3ACfstmYb0HVhHUskJPV7LG6BVPpinOyaRm0UJdiw5mOEDdvEp44SZc2V9rXMo9SzXWNFsWn8ioth4aohVnUbLw3Vi3m4QUonFJFqKHiRrq3QzdBLErpopk6TBVoB2nqF4PtMLty+TCtIFmnFJe61M+u0PoF4TcEBO9djNpJ4dYOzRrG7QtA+rRaRdXIAJapRS944ZkUtFsZcKK6Jq2dB4kRTYIF+YShBUyK0wbLVwIgGa3wPW7aIXWrcMWiRFdtcQsWVs6N7WpTb2/6j1Q8Ha/4z/RXXoitJq/+cYP8AM37rK8EdAN0NGw9apBL+uOWxIpOqGq8pHTT2se/eCIi5f6tKNU1rtK8cduvsYPjl6nutny3PUTVK1Jzi1XnzuhLhNWs5zvu3OX0Pe4nuhSCEKutbcXaOOZvKA7Urese7a/Yui9ncrH9xNiYpg+JzlxuoXpM4bFtZT5nZyLlwpWBxrXi5TXPKpRtFsBnTvaoWQhmWHL9lc1469KAn3s5Rz9oW1wnsE9wVy4QlNvyZSldyRupctzK9oux62G2S2L25LpNbB2XhJgcTuss93Gb4l+SAXJUNrUByv7L/6QTf3zpUKk97iVti8K6jpZeFRP1ia4AImVDB6toWmJne0NYHmzx/AbZ/LJtCKM+/hBRjuw6HFOMipwuZVGwUtXHo1ieV2x86pHuYhtg0xu6m5NEruPUwqlRCxny9BlBoktTzfyhh97hrZv6FmDf+GGaF0GFp9rkrnD1IFqx6LCAFdosrNGVkEaSTvtsjkGD1vaoaF4XMu0yGhoAva1e8SmIfnmAxgPiaaPqSRNW5owRXbmqQ4yOTiXXkbQmcFmKfM7PXrHDS4xmCag2oBdgB8X2ONGbjSdGl/FuFkVbWpTH7BCJudFMxKhaOx5VGmxFxZ1AK9cHFIciajV9QR9AIDz6NZT7Sr6jwM+M+g24IrI/NnAaqUp9zP6h3Kh+Ltf/C7eeHGf7JHlTXuwxts/fLBD0mtJ3sn5DfcCxb2EdAqraxEztbTPlcQqgWlCUUE7FK5K/75QZ10hU5N2mDC/neNyRdtT9E4C2ikuPgrJTHfsKSQ4cqToPzull7Ycv7FHdiHslfa9gvE7LapuiP0CNV1w9eflDNv7SkkzTrj/o5p0IgaH5VWDdpDMIyERPZANkE4jy2sKV1gmzyZk08DktsKWCltHRm8qgo1Uewn1WDKWllui2Sne29ihP0htJi5PUWbVYkshwV4KYlcHwicBRIdRNescEIxeNy2xLBl+80IcNsaITVprqn1JbU7PS4iR848VgupfBlyhKfcUpgS7DIRU1kF26TCV7Et12wleFdRbhraQEMR0KjcfU3nsrML3hLrrMkVzfRt7PMPOKop7c3oPVqJX8ZF0Kkh++ZziJGoH8m+favKzZn3T8Ln0v7Fu5PFYCAkzLpao+ZL0QpD+bphhOrBeSM06/yN2LJjkoiL0MtKZp96Wg8+nmmiFdRONlvj3IGA/3XpCZnCD9DvzRNjUpj6k5VMwjepIuJAMa+xc0Xus2BsseXwy7qa6EbtS60kBiUVXjq233foiYlcOdaXio598T1YnnUPm4seXmKnleDWkvupQC4upFMWRIjlJcGe5IB6corriu/w0cTttjZdkb+WYlUxbXD/ihh5XQDNUDN+DZtdz8VJC76hldM8xuici13o70u63JEvWjVc6A10pPn34gKOHW9ilnF3VFY/b8rQDA0qhJnNi2xKbBqUU6d0TendnbH9DEUzk4Q8aXF+s1PmFRKMI1FMIvcWJrKryi8D0OU12pjCthPDaknWGG4DrQqGTUU153f0P/6A29T9Ym8blKUqVDcnDC/y4IAwKivsL+o/aLkFUmpdoxRIoDpnf/zCr8ylU3ZQisejGkcw82dEKPVmgpyt0I/Rc7SLljmLxrGfwIJDMW+zS4fIuJbpbW1X76TrwKyrJyUgvGsyqoffeTJqdZYVdOuy8xVYBnxvCsBAuQWY6PoESTH836lQB6t1EAsasJKCqEHG5oRl2PINMo/rdq7BD+Ks8kyZmucK+8ZDs3XOSx9MnIDsfsUsvTVShRS8UI/reY/LHS5q+Jlm6Lv9IY1aNNCqXupZa4gB06Uguym/TT35Tm/qDU/tfdkTbhQWeFZhGXDz7xQKTeJotcSeaWqYWKgRwnma3IDtriRrys4bV1Rz9bsHD2UhQ+kreoNPUEw9qHjzYQReOaEQLopyg9q8+f0I6U+hSY5aaycviEtLPLViscpqtQO+xwlSQXmjyI0t+Gqn3xM6cTAzz5z3NlpXMJMSKXO97+m+m1DvyvRVHCp+Bv9Jwq7jA9BzFkSKdRhEBzwz1UDR4eMFXqCQhDvsCwpwu2P+dCdd+w/HMz1fYJWt9oc+FlnuJ/0+Wkf5bF1TbmurGE2Gx9pF86knnAvwbv+PJTwXy184y0nPzHXoWfDhr07g8RammFW3L8QxdtzS7PdKzEl17gtWy960aaFr0rOxEp98yFchS4mjQfTIlIYMaSUbuF5Am9E49ydxTbRlUhN0vaoozJ01D3+KLTgOyJQC2aqzJpl6gcw6ZcliNG2aEPEE3AncjPskfcn2DH2QyOeoOHF9ofM+KOykX95CuJThs8NCTdxyEct8KwK4MlPsJfn+MshaVZ6hBfx1foPo9wq0DVCnCWkmUFRKlqTvqbwe38kUiB0ZqQcHqMMOuWoHZLWpUI99/XK4AsXr7foJa1d/Wn/+mNvVhr/7DuEb2mzqCEzy+8vDqySHtPJP1SpBpQnmgwMmE2ZQO17eSedaT12pxpHBBRLiLO4FyX1HeHaIf5NBqwtJiloZoI24ABDi5GOIziDYKS8WDqRThzQHNLCO90OimyxqqRYNTbysiIhrmmSXRRE4+IwTg2W3D6nqkeCjQt2YcBAxnod6NMLf89G9+P+pegQrg+oqdr2iKx4pmpChvDIRoXuSEnSGq7c6bXk51pU/+eIk9KzE1nSlBoRsB9NU7cl42I0V5e4vqAPCKegd6R20XoSDU8WwWKI5qZs9BOw587MX72MVGp/dBatO4PE0pRaxEWButpt62qFUtL+YO6EaMXcpxwuJ2n3D7ivyyD8TpDLUsUVkqb9SDAhUlsdWNc3CeZO5kkhGhOAvkE4ljv1zL+FR3+hAnMe0du+VbJxohkcAv1QbMosb30259BcWJWwvLfD8FqykPszXOPz9rMFVnaSw07dDiciUvvtLTO3br/A4QS7PqFcTWEaczcVAlCcSIG2ZghbdS7dpuraVxhSGb+i5E0uMLS9jfoh2mpPMgGUla4XOL2xsQswRzvgDv0RczyTKqPGFUfEeeBpva1Ie5lO/e1LcVMQ3kFzIRmc8KaNWaMltvwej7j3G7sqY1s3qNXVhcl3OhPIxsFRX1biB/Zk467dY+LQyvzMFEuFYRFdTbkaTf0s5T6mcr9F5NSCN+4GkHEXe9RqUeW0lToDxkF5F0oggpmFrJquvVAcordK1Y7cm564pIO5CJTO+Rpvc4kswi7TiQTDSYSDoVIrBPZaJsVzL5mN+wxMQSFyv08YU0ak0L1rDqNDsqBJbXBZBX7Wh8IZ9DN7JWc4W4O+0S0lND/2Gk2rHMb2ouXkyodiymlLX9tV/36Erxyldv8cN//ve+s0+GD1ltGpenqPr2DqqXE4c9lI8URzWYTosBEJBJSmKJqUwmQmpljRIC0Xf/vmxuEmEi6NLhBgmxSGnGlsVVi8s7q+HSExKNqdx6T9oObEeflT1rsBJ+ZquI8pei3UjIJSPJni/xPYuZV5hG9rNRKQHCWS15JJ2zuNpJCYnqXEqeZqiptjWmjvhCKLo+0zRjS7IKhEy+X2UMKhW9ju73iD4IFTdEYlVhq0g7kuZFRVHr5+fCbNFtIPTSNQtCt93XaNXa7h2tQVlLbFp05aj3st+XD7KpTW3qX1wnP1qjguQM+RxUz+Fyxez5wP/m078BeSBYWB0qqmuOeZlRHWaCO1iWmNKv10hRKXwROZ33YasBYPoCZC/OaPY9H99/jJ5ZzNtCuLYrRbtIMX3HYFzCw5xogCCCVRREJ0ys1VWZ0LieNEHJAuorLaaRZoEI2UUnkF1FbKkISZTGJIG2L06j0euGdKqw55biKGJKKI475+VON+2IgDWoNJFLl1IyAXe+u8AlqNmSdKaodmVClV1EdBPJppF0HkjmkemzCc0oEq3ocSYvakwtbiTlxTihWk92WjN6G0yl+cJ/8pnvxNPgQ1ubxuUpyhWGmGfQOkJuSY7n0DpcoVFecntIZDKiZyXFe1OSRxeo7teU0UTn1/lFqvU0Y0t5tcDUnna7QDcSHX/JhgmJ2JndIBGeQapIVo5yP5U8ISNCYJ8q7MqDluBEXbZoJzyVmCXSMLRemgANdiprFuVDB1NSnf1Rsdo3BKuY3UzIpp7+kWRyBCurnWbUuX48uFwTEyvZQVqB9/iLCTiHOZtLCjRQHNViD0T+/vykJjsusedLdO3EcunEtaSbQMgMbd/K5KWXEMY9SdkOHnN8gQpR6Lmb2tSm3nelRcv0GcnfUR5iYzoEvedxM0JPLOlM0Pqq1tRvj0RHYuR1rr2kzWsnvKZQeP7vn/r/8de/92dJjOeT3/smWdLy4gsPeWlwRHFnjoqQnWt8Gvnul9/GTxPqr22RLDQ8v0QFaTrUWUpylLC64ek9EmKt8jB4ENBNJBk1nSkAlFcky0i1q6h2FO1ei10pyiuBdiTnWTtUVHuR4jTSeyQgOxUk9mD6gkxMQLKWYmoltNVoYlnC6TmqbjANTJ+XVfvgfucmSmB1oEhWkE09xVFNPgmkc0FiBCtrruxcPrbtKea3DPNbGTExmGXN1lsNykE+3bCoPkhtGpenKOUjoSfiU3OxJOYJaE0z1CjXCXK9J4x6tPsD3FbB8qOHcO1QPkGIEDzKaCHnAnYVyCYtZtFIQJmVjCKJS1eSE2QV1bal7cnkwxVW3EEDtUb/R9OtkZTCHncrqcZ17idZz8QsIX84F4tjl3t0aXcWMawcYskysjpIyCfCH7gMZQy2E+1uSahjflzSe9xQPbNDuHOF2LTEGCUssu6AceXlak2+3nIvwRWa2PFaiBHfT/D9rJu+RMqDFJ9ruaXU/gmVUynQhlhV9O7OsPdOvv1Pgk1t6kNe5RXB3NsVpEeWYICoeH12QOgFeseetg8xDaQzxeQ5TX1tJNPbeYMpQ5cyr1BZoK9r/ljvLrN5wY3eBKMjP3nz8/wfdr/I9fGUm3/oPtV+oPfJC7549xa6llV42480ZxKyGDWow4p2x2OWmmQeGd9tSRZygesfBULQNCMojgRG53qy/naDSH+npN0K9B5q0qnqUBIwvAsuF5eRdtCMZFJTHCt6j6Wp8Yni7p/b5uy796BuhBflPXFZYleBvd89JzpH79hRnEhTpCJPzs3csLwiQZH1voTZNuOILaMYK1aRxa3A8qo4NWOWkJxXbL0GvXeX39HnwoetNo3LU5Ruo2TldNlCygvJVbv4hOOiNar1JEczdO3Ij1brVZLq9yS76FvK1AGfiJjWFZr5DcPiuiGbB0wHk7tMhxZei0w+klVcT2WasSWqyxdnIBYpy48eUl0dUB30UJUjvWhQdYtaVWQXDp8Jll9PlkLatYpm2Fm3DQweNtgqUI9Fo2JXToIVjxt6xzIuXl3vEawIfn1PIHTwLWGRWhPrmug96b0LTBOxdSA/a2l7Fr0ocftD7KSWxG3k+zSNRMDbysukyEtTpZJEGj6l4Phc9Eab2tSm3neN+hVuEIhacoG2P3simWUrzdtHe5ilULFtBURZCY3fDpjSgdFU+wXZRU06D+QXHmaWB+02f/3xH+PK3pRXp1f4nc/8DPt2xt+YfJz3zrd5PBsS08Dk0Yj0zYJQBOqrDu0hvTCEtAuR9QpVa0bviHbv3h9JOP1DLWefEI5K/wsF0cLwoSOZGghQHEW2X4m0rcHONS6Xr7veknOz7SsWt4Vym58F+g8jW280FKeRYGB5VbG6onBFZPZstzrSCpRGWUPxaIlaic87mTY0I3El5WfCuMmPS+ptS//Ic/I5RfHQUhwpsnOB1q0O5GzdelWxfEa0kXpZo0Jg/HaFrprv1FPhQ1mbxuUpymcac76Q1UjrRMBV1es3/TBIu2ToVpTptcccT1H3jlDGMP/eWzJtyVLJ9FiU2EVDO7SYVUvvUUl52Fn4EkFxN0N5ATRDCQkDEdZd0hubgWZ1oDEtZGcVelYyf3EMQLVjqLcN5c0hZl6j6hZiJDst0Y3HTuUFKSr5SHHaivj2MkCxY6+oSMeP8V1svVpjsy/ptaoJ8r19a3WBZWhNXK46MVuXa6IhFqmkR3svHJtuTZSdSUNyKdBN5q38vdsj1KCPyjLi4a4EO25qU5t63/WpvYdEI1A3U8Hxm7v0jzxh7GinGfpaSTTQfxjo3be4npwPZiYp7hcvJSgn+jefa7Jzw39z/wf4lbde5OhszJt3D/lHq4yfPv1+/rPf/RFiBKUiyiv6B0vqZyrszECruksYxNsloRe4uj9l9JamOA0c/dGWw08f0dsuaa43TJ6zjN92ZGeSEzR4V1xRxXmQSco8pXisaIfCbnGD2LFlInYhILji1KF95OLFlPlNRbRgV5CfRgbvKUZvRUiTNVQzuo7Z5cQqbc9lOhKsOCIXNxXNTs7kBYNPFb0H8j0RwXTkYdcXzU3/KJBMDNVhj/rKEN9PCenmbfiD1oac+xQlaxVFzDNZs1SS0ROsvLgvM4eiVsRhH/wlhE6hskImNklCXFViF85FF9J7sJLPVzv69yPJKmKaSDPSZNMojp5Gpi2ur9daERWgHUjTAaKraa6N1hA6kBduMpeUZVpHLDJU2aCDxfdTbFkzfKckeXRBfWdv3bCoKKyDwdszmt0e1X6ObmUlZaogmUOJaF7Sqev0PSmqqokxEr0nTmfydSoFZSUJ1bkmGCRVuychlG5cYC9KkklNvZ8TUoPPDKby6NoRE4NdOuorQ7gyJPvGPfSqIpqNxmVTm/og9au/8klMEvG5WIyv/rpciHpbS+q7Q1wrQtpqW5MsBJamPLR7PZLzFcpDSAy67UwB/cidwTnb2Yp5k3Pvl2/xjz79Cd6e7/EnPv4NJk1B5S371+7ymw/vYFOPyyJmJXTbqMHNE4jw4NE2d15vOf1kAjgevrEPGorHRr6OAHtfXTF9vqB/JLoXFOTnDTd/LqH3cM57PzbE9WHrVZkatwNDfgEXLxiqnbRDP0hjUe2I8Fd7aFNoBxCzVM5sI2t/VTu5gAFqVeELEfWamnUmERFmdzTpDKrrLT63jN6Cal9WVtrL45mfKM5fTsjPIluvS9p0TDdvxR+kNq3eU9Timmha/DAj5qmsKrzAhS4bBRILqeRoxMSItU4bYtui60AsOhGr1qgQaEcp7VZGyCx+kEngmZbso3QusfHBKoIRoRdIxy976Ug6jWSzSLoIxMQSEk1x6joSruQa6cbjRynu6jbKeVRVo1wQi3GM2DfuE7OU9GRJMq1JZi3VbsrqStp9TTIJWR3YdVK0bmOXYdQ1c5fTFq1Rlw1FlskBoBXROdKZqPSzC4dpA+ZiRfZwgfKBMEhxwxSiTLYETufw/aTj11iSWU16XqJ6hbBi8uzb/RTY1KY+1OV2HNmZJrvQ5GeisTNNoFxmXPnYMcUjg8vEcVRvyaqoHSiqXTl8ooZ6L8PnGruSaey/dfUf8/+49fcAaLYDz+Un/ODeW7zYe0zlLUerIS/3HxGCxrWmy3ZTuGGQNVFQqFaR3Uu5eCFh9cmS4q2M/OqSdH9FvR3IJhGXK5rtlN6RIz9ryC4akoWsvfvvzFjc7rH/Jcfu11vSRWDyXMrkecPJpzT5mRzQ8xc9rhexK9G8aC/T7GQu5xhGozI5VySDTejdKAXO0XsU8Wk38QbSs5LxO0ECKQ0UuyXtYUtSRvKTSO9xJJsJt+pSaDx4KM3NGkmxqfddm8blKSpqwBrsrJK9Z/BQ5JLrMxVFefXMHjQtbpCKHTmxsDNGDQc0W90L4XLF0TqqbdsFGUaarURuNz0R6F4i+l2h1g2CT9QT6/K2JilDh+p3NId92r6sYXwiTUWwilBYgtE0Ozl+3MfvjGgOBvidAZQVOEdzdYQfZrhBihsm+EQJgn8nXbuIklX4fRwZFSLN0GBq+YLWFF2lZMoSoqzUQkT1++TvnONyjS/EMRQGmSD8a4cvLKYULU5+tCI/qTGzqoP7qW41plCLkvbKFu31HSjyb/tzYFOb+lCXkklBOpXk43Ta4lNNb1Dz4P4OKkC5LxPbet93AYdQ7mma/b5cniK0fY0tPemF4sWkz5fraxS25eanHnHUjv7/7P1njKRrm9+H/e7wxIqdJ585+c1h311t5DKJFEWRFCRSsrIgCxYMWB8M+4MsWbY/0DBgQBJgGKYFmRJh2kqmRIKCll5KDCIlhg1vzu+Jk6dzV3zSHfzherrmUA46M4a4WKL+wODMme6urq6ueuq6/9c/8N+cvcm/997PkxrP08e7/Hvv/TzrRcZoXJHcWeEGgZgF1FFNem4wlTASizcDRdlSvdFyb/eS9rSUmP4AV28Znv4OQzcyXL2Rc/rVkmaakJ5XqKqlnmrWB4blLcv8dUOzC+OPhS1Z35LrZvnQYKq+ImU3Uh0Ia6OCaPvCIBOGpdfSSSimHDT9nQP2vrPGDeOmT64+LAGpF1jfinQfjig+StFdpLgMjB41KB/pRgpX9vbtlWN1M2F2P9n2rb0ktoPLK2D0xNEeDanujomrSgaQGGnHMlys7siTOA4LaYK+WhPTRPqJlOw/3e5ARKYhEIYF2ZWjeLISpiHVmFZozK6QfBXTRdKlMC/XBV2ukBAo7djE/dtFSzOVNMt6asivPO1QUmpVF3ClKPdXrw9Z3xuwvJ1KK7O1xDs3scsWM69ppyL0za6uXU+edO5xhSE/6zZpt93I4lOFaaWzSXV+k7WiilwEukEGmhgjNA3x0VOGDyp8JjkxygViluBGGcpFaZd1AbVuJM6/7bAnc7KLRoLrhgkklnaa0o2SjdV6iy22+HQYf19eM/V+JL/o0J3Ub9yczFFJoN4PNLvCSCQzje4kVE13SK+PRuzUE007tjR7gf/t2Wf41/7jf5rv/cbr/PLh+5y2Q97/+Ij1Kuc3fu0d1NqwW1b8kS98h7vTK9oqAQ0qCajHBW4YSeZKBoex4429c8a7K37y3bvEJJCfi4C2Pgi4vY6Lf2xFva9Y/eKKk5/SdNOc9dt71HtyG9WhNNr7XK7Ng6eS/RJSSFaiEVwfRXwR0Z2E2iXryOiRVItgDBzu9XqXXqcXAnq2Jnl4yuhj6EZQPou4UnP2JYUrI6ZW+EEQ4a6R+1DvJSRLz/CxRFF0A4UrDJefkbTdmGzX3S+D7eDyCsifLUkfX5Gd1y/+UYmYtivlReMzeWjNUsSwsRAqMFppFo1W2JXYFwaqCOu7Q9qdVASvUdxLtg5UO4Z2qJi/JiFwto40I+nH0J6egpQyr26cilU6U+RXkjzrCgiJphunJEtJzPWJwtSBdBnoRn2+jPdSqJjJrvm6VkC3Ad0G2rEhpIp2YjFNxLQBU4fNCokA0Wrauztw4wCVJC96P2KU4DjnJICPPmoc+ZpgNXbWYBdNf1sBvzt44cQKETOrSBaSBBzyFNMGsrNK1nBbbLHFp0Y6jwyeBZJ5L/Q3otG7M7ji9dtnssIpI80e+EKSZd1AxKi6lTRaFST7pCsV+s6aR/UO3a68tr9aPuBvPb0PEb5w5ynJnRVf+PIDdvMVK5fx3vEBXKXE0qEuE9zYE5OI7xkLpSPff3ST5jtTimMNTq6vrhQXlCkc9TKl3ou4i5x236NdwOea4kRqCpq9QDeE/FwY6vwi0k4lg8UVsv5qD+T7JstrDYqw3NVRTvWZG1T3JmIqMAYSSzjaRVUNsWkwjQib24mYMuxKMXyoaW502IXUFSxvabqBIl0IY2y6SHEaMQ24gaE4Vey871jf3K67XwbbweUVoOoO5TzmfLHJYYm5CL5CiuhctLwhq7qjemMPXyb4nRFhWEgS7tl68waulxKhXe0auoHeaFuEthRXUTQSBtVMRUgWe2t0fumxKxHR6i7iBjJcmL6csNo1JCtJoTWN3yjY06XHF/rF0KEUqmpwwwQ/SOhKjU/1JpV2dSuTwajU6C4yeNqQzFtJ8V2HTdVByAzt2BIGuWh8YtxkunzS/WMWjfysClTjiakGDW6SkVzWmIslygWhft/YI5S5XDASTTtNMZcLskdXmGcXQuFuscUWnxq66904JxE7b4hW0Yw1H833+I/f/Q9xwyAdPDuB4plcM7qxvOnXu4bFfUmqbfvG+D/27rd4sNzlp770Acop/pVv/KMsn4xJRy0H+ZK/7+4D/o37/ym/e+8nfOv0NjEoJvevKMc1yimSSUPMvbAVeSB6RTloGH/tDFfEjXvRD4K0WJcNSe5we478uaF4ajGrjvy8pRsqqkM5QKZz+nVOpN5RJDOF72sEiGBnhvGPJbfKrvoet0xx9mXD6laKrYVBBohFRjSKWOZgjGhUCknnbXYk08WuImboxNDwzJGsIsMnLfPXErqhISphWLpSkZ82lMeB/Lhhfm/LuLwMtoPLKyBmVsS1XhJqow/4SYHP+n3pvhaxWJHg9gbSyHy6kC6iqTiRolLSVaRECNYOJbMlWNUr9kXPEbX83eWK6gBsJaefdBEpT8PGWWQrSZd0haYrhJ6MPZOTX8ppRNce5eV7h0ROIZu+o7qBukF1MsS4QrQ1aIXPDclKEnJNK2mZAG6QYGsvepsAIdV9LUHvRmraFxUAWkGRoydjuc1xRjtUmNoTygR7XqGXfYpvjFCJpbt6fadPJPbihOoCtvKbLih/cxe12rZDb7HFS0HB+kCuORKYKfqLy3XB+13OO597THahMbWi2YvYCsonitXdQDPVJAtFugzYWjKm/sO/9XP85PERX//uG4Qs0q4TJndm/BOf+TrnTcnNfM6fvvw51iHl/GLI7mTFpKhZXxb4gcc/L6DTJAtQQaGSwGqec/p8QrRg1lo6jq40voysPprQXWXs35zR7AWGj2K/yukNDTO5RklxY8SVstoOqayOkqX0DYW+PwlgfVOuedrJtVT5SLAiyvUDKX+tD0tmX95HJQnN1BKSSHkcaXYkz6UbKv7QZ74LGtKrlslHHcvbwrabVtgpFKLpq8So0E5T7vzKyW/RE+G3J7YerFeAOr6A6VhWFEqhrJWuHwfJUqGcBKWZtSNkRoSlk1Ls0CEyfLDub0gRY6S6OyY/71jdTLG1KM/bsYIoGQMEGUzKH/VDg7q2HkO9YzdZAcEqbBXoSkmkJCBC2lzhOkO26oiNgsJQ7RjSlbSVtjspSSnljqbx+MyQLiPp3PWDlCTrrg8TigtHctWwuldi10FOEUaRnne40uBzRbLsKwY68QnGtfy8Ks+IaYJeran2MpK1pPnGCH6kMSvQjZd/Gw0gys9rLzq6vYHcjyirq5gmwnpdLImT4W/J82CLLX67YvLemtnbZZ/4aqn3E3QHHtAqcLIcyvqkVdj6Reps+UwY4Z2feLKZJxhFMzUUTyzt1BBv1oSl6Gf+wXs/AODpcsK3vvMG5WNDfRC498XnPPjogN/z5R/ysDnC7taEqNAnOdVhxKwV07cX3Btf8o1vvykHOQtx0pGcJZhacednn7DuEsqk49LB+oZi+l5CN7REpWj2YPCwz76aKLJLacNudzzJXDN86un+4ALbJMw/11E+SChOxLHUTMXebdpIei6HIjeQahcVSqo9xRRY72tMBdWBrIyUF4v1n/+Nn2J4puTa30qAaDtSLG8aivPA+EHApxAKS3bZ4MoEt7+9hr0MtozLq2A83Fh7MQbShJCZPvpZPqUdG0zVYa8a2p0UP0jQtSN5Npc335UErSml6IaG9Y2EpJITTL2rmb/jqfcls2X02LPzk4bitGN1w5DOHFHL10k4ncFWgZD27EuvHfGpMCEuVyJqHaWYWlZbxaWXhtVaLNwxz/A3dujGKTHRaBfFOWTkpBKtIr8UzYwKkeyiF+1WAVsH6Tkxcn9NI5+3WeH4vpcpsXRHY1RZyMrp2uKd9AWVqrdTKyVlZ50jezpHuUD65FIec6toJwmqc8T5QpivtmOLLbb49KiPMnEctpHVzbRPvoblVcnfXL9NmXb4TEoNVV98qJxc34qz0NeOSKp1fuHoRhHtISwTkisDrebz5RP+wx9+jePjCdFGXBnJzjX7xRJ7aal8ws03T+lqi5+nmErRHXXoTnH6cIdvP7qD6hRuGCnvLjCF71NqFSeLIUZFnl2NsSvN+qbo/NqxIWSQX0TWt+S61O5E6n1FN4TszNCNA81Es3wyZn+yBCMi5G6gaHalAylZKOlmAlTnSC8bwrjADQzztyJxPKCVfE/KY2HBTd0XP+pIdhWpDtI+pC/QDRXDp571oWa9rzn7skI30lPXjQ1mUf9//V1t8f+O7eDyCogDYSdwDqU1Kkkkz6CCZvdFaVc3zfHjlGTWkZyu0FdLVOcIVlO9fSBdGErRDUS1f52JUu0rkkvN6ONIOhcqNhpFdZhI4+jEsrhnqfuuoHThJaWxko4fWd1EtBcbtGkkMK4bWtwoFeq1CuTn4iTwhaZ+bYovErqRQTkJn4t9maKtvITR9cF66zsluvW4UmOXHe1Q9DDXTE83sITUoEZyiojXg0VihU0ZD2XfvPSYLhBS6UvCx17z0smgM1vI1ynZL/tMdsT5WS1rqDSFGOluTP5uPwW22OK3N6KwFKaVN9V6R7H8fEP0ir90+lme/eAQ3YErodmR7Kh0EbGr2FuIFadfLiS6YNbiduQgk50Y0nfmvPv2U/6tn/xeQtCkZcft+2ckSxH8vjk8Q7++og2GZ8dTTObBBkylMFdWslWGHW6eEpNINBHvNTZx+GGgncL64zFn8wH1OqXd8dz77HMe/+6C5R3N+qaUzRbPtQRlVqILTBfQjQNx5DD/7An5U8NOXlE8SIlGGKV2GvBZ3KSEr+8OQSnMssGcL6j2NCGPuGnB+jWHaWWlZNeIrlFD9ixh9Nhh14HkdEmydmSXkW4gQt2QwP63InotLlPl2KScb/HpsB1cXgGqdaD7Pp/e0RISCS/KzyLpSt6AXWFwhaU6EsV4HBS0t3ekzydE4kiajn0m+0/JEYgMnkVu/Q3H8Jlj8NzjM0V6XlE+7zBV7ygyiuLcSyLu3GEaGTRcoaX0zImVWgWhPF2uaYcalxtxILUB3Q8NLlPoLuBzIymUMfYfj7Ke8RHdBdn9uohuIu1O714qrQxqfQaC8tCO+8cmTdDjEfrGobBLizXRKOp7U7K5DGmqDWTPl4REAv1M7fCjnPj0GFUWqGWFWbVynxqPXXVEpYTpKnLCIBPL9BZbbPGp4Qo5ZCgfmb7fCEPaGG7cuuSD032igfXNsClU9UVEt/Lm3kwU6xuRxf3A858fojqPXhu6HUdzw5ElHYs2Y7nOCa2hvcj50t5T7ArSueLH8yN++f4HPJzvYI4z/NpSfpBKTP+VrKLysmV8Y0G0kaO3zmiOS6wNjG7PcYNItJH2pETpCAYu1gWujCze7SRfZohE7ZfCFKXzSDsGfbtCrS2n3zqiPgz84OFN6v1AdSi6l+SGpAIPnkbyK8/VW5bFlw5ZvyaDxeTDFr3T8OwXBqQ7tTiL2kg7iaxuCes0fBipdw3DH5zg9ga9dEBEudrB8KnHNpFufyhGiIEm7WMntvh02A4ur4CYGPH1awNRQop8IvXpPu/XNXVkccfgCg0KVm9OceOc5HxFsIr0spbG5BjJLwPRCOPSDU1fauYpf3TM4KMZk/fX+DKhnVq0g+IyUJwLrZOfSwaD8rKfVQHKU0dIJFtFd6JVSVZB9rc7ol73vbtId6HvPzKbjqCQmU80MdO3NXuUk+Eq9KF40YDr729IxZ4ddS8Ujojde1gSVy8cVOnZmmbHkl948rNaGqt3CnQrQmdzOiN5egne427vERcLotYQIvaqohun1IcZcVAQ5wuC1XQ7xd/dJ8AWW/w2RzsSe7FUeziGzzwEWDUpw6IhpoFQBpr9ILH2LZz9Ykd1HV/fQX6qWR9F6qOS7FyTnlpUq7k4HXM2G8JPBtz8FcvN/0rza3/yq0QNe3//U35x733emx1w+nAHAqBlnZNd9Pkrtz385oTVOiPbrTg+mWCWmtVZyaSoyd+eUTwzDB4awsqSPzOM80aujQ8SfCmOqHYcKZ6LffryC0HEs/OU5ELjikgcOGJlwERCKofNNHW0B552rFgdWbILEeomi040gGvH7f8gJaRQ/I0hdi2BoPqtJeiIXUd2flIzfNJACLSTFLOoyS8C2VVg8pFjeduwuG2IVmHPK7pSbQS8W3w6bAeXV8DirbGEEoEo2cuCbOZF3xLpw9kgv4p0A0V+1rE6MqKDSYTxUE0f1JbnTP7WI+wqsDqyuFwxfb8i/e4D4sUVPHqG/v5HomkpFNlcaFDtI8lS2B5XJvhcBo107nCFph0J89IONT4z2MozOHaYJmLXfcdQKn1H+VWUCH8n1eymcqRXHab22LUUKobsE4NMXxVvatHBZFci0kuXQcLy2kBINGFc0NzbRfXJtuHiEn0+Z3XDSFdIZlA+EJWUKLbjhJhnhLMLCAHz4VPIMtkD3xgRrSaZt2TnLX4iw4rygZhsn8ZbbPEyqPYV3SSwupVx8tNDnvxeKB9bFs9H/NThI9TAMfzQMnx9xuB3nUBUZOOGdidSHUiJoYoQ0siDPxq5/dcqymcKho7kecLuny954z+dMf7hjPFPFhz8+hy7jpwtBzQhYdWmHNy7JNypUTpiV6Jl6UaBe+8cU90I5HmHMYGs7MSlc2w5/2s3Wc0KTN3r6RZiZY7IGqjdkVyswZOIaRW+UPDlOcor0gUypGRgV4r0WQJRceftE+xSsXgD1h+NyZ9bml3RvAQLzUTjBpJ+njw6o3y0oNmV+gFbSzio+daI8ml/zZ0mpB+cgJNWe5SiOO1oxhI/YWp57JqdBIyiPPO47dnrpbB1Fb0C0oXHTQvsmTh//GRAMIr8IkhMNn3Bou6Zl3sZxblYhLtdSdVVrWTBxLaD4Bn84DnpbBd7voKzPpskkZhp1Xak7z/DHt3fJNYmq4DPNMm8ww0s1b7BJ4pkLQxPshaGJeo+HKlWm7WRCv2aJoo4VgXRwrQTSzpz6Mrhx+kmw8XWnm6ciOal1+SYJvYCXlADjfJgV9drM42K4hhSUUS5yvQuI6XY/64I0erDjOxS9C/aB5KzdpNOiTESXDcdETODmbfCdMVIN0nEvXX/Jrpx6PVWnLvFFi8D7SGUHhU0popkh2tufeaKnWzNaT3k3o0Ljt+/Rf18xO13H5P//FOefPMmKoIb9LUm+wG7UlAlzN5IOPjmiuKsYPCkwueG6vYAn8qbeX7hGBx7zk8GfO/oFrNljjstsAcV/jSDCO2ORznFw+e7mFqxfjakuLFkd7Ti6bhA5R53mTCarqkOUyJgGkV94Hn6ZBdsJO622Mc52Twwf1OLIPc3xuw/iwQTyR+mhFRaqrMrCQT9qZ95xJ+/tUf6LMEuNe1OIL2S62hIYLWjGT4OUlviPSGzHHxDwupCqkjmkeFjWalfHwBjnqLqFrtydDsFszfSjY4xWUM1gPWBptqZUlwExo+2q6KXwfao+gqIWuEG9gWTUCYicN0TMVhXIuuTPszIVqJuJ4CpRY9CCNC0EoevFHG5wv7wIRyfvnDjhAhKWqVj1zH+0RXZXPbOdu2l24heHFZHfA6rI9v3HIlrJ1t4ulJTT42IZ12UHqM+y0VcQpJ9kF12ckIwakPh6s6jYiRci299pDxuewdVnwljJZugG1vaiRVhcCWKed0GEeX2q6IwGfZC45TsoiMkWizQ6roKXjQ2qsiZ/cJr1HcntHsFIbdSTQAks04GGauJWkuVwhZbbPGpEX52hlkYmqkmXUXcR0MmacUf2v82j+Y7zOuM5lDWRz/6/l2efuMmtlIkCwlaGzzUhES0L+UzRXWgaHYzRh+t6EYJJ1/LuHozYX7PsD7SrG4mtCPNvf8c3v/33kV9MBCHzzxj/J7GFxGSyN4bl6R5R0giMfPU65QQFe++84Sk6Hj3Kw+pvzcl3K1l+DJQPDOoJGAqjTrOUB00Y41pFeUzhWklKff8pwPdKDJ4zKbxGgW/cXqPr779gGBFwGuXohGMSj6+/nK1KV7EGPwg2eRk2bVce4szh+kgXQSaqUE1HWE64sEfLFnczZi/KYLmrpTQTVOJC8nWsn5PZtvD18tgy7i8Aq6LBRdfuUF+2nL5TkGzq0hnsg+1tViRo4akD4azvUtHz1qSzqNWlQh7QwQrdCe2T5dVWgaaXj8TfUAZQ3z4lGxaUO0WEKXx2ZcWV75geXwmL4SooSsUulMbe3S9q6VTyIDPZFedzjq6oZUo/dgzRVYamaujgkQpTO169kVOGE4bfKroSisq+iuPqT31XoL2/c637kBrSeqNUZqcG019S5xGyULaqk3tUI1QqtGIDRqA6XjjzooK3CjBLrrNfcMozKzC7Q7ww+1+eIstXgq/OeHwo8DZlyG7kAPN95/f5EenR/yeez/h/cUB852SGGA8rrh6PiIsDclC0+55sgtLHDiCjYQnYj549guG7Gokrcn9y7h83l+PlKzQJz9ZgRoQErPJkPFFL6AdN7y5c8bX7j/g//LB72fv5ozT4wl/4NYP+U8+/AruScmP2yPSThGNpxsFdKOl9uTDnGQhwwARLj8f2P0u1Puy7ql3IaqIH3m6Yd/lth94+yuPAPjm917HGFj+VEX244JkDfllb044yfCZJwxLVN3w5JdzBo8jyUr0icnCUe9fSwd6o0WMuJ2C7l6De5zhy0A70ez8OHD2RUt5HKmOFIdfb5ndT2lG213Ry2DLuLwCkh89xp4u8Imi2ZVuId3C6raIc4O9bmSW8sNNO7OREkLV9cmvWtJziQFljbhokkRSZnvrMYBSith2KCODgPaRel8ipO2yoyuu6dhAspRTSLoI+EwGqPJ5S3HSMf64kxfsRLQt2kW6ocVWnuRkgb2qSM6WtBMZBK7dRNFofKY3zIry14m+MpjZlUNFqSgwtXxNyKWYbH2YErMEVeSowaBPwY1isZ43mIXE+Pvc0uxlqGUlSZX7o14YHPG52L7dKKHZywiZRc8rYmKwl2vMesu4bLHFy+Dg213fhybMg7vV0qxSjA785z/4IsOkwS8tJvHMLgfgFSGJ6AYpDdyPMo3MEtY3xVXTHXUs321p3q02/UbaR2zVl8SuIu1eweK24fJLntm7ch3JzyPaK5SKfP/kBn/y+78oXx8U//hXf5NEeZYXJelMk75XoDvYm6wonhnK58KOmBoGzwK2ihQXAXOzkrJG2wfnHStUVKTnBjdA7MsHDX/2nT/H0/mY9NIQDlqUBjeMzL/YcvVOv07f67j8TIIfZYRRSX23ZX1DxM1Az0aLpfz8C4bhwzV4T3WU6yyCWgABAABJREFUkr+f9wWVwrRcvWlREXwGuz9whESTrOXx2eLTYzu4vAqCh8s5to6s9w3tWNGOpSLeVJFmV9Ywqq8870pNSBXd2BJTi16KxkP1lmqUfqHtuO710f26KArtoJSCLKOdWFyhWN6SYaI+zKRdVMvKxmeiW0lWQdJvF8JkqBhJ5h12HRgce+w6YJcd2WWzEZDhPCHvh5bObyzWBHEsaS/ljK7Q+ExRXHiK01bC7XKDz9SmgiAUFtV5bCOR4rHMicOSeipJu8oF3E6BG+eEzOJKIxoZ51BlSXUjRwXpXopaWqTtspOfM9GEQY6q+oFl2wi/xRYvhW6gSZdeNCoabt64ZDhdM382wjzP+M0PXoM04M4LWFiKp0LOu2EELYcyvTLEJIhdOgcaDa1mOl3JN1HQTMV2nS6CmAIUzN+OJDsN/8If+Cv4oVSJuDwyKBq817TrBHXQcPnxDr95fo8/+c1fJDlJaPY8Po90w8jirx3RTkRjt74V6AYR7YTVqXcU6sMS3UHIpExRuUhxY0lxrMguoTwJfO31h/yB7/8PaL43lbLJhSX5cUG330GQoScYxZdef0x+Fqlu5mIEcJrsUhiZruzrVYz0yE0+kJqAuDthdWRwhVw77UIxfU+67FwpAXUhlbqVkCiKk+2q6GWwHVxeBZ2DrmX4jcfsfXfB4HmgPI5kl5Hhc49PhGkByM86yuOWZO4kIwWg7Yi9lgPbC1edA+ellND3VuseMfa9G9ZS7RqUh+I0kCw9s9csyTLK9yzZZKpEI8zIdQKu6gIxlaA4lDQ/d5OEbpjI/QBiYgllIm6jXIaJejdF+UB50uEyRXYp7dIuV9h1kM/ZT6j2bX+6if2JQva8duklUK5zuN2BiPsKLbXxMRJyAxqSeUd6vJCo/8lQdsqfcGi5gZFUXWSd1e3mEgToAzF78VhtscUW/9247h47+HbH+INIiAqjIqp0pJcKfdq32eee7Mzgi0h+YkgWCl0ZBo9FB5fMDa6U20quDCooqka+dvqTQH4hmjyfaXwuydfBQlG0/Okf/X3Ymcb94+ckS8Xff+cn/Ftf+TOYzBPOU2LhqZ0lek18rcJUGjeIuInUopg3ltSfr6TteRCp9q41f6CbPp5BCTuUrCH5axO6oayl6h3FH9z/Lqd/6ybdJBB+Zg4Rmjca9NJSfJSSzoWVfr4asbolgZlX7w5Jz4S1iRrSVaDeFWPE9H1PcepYvlawen3C4r64pdqJaGqqfQnCcwNJR6/2NL4wFOeO5Z3tuvtlsB1cXgVJHyC3WqFaRzrz7H1vhW0i2XnHjd9oSVfygq0OEtZHKesbiSS+Ruka2rAtsOn0IQTwXlZCdw57rUuUwSZG8J5sHkgXgaSSJMZoIV0GfKFodhT5ldQG+ExL3H+fZutzI5oUK6eP7LLD1AFT+02GCpqNoDYkhuy8kUoAoBsaVIw0O5ZgFcNnnuSqoR1J1UEz0USlMFXAp5KoG42ULionAt12J93cN0C+L8jXrRrU5Ry1qlBeagi6gVQO6L6VOlpFetkKCxSlfTvmiQTSbbHFFp8azcTQDYXptU3k4jcPcf/1Lvn7OXYN6ZUmfZLyj37lG7hSdHo+k4DNaCQbxbSik4tFIFnK9cPuVdTPB7hbDedflNfpdWGhCmIqyE81q/cnuM7S3Wy5O56R9CTNB+0h6mGBXWrKD1NxCwW4uTfj8MvHvPa5Z+hpCxEGf2mIepYLawQMjsMmCBMNbqAkqG5HksVnn3ESkDmBelfxf3v8c2QX8PbnntC1llh6WFjSK01115EswXSRO6Mr0lnElZrFfUV2Kd+vGyjagabeletZugik847sUlbn8UZN9UaLKyPNrgh5dQfJXFPvS3Lx+tDSDQwu/614Fvz2xXZweRVYu1nlqLpj9maCLyzp3NPsJugukF45tBONydU7muwqYM4WInLtOhHm2l4b7fs38H5VBLJquV4Txd6GF7uOdO43rqNoFHYteS66E8YnGCBCfv4J508fZ636WgCfi5NHOylDDIkB51GNw6zavgbAEFONrT1ulOJyzeCpxPurEClOGtwopTjtsFVg+kGLrYPYmhedMCq6j/Lv11CuT/KNWhifdicjuazJfvyUbrck7k3l8agbukHvduoipg7Sojq2rO7kGzGyPHYRe7H67/1XvsUWfy8hm/fr4tpT7yh+3x/4BrYCnwpjmp+LW+jPff8rpFeKbvwJzZ1XVAcRn0famx14MSK4MjAoWmLhia5ndlNhLUwjEQw+MyQriEcNPM+4f+eMi7oku4j8ykef5z979mVMo+imnnQO+0dzaDVPz6Ycn094cj4hdJpkBbaiNxSAXfcOzrWsjJoDz/wt6WPLn1tWtxRH9y+IRsLuQgoXf+4Oi/uBD473Cc9zkrMEe1ChGygfWNHruUhpW9KFpI/XB9KXtPxMy+I1uPyMIr8M3Pxr54REUR1m2JUjWTo++L1/CoLoAgdPxLSwfC0y+dkTfB5RDoiQzhx2W1X0UtgOLv//QGlikfbsgKV4shRnTISQadnrNvIC97kilhkht3AtwI0R0gSV5yhrUUqh8pzYdcJSmH4FosWGhxIti0+h2pUixMFx6FuhRXAW+p4i5fqOIy2al2gUyawlaoVdizBWXEgae7VG+UAoM5qjIcvbKSFRuMKia3mhah9pp5bph3V/+jL4XNNOLM3EsLiT9BoYjS8tPtPE3r5M5yBG1geS93I9XEWj0McXhNmc9PuPhEEpMuJ0JGF2Ti6WrjS48gX7orwkC6MUfpy90ANtscUWnwrKySDRjhNMA//zw79MswvFqZQt2goRsT7OpAw1DwyeyAo6pLIays41qjLotaZ5q2bn9UtCVAx2KlRlSK/Uxl2EEmelKzT1XiTOUkZvXTGrch493KedKFZnJR/9+t2NM9Ll8DNHDykO14SLlC/ceUoMmlgZ1rckjyq9UiRLRflcBoT1DcXpz3l+99e+jz2oCaUYFrpx5OxyRDuNDD9WtNNAO4Ff/Pkf4FfJxok5GdZSXRJg9m7EZZpvPr8jrHWi+F/+vj9PO40yrFmxg48eNKhVRflwselza3YS/noNX/vMR2gnh7DVvYjPA+ffO4AIxYlUBJx9MSWbbYV6L4Pt4PIq2J30glphSLKrQLrocKOM/LwluarJn64ZPG2YfveSm3/TkV04VOPoJvmLN1rvpdk477uMfJBAOmuxD09eOItCn/vipRqg3pXTTLWnqSea9aHkCgAUZ07ao63CdKJxMbWsb2JfZqhdJAxTolbSepqnsqIKIsZN1qEvZ5QVki8MpomkM0cwmvysxRcal8vtqSCOAZeLldoVmnYsKcGmCbS3J3S3JkSj8Kli9LAhmXfkJ9ULfU1do48vYLGCzkn7bB2l22hHY/uSR1sHkqWjPkhlQMotfrTlWbfY4mXgc43PpReo3lX8nr/0PxV3ThNZf67m/EuR7Fxi+IvTSHpqKM8C2SySnRnaGw6fR+xuja0Uv/T2+1w8mbJ4PKZ5fwwBDr/eUJ540aNUXtK220A3DjDq+B23P2Bdp9y4c8HsSy3oSDfxqADJpcFn8FZxQp52KKf49o/vEQE96rALhSsV9X4gWUCyjOTnTnQm+2v+9Zu/yu5EmFjdgbtXc7A7B0QLmCwU/+I/9avUPsFcWdJLLTbqH+5hGmh2I8msj4+IivMvKhb3FP/i5DndTqB4mBCSSH6mMcu+LLHuKJ+sMVWHqSP//F/8l/jOk1s0e57zn+soninKJwa332EaRXUo18NooNrfvhW/DLaP1isg5OnGshyzRHaqAVCK5NlcigGvluhGmIbBD05Iz9fEPJFVSd2gtOhWYplDJ1ktxCD2aO9FrHs94GiNSiwYsSQnCzktyYlJUe/LKSmbe8lhMaqnZD3tyBD6SPyutLiBwa46yVFoZVUUM0McfCJHQPW9SQNLvZ/KsNMGkosaX/RPmSinkq7Q0nuSXK92hCkZPK7RS2F17FWD6gLFWdi0rl6vkGLTQgjo4UBWSt5DmjB80hB7W3myjqSzDt1EkqXb0Ktm3kpOzJZx2WKLl4Ly9NUcEtCmbCCdi24jKzumb19w8ZWAXUtI2uhjYRxWNzXN3ZZsUtPuePR7JfmJ4m/82udQXqEmLeruGuUUdu0k9ynXNLsJ7cjQjA26VezsLnm42qVrLP/Ma7+OSgK2dOhG0+16WQEl8GcefZVJUXPjsyfYYUfoNGGRMPkw0JUK3Yrb0RUyjIVEkfyNMf/MD/85Tk4m2N2a1e1IqC0nPzogP1GsvljjBpFEed4ZnhDKwB/5R/4m7rDFjzztBKKJlMdyyNsfrsgu5SD4+374h7n55ikAfupIFqBbB0rh9gbCYg9TooLdbxmCly6368LH+jCgVgafCSPeTBWr1x2zt39Lnw6/7bAdXF4BKvTakxhRrcMVim4oibGqcygnOS3mfEFMLTGx6NlKckdWnQwmIaDSVN6sQ5A3X6WJTYvK+oAAbYjeixVaaVSSkCzkRJIuZWWSzqXYy7QSua9C7yLq1yzayZAQUkXIFNlFt4nyFwFv3OTK6EWFqTxdoVkdWbqhrKOqPckeCIXdCGG7ge57kKTxVHsZprqRISqFdsIS2WWLrltpeFaIxVohL+YQZEADmndvEXfGqCRBXc7pSks7lOyDdO7xmSGdX9sU1eb3oFz4OzJvtthii/9uRAsESK8c6VxWM9qJPqQ+KwhBo3Zarr7oNitbOdBA8jzFfzjErGQIaXYhJhE70yQfFvBAMlfaqaRjpysZMlymcIVi+FBz8XTC937jdeJVyr/xN/4AykT2dxaM39ekZwafQjDyfY/KBbl13Dm4JFaWyQ8s60NNdRRJFgrT9JUlQ2FI6t3IH73zLb7yxkO6WcYv/67vkgxbYhpZ3w781BsPyU81/9Gjr/Fn3/8ydrfmz/3oyxSjhvTUoFvY+UHvACo0D94/ZOfHDuXgH7v1dZ4+3qV6o8WeJuSXAbWU3JZ2khJSQ7Ca9Kql3lP4eYLZb7DnCdpB+VRDUBvNYVSiGboWGG/x6bAdXF4B9c3hRlirOhHW1nti743WgA/gZA2kqpb127s09/fpJhl6WYuexVphXpZrEepeI/aZKtMx7E5QRlqbsZYY5ITUThTByMXH55JTkF95QqZFGLboJJHWRZKFJxqFqQOLW+II6sYpaNHhmEWDXrebpupmL6E4d5Snvi9ClF6idmRod4R96YZW9CY+ks2D5CVYJZkGCOvie4uybhyqaoha0w4UycLTjRJ8aTHHV9APcMllBZ0jHO3i7xzgBprhY8lp8blG+yAMFqKNaXYSycTxUYTAW2yxxafG8oZB904f5SN7u0sWr4vjxs4Mi5/sENYW1SlmbxjqfWFbXA5uHPCDIIzDSt6AQf5deUivFD6PHP9MQjey4l5sI4vX5JCzeCP0hxhhTIb7K+Is5fhkwtUXHeMPJVCumwROL8b8+gf3+fj5Hk++fov0XNbWbgD5ubBFuhPHTnHuNwWwf+Iv/n6+/fAOf/inv0kXNe4859abp0QND2a7xJ+ZkRpPdZXTzTLcWY4xga/+nh9LP9FNxfpIUR437H7LYCvRxOyZJclpgs0d7rBj8KwFreVw2h8Il7dTlvcKwlcXJJeGP/61P8/eF05Z3RWxcHau0Y0InrNZxM61JP5u8amxHVxeAaaWqH5VFuDF9myaSDQa1XYbWzOAWteUH8/ljX0o2SbxOmzOORHexp416DUzOEfYGRLzPkY6RFSewWTE5TspzVToW1tBdiXFidWOIVk6ulGCqTrcUEoRdS/SDali+Fxi+V1hUG2g/HgOzuNHObHICJPBJ9JxxSbpMtG8aC+9RLbyNFMj2Qzpi+JG7SL5Veg7PBS+tBv9CjHix2KFDqnYmqNRxKqSn18rup0CdziGEDj96lBu20fakezhdeVo9nLQMrgUxw2+tNirZmOr3mKLLT4diovYxx4oknXk7GRMMlNyCLpQFKeK4fsJ2YXpxfDgU0l8jZmHkWOwt8ZnYJeQXGiSmd4MMUSob3Ws9410oinIz4VhCFkgObeUTxQhj6xmBVFFWCSYleb8l1vyC4U9qEl+LCvs3emKbs/RDSPzN0Q8nCwjg6eBdqSYvw1Xbyab60WwkP2o4Fd+9AU+nO0Ts54lLzxnj6ek1vPg2R56YcFEYuFpGss3H9/pbdAyANV7Ke1UodtA90bFlS8xjeIfevd7/K7P/RjdeLmWK8XVmwmr2zmD5x3F/+gp9SxDebiVXNJ0lvH7hmYv0Bx5mn1PcaxY3laMPmKTwrvFp8N2cHkFRKMka+XeEe2tMeOHjsHTBt15YVvSRFxAVlgYdbUgvaxJ5+7Fmzn0OpmAslbSeEHYFmtxg+RFQ3Sa0L5xQPX6DrPPOoaPRCibzX3vvpHo/Xo37YvBPpFgm+g+Ol+GEdNF2rE4dHCeMC5QXtJt66MSuwoQwA1kTWNrGXxcJvvjZicRt1Qt5WJdqdFdJHzC8QOQzFtILKp1xDShOkhREZJZS/F0Rb3TM1Z3b8L+LqoP5At5QnkayC883dj2nUzXwlyPbjy2ktoEs3Z0u1th7hZbvCx0J+uVZmq5fNdgLq2kuRpx/dX7kXYk16puKG+so4eig7GlQ10mhG9OMBUUZxG7VuRnIjQNRgaUn//C+9QHssq5ThdvdhXJTo1yUhkSTURdJpBE7F6N33GkZSuptY9LTANxbbm4GjA9XICNuLFndevaXq3wOQwfQDYLLO8oymNFfiIlkPZBztPjKSrzPDubYAYO1SlWVUpsDKH04BU7hwsOpkv845JmL9LsRLJLYaaumef/yVf/Gn/u+KtM3g/8hZ98nu+c3kSFSHt/nzAdAPIztWNDoj3p84T2wPP/OP9ZVlVKNxAbeLJfEUeOdiK/i+pI6hS2+PTYDi6vgGTWEDtpNu6GlvLbj7BnS+qDXIaWazblE63F5vkl2YenskLyfrMein2JIr2OhRjBiM3YTTJx+wwH1Hsp9Z5l99uGbBF6JkVJSFuf1+IzhS+0CG77hud2bNBtlMFAQTJ30pkUIWZWrM6LGj/Ke6ErUvjYC8qusxiSVdg4e+A6kVfYGNNJO2qyklTdbqhpJyluVwS3qu2wfVJntBpddQwf16jxiDDIqN/Yw55XKBdQndDIPle0I8PgeddrdAxm7YTVcpGYGHABu2hfnPK22GKLTwUVIj43NFNJmL3/n7eUp0FEq0tpSE4Xqh8O5I389Gu9LgOwK4WppNIkJH2mimNjZfajwP/p3q+wuudpR5puoAgJEMHaQPdaQ7MLqtGEkQMV6WYZemYJHwylCHbqaHcioxsL4mXK1fGIwUeG9NyA7vOpAqQzidCfv65pdgPdQO5P+VyyaNRFik0dNvGEixRda2LQ6KUhnTYAXH20I2F3EdJLhbvdMH87gBZW2649R8mMH37zNbSDO38qQf/ZPdpphk809WHO9D0JxssuHe9//R6f/R0fgor8Fx+8S/x4QDeK3D265Pe+8ROmuyvSGZTHsU8G317EXgbbweUVoJzQjvZs2bt7hC2op4ZQ5jKwGNP/0S+YE+fhOiW3F6XSdhC8sC5abaL+5/csyfceiEW6yKQuIMrFoSs1rpCBJCpoh3KqUV7+X2L82YhxdRvQTaCeGtzQMDjucIUhphblA35a0k6TDUtjGukVSecSbKf6Lo5uqHvXEvhUC9vTN0+LtVJhKi8WQq3QrcdNClmDKRg9kEJEVTXYy7W4idYtPtX4UYbqAt1OzuU7hq7U5BeOZmql6LFnp8ysxheGdprgppLhEuz2abzFFi+D6yiD/DLS7AXmr2XoLpLOFW4A6by3EfepuclKEcZOmI4nhQwurQwtBDZ9PRLvHxn9xPA/e/IPcP8/89KLtIh040CzA7949yMmkzWDp5HRhxqVBsb7K8xKc+OzJ3Q7nm4QMXODTyPLJ2OSuUZ1Gv1Ll7j7NflJf5sDRbqMLO9KOJxyCjeIYmmeyuCVLBTdRU57mUNQhDSS/LDErhXBa7ITgz6o0TOLXWlhcMYVofDCHmlhrv/9pz/L3rcV6cKzPrC4gWRxaRepdwyzN1OSdaQbGfxex49PDhkfLbm1O4d7Fd2Njoc/PuK9+QHf/Jn/CJeDaWHwKFKcbK9hLwP7W30HfjvCTTKSZ5YwLghJrwa3hvzSE/MXabgxRpT3RB9QtnhhczbmxcroE1ZepRQxiLXu4DsVaINSDlW3rA+NJPEWCnTEDTTJwhOsIVlFifKPwoREqzG136jWu5H0CCWrIPXxFzV+kOCGKXbZ0u5k4kSKYjdWXcCsIeSmb4jWNBMjp7RMob2iGSmyecQg1uRmR9qqr0PifK6lryhCLHNxN7mAuVwRl2tYrvH3DjFnc7KLnHYnpRsWJEtPcSzlkM3EyPDUijBX1w4/SOkGBlMHlIuYRYMfbRfEW2zxUuh1bM1YoRsJe6t2Dc1uJDsXR43ykfGHwrj6Qr4GJKQORGNSHSisBV/ItcZWkJ3L8PMbf+6LHLkGn/U9PQ6SBcy6nKuLAcOxrHlibVjbDD8IHH//EMpAe+jARHDyhm6XCt0Yuuc72DSSzkVY7ApoO0W9G1FBwujsWsoMRaMCyVKRzC3VzUDII/v3LzjTuwC8fnjBx2GPME/JrzTtTiBMHF/bO+V53nB2fET5TII9P/qv7lMUkey8oXjUEhPD1WdHjD6uaSaa1S+tGO9fcf6rt/nf/9K/z0fNIe+vD/nbT18jPM/JFiLCfX5nxGO3xBeymrNNJD/7rXgS/PbFdsx7BZilrIDcKMW0gbg7wU0LkqUjXp/+jUElolNRaa9XubY1ay1WaG1ExKuFnYnDUr7GeZLvP0RZA2lCGBSy0nFRWBYtKZSmDRQXTvp/EtVbnxHxbCYalWjlZGU6EdGiIGSWYDSuNLRTOWnpTnqW/HW3kGJjrQ6JOIiSlSQB606EuNEoTCvsk6l6Fmot6ZjVviToCisVMWuHLxJZ9QwKVJ6hFzWxzFnfzAmJIj/vhJl51JLOO/ILh/ZCaeMjdA7dONK5Q0WwMwmwC8nWVbTFFi8DFaCdWKpDhXptzfI1cSkOP5aPaSfhj/PXoZ3C6p4nHbb4vGdYU9AOSZztNXT1UaC5224Y2v3vdFQHCe1IeoxMpagPIm8NTlEmykBz04FTlGWDcopkocn2KnRlSE4SzKhDdQo3jKRzyM8ikw+gG0kwZXYZWd+SDKlkpvFFxBUy0AB0o0i9Fzfr5J/+8vss1jn2oGLv9UveGp8yGa+xV4b6tRZ1JMzLZVPyb737HxMSmHzYYdeenR8HTC3dam6c48YZxZnn8t2CxS+ucY3l0ckuzTTyx//kP82//V//bv7yDz9D86MJoZBMnHQOVZXyT/zgn0O3inTZd8+tt6uil8F2cHkFdJMclWcby68fZphVS70nLqA4HvZuofiCWQkvIvxjCMS217+oPkDNmo1+JHZdr3UxqCwjDFP2vr9i9FGFijA49hLjr0TH0pV9hkHd60+6SDcwdGOLKzQ+0wSjsJUk785fz2mnlpAoQqqx6w7TBnTnxV5cWKLR+ESTrN0mbK4dG9qBluCq3v7sc43uh5d0LuuvYCG/CJi1E4FyCNhFg3KB1Wf28Xsjunv7/cekLPK6xZoAybLDXlaAiHx1G9BrsWurVY1ddVIBkCVErTHVthJ+iy1eBtfRBc1u4J/83G/ibjUkq8jqrqx/TCNRC74U3YvqFLw/2IRt+iLSTBWmhvUtxO2XRGzmaceyLpLVsgw42TlM3wsMHyhupjPSvKMbR8xac3T/gqpKYdzRjQLBa/RhDa+vUY9y8hNDNwrCzmjF8q4Ebtb7UqSYzoQFanc9phb9nv/KQlqiHYRUNDrFc81htuTf+OqfwR2XpNbxk9khrbNiqS4c0StCEdAq8u+e/jKm6g+EXq5xrlBcfL6kmyR9g32kuAwoYPjdDJ5lJCvF4Elg8iNLbDXdUcdb7zwjnUXyy0BwmnujS6o32g1Dnay3kf8vg+3g8groRobuzh4+79uKE0O7V4qFtxOnjjRIi+g2Toa9zkNtihPR5u9MfO0TZDf9REoR6xpCIGTyBq98L3BVUrF+HdstItm+I2OiN70g+Xkrwq9M0V0XE0YozjzKS0tzSBTmci36GC1dSC430vS6drhcBqpgRaCrvZSNRQ3DJx3JrMPM6j6FU9MNNC5X+EwqA2JiiGVGdWco978PvEueXIiraZTjU9m5u4H8qQ9yGWAuanTVbTRFYp0WLU0yd3SjlO6g3JRObrHFFp8O7Vhx9ZZGecXTeoq6SFnd0Hz2lz7ErmW1ExI4fOuc7rAjvdIcfCOQLDSmBZ9HmqkwG9mFwidgFxp/muMz6RCqdyQQjihDhmmk3PBPvvcLHE6WuJEne33Bosroaos6T0VPEjQ/e/9jXGOxlaJ+S0JOVJDb0C2kVxBsxOfC9oweehh3pFfQTiLjQU00UBxLAWTyuTnLtzr+4l/5KUa6JlkoTr91xNNfv0X1cEQ6V8SnOWGZQIAPv3ubLw0fk86h3hObc1cqyrOAK+TAaFdyYJq/ZghBLN/THymyi8j6hpZg0LlBLSzvf3SEKyXin6uEv/2b71J8mHL1pmZ9aDeVLVt8OmwHl1eACrC4l+MyTUy0WHNrJwr7PEHVYnu+dg7Vd8bEUSmDyfVt2E+sN5wTlqVuiE3ziW+kic6zvJ3hhilulJIuI65QmwyGal9LiNR1S2oV+0wZGXB8orBNJF2GT6yb+vVOGyRJt3N0QwmYA7C1VAfoyslA0ue1hET21N1AhLkh0YTUEHMr9ucglGw2C9hKsmrUUpgT3YkzKL1oN6F9AG4ograQKOwqCGsUQUUZcFTn5bRje6FzCJJQmUgeTHJZiwV8iy22+NSwq8j6tQ67Urw/30cdNpgGvv3eXaqjKAGVCRw/n3L71gX1kcOnImy1q0gy18QvLGj2hMVN51A+kQTYZKmwNSzvwtmXDL6AZt/TTDTdAKo64dHDfYYfWQZ5y/qq4I27pyinCFnAry2/9vF9YlB0o8Dv/cyPKW4vWd3zrG8ofCYDjK0UrhTXT9QQg6T4mlpx+miH+u1aCiPXiiLtUK0mP1f8C//Z/xhTKSLgikhMrh2XmuTSYNYa5eBP/PCXZQW18n2ulFxjh8/8ZkWu+7LKz999hhvKYxZSRbMra/viRGMrBZ3GZ2Irz0+NNGCPIs2+OEQvPrOVm74MtoPLK8CuPaaTKH17Xkma7CghGIRVqBvRthhNHJa0I4OqW8hSWQ15idhXWh7+2HbCsPSOI6X65uh+iEnWAZ9r5q+ltAO1yRXQnVCPSSUiL1dq0YSkapPTgJIXXnbZEVIpRvSFJrvqyE8akuM5ocz7NmgpGsP34VSldCvpRjQ06cwRFWQzT1dq6h0jIXdVh+rXNcnSbwYnXTvIUqo7IxHuLRpUjERjiFmK6txm5XQdK66CWLdDboV+thp7MiOklm63JA5yVJS1lak83TSnm27FuVts8TLohgpspL7b8fTXbxFPM5odwGkRjC7l8/Tc8ux0QnJliBqUk1VMdgnu0QCiMDOm195llyK4dTkMH8Po40g3jMQ0cvUONHuBX7z/EWbQyQCiA+bKkmgPOpIfVAz3V/iLDJM7lFP81Q/eZj3PMbsN1R1HtJF6T1GcRHHknDmu3jaYNNC8UdNNAsOjJcylsT4qWNVyKIsKkrloYtzEE4ae5EpEs+00EC3kp5r8TBOCJlnIoSoaRVJJkWw71Cxvp6xuF+g2UO9HTtcDsnPJZFncDyRzsZmnV5HBY8XwA4uthOkiwOCxQrfyeLYjxeDZlnJ5GWwHl1eAbgPplTAsfpyxvl0S0r4nYz+XlUbbiUal7SjOWqKRh1oZ3bMx7u+80SirJNVXCaCUrJKcIz9psJXHVnJxMG38O7JLbL8fDVYGFrsOVLuWZscyeNbiClmvKN+Lc60iOVvLugZYvz7e6FhCqjduJDewdKUlWTuKc4duA9nMo9uIbSTGuxsY3CQn5rancr0UIy4DqpJKAxQ0U0soEgjSTN3cnhBGBSrIKUYeWDC1uInqGyXRGFkNZSn1zZL1TRlQ7MqRzj3tJJFKgmqbnLvFFi8DV4JaG/BK1ilKhgrVKUImYv76hufu555z42CGXSlJ2V3A6rYinUd003eG9Z1pIYNkIYne1VGk2ld0Qwmmm37XMnykMLXiuBrhFwnVbcfJDw/wZeD9r9/D3FljTKD6cExMAuE8I50psqxDJ4EYlaTcquuak0A+C8xeT/gn/4m/gq8MMSjYb1g9HKN3W9Y3AtFG1DfG6FozfBJQQeGLiBo4dOnQrdim07km3KpREarDAN8bUVx48pOG2Vswv69p+rqVbgDVnmZ1K6Pd88xWBaaJJHNIllpC7HYVPu/XSmt5TJJlZPQw9nEVEK1ohZa3t7Txy2A7uLwCfGGIVpOfNBt9xfrASDW5QtYaICWCZY7qAuu39/A7A0j6GP8YiZ9YHV0XBcZeBIYRXQveY5aNBBvNPGjRg3RDidIOVuFKjSvUZp+sQsSVEg6lQuw1J7JSAmFFaFpiYlm/vSsDj4uYSkoLdevxuQS+odmIkEGs1MnS0Q40tg4U149BPxS1Y2FpkkUnvU3GSGfSKhCspptmdMMEUznJkYkRW8vQpJycbkwTaSaGbjfHjTLCuCBqRTbztHvlpivJ1J5oty/4LbZ4WZgWYunJn1uaKaRXmje+9EQ+uN+gOzA7DeOs5tnJFFvB+kgGluqusCXZlcJWEgDnU4VdQTuRN2rTgBvFfqUjB656X4Sy7x/vMzxcMThcoSL8K7/zV/jSz76Paw2ri4Lhxxq8Iplp6sNA9XxIOWgoyob8UUK6UFRHEbsKVHua2//4R/yZD7+KvUhQCszjHN3BeLRGO4VdK1wRyc8ULleMP4gor3jt5jn2gWhy5m97umFAHWdURzLs+FycVUQRKrtCxL6Xn4/4f+CKdCkHuGSnpjoraSeKZBUpn8l1uNmNrG5F3FBKcXWraMey3lrei/gsMnikyS/i5tq8xafDdnB5BfhM96sKEaaGRARgrhRWY31/QhwUkqLrPD63VPuWdq8AIy3P10MJ3r/oNuqHFsl9sTK8aIWqxVaoApQnEvNPvy5KloF05kgXgfW+xlYelGL8wGHXAd140kWQCH+DJNj2Qt/2zg711Ehjc1+aaNeOkMjKydROHASZOIdU6PuYQiS/7AvNrCJaRSgTdOOF/QgRs2xQnaQHp7OWbqhp9lNComQoWjSE1FDtJ3JbIcoQoiTgiQirmwn1fkq7I0yLK/UmAdgV0pukOyl93GKLLT49XA4m97giUpxIWu5VVZAerVHHGfWuIi9aTlZDmMu1JyQymNhLEZOmsyitxgrSZSC/kOtSsyf/7gphHUwjOS/1kRNtxzLlcLRkPc/Rtyr+xE9+mceLKTEoBrsV3RDyE3lNH7x7xuQHBu81y+MhIGLcaKXxfnkPLuuCxVWJLwLJY1kJJXPN5fPxZmWDlmyXZkehYiQ/hwc/ukG77+j2HDGJ+L0Os1Yor8DA6GNpz45GUT5VxM8vmH3Ok7+2YH4yJD93rPcMbxyek1yYDXvsCtWvzALhdg2xH3ra3uVkRAek+z6kZqoYPt5OLi+D7eDyCghWYZpAN81Rneg+klUkPxfGIDurN4OIOxxz+W76QkDqP+EcirFPy9WbIeUasWk25YuqacUuF8UJlKw8ytFnmChComnGkiQZjDh6lJPPr/dzkqUnGIXL9cb946dDolHklx5XaKkF8BFf9B1CQYLstI99oJzBFb39OzNoF7GVFwdS/5qTaH6pHPBlSux7lvSyZfCske/h5Ps0t4ZUN3KSZcD2P4/LZY2mu0B+4TBNZH0o7JLpBcP1biKrqFUQ4a6L5M/Xf5d+81ts8fcGukkky1vsWhJwm93IbFGwP16RzCUfZXk85HJRYvcrWf3c67ArifsPqaI4f9EM3w419a6IWk2lyK4iu9+RFVRUkJ1HslOLG0T2b8yZpBWoyGuHFyyejTj7aBeiYvV8gBtG2kmQhumHu9Im/e0x2bHFl+JMSuaasy9ZXBmpO0usTb/uUXItKSPjwyWujHR7spavjzzBQnWgacdgDypUo9Glw0xavvzGY2msbiC50hLC1zPhrgDzzREx88SoGHyY4AaG9Q3Fo//yNQaPJVE8u4rymBgwlUY9zyVdGBg8jXRDycWJGlRQZJdi1fbZljl+GWwHl1eArQL1jqEbSoCc9tANFKtbCrvy+DLZ+P6jgvI0iCYlRGKeilX6v5WYi7Woonjx70qGmRgjYSIFXou7yabQ0Gfi8PGZErFwK86i6kA+xxdGdCWJ2gTQqSjWPt0G/DBF9zbjZNUzOKnuO0wkoC5YDf3ax1aOZNn1WS8Swd8NJRkXDc1uSjdOUb7//IsValXJuiy34CPF4wXpZUN2XtMNDS5TpPMO7cUhRe96ikp+pqgV5WnYDE6qrw4IiazH/CARy/UnVllbbLHFp0CAg9FKclMSyV76wu2n3Btd9q9nhZ0bylzyptIrRfZcDjXpHJZ3RLCfX0SCvdbHSU1Adinsgs8VyQrRy+yLruSzX3nA/+KdX8XqQKws7793k/KhRTeKnb0Fdiohd6ZS+LEIdpVTFMeRkAiT0+xcDxOSzaIV6EFHfmzQDTJ8eJgfD6Wu4NJuaglMI4yNXYF6b8DkxwbzJIdnOd/+4C71OzXtzW5TdWBXHTHRFGeR9Rsd5Ycp7r0R+Wnk/LMGW4t+pRuDbkT0nC4i7VQs4ab/eHWoqA5ltdbsiA6oeC5DY7SyUtvi02M7uLwCLt9OqPcU5cMVykkYnPLy4q33Euyi133EyOpOLrkj64AbGJT7/yAkvR5WrEGVBcpoEfFeO5NSi6mDRG+nCt0FYRyCsCHd2JCsg4TEjRTtuI/q99Kj4UqJyG9G4kSSviEJsLOVpxtqmfj74QXkRBATEerq1ouGBUndjVoyWpKl5MF0pRVR8MrJ/w8tqmlF69PrX3TrJTDOaEJmMU0gqYRRikqRLGS15fuMmHaaiAC4CSjfW7F7DQ/X4uHCEFItOTdbbLHFp8a7P/cxD987YvITRXkSMA186+O7HFcjKUtMwdxfcvV8xMF0SbMjYlzTCmvgB6G/1ihsFekGYKrI6ImskOsDJbH7Glwuf89PFf+H1/8Mv6N4xm98702O7l2QXBq6SSQ/1Vw8mRJOpE/INAqzMORPkn7do8gulPQReUiW0E09poaz52PysqW645h/xomjsVPotSG+tSa7EFGw6uR+JMtIcRYoj+W+Dx4q7FKTPk1IHmZyOBo5Ro9bQmqkQ61U2AtLO42SW5MpuklkeS+gnVyPQiKDSzMV11KzGzfvsMqJiDk/la9PryLdGFY3FeUzTTPdvhW/DLaP1iuguhEZPAti7bWG5S1NtggMnohYbPXaUHQrQTz6zUhtMlRimry4oT7qnxBhOqJ5fZ/qzX3IP2HvDRFzOttoUPJLibv32YthSXnJNVAhMjj2pDP/Iu12KBbo7KzGtP0A0MkQ5TMtvUS1TPw+0ySLDt16TBeISgYcX1rcoNeRxOuqeyviXZCwusqJNdpHyVhJrITqaU0oE8zlqm94bkVgXEjSr+pvT/qVXjRIq77eQD543X6te1FukEGwkNqCzf3YYostPhWeLUbkzw2uVDRjyRiJleHDRwe4z6+IFpLEY0YdP3fwMW6/I533b77nkZjJG7ZysipSUVJslzclvDJZwOItL+3Ny0h6Bav7nr+8fod/8+wXQUWOH+/IgFL117JWkV5psktFfcNh764IVlZD7RR2f+xILw2mdwElV5IRkz5LiFFhxh3phZFwOiNMjWss9X6kG8ee2RCdyfqGxqeSe9VOha1Olop0plCVwcwsPtXousOXlmQVGX8A/qiR9PG3A9ypsCvF6m6fWO5EOxSV2MKThQxMIExUSKDeF5ZF9JDXBY4wfrC9hr0MtoPLK8Au5eRRH/W5IqG3IjvRupgmbHQr6dwzetxR7/YPtTXypn6dotvbnmOR4lONXTtikclAozQxxj4W31CeStR+O7F0ffT+J8PorvuKbOVxA01XKJZ3JM3WlwmmjRSnLb4wvfI/yLqot0j7VIltWym60uILjfKiS7FrYYokiE6LxdpI5H8yd/hE41NNO7Gy0klsf98DbmBx+yN8Zohas7yViaWx9gQrtwPgSoNddmRnFelMKOpkLiF4KopzIVl4sUDXgeJYcm627dBbbPFyiFFR3XaEBBb3FbufOxPRbWVwjaV8GuFvTLHW8+d/9GXG309pJ9Jn5FNFubem3lWYLtKN5CCVXciQYZpIfhEYvW/oBmDrQLKMxMLzHzz6+/j1s9dIxi32wtINA66UdVMcOepbHc1ewIw7bu/OCBm4YSC9EiGraWTN0+xGuh0vvUSDiHOa/Z2FVKDIZl3iGU5SKZa9UiRzOSzVu4r1T1UsPtfSjkQkm87YrMzSwzX27gqfa1Tj6QaGy8/Lmto+yWjHkf/NP/ifEIIwK+mlZNmsb0mSL1oGEt1J9YFpRPeifX/IrOV9wueR7CqKXnGLl8L2iv8KSPpwpuLjK5qjAclCckvasXRoZOeNDB+Jpd6xuNKQzWRnel0DgBJ3kUoS1GRMt1di1552km7yS9CyKqrfPkLFiKmD1KlniuxS3sCl6EyEYVI01tFOZHWjndCiwyctzW4iq50gg4i+Xv0kRpJ0+22VL+TElF02JLMO7cLGcqxc2BQaDh5V+NxsBhpfGNzAYJfC9kStNzUH3cDgC4upHFhNsg6MPlqxvpHSTlMZ+tpAspJXsDmdkTy7oni8wKylz6PataTX9z9IaaMbyAqNra5tiy1eCq2zmKWmPI7kP3XBIJV6EOUVrCzZPJBfRIq/PsK3msVbfqNdmX+u4/W9C9BQ70obc3kS0B6Wb3hmb8PguRw87BqasWH2Dgx31jz48JBnl2NcZ/BFRDuF23H4IkIrQtnBQ83B7pwHJ7soB7qVlU61axg9DNiVDDHZiRWmJsIv3v+I86sh/s2K6vWW9kB6i+xacml0B9qJC2l1NxCPM/TcEo1cI0Migt78PGK/PiJ4qVLByBpbeaj3+gPWMJAqT/G9At5eyX3wkLyx6JPFoTiJlMeR7FLWad0YVq957FqGOlcqhg9g/gZks0i1t113vwy2g8sroLoRsVVAzURs6krF6oYRV0+qcGUCTYufDiXfoAqkc08ybwmDTCzRWQp5hr+1x+KrNzErKVZMlv34baRFGqXJPzrDVBK9ny5Df/IIm8C5ZNFJEVgEjOqti9fV8/SunECy6Gh2JLRNWAtHN7Ty8UbuIyHis14j03rWhymqDRurcjRi+Q6ZISSStNsNLcubhq5QJPMWW3vCMEVlKbHMpbOk8ZLzMkkpn6wlEbcO6K7vOBqLK8DOawnvixFVtehFTXLVYLqIXfm+OkDji+vhTG5jiy22+PTYH64IeSSbexbvT3ljdE7IA8op7rx1gs8k88RUEWUixWNDOxGh7ehoyapLaUfCGGRXkdUN0aYl+xW6heXtVN7MV6KzG38Iy/OSbLfCdWKnNrXC3WghKIYPgaik5DCDs28fYt8r5VASX1iZXa5ofs+8X71EkhXEw4YfXhyhPyrwtQWnRax7JoLZwZsz0NANIuUzhR+IHtC0Clf0IXGIGwpg+DgQnhZio46R+f2UwVszihO5xua3Vvyr/80fpToM/GPvfpPlOx0+j1RXOboFFAyfOKpDyb2xFfg0glO0E8X6hqYrZeAqjkXAG9LfqmfCb09sB5dXQYRq1+Jv7tONUnwmXnwiFKeBZFaj6pZQWJK1DAzVvqWdpDR7OTExEkBnNNFcW5GFiVG+184kVliXHtWBlbj+VGHrKK3MTtiH61p5YqSZJiQLR3YpNHC2EHeOChAyIzvpTKFclAFLSyBd1ArTihg2JL0mp3Hk5w7Vu4iuB5rrygHT9G6kXFOeBopzT0gNLjeYWQXW0O2W5FeBdpyI0C2CLxKanYxkIZkzyUoaqOu9hJjKzx3TROze4wJzuaJ83hJSjfZyHwG0D6g2vGjg3mKLLT4V/rU3foWYBOqJgRsN//rNX0V5xeD1GZmVw5OKksPCLNlkjkQN9Q+mPHy+y/Q9GD12FGeO7FJi+H/fGz+mmwZs31Tvc0U3kDdwc5lwY7qQOxAVvgxiY0ai8JNJw/7+guVbHX4kgmF3q8Gu1GbFQoR6mdHe6Ij3pQctXqYYHejuNiRFJwL+0wyfg63hy0dP6AYQjpqNNdlPXS/w73+mPWHEqyMZZrIzTX4hJbGL+7BaZ1QHIhA+HC9RNsBhw7//Gz8HSSD74hXTgyXrz9ckc6j2LSGRFVo3gNFDGdTq/f5apWQQS+dSj3Ld1r3Fp8N2cHkFtPue5R3F6v5Qov4bmZ6zKyflg3mySbytdzXLOzkgAWrF4wX6cklsO6q39gmpoXz/AjfO+qA3z/wzU7FMZylYS1wsyS+k6CtqSJahD59zEnpkRYtyfbEIqehNmrEmGFkjtWODTzXpoutFvTL0ENhoTLqhkb8HROsSJRTODSWHRvkXKnm79qxvJBtnk+4idimdS7by0DlimggrA9hKHEjKy21e5yPoVoaiZOn7xmtLnAwJo746wUdikZJcrAlGUR2kKBfpRqL2F43O9kW/xRYvg99fdui1oRsq9IOcp74kpIG6TvgjN75DOxQrczRi13Wl6EvqXc3edyN7fyln+KTl/HOJZLpceJpp5C98/wuM3jcsbxrRrfQZV+nCE44actuR5S3oyOGb52QnBj3s8DmEJwWrOiWdNJilJiRgU4l6aMeK9Y1IO1FMfjMjf5ziruTQGNPIbF3AZYo7zbELQzoXBshn8N7VAc2NjriyIsidG/KHKdFIyWE0SDpuKSulel9sy7by+CLBrhSvH52jnQw46y4htoawtqILagyL5yOunozJ38uxtWh2qtdafCrR/rqTFu1opFW7OI3CtFhZgw2fbVnjl8F2cHkFJBeGdhKpdjXrA0uw4s3XToS59X4KMdLtlfhEhFsqSGganSNWFTiHcmJpnn3lgMXdDBVBtY7hQ1ml0HYoa1B5LoNHBqYPfPKZopkmmMpLbH4ltuyo+06RtWP4zPdR3AGfwvJ2Qr2XUjyvsGuPK41E85u+bh1Z++h+FYRSvc1PkV41mwHHrhx2VolmB2mZNm2QLiEtA45qpHQxJFKi6AaGZjdhcTdj9nqGXTnaiQUlj412kt7bTlPCICOkVtqgAT1boRcVtpICx/SiIll4uY8xotft3/0nwRZb/DbGH/vg72f61gXLe5GQRd5OKj772cd0s4xfm73O/K2+ZV6x0ZCJ4DRi2ohtpIg1PxOn4tVbluJEkX3c94lVfQ5KLXkvrtBoE/m9hz8iRkWSOY4f7hKSnjFpJFSuqVO652UfmR/oLjNsJTkp3W5gfTuweC2SXoLqNNVtj70yrGY5MQkkC91bkb0wzheR4/f22b01A6SPya6FgR480fy7f+TfwdTgDjraPU87lZ+52QGz7ohW44aR48VQhqv7FW9Mz8mnNUd/3WBqKB9akktDMjdUN504PgNgJM/FruVx2/uBI1kqmkPXHwT75NyJHNy2+PTYDi6vgPKZ2OaATRLi4AnCLoRIV/Ysw1VDfhk2q5puoDf5LnhP/uCSkBlsFRg+bqkOEqIx6Nka5YK0RWtpkza9Ndj00fvBQjOW7+MzYUpcLnHW9Y6h3kuFpiwVIVO91kaGLV9aTNXJikYJi5MuvOhglk4yWq5qQmaxay9Wx1FKN0kIVqO73mEUod5LqXctykfSRdhYk+N4QCwzYWl6VHuG/EpcVj43otvp3UjBvlh9yY3Lf2LSr406h100FM8rGbQKLe6mUbpdFW2xxUui9gnjvJFCVQM/aEdcVCXpqeX/ePcvoFu1WavkzyztNBD6eHpbh57N0OSzgK0CBER0WshrsTiXpmW7jiRVH3lwmvFnH32F5tGQdpaRXBlMJZ1Eza4EzI1Ha47eOcUddtijNbrRLF6LqA7MQqO82IlNE8lPNGah5bA0TzCVxi6lBFF3UgjpBopkoRllLXffOEXdqhk8jRLY6eFb9T0W9wPFxyn2yqC8pN8Wx7C6VxKN6G+Wj8aUzyL5d0q+86ufIfnbI0wrFmrTQLfvxL10YeiG8jjpWUL6pSuWb8ohLr1s0a1CN5puJEz4tSPrev29xafDdnB5BQh9Kk84yRihrz4HtFiS43iIrl8wAdpJq3MY5f0/KLAGXXvKhwtUjBQnHbqVFYubFpKoC0Tncb2A7DogzlZyQbgWy5raiyU6FadReuXQLpKuJOCtPPEk60C67APjqk6C6KyEO4EMIiHVm0EoJkZYIde3mVopNlStsEXJSoad4rQjmbf4TOoHTNXJ/e88IdP9fjpQnnpxLjgpFcsum83XVAcJUStmbyRURwVm3aHWNeZqjTsYSe/T9WtbSXheetkQlZLW6S222OJT43Z5xazK8ankm/zxj/4QRdKhvOJrf/Vf3sTk27Uk1MZEho/sMuIKeU37wuBTYVN2ftKRVJHhQ0U3us5dEoZ4cVdT7WviTotWkbjToQuHKyVRPFjoxoFkpViuco5PJ5jM484KdCeDigow/gjsWtHuerqRIruEkEl5Yhw5dKeIfYpvdiaR/fVexC4VDz44ZNUmZLmsyscfS37Vk2aHmEWyc5j+RB4b00B+GTj/vKGdWOpdsVIXF1JxMHogLc8qRPa+K7dnriztrmfwBOqDQH0Q0bWi+9YO6Yll9pZmdSfn8OsdxXPpjfOZ3NduKGv6LT49tu10r4CQQPks4grVBxdJrbvLNeVVg08167d2GXz3GYPnLWdfkGHFriV5Vmt5knZ7g16wKtko+aOZCHSdR7kErKxL4s6YZB0wrax90qsW08ivzhUSwhSNMCc+gfzKbwS2yke6gSJZg8tkxZTOwY1zaWhWCp+ltAjzo9u+nkBr3MBilx0qisPIVsJyWBeIiSE/qVnfLojaYBcynCgXULXDXq1Aa/KTmmRuCYnUCbRDQ9SKwcMV5vEpoweKOCxpb09Jn85Y3DnsBceKOCjwwwyz7mhvTcVBVPeW6drjM9MPjNv5e4stXgYH6ZLL0xFqryWuLR9+fAidRo8D6ccZ7U5gfaiZfugwjWHxusbW8rXKg0beuFc3NMkqYjOFbSKD5571Lc3qyEi7sha7cbOjYJnwtNmj2K2ozkqmr82YMSEOPKo2uAK62kJQTHbmzJ9Iy3N62bPbA4XqoHxk8Tns/sjhc0s3AlqNGwTyE0OzEzdhmO2Rg+cWOzdcXQ2YTNY0O6LJqfcsv3H2GtFKzEPsJKNLO2GP7/yVhno/ZfBM1vwuE3ZleUf1xZSB4v0zikcZfpKzup2Tn7dc/Syoecbko8jqrjxm+Vmfaj6U9N3ySZ8sbMSG3Yy3g8vLYHvFf1UoqTqPSmGaSDAiXNONw1bi0oltS/bgQpw0vcLczGpUlqLSlOXdnOSyxpUJ+YMr0b9YLdH/EVmBOI9ernHZi19VN04kSbeVziTdREzlSVYB00lZYTRiXTat7Jq74jqcLtIN5OOqX/kkq4D2kfSqRbs+oVZB7KsIrpuhu6Gk7eJlcFFNh25jH4Lnhb3JLMp7Yi62bzeUCoSogQj5pcdUAdU6Yl0TZnPi81OSizXKecozEfFiFGqxRrcefbmgGwmrcq2zQSvJcWkCId2+6LfY4mXw/uoAnXmS3KErjbIRsoC5IU4dNW0l3v6yk1RXBYvPdPhCbdbUzcQQjayFTAfFcSthcwvp5blOjXV5f4hq+wGktehhx9XxiOzCcPfOOTH3RBtJcsf+0ZzZoiSaSLvjJaE3ylpF/itOHJ+KlRgQ5rvWuFLyWkLSuy1TWXXn5wrzOGe+KPHpiwTgxX96E3tpaaeQLqSPKFhox/0hrQqYNoq7MgBBDqDpImIaj6pb9HJN8vCM7KITucDS0hyIHbp8FjG1YvTY0UzFDp2di5tIt8K62LXahOZt8emwHVxeAe20P0Egde1RS4RzMMKoBKtYHRlUkRNnc45+TSyAPlWouhG3Ttex+9cfYk4uyb7xPmpdE0Ylqmrxg5TF/VJswU1DTBPWR+IS0r0zJ5mLPdi0cbMfdYVmvS9aEVPL7lmGGPneIhqT00NIRXwbchlGdBM3zIWpg4Tf9XoT1XlU5zFNoNmxhGGGnq3Rl0uKJ0vSuayPstMas2xRTSfDS2oxq47q9gD0dXEi0qF0sUBNxihrUUajZyvCuMQu5ftEqyGxqGVFzDPKDy7oxikoRXNYYhqPrT2uMJuyyC222OLT4fsnN/ja/Yd0VUK0EWYJ+aihWyW0u4E0dzS3un6tGxl9BMmZBL6hFM2O2JwPvtVgqkD5tKadJixviVkhJLJWCgbyS1kNmxsV77z5jLJsONybkz1L6AaRs8WA9FmCcopB2fDu7glaB/zQk50Z6v1IfSAi124UsWvVr7BEt6cc6EoTTT/QFAFTKbqhYjipCBYZaFpF6OQa1w41uz+s2f1+hWkU7VsVPlEkw1YOWYgdvBtq6h0tKeJBDBjZVcTlivRkhT+aigbPGtKrhnakyZ8ZkisxcPhU4QaRxR1LcRpZ3wxUNySstDqK5KdQHkf0Vpv7UtgOLq+CIAmSugW7uk5llHAiezInvWzIZ30uS55jTq7whSK7kgkdQPU2Z5SC5LoxGlAKs2wYvb/sRbyBMMgZPpVysfWBrF18ISFOIFH5111CIYVqV4aR8slaHABVpLjw6E4CpLSL+ELjC2mKbgdSU+8Lg27EpRSsFqaldz7FxJAsnehwZmtU56S+QGuSuajvzbLBzFawrlBNRygSohXxre6kLDG7aEiuGmKeEutGagGyjDAaEHIrdQZDEfvGIoMsJeYJMRUH1TULpFzsRc9xuyraYouXRAiK3/jBG8TKEDNZDzerlJ3DBeUjQ7NKyR8JK7w+Shg/cHT7juIsbNhTnwiru7ppccOkj18QJiM/g8FxoDhzJKuAL2A6XvOv3v8L/EOvfZ8Y+4PfyFMtMhk0xoEyaxnYhumoIrmwjD6Wa5rPI+vbQXJd1uIW6ga9y7GGUATCwNPuBEylSZbCiB8MV9IR9FpDNwlMd5eiAVwEfGH6EDhQz3Muvgjl3xoIG3MhCeCLO4Z0Hrl6MxHGRYlTKlsEmqMhel6hnKe9s8vq7oB2pOnGUg8wfKzweR+0V0jKsL6zJhy0dCM58DY7sL6htjkuL4ntFf8VoIJidUdU81FLpHPUimQlmSPtdbhaCMKYzObc/C+OKZ4uwTnw/XjdC3SVkVJC1fRunbpFf/yUWNeyEplkveMG0pWwC75vRE5WoRd69augtcRXo4QpsZUwL8nCY2tJ2zVrh6kC3djKaquR245KThlm1WEaL6m2maWbZEQjhYzp2QoWKylQ7Bx63aA7T3NjCM6/+NmiMEM+t+SnDenjK1a3MtpJih8kMqiBJAjvTVExsnitxGe9yLm/jVD2riErSb8geTjNjuS5JEuHvVz/Xfm9b7HF3ysY5C2jwyWkgeHhijDpmOysaDor14K+h2d9KGvj/KTi1n9pNp1mg+eBZBUlJ0pBvSNC3eIiki4iyTpSPq2E/W2ll2cnr/hfv/8P82ff+zInZ+Oe0VGoeUJM4Ks//T5/9M63+N2TH3F/ckE39WQzSbktnmuKZ/J2tXhXQuaSlWRXKQfYyPhoiakV5TNFNovUh56b5Rx9Zy2pvDsts3kpNQcnFboN+MygXSQ/VygHxVlg+MyRzFoxICwlO2b0SJyd7bh3VSkZPEj7xvtUkywc8zdEMJxdSOu2CjJYpfNIOwH/rCT9OJPsLw+2YlOWu8Wnx3ZweQWEJJKda+xaSrWSlbAarlDoZU3+ZEnx4cWGcSFEOL1An1z2PUVKShST9EU6bgiotkO1HXR97P8nbL7BKJIq/B1OoJBqXKE2dmvlpYk1m0XSWUdMDO1Ibr8bi/hW/t4HxzXCqNjqhdXalaIlaXYzolZ0Y9tH+0d049AXi819ip3cX9V57LIj5gnuaCosilJ041QyVy7WECPj9xck84708RVczKCqicsV8cET1GwptfCF6h9jTShT6W7KErppTkgNuu7QTdzEdEetcJPiv7ff9RZb/L0IowNfOnzGdH/J8rJE6cjV+ZD1PGfwNDD9RoqpYfY5R7Oj5AByLgNDO1S90B/aiZE4/on8f72j+hRuSeZudqyUtL614M7gikeP92iflyQPMtJxg1lr/sAvfIuQRL796A5/6r2f4y9efoFvP7nN6D0rGj0nAlYVYfC9XPJbjl6wFPllRLWa+WVJ8UyRzl6UNv7ax/dxZzmqMqjzlPI7BfmlR7deIhlqh61h/JEwSfWu5vQrCWjJlHKFIllGsquOZOnY+35Hdt4x/tEV6XmNWsuf/CfHpLMW0yj0YS2PzUCGOldeB5RC+USTzBW6hZhAfRBpJ5G4tcm8FLaDyysgnb9QuV8/4epdRXYVhJloWonw1/pFqqv3xLbtyxP7h10rEeQOS/zOgO7mmDAdShFj39K86QeKMry4TPqJ2pHG56q3KF9rXD5BN4ZIN85EeOvkZBSMkjLIkcGVYvVzwxRTB7pSVkNuIPSpdhGitEJfi3N9kUCaoKyFIkdpTbSGUCTYWU0ohU1RWhikYCWzxk0LMAb94Dlm0cDZJXFdyYBjDCqxxDInXQbQUDyrQClJraw81VGBbj0h0URjRETcxT7PxWCvtozLFlu8DL6w+5yP5rtcnYy4f/eUt++cSFfYcYptJN3V54ASZxB97EJx4UiXETeQjh/diQMQoBsrFq/JtTC/kJVzO9CoCNVZyXE94q37x+y8fon2Cv+4xI093z6/hW4VEcgTR6odwUsi+clXRTOTzpToVDpQjTgj6z216WSzC409TTFtZHEfuqHCnCckqYORI6pIfqrRreRpddOcYBXNbka6DLRDaYm++mJH9fkKVxhcqZl9saMdK+avZSgXKT+6krV806LXjayplZJOtv1cRMImUJxEZm/D8k2HXfVrorbXRFpZf5VPxQmanyvseptF9TLYDi6vAN3KCyha+e/6hiK7jDTTa1WXIub9iiMEovcypHhZHwGblUosczCG+rDAJ3qTOLvBwS4+15sW5OzK4woR5bZDjemkt8g0MqB0hQIl7puQamFNBkYuPlqyWKRlWYYTN7Aki07qBKwiO29QTUf2dI52geR8jakdZl6TPr2S++17rUmRw3yJPZmD85izhZRF9jbu7LwmplYcQUZLWnD/9YQgf7Qm3rmJn5YEq8gvAu1OtrFPiwBZmKFuZHHTDF27TfaM7gL4Lc+6xRYvg68f32HdpLz75lPmdcZlXYACdyisSjrvr3NrQzqT4aSdWOqpEXYllX60aFT/OlV0w4i71TJ4HljeFKalPHO4PpDz44tdns3GXDyf4IpIyCNm1NE6S7Pv+enXHnJ2OuLXn71GjIrVnUj4/JJ0LjZkIj2zLPlZtob5GzI8DR+A71ugxx/A3vca7vxlT/j+mL2/njL9nmX/u469H7QMnjVyEEoVs9fFmWhaGH8Iu1+3xLk0HiYLT/EokWJXiwRvdo6o+8qUtttcr9dv7NCODd0o0p0VzN8A3liBjqSzKE4oLY9psuzzWwYykEUjTqUtPj22g8srIKRC/fkUminYlaxoJOY60B2OhGUIQZwxxsi6yEhEPVrL371HzRaousGuPe3UQohE51BFQfeZu1x+dY92aOiGhmQpLc1RI3bsVFHtaZKVDBLrQ020QuWGXgNjak871H1Jopb03thbnD0b6/Hkw0qEuU6GCTct6YYJIU+oDzPawyHtrSlxIOyJWlXE1VoarJsW1TlimaFbL0OKlzwXXMCu/WbtFRMjg1yMqDRFWUtza0i7m0vf0VoGMOVlNeVT6WFSEZKFQ9ce3TrK51JBILUBW2HbFlu8DJSKtM5Q2pZ/7d1fZZC20GqSsiW/6OgG0H51SXGsMZ0MKOnMEY0iu5Lk2Wgk5sE0fXT9gedf/um/SjNRaCfr3m5gmN8zmJXmS0dP+dLRU45uX3L45WPUuEU/zDl7PCVmgUeLKcWowQXN73zzPexSkSReGpcDZJeiw0tnspYyVUQ3osPRHeRnmtFjR3nqmL2eUu8Zhg8jwycdza4kd9c7ltXNDLNsSOaO/e/VrA+ENs8WAVvB4IEhWk1IFaYS9qadyDV1k+zdI+YpcTxgecuyuqHxeeTw9XOStxZMRxX504RupEivFPVBv8LSfRnvUoTM19H/W3x6bAeXV0B+JpP94JkUZakgE3i6DPjJgPowo9nLhAloWhlSekTnoOuIbScft/KiMVVfmJjI8IJzaCeq/OsXSzfQVHsG7SMukzyF/KJfE5Wa4kz2wcpLHDcx4gaGZB02ZYjp3PeiWdHHyBpJY09Fu9Ls5ZJGm8t9nr0zwNRRepCsprk52gwvjAYiTisywrgk5Amq7WsEMgtGEfs+oeq1KWowQFV9mrBS8rPv72zcQcnCYytPNzQoH/C5DCWm7u3Y6w6zaqBzmGUjw9zCbzqNtthii0+Hy4sh00HF0+WEf+fRL5MZh+oU7rRAuUh2Gcm+PmT4qBeiKqSGRENSBfLzQHEW0A4uPx9pdiKYyC8Nfiy6OyPt7cVJS3YVGTzW1N7yax/e5/jjXa5WBcYGQhIZHK7AKRHvfvFX+GNvfIs3y1PClxek1m2swuubccNymwbR+qXi8tEd3PybDVdvJly+I6331YGm2VU8+IOW7FKu065QzO9rqjsj0qsGu+wYPWppR2rTFj16EDCNpxkbtIOmb45e3sqI1oibs3PQdsQyo7o7pvvDV8w/3zF4pDk5mWCtZ7YsMA20Y8gvIu1ewA2lsDJZx001QLDy3y0+PbZX/FdANpchoJkqkqXE+V9+xnD2Bcvpz4ypdjVdqQl7479jaKFzkuHiHAQPMWzYCTew5CeN5LxoRawbzLxGt2KrdrmiHSl5kTZiBdYdMpQ4WRuB3JeoJdPFrmUlZNq4yXNBgS+EdckvHCHVNDuW7nBEfZCDgm43x+US+58ug+hpCon/J0Jzd0rz9hGrzxzgDybCKnUes2qFiTEa1bhNND9KkT/rrd/zpTBQWqOylPmXDjCNF6bpE8/GkBpJFQ7ys26EylrT3poQtZSphURvGZcttnhJxLVllDas24THVxOezCb887/8X/P6Z5/x/j+VcPX5IKWCiSKf+Y32DcQG7VO5NgSLWH8fgF4a/vnf/B9SngSSVUB1oWd5FavbgW9+cA/zJEcNHc2HY0LQvPO1hxgdsHPDbrZCq8D3Fzf5qNrnxnTB5dMJzRTaiaTa2rVcJ0IC7ejFSqs6UFy9ldKOZbC5dlfaFTDpcKUw5OWpI7uIrA8tZ18dcfLTQ3yqGT11uFy/WEG3gXQVWLzt4bU1topSTzLIxR2ayKHKTXMW9xL8397hH/zqdwkJjL6dUdcJrjUkS7FbVweKyQ8NKEhnkfW+aHiaPalGGGzboV8K28HlFeFTKSFb35Jp3FQw+TAw+bAlWFi8pvnoj065/MW7cPMANRqCMS+Ylms4T2xa0qumz3SxEso2HYPzrI9k35ouxVrnU0U31LQj0bIsb1hCIlP7da5LSNnsYaMWpsY2sqeudwwu7wOVfNzkorQ7qTA7se9DUkhAnVFksxeliqaSVmdXGHymqA8K2fteJ9oag+ococxEzKsVycmCkFlxIVkLt4/QgxKA7MphFy0qQDJvP+GQErbIlVI94EayhpKKAo2KUVZHbZAm6S222OJTY3hjyYfH+yyej1jPClZPRly6kkWTgY3EPPDH/9n/O7/+v/s/8zP/q9+kGRvqg5R0EbCN9KR1pVxXlJMDlV0p6ssclylcrmn2MnyhWd6LvPO1h+irBH+7JjYGP/Lc2r9i1uR88fAZyULxS9P3+Ul9k1lTcNkW5LYjPTWYRgYUdJ+cfV3AaiAYyaZK52JVTucwfzuwuKchSKt0+iCjOBG2JiQKVyiWdySgbvkanHwtIT9t8SmgRPsXkj6Mc6XJvj5g/MCxuqnQTUfILOt3DojjAaqTa7ldwf/zu19g74eOYOFgusQ8yfFZ3zTdgMth/J6krbtSdJHZhdo0RG/x6bEdXF4BUkMu9GR+KpH/aDYNzpOPOkYPA/mp4uLzime/e5/Fz9wh3ruBHo96lqVnGeoagmhLdONQVQMh4PdGqLbDNhIQR19Gpry4aUIi3++6aDFYSaS9znmpdyTrxNSBdOGlELENJGtJc1Re1j+6DaIr6WSIkSC6vjJASU7MtXI/KnCjRPQnfa6MK7Uk/vb3PdqeTYmRkBl8v3IKmSXe3Mfd3Wf+uV3mv3CfsDfe6GpM7YiJYXUrwRUaVxrRtnjIHy9eDC3DlHTWotYNPtO0U4v+bwuat9hii/+fuDFeUBQtqlPQKfROy/evbjLKGvJpjT23/ImHv4s/Pd/n37z5DRb/8ILH/4hjedugO0nrTlaSC1U+FU2LXSvypwnay7VoedOQnXfYleJfuvPXSeaag70Fyajh7uun/P6bP+Tp011+8/FdulHkzzz9Gj9a3kCpyB87/Dq72ZqQgqnlMGZXiCh3JSsdU0v0fjdQfYqufF4YOdxAdDjtWNb512F1zchgmogbRJJ5JJkpXBm5fLcgqfpwzkwqTKodTX4mmTDESHEaufzKLlfvDrl6K+HsZ/ZwpSWd9xlbzxJZ0+dw+o0jiucvMqnKY8nbWt9UtBNY34jSEK0gpHEzjG3x6bAdXF4BUYFtoiREnkeSVaR8FjeNzKaVlUq6iJhKbHzLm4azn5qy+tJtwv2bqN0d1KBElSUqTdHnc+zTC9HEZCnmdAaduGe0g3akN4FL2kUGz4PQtXOhY3UHXSlDVHEuYtZoZS0Utdq0SrtCCY3rP3F60cLQRAPp3EGErtS0E0O9YzBVIFk4fGlpppZ01otmg7xgu10pkYx9qBwhgAuSltur7+1lRXNYyiksU5K6qTW69XTTnNifcEJvu7wW6GZnjWTbADHRm1RdlCI7r6UeYMu4bLHFS+Gzk+dUdYKatqjCg4ok2vPR4wPqyxzTwkdP9/m/Pv4FfnWd8ZnDY37nu+/xs//MN3n4hyOrGxLcprvYh6wF0hkMHkngXLIKTD9oQUP9esO5G3Lj55+ybhMGRcuizvj1y/vko4b2pMTtOhLt+Zdu/FeM05p/9/EvsXQZd37qKQCLNzzNbqQdQ8gkuC2dS0uzyxXay+rI1JHhj9J+XS4rJV/EnkX5f7H330G25ml+F/j5mdcdmz6vv3Vvua6urvZmZrpHjEbSMMBqBJIwklYKdrGrECERGwERu5iABRbYBQSs0MYihBVGCAaEJGYYzciM62nfVd1dvu69dV36zGNf9zP7x/NmVhPBH3XvH9NRxHkiKqqiO/PkyZPnfc/ze57v9/OVdXu1pchOJU9JRbClYnFV7qXKSxitCpFyVw6EzVBRblvys0A9El1gtQGLK4pqMxHYp4+M3oVqTZxF2anqAhTB9aUZkhwlee7aQXYWKQ4ivUeK4ni1KnqSWjUuT1Gm4YLcmE2DBAd205Z6I0FXXsaYFtqRTA10I5345NmEvZ8YcfBTlylfuUb1/C7lK9cgscSyJDpPWBvgt0a0N7axHYeFKM1S1HJxmiaSzgXE5lNFsoxk09hZBiP5qUxSTBkoNw2mltyiYNRF3pEvtAQnphpbSvihyw2mCmQTT3HYyooqdsyUtBP8FoZ6/EGukc8lGBK4sHvHXETGqu2mR60jPSxlcmQUzUDRbuToxpOcLEkOF/jMkE88+XFLVKDbiG49fq2H7wuh0pbiSIqZpR1l6PNco1WtalUfur5zfI12khEWCZsbc8JxRukS0l5DMmxk3ew0D47X+NlezaQpqL3lc8N7/Mkv/xLf/Bf/LL/r3/xVDj6vWV6JnD1r6R16+vtyL2z7mmrDMr+akfZa/r03fydt0HivsSZwdjxglFQoFUmPDfl6xQujA/7c/u/gtcdXuLO/ye3BEb//yndI5hHlFboVXV+1JcJWWevIAa0ed+j/RLG47tGtuuC/tEO5N+fHci8rDiLVRqQdiQ5Gt2LtVjFSHAfSeSAq+VnRcNHMJDOP6VxM1WWH63UTmkQaoPws0AwVbuhJJ5HZc47qkmP8DiwuK6KJtIOIqSPpRGzcIZX7XLW2uoc9Sa2Oqk9R52/2bHLeoMgbt163LHcNxb4iP3Yst1NG70Wiip3uRNGMoDiMzK8pyp2U9TfFrhzMNr23FcwW6OMp9bM7NGvCTUgWwnA5T2wut7pwxUYuAm0EMOdyRRIioC6gcyArpWpDRqTaR8oNQzYNZKeOqBAxsBbuiwoRU8oUR4UoULqejIdBfme7cFSbIt5N5i3NOMEPM+G5BOGq6EWNSgxuXIiot6vspO7U/VrCEWNELWvQkmdkSoWK8juoGHGD9Id22gqzbNFlK3EAiSI7qX97//irWtX/Dupo1kcVnugVk3kOo5aTRY+t0YKzZUETQU8trQ3c/qX/MzEo3s82eKZ3zC8++Bi//1Pf45/beoMv/v3v8q+99/dw7/4WyTyh33jSM0feBs6eyyl3Fdc2zziaS/xxljguD6ccPRozbXOqZUrccaRB8dZ0h79r5/tUlxPuz9b4K2+8QozQGymiDegG3EDuvT6XKcZyV9EOIJ3IhCUaiGkkWXQcGodYma2wZ5KFWLijAbfewkHC4EhcPfXIUBw7QqLwhRW2SjeRNi2iuSsU9WYkPTFor5hfMZS7kfHbMrWe34ykGxWuGNB731IcxM5OLUGKPotUW5re49ghNcQZNbq7Sll8klq1eU9Ry0uK5a6m3BKhKwrqkYhKRfGuiVaiy3uHnnpd3DWhYx7YZWT8bmB4L0izUQYR3F5fJ1zfIQ4KdC1slmpD0fY1PlHUY93pXLpphIsymizExRSNoh2Yi1TokMp0xdSR/NhjuubD1JFyQxqT5aWEtm8kZbk9H/3GTuMi1F6CTEm069KivYxUAerNpAtttLIqap3kMbVOVj6tFybCMEeFgKo9yayl2Jck6Xq3T1jrqMGJiIYJ0qT4TAi/uvYkpxV2Khn20SjUssI0gXaY/kjeA6ta1Ue5PnvlAZsbc5SO+L0esTHUjeVk3uO//Ox/hM8iUcEnbj4iBsXW9oyrW2f80fWvstEr+Z1/65/in93/NH/iG38I6JqcoWJ23bK8lFBvJLhCYSo4nPfRKvKZzYecHgx57Y3rpIeW7929QqwMetjSnORM6pyerhknFbdGJ/ilRSmZqOAVyQJUC8lU8oiClUmJqZEJDNCMI+mRIXQDYJ9CcSCHoLYvImIVYXhH8Sd//K8TDTQjORktLmvsrCU9a4lWkZ8G1t6RcNq2D2fPGeY3IroWXUz/YWT+TMDnkckL8PjLsoJqTnKaNWmmps/C9HkvwY6nCj/yhKSbwrtIvRkvVvOr+vC1erWeotq+xKxPnpOmRblINhHGgV10zUEp6vtqLCyAouOtpBOZFMyvaXwmO9d6KE3H4lLK9NkBy9trhFy0JcVRN850Ai/yqVyw5zqR4shJ89OB25ZbGp9pknnAFZp6zUoj04HnsjOxSPcOA/Wa5BKdC8iUE2u163U2ZKtkNaOEmWBqL2uecSpshXj+emhR4YcgVu+eZAeFXoqunDiFXMD3pMnQVSti5LKVpGitaPsWn2lMGQipZn5Fkqvz/aU8r8ahaodetuJ2GvdpRhbdeJnArGpVq/rQdWe6wae3H/KHP/V1zG6JKjXrwyXWev4vb/xhQi/AuOX/efPn0TZwfDTk3rs7/L6v/pPsTYf8oVe+wb+x+x0+e/0Bf/j61whDR/X5BWevtOx/CfY/L7wpFMzvjVnrlfy1118mHTZcunGCf6biZz/+A9Z2Z8STFLLAo7tb/Ovf/ll+5e0XeLQY88wzB/jadCsZ8BnCqvIw+VLF/BnP4ro0WNoJp6XYV+hGYSsgylo/nUjT0ow7Ho2Xdfq/+7XfJWGHHZHXlpFotWSvLRy6jUxvGOwisrgG2WnEX65px5HBPTlg6VbhewFXRNKJpl6P6FI+F5aXpUlCS0J0Mo+k+xZdi/7l7FlDMpcDb1KukP9PUqvG5SkqnQgJ0eeR2XVDtIpm2HFFUpkItENDPVLS5S+jBIIpUbfrNjK8H/AZwlXJO/ZKLlOZtqeZ3sxwPY2p48XFlSzE+qeC0HElywjSRadqn8lKyeUCbdOtqOHbgZGE18P6wu53/s/gQQNR0l2jFTeQqYJMS5pAO7D4XGMXvtPuyO9mmiBf5yA7FVsycJFfRCLhjL4nluiYGLQL6FqalmY9w60VqC6BWrDbwqxph4bR+w0qxg/WTEpJgnaQBiimluykRbuVxmVVq3rSWs9L/qGtr/L3jb/Jlc0JADdHp/xdN18ntw6SwOVLp7ycFsRpit1LsVPD9a0zFrOcX3zwEv/a0Yuc1QW/cvIxLl09pV0mmGFLcW0GCk4/EZjd8hR7moffuII6TmlOc46+u0MM8NffeZHJ+2P612esbc6xowbuF2R5S4iKh8djzHGCKaUZ8ak0HuVuJO816M2GkERCxgUDKlnImshUEoCrm0i1qTANjO8E4b+MZDU++EFGVJCdRMZ3AtWGohnLYa4ZJzLx3oo0a4pmw0OA/J0cO1fSPL0gbJnioSWm0lC5kSest7SDgKkVzW5LvmdoB51OUHwMLC8LAT3tKMR2uRLnPkmt7vhPUbbqGo1+EOz/SEuy6JoAjNqB6EmyaeyiAGTPqluZdJwnOZtaLH22FO3IebS5rWIHd5JVT3HsZGpz7ISX0I07g+mcQVEszj5T9A486SyISNhJDEG1JmFkITOUGxJ+6DOxWPtMY5eBbOblufetNAyRC8ZLdtKi20DsNDC2DKQTh60kSA0FpnKQJpBnqNmCaAz1ZiaTGyWp2XqyJGQJalmTHZWS7LyWCQEzEc2LqTzZUUMybVBtwI1yQmZxawUxM4ReilkKfVeFiKr9ylW0qlU9Yf2hy1/jNxfP87ks5Qtb90immt+79V16uuH3Xn4VlQT2Dsf83/Y/yZVnDyHCZ778Fu+9t0usDf/JJ/5T/tqjl3nz7Sv84HAXHzQERfSKapnKNHbUojcbXF+mItFEklNDvF5hHuS41qA3axYPhrigSbNWprvfG3Hw1cu4g4JQBEIG7aYTWq5WfP4n3qQ8ywmtJplqkikSY+KgXlcXWXL5ccRWnSYmk/tlMIrpi6JN1A309oTnstjVZBNoB5potWjnlNznfQbJmcG00H8oDYqK8jOrS55mPRBtJDuG4TsWfZYQMrnv5/dTqkseWylcH9AyWentRdKJTM5NFWlGq4/iJ6nVq/UUlZ1KV7/+zCk+lzGjzxVtZ5WbPGPF/tY1B/VYpi6mjBdakXpNnED9vbZjtIhIC86Fq/FCYNsMDD4RxXwwit5BQ34SyM5E2GtLEerK3lS+jihTmGThSJZiGWzGlmwqWpdgFboNoinRoplByYUUtcKUHl/o7nnJKqjaTMXuXYpg1+WmE70JzA4gWkMMAX06pff+TFg1qUbNlsJ5STSqadGVkHXttEa1Yp2uNlN07XF9S1RIYKMGM28wkwpdyrQmZBbfk6+JiQa3Oq2salVPUn9keMyr06sAZFq4J2tmwV/4wRf4xuQZbl05IiwS3pjt8vuufZd2y5GbFkwEr/jzx1/m8dEYlXtme0M2iiU6d6ytLYjTlOZKi04CvpFJtNtq+coXXheS93s5xZ6i/1oOj3Ni4XHfXqNcZITLFe0g0Gx4zFKj1xuCiWAjzTgyfS5wu3fE2vac2Ejy9PnkuhlHin052NlSJtWuQFxJAapNzenHYfCeEdz+xvmERrR9+UnosBAaMykZ3K/oP5BGaPQOrL21YPigJZ3B6J4jnSiUUyRzjWpUZ4uW55KcyWo+ahhcnWIXsLjuSWaaZi3SDOV+XxwHOYiutLlPVKvG5SlqflXGfGdvb+AK2Z8SZOR4jtjXLl7sLXuHAVNJc6NdJJ1J/ocKQmhMlgG78OQnQeBIuaLtaVyuuo5fOAXLbYPLFcudVHguPpJNPK6nBcufKqp1Tbmh0U5WTuVWgmnEqqecjE51G7FVIDsohcmSaaKSZkWAcxpduw8EwBsWX+iO2iuC2agUaOG+qIhkFNUNynni7gZhc4RaVNijGcnjKbGX097Ywh7NurWPwc4kFr4dJRCh92AppN25ox2lhNzSDix0q6CoNb5IMIsGn2jMubZltSpa1aqeqP7U48/z6dED/szZdd4v14k28hPZCVe3zli6hGcGJ+zeOGHSFPwHX/8p9Mxwd7rJ//i7/j9k+5b/4Ve/yO947h3sowzVKu4db8BRxsnREDVuUDawMV5gjlLqay3rO5KFln58Qkig/PE5Podkpum/k2KXoPczQmtIJ5qYiGUYJcRbZQLNtQZ2av7SL36Z6Z01encS8sN4cXjMj4RI61NZ0QcL5ZZMm5UXboofBKotOaSpKIyWZB4pTuTwVxy0mGXD0Re30LVj9+szrvyNCVuvzmlHKXbh2PnmkuWWISQyRapvVdiFRKpEA2apaC45Zi+2RB2xv7Am3JZDQ3W5JWQydbdLOUC6TNhaq/rwtbrjP0XFBMpLEe0UppYVkOtBvaGo14W0qGsBxGkvF8Q5jMi0kXpsyCbdFGSkmV81EiQYQXtx/QSrWF6S5kW3kWagWF6WVNS2J5C2ZmS6zKJIcegwrfycZBmp1iUj5JyS6zJFtWFIZi26kUBDFSO69jIVWtOEVCzJxEizkcvUo+60Ky6SzoT1YhpJfG770sDoJogWRSmiNVSXB7j1gub6OvXNDdrLI5bPblBtp7itoXydUYTU4HtCyo2aiywUM5e8Ju2EQ+Nzi1vLcZsFITPE5IPcFBX5IG5gVata1Yeqz/bv0jM1a2bJb965jVpvWDc9/rnbf4V/6NLXeH+xzuHxkH/nub8IrWZwe8I/evNX+WSa455fojz8ze9+jHa7xWzWNA/65IcaasPaeIHZyzjcH/NjX34dZQMxKn7jvWcpyxS33aLfHFBtBfQrE6qtQLMWSaeK4r2UZhwwM0M7ihRFgxsGlI7cvHrMP//5v0q7KYGQ2kE7VIzudCDMgdw7Qe7FIGLe7EwalWAhf2TwNypMBb1HshKvNjQ+kamzLT2+SDh7Efa/OOLe3z3k9JURZy/2efDTCccvFzRriWAwksj4xoTo9IXBoV6X6IPkyJKtV93/pnBfmYhEoDIMbkwlWTtXFzED7WD1UfwktXq1nqKyExFlDe5K09IOhIrYDgRHfSEUWwbaQtY7oZNh1ENJZTZNpF7TKC/jyh+OS49GpjHJPOJ6Mm0xDQzvCXCu7XKKglGdo0ddIPqH77cUB60o5JWsoEwtzRMRfM9iGoHG+V4ibp+0ixRIZe1zHmoYO4ptftRil9K0nMPrQqpJ5uI4MrVYnpUPhEFBtArlYpcrZAhGtDH5YUO7lhH6Bar1RKM7Xow0SD63RKtwo1y4MrbLVAoRU3vMtEE3AqAzS0d1qYfrJ6h6NWdd1aqepP6N7/+d/NrJc/zVo0+yszFF68h/Nx9xv93km4tbPDM4waae//zkx9m9dsq4qPhrx58EYHt9RsgjZmb4yZffwjeGuN6iWyDAycEIU8PtGwc8Xo7oDyt2BnPifoZfWnYvn1Ffa1ARNgdL8tszPvM736R+saR6ocLUimSuyA8V870BMQuEWUIbNHfqbeypJWSB5adK2oGsZ6JGdC6tNC/FgTQlricOHrsQZ1K1E0jeLbrIFPmedBo7PYvcr3zPYssuQ2jLM72tmF/VuCLSjBX3/mCgv+cpDhRXxxOoJRrAVJH8WOGLiKkUvbyhHQfKF2uat0eyjntdMTscdPpCQWuEBGy5mrg8Sa0al6epCNkp+ELe/MrHzooXcX2xLJc7iWhcFMxuaNqhot6QfAqJMleYUlY2ySISTUeirQOmkYmLqSCbBHwiu1pXiKo+mccL7cyFlflcoJtrXN+QlOEiDt5ninJTXyQtu0JouSEzhMxiKxECK48IbkO8OH2YpSRIx07r4grRu6gQuyyhiOtb8JGYp1SXe6RnLYQoGppcoX3ALhyT2wX12OCHmViac3FkmSp07ichbbZDiwqReivDLj3lbka9KXJ85QJumMnPjOBzg/KrxmVVq3qSCkEzTmQiULWWolfz08UePV1jCHxz/xrP7hzxl77+eZ5bO2LRJNzuHQHiPhpfm2BKxf35OrEybG1PacaRweU5aiHTkn7SUNiWskx557vXCH0PTnP0+hZqacj3NS+t71FVCe+dbbK9MeOf/twv8+JX7nDz77hHuStMlmxckZwZWm/4z3/tK0K6DV2KcwunHxdeSzuMuKLLVTOde7IRt6XrCxMLG4lGCOTaRUwXoVKPhJE1uZVy+lxKMgfXB10rqksiDO7f1wx+ep8//oW/yXJbuFdv/cYz8ikawPUFhqdbhV3C6cEQu9Qk97ug3Ini7OVAum8lsLYSsa/Etaw+ip+kVq/WU1Q7lCZCtz8kxppJdw9it0uWgn8WoRgXVj5TxYvpC0gGkcsUvhDUflSK2XW5KMpdmdbMbmiasextVRc1oLyIz4iCo+aH7ND12OCyDwS+bU9jSxi/u0S3Epp47vZxPUM6cSSlXLzNyGIXToiR3RpGBfCZEZ5KAFN5TO0vBLnKR1TdoKYLevemhFRL2rQP2LmEI4bUSJM2D5SX8o58qwXgB9LIpIr8xEumyEhCFtODBb1HJdlxBUaha4fPDSEV5b+dt7hR/tv691/Vqj7q9Ude/Dr/wfW/wUa6ZL7Mme0NOQuBG/aEr5/cZL1X8sb9S3z97/7TvHZwmTyRLCGAnWzGZNIjZPD+/gZ6qTmb9mRCUSXYuSZuNPyerdf55278FeJBTn5zhqqFfRIs2IWmOIyEqPGLhLNZweFbW/z7r/4Urz+8xMvjx9z+/H1u/MQDmsd9Bvdh+be32f01RTJTFI/lvlHebAk3y4ugQteT+7AtRaA7fOhoe7qbXsuqyFQSyJjOAr5QnYZQ9ILrb1VsvFFTbUV+7h/8NexCfk7bl7X0ok4JUTN9FvLT2On7RO8XEmmemvWA60P2MCU7Uay9DfmxotqMXH7+kPxIkZ51guFtyUxy+Wrd/SS1alyeonwe6T8WJoBPOxpuFVlcjUJqPJKcIFtJY5Mfy/Sj91gumN5BZLmjyWZdUnOUpoYou87eXmDyvMZnsLgqb2g7l9GiXcj32HNNjJM1UDM24gpKpFmSE4WMP89PFyEzNGPbiciElxISCToUIS64XKYpviMCA+hGkk3rddtpdWT9A7KKakYW5QMxT0UfM7ayysokI0n5iPaB/MR1RGFHu9ETPY2SJNloJAtEt0EowFqEzH6YiRAYZKpjNSHT3d/BYqcVycnyt/stsKpVfaSrCgn/0sHn+MzgHsFrVOH4ryaf4yz0+LlLr9JPGuLS8lv1Jq/sPCY1nn9p+/sAvDPbZjAqyZ+foPYzwtjx6esPsHNFO0vx1ytiafilo5f4R7/zxwgDx3K/D2stqu9ARa5//iHLS4qZy7hy/ZiN0ZLbrzzkn3zlV/nDL3+d3zi4xXq+5NHZiJgF5jfkcFhuyWTE9SAeZ+AU5k6BLyJuIOsWn53f++T+VK91Wr8A1WWPqeTw1wy0rImisK/swuH6FtcztMPAf//2p6i3JXS2fK7GVLCY5/yFdz8v+IsNRTJVDO4ZSazOIZkodK1oRhI6KRC8SH4UCWnk7G9dojgMLC+JPdr1pOGJK6LDE9WqcXmK8plY60wJ6UwmL+tv1tilaF7qkRBrQwKLK5q2py4aCXsOd3MChzt3IDVjS71mqNZknxp1RLnzkecHiaghlQumXk/IT/0FMTed+g+aFSVBYMsdLamtCwkOs6clyVTyiQZvTcgPa0wlWhPTBPwPqduVi5hFKwLaTJPMHckioJt4IYbVTv47OxN3j/LyvXYZyI5rcR9ZRbOWoEuH68leyy5ameR04ZES7a47dxMMHtXS8JxHCRgFIaBCoNksZKW19F3jowhZ8iN4F6xqVR/d+sH0El8cvMfV5JT18QKdBP7ct7/Md8sb/Od3v8gnxw8xw5Z/9tU/QKYdi0bWHZ/75j/A629eY7nMWMxywlYDQfHm0Q7NRkDPDfEkwwxbvn//MonxXLp6SrJREZcWdZpid0ruPt6kuuR59Rc+xqP7m5RNwsPTMX917xP82uGz3BydclYXLE8LOdCte1xPDoX1RiCZwda3FYM7Fld0gtipxueQH4nxodzUNH35iFM+kk4isecvmhqfKtKZTJH7+53T00mivV1osl8fQhpAR9RUnI9Fr2F+b0x+rJjfhMGDQHYqK6d0JlwXPwgiVFZQXgostzXRwugdTXYamd6W5+RyOhRG5OxjK3Luk9SqcXmK6j8UJ087lA9dn4JuPOtvBIrDSHESyE5afKIwpehgooLx3RbTnruMhLZ79Cl1YYlDiRreF9B/COtve9IzLtD6KnRd/iJSrhuSuZMJSQdDEkHr+XQFxndcB6qT56t8JH80Y3hngV6U2LOS7Ki8sENrF7FLT8gksj4m5iJsUTnRx5xHHKBA14LGtvOW0OvWNTHK99QfpE1HA2glzJmF70RwoptJ5pJdpNuALbtcI6O7mAJDO7C0wwS0JFPrRm4w7cCKwLej/a5qVav68NWzLX/m/d/J7eSEurWEVmP2M37r9BmMDnzj5AbBK37u1mt8Y+86h4/HAJzeWYc04EuL2cuIXvOFl95jdtYjZJF0qkkvL/CLBK0j5XfXGWcV1gbyzZL06oK1YUloDJ/91LtkJ4AN7AzneK85nPe5t7/Jt96/zluvXyM5SNi6fobutzRrcsjbfFXugUQoDiJ2KSGGzaUWW4IrOirtTECeyVzot+er/HQqfKyQQLmpcQW0hcL3LNlRKQfBM1n/qNJgphZTyyT7n37plxne0RerfxWgOPbkk0A7gOKRITnRctBciEh3fjNQj9WF2YKA3Ou3PcrLoVS1q1XRk9SqcXmKavtdUnElCvZkGTHTmmQZOuGt7EN7h14YBDF20elywfhMMXzgxLq8UATTrYHKiF2IYMtUsNg1pDPRyKSTSDKLZN34sR2IyNY0Ed2INXp+xVBuSeDi8H05OSy3hRMTDUSlUFWDOZpKXEDTSgZQt6IyTcTOG0zpCImmHYjLJ2olItgoNwuUBEmGTGzJPrfoZSXJ0EoaFIyiWbNiB+8szfmJ61xBsn5qRpbi/lQEtx3MLjuuLlxZwEVmkusnqKrFVA7dBtJJKyutQYpqV+LcVa3qSepjgz32ZwOqaCirRNbMvcAP9i7x8fV93rx7mbi0/MbhbX7y6nukQ6FVxzSizyy0mv59Rdpv+N7eZezjVIBxDXzi8mNMv+Wlq3u450re+sE16jLBO81f+sL/j1c2H/Op5+4ToqJeB0rDpMoZ9SsWs5zkrYLktT7ZviFaOHp/DY4z2lHo9HpRmo8ucHb0HphSkfQb6nUBygUrIM6oufhHeaDSNENFcSyGhPwskE1ltW6WDgCfatqhQOHMQhMvVRT7Qtj9V3/p99Gsyf09JJFqU9N7f3GhUYkaikOFTyOL68J0KQ40upU8onQaqbcDri8J09W28LWKg1Xj8iS1alyeovLjSDuQTlm3MnJsdvrMLxvJooiiB5lfFULj4lIHhBsYsS9bRTL1FMeB9dcD+UTGlc1Qdq62jBcroPOG5tzWl05E1KU6XH8ydxK1vqaotgRj7TN5TqYK5KeiidF1QDWtNBcgZF0fwAexUmto+ppQWNpBIs1DB6WTr+/WR5VMRuxc8Nx62aJrB01LTCx+lF/Qd/PjBp9qdBtxhehpMArdOEwta6f60pBoNflhKYGOiLPK9eR1onu652uhZpySThrspCQkRm42q4nLqlb1RPXnv/MTbA8WzEKKtQFtImah+fTVh3z14U2y+ylfeuUd/vD1r9FGzT/x8q/JNwa4/ok9CRh0kXCnT/j+SHJ6Bp5mLfJgtibhiEFTFA2qVdh7OWujJX96/3czTCqu9c54dnBEtR3Y/Jahbi3HxwOMDdTbnpCCf2lBVGDnBjtT5AcfBDeqILrC/NTTO/DEJNJOM6KB/MzLYbKWLDmfK9KJ3EdVz0te0bBDUgw1TV+RLmIHxOxMAoeCl3DrjvF4iSllbT98z1Bdk3y37Fg+Pk8+NaLc1gzej4zuBUbvy2HQLhTJUowc57A7nyrsXATGKoLaqGm3ndB/V/Wha9W4PEWFVLrjYMQCFyy4vqFeFwGYCpBOfdf104GSYLmtLzIz5tdSfHrOGAidCl4+pV2hqMfSxGQTwUOfnxiilsdXnYWvXk9oe5I0nZ0IfM6WwoUptxPSqSc7c5jKgzWEtQGxyIiJFTFtZyWOSk4ELjck81ZWMhrcwGDLDlbnIipKE6K8/Nv3EwlSRDQuunLYMhIyS1QCvfOFNFim8vhE06znhFR0Ncms6WzNMt1RdYuZNwQjayk0JDOHKwzESDJt0ZMlblxIbEA35VnVqlb14SvNW/7V2z/Pl3NNYj1Z3uDGnrO6oFqmJAu4N13n/XqT6/kp79cb/MX5GJLIw6M1+pcWnH7GkT4/pdmUyfL2zVN0A/sP1lEK5k1GkbZEE2m2PFcGU0qfcDmd8NfvvMBRM+Dyiwccf96zfGsNs5dhbMBs1HIAe1zQe/4MUyrcoHMwBphfERZWNELFLbcMfuTZuDyBWwuaoUw4glVkp5FmLNbmckdh9lNM84F4d3FFMX1WDnrRatxIghdnz0qDYwaOGBXzZ0Rg24zgj33hN4lGHERRw+Q5KLe7MMdaptK9h4p6I1DuiCVbeTFOJEsBl7aDSHhpjjIRdKRZXx2+nqRWjctTVDugU7bHi5wMV8hLmZ1E+nsNwaoLpXiyiPT2JAV0fk3RjGVCEs8/b9UHiaW2kjd+21cXyH/TdDC5jrJo2sjwoVxYy20BuKUTGZE2Q+nk01kQRXsd0E2QFGWtBc3f6UVUWYPWuJ6mt9+SH7eSQdQlOisvPJd2YHG5udC6ECGmWiiTucEuWjCamKe4YYatuiyjwpAsRWQbrcK0Mt05h9i1A0NIDcoHOX24KNTdcSa/ZymE3mClIUQpzLIhDHPZP583LXXzI3gXrGpVH91yzrBtSr7flLyy85id0ZyNq2ccLvroxzn5YeTwZMQnigdUIeGX7r7Iv/CdnwMTSbOW1DpGP0io64RoI24Y8KE7uLWa5EHKVjFnPS9RQfGTn3qD+9MxmXZoFbi9fcyv37lNajyvvPQ+vpB7QDVPcZWVA956y2KWowKEoRNzglX0DoIcCs//SUDPDXWboN7tU4+FGl5uy712ebthcVVWMr09RTqV+6RuJTAXhInliwTXM9QjzY2P7bO8EginKdW3N8hORBOTzOG//P4XOmS/usgjSqdy0JpfM+z9uKz4davIThXFUaTcjVRbHRU9EV1Oe1SQv9rD5J5oVo3Lk9SqcXmKsktx+BSHcqG2Q0kXBcjPIsnxEtVlF+VHXAjF6jVFspALrTgSF49putWPg3JbHEjpQjDV0crJID+NH5BwDaIziTK6zCZdfLsXK7Z2QuxNJ4507oWQm2mC1YReQtSa0EuledHynHUdyQ6XpPsLTBXwme4SrgMu17QDjfbngrbOLp1odNUlWp+vn3yg3ElFJJxIY5OedQC7joSbzJ2sj2pPOnHoqqVZz7rnITtmFSP9ByUhE6u19hHXN4RRge+nlFf68nXLWtZExvx2/vlXtaqPfKWp4xcWL/GxJOOsKfj85vv8ey//10ymfbm3WPDThL+4/3keV2PW+yX1ScGly6f82NV7PLdxRDKL+Km4jXSlOH1vg4//1DuMr0keUc+2ZNbRuznl/dkG82XObz26yf/w4FNsZEvaeYrVgdd+cAPGLeF6hZpZaKWpeOmZx4RZQrARggA8F1cU82uaclcEuipCdhbIDzTJr4xFizKExeXu3twHlQZYb6g3IslU7qP5qUyUBw8D/Yfqg5DDCPMbinvv7hDWW7LdJdWOk0RoD+VuRN0rCAayM3kcU8khtNqKhETu0Scvw+7XA7qBek3CGOttT7WhyQ8kuqV4aCj2I8mbxQeH2FV9qFo1Lk9RUUlAli0j6VlE17C4Lg1IduqgS4sOVrp0lyuqNYWpQdcwuhdIZ5IKGozg9bOZTDdA3vjad+KzII+bn8nEJhok26IvQrhy4zyMUXazom/RlNsJIRE3UUi6IEOtUI00CtNXNgm9nNDPyY8q1LIm5vZiPZNOHO3AitOoFM2JqaQR0i5KhtE552VaghcNzbnN0JYeVxii1ZhSYHXBKglNVArXt+jaU28VF7+3z23XLAnsLjttO6iUkbHu9R4+t53oThELuWnGZAVBWNWqnqSc08x9zn+3WOcL6/fomYYv5xpfCqCtGSlUq7jVP6Zva/7B69/EjmSyeaM44RvffJ7p89DbXqAaAcLpRvHt791ivsjRLbx2cJlFm7IznJMZR3y3T1WmIv492WG4PedgNkA5RWw1fibwuu1rZ0KTDQY9bGlHEVVpmkstpu44LZ+ZcPqixieqA8zJxLYdQNplE2VnkXYkTY99kNHbk1XNBeelO++EBAaPvUx060C95Vn7niW7n1LNU/IDSzuMHH8qEq9VXPncY9wwXhgebAXNWmT0DuSHkrnke4FyXTN84GmHURxXu0smX6yEmlvLc2jWpKHJTlcfxU9Sq1frKSpZRJaXxN5mmkh+Gij2ZZpiFzI1MGXo3Dci4I22s+LNOpptX19YlwFME0SZrkR0Vm5r0pk0LQD5USsXXHtuw4vYztEUjQi/zqPck4WwCoJR1GuCl0YhmT4hELWiWtPEIiEmWpKYRwUoJRqSNtIODa4n9mW78NhlEKBcFbpYAYsvrIhmQVY2McrF34jGph10FmYX8bnQgO3CoZvQxQhoTB2wy1Yer2fxmWhfmrUMvIRBgpx2glVdNpL8DgDVpR5+tFK2rWpVT1JffuYON9Mj/vyDr/CJ4gFvz3cAePH2Y5SX6UHseTaTBQNTs5uc8fzlA37myhv8hdc/T0wDz33pnlz2Q4frd9k/QJI6ml3HuKh4784uL689BsCWCj9LeFyOMDowP+txa/2EmERUElCFw5aKw4dr1OuRd+7t0h9WxKHDVBpzamn7ktnWvj6iutbSDpQgJmrBNaggGsT8KFJuK9KJYvidjI0fRLITcQGdBy5GI4csVMfLan0nujW0Qyj2FemDVAwCURG3Gvws4f3XLwEyJZeDIvQeCQF3cVWRzMV9dfoJoZbnh4pmxxG85tO37tOM5R6enYpT1Cw1dsXQfKJaNS5PUa5QpFNIyoBpJQvofNcKEHpJB3STN6eKoumYPtuRHVOZhEStWOxKwrNPFCGVpqgea3TdPVaXuTG/mkrT46VTr9ckUTmbBNKJTGt8IhOXZiC2aFPLWPTcoaMbh3K+m8SA68sTDlahyxZVt2CEsVIPZVXUjqwIaZeu08x47NKjXCCZNpIK3bl6YmI7J5TCztsurVqhYsSWQs3VThoVU3fNixGnkPyuQgQORnUcGY3rmYtmJp1IU0iEZNoQ8gRdB+zh7Lfvj7+qVf3voP7Q1lf5xdNPcPdog58/+izvTTb5x+5/ma18QcjkwNR/O+WX9j/GX7n3Mr948gpv3L/Ev7T9fdoy4QuvvEuIimtrZxRDuVm1awHywKCowSkevLVDcmiZuZzSJdQvlhRbSwZJTeMM6MgPHu9CgOT9jNhKkKGqpbn4wgt3qL+/Bq0ipBF9tRQERRPZ+tw+KvdUG4rlrmZ5SYSxyst6qNwRMq2pOhR/5xyKClnXW0U2ibR90Qe6XOFzSzJrCCZSr8vEu73eoFtIJxC94oXnH4GJqBbqDWjGMklHg/ZC5tUNJGeG3iMta6IA5syidOTbrz8jot3rjultqLYU6sYSu1xpXJ6kVo3LU1Qzlo69HhqWO/ISDh4EgRIlmvkzfeZXUgHGbUnglm6g90jiz9tCYcsOSrQUvL6KYrM+t/qZJv6v8ivagfz73FqXnwTanmJ+2WDriK1kUqMbGDyo0K3Yq1WURilYRVSKmFhpjJzoRqKV5iHajjDp5Of2Dl13IxDom+9ZTOXwmUFXXhoP+0Nvn6RbAXX0XddPsMtzq7XCFbbTvhiiUpjSoULE9cxF5IH2Iv713aqICNlJIw3LD6Vnm7prlrRguld26FWt6snqZ3ot39m/SlMm/OBol53+HK0Cd6cb+BRZd2dw951dqjLlV37wMdbWFvypx59HzS1ff/VZjpd9bg+PaeqEettD36GnltlvbdPbWaCcot3w/M3vvMSDt3eIJynVPONqfsaizOA0ZTyosHMDzy8YbS1otxzKKba/FTmu+rRXG7ARAqyNlphastkePdzA2IBdQjKL3VSbLigW0IjLchE7RIToEH3GhUZQO9ErprPA8F7d0bslILI4UCyuB/4Pn3iV8qWKxfXAl164w9Gy14XsKkmgduJY8tkHCdVRSzjjeT5SSCXuJctaRrtzkpkiPTToRlGvRdoy+SDWZFUfqlaNy9OUEnFuvSbwOFnXKIpDCS40dSA/8YzvOoqDiGkj2TTI6sd3nv6RIZ12k5JMPvBdFw0QDF1itNBw257Y/lwh3Xs96iIE2q7BydTFyDIpI9V2yuhejfaygmr6SqzYYwk3tFWk3JLAs2onw50nk2pJfjatnEyaYZdYXYlGRXQ0GnRnRcyMWJITKwLdGMnOJHogpF2WUaJweYf6Lx3tyBJTjS4dyWlF8WAh1NylJztYonwQ63QtbqJqO5WE6m7q4gqDnTXUm/kFeE65FYBuVat6kvrTp89w9njEeG3J77v5Gjd6p/z6g9tMq4xoRBsSDQzetei3e+R3U+bf2+C9+Rax8Ki+YzIr+J+//knMezm6VqizhNGtM5q1QJ62EOH3f+Eb/Pgrb/OVz71OfmWBsoGH1Rpp6mDcMshq1PUl4V6f1hlIhGl19GnFg9+8is1bBhtLQi9wdGdD6LSnHj2x/L0f+y7pLNKMFOVVf7FKXlwLEGT9I4G3keJIgg/zE1khFSeeak2m3CpAO7KYWkjcg/c1LoeQRn7h7Y8TW03oe17bu8zyG1uYzZrFtUBxHOkdyBR9cdOxuOnoPTDkpwLaWl6WA2vbrdHmk4LZwxHtMJLMFfXVBhVATy3ZNPyI3xEfrVo1Lk9TodtPzjv3T2dZPl+lJHMvtt8O7z96T1xGyp8D6ySzKJ94CWfc1YSk08zUUUaapvP+Z9Kw6DbS9tRFoCPA4LGTx+u0LxKPLmK1tm9Jp55kKjCmqBX1uriJkpmndxgoHs0/sBoD0Yqo1849nP9OQDtMhNnS0W2jVRcJzRfvoM6h1A401bqA4XQb8InC9UXr4hMtp50A5myOniwwZ3PMohU67qAT2xqFGyQC5etrQi7xBsEokrkTTU6iiYnBLJsVx2VVq3rC2jBzVK3ZHc54UK3zW/s3+blbr7FcZtilwi4UzZanGUfqbY9dghsHQlQUaxUfu7FH9q0+2Ih/tuTSyweEoWOjv0Q3ivl3N9FOMbIVVnt+485tqmWK0pGdbMaoqIhecf+7l3G1Jbk9w5iAzTx+6GkvNTTXGtJvD2hfXaO/syDaSEi5iDn5H974FLqNLD5T0ntgMLXEsOSHkjx9nt1WbcrBMCq5V6Yz0Z5Um6oDbYrI1mdyT9MN+CLSv29Iv9MnH9X83s9+h/LxgGgi/iSjt6dJ5p50Ftj+tqN4JAaB7DTiCgVRkR13NF0jE+XoNGauCT1PtRVRtZCBB3f1hWZvVR+uVo3LU1R2JuLY4sTT9mUi0hYdiXE9xacau/QkEzl1qNbjU4XPFe1AdqzKw/ySkHTPGwfTiLjV5XJKaDu4nZwehM9SrZ/nGikmz9iLE0O5oyhOxWJdbWgWu4ZySy7E3n7bpTprmY4Avb0WN8zEAbQMqNqhFzW9g0bygqySFY2CZNZ2GUZihT53/SgXUbVHVQ14Txj2xGk1CxcrpvzUXbiGQGByaIhpQpzNoWmxj06w85aYiG1bO3lBdOPJT3wn9LUXkx4VJTRNLxtxQxUrce6qVvUk9efu/SSsN7z7jRtcyc+oneHvGX+Hn7z9Lu044K9X6KXG1IrnXhBxrV5r2MgWfPbKA9473MQVYKaG8XDJpMz58kvvUNj2AsJpSsXl9AwXDDEocfdYz//81suczntQa3rPTUiKlupxX0IbveJLL7+LUvDvfOW/wX1uRkgi7Q9GvPTiA3whDJb0RNP/ao9gFV+4fY9g6FyeErIIQBT9yjkmQreidfGZEuz/kayYtIukkxazdMKWSkA36gJSp14d8j+9+ikYOJKpwsxlIuMzTbKQlfr2tx3Dty0nn/bMryl8FqVp2orYZbcueifFlkqynjZaVKso9gWSd/b8j+698FGsVePyFFVvQDoPtF3yaDNU1OtdAGGIhExd5O2oADExaH+emSHC03LDYCv5AO4dygd125dTQejcvelU2C/VdheSGARglE0D9UimL+erKoDlljiRXH4e7KiYX7EXjxU1hA6ytLicsLiakx87yk0D1qCWFfa0FMquEp6KqSLtUCIA0rOWkAij5TwmAKvhfFVju0DGSKebEQ1KdtaivGhSAAiglhXESKxrYlWh6lYYMRHansVnhpjIeqheS0gm8hjNyOJzLRbusiEMitXEZVWresL6E7d+BXWUom4s2EmmDPOavzz5LH/rrecxS83a2oLQC5gK3v3eVbmfHGR8/+gS8zbDO4N2gIKT+2ssHg352GCP+2drRAv9zxzj88ife+/L/N+v/jX6gwqdBNaHS9wkpXrU5/d+8dtcHs5oTnPsXMNZQqgNbx1vs7Mz4V/8/u8lSTwbnz7EDSJHyz7pC1MWVxTVFc/sVmB5SfH1r7/ACz/zLq6nZFqSypTaVFzwUep1RTqL9PckpFW3cnhMFrG7t0ai1dTDc6CnhCTaEsrrLenjBHOQUl4O+EFAt/K4EoPiyU4bevvhIizRbTqxZk8UPhdtoi2hGQf+kc/9Ohs7U+xCpt3Hn4o026t195PUqnF5ilJOAhCbYbdTvREuRF/paYNu5EM6JvqCddIWCuXkVICSLt9W8cKad65r0V7EsfVI/jSyPhIRmW7lQnK5Fp3KjsI0iEC4szzXawrtweeQLkQwPLuRMnzQUBy26FlFsvCki9AxYWS6E1JLTBPceiHhiJ29sBlqbCfG9bkRjU6Qi91U/kIki9aiO/FRJjid0DakmmozRbtIclbjC0NyvJDvsxbV78lr2k1omnHScQ4kDykkGlMFdOPxmaRGKw8hNRfrqdBLf/vfBKta1Ue4+romubYgyxz/1td/D0ZFvnZ0k+R+hm7hZG+MWWh8ASg5wKQTzdnbG3z3Bzf53M33CVbyePSoBaf42ukzWOOxS8WizFh7+ZizWcG/d/DT9NIW9SDHeSP23+2Kbx5dZ282ROWyGoppZPvyhBc2D3lmfELrDFpFfNAUN2Ycv7lJ/daI9TcD9B1hrSVYyA41333nOm1fqNznn2rFScD11EUTohwsLmt8LiG1PgNby/1EVy268TLV3hRRbTaNF1OlZrdFeSj2NemJZnwnyIEsxAsDgjg3FckM8vvJxQq/2paDYNSQXF3wX7zxBU72RzTbTmzZNrL22opF9SS1alyeonSnPRHNSmT4niY/EatyyAzJwpFMG+xcxqZmWpHNAu1I3sj1SMS2yssUJZiO8lh0j+lExJtNA4PHnvz4PGxRrH0qRhaXxA5dbQrCOp1IrlHa/aOcnDySpWhqFpfF+lxdH1NtWMp107EPZH0Tk46k60VgfL73TeYChItW8NYqRpKZu5is0DmV2ktrgDQg0cjXhUTeXnYp3JWQ2Q/cQWmCyjMJZ7yyje+nsn4KIgaOqpvs6PPH1OQHJbaU11bXTmIGEg1uJWxb1aqepP7C/o/z5Rt3+OLl9/nic3epnGVeZzQbHteL5A8TCQJ0oLdqyS3LI/nNGZ/6+D1u947wRcT1I2GeEJNA6RLWiorqZk09yXl2/Yhhv+Kvv/kxTmc9yfV5dZO4W9Pv1Xxm8yHLZcZgbUmSC+rg2vCMb967wf5yiLUerSJGBxZHPUIu94fFrma4tsTupzQbgWY9YE4Syp1Oc9g5M8sNSbxP5hHXV5hWNChEyY6zpRxCAWbPDjl+pdfhJ9QFnM4uIew0mMLjs4hPIDtW9PYayq2EdmAxS8fyUsriiiI71tQbkcF9cXq2I+HC6EZ+dn1ScGltRrqfkJxYiLB+61TCeVf1oWvVuDxFnZNzTcdaOV/j5EdCelVObMSq9aRTITIGqy4akHM3UDIPtIXC9WT1pCKUWzKqFECShC0Gw4WQ7Fz7YmoZZ2ZnciEWJ6FriOSxm5GwYdJ5IOsSpV1P7M+2DKLMdzLxcf0uM6huwCjsUiYspnIX05aoFdqLWr8dWGkmFKh5Kauac4iTi5JE7UIHhIoks1ZCGlsv7JeyJvRyYi8n9otOw9MlR7fdtCZKs6KbQDLvvn+yRDWBaLRMXJRiebVHebX/o31DrGpVH7H6v175RbayOVvZnM+M7vPK5mMuD6foUhNTuafkh/Lha0xAO0lKrsqUd082eVyPaTccBEV/Z8FnPnEHFzRaRbQN6Nzx6uMrxKiIXtOc5nClwucRpeCLl+/xS++9SHycM783hns90iPDpCmIUXHv8Sbea5SK7N/bQFUaXWncINAOwP3WOvbZOX7gKfY7lEMXg9IOZbph2khIpGERlovce1GSOWTLiG4DpvbkRy3FUaDc6SCgy27Nb8A8zogHWZeXBsVxoB1afKbwuSZkhmzihaA7jnBrietJkGJ+BOkURndlKr/2muXR8RiAZKKotyJ/8vlf+SByYFUfqlaNy1OUacD1FK6QdGjl5SJoh/bCfaNKWYKmpw3ESN2FeoUE0oXA4oROK7skn8nKxuUfJEw3fUUwCtdX5CfSjLSdZdqWYrO2ZbwgVrYDdeEuMrVkGJUb8id2uax9ooZk7i+mIG3foBthp8REEp2jkWlQyOTYoUJnjx4l1Gvmwj5tFt2i1xrMvKYeG1zfyEVdJCSzBl06QqIJRtEOEsxMUs3K60OZvpxN0fOlOIlyg881s5sZbd9KLICL+I4Bo5wneXSC6V7baBTZaUs6a39b/u6rWtX/Xur79RX+lZ1vci09BeDufIODxQDdiPj0/EM6O400x7lMgvsCofyxK/f46v1nSNcEufBHn/8alU+YVhkPT8f8juffgeOMj+/uUTUJzCyqUSgVCSPH1vqMm/kJ3mv8UPgQ6tYCu1C8NN7nk9cfwCRhedRjMu1h5gZGDrVbE22kuiQZaU1l0UvD8pNlZ2mWiYx2co8+ewHh0STCyErmgouIptOmNLLy1rUYAHp7NT4Hn58nUUfqzUh+rAhFQLcKn0fyU4FwukJhF57ktGS5bdG1hC3qt/osrstjNENoRlBtKM5eCfQOPJf/QoYpFeWlQP99xb/y83+/SAhW9aFr1bg8RQnQCJlW5NKM2Krr7usuiTm3EpPet8TUUpyEC8GuT8WB5FNpMEREJkyYbNK5cqJMWbTvpjSNnCLKbSVOpr5icVmmKm1fHjOdyteWmxrdhYL1Dj0uF6pksNKUuEKaj2pNy/SoEvs21qAbjyv0xcXsciHX+sLIKexEnEa69SLM1fpi/XMOukunDuUDbpDghqmQb+tAOmnAeUK/oPf+VF6MjTXaqxuoEIU501F/k7mshKJRMikymlhk+J019L19kvePiFlCvZ6gmtWqaFWrepL699/5afZ9yZEb8NrsKuvZkrJJQIMbe1w/srjWHYYqTb2uiMcZMShe6O8B0C9qXBH5D1/7Mm+8dp3UerLE8bfeeAEi7ORzEuux2yWx7/GtJum3hKj4a49extcGlcmoYX24ZHnT8Qt/87O8ebjD1u0TklFDlrciDPYKrQPJek12ZFg841Aa4mZDaA0qQPHI0NtvyI8EK7H2pmj9xIUoAtnltiaZye9lmiAQzs5s4DNzEaZoKkExtGuB+bMtP/3pH9CuefJDQTLMr6ZkZ4GQaUKRcPKKwg1kGu+LiCkVl37TsfkDR28vsrgCg3cNzVAcn8/8/DHP/ve10NCfndPfW41cnqRWjctTVDaR0WlU0NuLtIOOTKuhHRoWlzOIETdMSc9qcEEyMboLyCeCnC63Na5QRPuBkyg/kcYhGC6aEKKo4pUXfc25Bbr/UNJIVRBn0/m40ZaReqxoB+qCebC8JI/jCs3ikkE5uaDlORjB+NetZA8p0er4RF+sbnQrY1XtRKi3vFzQjlJU61CtQ0+X5GedG8nHLhyyW5n5iPIfZBr5YYaaL2m3BQesWo/rWYJRVOuK0fse3XjMosHOGnlu59oYF1BZSmxbcAFbCtV3Vata1Yev//qVP8+uKfi7hq/ypfEdfvfm60TAX6rZuHZGu+HIDwXfcA51+xO/639B28h/9IOfoDrJGeU1V148YDxcErNA1SQsyhR9lGBKxb986Zf5Z176X9gYLdGp58ruGbd3jzjcG/Po3W2oDLHVxKHj4GDM1rUzTAWfuvSIK4MpSeowRlxA9jhhe31GjIrqssMsNfFAMAh//It/A1/Ezr0jByyQNY8tZe1VbUmaNNBNWqDcsBdaFu0C2gfKa46oZM3kCsj2DcmJ5Ve+9zF69y2DRx6CHFR7Bw1t31Du5phSUW3K9Ds9lSn62XMJycx3E3IRAy+uKGa3YHlzRLAdSf1RXz4fVvWha9W4PGU1a7IuasbCAwgGmoG6EL2q1mNnjWQAtQ7TyIjSVqJTCYmMYU0jAtlmrC4gRLYSBkBxJCGK2VnsYHSSLh0ScD0ZicpjCfulHUpSqQpQHIpAV3cjURU+0Mn0DmXUmZ9Kp+MKOXHQOvS0RLeRZmw7hb7qMoU6nstC9CY+lXUSSsk0pJdLGvZ5AnQQV9F5s0ME1ThimmBmNYRIeSlDOY+ZVdilw/UNvcMgTVLjUa1HL1t0516KWqNCwF3ZoPn4NVQQZ5SdNT/Cd8KqVvXRq7/7q3+c3/P9P8Af+Y1/lI/nD/iNybPsDucU/Zq1osKe2e4QAoNbE7Ibc57L9viHX/lN6nmGygK9pOHh43Vm8wKVBX762lusDUtQsm7508c/RhUS9u+vY2zg0d46r6w94oVn9hhenaKCIh02JLljfXPGzfEJ8fkFX7v7DEdln3KR8dL2Pu2Ww1+qefR4HX+YUzy0gnboeZ6/esD9aoPRrTOh1A4MxYmn3JKDom5heUldHPCSRSSdRcrLEpRbDw3lVgo+Uq8lEKA4kPvk4LGn/yjiLjfQaNKJHPaq7VTcjS6y3BJ4aH5El2T/wWscrbgj06nEDoRMXs/sRFFtGKY3UpJFID3T+GzVuDxJrRqXp6hgFT79ILk5KtGQuEJ1TUck5Im4aH6oouEiy8Knsvc0tUxLslMJ9arHmmpN1j8qcKFpMU2nUh9C77E0O8tLStZCTkajIjYTuqTuph5Cj5Ssj2QugmDlJa1at5HxnVa+NkZinhIGIkJbbhnqteRCoW8XnnaY4Asro9RGND2xyFCVQOsWO4ZmoMlOG6LRtAPRpug2EHJz0XjoZYXfGlMcNhIV4DztKCUayXCyC4/PLfiACvIiqxBlNUUn5EUaIV2HD6Yxq1rVqj5UtWXCwXRAWMg96o2TXe7ubzIsahZNir9UQ5BD0vy9MeVpwa9MP863zq7z8u2H2MxRuoQvPH+XdpLxJz7/N/jWyXWmixy/7rALxauTq/zH934C1Wj+2Mu/xc7OhFdPr3K46LMznGPWa8LdPu0yYZTXvDA44PrWGfbdnMeHY4jw7fevYwYt5nEGraZ/Y0rz0hK2anTPcedgk//pW5/mZ268Aci9LljBRFRbSkIMg6x+oulW+xYG9yT/rdpSZGcOO5e19NrVqdB1pxFXaMptRfSK9NSwvByZXzE0feFVLS9n3X03YOqI22ipLju0E0Fu1LC8nJEuAtVWxOeRakfExftfDjRjAYmmkx/lO+GjWavG5SnKlhG7EDeQLSPNWJFPxL1j2m6tUrWCeU4MMU9o+xK2qLpAwGQp+9eQSH5GNg0d3VaaGdPIxaYdcnLohgq6lXTqZMGF2FcFaUQkHVo697YvwKVqXdMWmnQqY0xhsARJe0ZEasnMSwhilhKN6FHys9DFDkRMLSugdNLI+scFkpkT4XEIkFiiMWTTQH/Pye+eanFbde6iqBXtRg5NCyGg5yVmLpoXVTUsd8QaGI04kVBKHhvQjUOXrRB9M0t5KUfXHrfek6nQKmRxVat6olImkFhPulbzp179Bzmd9PGNofWao9e3iEtLsw7La05or07xneNrvL5/ie+/cZ28aHhudMQf3v0tLt085lp6zKOTMZ+++hB7lNBca3jveJPPbt1n89Yp/8n3fowiafncxvtYE9BERsMlvgjY44SHR2uMbcm9/U2UVxT9hh977g6ba3P+6U//MroBO2gp0hZfG0Jp4TDj1s4xBMWb012atUi5cU79lnvC4obEosihTu671YYmWUCxLwGNouFLUD4yeX/cYSdkbY0CcyoTnuxEsbwcGT6oSeaOwZ05vWOPcpHBQ8fG7hRMpN6QNVNvP4irFOg/kgNo/77GF5H8sWXw0DO9oTFVXK2KnrBWjctT1OKSxrR0oYqAgmpN0/aFyZIdlfhBBkZJEKAXF1HUsk46p84mc1kR2SqSTh35mRAZbRUvyIzpLOJzCQPzmTQzyTKiuz2t9h9MZUKCrGScTIVcLrqXZtSRJOtOLd/pTpKZwxeaes1ClKmLPZyS3znBVrKy8bmRvTEQEvPBi6A/SJTGe7Erd7qfkCfgBT7ne5ZoFelxiSkd7dU1sUBrjao9mPMcIwmEtEuPcoF6I8FtD2VFZDR6VmIOJ5hZxfCtM3TjsZOK9GBBO15BEFa1qiep0Bqe3zxkazynLFPSrEWdJpw8HpM9M2P4tsWUYGeG7ESx/qrhcNanl9eYYUuMivdmm9xttjid9fh/fP/vgXf6/NYbt/G9gDKRxHj+2lsvc3wyIMtaKme5u9xkXmaULiFPHDELJLdnfPzKHjOf88c/9bdwLy5ZHPbYyuYUSct/9f4XUEERghIBcW24fvOIwX3NW29fgTRwUvVI5uLM1D7S3/dimphKmG2wH6Q3Ky+TF9T5vTSAVvhUEY3cW30qusLyqkc7RXomUSMAk2cygpVmxy4DppFg2MmsR3pg2f52ZPP7jnJLc/pciss02Vlk9I4cSDdfi6y9HTh7zmCXMH6vpR2sGpcnqVXj8jSlzxHOP3TSjwhbZe5Fy6EVuvbdBCGQLmQakyyEklttKOwiMngQhMAbIT1zskbKZCcLErne3/MUR0Hoj6H7WY04kpSTFVDbPwfjiXg3WDBdE5SfBmwZWVzRNENDSDS6cTRjCVS0VehAcsJGUc6TTB0+O1/NiLOnHVmC0YRM04yMCHerBrSmvNJH+Ug6bcW6HMHnClM6fGZw44yoFeVWihvnqLqR6ZMPxGEPW8eLOIFmLUU3kZAa3FpPYHPeE/OMmEoSdexyi6gb7HJlh17Vqp6k/rHP/yofG+6z/9ou6kHBcpoTbURVmvLBkGpTVs7pmayxdQu9rOXW2gl+YVneG/HwZMy/+1u/mxgVdZWQHyk2v5rAqIVpwhcv30PfLcjfzonfGTP5tV2+/UsvoVRkpzfjK7vvobJAeVrw6r2rAPz7X/tpfurZt1Gt5q/+7c9x951dHr+xQ3hhweb6nC9efh+Ve+7f2caUEWxAzQ0HX70ssMoOJdH2Nf0HsRPFivau2pTVj2ki9YZA5oJVmDaga8fiskE3YgVvRopqRxD+xZ4iP4qUu5FiTw6By50EU3ZRJsDsZgZRvrYeKuqxIZ1E6k04e06Tn3jyM5nEHH4O5tc01U5gcSOSzB12sZoaP0mtGpenqGQqDUQ91hQnkWQma5hsEjBV58JxATOrceMCYqQtRI+CAluLQEwF0cZEBfWGpdpMunGmuJbW3pxT7FWkE4d2kcFjgcb5XBTqridKedMIBZIgDU06E4puPZZTxDmZNypIZx7tI+1aTkjlorULTzPU+F4iQltrsKclvcc1vQdzmqFmuWVlpJppIerO/AcrmiinlnTqLxKjfW4kXDEKCTcYjak9g/fmJI/PiNZIxpFStDsD0nkgP2zIDpckc4f2ETupadZT9KyUn6MVqnGoskb5IE2MUti7+z+y98KqVvVRrP/09S9RB4sfeqKJUBqyY0N2Yhje1ehW0awFAael0A4Vf+TW17jWO0MXDrZqRv2KbFDTnOSEqKi2IvPrwFlCdmj4pd/8FFuvRtbf8PQfRPqPI+kE1vsl751u8vNvfIr+uGTj0gSbeP7U5ldRM8svf+0TJGdyrzRLTe/mlBcuH+CD4lfv3gYV0ZVm+pMV168fM7hnyE5g80t7NOcOTwWDR47iINI76GCbILEoYzkY2lJ0gLp0MnF2YJby/T6D/vv6IjvO9RVuEAgpjO+0FIcSUqs60vjZ85rgZHqeTwLVuqLalJDcejOQzlqyk5bRvUDvkWbzBy29R5pkqjh9oWDnqyc/0vfDR61WjctTlK0i2Qn094UqO3zgWH9jLjEAIULraEcpoScYe7xwWVxPRLnyYd5pU7TsU00lCP3h/ZrhGxNGdyrcIMVOK9zA4ApNtWZE/1KLy6gddIKzXkd4rAWO5HJFvabIT4PYp61oXlByEjk/JfTvL7HHpWhWFkHSmdf6kiBtNcoH9NmcZBlIFwGXK0KquriDiFk0RCvgOtMGyTNKNaETz6ZnLeE8SbprcnTjoGlRVYNalGAN9XpC29M0o0Q0MUZBiMTMyFqtyHC7a7iNPu3WgJgmqNoTEiPrpGyVVbSqVT1JDXoVf+nbn0O1Ct8PmFI+pOv10IXBRnwRqMeKxTUwZeTPfu93UPqEot/wpVt3MTqwM56TP7akqSM7VuRHiv4Dw+b3PFvfVkyf0dRrmpNXIkdfaZnd9jx8uMH8extc2Zzw7MYx/bTlZ557g0mI3Hr5EcUjQ3OpZeP5E+xco35tjXun62z1lnz88j7rG3PiWsunb9xn+ZcukR/Hi0y4xVWBdOYnsgb3qaJ30OAKRb0uayIU+EwOdslCJrvKBdJZJJmpC2eQzySLyQ26QMZTjank+23pqdcTmUoraLY86jTl+Mdb6qFGO9Ewju5EBvc15XbK9GZKtaZYfLqkHhuSuUgNJs9DfWnwo3orfCRrBcB4mlJiqzN1pNgrUWWLaloG9y1m2eC2BjRDg88KEbAmnbjrNHaOIqHuDvY8y23TwZEUvUcVvmfxo4xyN5WU0mNNM9C4rFPKbwodt9yJpDMgympJN9A/ECGYCh3aOkJxLGsrV2jq4QdNR3JWEa0mFrKTMlWQve16RhojelGTTCQMcfD6Cctn10nmYu+LqkPzLyqZfFiDrj3VVi45Q5qu2RI+jPYR5cXeTIyQJiLSzVJp8nqadBqIVhFTK6Jmo4hKSfPTS3GDFO0D7cBipyn64JSYbwEQq/pH9EZY1ao+mnVyNGT70oTDx2OSwwRTi3mgWZd1hl0qmt1Is6bITsH14db2Mb/6/rNcXptyOZ9wu3/Ef/f2p6lu1fzMjXf5pf1PcvlvQjPQlFua5WVFM5Km6Md/7HX6tmbhMv7t63+Vf/y938/D2Zhe0nA4HfArs+f5m/efo3x/iF6PqCRwctZH9QO9PUX9tTXe2R0RNxo5+B2k3P3156nXlCQ470Smd7Yww8DspiZZGGwV2XijwWeG4YMggM+p3L8Wu4ZkGei/P5cXJHZoCqPwWki7IVVU2wKym95WpFNF7yDQjIxkzYWIzzVNqlCt6Amz+ynJMhASuYfJIVWcpuWOErPFccbpi5rt73iiMmRnauWMfMJaTVyeovITT/+x7Df1spGMH6WIVsS4MdEURw3J3GEWLfXuQIS1dQegy7lIE/WJwhfCB7DTSii0EdpC8PzteiGhh1pWTKYRDUtvT10EKRIls6gea2ZXDcFAcRQIiaLcsKTTlv7DiuKkQ2I3npBb3CClHabEROx97dCw2E0oL/WEiNu0xGUFJxN6bx1R3J+S7s9RMZI+kNFm6BcSmHiRL6RIj6uLnCK7bNEuoHxA1S20jlhk0rR0jqTioCVaKDcMPjOEVKZCMRXhbjtKcT3hLSgXUUtpVFTr5efYVf+9qlU9UTnN4eMxOE2wIuiPCmIaacYR14tke90hQguGYdmmfP7q+5yVOd86uU5PNxRZg91PCVHDsCWZB6qtD4wBMYm0A/jqnVs8XK7x66++wB/8wf+RL2++Qz9teP90nc3hguvrZ5T3hkQd+T/97K8wGJcY60luLjj9Qkt2Ftn6liK9k5PeyxjcU8yvQzOKTF7wtOue0ZuWkEDymVP2vyj3T92KK3L43pzBgxpTBjnoORjdWeKLBF8ktBs9tIu0g0h2Cmvvtfgc1t5U9Pda3PNLikNpQLJT17mODLYMtD1NtBHfD4QsUm5qWefnwu6q1xSzaxZbQTqJbH8DNr/n0W0kP5MgXVO6H/U74iNVq8blKSqZttjKy4er1cQiJWaW5Y6shoLRkoVROvSyxs4bgpX1TUhlNYSCal3LeudI+CrV5QHt0GJmNb2DFlNHpjcz6nWZsrSFTGrOwXIoqDfPsdadq8fKYzcDiRBoxopmmOAK0ZzkJx5dOup1oU7qxtOM5INft5F0EbClp9nuE0d9WB+hcgHFxURYLOnDiTQdShG7PKP5jZ6g/ZuAmSwYvnF6QeDFBfne1II1+EFGGOTELKV6ZhNfGHQtN4VmLcXUnQ26dEQrTdU5qyadNMR+Thz2aTZ7uEEK1vxv/6FWtapV/W9WemBRSQAbSBYd1TtAsbXE1NCuBeptTzQyfTAVPDoes3Qpz64f86mNh3z19BY+aNx2yy+/+SL2Ycbjr1ghzp5JNlD/viEa8HPL99+8Rr5neXw85pcPPsZaVrI4KZCQ+QjbNXHg+X2j7zCfFLSzjKa26MRTbQrbqv8okh8q7DISnl/iczBlx3UK0HukKd9YI1koTl+0kp3Wt/h+guvbDqap6B06gpWw1norRfnI7LohpFFcnU1g43WHzxRnz6YU35L9UUgUi8sJ5YbG5TC/nHD0u4R5o0tNu+5oxnJPTmaital2A64QmYAtZVovMDzH7Lpmcmt1/3rSWjUuT1GmbLGnpWg6eimqduLGCZGQJQJ3a2QkSQjUm3kn2BWwUToVcS5IYwFgF47ZtQSfKcobQ6Y3E9GUWNGuuEK0KsqDL6SLr9fkdFAcSJdfj37IUqeFAaN8pNwyLHcTodg2gWa76OiWBhWlCVL+nHTbBSquWZa31wjjHrGXgw/o6VJWPnVDzDP5nWtPtALB040I1UIvRy2r7vdHwHExEooEtEYvW0KeUN5axxf6g3iAALoVjUvINGjV5UEZwWYvPWZW4/spYdzDlI7s/imcxwmsalWr+lDlblb0hjXKRoKVQ1AzihJ8mEdJfb5n/1fuxU9cfczjxYi7kw3emW3z/W8+w3RviDIR8yhj8D6sf+YQNJy+BK/8/T8QXV8vMtyd8099+Zeprje4ScpaVtKzDT/+0rscT/v0bMM//qlf4w9++pu8nBZc3j1jtD0nHmcMhhXlNcfppzzNWDF/JlBtK5JX+5ha1lpm1KIc1Oux09mIBXp21bDcsbR9K3EmQO9xTXYkYa8hUdhl6AwFkJ5pskkQcngTLnSExVGkXlMXQM/eUaBZU7JCupth55pkKnoXN5CfrRvIzwLDd0Xz0tuX6dPklsEV4tTc/L4jnUbKSyukw5PUqnF5itKVIyaG5GiJrpyc+H2k/7Ci3inQTUBPS+zRjDAqCOc4Z9WFIc4Dpon0H3uSRWR8t8JnmnQhFMb5FSujxvRc/c4H+RtaJi6mgfxYTh7nLqVyV1FtiQ7GJ9L0NCNFua26TCRpqIIVnYtuAsSIXYht+3wni+7Ewi5KztK4II76EknggzBYqppYpGDkd1MB0klL9niKqmpoHcnCEVJNsGJxDlbjRjl+lIl7SUu45LkTK519kFhtyoAvLC4X27WpJH6+3ejJOs0F7NGMmKUiJl7Vqlb1oSuUlrY1MLO4gTQu6UzRHOfCO1lrSOby4VttaBafrHjneIvGWZZ1yuvfvomKMHrdwiRh67uRs49FrA74NPLP/73/LV8a3yGYeHHvem1+FRT8oR/7Kl975xnePt3mu3tXcPf7fPdbz7IMKf+vS98G4Cu77/H33noVdOS7X/yv+G/+zj/DT37qDea3HOmpRv/EKdVuIDsRbU44TXEDyE4Vrk8HzITlFaF8u57G5/pCS+L7ou2rNoXu3YwSqq1Afgy9vRpbSlRJMpPnXo8V7VCm5JPbMiXxOaAidqmwpaK+1IKC3kOh4fYOIm1PY5edu7IR5EN2GgWBESA7bSi3FG1v9VH8JLV6tZ6mnAhNVQjQiUjdekE0WhgptUc1LWjN8lpfHDNjaQbagTQVyTzQuztl+5szksdTgblF4QqcW/VcTzG670iWMoXwuWQR2aUQHwHSuQh++3sSOa/rDxxG2UzGtcpDNu0aEZCGpdPkRCOkyXoj6fgr3YXdiXirKz3MrIJWpkp00QB+Y0RMrQhuVde8uACtk7WSE32PzzXtOBWwnI/SjPQsITOEVAImdS12xXosJxYVO5plZgiZwheGZNagG4/PtASizZbEnkD+4qpxWdWqnqhUo2kPC3QjH6A+jSyuBnSj6e1p7OOMZBaxS2GRANzePOZ02uPqeEIYePTVJckisvM16O23DG5O2Dsek04Un8vv8+9+56dptv1F4/If3/hVXr79kP16RGw1qXUsj3sUexo7U/yXv/A7AHjs5vwbu9/hQbmO3S75x+5/mRM/4LWDKwA048himaFrcQWlk4gutcSo7ATqTS+htQqKPXE2qQA+1diFQ9cO1QZBVjSxg1xCdqLp73lil7l2fl/yheQO2UW35okSOmlKSOayvu8/jKSHlvzBudmhy68bKlxPDpi6lZ9z9qLARwEWV3PyY1lPrerD16pxeZqKEqKI84TUgJEP/pBoljuyr4xpQnV9TNsX9H12Gi+szNpHbOlpt3uCse/ntAP9Ab7/fMXSlcvVBfXRZ90JohAnUTL3na1asfG6oPllaiJE3fNwR5dLc+Fzg/aR7LgimTY0a93z3hbbYtRK9Dm1kG+bQbd/NVomLa1DzUt03V5YvqPVpGct9mwpjqEYUdbie0lH8pXEaV05dONJj2XCVA9FdxMTjevL2koF0B3hN5m16FoATcHK5Eb7iJ4siXmGWlTo4+lFNMCqVrWqD1mRCwtxsa8xjcJUipAGFtc9w/fk/wup8FyUivzB3W8QnGZvNgQdaSeik2uGimorYZjX3Nw9ph1F/pEf/FE+ef0Bqudw/cgfuPVd/pH3v8K903XenW5hTxKq1kIS0I1MSpKp4tZf/se55woA7s43GPYrvjx+m5v2lOtrZ5hxQ/HcBGs9G9+nY2ApigOFe3lB3KlRQabVzVAaDhUE+mmXXkjgwxRTOaLR1CMNSlhX43cD+bEANNOJmAqasbrINwqJPE52AqN3Ohv0MJIfy1q+90juydEKfDPa7udHeR3rsSYYSKcK7SOnLyY8+hnH8pLi8FMrncuT1Oqo+hTV7gxJjhdgNPPrBb0DQ9Sq02uIBqbdGYqGxNMlKXMRnKhdpBlZ7NLjehl2Ke6Y/qMWU3uW2wW6E+BWa4aoFMMHnravaJ26mLIoD66nSRaCnY5GoxvhutRr8jNtGS+iBtKZXBzFXoU+W4gbaD0jnbbY0l6I0lSIJJOGdizppaGfoaclqqxlLRYjalmR7ksj48cFyf5UdCyjAjNdACL8Tdsg7h+jwWrsWdXtkzXZzF+EJLpCd1MmsX8PHjTo2pHMZcpz3pAlh0uaK2N07WGYYY9mqGX1I3w3rGpVH8Hq6LYhiSxvePI9w+jjx5zeWZc1yzxy8rIiO4G1Z09onOXP3vk7iF4xmxYQFGZuJGF5I3CWRgZVxqNHWwxPFJ/fvs9ZW2BswI9b/rPXvoR+lBPSSL2b4Eae07vrmI2G8pJoQnqPFXZq+K9Pv8Tx+Hv8W8/+txz4AT/Ta4Eev2frdXq24VI+5S//5ufITz3aiYNn+qKDeUr2WD7S2iEM34+U24r07AMqN0iUSb2Z0w4MvQOPLR31WkZ+1GKWLW6QolqPG6b4FNIZNCNBTJhG+Fm2Og9zVBf3WNejm4jLtPw8hkU30KxB/6FoZdJ5YLktMQCDzSX+bkqy+FG+GT56tZq4PEWZRUs0hvrySDr7scXlCp9q8lNx3/hMkywc6VyaEtPlCkUNpgwUexWmCdQjUb2nE3exHvGZohkr6nURdSVLgbsFI5jqak1R7ih88UO70dDtT8/kBHB+ovKZYni/c+m0kk9kFh33pGk7G3RCOguifYlg5w3NeiqR7JMWVcn6h7YVbUovF/ItgJepk9sUgJKeSRMR14agFGbRoNqAWTbS2AzSTqgcyU47VH/g4nfTTaS335JMKqptOXmFrIsi6ES450C7mGrc9lDEw6ta1ao+dGVFS+x5kt0Ss9A04yBNSxRBfLmlUV7ErmeTPpdGM/YerrOxNbtY/YzeUdRbgfzmjN6VOe7r64zetjTjyFHT5ytrbxOjoj8uyd4ocBstIQu42qIaRSw8G2tz3NVacoYWEZ9F/sdvfYY/+Vt/iO/U19k0C95t5/wTD36cPzZ+g9cPdzmohuR7Mq3t7bUsL8uqyJ5Yklcm9B7B5vc901uqc2B2ALmF6+JOPPW6FVzEliFYzXJHzAC+JyaGkBrmV1KqKw5TRvoPIukZTJ9VlJclAqEdRewCmYSn8nOaoTQr2VnXzBSIu9JKM6gCLHZNBxBVLO4PO33galX0JLVqXJ62NNhlS3HssHPZhbpCERJFO0zxuWG5m1KPjFjhMi74AUKdranXxDnkehpfaBaXBasfDZS7EbuI+Eyx3NaEVLD9PpOo9uxEkp2JsNw2oBV2Ecimspf2BTKh6C6WdC4aEkHyaxG0xkg7MOhGmC8uVywuJfi+cFnK7ZR2YNHLSqYe1gpuv3WSG5QZYj/H1OL2QSmh4TpH7DQ0AH4g66SohXMTigSXi2U8mTbUGwnZmSM9c6STlpBootGkU2lskok0WrKaStCNxxzN0LXHLFs4m/2o3gWrWtVHsuq9HrSK9rDAZ/Ihq7dqYu4ZvGdkvZJAe70mlJbLvQkbu1NOHo+JtSF7lKAbCFnAGDlQlFcd4Xec0Ywjl/Ipry6uk2Yt87OC/IvH5OMa0sBgbUkcOkzhMTowHi9Rr0xZXlaidzmx+MqwCBmfTA3/2uOf5dcf3ObXqnVe2XnMd/euMH4v4HpaMBAtFAcat9nSzxomL8p9M53C8mqnX5n4ixWQijB8b0G5IbqYYBXrb7UQJFQ2WgVGkc08queIRlGvy2SlHQaGd6RJcRutHCS3FK4vGsbRXZEENEN1sS5SHtbf6NbZEerfOWV+XRymuhGAXn/P/wjfDR+9WjUuT1G6caA19XpGNDJxaYb6QodSb1iqdSMrogDZRGLLoxaXj1049MFpt3OF3n6NbmOHidbkJ5He4y6oMINkAdWaIV0EklkkOwPTSh5RUgZMLWJWNCQLT7KUE0I7lItmcVl2q9F0Dp62u0iMof+wpFmzNH1xOxGh7RKdo4KQCXI/dhj/82lL7KYg0Wr0skEfn6FmC2mI8ox2q0cwXVx8iILy70Icm42c0RtnhEQ4CtlxIyGOQ0u9kZAsHMoHXGFwfRn9xnNjVkSmOFUjk5fWo1Ycl1Wt6olKeQVRYWea7FSjIvyu594Er2jGUG6D60WIij/4uW/w9Qc3OTkaojLPcGdOve0oTgL5vmV2MCB8e0yxs+TKaMrw5oSjeoCPCqUi/XHFdn9BL69RpcHqwMbWjPFowd6jdZbfWydLHNUlR0hF74KO/Bf3vkiiDH90+zfQOmCInDUFy5OeoPsjQsW9C9VmZOvSlNR4lIfDzyrqdbF6L3cV88uWdmDwhay63TAVzERPbMnVhiE7Ki/I4FEpJrcs6Z2c7KyzUR95kpkmPwmcfgyKuyn1RqTajDQjOnSDxKukUxHnRgX5aSCdBVwmLJryuCBkIgWIGoqDwPTmSrXxJLVqXJ6iotXERGy6sjsVEWyyEHJsuaEl56KKF6GGdhkvEkBDbohe7Hb5acQsWkFI+yh4/1yyQdqB2JhR8iZ33cTGLmUnbOtIOvW4QlGtGdm5VqIZkQsiEi0XWR6DBw3JpBJRcS/FbfbRZYspJdMIkOYFEQir2NFsh5lQb2OUicuyQlcO5QJ62UhYojEizFUKtzMmpBp9zleJAupTPqDLlmxvfmG/Vj7i+hZTnWekKMot4b2o2DmgfMSULSHT+NzK6183mP0z1Hy5yipa1aqesKKC5Mzgs0izJsTX+4t1lFOsfeGA8OJcYgAepfyl736W7dGcre0ZuzsTrA4UD+WDNp3Axjcsa28FPnHpMS+t7bE1WPBzW9/ml15/iXJvwJevvcd2MefsrE//rmG+zDg9GRCChlYzvAM/98xrDHbngn4AqAx7j9f5y4se/+b7P8uNtTMS5fj+W9cYfS8RwWsiKcz5WYCrJdPvbnL//S2SucYuFCoo7FLgnSqKkYHODm2WDu2gvyeaF5crQm4FdtkGqq2EajNS7MPshiaZy+GzHQZcoclORUOoG0VvT11Er5gGWbXtSPNianCZrMHTucSa9N9L6D1SZGeeYl/ylJaXV6uiJ6lV4/KUpVqPXTqCOXf9KGku8m70t+8xTaAZGtpC43pKOC3Ljp8SPNmDCYP7Fapx6FrGm7aWjAwQTYpdSBhYOhNcP0pGk7ojRIdEOC0+78Ialw5bSqMSlers1+cWabEuxzyRhiNCTAzt0JDORUNjqi4zyEqzlM4CPrcXpFyMJjaC7leNgxC71VFKGPehqolGbIeANCttN20BaB36dI5yQdZUTmBPKkR6ezXJzKEiEALJWYUpHcp79KwiPWmENaMU8fImMUukaWpXuOxVrepJKj3TtJsO0yhCFog2crU3AeDodIh+qw8RbKmwmedgMmCUV+w9XmeU12gvmUTKQ3EcSGeeb3znOQ6qIXdev8w/MJhgM8eN5yW5vTAt6dsF9UZk2K/I+w11a8kODOW24ufvfJL5aY/5bUdUYBYatTT823d+hj9w6Vtc7Z1xv92kdzehvy+HM9PIYcfUEb+06FaR30+IWrQnqgVTKaqPl7jiA+xCSOW+k83EDq28HDpDZnCFRbdi4U4ninpTrMu6hWao6b8v0+tz3WC97bCLSH4iupZsGugdBOxSVvT9R5Hps1CPDKYO2IUgKrIzcRXlx4L9v/GLK4PBk9SqcXmaiuL994UVF1EdKQ4lv8KnkJ95fKrQbWTwoLoYCbpMXVgQCRG30ccsGgiQTltME6lHHfwtyKmoOAlkk4jLtWD8ky5Z2kN65iSNOZULy6eKkBvSWYuthEbrM3A9SYo+z1LCR2JisNOKkFnaoqP+JjC7Ybu1lkxD6pHskc8ZLihFeOYSYVRI7lAmWhkAN5bcomR/gq5afHIuHO6mOFpdvH5Ra4E8zSt0G/GF6G+i1UKyVIqQJyLMBWIvwxdyyqu3ClkRlbUEWC5WkvxVrepJqjiEwVsJBDBzg5kZfvmrr6AbRWg17UCyd6pdj363oK0tJ4seG9tTbo2OaQcSGihOmsBi1xJt5HuHl9i8dcqrTYVrLJ/efMDCZTwuR7hepN12nByMuLw2pTwp6D3qspBaS7KfkK5XpDMY3NOYpaYNGo9m4TL+5V/6+0gn4BNZY7tMXJyLSwbTcyQz8HkkpOcHNfl3WCRkk9hNohUh1cxv9KjGmmTqCJkiWQZ8ZqjXTAfD9GRnEnUQrRgrfAb5qUyxzwXKutKYBuox1OuKclPjciX36CBrI9eLXdDsB69Z21cMHgbG7zUCujtZ/kjfDx+1WjUuT1HKBUKR0IysQNMQLUgwsgetx2LpLTctzSih7Suxz6XnCvcA3pM8PiWkhuUzI1Tryc4CtorYMpKUMmZcXNLUa4rpLeG8uEKao2QZcX1B4Y/flTTSakNTbiWYaYNuwfU/iAxI5gF7XIIXZ0/sQhSbUYLrCY3XlpH+nsdWQqrVTiB2dlKDc6Jf8QG9qFGNw+2MxEG1MUBVDcnjM/zWiJhYQmYv1kMhs/huDBt7mdiw6wazlEmJLQPJ7IOgMeUjPre0wwSfiy6GENA+XHBowiCXyUuawNbGj+y9sKpVfRRL+Ui1JYcVv94SbZR9ioL87Yzbn3rI5jOnjK9PcM9UhNLy2d0HnJ31+f7xJUylaEayjp7esCwvKfRSU765xrzMOAs5nCX85d/8HA8XY/6ZG/8zX/mp79HfXGILx24xw55aqk1F+VxNNctw/cDl9Smzm6Lfc+uOk1mfZ9N93jnbYvS2YfxeS37mcbnGNBFbBaoN0eu0fYkXCKZrGkaR6rLjhecfyWHMaKJVpKe18K8izG6k0oREiV1JFuEid63aVDSjeKFddD1hutgyYutAM46yTitjt9YW95ArOuxFC/Obkd5jmUxVGxKhYJdQb0B20mKXLa7QNDv9H/Vb4iNVq8blKaq+PCQaTbWmaYbSrQejOmeOgNxUlA/kctsyutsA0hy4XElMgJFJgiQfixUvnbVoJyp37SLJUk4IUcmbPSSKdnDOE4i0fX0hADa1rJZCIrvaZCnjynMAUzJribkl9MQxhFHEXiYX8lSAeMGqCwCdLT3KSW6Rar3oSM4JuVUjzqhJJeFis0oaG60JmUU1wkPQrcQDoLrsJiMBZ3gvMfKVk1VPjIRE9Cu6CaSnEkwZDbR90ROhNQQ5QUWlqHZy/PYaGI2qmh/VW2FVq/pI1tmP1bgNh19z9DdK4mZDzAPZkaa3H6mdpUha5q+vE0rL4K2Ev/23X+HHn73Dz11/DdfrtDEW5tehvBSwyy7gtbb8v+//LKO3DXaquT445X88/Szvz9fpZQ028TxejnDrjvpjJcrI+CIOPPcP1gm7Nc1AUdxLqI4K/oW3fx/LJiGdRJqRodwwAtbU4HLN8qonHKf4IhJ6nmJfkcwiyVyR7VvuHm2QzgO69Zilox2mtEMjmUOHHlMF0kmLKwx2IWI/5SX81i4FKtcORcfSDrs1fhMZvwvDu3J/9XnENKJZbPvymZAuAslUIgiiEWOGrqWxKS87jl/OmN7qXaAuVvXhayVlfpqKQIhoDyGTXW82OcdHS3MSDCRzEb3mj+ekx5bTT4wEGd16iAHqBjeQ0SSAPS4prGZ2PcUnQn9Mp1HSn51cNLqRcaXL5eJoC93B6KT7122XO3LakA1zTAXDh600DlphZhWhlxLyBB0jpvQkiSCubRVQXg5ePhX7cn7cSnPhvLxbYoSmJQ4LmTwlWlY2ShHGPZr1lOQxELqwxER3K6p4YY9Ga+HCKEUsUnmMGC/gT76XoJctydTh0xTfT7Bn1QXHZXY9ZfC4xY8EFHUeU7CqVa3qw1V/VOGcQevAjfVTXj+8Sr5RkbyW4HqKhz/YxVwqKQ4V88LQ3wts/sDzVfUS735ik5BI+nE6i3B7iWoNvs0wpcJNE47LHpPPNPzDn/sN/uI7n6FtDX/ui/8ZJ37An33/p7jzteskCtqt+L+yDKq9jNALhFTclOq+5ZHZZPBOQn4mrCuBv9FxryA/1ETVhSHeT1BB8t3OOSrhvT7JrMUXcjDyhe4OhpAd1fielUNUNCwvZ7hCCN2upwid7v88QiAqqEfC6zI1LK7IwTGk3c/LlYTgjjXZVO7FppSMo2pTAHbVVoAs0KyBCprizU7Xt6oPXauJy1OUCEZDR3flh/J1FCFVJEsRXJlawgOj1TTbBaaNjN+rJSUZiG1LMhXXka5kTeJTmeJoFzFtlDFoEFhRtSXRAeO3l9gqdtlConfRDskqctAOE2Ki6T9qKE49dt6B3rQi9FL0ssFMKkJqcQMRjbm+kUYjlQmPz8/HqhWqE7/GqiZWwnRRThoTM68hBMLuBu0oFQFtnv5Q2rQ0Gz63+MxIlEGnEdJnC9y46PQ1ilDYiyBIAFM5ioMa1QbJRQpCq0zKLnOpdJI8vcoqWtWqnqjmjwc0tcWawJ2jTczMoFRkdivQDCE70uTf6JOdRobv6c4enMgH71/dJTsVx05vv8U/6mHv5ay9KRo8Ck/VWvprJT1Tc339jDT13G22+P/e/zs4mA+wc8VP/tRrqCSgGk1vY0lylOCHHjsX9lUyjwzuRwZvJfQfSgCrYCNEA5gsgqzEi0i9GWhu1jSj2JFroRmLpXv0DiRTgW3S6VzOS7uAqTzBambP5ESjyCZy/0lmUe6trTxm24fycqAdyfRbwKASapueKrn/WxHzhkQOk4P3ZY3ketB/LFOc3mONnlpMJWunya0E11shHZ6kVo3LU5QvLNFokmnN4JFHt1zYkUXlLgh+n3XsEysngrYQ5ovPuw9aYzC1x849uCDumY4qW4/0RdZQtSUun2Sq6B943DARASudo8kI1yVddCC5nhEFfRtEwJufs1BEcEuIoLuUa6WwC49dBtqeTHkkPkCmMKr2stpJE5RSqCwjFhnUIiqmdcRBj2ajwPXMBYI/FIk8l34nAKy9uJqQHCf5j0g7tNL4eXl+PtPERBN68jW6doTUXKySTB0FzV17VBsubNqrWtWqPnzpUUtoDNX31ghvDMTCe9gjjB0qCEzOZ7C8JDTuYMH1odn0mCpSHEpysgoRUynatSBr85nCHKVcHs5YnBT8wt7LvPnWVX786l3+g/d+ip1ixuTemPFX9pk5yTqKOrI86qEcqEos2iGTXCAUnTlBmo2QCCJCdYG0yTKSnSr69zXZnYxkLrC4aBRuEAlJpH/g5Z6tlDQqdRCNTB1w/YSQShDs4orGZUoo5qmWSXe3hq82FdkZFHua/LA7OLlIcSjNi+tHdBNJZxFTRapNAYf6rJv6JCLILbfl99h84ZjyUqB35DEVZCerdfeT1KpxeYqqNyztKKHqMoV8qkgXImYlIqPGNsoetYmcfWzI0SdTQgrD1w5IDmagNKpXEK0imTZgNTET/Yl84AsnIJnLCNQuI/mJTDHqsUGFSDXWkl/UUxcCM59KmFg00iypGNE+oBqHKWXyEvOEmFpiIjHvPhcok08UbaFo+1biARZdyrUPUHUxAdaINqaXEXoJsUiJmSWkHelWa2JiUZXDLpzcFIbSOKk24MYZzdUxzfVN4qAgnchzMnUQIm7pCUZTb+dMb/fxucXOG4HYeZn0uJ6hGSboqiGaTv+yqlWt6kPX9sYMGt0F/il0LdC3/H7K8naLWRihct9qWV5SLC8p5rcdqlFsfXfO8L5j+MDjeoaQRZQTRIP2XahhVPzBz36TOw+2UT3Hf3j917k2POPxcsyVFw752PoBW9kCZSL93QV6aQidHi8/0qiOcOATmUrobvJBlCTlc2GudkLGjVaEwj6LP+TcpMs644LPQowEI/dMXcsUx6dCK8+O5XF9piHKtLveFMu1XUK5I5Oedqg4+ZilHhmWu5q2B9mJpECfYyhcP2IaOHsp0tuLpBMuJuLVZqRsEmIq0x9bR9rBamr8JLW64z9F1UNNuWXxhabc1JhWLgZJaYZ04uXiKBTN2FBua3p7kdE9R1ws4eBIHqisMNPuQ7lxqFacNcqdq9PFOudzcRhlE2GiJEuBII3v1tLh13Jhym5XPuAvpj3dWNT3U5lMBAG6uUGKWTRkZ23X4IidL1lK4+QzhSu6NYw1Is61VrQsvZR6p4+uWsH8V91jNIEwzMVl1K2XkmnTweUUupXVmW66FVoi4ZQu1zQj+W9TB5nOVDJRml/PL34Hs2wwlfBxVIyUN8bUl/qEYfHb/A5Y1ao+2nV7fMzVZ46Y33L4FxeEZ0rMsCWZIRPSBtwgku5bysuBajeQHhnyfYNe1BR3Thm8OyGZObIjjW5k2pwfRooDxRuvXedhuUYMiiSTe8FOPmdS5fz+a9/h79v8JjfzY9bGC5azjPTaAlMrlFO0g4gtJfW52lbUI006C9RrmsVlIZKDkMCjhmTKxXSkXfPSQDWR/iO6xGuFK2Rq6wZpB7+E6TMpri//ezLtHI0Rym3L468oegcRP3ZUW0IT7j0SvYrPEet1KhlDvhBK+XmYrRvA8A4ki0ixr7tYFzmA+k4z4767hho3TJ4x+ETRjFaroiepVePyFNUOFPmZF+JiTzQh2ZkT25xS/3/2/jzY8jS96wM/7/LbznrP3fPmnrVXdVfv2lotgUQLbBAEArMMAzYjsLHHM3awjB0T9hhPEMR4mMGMB4/HYA/jsfCCsAcQQhZISKhbvaj37qru2rOyMvNm3v3sv/V93/nj+d2bjcFBVU5YHa0434iK7M68+z3nPc/7fb4LdU8zv2zpHMnfdQ48vfsVNm/EfQOgFSEEfGbxcfugrWrsOCdahIt2aOVEBOcNJGdC40aTmmgu0dSdw4bs1JGcyBASLTw+0cwvxywup5Rr0UWnEW2WQEgM8eFctDf9CDRMr0eYQtxKPlIXmTM+iyTgrW7AGopbW/jEYBeNDB6RIaQRTUejiwYfGXRR06x3xf6s1EWCrm8ZHlU7lGvXUbHGlAG78MIAObkVlSPb3qoCrhtRDVtXU1tBL06AimhaXYibV1hhhXeHP7LzGaZFQjQ21IsI+0ZG77MdZk802LFt3XuQHitCFOjsa0avBOIpEqUABCO9PipAeqgk0TuSF3M713RtxdPXH9LNSv7KZI9fvvMkZy9v8jfe+TD/93d+lP/h4fP8liuvoY9iimlC0IFgAj4OzG848l1H0JDvIGeRUSRnbWZUKpccb8W1Q4DTDzk6d23bxqyY3ZALoIsU0awGBXXPMrtqKEeKZOJJTivqrqZai3CZpNkqD+svSfaVPY2oB6JTsYUw2OcdcNVQVj/xVBGPRceiG+g8CMRzWW/F40DTpV0nCTNkl4rOg4C9k6Jr6Bw1ZMf1d+qh8F2J1eDyGAialk6E7gOHqQLzvZjkVFIfm1TTfeiYXrNSsPWlI0zp0HmDiiJIEvy1SyhrJTY/b/BJdOG0yU4coc0iCAbS40Bvv0HXnuVOJB+rdPhIeo9oIxhM3rSqd3NR+lgO5Fd8Lv4Fvo3t0JRDTZMJNRvPg6y4OkqSMbvtw0Nr/GggybhK+kGUk5C4YidjeW1AMm7Qy/KiDuEcFwFyRuFSK9Xy+vzGpGkyIx8z06JjySxNx5KcNXgr9LDybfBdbOQRq2S/LS4Bt9K4rLDCe8S6mTMfdwgGaDTVyDP5YMX616S5OFzLSY8V+XbAzDTxWJ5j8SyweHLA2Yc3cV0RlfpIwtnmV+WFWzKrAgOb8/pLV7g1OmHbTtFfGNBs1Pyh61/gjXe2GcYF4zoDBXuXTwEI6zV2qVC1nBH5jpdagp4mmXpsGTClJHpXPSPxErWs1Ik9LqUV5oaL1Yxo6AIHH0t5+L2G5SVhPrJjybHKN+UcTMZeSmxHWgaNVNG7o7ALMUgoD/PrtJEVXLiJdN0Ggk7bcsVY/vRRywq1biRTgssCxbZjdh3isfx8vVUsLq1qS94LVoPLY8ClcPqMYXZVnDjRwlOOFPFpTv/2Ah9BviFTfdCAFZsdQAgBZS16nhO6GT6z6LJGVw0hjghGVip2KUKv8+AjAJcZXKKoBzGuYyUTBS5YjKYTYUpP90FF1Vdkxw6UrFt0WYsDB3BZRNAa1xUBbNmXdVc899RdLfHYTZutoBVh0BWxbAjYhdwMdCmR/8qBKRzRaYHvJMKkRO1gE0BXkgdjlmLJRgE+tAF10qD6SL8iT2KXmtaeLbHeePkcQUulQXJciCamdASrcb3k1/G3v8IK3/34niTik89/k+//xMtSuKhBT60EWr4B/iClWgvoWhFPFLaQstZ47lluGhaXNHZcEJQimsuLtm7kxfroo4CCv/PqiygHDxYD/t/7Hydo2NyZMjQLPvLkHd433OdWdozrev6Fq1+mvlqRdCuqDenwUesV2UONTwKTJ8EUHhdJtlM5lBWMi2F5KbC46on3I7IjIIC/maMdwtoomF/L2gFHUfdFf1J35QxqupBvafp3S4mAOPWUQzlbbR6oe4GmJ5qXaCIZMXVf0WRgF637qE0e9xEsLiuaVKQDTUe64s4Tz+1CkZwauvcV2aEwOYtdIzUtK7xrrBRBj4FzLYtyQkOOn4xkbTRMaDJhWUwViGfSuFxvdKm6msG8hKrGzxeoxYL6A7cunDmEIMxG2lqlNRdZA94AGuY7EaYMVAOhcs/ZCFN6yT6p3EXS7OCdhmJkiBaiL6m2e8RHC3xqMbOSZi0lWI23iuzUtSF1DdWaJVoYgpJSMOVFEKdqjypqtNZYpVCNx3VjWQdZaaZWTgatYDRoEZ6ZoqEeJkKyGIVZ1GLLjoWxMkXALkUTdL5qUz5gFw1qFrDHcxZPb6B8ID5zwtgEoWxDpGliQ3y0ivxfYYX3gl8r5QLyyukOwYi41qee+VVDMNC9J5ecYkuC3M6ZBLv07HzpIXiP2xwwv2yoBtC7K6uTYBTdG2OWbwwZDRccTWOmecrh13fw257l/pB//+zH8fOIlzcvsTWY88zT91m6hI3NGVvdOa+WO4AleSWjGgbiscbHgQc/YNn6mqyStQvMrljKEfjE09nXzJ+sSY8jml7g2vYp9968TDTV1D1YbkuHnM3F6q0apCQ3FuePrqFck7PX1NJdVIw0nUNP974m3xZ2BSXnv3Lt+idt11FJq8MrhCWPZ+GiQ+7Sry65+1u6lOuBwW1xF+k6ML+q6L0TKEeK3gP/nXgYfNdixbg8BpaXfatgV5RrCpfA2ps15ShictOSzL6t/KsVkqkAajInNO2QojQuMUxvpCJkNQY/7ACPBLV1R9Nkiu7DWsrMjt1FyJFy8uTxkcYlWhiLdmUEkG8KIyNFX+XFeujcgaN8oBxFdB/W6DoQj2vsrJRBogiSkdCIi4fGiS6lqtHTpehzrEZX7iIxGK2pR5KDoJdyKPrY4LJI1kGAN5Ksiw+YXMKkUPI9+EhjahEf29xRDyLpcVKSKOxSeVuUwnUs3mhU7eXvGvfr98tfYYXfAPjM8ilmdcrppMuNJw4IHUd0ZkhOFS4NlKMgL8qmDV8LUOw4svtzeb45ScVeXlKUt6Qg0FRQDSD6e2ukR5rUNmSbS37y6c+gS7jx/n22Lo/5oafeINtastZbcv9ojWeHB/zM/fdx+sY6b5+ss7U+k7j+XYfbrWiyQHqsWP/oIfmG9BNNblimtzz59Yp4rCnXAmZi8bFkt0TaiWh24FnuKNJTyXbpPvQkY6jWREfXpArVPBLN+kjOzHjmhW3pihZGVxLpH5SIhhdX5JKWnrbluHkgmkt+l6QJiyA3OYViK8EWUK876o58/MUVGXBAhp1itBLnvhesBpfHQPeu9AbVPaEGe/e9ND7DhfUuaEW+KWm0PhJrMtG3tSzHEenX3kGFQHV1A99LcIlBl01rDW4PjPbD+khR9TVRHujtlxd/V2xG2KXDTnKU80TTimIjknjpRoYZdDsctC3Pbpgyv5YRTxps4YimtVCmgwS7aIgnDdGsoXN7gsorVFWjWjt0MFoGCmTlZCqPXThULgFPunKtDkWYk2otIjmrRJ+ipOfpfOiJllJM6Y1qG6GFtWkyQ7RoqDY6FFeHLLdj6RbxAb2s0ZXHFE1rb+RCM7PCCiu8O/xnr34cj+Jfet/n+KUX/jZKS7ZTMNC/PqHuB4odh9+qWl0GhK67qP0gkovR3q+U7GxPpHNoWxJv47k0IP/YpW/x7PYB/+Vb30O121A0lh++9Aa3pxuURcQP7b6Jn0d0dMXhyYDOfY3WgaNXN6lGjmRnyXC0IFgZoo7P+syvwuyqYfpcDRriBxGqhqYnB2WxGUgPNW9+8RrBQveuwRTQOfRsfa2R1TOgnLAexXqrAWwgnjQoJxq/JtPEMymprbtK1j1WxLXzWw3RXC6siz15HSjXxQ7tjegDi+sVwUrlStXTVIPA8JuWZBKIp5J9E81l2AMk0mKFd43V4PIYWHujIVqIyvx8pVMNLU0iMc/pQUm09CTjNndlZEUz4s6HmwB5QZgv6N2rOPpQRr2WSn+Q1dhljUslbtpU7dBhxeWTHpbgZL2ifCA9qbGLWgYCJe3PVU/2sLYIZAclQSnKdSuW5FkhibseokkBLlAPI3Qhgl97lpMeLNHn7ctanDxElvLGJiGLHzVMxyKuNaXD92LRqMQG14vxsaYcRRf9R1KQ+EiYW26kLHcSTCnuIpcoXGYueppUJXkt9UAs2PFJjp5X6Hl+kUdDCCJ+i1a3lRVWeC9YHHT5/NeepA6Gv7Po0BkU2Jmsa9+//YDsoSY5NYSlweSShdL7VozKKzBaSk/nFcnDGadf2sZ975T+U+O2TFBj88Ar810mVUbtDIOtOSfTLnUwHM26+HnEneU66UbOrxw8iZ9GKAf5O33sQhFvCIszfjAgPtPw0QmffOoVYVgDpA8ifOJJzmQACDbQvadwSaAeBDr7wkp39z2dA2G+XazIR7IKW3vdY4vzVG+5fM4vx8IeI8xK0HD2wYb5FeRi14Fip6H3lqXpShULGkzNo2LHrmS+2OOI9EgqWlysMLmic+iJltJB170vA0y09AQrAXcrvHusBpfHQN3RJDMnqYhdGD9hKEbS1GyLgFmKxW54uyE+K0lP2+C3qrpY1YRW0xK/dIf01EvOgJFCwuWljLrXNkEnUA3ERtwkEoevGy9tpOeOm7atGiDf6+JiuSUkZ7UIXWONXXjpAtrs4RJN/61525aqZQgK5xUCIvQ1pwvCfImaSd2676VioU5EQIwGbzU+kq9JgvM0GIWqPNFZQTxtbzgaooczsntzmszgMsnAsUtPNJe30ZXku/hIOpJcZqm7km4ZLRx6mqPqBlU36EVJ04uY3+jSZAZVNv/0X9QKK6zwT0WykWNnhqWL+Z3dJX/gyS+RX21AwY+tv0R2HEhOoXfbEs2hez+gzx27QdK3lXP4LGLv0w3rvSU3RycStAYsdxSbyZytbM7spMv/7rm/TwiKy8kZsZW11JfvXpE7XG1RQTG/5VAO6pHHGM9Gf0HnjgUN5e0+/+D1Z4nHiroPLgn0X7fkOyLMVV4Gi2imZJhZBIavKXr7FZ2jhij3zPcMtmwHDsR92aQt81FK8rjyXATcmSqQPhA7dNWH9BgGr1sWV92FSyg5UcSTcFG5Ei3aP2di3Q5GWCxTQnZUU/XkYtY5FgfofM9QjgKdg5U4971gNbg8Bs51JOd7z3IkLcqmaivVa7FIm8KhK0e8P2X0tTGUJarNIgGkiHCZs/75Q4KV1U9onT/JWHam/buiQal6muxMqth9ZGg6mmha06QG5T3BaKpR2zQNrR1amAhTylrGdSLKDXHgqKoRES2gK2FrTOloBql8XXGEsiL0des9iq0UtSxQtZPUXWNwiZZ03ZYBUU2b15IYfCzlkdGkBifBd0Frmp551ELt5QdZDs1FAF20bHCpks6iJlB3pbFVFRWqKAndDLUsWOxGeCP6l7DqKlphhfeELKnxsTz/fq2s+T2DL4MKLK81fGryjAjlgf47nmQSGL5VsfPF5aPoAWuoN7qo0pG9dYr7/2zzlZdvipMmE53JH9/4FF9/sEd6N+anH36U+ijjP/nib2K8PyB5dsL6YEl5mrHTm8uH3CgYPHXG3hNH/Mj113lwPMQnUkoYn2maeYS3YpFOj0X42nmoiGaaEHmaXiA9EdYoaMnbajIxGpw9ZZk9IW4hFwkLkkwd6ZkEeAYtOTHneh6XyPljF2BzRfn+pTQ89yFkDh9LP5KPRIjrI1lTnRe+FruOuif6mdl1SRQ2ywZdC5uTHBXCqkdgchm0Vnj3WA0uj4GqrwhKVjnFjqfZri88+9FCVO+DN+b4WFNtZITIohc5GANaofs99MYIFdmLhmRTtNa4y9mFQKx74CRKfyYdREEr8LJCsXOxAqMUhEA1SiQErg50Dz3ZiXQlNR3D/HJCvhlTbMtqJj6RhmhdO+ykRJdy03Id+0gvcl6zbg31MCU9WBJsWw2QRfjMyrppWom42It2JWixM7tOhK495Ubc9go1hEjT/9L+xR7ZJZomNehGlPw+kryEaCbR/wDRwhEfzoWe1hq1yAmRlYJLFyg2VvkHK6zwXvFbrr6KahT38zX+1vgjPBd3UJlj9/oJb8/X0RVkR57JLU0xUtQDIyWpLdvi+xnVKMb1E0IcMXlCE58aqr58/Gq74V999X9BdbtPcaXim/u7PPHcPkm3wiw1y0XCMCmIRwVWe+xMUy8j/pe3vsB2Z8a0SYjihnLkMYWi2PbYscWU0L+tiaeB5RMVy52ArqD3RiSpux2xKJ+3RQct5ZD5h5b4TNyT2ZFoZlwscf3RTFZJugkywESKJoWD7zGkx4F61BCc/HtxveLqz2j8sGH0zGk7zEjar64U+ZaWFf9CnEi6CcRTRXIamD4hmTXRwtP0YtJTT92D/l2/aod+j1gNLo8B5WSN4w1kDzSD9QXj50L7wFeoXILYptcjCFBvdYTdcE7cRJc38QNxEJ2vjppMM74VSVLkhrrYyTaplB3GM4+LFT62IojNhc3xViL4beEwpRR9mcJjlx5TeGk2zUULstwy1D1hYepBjOtG6Kqh3Mwk4M1q7DgXGrjxEEfUu2uYvJF/H3YIsUWXDXaco2uPzmupBABM6yYKBnysabqW7EGOHi8I4wl2X0KmqjUrN4/20Xdh6c5k0ApGGJcmlQHx3MUQskSGl7ImffUBw8/dI540F/k0K6ywwrvDwiW4tYbvWbuNa18G/g/f83c5OFjjw+t3ASiHivyZkngaWGwblruR5DMBs6eGEv7WSG6TKaDaauCjExZXPKrUPDgZggqsbc153+V93vzmHlVhJZyunzOvY65tnvEf3vib1GuS8eRQvHm6ya++8QTudo/Qa+RiUyjClZxiM5BvCxutpxZT0abreoIOuI5oR+pW56cbieN3hQUnYXDnl0DdSK9RduaIlp58Q+L3z4Pr0kPpX7r0Dw1X/yvLzqfOpMtp2/CJ517j5PYIb4XZkeA9Llqtk1NFNBPRbnocsKVoWwhcMMr9uyU3/vaYaCFaxRXePVYn/mOgGggjoht50vTTEl23KvWRISQxTSeiyRSHH0lQPlDvDuWd44h6mIrITWlZHXkYPynx2eVQfiXpmcfmnqqvcalqd7GeYvu8UVV0IPGkRi+ri+bn886iuicfp1wT7U0xErGaiMi85KTUnmqrKyWP5+FyXhgjNW+1LecpuaHtQOq0TdORrIKCFZ2Mjy2q9ngjbdNm2YigGGA8I1Q1/viEsFzSuz2nc1Bhc8lRWG4ZmkwTlKLuG+quoRpa0rGj8870YjBSy0K+Pq3wJ6e4o2PiX3sN9eD41+tXv8IKvyHwC288w+alCf/m6G12oikALmh630g4rSQhO99W2Icx4+eQoSJSBGvwox7FuqZzWEmKdu2I5oHbv+Ov8nMf+09F72GAuxnpkeaJ9WO+ducKAD63PP3CPazx5FXEv3TlM7zdyNkYZTW/dPQM08MeYRqj27bopiNVAG4e8cM/+nWavQpbBuxCUm3Tk8Daq4rBWzB4g5bVkL6jfMNQrQVuXD1Cl5pqTVH3uBgibC4Mb9XTMnyUkjjeORZ2Zn5FzrDOW2eogxNu/efvMLhT8+lXnwIF8QQWV7xc1qzkwdQ9YVh0LSszW4Y2kC5g6kByUqNcIH7jAHX/iMEX7pHePvn1fxB8F2M1uDwGmkzowWghCvKTz+7irTwRqr4Ca7DzSgrAZoEmazUYSuOv7VCuW3Hs7G6ihgNmzw4JGpIzfxFeZAsRqxJk9xotZXAQ3YewHiDMRoiMOIJyEckuty02D7hMSz1BLOr2uquoerJeqvvCBunaYycF0cMJ5mSOKmt8NyUkMaEoicYFZlHh0whVS20ByOBiFzU6r2kGKU3X4jNLNK9FBNy1YnVO2u/de4LzhLzAHE6w84qqL0nAyVSo2qontnFdh4tsmfN+IkIQLUtZERZLETcDoSjxp+Nf74fACit8V+PD1+7yycuv8K/f/17+jdEbAPz8yQuYHF463aXuKbr7ARcHVAPlmiTFYg3zJ4ecvuipBhGnz2fUmx0mzwR+dpnyw3/vT8pAMJHY/GDgS6/f4Eeefo0rTx+iYs9bB5vMlgnjO2sc1EN+ZvwhdCGrole/co3NvQmXnjgSd9HWErZK9OWcdFQQaUeopdy26QTsUvQo8VQEsqaSfrfxs7KOjueetVfg5Ocu4zOPamB51cm5GilMKefq9Jam6rUX0lqY8/MC22JdVvShKPDjCdlrhwx/LaH3lqHpSvdQcqqoBuHC9dR0FMGKePfkRUU5FL2LKSXQMz5eEkpxbYaiwB8cfUcfD99tWA0uj4F4xgUViRaBLlqeQMHIi7qZl/LvipY1MbA5Yn6tI10g3QzfiQlZchEoJxHWbcEhYHNH/64Y/ZtUGkR1Kc3IKoBLNdG4QDWeciNpQ+UsyaTtOnLSWi1NzyJaazqKZiisjVlWYm32Hqpaknv7Gco5sAYVx+jxHN+JcYnBdWOC0Y/SdKsGn0XSt9RIhku+k+I6ESh10fBMeJQKGeoGP55gjqetiE4RzR3xTMLktJOshKAVuqhl8CmrtoW6IlQVYb4AL7v2FVZY4b3jye4Rf37n63zmwQ2+UAZu13P+g6t/m2oIh69sEc1CG/WgaAb+IiytXu8wvmUYXpuw3DSSJbUR4VPPs9ExyincwGEXEq1fbnhM4liLlgySgu3tCbvrU6z1hF7D+9K7/MKdZzC5ojvK8WuNDDWLTCoHdGA4WLK7PuXK+pjDosetmweUIyXrI912BkWQnjlsIQm+6aG+yNOKlh6XiO7E5pAcGqKluBVNFah7luRU9Ci61dotNyVRNz2RTBrR9nhwDn9yxqVfOKB/19FkgWgmfUkuC8yfK4VpyaS/KVrKGdW/5y7SznXj0WMRJNOepeeSgRXeHVY/rceAj8SvX7VTdNMNhFHFyQuGwd2GepRS7fTonDiiOZRr0tZ89rHtttRQUe0NGD/XZ/nUOjYXWtPUMLzdMLxdYZf+IlCuSUXjYuqAywx26ch3MkzupTxRKaJFg2o1NoCsYayiWBelfLSU3S/QsjON6Fi0otwbtH1EiQwnkRGdThKJFqfxRLOKphfjMgsu4DpxWxBZE2LdVgBE2IWj6cp6qlyzF2umc4YEEK1PLU3X3oKPFcXItAORMEzxWYU5W2BmBcoH3M4aIUsIVU1w/p/2a1lhhRXeJX5s8A3+h2XClz/639LRNV+rdrkZ9Vg+WRGfaebXZChIjxXZpTkuDYyf97z5+xMWLxaMj3o0mSLfhsktw9WbR3wqv4WdauyZJNgCuI6Hhwn/6MGTvHG4yf/x6b/Nv3DlyyznCdcvn/CnX/q9FLf7cGPJjfVT4vsRNzZPKd7pE58pmtf7XBuOuffqNm/e26JjK4rGYhfnxYaBfCeQb2gWlwyzK4Z8S/KvbC5hdccf0FJCWyhmNz2dh21J48AI4+Il4j879VJK2yaQKy8alWjpIWm/odYRqqqaeCrpvIsnK5oOhG6DPYrJt2VFJMF3jvhMmJzllsGlCnO2JCwlp+b8UqfM6qX4vWD103oMuLgdVnTLDhjIXpGK8uWGoUnNRWict+LhR0E5kM6PeOaZXk9wsWJ61VIORYnuDaJZqb20THcjQmSI8kC5pqm6utWwBLKHS+yypl7vUG5mNKnBpUZ6NuZOdCvA2psN0VJSH7Mzx9ZXl9KqnEv1QFAisEMp6lEbcOAB71FlLVH/ThqYXaKJzgr0opCBxHuxKTdBkmxLJ6m/dbhgW3TZSBcTgFaoyKKsJPhWAzkc40lDtPAkY2Fuzunb848vf8qAFqrq4mNd/BlWg8wKK7wXfHr+DJ+ePw3Az89f4JenzwLwkx/7NNGHz3CZdOiYHPbWprgYQuL55Pd+nb/wfX8TPbcUm2DeN2H+TMUgKfjdvTs0eyXJqaIeeJQDIo+PAkfvjFjr5fI5hq8TlpZ3Xt+hE4sotS4sr//qDaoNx8Gsj96RF3Zdwzd/9RZqVKFM4HO//ALqP9u6GKpM/Sgrpe4pii25BJ73xSVngexQbMcAyc0ZIBERs8uGYIWZDq2Gx9TCkktli1ysZldN28em0f0eqpOB1rhUo68sUYWRYac0+Eg0hnap6O3L5bHzUFb8ukHY9NPJo/MrhEfxGCu8a6wCMB4D0VzWQnUXOofi9W+6UA2FjfGxIjptUD1piDaVlAmaSsKNlluSLVD3FNVa+/FiSDxUaxHpUUE8DTRdKxH3TYJdPipUlMLDBmU1xVYqX0umyU6aVhHv8ZFBeUhOS9JDyXlxHUu+nYjTaFzKCiizJAfSP6J8QOeNFDGef7NaS25L69xRdbtG8pIE7DupNEW3n7PYlOLF7KCgf6fG3D/Gt8OGshacIziHSmJZsQUoR1GbO6NIT5qL4Yi6IXRS6UiazPHjyT++Hjp/8qvV/L3CCu8FSx/z57a/wb1mzvvTe/R1wd9ZdPh3Nl/h6fQB//a9P4ApDLMtz/JwHZ8G7MTyp3Z+gT1j+H+8b5+33tmGccbHn3+Drx9e4s8d/gChlhVLctyWNMYGO9f03ndKWVv+lU/9EZQJ6EKTnGiOqk1Mrfjn3/91Dp/u8/mXniCNa8bHPWIF1YZn8IqhnmWSbbWA2RXDcjew8wXP7Iqh6Tuyb2lMFWhSjUsfJZrHc8/8ijA0dqkInxsKgwKkZ4F40uAj3bp+POXASJ9QkPetO5rh7Rp9OiPEEX53A3XvALyYJ7jdJWzVVCONnWiagccuYXDHk5zW5NvRxdCUjh2918Zy0fLnlkrR72FXL8XvBasT/zFQDYSG7DwMzK8oqoHCFIFip0EFSWREQ9nXmAIRqxWyBmkysVJrJ1RkPJVYah/L6klXnroXictnXlOPUoo1cRZdfP61mHqrQ9OLxVIcRA0ftDib8JBvxzSZoh7EF0Jel2iqnqZYN5Jw23iiaUm92cH3U+ykBKOwp9K2HNIYQqAeJiwuZxeBcTiPmeSEtsnaJxYfm5a5gXgqg4x9cIZfiDsJHwhNQwgBFcegFOlYLJB1Jt9btPDExwvMeI6aLcAafC+TryXPhW1ZsSsrrPD/N64lJ3y9KvjDr/4h1s2c46bPTx18P3/h9Alezq+QXZq36bCKehkRn2pcIs//nk75wa03oVaopeEbh5cInxnxN7/8EeJ+RTwTx6UKkB4Y7NMzBmnJ5O6Q/mhJktXYhZIupMzjDfy9117gv7n5D0nXCw5e2yLej/h9v/+XCdZTDaC7L+zw+GmYPlfjk4DNvRQZHhqKkaIcKOwS+m8H4qkknM8uGxEZJ9LkbHMIStGkBpt7XPzIEOASYbTL9fZS2dP0Hjiy22eEmTgj1f0jCIHFCzvML4nBwZ5E4CE9UfTfNKy96bBLybWKZxLz72JF534OhyeS5xVkhc63r9BXeNdYDS6PAVvIE8CWAf/0gsV1x3JXQSIrnnKkqHuWaOnRLtA5kmTa89p3b2FxqR0ywiPXj10EollNcrjALCp03kjq7SKI5sVD3TdtQJIh30loUo12gXIgItx4VmPymmguwrPZZUtxqUexk7SsRttanUW4TkSwGlV5VONR3ku0/iInJPGFDfm8RdWUHlVWwrgsRRQcUouZl+I8ivTF9+Rj80+yIz6gjBGqtXFSHRCE0k2PKzp3puhZLkJha2l21tDLkpAmqH5PPp561Hf0j33sFVZY4V3jXx7uc90Gnh4e8r4ooAnsZRM+kL7DvEnY6i/o3g90HihopAQ1dBxPR10APtS5g+40xGea3f6Mck2MCtVZil3KGt0uJOyteruHUoFkZ8l8khFHDTy54Hd835f5b3/rf4zrS9jkoVvgXu+x/nWFbhQ//eaHMDMjaeExLC9LmBs24HsOl+qLs9gnsh5KxuGisLAcSb7K/Jo4fJQHvJzbAOlJ8yg3yihc/Mgt6lK5ZCrHRejeubNIDfpMbgqT4jqBYAM+CaTHgcEdcSyBZHPNLhsxS2gkwE+1eV7nA4tSoM2jHrsV3hVWg8tjoByFdvjQ1LOY7IEh6ED3NckeKDbEamfzcEFZRnmrbC8DPgGUCMjO1fprb3qqYSv8yisJelu2A0HrsmkyjWrkJhHa0kXtJHQuWrb9GtMKVTXSGL3w9B42F/tbidWXvW3dt+ja461G13JwqMajGict1iCrmsiIC8pITgxx1KrrPa6XCOsTyQ4430lFOV85Ef7WNdT1I2GuVqhORihLyXN5bYKpAp3DCns4lc+XxoRhj9DviDC3KFHzJb6f/VMHFL02RN+69j/3r3yFFX5DYe4Lfm6xx3965bN0dMwPdF/nqydX+OmT72FgC3a7U3wsL+YEYTKivjTE/5mHH+J+PWJ3a0K56bh7tibJr5XGDiqKdVmPawcoSbo9nnf50N49kk6ND4p//X3/iL/3yx/hT776+8F6sqzi37r/22h6nngeyA4C1asDXN+h63aA8FCuBaJuxe6VU/J1jSnCRYx+vq2IFx5TtfpD00ZADD11N9B0Hq3bbe7QtafuKnFnzkWTU/ekH657PwiTXnmYziGyculSitBJpZ+ohvWvK1zXM3pJ0T1oKPua+WXD9Jpl/IShf89hlw6XKPLdBJV8W9K3bgeZtT6LH3zqO/Ao+O7FanB5DLhYXvxtDvbUoivo7kN6JL5/U8LkhsUuHaYAXQlVaCqZ6HUFyWkgO3WYHKZPtNH2syABcy2FGNII15VhyCViL44WDclY9CimkIHAJRpbSBM1RuH6KXXPUvd023/U3igiJbcTKyp3VUtho0tl1ROUkoTfxuHWuyjnCbF8H8nEyYDTiCOI87dFupNcN6buKOzS42MjqyTnRdCWJKg4RhkDxqCyDKxFn02pu1pWVFrLwNS0Q9SygMMTwnTe9qJ0/onfgxmtUT+1t7qtrLDCe8RbDfyt4w8x8Tn//tHzLEJMLy759Du3+JtvfZCv3r/M9PtyTAW0rcf1TGIU/sLuVzhruuy/s4EZ1vxzN79JtdnQuWNxpwnVMFwIW/NNqUZZ3OtTecOV9THFa0P++p2P4bqe03mHbK1gftjlH73yNMmpoVhXzG7KmkrnhsEd367XxQJdj1Me3l3HJXKOmTLQdOTcdZFYk7sPHPMXC5JJQDeKeCpfh81b5kWBy6RuxMWKYt20VmrJrSk2JBvGzmtUmsD2hqx4ALwXRqYD3YcNtGGkTUczv6ooNkTz2L/riSc1diwDXzlo2RZjWvZZw+YaJ9+/Q/Yw/848EL5LsRpcHgOmklhn5cTD7yPaIDVPPPf078hax8eadCIZCNJhBNWaqNabjkT5Nx2IxwoXa6K55K6oxkkartXMr6QXPUhNV0sDs0YOkzYdNzmriccNwSqKnUyKxYzEWnsj2TDeSB+QqQM+bosN1zPqXiQi4LKRfiKloGkws1IGmMRQrLdhcpGh2ezhRz35OSwrdOUweU3djy5C86KzXJ6gIE/SyD4ql6xqwnxBmM0Jy5z0zOGyCFXVMrSEgFq0T2KlhJ1JE+y4lBuPkbRhvTYkf/GqsEBHp9+BR8EKK3z3YuxT3p6s8+8dfIJvTPdwQTMtU8qHHdKo4c9+4O/yB9/3Reou6H4tzsmRPC/r4Pjq5Ar97TluFvGH1z9LZ3MpFmgnayXV9v6oAPOrHlUrXj/ZQhO48uF9bg1PwAaqyrLeW6I7DcnthGrNM78uZ2LQATZKTl7QzK8HmjTQdAOqVsSHlmog+VblSC6DykPdUdRd+Rr0UYzNA03fk+864onoESc3LIvdWL7Glo2Olp7JLUM8VcyfrmkyYXGk6qQrzHMnk/Oscay/tGT7c1OiaY0e1JTrqu07gmgGyVkgmTjMvMKczTBlEDnB+fBjNGFjjf1PbhHPPebh2XfssfDdiNXg8hjQlTxAdSOOIMkIkFC4c+FtPJEnrotkveFiqWMnSF+GbkQQpry8fzBCreomSDhdNwEvw0Z6JmIvgjQ5094YdBOI5p5yFNF0DNGsFeFmkkhrS+k3QrWfQ4HN5UYhh0ogmlbYRYPrCIWpqhqy9CL6HyMDVlCgnJf1TV4LI6Ql88CnFh9r+m9MiQ/n6FkuK6e6ejSwJImUSjonK59WoBZPGnTtCJFFFcK81JfXCd2MkBcXoU8A6uoe4bkn0BvrzH7gJunbZ9g39gn56raywgrvBZfNnKPTPrM6ZTud8wuTF9g/XiOYQNUYHjZDvnByXVbLjcYngWJf9C3vNDmzKsV7TXRm+GCS8KFL92kyKRqsR06CJHXLSl9e4vuO6X6f117f487+Br925zpbe2OyrGJaJPy7H/tZdAWdexoXB8p1ifTXD1Kanic5ESZFN2AXGruU4aTuAUHamHUjWph4FiiG4lrKNzT0aomj2JBSw96+IztpLspsTZuUW44C3X1Pei+id09YI7181CHkN4eoJEblJWZWopzDJ4YwjlFOLqdrbzhUgHxLUfc0ZiJGh3NbdPnUDsuPXIfRkKPvXWf7S0v6Lx1LiewK7xqrn9ZjwMeicQkKiq0guS6tICxaepKzhrrfFnk5KThEKVwsEdWmEOt0MEpWSTXUmcbmsmcNkaEaxpTbGcoFFjtWBqKmVb6fp+bOvbiQuuoibVY5ue24WJGvG+K5fD3xVALsdCPrJVOHlplpk3AVMrw4T0gkPyb02/WMOhcQO4n+LytCLRkvTT+i6Yi6XtVO2BLvpUla6Uc3jLoSZ5FzQpN2xC3UdAw+sfJ+WhM6CbpsWuGufK2qbjBHY4rrayxu9li8eJnuO3N4eERYLB59jhVWWOFd4f/08Lfyoet3eX2yxWnV4VP3n0AbR/rQ8see+gz/8PhZfnjrdVmrVBpvA6pRvFnP+TN3fjc3+icMOzl2Iefesolotms6DxW6W7O4pMgvtbqR44yoX7J+dQyxJ7qXEA5Sdnsz5oddFreH/Nf3v4e6jczXtbrQ//m9ArOUvCe0rOld2gZpVnJx7L/j6d4xIrzN5f2iVl9YDcE8TAgmkBxr+u/IWtnOa6JZLYaFRDG7oum/LSGgW19vSCbikHS9WM68ZSlmBOcJiyWqbmiGGSZvCLGXz1N67MKLjGDZMjYhQN2QTB3D2yVnTyWcPRNx8v07dA4d0f6ZnKd2dYa9F6wGl8dAdqiIliIY695D+imAYiRFgdG0JhnLimixY1qGRYKQkvEjp43oQYR5iXIJblMhUG1kLC7FVAPDclPEsVVPAu0k0VGcOwR5e5sHijUpJjwvNoxyT3bqaFJFsj8lmjeUA0OxJnvdqqdxSevQaVkRO8llaDEGVTbgPKrypKeuLSWTWH9V1SitCVmEagJ135CcVdK/pBR+rfdI4Gsf/RlCkByXphGVfhSTHuat0FhEb3iPqh3FXl9yX4whFCUYTfbNB/TemuFSjdk/uQijU/G3Cd5WWGGFfybOqozXTraIjONqdsZ0llHnEeWO47+5+xG+8eYVPnN6i/yKI9sQRrN7T/PPffZf40pnzN3FiH5c0t0P/MXTW7x6tE3SK1nuefwiohp5XNez3A0EFajziPGkC4WWtOzM88r+Dul6QYgCr71xifS5MdUg4HYqkhNF0w1kL2WECNZfdahGXYh0gxH2GGRNj4bZzUC5Jm8zu6ZJzqQEUULhFPmuF61gGQhGEyItGVh9RTVsL58hsNwwHHxM2GSzrETrlyY0wzagUyvUIic6nKHLhvjQkrQdifMrlt59TzwTFidElrDWp+4aXKzZeGnJ6LWafFPReWcq/WtKrSL/3yNWP63HgYeqp7BloFpTxGOwy1aYW3nqQUQ51MwvGeo+ZIcV3Ttzdj87JTv2uEwyYOJWtKUrGWzsoqHJZEBxsVQFnKfengvKzFIs0iAamqZjaDJ5srpEUQ00LtPUmSjuOw9KfC+l6Ro6hw3JTDozug8bqr6mXI8JVpHvtK3TaQJWExKLW+9etEFHCycitKnksoR+F1U1JA8libLJDMXNTcbfs0e1IXZnifavxN4cgqyNztmRsoQgQl5V+X9MmKtnuXyPWYoe9FGdDLc+wE+m6INT+q+NCYulPNmVgt3NX6df/Aor/MbArEr5octvcTDtU7fWRjWN0Lli/8EIlRv+yN5nCCbw4qV94okmWgQGv9jlqydX+OtP/k1eGD6gGir+8hd/M85pymlC9kCjezV+2EDscWlg9+YJOzsTbl06RjUKl3mwnm6npJjHqEYx2JlT5DHBQNorWVzx2LkiPQqsfUsSZ+uBv8i/KnbFqVNuhAtnphs09PY95UhRbEiEvykD0ZUF9Gt+5w9+kfk1RXosyd8uMbhI0Tlw/N7f9Snm35uz/0nP8A/e54Xvf4u6J5dAPVnKK2UAZY24gUKQlvrE0n8bshPP7ErE7IZUlugGljua6vKQk4+sU2eKumcw05Jo3rD7+aWs/AFCIL+1/uv9EPiuxmpweQyoEEgm7VpHc8G42NwTzUUkW/fl75OzQDWMqNdSzPGU3ltz4kmg2FC4zMr0r88r40VPMt+L0I0IzZpMxGdNBnYhQ1HdsehGxMEu0a3rSD6Gt60QtwrCvihFNUpwsabpaEzuhUIdGGF4XMBb+XuUQlU1wSge/uA6iysZPtKYymNKh/IS8x/SRFiXNt02OanwsSbflgRcXbaW6jj6x9ZF4Ty/wMugoqKIYitBna+EihI9L0Tv0gQY9AijASGOLsog/WQKdx+0vwiF7vdoRv+k42iFFVb4n8Yfuvw5fv7151jOE57KDjDWEXoN5uqSjzx5h5A5flf3mNHehDfPNi/yqaJ54OALu/zQF/8YL08uYdsSQe80yX4kpoTcsrd3CqVGN4rjsz4f2LzPyaIjcfodx9rWnPFhH7Ww+NQTW0dzmFGvO/KzDLtQLK83+EgudXVXoRopsY1mGlW3zkgv2pf+O574+PxcBNd3/Mt/9r9n/HzAfqmPeZDwcz/3MdZek361ehBjSkc6Fk3K33rrRczbKWZmuP+rV3jp127RdKDpJ/h+h2aQ4hMZWJQ1hGWOWhZUazGzG7Dc1nIhvCcZMLoOVH14+3fELHfla616mmaUoZqAPVsSUguRxW0OOPxQ9J19QHyXYTW4PAZcLOr0xZ6m7gfZtS5F36IqT3JUkJxJq2g8DSy3DdGkJMQRerakf/eR4CueBUwt7+ti3a6NQutEksTHZCzCX+3kkBB3Uat5iSXQTjdt3YCRlN4mE90LoXUqeYm3LtcsydRfKP59JMLbaN5caEqmT/UpR3Jg+EhuCk1qcL1EqgGqGspKdCnt+3TuTBm8OiOaO1zHSmt0mj5KunXuEUPSIrSx2eZsKdZqrXHDLkQWO8ll8Dm3R5+LheEf17Skyf9Mv+UVVviNi09NniHNKj757Lf4id63ICiU9VwaTfnym9eJDiN+Ie+z2xdGtVr30pIMDN+AxSzlyf4xqoHuMKeeJMQTRdOFDz3zNhvZEiJ57l/eHHNSdhmfdWFQo3LDfJGiYkdnb45KHSe3R4TYo3s1em5IzhTd25Z8R10wytFMEZ8pym1HPNZUfTA5lENF1VVkDxXzPYMpAq/8+H/Mrp2ga0U9CDRr0lg9vaEJkZwf3mrS4wpTBNb+eo/L/6jmyi864in03lFEM6h7Fl3WEtTZdrqFWs7vEFniswq7UK2jUlqg665ielMTLYBLBdE04FLoPZBwUF05mmEmqySlyPe6Fz/bFd4dVoPLY8DHIoSNJ4F6Sx7ELoYm1aJe30wJijbAKDB6ZYkeLy4i8lWQJ5yupITrfGipBoaqJ0r4cG6ZjsQVlEzanalWRHN/4fSRbqLzzy8lYS6R4aBJNIvLKdGsbi3YhmjhpazRiaMpaEW+FV08Esqra1Q9xeg1h53LWkn5QN0TrU7oZrKXjaOLAcLOSnxs0YU4lHwkFCrnqyHnQImNWRkjA4xzMOyLzgbEhaSkIyTYbxtwrBHFfVXLv3e7jzIVtJYgvHTV87HCCu8Fb8/X0Srwmfs3uWR79LoF+jBh/3RA+kZC0/f8/Pj93D7eoGwMJpek72Jd02RwbfeUaZNQ9xQhiG0xaKjWPD+4/iYdW9HfXKCuLTiadbk3W0Mfx9j9hGisiZOa4dqSptEwtZiFRucacy9FV7ICWjxZE0wg31LMrypcFsh3PUELq1Jse6phYHHVU2zKeVH3YHYDfucrv5t/7Vf/kBgi5go7NsRTYWZ8ZDh+X8T4yZima4VRrgJ1V8oSs6NANZACXZcqgtUkbx5ipwWhjWwgeNR8yeTJDsurDempJ5l57NKRnsgQU3eB/RTtZLgyy7bTzWomT3Vk1dSJMLmwPiu8e6wGl8eArsRSVw0Vg5dj0rEnWohjxywqWcmUMuCkpzVmXsoLsxeHjJ3VMmykRoRqRihQGUwkuEkFmd5VIw965QKmdMTjCoI0QDcdg3aBeOKwhQjWipHGRXJLMW3wnW486VGFXTp824AqriNFk8rnrLuWeqNLkxnimRSO+UgTzRwu1nTv59hxIU+2QUbopOI6iqSAMSSGeruHWVSEcwu0NZKGW1UiAj7/D8RhlMWSZbPeJcSRCNmMHBS07FKwGp9EMJ6ispT6mcuUV4YyzHhPmM2IT1d26BVWeC/4S0/8DUadnD/xzKf4Mw8/xPKr6ygP//xT3xSm1kGkHMVZSvj0iNE3JbvKVGIMOPzUHpW3cgnTHoKi7oFyionLeHuyzkZ3ib/bJYkkpmH92RNUA9VuI5qY2mKtR1eKaCHGg0/8pm/gup7ouSloMTToBjoHUj/Qv60h8tT9gCnavJZGHExNB+peYPjhY978yhXS11I6DzQ+kcudKQPxzKOLhnI9kEwCi92IcthqfEIg35KqlnoorLdyouvz4wmqaJlyH+TipBRnLwBRkEtj7glGql3OHVKDNxTlmjBRJhfm5uD7uhQjYVuC1cTjksGd5jvzQPguxWpweQy4FMqhlpyCpbh6zgcP14kJStY23X3JXgmRkTXReEaILPZoyt7P7UOQiOloKSuT9KzBpSI+kyeap3vg6D70RHMRk/lYnjA+khuQt5L6aKqAKeU/WwTS07bwcO5FSzMvsYuaZFyTnkpPUDyTVZA8+QPlevRt+S/6IvvFlNK1FCL53Krx1Js9+b6MQRcNOq/BBVRZC5vT1ggAYnOuahlW6kY0LoDaP6buKBZXUubPb3D24U18GoniPzHgPc0wox6lKGtpnrpC04vEXdW6lUJVo5bld+JhsMIK37W43wz4ga23iJTjQTFElwofBS4nZ5TrjpB4HhRDVOowlTC6UR5IxlJNEk3h/v/lKWY3PZu9BXZspITRw0nVY7c74+13tvAdz9m9IeN5Rl5FVBuOnctnvLi3T3HQpXhzQHwmVSZu1PDmdBOcYnm/R/f1mCaVi1w1UGRHXtY6XxEXYTRVsp7qe+xMteem4ujOiGimSU8lCddHErpZdxW6CtSjlO0veZpEzl6JqhB94HnX2rl7abGjCUks5433j1bfPkCasP1FERoffn/g7icNb/+4ac/1gI+lFmD+fImuAK2ZPNWj2AwsLwfySynBaFw3ks+7wrvGimN/DNS9gD/lQmTb2w/YHKJZgy4a0pMGHz2qMwdwax1UP0UvK9Q8By0dGaYt/LJLR9NGUOtKtC1114ideerwbZBcUJpgRN9Sd2SlZOrzcDnaHISAj+VJGgw0qUH1RV3Qq3sAAQAASURBVAviEkNysMTmMdUgkv4jF1huW9ITR93RmFkgRC1Nqi2m8CjnwShCbJk+1Ud56DiPzhvUbImeN0R5Jam/tZdVUV5cfP/KaKkA+HadSl2Rnrq2E0UR5Z66H6ErQ3yyvNC3BKsIgx4hlswZXXuIHv1wQ7wStq2wwnvBZTvlifSQ//Lu91E0ls6hFJj+0tEzpAeG/GrgaueMb/Qv4W0KWkLUzpvc0zOJYujsG/z7JHQTD003cG+5RmwauqOcflZwdDogBEVZWszCMJ5nKBUI1sNeRR1SdAkUmqNZlxB5sn0rq3ALTUdi+5tUEc9F9Nq/TRvoCdFYYwrF/KmawTcjvDGkR7Jq7754wvyb63gbKLZgWln6dx3jp4wYJ9B0DhtZ1YRA1K6oo6khWgZ699qLllaPzAa6PcOCuDbtYYbrenzXMfhWRNAwfF21lQSB+H5MNIdyPWF2XVPtVujE4U1MNYwwhZN1/grvGivG5TEweEsm8nIkT1iXtCmOfQtWM7kZEy2FpTBL0WaY0znmdC4OGCvMhc0dTUeRPcwJStZBdimFiclEgu1MFSgHRm4TdUA7YUnOrXTKQzx1REvZ8wbdDhyKVp8iL/zKB1xq0LXHnM2I9ifiKDLihornnmjZELSwSU0m1Oe580jV0iDtMmFlqp4Wbcl5TYDW8n1VtTA1Vj0qV2wPA2W+TbsSPFhL581TsYLngeS4IjlaUg+ktFEtC4qtmCbTNBs97KQkvTuR948ezdxhpXFZYYX3hC8VV3lQr2G050cuvUa+JQLYV+/vECK4fOOY3EXEtkE5MRl0DkpGry6o1gLRQs6G0L6CpEeKEEE81bx5usEXXnqCxUmHk3GP/9X7P8O/+r5fwXtNiAJVEfFTz/8XZBs53slZVu3V9N625PMEonZNbMS1mZyJc8glYowwpWj+hm85iq1AeqxoegHbq6Ue5ckl8xuB2VMNk7dG2Lms4nUtXW3lUONi6VHKd6R8Vlf+gk2uBoamJzoVW7TMsf4fBcR5CZYrNmO69xXpA8P6lyzxNBBPA7MbsloT5lyMEtXASODoxHLr0rHoG+cyNBWbqyyq94LV4PIYiOeefFu1+hQ4ecEQT+RFv+lGuFRSa8fPQtOPZb0DEAJmXkpfT1esxsGIuh2g7hs6BzW9eyXxpCE7aoQ9MYjGpfAX4leXyioHJb1DTaaJ22HnPOa/7mqatK1430hQAeyiJszm0ngaID1tqHtCbxbrMS4RfUx66jCVbw8Kj3JiR276EXVXKNZqaCm2JAE3tFqXc+jKS25L26qKtfJkhwtRr0oSUIr0ICc5LbHzSrJiKqGciSzJmay3dC2iON9NpK8JLlxK5nj6P/vvfIUVfiPhz37+d/K/Hn2ZX3z+7/Dnd77Of/ST/ynBwMZoTrFXs54tWTQJl/qz1n3YNtR3IlQDsysSZqkcHM+7NB2wC0W54aheGhKdGaITi9/P+KWjp3ljuUOWVfjEow9jfuIrf5xBpyAsLSESPUjVD5iDBDM1uEyGorr3qLg235ZeuGjhGX3lhO47S/ylQpLHNxvUnYzlnuePv//T7Lx4gJ0YOve0fIxc0b0nMRbBKHwsLLlqIN+S7CuAcj0imjuqdSd9RVoRsljyW+oGmlaLYrR0rR2WzD4mZZTluoiI51cV6bFqtYqBeEx7Nivm1+TG+WAywNQBOysxhbtg3ld4d1gNLo+BoBUuRexuCrLDgJ1V2KVnsReja9Ga6FqGBjvOIYkpb24SkkgcNSEQn+ToilaQqigHWroz5hUu0xLPr8TeXHcl6VbVjvS4lkbToayayuGj7JZoIU/483wYFaDuyACjq9Z6XNUSAKeg2LC4SBik0FqpO8cOU4ooVzeBum8lTbfxqEYOEpQiXxcXldvoyYposgCj0Y0Ie0liSco9b0SNI0m59ed0kUIVJeZkhj2cohYF5nRKelRQbmf4YReXGIKWREtV1ML4xCLMVS3T49d637HHwgorfDciLC0jI/lHf/H0Fn/+9m/HlHBr7YSPPf8W33jzCrmL+MTGG7gU0jNHOYo4fTbBLhXJJNB05M/f/8SXaTLpQHvi+X1MqYimiv4LJ/itijfe3uFnv/QBfvLpz/DjH/sK0Uwzm2ZMFhl6qUmONd21nOZGQTRVJMeauu/RNdhc2OKmA8WeDA2mCnA8xkxyOt/ImF8JREdWtCyp52f338/9/XXsQkSxCug8OM+AaYS5ycSZVA+k5bnqyfkWTxpxFu0Li1v3RceH1vhhB7U2kEtYyyabRUn/1zKJxJgJw52MJfJ/dlPO1WguIaKza5poroiuLPBeSfq5B102lGuryP/3gtXg8phQtURO60oepOVmii0cxZomnge0A7sAF4srphmkRCdLVO0I/S7UUmwYzcQthBdRbbVmUbUjmjrqvpHSRfPIal2vJfhYYrOjpUzx8SxgS7E3R3lo4/mR2gElNxQVoB5YQiJNzcFJ5bpuIB0LuxK0Ip7Jn3Za4lLJOVBNEMbFeey8onPQtPUEUuWuXJCujXMBrlLo2kuEPwgzcsG2aJQx0vmR54SiJMzmkglzOiYUJXqao1yg2O2ivKyp9LKSIcjIxwZkEOpkzG/1vzMPghVW+C6F6soQ8KcefJh/Y/QGZ8uMcj3wtf3LNF5jTiK+dbzDB7J3aDKkLmSocZloTpSDwZ2a2TV4abZHdqgotjyny4xyw9O7Hzh7Z8TNvWPSQcnmlTE/8+BFfu3wOk03wCSiOMnaVTYoFYhupxCgXA+P+oo05DsK1UB215Jvqou+NTWdSz9Roag3GqK55voThxdff3IG5RMF8VjhEzkvQYpw00NNNRL79rmZIhhZ3aCkT043cknViwKcQy9K/LALw76cZ8GjiprdT0+49OkJO5+bcPXnZ+x8fkaxCc1mzfGHFLObUK1JyWLvLljryc8yybwaxAStKNbU/+TvaoV/EqvB5THgYkX3QWjFV7TJtlqEr1NPMnYoJ/tNFQArQ0eIDK4ru8yQSNR+duYvGAhdB9LDkpAYtPMkZzVBK7JjR5R7yUdp26ZVkK8jmLbKvaMoB8LC6CrQdDQ+lpWOCuFCLS+3B4VSimoYYZe+vW2EC2V7NBWXkF046n6ET851KQHXjcQCWXrimWTCFNspqm4IXVkbReOCchRfBD0pa4XhORfnGvOo9bnNeAmNu9gjq7phuRsRjCLZnxMdzgj3HqIWOeUoohoY6ksjmqeuEC5t0ntr9uv1q19hhd8QCI3mdj3nJ0Zf5P929iTzZUI9cqz3F1zpjLE5LPKYnz7+GMkZjJ/R5DuKzoEnnoiWrli3KK/42v5ldC1tzpNX14nPNMtt0X08/MUrZEnFye0Rt+9vcmt4gut6zFKzd+OY5FSTX61RKtB0A9XIE6JANNGirRnLBdBUUG5Kt9v8kkXFEVjL/MmG9BjSBxHeBN55fYf7dzfIDhSDdxrs/QQfiT4mKFl7z254qrWAKSDoQLHlWVySC1jdj0hOSynCHQgLHuKIsD6E04lcPFP53OfnmK4azMkMPSvQlQw46TFE3QpdSSxGsRHY+tRDTAlFEaEqWXPf+a0p1SghO/H/zN/ZCo+wGlweA8FA1Vc0HWl27t+VHWXdk5LFqm8wdSA78th5jV5W6FIcR3pZ02wPmD81lLVL4fFpJMJZByHSEuZWOlwkKx4fKZpEqMX4rEI1XizUheQqaCe9RsHKgWIKRzx1mNIz37Mism0C1cDgMwtJgup2KIeGYiRfqykdphBNS3K0RC0L4pMCbxXJWY0qG8miQdwFygvjlJ26ttHaSs+RVnJzWTQXvUacr4rOrYTBi0W6bkTvUxQy2HgnQ84yJz1xRItGUnoPjyWFN02ou+JAsscz7Hgp+qFm9aRfYYX3gmxQcMVmXLdLfvbh+/ixJ15ltDfh2bVDvjXZxcfwiRtv8dZsg3INsoeB5FSYlu4DT76lOHm/IuhAdb9LORIBqm4kKM5lyGXNwOJr64TY888//zIHeR+caFbO5h3yPUd3c8lOf469ukBXiuRIE8+Eecl3Aotrjt59j2qUDAIRhLU+bnMItEFvHlwnkBwaepsLevseU3gGb0jJYjASTieBcwqXBkk3n2l8LMm2dd9SdzXBaLJjj/LCRofI0Iw6+Ctb+CzCdRPRvPgg+VLzJWEyg4dH6JMpvhOz+fWcprQop4jHiif/yzMOf/Mu3sKLV+6TPjSkDxdc+qywyJ3D6jv5cPiuw2pweQxEy0Boq8tNGUjGDS6V4cIlkmBbdUWvcvp8ho8tyytdVF6ilyXVMOLoQxqzrJjcjCg2Y+qe9AX5SOMyS7GZStbK1KO81AKYQkoJg5XbiC0kJ8bFYBeBtdcreg8bglE0nbY+YN7Sqk3AFp5iK4GNNepbu0KJVgG7kFWVqdp8laIG59GLQv7Og+8khDSW0LtaRMLxuJIAuY6+SAWmcehZgUvMIztzCBdNztTSDK3iqM13aVdAIcjaqBALdeeNE+K3jwkPDuXtjabZkYOqc1DD8ZkwWJ1I1lgrrLDCu8a19TMiZfhH+XWs8rw+3SIvY+4vh7zx+iVcGvjlz76Pj2+9xRM/clvY3ljRu1cS5YHFdcdv+uRX6TxQmN0lPpEBwaWidal7MiyYNhiToPj515/j9r0t1Kii3HQUy5i9J4+4NJzyxts7lJMUU0ng3PSphuZJCZbsXJ6z2NXEY8XyZs34Oc/smTVe/8N9orWCuh9a44E0Ss+Pu5iyrUlp5HOXm67VE4J5Yk5yKpfCarMhmsjLYNBQ9TXKeaq+YnZLLmVuELelipp6kKAbcUSqYR8VRYRlIZcxYwh5jp7m2FnJ2ucS4ilc++8eXrDPpy8GelHJ5tcb9NFYWO2eQdWry9d7wWpweQzYpZe4/y7UfWEYvBFLdDINVEP5O4Jkq9QjGULCdAbHpyjfPrEj6dU4T8wNRiL9deVQIUjOS+EoRoZo5kSkqmjTdduI644MSMFA0xUhqwqy7jm3RFdrFh+1IU+Jphl1qAaR9Gs4Sfz1qcGlWsRpWhH6HVTjsIsGlxlCpGUQCbL3rdYiXMcSLRzeIOVhdUPodXDr3Ue5BO3QAYiuxTlC0xCKNjSuTaA8F9pe2KXPJvjj00dvYwyHH+0RLQPZtx7AxhqnHxxRjiLUbPnr+etfYYXverzxYJv//cGL7NdrHM57vHM64kdvvMa98Rq9nTnrT55iLi15abLH4aLH/Ian6kN0OKN7d4mqFT+59SuoELBWCmd9HDBLdRGi6dLA8oro60y/xp0kXNs7gZOEretnqNOYhydD5lUMpWZrb0w0A5dBfGLwRyk+gqoyLHcDrhN45sl9opnm5DkD2yWuNiinWnGskkbpu+IMml2OiBceU8LOE8dtdIWmOJGVtk+gcycimovduljTRMtANYyZPB1Ijo3E8ddyeVRVg8kl1yX0O7JC6nUesS9GS7VJLb1vu79wwOWfP4XI4jNLMgnsPnvIr/2DF+i9fER1a4fTZxOqnsIer8qK3gtWg8tjoOqLjdmlrRtHK+K5I1r4C0eP8iKYTaYOUzRE0+aityc5KfCpZ3qzI4LcfhskV3nyDUPTi9ClUJ0gu1nthBFRTaDJhE3xkWhcTAnxvE189PL3pmwTIdsSRVP5NugNqjXRrbi4Td+NNHXPXriIqFvLX91gz5bYWY2ZFaAUdVdflDM2HU0xsigPk5sp9Xaf5RMjXGol+r+uZQj6tuA53e896i/yHmUMKrKPMl+cfN249t+MRg16VLd26D6U9VdY5kw/sE3dhXj6bRbFFVZY4V3BzS1fn1zmE53X6CYVv+OJl9hNJizv9pk/6FE1hu21OQ8XfYz2+M2K5Czg+yk0nrVXFT918gNMb0GWVGI53iyp1xxb7zvEWxlcdKmohx5XGuIzzcmig089t9ZOsJeWjIYLHu6P0IXm9JUNqmEgmoJ6Zk48Ubiuo57HNOsN3sKrty9Rr8kaJ34jIziNj4IUKXbELRRPaUtpIZrLmXypOyU7kYsXKuDiQLEuhobzWAu0JOU+/L6Y7l1N50Cyr1xqL5LAfWI4/uDg4pwKnUTck5GVDCsjFzyftb10Xt5u8mSHow8r9u9ukB4pVFHx8Psy6gFkJw6Vr9K/3wtWyV2PgaovL/rJGRLv3NXtsCL/FpT8KRZjRXIig4dKE+hkEAKjbxiaVNZOxQC6D6XF2ZYyeMQLjymaNutFlOcgHw/aygGjiOcSXe0tEGS1JCp5jUvl45lSqgG8VS11CtHU0aQi5K0GhuyoosmMlBymCXpZiAV5kaOzCFXWYuUGinVz4VpKlw3TqxHJTGzT8VhWQq4TYRGWRQS4StZDxqCUwgdJ3gwhoIxF+fZ/J7GwMc5JBkwcU13bJN+Jqbqa/hszCJ5k3GBzjS6FwVlhhRXePbaujNmfDvhCfotpkfDfffp7CF0HiefqzSNmRcLhuMfVzTE3eqdMPrODj6FaT1luWenwUYGwW3B63Ietmr31KfvzDYoqIlooTK4otj3xqabsNpTbjmqSoZyiaCKqk5TZq13UyMN2SfR6RnG9Ij2Kae708OseOzM0o0D2TkQ18lBp7EzjY4jPwCUx9cixtjdl8a0R9bowxMlZRDKToWX7yzVf23iCq87hUwVeofx5lxvU/QAqYEpNsNDdF+FuuaawS0c0LVGlI2QR46cSiZ/oJeh7R+iuWMpRCjJxUbrNIbpoaLYHF+z02fPQ7FZkbyZsfTWHpkFXwkz5SP1jgZor/LOxYlweA8WGurAp132Y3JIXfF35i7Zm5cHUgXKgqUYxTWpYPreL72aY0znJOFD3ZaDJToSh8bHCLj3KBVyimTzZZXFFLIO68pjcyQ2gDZjTjQxLTaraJ4AE1bnMyL9XUioWzZuLgcfFsqv2kZLE3XlzUaToUk01iKh2ukKHdlJCr4Oe5lDV+F4KSizTugmSyNsEklloQ+pau2HHovMGhn1hTOJIWJWqJizzR3kuIO6ic6u0c4SyIlSVMDDOEdb6FJsxxUgTzz3q7kNUljG9FmMKL/vmc7ZmhRVWeFd4/8YDrPH8b0Z3+E9e/Ot8+ENvYo8iVOroxSUf3rmHqw0H0z7vLEbk1yuKzcA7n4xoUkV26vmZb76fKGlQ0wg9sZzOuqhaM391RN0Vga7rOT76W77Fx595E5U1hFLz7PN3ebjoo5yi3HYkR4b49QxdgzmzkrOyWTG6fkY0VRAJ8zx46qw916C41Ejm1L4MIf/ik5+T0sXUEXRgeUlY5ybTNB3N6GU594qRxk6kWsUl0PQC/dsK1/O4RBxM6Zm/EBYXG20nWmpxqaVz6Bi93hCMho01qTUJATXoE7bWwRh0JcYEVTt07Zhes0RPTQm5ITsMxG8fQZZeJKSf51St8O6xGlweBwqWu+pCq9J0RPzadA3JNBDP25C2i2RbSWacXrccfnzE9IM7F66c83WNbhubdeXlv0bs1mVfwuWajqHciMg3DHVHtDCmDNSZoum0Ghsn2heXKKqBvegzajrCkKTHUoAodmlDPKnlSRfE2qgrGaDMshG9SQiShmuNtEC38pO6o7FFaIOhDC6Wz+sjjU8Mpo3JDmmE6nZlNZQk4hiyVvbASfxIz+KcdIGcl5jp9mGZJJSXBjK0zALDLz8k5AWhqrClDE5uFfe/wgrvGZmpiYyjDo6PpxqtAq7vCY3ilZev8uk7t/CNZnGWMa9idOpwMfzU7/nLzH5swfgJw7/54X/IBy/f54e/92XMpSXV/S5PPLtP0AFTQXGl4ic++iV+6sYvczkb0x0UrO9NmFcJx+Mem7dOwQSKPWFjvIVoImt4ZQLjSRflEXHtuufsYICdGnwsmS4ukTMQBz9998MUuw3qNCZYcQz51mV5nq1lck+xoXBdTzBtTYERo4UqteTGGKgzzeKSYnkpUK5pTl/oU2xlFJsxybgWZn2U0KxlhLW+rI1AWGrvoXGESFjkcj1h+oTHe033jmXn06diSGhcG2MhF8/V4PLesBpcHgNNNxBsIN8ONOsN8ZSLGPqqK4MGtBRg4EJ7omuIFoH5JRk+dCUZLMlZTTypyY5rfKRZ7MVUQ4vNA3GbhNt0NLoU67MMPZLrEi0DnUPpGjJVwCci1nWJwsUaW8itQ7WrGVsKs2MKTzWM8InBpS2DU3vJcGk8br2HX+tSbXQuRLNNP25FxFD1NHXXSAdSpC46SwgQnS7l89WO0ElRnQ6q24GNNdwTl3BPXMJf30Vvrj9K1m1XRfgg2hdrYX148XMYfnNMODmTt60b4pmn7hnMsn7E3qywwgrvCn/58uf5A1e/xJ87fhEAqzzdvRk3rh+BU/B6FzWN2NyZ8r3bd/jAtXvYQvHzs/fzp178Bf7gH/5FimD58c2v8deufYrwTpf0UPPGO9u4vuNP/cTfxmSOX7r/FL/vrR/lP9j5Ks5piiqSFZNXfGL3TaJeBSqgC+kgiuaQ73qYRqiHCeWmh1pJtsuJxcdSgVKNZFiYXwVdKY4nPbrbC4IJZPuW7MRz9rTl7GlDua6whVwGfQTRdi45LcNA722NjyB7qKn74sKsBhJ+lx0o0jPP+FlY7ljydc3Rixn3f5Pm/m+OePh9Xcq9ASEX91MwmlDXqKrGdxLqYcLRByNufeA+7s0ee/9ogTqdyJnXSVleCuTbimqgcBurEM33gtV19TFg54poLrkA9ZoiPRHhbNW3EjiH9Bl5ozB1oMkUyaRN2nUyvPgInBVxry4dJq9xaUY8qZhdtbjEEC0kTbe78Cw3DTYXdiZpRIgLwsrUHREH47lohTa5b+3UDUHJYFINbTtkiHMpmjVUw4ho5lpXgCZUHpW3jiCjqPsZyX0nT0oFLlJkJ82Fk8nHingRLoal5MyjzqaiZwGaSyO8lXAnnz6KtW7WE9jp0JlMZYXUNG2irhNRbhJT7vTl9hVA7R/J0AKo4YBo1qBCEKZmhRVWeM/4i7/6Y9y4eQhbL/PWZIPFNOWZzUPuGNF7mFIx30sY2hwYUew2/DevfYSd4YyisczyhH/j+V/ir0z2AMm0UjoQP5Tn/m97+pv85uG3+NP/8A9w87WbXN47ZVHGLOuIJK35wvF16kmCahR2rknOAk1XEeKAGlZEr2f45+fo212avRJfxvh+Q3QQYQrNck9C7+qrFe4spUpEo9N0NaaQM7JzEDj5qGP4plQHRHPI73TxRsobyxHYQqIt0lNJ1TVlYHDH4VJFnWnsUzNO4x66VjS7JcntRLJfPj6h/LGc5E9uyhlbVjAaQt2gy5rJzQHugzM00pUU7Z8SvKy2690+zcDRbHuKq4qdz63OsfeCFePyGKgHYiEuN3xrDxYNSjCiMzmPii7XZG2TnomdrnNQU6wpTl+AfOs8TEmha4frRFQDi08M698qWHu9JDusiSdNW+fuqXoiyHXflqBrc0965tGlp+7Jr1M3QVqgC0c1tOJ0yht0GUjPHMlpLe4cK3tf5QN26fBWYec1aHDDlGaQyv61rXQ3pSc7bYgWDdGsFmdRqolmDlt4orkTMfFaXzJa4giXWupBRDWKqbuWJhWW5jxrpvrgE+jR2kXxIs4Rqgq/s45LpRW787AilJL3AuCH0hStao+3beruCius8K7xpbLCTCw/tP0GAB/feYtLO2NmlcTu171AfqlhZzjj493XeHu8DkD9do+/9sxPsdeb4JzmuO7zCyfPkZwoylEg5JZoDv/P/+h38Ys/8xH+7S/+BNGZQemAbm91jdNUd3qcLlphaxBnpPKQ7wTSfYMvjSTpnqY0WaDTK/FJ4Nb1Q+qNhuJaRb1Z0zy/4NreCZ07FpM4VKFZfzlQDTSLm47ZDYiPDPFMzohiO+CtnN3pSaDcccyfrfAJFOuKaBHItxSHH7UUQ83ismLUW/LHf+wXWX/xiOiesM4uBvOZIYlteOXf6lGPMjEeFBUUJdQNye894MeffInXbu/SvxMeafmUYrGbgAns7I7B+tXK+z1iNbg8BkQsC9G0LRmMJXWxSaWiPd8QhiEZS8uxXbZrjbwh31IEG6SQq30c+1g0KKJz0dQDi3IBmzviowW2CK0jSFTwpgoERVuZHqSZ2mpJwG0bpHUja6O6owlW41KLyyQXJhiFbjy6dETThiYzFOsWm3v02Ry0xiwqmq4lmjUEYwiRoVyPaFJN1Y/QZYPJPaYMpEc59XmGTOMJSUSILMQRPtaY0mOXjuS0lH6jzNK0bawuNTSXN2Q15L2si4yhXs8ISn6W0emjnBalFPVmR2oUApJ5Y1YP4xVWeC/YMuL+e3W+A8CPDL/J4emAK90x1545IH16ArFnuzPjs4unGN8ekW0uiSeKm1GPZRPTSSt+S/8l/uub/4D8kghazczQdOHso6IF6f1qh86+In094d7B6OLzR1NN9eqAaGwIkaTyLvYU3gaiJXRfj8U23G2wO0turJ8SEs9bb2/T2VzyRz72WVQs2pErvTH5JYcbx6hGLnmLXc36VzThiSXKSyWLN4q9Dz8gRIF4qomWHpywRHYO1UjO1XLDUz+9xCWK5Z7jfesP+Btvf4jpZ7aJJ4rOgwA6UA0Dd794GeYRhx9ph7C2vqXZHvB7rnyVv/XKB9BTy/pLM4lt8HK+FSNFfGw52F+D0mCKlTPyvWB14j8GVKMwtQwO8am5WJtES6E6i20oB5rltka7QNOVH3M9iEhPAtlDTXrqiRaB7kMngthFSTRvaDqGfMO2FQE1Po0uWB0XK2whmpdoKQxMNTC4RF/oac7dPj6WJN6goMk0dd9gcnH+2KKtE+hYGWS0rLQAGRrWUoIVkZxPNG6QUOx0JATPKBH4jhckpyXdd+boaU7/9kKC+JJHEfy+I9oTlwhTZI/ndF49JHvjGJt77MJfiIMxGr2xjl4borc2CFrRdDXZiUcdnF6k66o4pukaYVpivVoVrbDCY+Ca7REuFWzGC/7i6S1u2VNcrfne4Vv84PabbPfn7F055d+78nfxiBHh6miMbuD3vfWjXO5MmL2yzp9+7ffxR9/5TZIVVUiQW7nloFFkh4/6z9CgTmKKKiIEOauimcIlAaynXFeSvLvW0LTdrIsbDmYRzUnGy69cJRqU6KmleKfPl86u8eqP/lVs1DCICv7FH/4UelDLxSjVmFJW16hA50Gg6mnOnk148IVLAHTvBZKJY+ezit3/IaJz7OneU+TbClMp7OsdlnuB0c0z/sHnXyT//CbpSWDtTcfwds31v1fTdAODN6D3pqHYCkxe3ODkN1/j4Mdv8fofjvkTa6/gzhKGryvM0aRdE3lUHAuTvK+4fu0Y1WlWjMt7xGpweQz4KOCidkVUi0D26EUrCYiLwPANeeEu12XYmF02LLc0PtYM3mnQtexSbeGJFm3Us4dyFEkYkpUclHqYUm6m7RPw0eevO5IbY8tAtHA0HU2TafI2X6UcRQQtw4v0GXkZFAqHywzlWgRa0fQMdT8SdX4RxEUUWaJxa/FzEE1qdN6QHObUfUM8acjuz1CLHG815nQO1qDnBfGsxqWacq9HfmudahgTnxbE44pkf4qaLSSkKS/pfeU+3VcOaTqGahgTdrfIn7tE/fRl3OZA1le5p85Ue1Npf06XtommDa7T2hSNfrRmWmGFFd4V/ug7n2A4ECbzi5Pr/Cuv/iH+q0/8Vc6aLuO6Q9FYfvveyyyC5ZcePs3WM8e89toeuoYvffEpdpIplz7wkMPP7/L5X3yB0BPGIFgIieO3f/jrzG7KSnx+TaIjfNcRAowfDNANFM/lDG6NUbnBfXAmK/jEiVj2B4/BQbK9JCQOnWvW+jm6Uqw/dcrxssvveeO38+zOIWt2yR8d/RrhJEHVimIkh6WuA+ZbPaKWsN386hIXwwc/8BbxXFjsuifGgjpTrL0p2j5Vw/b3PeBHf+tXyMuY7jtiYx683UhvW4C6b7j69xvW3igpNgO6UTz8nRW3/tVXefpfeoWf/IFf4Sde+90kBwaXKEIcCdviPMvnd0nHgcnTnvvHa7/uv/vfCFgNLo8BU8gTo+kEklMR3fpIBKqmEpGabpB1kBPdC4ieJVo02FyeyLpus2AGMSERp1GTCdNRDS3LXdGVJGeNaFOmwrJoJ+3PygfKYfuiHUQEHLSspkzhqHuaaOGlA8koXGJwsRY2I9NinU61sDmJIp5UYBQ+tbiO7HLttEB5jy4qbC7x3Xj5fNHdY7HxtSmS8TunxGeVDE2RaGP0oiS6eyLJkFq3WS2lDEmzOdFC0nDdMAWtmN5IKTczFrsxeFmLXbRGW8vy1kjYqLZXqelaQif9dX4ErLDCdzdePtnl+c0DDsse4yqjcoa/O/0gf+PtD/Gw6OOD4rf0X+J/+60/yN39dcbzjHQzx9vWgRMMv+3SN/G2DXCrxc3YbMqL/w8NX6G5VFHsOuJxe+tqFOU8QTnF8npNp1cyfjDAbuXsrs2ILy0I45hoDs4rQuLFJayBrZK6kbXSFz78N/jE7pu89PXrzOqEa8kJ12wP5URwq9taNJcKA6Rr6XpzHUt0Y843Pvck5UC+pu5DSdMt1xT5umX9FUfngeLum1v8wi9+CPvZAevfahi9XuJj1cY/SFdcObKoEOjdlXPe3Ev5+OgN7s3XWLqYq90x5ZajGj76uatOxuFHYpbbmmdffIdbO8dsb06pRitn5HvBanB5DJiKtvRQejkATKloMkmwDVoKEOOJZLqkJ+IiahJF3bUM36rxpm2RLiTGv9jpiAB3oCiHbRx/A0FJCJJqnUSmEuq1zqTUUYTAsg6SMkaPKd1FUq4pWydOy9jW7dpKVwG78JjKP8qEGcT4RJgMH2tc0j48QiAkEVVfdCyun0jfUGsDVHWD78QEo7EnC+JxKd0eTUDNc3m7EOR9nEdFkWS4hICd15TrEXU/ws5r2Tsjq7C6J4wRvv0e4hgVwHVlEtR5gzerVdEKK7xX7PWmVN7wXP8hzmumy5Rpk1I1Fh8UizLm333rdzPLE/RZhLvdI4qELXYp/M1f+xhvLrcIWgYZOzGS81RqqDW/p3vGaGMGWvrait2Gzl2LHlueeHafZFTQS0tIHN9z7R1qrxl0C+xc1jyzeYbt19SVxaYNT+0dkn9thN7L+fjXf4JvjMXJ9NabO/yJtfsAxBOpI6l7Ch+L9tCljypQipHlA3v3aQauLYD0xNOaYKBzKGdv0LD+SsngNYu3gXgcSM5kElIeqp5ps7CELa97lmQcaDricPoPf/Z38K/d+GUelEN++c2niKaaaE7bX+QJwx7JWaAcwSt3LjFMck4n3YuL2ArvDqvB5TEQzSXS//ynp87XKnMJMzofGnyEMCUzj81ltZNvWKqBoe6fJ96KZiV9sAQF8TRgc3ElLXY01ZrFFoFyZIWlaaDuqou0XJt7tIN45hncbUQ4W3lM7dF1uHDxRLOaoCAZN8STRrqM4EL0G49L4tNCWkp9QDkR+uJBNR68v8iEafoS3Y+WgsSQxqiikVj/+RJ7MKHz6jHp2yfQNCK8bRxKt5qUtlgRpXCZpRwYCYuKNNlx1R40AZsHsgfLi+4klcR427qgZiWuE7WJvasn/QorvBdY7fhzV/8O//7Wy/xzuy/R1Ibfv/55hlnB947epmkMbx1sspxkhDjQrDX005JyFGjSgKoVkzpF3VgA8qKejOHyzWOyrSUv1xVPrR/zxz7xyxRbAVVqqlHAZ55LnQkv7u3z7OiQKKv57Js3qRrL06Mj4rFc/uKXOniv8Lll0F9ytOjiLWyszTk4HXD3bA3VKP6/P/aXAaiDk5ysaQANTSruz/M0cUkZD3z57hXs2JBvtxceLwx5vqXxFrQL2HnF6LWavU95+vdqmq5cHO3SkUwcKCm0bVKJljj+gKLpBOpewCee//zeDxLrBnciVm/VIMy00rhBSr6jqLuB5HbCSdGl38uphiuNy3vBanB5DHgjgXJ4sHN58a+HgcVledIp32a3TCUNVzlQDcwuG5qOlH9Vw0C5LusbH2vQ4I2E10WLtqRxGTBFuIjn91Zhc0/3oSOen4fRhYuofbtsswf6Ecvt+KJBWpetALeSYSbfimi6htk1y3xPdrAuswSr8amVQUDJkxijZOgoG3Tdfl2zGtV2D/luhk8iQtRaAZ2Tt19ITQBaQxRJ+m4rrg39zkVSpEs1ydRJAWRiCEpdDHRVX+MjI8OO1oRl3tq2NfUoxS6Elnbrve/MA2GFFb5L8Ud2P8NfOvxRfjE3/PTdD1NPEn5u+gGyqOZvvP0hyrs9mnmEPYowC41eGkZpTj3yNKMGvOJw2ecPPvclfCS6v2oA0yKhqiz/5/3fxptnm7yy2KG5JIxFs1ETnxo+9dVneflgFxcUUeTo9Qsap7mUTlAO6oEwJd1eQXxgudSfMV+mxM9OmRcJbh7xkb27vPDht/lgkgCwDBWmgLOP1cyedLK2zxX1mqPuKnTpiZYe97BDNFdEM2GqVeNFh3jDU/egSeRypTzYhSOa1cIc+4BuPNFEvpc6E1bcW0Wz5giZk7wprzhZdPjc/g3sTBNsIDtpa020whzPKNcd2aHCLuHhP7zC77vxFRa7q5fi94LVT+sxENrhuHyiwLRR/clx2wWUKrQ7j44+Z17aLqG4zW2pAqNvQTwWjUs1MDSDRNiEIBSniGthccngIkUxMhQjaYU2ZSBaeLJD0ZNUfY0pPD7SlH0tlmSjLtZDKHCZkeLFTF/cPuJp+9/M03TEqaNCwMdWcmnOtzDWXGSoiNvHSnmibgeu1OIGsZQwJjHUbYBdCFIeFoKI06KIUFWouayOVJLgI0U5EFGxNwoVAtFc1mfdBxV2vMQ/efWiNqDpGOq+oRpIBYF2XmoJVlhhhXeNX5i8wDfPdtkzMw5e2kaljr9//1mudMf0k4ob79/nhafv0QwdzdARTzTfurdL78oU268JvYZJnlL4iOJ6hes7goWqsnQ6JV8/vMSyjLjZOSE0ojXBKaqthvjE4F4e8KW/8z7CV4ZoFZgtUv77X/5e4pkwF9mhoqosTS8wLjL87S5lETE/6fDvfOJn+F0bX+Xlu5eY+wKAn3jl94OC9J2Y3luGZCyaQxAjRD2w4jbKFfmerLyiubTXuxg6DzXJRFbU3mrsXLKumo4FBap21B1Lvptilw5bhLYI1/O7PvZlbtw8JHtuTNCB8TtrTI96qADJiSI9cdRXNoRxNoYf/p5v4mMgQPd+4K/8wo9KdcEK7xqrE/8xsNyVxFrmEVVfUXdlLWQKSE9aDUpPmpltIQNAPBfNS5O28f9OWBkfibuo2BDdRrQMRIvQlii2Kym40LKAxP8X6waXGpLTiu6DGh8rkoMFa6/nBCvDyYWYNkhAXt3VlAMj4W+pJj1zREspSNRlW1joH6XRqgBBa3w3IXRTWSG1TIky7c0kr3AdK06mNJGeDvdtxYfOs3j/HsXNdYn/t1ZcQoDb26ActLUBscJlGm806aHYAJrMoMYzFte6wvD0u6CkS0R5CFYTHS+xD8e/Dr/1FVb4jYPjssd2Z8aa9rBXkPULYuP4S1f+Po3XfO/G26wnC3S3xsw1Lg6ESUwnrrm2fQqNom4Mf/etFzCpQy8M1ZM59X6X2VGPxSzlytqEX3r4NMoGXNejEkd8ZNG1IqhW1Bug+PI69o2M7n054KKZYvqE59mdQzrXpzw4GuL6Hu8V8YOIv/CNT/LX9j/OC1cf8MFf+RP8gds/wtvf2KNJW71fh4siWjszdA4lHLNY0zQ9T3JkL1yadc8S5YHlnmdxWc71YDVmIUGcaOmPO3l/j+kNSzHS5C2b7WLN5ImISDnevr3N9GGfkHrMXNP/VkQ0FbY9259z/MEOpAn1bp/vH76J/r4zfCSFvaOXFb39VYjme8FqcHkMuL6j7kN0JuV/LlH07kmxYjWQdU88EY3G+SQtoW/QOQy4VBPPPKYOqAZZB7XliGfPaLJjidRvsrZOoA7Y0hMt26HBBaKlRzUeXTbEx0s69xYErSXQrSOOIdUETOEws5JoXBDNHcnYoZtHDiTdSKJjsLKWUc6jixqXGso1i/IeVTtQimpoZV8LwoA40Zc0mRGKd7MD1qCsIYRA6GbU1zZxmZahp24IlRQ7Vk/uML/WkQC7U3fRedR0DD6x6MqR3Z8Rqop40sjnC4F4XF8wRgSgrAjzxXfmgbDCCt+l+K9u/hKbyYIvlNsEpzDGc7bI+Nvzq+wfrvHN6SU+9c2n0SagGkUz9NAojPbsnw2JToR2Xk4yotczdKUIjZYwuWGBzy1vH69zMO4TXBvnEBTVdiNxEinyMTV0HgbWXgt0HnrsErKjQHR5waRKWS4S4tczRl/XDD6TUa95lIL96YCTvEMcN3zxzjXSQ01+uSFanJsjRHdoCshOGuyiITv1MKip1h3lCDnvzg0PQXQ6xUhYZ9eNqLsWHynGT53rUhTdh82FLvHsKc3icuBn/u730Xs9wvRr4gNLs1ORnMnlc+2tBtV4ytEjE8F/cef7WC5S6kGg7snX2n315Dv0SPjuxGpweQxEY0O15onmLdtixUUEYn0uR5p07HGJMCqmkhdlEOalGOrWttzmG0SKqi8i2WgGdc+I1mUuT3DlpPo832ybU738Z2oZXlTjUaUTS/XAkpzWdB+UxBNZJTWjjGojI1gJdXsk7HUoFyjXI4p1094wNGiNnVWi5SlqaDw+tcyumXZoQNZHACG05WWKum8JvQ5ud4NwaZPZ+zaphhF2KQVnonlREEXkWzFNplpmSKjXYIRNCrpN9j08Qw0H4m6ylmAkRTeaS8FksPK1UtXfmQfCCit8F+N3jr7C/2v/E6yPFvzQ5bco3xpwOTrj+qUTXj3cJr0T08wjXEeGFoC8inCNJnluQnW7z9rGHEAalxtF+tAQxw2j3SnVPKaaJnz8uTe4evOIECAZFsSTtpW509B0Wob53PXYg+lNiD/X5+GnL6Pvp1TrnuktmF8XUXC5jDg7GHD01R3CNwaEg5S6H7BzQ9yuiJpUYXNZ1ejaU/cjWdPbwPAVIxH8SLGsN4poqtGlYrmjWO4knL6QMbtqOXk+ohy1Z3wuYZrRzJGeNhRPF1z/nntUQ0lJ73wpwz2Rk9yNaTqK5WVH9jDHZxGj16QxuliP2b+/TrdbkD43ptxxZMdO4iJWeNdYDS6PAw8u86RHohE5T7WNFgG7CBft0MpJPkrQYGp5ga87imQmL7zVQKjEoOVtlWtteT2NLQO9/aZtY5ZDIzvyF9UAVU+DkwZmn1pCFjF+uospPC41LHYTmp6IcIvN+EJrc/7+55qScyRjEfCCfD6fWToHMmioqsZbTXoS2rC6NmyqrglpTHZ3Kg4kIL86YPJcn9mT0nbadLTkyZyH2inF8oVLNKmid1/YlHNFfXImbJBLjZQ6hoDvZ6RHBSqJxVLoPfG4klKzEFCNJOqusMIK7w1resk7kzWK2vKh3h38TslPHf0Adw/X+eTNV6Sa5NgSj6VwUQVY5AlpVjE/6+CGDZu9BcVuAwqiXkXdDUTG8fTGEXpiiY4sXzvYo/aa6CBmezgn3/V0HmrIDfFE4Y2i6SgmT2rqriI9VcyfcOgXJ2QH4soJVwpufPQevu/oD3MI0H/hhGrNiwh3Q3Qr3rbCWwvFpnQTNS0Lna8r3CyiGgABqmGEyeWMNSUUN0v44JST9ykGv3efs4+X5NtSswJyTsdTYW/yTctofc7Bz17FbufMr8jPp/+rHZRXLK4GlJPzdPJ0Dxcpqr2hsMeNYnrUw3vN+pe1yA7OAzZXeFdYDS6Pg1sLVMfhEnHA+IiWJXikQwlKEnDPU26juSco9aiduQ7y/xNpcO4eNBeUZdORnBUfKZJJIJq2vUAtsaBrTzwXTYrPIlwvvojiVy6Qb4pVT1de9CtNkK6kQlZXQcuTrB5Y6p6h86AkmjWYvEFVDap04ITqPM9bQQlzpOtA07GEooRhn2AMeE85lM/pUtVWFKi2e0m+X7UswTnc1W3KoWnbpA2m9he9RefVCNXQUg0ilLVUm+JA8hsDcRZFhuhgQpMpMIqQJasn/QorPAb+8sMf5cn1Yza6S/7SKz9CWFg+d/cGuxsTXh5fwsdQ79aUlxp0BbpUDHs5VnuoFdmdiON5l+72AlUprPUoYPLaOl98+zrBBtLnxzyxfsJWR9a5B+P+hQ4FLQYFUwfKocIUsLju0BVs3zyhLCMZiOYaN4l4OO1jzyxZXPP+Z+5SVBGXnz+gXnfEh1aCQRWkp4HkLDB4M5AeipsyPapwmcIsNPUgtKnnnuWlTH4YAW5dPSJLKtRzc0bJks2NGa7vqNZk7dS/L2F1xVbC9Jbm7PZISnVf61KNnJgqDGQHATtX2LmiGsacvF+RHdWcvJBSrlt0btj+FUvx5kCGwV0joZwrvGusBpfHQHinSwiwuCZiVZfKqsglwrAkY2k/Dlq6harBeThc+1/pUR7SM0+TifW3SaVvqMkU2Tmz0b7d4lJMNTSUA0m81VXbSm00rivW56YNZWs6BlOGi2HqPJjufKjwkSKeuwvRcDRzzK4lFJsSIOc6MRgJrjNLKW9UdSODUbteMmUr4jXybyhZ+aggrFE8k2C7cijJvd17OaqsCIMexy/2ZD3UrobqjsVU57kxkh3jrcIn0kh97mxqBqkwLHkFeSHpw6r9R716GK+wwnvFT934Za53Ttk/HbDdn4OCK+tjfvH9/y33TtaIJgo9sWRvR9iFdAkdHQz5I098HpU5qpHnha2HLOcJ0UzTy0rqNYcbNrhKE+3kRMbxzOCAt042qLdq6qOM9FBjckgOLMWW4uxZxb/5k/89dT9gFppqDZ5cO2bYX1INwJuAGdYoFXA7JdNlystfucHysMvd21vERwYUFE8VJBPP4pKiWFfMrinqviTcouUiyW5JcqZouqKni2YN8UziHxLTcHp3DfuFPq/8g6c4Ohzw1z75n9H0HdpJIrlLNdNrhqYTyB4agobycoUppHBXBiLJtEmPZH3evasoNiOCkSElOdF0D2oGb8LZc3JmolZn2HvB6qf1GHBJwBzHND0Rk3UeyAtxsS7siy0DxVrLUDStQFdBsSaMi4vPB4q2mDGzom9ZOHTDRRDSOUwt66dg5Ilh8prssCQoGU5sLoxKtJTPYwvZG/uW3fFWkZ45XCz6Fm+FnhUmRqNbQXuTGZquxScW1+a5qNpB3TC/EgvzEsDOSkmzrRtCFkPjMFWQ3e9BTufenO5bU5KJqPnNshYBcBqhHaSnNdG0aQVx0shadzV1V/QtdUd+TvXeCB9pml6Mcp5gjQxKWUrn/lLyb1ZYYYXHwt9a9PgLu1+hniZsZXOSA8v/9Ymf5ne88hNUZymdjx/jBw3lpqfY9vjU0xnmfObsif8fe/8dbNmW3/dhnxV2OvHm2+n1e/3ym4wBZkAIDEJgsChBDJJJijKDJZZlmbJlll12lVkuUlUuWUWRKhaVSIuiLAqkCZkkSJMoUQiDNBgMBpj8Zublzt03nnx2XGv5j98+53YPQOJ1kwBqUOdbdavve/fce/Y+5+y1f+v3+wb0SYzJFV87PeSlq8cEG6gbQ7xd8NGX7rC1s8Dd6ZBGDZ85vsHitAOlJj5YEqyYeNql/FtebviLr3+/3PgNEODt8R6jUY964LG5wp8mzMcdQmVwTjP8hkJVmmhYghYlEmNReVZb0lExlfBSTCku3ge/+y4oyZlzsYz3674QcOMJfOOrz9C5Y7nyu29Tv7bEnMb8xzf/FexMxAerY5u97OjekZHU8kaNPYvQJbgEZjc8y0PJZ6LtugcL5VCJT0wHoiksLkXYAtxeRTLZdIyfFJuV/ylgc+k+rCz4o6V0DKw44LM80ERLUQKtHWojIYtlI8fywEiQYqKoMxnpyFhFrzsM0dShKy/Gc0bccr1RazWRmZdi5x/At0ZIq5yiYKTrUfcN8bShycTnJWjhsugqYCoZGcUzeW6be2wu6c/VVoSdlWL/74OEKDYij24yGQ2hDapx6LMpGE16XBKPSum6lDWq8WQPc+KjBXo0g8jSbGcyqlIKU8j5uVQKuHjqiBYe5QOdU4fNhesSLRuarpCGQipmU+QFuqiJpsJ1CVX16/wJ2GCDb21MfM7v6wqxVlWaL92/inLwV46+j8ZrCBDbBlVIV0F5OHzunP/li1/gF995Ftf16Ffn7HaXvHX3AID5N7aplhHftnWH8UkPXStG8w73TraITi1mq6I8zyBA3YfuAxnpbH0pIj/P8EbMOYOGo1s7dHol6fUZxb6HYU1yM8GeW3irS9NVhNThHmbEI+EKxmMta+xD1XY9Ak0Hqp6mGka8NjzCnyfkNypMiQTcKmSzl8tG8dL33eX/duMf8dzhGdFC8c7RHump4uCXSrxVjF+KSI5FyFDsB/AKu1DYZXtPWJlneWgymF+TKARvFDvfcOQHXkIkTxp8BLs/G3PybRrCpnh5EmwKl6eAaqS9pyupMqJFwCUauwxE8wuGfJNoqr6RDksqiiAXKSH0KkimF9p9mzvhmdRiLudSTdMxlFtih59MxYGxHBhCJNLgehBT92yrOoJk1JCcFdSZphpo8h1Nk4lCyaWaaO6Jlg1+RRgupVBIz2vsoqEaRhQ7FlN4mmFCdDxDzZegxGvGLjzBKnl+EGO5LCFEBl01hEhM7kJsCbHFdSzKOahqqqvbnH4wE5fcSLUuk9I61XWg6RqiRbPm6vi4/ddoCTVr/Po5iSNcL0EXDRiF2qRDb7DBE+FvT1/k04XnHy9Tgg7sD+bEHx+hlee/ffkHUZnj+HxAyBzRpSX66pLvPnyXSDkYx3T2FzineOfePtk3Ukwho6TusOAHv/YJspsx9dDx3O45nW6JXSi2B0vQgXLPM7gpG6nZswo8JA8truPFgXfX8Z//zv+e//JjP8jr3/WD+NQTcoOPAs3Q0bkv3Qu9MHQeyC0sngWiuWL+zCpqRewoDn6xJpkI6f/Hb75M95ahu5MTNG1HWsQKdU/x7h/8q/y1l/4Wf/rLf4S7P/MMvVuBZ/ZHxJOAKRryHcPiSiCegMkDulL035QxlF1K6O4qa8kWssbZZaDalkIt39UkZ/Jz7YTXI2G8ajMqekJsXq2nQDRX9G6DasQld2Wln449/buO/l2HqUQabXPhbJRDtR7TREuPLQK6Eg+TVRBisFpGSYleh24FBenYCdm2EZt/H2lcP6UaWHxLfrW5FE8EccL1RpGOvHSCipaQ69rgwwZxg/QwvxxJp8cIqTYZy7HovBHJc2Txgw5l30gx0QQpIrRa81xCZGj6iTjZVk4KmsiwuJwQjCF0M+bXEmkRTxts4Wi6lqZr6JwIedhFStxwW3m4BJk5XCbjrRAZsCJ9dgdbMspaFPiszU3aYIMN3jf+u5vfxY/NPsTv7RSYYc1BZ8Zs3OGnb73Iv/31P0ZnUOAqgzm3NJWhqSx1MHx+8gzYwPK8w8HWHCZCoM2frQhxYHmnT69b0Hxojq409yZD/twH/xFNL3DYm6GXBn0gbrcuhnLH41IJbtS7FVwuSI8Mz9kRvz2Fpa/oHi6wE4N+eU40LMWDJQ6YQjot+WGg6ai1E7lLwUWwuKwptwzJecniMOJ//drPMX+xZjlNcQkk45p43NCkisUV2W2+EPWYHfXQFSwvKW4/3KF/r6Haijn7WIDrOXrlZRWg3A64pDUd3a9prpbCL2zX1yZTuFRsLkwBg5ue/S8sOfr2mHgW6D2oZS02m1vxk2Dzaj0FlG+t/as25LCWXJ35FUOx3Y41WpKWjxQuacMTC/ladRzKLcPicjuOCVD39Do40dSt9wmw3BPCbZMqmc9mlmoYibImrI7BYwsn5m2NGNQ1qcalompSQdx6fdxa/jdgSkc6drhUjOtCm21UDcUAjqpe5xTVXcSaXyNFhHMXXi5IHhKINfaqI6SbQLOV4vsdkqmjd99hioZiJ5ax16yRnKee+NrUXY2dt4VTFQiRRpeeZOqkcxQbQq+Dt5r4dIHKS1Tp0N3Or+fbv8EG3/K40ptwGE34U3e+mzipefNsn8uXRvSykgfv7FPkMWmvxPUdvjSE3PBjN1+h8hY8YD33bu4REk+x5+m8E4OTQmJ8ewsAfVAwPerxN+5/N/Vew+tffwafOfR7GcW2Yva8jN1nLzW4rsefxUSRo3wl5516F4D3Gke+jLG5ojhPqWcxxSWHS8SvZX7dYwoJVawGbQd8BvVAzDt1E3CZxdSB7+y8Q2dvSWdQkJ6LiaXyMp567hN3Afjvp3vYiSW/7Ki2AyZyFNtGRtoBwoMUF8vf90mg6YviqOnQViutI7AKVP1A3QdvA4trgclL7YuvxLA0O5MN5uCmxx9s//p+AL7FsSlcngJSZUOIWHdGyi1FsdeaqGXinivutHIxN5mYGPlIUfUUZV88C5SDEGspFGjTSReOJjW4WBPlgSiXTks51JRbGpfotdzYlCInVi6gai8S41ISTKu+Wpu8eauou0ZIuZUnmjcErciOCkwhI6O6I9lD0bShGSaoqiYUBapu2P1qTrzw1F0jUmljIC9Ay3ObWQlK4RMrHZkQyE4qqu2Y+fM9MeIrZLwli4lmeRhjKk80c+JzUweieU08aaj7hiazQs5dLRqRIXQSzLJCLUvCfI45nRB6m8Jlgw2eBL9n/3VeTR7w/3rm0wy7OU0jIYqjaYfkYMn3vPgmxSJGL1tjyijQvNknNTW6UpjYs//MiCvXzxi8MBaCv5JkZlUr3IMOAVCN5izv8NGXb6MLje42VIe1qC4VPPuJuyJ5HmuiiaauDWlW8ZdvfT//xfgZ3ql38bml3HXopSEeltiZRleKzn1F577cwlSb8pweSyZcsRfWCdBmIW7b/95f//cp8pgf+Y6/iq5ls1XsRZy/YjiddwEYmIKghVgbFISbXequ4vjbND71+DRgKukW2YUiOdP4GKIFmLElLC3pmSKaKXQjYzCCorlSkZy3PllWkUwddulJHy7p3S5Y3Bj8+n8IvoWxKVyeAtFUZpPxSOEjsbP3VqFL6a54owhGrY2LolzIsKa8sKOO5x67DHROG8qtCOUDi0NDPBV+S9AiXW6S1QinWSuN0pMCm0uhI6nKIp12qcElel2EpGOPqcIjbrQBn8hb7q0sHE0nEjv/viEdNdiFJKsGrcAYlLX4foZuPP03xmK1bzUMeoTtAT62qFIMZkzRYGYFqnbooqHqR1R96SLpMrSp2YZghERsqpYMpBTpaU161mBmJXZSEs0kBiBY4deYwlH3I5p+Il4zc8kzerTrs8EGG7w/dHXJD51/kr8yepbjswH5KON02SWKHMVJxqfefpmt7QW+4+hu5ejYUe83VM7iup5Bf0lsHM5r/qsP/yD5oUdXCt9vSE61jNFvZoTY8/D+Nn/iyqcZvK158fIJqjDEk4C7XKIJqE5DdbnGVIrozQ51bbh7tsW/2f8GM5/xzPVTQr9BHZS8dHjSWj2IyieeCrfFW5h+uCJYGdHHI0V+KHYS1U7K8XdoikPH4DMZ//Kn/vfiHbObML+iCRYmt4b8J2cv8X/88X8LN3Rk9wyDd6DzQDG9AbpR2Kkhu2fITjxNty1g0oBdKPLDQHKuMHNNNA90Hgbh5HQDPvEwtwQN0+e0jMS1wi4dyktI7MrAc4P3h03h8hRYPitDTpuDCoFy25Kdekwp6p/srCEo1oUKsPYtcbEiGXvKgXRTgmrbi72IZCwjHx+pNm+ItcW+izWmECJZsZeiS+lSKEcraxb32ZV/jIvkOVe5PtLNaOTxTsZQTdegguQZ6TZWwC7qdZAi3kvxsiyxRxPUImfwlTN8pKmubl3YVGsNRqEnS3waE6wmWM3ishFiXNsZcoleSwp91BZbkRjc+VgTzUQdpEIrJWxTsVdFVtBQ7sXUu13IUuoPP48fdqWY2mCDDd43/mj/jPvLIf/Zj/8elIKrz5wxLxLqymIWBq0914YTCIrFWEzaOjtL3jg+ABWYLxOu90ecjXv80U//u2QtSVZFnmDBDRt+2/d+hahfEp1E/F/+zv+KchvefPMK2T3DyXcE0jdS3rp7gLYeexLho0C566iXEhVwYLr8p9/4nYyWGVSaD1x7IOOmgxKXBVwGBOG0REvIbsXUPTGAMyV0Hkintu5poqli+6saUwSu/nCEqQKzqxa7DNTdQPbA8N/+8PczeMMSH1n6tz3ZmWf6MVFK+iiQPRSp9eKSJjlXlNuS41RteVwS8AlkR7JRK3YUwUK94/jp3/cXiQ+WlLuB5QsV8ytGuu0hcOf3bFNuR+R79jfw0/Cth03h8hSIRqblorTFgKfN3BEClm4C/TsVu18ct4oiGQ3punXUjYX5rpxwT1TD2pTNx5p8x1DsrLok0L1f0nSk0MnOPMlZgclrkT5rHlELaeJZTVBifGdyT5MI4dfHYnQXj6XYqHsWUwbKrQiXGkwu452gIDrPxQo7smsuSxiNoShpdrtCjA0BP+yKsVNsxWEXUM6hakezlYq6yksBAogk26g1mz9oKbKCEUIygM8i6q1UpIUehm8vJeXatUFoDjAKqho7LQiRYfnS3q//h2CDDb7FcWu8TXSYsz1c0ItLOkmFUoHouTlx0vCVN59h77MGHTl8rSmWMe6tHniFu9+hHxV4p7C35HpNzjSMI5quXKuvn1+iHqdiPDf05NcalFO4TLoUvXuB+GaKW1qiqciKu9dm6NiBCvw7t38r8ze2eW3/iP1rY954eACx57e8+B7xRDZndU/G7cWOFCA+pjWXE/Wnbt3I7QL2Pz9jeLNi/ILh/BVD/14jCp9GeC6Hv+iI5oFkpBi8m1PsaL7z5ffwcWvfryAeq3V4btLKsNVhQXqq0WXr9eJh9rzn+U/e5l//xOf5k2/9EZ7fPyOaKaJexfgDniZRmEWNXcL0ObmfbPD+sSlcngLJqxPqnlw0ZlGzPBATt2Ti21TSgJ1X6OMRdVc8VYIR/kqTia/ACvGoQjeBYjei7oiCJh170pGkR9vcUw0jCJKZ4SMl+UEuoCvpzth5Td2xxKOqdbtVpGNH3RdHSVNJbECTGoq9FLzYXdc9TbSQkYwtpDOiy4YQt92bJIYsJUQGlWWEnSEoRTQqiN98sJYo+06E68ZUV4ZSYDTC0YmWQZ6no1o5doOLhJsjpGUZA1V9g3IBl1qqrYRyO8IuGmhtuZOHc8ysRLuwNqnz+1u4bszySibZSxtssMETIS8j/vSHfoq8ihjEBdNFSppVbPWW1LVB5ZqttwuiRDrMcdrg0gA24AcNP/H2K6jjhHiiWFzzVMNA6Dc0PUe2mzP6/D5Yj8oNdq5RtSJkDvdiTnKu1pluttNQXHEsnq8p8pjQaKLTCK0C9sacxmsm8wzz1R6/9yNf4XO3nm1NOuWr3PH4WDguqkE2TAqaLsyuGequZvqxknqYcPaBhMV1hwoQn1cM3y3IjhR2gVhWKBjcdLiOJT9Q/MIXXyI9bjedRmTPLlnxFqHc9URvdsgv+TX3pdhThMTzxttXOC17vPPVq7xx95DeHU89TgmpPHZ5tSO0oIpN4fKE2BQuT4EsrtGV5Gy41FL3ZJRR9aWT4BIZlfj5gnQkgYgulkp9FbtuShnr1P0Ib4VEG889dUfGKcVQU3dEcYMSs6TsRPKMgtGovEKXDuWg2haSq0st1TCWscoqhHBF9u0ZfKyp+lpSnK0YJunKE00rcOJV4DoxPjbookE5J8+1LCEEls8OcYlBL0sxfbvzAHP/TDpDy5rkvRN5geIIU3qipXBT4oV0TIJRxDOHt4reTckuqbvCybG5k9CzwpGMaxkdTWr0eIE+m6KOzojPcqK5RzWBphfjUnG9NHnzz3i3Nthgg18JTWOYuIz8Vp/fsvUe1cMO8+Mu43mHurQk54bobIH+cp+rl0d89Mo9dC1dAxS4yqCcohoEuvc0LguiLPKKQaegfqYkOo2g7VboUkGl0e9mok40whFxtUZvVajC4M4TrlwaEYCf/NRHqArLdpzjnfif/OUrn6HfyzGlpC8vrgSScy2Btp1Ate1xGSTngeRcRkhBQe/1REbcA8geGHZfb1qfKc/+F3O6D0XQcPALE2wu5p2Ddz3RSIvvlpV1Oz+QTVI1VHQeBuLLC/jgTMxIWwPSphtQlSK9F/Hzn36Nna8qrv1QxNY3Zrz80n1U4qh7sDgUcz8RT/zGfQ6+FbEpXJ4CJ3e2JUa9DNT9iHgiBnCdY092LuRaM5eRzODtOd6KbT9AlHuKXSHx1pmi7htM4bCFyJ2zM0eTKLKREMs6D0qieUM1kK6EyT16WYM1oq4Jwp0Jpl0cnBBaV3waWwRcZkTd5MXjpenotUmeSw3eSvEQIo2undjrm9Y7RWtI4pZAW+ASje8kMkLSCj+dEd8+xZxOoKzwscXHlvh4TnZfrmRTyDE1mZCHo4VH3zoiO63anYtG1eLca4oGOy5JHs6J3rgHJ2f48QRq+dumkpFWNMrXxZfLNlf9Bhs8KV69csQ/vPNhQhS4Xe5IVyRzGOP5npffxM5B5SXbb3ruvbfHQTKj2aupZzEma9Cxw9tAveWpBhC6DWphCZnj+J1d1ChGV7D9uhKvk8ul8NsslFti+ta9q7hyOCb+ekb/pqxLx58/pNlpUEAYxfzMzedxJynLy54/9O7v4tsP71JcbtA7FdFc1rqm53F9Jy62C8gPpbMbtU7iPpJudbSQmAGTO4ka6UeYoiEZN/TuFNRbKcWOoc406dix87pQAKotT/mRpfi0xCJ53v/ph2Q/2aeubKsiCvgkkJ4q7EITTODGP8g5/LH7dH/hJnpW8HDWJxRGzv3IsbwcWFzlQqiwwfvCpnB5CkQjg7tRkJ02a8t6HwlXo0lbo7eiBufQ79wjnguJ1ltR88STIBb6Xvgpdtm0adJC6LKFdElALqwmNWQnNT7R7c26NaezGpNL8ml8lmMXou4JWqErCT1cOUOu+CamjRHQlRBjTSnFwirR2cdGcoWMlnMwGp9FBO/Ri5L0JMecjMV7BiSxeTIlzGaQpcJx8V7SpCe5uO96KbiCEa5L+nABZYmZVo9wfSCaVtSDBJ9aqBvJQ/JB3HIBezbHLhpMLue5KsDssv71e/M32OA3Af7S+fN8ZHiPszd2CTYwq8X9Nswte70FP/3ui/TvyDrTvVeQnBg+declKDV4xf72DLeISK7PyR5I6KBOHCF1RMcRulLYmaK81DD6kCds1xjrIPE0ezXJuShxdB04Oh9gcxn1ZPcN3FgSD0visSLYQL9bwLDGdxxvnu3jg0KVGldpMbBLAsEGaERdVOwKF24VgWLKgMta800HnROJYglWt6IBs1YwBi3iiUcjXfp3KtIjTTOPYB6ha9j7kofJnGQqCiu7lALKLuTf5Fyx8zUx0QzzJTiHqhuqL2wTnVu8lQ1bUKCcEiuKDd43Nq/WUyA8m6PvpMLN8IFqIDlCKyUPgFrk0OboDN+Y0nQUy33pmsTzsA5gdInCzEshrVpa51y5wScjJ2McJRlBiwOL8gHXS2iGKWhNPKlkJNR4mk5E05GIgbqnhXTWmtipIMoek8vf9ImMr5qOoenFbRHUoGtxxdXLGtU4gjHoWQFlKWGKZzPCfH7hnOs9KE2oaoLR6LnIoaVjY+XnyPgsGVVkDwvU3SNCCGBkfJaei9uuS2To7VMJUwxVTWga8J5QN6i8xJ7OW/JvhikCxZZeJ2NvsMEG7w9/Zudd/sTOZwhxABP4s5f/JwBUrfnD1z7Hc4dnJOOGkCWYeUn/PVhMMsxSE40NJ6M+em5o3upT7ni69xS/+9WvEw0qXBbovDAh/tCEZKsgxIH0rQTXGF587ohsq2D+WiWFiVZEr3doMglDrLYCB9szfuClr5Bf8uhSM319l5Ab4q2SNGr49O0bmEJhTmM69zV2oYhHhs7hApsL+TdoRJkYK2bXpUBIRiXVQNZEXTaipixb2wWl0HmDKRqieYMtPD5WJKMGO6uIJ4ANZHcN0Tww/Oxd8I58V7PdyYVzU4s4Y/pSQzUIpKc19s6JbMCAsMzJjgN2LqKL5UG7RlcX6tMN3h82L9dT4A+89kXJ1GhJtk0mo6B0LATX5b4hVBddAP3wTLoeWhjsygXqrmJxuS0ydjqkp7WYsLk2zXSVnBzptavuSkrsUoPOG/EzcQE7KQixbbsnHlv4dXDhozk/LhF+i08kHyg7bdClJ2iFKRp8YlC1qIJcPyF/fpdmK0UtC8nSUIqwsqaOxKRmnRNkjPxcK3HbdQG9yFGNw85rkSyHQHTnFJoGZYQHZKqVXNvLqMq13aRlLuMof8FaC3kO3lNe6kEIJEfLdQTCBhts8GR4OeoSEg9O8d+Nv1NM1yLPedPjj179LMl5SdCyfgzfK4k7Fa7vSI8V/izBZ55m4NGNmEv+k5/5GM1ZCsBHDh6wmKa4xmCnhuoDOdo4fvS1/x/lnR46cfhYOhrNh+frjnB6prj/zj5/92c/SXJtTtitcB2PnRma+x1O7m7R3OoRbMB1V6ad4JJAfq9HehIYviUdl+VluP9bNeVOYOstqLYSendlJO8zyXhzmSgifaQkciWV/6881Fkr8Q6yvtuTiPLDSzonstFScUx+KfDe1y+TngWKXSlIkhOLCpCc5rJmOXk8znHpp87o3g8sPyJ5SdvfEN4j6jfoQ/Atis2K/xT4H7/8cZIzGREl45poDt5A1ZOCoPvQSYcCQGv8Ykl67rELUdNoBwSR6q1SSeOzgmgRKAfSCfFGgVI0rRV/MmronDjqnhQKzVZCsNLhIAT0ssIsqrX1PkqIr+l5RTBKrPSVSJJdJG63PlHYZYMp3bpr4VOLyyJC3MYPzCtCUaLSBDWZwXhKcB5345J0TbSC4FGxGNkRWXw/xXeksAmRFEqm9DKOGnRRW0NIEiESGxlf5YcZ3ijh2zQBmubxDCLnpJgZzwha0XQk3Cw7adajpA022OD94y+dP0+2naNqxUE0pXi24vC5c744vcaf/+l/XYwlNVDVxPfG+Hd6EISflx4bMZnbqta+TOmJJtiAvbzk5z/zKmFhaSaxhCeOYpqTjN/65T9A57kp5k5KMHLdJr/Uwxai0rRLpKsx1RwOZ4RGkz0wuI4n2EDyMCKeKPx+hVkIuTU9DZhcEU00LlOMXwGXBXq3oHdbFEHpuWNxyTK4VdK/WRC04kf/zt8Qz6h27O0yMYlbXEkkUy6XUNmmF4mgolC4WcT8imH5oSu4S7vUW47QdegaFi/UeAvpKaSnCj2eX6xhq5H3/SN2vzAFZMMbLUI7Lv+N+AR862JTuDwFwtJiCoRg27Otk6NIe12qSEZVe1PXUm07RzKSGPNoJlbPyolNtMiZK1Qt3ZJVy7DpaHQtOUgrvksw4qRrCuliyN/3BK3xqW3HPTWqkdmx8qAqT3Ka47K2eFCygwhKSLM+MWv1ER5UIwogVcmxqEUhRUkIhLJaFwnmvYdyoFayllSaSnekESVSuZsS2mLGGyUZSUWD78QUz+/jr+1LInVXowt3YYRXeey0eIxDs37dnSMUBXbR4DKDyyLicbXmzmywwQbvHzOX8v3PvUF6ecH/busOamGoGkPflnRuRuhZLpEejUM1jv57wu9rOoEmCwQT8OcxLpP1RjvAeqppgtupUR1HtF2Q3TOExBMSzwd3HvD//PDfwy4VJle4WDh/yfnKoBPS80DdD9z/hStQaeIppEcGXchaoGswDxLCJQlrnD0LplToWtGkMHwbdKVYXBW+yfY3pGM9fKfALGsZUc9rvv3P/W8BKVjiUYmLdeuF5ZhdMxx/XOJTXKwptxXpGcSnlnxPcfrRmNOPD7BTw2BnIR4vw1KEEraVZTv/yDomG1F8QN+8T+fLGT6BxaEmGYWNHPoJsSlcngLxqcHHMHmJ1pNEsoq8lS97MpOCBeTDqhTZ2yfEMxmJuFSRTH0rnW7zfZwkIUfL0I5PZARSD2RXoZxwVFQIogSKNDSeEEeoohRvlmWFT6T1ueLPNP2I2Qt97MJJmnSkRd2TGvF/6crjXaIxRSPFz7LCzEqyt09Q8yVhsYAogviCSxIWC6hrVE8yPkhiiCNCJ8HHhuy9ERgNkRUptlH41OJjQ7VlWV7r4mNDMvFtLogET+qy7aAYjWpN7dD6sQImfveIaNagG0/TtWuDuw022OD9Y9R0+AuXf46mNvzQfEh6ecH41hbvTPe49NlSuGWRIViD72YMbtXUO41Y888UdmZITgzxucbHCpPD3qUpUb+EoAgB6lEqoYMmoGLPp955mf/g5/4t6m5geaMmWkoX2keAEmWmrpCuSgTowPJKQH/bhBAF6r6XnDgTCE7G500/EE9kI1htB8avih1/5yiw/WZNdtrQvVfSdC31VkLVj/BWs/+FOd4oil0Z7ehagmln1yzVAAbvQLkdYSpPuSWFlXJQHDqaDIp9RTJS5N/Yohoo9odz8bLRUG5D6HekYFnBeWhNPS//3JJ4DLaQcZnZeFE9ETaFy1PAPV+svy92LNEc+nfF1Cg5b+BsJD/0It1Fa8J4QrSUPCHVCKPcWyFo1T1LSCJM7ql6Imt2sRKzNaWotixoRZNq4pnHW0W1FeO6kTjUKoVyDt9NyC+laxVPMhJ/E+UDdd8I+bcl/qoQ8LHBVB7lhGXfdCMh1mqNKisoSkLdKpWWSxnfrAi5xqx5LdC64MaW+fMDoocTyRJyXtRBQLSUf31s8EYKPl05MaVLJdFa1W5trvfYmOgRngvOEUrJM9LLSuTfm47LBhs8MXIXkaiIj1+/w//n4Se5vDXl8ksn3Lq3S3y0IKQJerKU9cV70ntzomFJue3JXyu4/NGH1ENPPfBSZACjN3YgKJT1XL08gthT7zgOL41hYamnMaHSNAc1KnXMryqKfekCewtNqpi8AuWeQzWQ3YqEr3KvR9ip8F1H9VKOvrZEn8RUW55oqmi6UO4EXNevPVXiaWg9sjRmXpHenxEU2KXDJ4amF63XD1U7fKKpepp8X3H9f5owvFngYo1LDM9/4g4EOS60kHC9ka57946i3Ao8PBuKsV4E8Yz12rheJ4OXDjVgT2ZSCLXqpcWlza34SbB5tZ4C+nZKNJMP3fyq5GHYpSOeCCs9FOWFBX6SABCcJ5o76q4YyrlEvAVcCvm+RdWO5KwQj4O+lplqJS3Y0Cp4qp7GLlybqNy0sewB5Tyq8VTDWLoyTtKXg1aoJhDNPeXQYPNAOZSQQ9W07r6VF8JtkEKiGcjxqrqRi6wtUEJVr4uQVfdDZanIprsd6stbNL2Y/tfOCHcfyGLXvg6mkNGTb1VDKym4j42omFopOFrhIyPBjfabvFm8v+jAhICuGtSyxBvJPNpggw3eP/6d27+VO4ttfnC2C8DHt+7w7nuH3L+5R/8rSXv9yxg5v7Et65kG/WaXsFuhj2NOpj38XsXwlXPKT85RbdPge154kxeunnD/4TbUGlVqjo+HBBXo7C3p7S6JHkYkb6eYCpJzsMtAPAlMX4R6y5EeW4KBaitQDwI3XnuAsR4zN/jcot/o4VNP2gY6mlzGTLoQ/kuwEC29mFlGSjiBsSWa1ZIHF7eRKqWj+6Ck6Sc8/E5L3ZeiRb91h/mVhGQs6+w7n3+GaBGIdwvsXLc5ddC9L+ZxPgY3F9rAKpqkGaQXo6JWdEDTyOasqklP5WfLQ02zCbh/ImwKl6fA1jeg3KLtjIBdhFbOrLDj1j4xhMdHHs4RnyyIlvIBTsaeeBZIzsRbIERGCggF8SLgYsXi0OBjRbRwbfIzuMygmkDdt+haCpaQJdS7XeyiTXd2YT16qbYs1cCsn9eUAZdoqqGMbVQbcOhjIwz7AK4bCVelroVkXDdSSBjTyqD9xTmOp/jDHeqBxSxqwv0j+VG/0xY9WvxpYjm3aigLUpNpUUHNy9YvQebBwSpRUq1Sn425GBOt/nWO5bMDQpoQzWui+cY5d4MNngSfvn2Dh7M+hY/4j6/9QzQB02mITw17Xy7lOi8rQhbjMk2900EVNboSwzjdKKo7XZQJzOYZrmk7usOGv3rtM5zOuwSn0IXGlIpQalStqcqIxSSjvlxR7Xix0tfSYRaCryI+MUQzaPZr4okibNX88Ws/R1PKpis6tZSXa7rXZhR7HlvA4ppwbpRTMIlQDdiFw1tN75Zkr6naidP5oF07W9VmUIrpjZRqGEjPPfrd+4B0f0zpxDRzrlhcVtTHGemx+GStsueyU+EsSliuFDKmCDT9tg3V8hwx5oJC4DzltsLmns6R5+DzGy+qJ8GmcHkKlFsKW0B2pFg+26AbiMeV7PyPzy4e2I47QgjCO5kspKhoAwZdIoZz3radBCWdCMntWfkCSOuzyRSdE3GBLHcjbO7wkcZ1I0Jk0GWDnRaym7Cq5cKo1vBOgiDl77c7BCsdD9fKraNRgVk22FkpIYZxJEqiLEMNB3B5H7U9BGtRxlx0P6oa142xC4eeLaXA0Zry8oBgDdRNW5QgJFwnF3W0cOSHCarxRLOKcmgod1PstLx4/SIrz7MqlLyXL2txiabZzghKYebVr/2bvsEGv4mwO1gwHnf5S1/7PlIFE5dh3ktRTol3VOMgjigu92hSvd6EdR4E7j/cRpeiIvK15vtffIPghVSb3o75A2//TsYP+wAEHWj2arI7YkqntIephVoTtqs2BV4s9FWA7DgQT5SQW2tF9VrOB567z89MXuHf/8RPog4KXBro7i15Ze+YeKzJP5qja4jHmvRE0bsp3WUfa3ykKfdEwVhc7kl8yrxBtYVLNYjQtWf6nALbGoMOepClnP6WhqZVGqHAfGyCaoTwW+wr6p6M3pOpp3tXrZOqkwm4VLrdatCT+0Bk2zF7+9U00gHf0jQdha42XeMnwaZweQrUPdh9vSaaBaKRwdSiznGJqHzWoxRrQV2QTEMcoVwgOa9pUkW0CKSjQNQmM5tpSXbmcbEiO/PEC3GbjWbyIbfLtloPYGeVjImagCprdOVQixx7LhlAVd+Q3c8xlacaWvJdTZOJF0syklgB4ZjUuETjBjG68dTDFNXIeCp0UsKgR+ikcl7OobJUChho28fyd5QLhG6Kf/4KemdbfAm8J2SxyJs11MMYU7j1aChoSYMmBNLz1vwOQCtCUcrXSp31qLqorNC1dJ3MosSnGwO6DTZ4EuxmS+L3UtxXh3y+2uOPbv889dATzUEva0IW4zsxTedCHAAyHlFGOiX1ULKJMl2RdSuqnihvvvDGc3T2ligTCD2HMp5yx6Md1POYkHjs2JK+mZLvB6J5QLcBhZ3jms5xAAW/7SNvkHw144PDB/ynV3+MK9GY8DDFdx2L4y7vnO9hlzD8qZTsSJGeSkZR05EcpKpv8FZRDqWAWa0vYjEh64nJHcEqOe9Cke8qjr/vGpPf8TyXrp+jGs/ywFD3PL20RNcKXUnWXLSQkX+xZUimnt7bEcm5Ip4Gir3W0Xvl59V2XUII8uU91UBR9RW9uw2T5+PfkM/Btyo2hctTwGXCMO+cOOKxwkUKH2mS8/LCNG1Fxmqai5svXNjej4XMSwj4dS6QkHuXB5omkQpezOeEvCqOj3JRq0aM4+y0ED5J7fDDLtVhn+WliM5RhXnvId4o6o48Z5NKfocKkJ07IfhmlnLL4hLJLNKVw46WMFugpgs4OiHcPyLcP8KfjwnnYwBUJ0N1O7C3g2ot+F03JhhNdeNAzrWT0AwzkXXnDU1Hy6jLy7hKOWj6MXpZEZ0XQhAeJCKvXnV0fiV4T3pagIL8ah9dbNqsG2zwJPjevW8QTCCewmfmL7GlG4INbL3jUM6Bh2onpcmUBLta2fR4C1tbC3Qt9vad7Zxx3WG/P8cn0nGgUfyJV36e0CjibkXSqfHDRkKbCwM20Ayc+F+13Zb8EJJRoOka6TB34At//0Nc/ckF3917k79w+kk+N7+BOizR3Ybeu5b8izvMP1JSbiumH6hpem1idC3E3GQsLriDd3PicUV8tCA+XZKclzIiby3/xy+kdB960mNN3VNk547FJc3De9vMr8aMXgsorzh+a4+goNwRD5blJU+wML+mqLuK4XtOwnO1yKGbbiTrvn9cbKCM2GToGoq9wOT5iMHNTdf4SbApXJ4Cdqmou4Zo7ujfkZZjOTTo0ZzQuiSqSMiloarW445mr4+uPLp22IX4uYAEIwLQZh6ZMpCOHNHcEY8r8j2LS1SbixTQlXBqdNmAC+C8FA2RodgTFn7y9jHU4nGim0AyCa0jrxB6645IGFVLjl2jlW9DK3mmvdBAzsMY/PlYJNQHW/h+B1XVxDdP2ugCeWy+H5E/08dHqwBHQzwWDk6TappMOi7FToTPIpRz2GmBagJmkovV/wqPKoy0XkccuESzuGSpt9J/8W/yBhv8JsZPnL5K0xMrh7/1xU/yd6YfRfdq0rMKVVToybz1kgr0bi4kUT62nH+bY/6lXZqOFAj5vR4/d+cGw7ggGbXrmAn8D29/ElUYqlFKeb/LzsGUy9/2kPTSAhpFdG5wGXTvKrr3AttvtB2Irmb8CpQ7nis/OUM3nv/rl/4AH+nc5uvjS4QAfiE+Ws1LS5hb6n5AFaJWDAqScVibx0lSI/jE4DsRPrHUgxg7LjB5w+iVlKBg8O6Sq5+asf1Wg65lrbxy7ZzZDSVFl4Kdryo6DxS6RjaPTkJeV1l13iqUg9GrCHnXB0LWBtK25pyPjthXDunLS4FquAmKfRJsCpengF2KcVA1sEQLsdfv3ckJR6cXD1pV2Vo/RjBN701RjcdHGlM4ooUnHgtxTM+XKBeIlhBPapLTHDsr5SLUUiwBuFSj8xrXiaUQKUp02aAaj114tr4yFvmy0nTv5CgvF3STKlyspfMRS1p0tR3L6GnRyBw3ryVnacWGX89l/dqTQBmNn84wx2P5BIUA1qDPZ+iqwUdaYgccEuDow9pvJWiwuSc7bUSFVbWBjmVDWI3YqhoVCcfmMT+cVQGjlBQuscLHoJvNfHiDDZ4Er9++TO+WuMqahzF/8+1PMvhMhh0XBKNxh1uoRhSAIC7cqqyxM4OuZLSyvOzRtaK+3eVrDw4JGrbebsApyi9t071p2P6iIZorXtg+I7ENz2yP0d2G/Y8fkZ6KR4sYeELThXxfio2tr7cqQ6txX+/zV2//Do7nPb79udtcefaM+XVPHDfYuabadaTHGltIx0c1CK+vCZK/1nj5qsQcU5dOOkgBBjcrfAzBiEAhe1gQlCIZB+7f3KPc9sQPJVhx/kzLOyxFNRSPFdUw4Nspj6kCnWNPs9PQfdBGl3SS1l38wqE3tAqjaC5dK7uUzeoG7x+bwuUp4GNIJhLw52JF90F14SQLIh8O4RH5sEJZK8oaZMwTzeUGXw2MFBZaE+KIpmfE1XZRoac5hECTSOp0nYlZEgHJJpoLiS50UoKVCy8eV6hHc5KKhnIoXRfU6oKWoLGgpZDQTRCib2pFeu08BL++wABxzm15Lvh29FXV4rRbN0LmCwFdNMTHC5JRLYnXiaHajmXeHMmsORiRd8v34DoRIbFghGgblq0ya1W0wAXHpfXGWXWSslMvXacNNtjgfcPnlrr1PtENZH93i94D8XDCGKqthHhSk562ie2RwqcxLhG+WtMBbMCnAfvMgujLPaY3pPOQ3bVtwCt0Tj1BwSe2bvL2O5d45+E+Ydze6RVsfx2iZRCp8VQKgu2vSTHTdCOCUQzfgX/zyi/x/c+8wdeOLzH+qUv4OFA87FIPHNFWSf5cja6g2BEfFdUEbOEw5wtoPGZRo8oaMyulE2I0ql3fmkwKC1OKCilatFYTWSOKKC3HpRpF3RcujsmFjOytFCCSUSfWGJ33ImwRhB8UGbGVqEUGjVbSdYksxZ6M3uIJVIPNrfhJsHm1ngK9ux4XCbM8PW+Iv3pL9PnwWG5OCEEIuj5AHGEnJWqeiywv0fhEWo0u0RSXO2ANnVsLbBmodjKqq1vk1/qSoJp7oqVfq4NcR8zicA41z9c7Bl00+GEHlWUAmJMx8Uxu9KYdMflYES/kolVOWp1NZiTgUCuoa3BeghCr6sJA6REjOGU0Ic9Ri+JC+p3EqMlcChnfBkOuDOWQ49a1FG3BKLHrV4q6b0V1NFmil+VFtyeKwRhUKylXq86VUjSDBFMK76fub8i5G2zwJDATSzSD6nJN9y7075ZEswafSqK7zWWNMnlNtWVJRg7XjUiPNbtfcZgC7FRDt6FaxugKtFNUPU3nKFD3xP377EMiYTYEVOr4XS9/nf/N7/gJpnlKvqcotxRVV7yYvAGfQLmt6Zx6dCk2ENmpY+I6/IVLX6AqrSiDpuLfYmeGepQQD0qqIWQn0rGuB5a6J67g5niEXlayIWs5hk0vJlhNPC7Zfb0SY8xIoxtPUIpyoGES0Ww1KNd2cpx0hkwpm9dyW0ZH3sj36bnHlIHsNBDNGoJSuCwSd/GV5X9rKaGiiOmHK4qrNfPnAnW2MdF8EmwKl6dAMnYEA/ufL0k+/64ULXUjlfRqhrm6yRtNaFofFO+lEKhqfKwpBwYXweKykG9F1lxjqkA0q7CLmrpn8BHUHSkCTBlk7NOLcP1ElDzDniSYFg0qBAkv7AjvI+S5xMV32zGPk+yjJhECsI8UdinM+ronyagrfklwXhjwVXXR8Vh1kwDV70vqM4jvinNgTev9YIinDpM3NB2DbgLxSJxum8zQdA3VVkw8lYRr34tbyaAUT8H7i/BG3zLx21mxShOJKmiDKqPZhpy7wQZPgv57iuWVwOGPWw4/M0a3mWYAyolBWzwqcFlEkyqCURQHCbq9eUczaLoeFhZ1HpEfBnQpN/AmU+0IJNC9E1DXl/zJ4Vd59rJYRdwpdjjoz6kHgUb2V9Q9g6mCeDqVgXxHt469Il/++3c+yj9epvigKHc8plSog4LmoKJzuEB/rUfQMHsO8j0FvvVx6SXydxZybq4bS+hr0YgasnbYVumoGvGSUj6Qjj3xWKNyQ3ak8Jms5707AbsUUnHTEduKleuvt4piS7M8VG0R1KpNt/sXZp5t8eIu7/He7/lviM4tLvObO/ETYsMIegq4RBPPA9nr9/CrogSxq8dxYfUPbfx5hDvYRi8KURl1U/I9i64lYj2e+dbdMSU6ntO5n4sNfu2oeorsTBx3V3b9PoLsqKHajomMGLZFJ0tU3dDsdImmFaGTCOfWSwJ10HI80byh3I7FYt/LImQLhwtgSoeq2lTmVXGi1LqQ0f1eGxzmRSGglcj9jCZYgyprQmJxnah15FXUfUlW1bX4xqzIci5S1Jmhc+RxqRaGf+MISYxOExmB7W7hegnmnXvyPG1oper3mF8xdE490dRhFpvCZYMNngTRMtBsNWx/dU55KHljQcHs2ZTtZYUdl+iqacn2iRD6M40pofOwYnojE07cQuMyj9+u0cfJWo4cT8Wnylv4N179Av/F6OO8tnXEV88vc/fBDmocEeeK4kD4fs1IeCV2GZhfUxSXHLZIGbxXEIzi+GTAX4p/F+bdjOxYMXm1Yae/ZHJ/h6VXbB8FlpcV/VtCijWV5LqpWjZTNA41W6D74vZtFo8Exs4rQmTwmcUsZaNVd7RkIkUiAujelM7RyncmOYdyV1F3ZXQWFJg6rNfoui9xKuMXEggJl5eleHy1Luj5tS7v1HPqbQeRpxqYf8o7tcGvhE2d9xSYPmvoHNWiGDJaZM9xdHHDbw3nVlD9HvV2KtyMqia/3G1N6KDaUkxvGEwurdEQW8ysxEea0StdYZ478EYRLT3zqxLE6GNDPKmpB1IkqLqREY1W2Acj9MlYjgspVppUYUth2pvCkYwbfCQ7mun1VIizraz6UW7JqruCD4T54nG1D0iHJbLSedGKZn9ANYxbEz29tgGvuxJjkO9FuEyTTBydo1p4L1a8YORvtbsS52i2MkmyvnrQHoOcT3ljj6ajKPu6lYhvCpcNNngSLC8p9n/OQgjYeY1ZNpR7MeVWy8Nrk96bXkznSLye5tc0dhGI756TH3hCFHCZJ5hA9CDGLuVvFzuKaC7diNnLjs+dP8s7y31e6zzg7sNtPnLjLvG5pjx0xCO9Hr2oIAGz1Vbg6qegd7dad3TVKOa9e3vYpaLJQJea8ds76EphRpamq4gn0vGJpwFdecqtNnstjtbrszmdYictd3CQ4vop9VCs+VUjo/R8z7K4KnYUW1enFHuBpitcliZFPKn6Uqx0jpSMrHJRRJlKjlc3YnPB7zrH5oH5qzvy4rTnM71u+T/f+v289spdzHmE37QQngibwuUp0DnyJPenF4obpcVoLl6RztS6mm9evU7x/D6qLWaUtQQrc9F47klPA/3brR3/rBTOSONoOoYoD2SnDcFC1VcEreg+9FQ9jcs0PtZrx8WQxVBWRA/GYA1+OpNjCZ7ofIluAk2qKXZjfKIpdqyQZy1igOfBLup2Dmza03hk7qpVSziu1z8LSSxFS15CLn4yrmNb8p4Rz5h2MViRgG3RzrIjIaoFK7bXpl1MdCnHEHod6dCEgCrq9bEoa1kexKTngc6xmNb5bMNx2WCDJ0Gx50knbs0ZW1nfV0No+onk7LSYPhszv2LIL4srN3WDKRR2ahh+3ZAeWZJzGWNHS0/3vpBtvQW91NwbDXm1+5D/YPsWKHjj+IB66FGlGNa5tO32XBebhN5t8cYyeSNqSRdITjQfee4ey+sN5a5s5qKpxlQKnwSqAa2D+YrY26oYkwhVNyI6AKhq9PkMPLiOFefcSrrlupTHuUhGYcFA/qVtooX8bjWAuq+oBkCQrkvVl8DFaA5RLjLqZCyb0nKoWXx9G1MFlgcGdrdk/J3ETF/yvP3DL/Hm56/TeaDo3t8IDJ4Em8LlKaAdcDoW5U0IF0ZzKyLr6nE7W8yvpYxfiil2H8mtCJBMpQU5fGdJdlKT7wuDfvX7PpKLpdgRLofywm25+F4RjQqS4wV2LCTZUNWExVIcepUSFZAP6HmxnsPWmciqTRXWUm6bt7kdRsK/LpRDUmipR84prDpKWrWuuE64KVrGRaZwdN46xy7E+8BHimTckI4cxW609qBxicLkkg6tGrlofSpunSGNqa5ti3zRapEUZrKQqkEfb6FzVK+VWSvvmA022OD9IZ5oujfnqLKWdHot9gjbbzhMXmPyGqwh34+4+sff5cP/9ld55gMP6d9rILIkI0U0VbhMbvKmlCgUUweSqcfUck27rQZrHT91+pI8cYCmNnzgO27it1r1jhOVUnYk3w9uN+T7oj5UjaxN3QeBd0c7/N5v/xL+SoGP5bHFpUbk2Qv529l5oPOwlhH4wuM6EW63jx9KimFoHKEowGrsrMbmTtYZpcCJ2sjUsPV2hU89LgH77SNcEjCrNJIA1VBGRMlIVFlNJmtrMIrlpcDoJUOxo0hOxZwOwG/35DW5vEdybY5uIDnVVMN287jB+8ZmxX8K9N+ZreXC605Ar/v4g5Qif+UQW3r6dxo69wvUsiA0DdkDMXbr3iuwx1OSW+fiAxMZQmIpnhmuM4Xqrmqt+mW2qptA3ZW8DB8bUezcPxZpX8s5ccMMDnYvCMJlRb6nUV4KJuUD8aQRAzpPGxCmJL35UVKx81K0+F9+UYWiRB+di8GS1hBHhDSRUdPZiOhoiik9dc/QdDTFthFisVV07xbYXAhpTWrEBddosJrF9S75C7uyaPmAXlb41KI6wuLzW33iufBimo7BtvLGDTbY4P0jOwrCZ9MyzvWRZvqsiARU04a3GsXJtyvuTIf8zJde5c7rl4jmjrDMSU8DTVc4KfE0MLjd0H3omV2xlANNOZAEZUzgy5/82/zIKz8CwPe88iYffeYul7MJJm1wqSI9DRx+riY/kPXIFNIBLvdE+eMSQzry/I2P/r/59P0bhElM6LgL48wALpIolsWhboUKHr/mBIraEudEoZgkEALRgxHR+ZJyP5W1T0N+EONiyN454/AzYihX5DHd++IZZXOIpxBPhL8jRnSt628HZs9oXvlt71EPA01PJNPKyQgrP8zAGE4+OaB5u0+xFyj2PXYpnL8N3j82hctTQM/LdQZFaLsToZNeGLWFgDKSk+GtElnhtJS0Zd8GDjqYXU9pDoeU13codxJCZCT12Ap3I1r6NZHVlGIgV25pkSLmHnsyFf8U52CZSyhiEuNjQ3MwuIgZKApJPa0DJhfHXpeaNc+m2BbvGBeJN8ujxNw1Hi0OvHSa3GgMx2cEK8nWrp8IJ6UoYTzDpQabe4otgy0k9NG1GUmqCbLTMwq9rAixFXKvhnJoqPuSVh1WQZVtV8f3YpGHz50ssrVD5xuOywYbPAm235T2gY8tTUeLUrEDyVm1NoJ0vQSu5Zzf20LVis59TTQpoWmIF56m71leUsRzGYWMXlXYIjB9QYzkQnt3udvM+cHZLgDXs3MKF7FoEtwkJjvxrUV/Te9eoNhTTG5E+ATyHSPX+rSke2fBv/FP/jSLZUI0lo1c3ffopcb1HXVf0pqroYydfCwqTF17SWlufaZW3EM9XRIWOereMdkdGav7NKLJFNEyoOqG7oMK3UA9i6n6QIByKCGx8UwKpWoohnkuVuuogrd/9Hn8MwV2DvPr8nO7lOBFtMEbRfZAkrDDTk0023RcnhSbwuUpoCazC0nwaoxyet6SdR/JpHCB3q0lwYAqKyhL0BozWWBKT/92wejljPwgohxqIbS2jrYuEdKqqeTiaDJFfiCzX1sEkuOl3MytgSQBwO0MCMuc+O0HmGm5NjoKVU3nYU2TacptS90T7kjTFhKrxFS7aIm3SoHS63MM7WhohfCIC6SfzGAya38H8UsIAcpS3G1TTTLx0mGhJa1lFruUpOjkvBRCbuOpdzqYQuSIpgjo0qFLMbnDip+LmYnfhGQdiYT8Ue+cDTbY4FeHKZqLaI/2372v1ERHU+HjeY9PDC9cOiE5NnSuzund9ZgzuclnJxWqUvTuBB58r+P8Q0EiBNrk+fzQU+wFvv+DXwdg30z5k7d/G39276v8tt23+ejgDlhJRw4Gyu1YyPsHgZ1vlFz6zJzs3BEig+tG4ALpfct333iXw+94yNWr5+hKOs92ZEnGsrlLRuLhoitPNHe4tGW9OveY8zZFeeEEfu+Y6HxJ3Y+oOxJCS1UT3xmJXNur9pxFiVn3FE0HBu8GIex2ZCNaDySA0ceBcJJIh7xq/V8ULPc0KompB9I9r3tgH8bSTTebjsuTYFO4PAVCUbSdE09oEz/FGbG19zdSTAQjKh3lkFFK69QYJlNM7llcTVEB+jeXdI5qyt10zUpXPrC4ZGg64gKpXKB3JxAtA1VPZqn1QZ/ysEe4skcY9lHOEZoGP5tLUBoQWs5KPCpwCTSZpuq1QY9nri2UZIeiQiA0TsjGXGQUrbA2gVthZWE9mUIc4RODGs/kNXEO7QJmxZ9R4i4JtJbbivTBXAhxSqTgxW6E8oHspMYUTgoWpfCr4kRpmq2M5aWIpqOxk5JqN6Pe/aYx3QYbbPDPRtsdVs4RTxqCVVQ9A3GEyyJcN8Elhme6Y3StSKJaeHd5AUD0YIrNFYurCjMz9N/VdO5rXCrrSXqiqbc9v3P7q1yzPca+w93FFq/99J/ks6PneDY+BRXIDwJ1TzF91jK/qsgeKuysRM8r2cQ4Lw7hWsY07013GS0z/uyL/xjdyPPouvVUySCeyZojviwBlxmxefBBCP+7WxcKUBB/FWvRs5yj74jE+fatU9mEljU+9WR7S3xCa10h0QS6lK6St21S9DzQu+MlwPahonNPk4wDnQdBRtuJFDchjaWwu+yJp2L5P3nVke9ubsVPgs2r9RR4zAofpJqPrPi5tMRYZWTcA2CX7iLevE2O1pUjO65IR46mI1b/0Uy6ItXA0CSaZCTk2WgJyTQQL3xr3y9mSXZeEU0K9OkETs+FX7K6IFty7er5zNkMXUvHQznI96w46M69sP/btGnVzdZk4/XfoB0bRdFjMu91F8YY6r0O8f0pfjqT849ag7g2xDEZlTLeqQLLKxl2Wq5n6fnVLsvLyTqsrBratqPSKoYU+F4KRmOPp9hcpIaqdq1B3+ZjvMEGTwK9rNfRHUFDPK4JBpphSj2McR1RHX76zg069wOLPBGFY7su+EGGeWVGue/o3tHoRjotppBoER+DqhQ/OvoQf3c+4D/66r/KreMdfFD8P67/Az47e4HemzHVlqfpQu++4+CLNT4BPGBlfLWOF9Ga4XuOXlzinOYzixf52Pe9QdMJ1INAtS1r8vS5dk0Krbx62dBkrbGlkw5OsI/4VKUJKksJ1lC+ktN94GA0WZtpMqwZdnPqnqfagmJHxj7VliRQu0Ts/xdXFC5WxONAtSWxAMWOIplJplrvnmd5oAi9jJ2vO7q3NctLgeQcQhRIppuu8ZNgs+I/DdoE6MdGFNoIwbRphPdiZJapp0uS4xy33ZXCpp0f22lBcuuM/pePhNfRN1SDiDpT8nttllDdU2tHyfkls04Udd2YZpigZwWhLAlFiVoW4jQbAmo6X4+QVs/powuL/6ovz9Ekirqj8EZCx/xWb32Ooe1yrLkuK2O9Rwsao9H9HqrycD5Zy6VXxZ0pHMlpRbmdoEuHarsweppD43C9hKqvMXVA1zIiE06McFf0so17b4MU1VzMIrr3SzCKfFcTjYpfk7d5gw1+s0JVtXzVDps7lJNIkWoYU3c10VSuu992/R2ykSf76T75npUoEdNKqL86YPsrmt496Wgsn6tpuhIaWPcCOy+d8/XRIX+wN2V5v0dTGezbGf9w9lG2oyXegp1rVCMd5vT+kt4dj+tGQhwG8iuZbMgaTzT3HKYzntke8ze/+J00XtN0ZSOmtircJ6eUe45yy+AjRXSyFCuIyktHXKnHO9E+iP2D8zT7fczdlN7rRxd8PqWw9xKO3trDJ4H6I3PKfYe3kJ6BqSSJuthD1ufrEqeiG1ljbUHLi9EsDzSdh8LJ695ZMnvR0fQC4w83ZHvLjeX/E2JTuDwNWj8WlLqwwg+Pu+WiNS7VUFaoEKgHsbQlgVBWqNrR7A+oL22RH4hU2qXSpakGiqovCct2KUWLbsQjIJ7JDb7aiqkGbQekqmWEU9XiJaMUYbFEPRJMGBY5dhmo+opk5ugeeezCYYvA8GaNCgGXWfR0eZG7VNeEPL84b60vUqIfIeuG3S3MopQR2upx0JrQGepBBBp05UiPlnRujoVo20mYPpeSTB3Zw4K6qzGVp3evEqJwWxyaedn64Gj8ZMrws3eJ37qPyis6xw7s5mO8wQZPiuZwiI+tdDYTQ5Nqym0RFaiyxieKUdUhOxIi7+m3tdd806DnBd7KmKfqa+quwo4s+UEg/cQZf/4HfojTB0Pu3d3hnXqOLhTZGylNBv/Nj3w/t/JdXBqIJ4rBTU/n7gLXjejdL9fZY/HkYtMSIo2d1+Qu4npvRG+Y86XPvMTWNxS+5wjnCcW9Hsopug8rsrsz9HyJykvSd0/W3lrKCfFWJa3nVtstP/twhys/0xCms3VXKVhD9tqY0HNk9w2825WR1RKSsafcUsxuwPO//SbBiu/L+EOSbZSdiLeMKWXdTkfCj/Gpxbx7nxf/dsFLf2tB713LsJtT7G8KlyfBZsV/SoS2OFl3I5ReO77iPSEVshnO0QwTyu2WJGaM/I6TnUW1HdN9UEmwYk+T74m1f91RLPcNLlboNqQwyltOiYagFclZuVb4hKYhLJZgrXxfVYR+9zFlUXbaSEx9Kxdsuq3qZ8fijSI+XhCms3U2EPqCoLuy238Uqi3cfBah7p9c/Nx7VJrKghhpqn5rRheQ3ZPWkgZNO/fViuWVTDwgTiuShwuSk6W0dWOLajzVboZq85f8+UgM9h6eYArP4pnOr82bvMEGv0nhBxl1TzYU5XaCrjxNoogWHlMF9EQsG75xeoAd59RdCCbI+ERp1HSByRWLq55quMoUUtQ7DX/lQ3+bf6Vzh3/t277I1v6cv3j8/ZjW3t8NGsyNOZM6pe4HbA62kFT56HiGnZTk+2044rzEGyUEfMAsaj772Vf4ibdexv3CNp0HEtJoZoYwqImmiv1fAjuvpTMbxJcFJ+R+tJbOC0jXqN1sBmuYvBzo3JoSqguzSz/s0EkqKDTLFytcGgiJE6VRR4i4uoJJmRKPJeVZd2uKvUB25tn5mmf2jCE/kK553Vf4VDri9o076JsPuf5Ddxn//KHwIDd439gULk+L1cy0LVQAuUBaqKoWv5ckZnYtYetzD1reSOtMG1l8pJlfsRQ7kuejvHgBKCckXFOJT4KuA1Vf5sjagamFN6Nrj8pLIdGuCpg0viim2lRlWpVAPKlIJn5tAkeAqi/Fi1006PnysXO48HQx8Px14JEIgNWoyFohz7YZRmuC8s4Qnxh8oiRuYNGaxUUXtv4+s5gqkJyWIsseapquRS+LNo2a9WNFhvnI1d1mKMWjcr0j3GCDDd4ffGyIRwWqdqTHS8yiQnmIpw3RTG7udukJP7tNiAw2h1f++pSwlA5s6HWwOZhKMbvhqIaQX25QmeOKWXLHad6cHtB4zU60oB56dl86Q5Wa3cGCSZmRnug1J6YZpHLNN57FlbY70gjHDyBYDRq2X1f4WQQBZh8rcFmAywVqZtl6C7oPHh0vO4lBAdCa/PkdVOMI8yVhKd3hEAJEFrcjVhVrQYJWlDsJR8dDVLcBp0jONJ3tHFMFmuwiN+581sVHwu/xi0j8ssY1+a7EGegamkRhirBOrJZzbQiLnL2vOMwjje0NfnVsCpenwWoEsyoKtHBbCP5CaZPEYnVflOx84Rx/fCq/E4JwUiKDndck09AmPwsx1ZQtQbWvxN9gHmReu5ACJpp7TOmxyxo9Lx7vgngvLrarYzwdP5K4rNFFI/JnjUiXK49LlKRUdyw4jxr2L0i9sC589Olo/d+rwiiEgBoOKA4TMYhbmdWFQH3Qx8Uyv07HTtJSy0a4Ko0naE3TsZjC4zKLXXriuRciM0hhBeACPm7PKW5HY23RiFKYb9zCni9+Td7mDTb4zQofGzGZSyL5VylsIQpA5SGkCfhAehbQ4zkHn1ugbj+8cNReFpgC/PUc5RQqQDQx/NaX3uYfzD/Eu/Ue/9nz/yNaBX7wM98FQGQc2QPD8fmA33/5CyxfrNbr2uxGtl7Loin4LMJnEelphc/s2vq/96Ahu2vJXy0ItXBc/ChBl5omg2pgyZ8ZXIgUHlFB2nkt59vroOIIlYr3Vr2dET2MqXe7qG63TXHW5HuWsLCYBwmDr0XYAsp3BxQ70mEaf7QmeXVCeb9LPJGxWXbX0rsFTWaIZxJ9IKrNlveybPmRK8NQrRh89g77X9ysYU+CTeHyz4N1AGH7IVxJobVez1OpasK7tx/rXqgspd5K0XlD906OdkKSXQVtmSIQNGtptCkCppb/52MlBc75At9LcZd2ZUy1GuWs1D/IeEh1OuitIbzwDKqsKYdi+S+FknihxHNPfCZZQRTl+txCCAQnkm8/njx26koJzyXkOXbuCMPe2j1YZSnVMJLcj0Qu8iaTTotyDhUCvhOhXSA9KSQZu6OJ5h47LQhGtzJyR0jMRYjir+TgW1WE9+78C3xTN9jgNz/sQoi5q86GXpboRjxdTN5cZK1lkk1k37wjG7OW3+b2hkxedejbGcM3FKqG5mrJW+N9/ua7n+Sv3f3tvBZ3mJ51IfIorzifdVk+29AsIv69rXt03o6ZP6NZHBpsLp0PVTetlFnUkC4z+NhQbaecfXSIcoHqg0vZeM0teEWIPKiwdt2NZjW+k8qaWFbrzZSdlWJyaWWDteLkudRgckW5G+MubUthNuhx/q8tIXPEE3HQDQb2viQdosXVQPogYnGvT++Wxv3ACB9JFIBEGGhcCiqIe643EolQbUVS/K02ua2Fhf367d/Ij8O3HDaFyz8PViMZrS/Iqm0ic+gkqLJ+vCOy6mTsbNF0DRjF/NmMaCHdBuXFEyCeBbSTsZAtPFVfzOhUkJaj8hDiiHI3JUR6/ZzAY6MjOY6UsLuFPpvCyTndI1H2NJmm6YgDZTRrF6qmETVQFD9+zCAFVxyh0uTxn4WATzSul+CvH6KGA/yNKzSZomxt/uuOJliFy6wUO5HBLCri+1P0eEFynBPNxWJc5WJgp2e5dFRGSxkL/UoEXOcuul8bbLDB+0cIuF5C0ErywdpOrUsNunZgNLPrMdGyXdec+DsprcFoTj45QO1U2Lmi6ciaxChmUcacHw/4+ntX+LPHHyYdlMQPI9S+bIiSI0u6VfCH3/teTAF1P7C4osiO2tFNZOkcOxkdOVFWzq4nnHxbQv9uRTwq8WcJjGJ8JnwTbMAuNJ1jh8s0dT8iZFHb2bjg3YXI4AcdCaS1FhVFKKOxy4bi2YrjbzfMb/TgcI/Rd13FPejQ+3rC4JZItuOJmHb2b4nbr4sDnTuGugeTcYfmo3Nc35FOJIxy6+0Sb6XTgqKNBwjSOV6haR53KN/gfWGz6j8tHr1hei8Biz4QWtmdzyKxq9cXY5XV74UspuoZ9LIS0lZX4yPF8pIimXjqjsIuA8s2aKzuqXUQovKQnokhk48UPrEXIxoQg6hWdq2Mxg0zVF7ixxNCWZEela1Ury1slGrtsYWb4q8drOe8j46FQCTOoaqlE9PKokNRkt2aYU+mqKqheeEy8+e69O7k9G4XUnRFUHclW6jZ6+FTKyMja8QRt3aYwhHPalQj0ko/6OC7iWQmGfV4kGLr67B67TfYYIMnQ9OLUc6jauGm6UVOPG0whUMvpDNR7D1ig6BW6klR9y0vKZ6/fEr/VqDaCpQ7gZB4trKC7GbMR1+4w71ii//DB3+CeiAdkXIR47JAuYz4hc+/JF1fA+WuX+eNqRCIp07Wt0wccBeXFd37nmharR/3kY+9B0HG6YOdBaZoXbmtYvxC9FiHO2SJKC6LZr05CsvlOhnbzEv2fzpi/wtScBx/9y7zPzzhmR91dO/5NRHX5hdFSHqmiGYKl4pbL/OI4BW60BRbmmjhKbeEi1N3heeiWiHCuphaSbM3zt9PjE3h8hRQRv/KVfKq8+GcjDpaIq5q58W0hYDrJcRTh5ou6L9+hs0D5UCRnEthsrwsFv+mlBajrsTx1sUaFyvqjhQmJm/dZeFCPdQmVKsspf7o87hutG6N4j1mUeJiJTbfCrST59RFRcgSmmFC2Ble2IGHgO50fnmh8Gh20Xt38Kfn6PGc2bMZQSvs3TOis0U74pL5eVCK5aUE03JSglKt4zDERzPiW2eEJKI5GND0E6rtRLotxmDmJaGbbTosG2zwLwDR+VIULhrZFChFfLrEziuCMYQkwi5bt+sslS5BO4pW1qA8vP3OJYKB3h1RFL340gM+tPMA96E5P/zSP+Gs7PIjJx8m2IArLDataQaOw4MJIRE3WR8H9n9JoeeVbFTKCls4il2xdTj7UMLiRoMtLqwmBm8Z8iYCFWheKHhh5xQfgUs0TaqYXw/Mnu+JW3nToBY5ZCl6WaCXFSovL6wsQgAPO1+e0r09x+Zespa+sUU8EjHD5EWoB2Lbn+8rps9qtt+scVkgnogRnV5q0s91ufyzYiYXDOQ7muWhRlfCVUzPArNrplWg6gtbibL8ZYrNDf7Z2NwFngY+iJoI5AIwRmaVKwY70AySCw6M0mIMtyJkqVbiHAJqvqTJhLfiEiHl5leFiKZbaoepJQNEtbLoum9aQ6aa6GjyuKdKVUO/S/Xh57CTkug8xw8ubvh6JpyaYCQfI1p44vMCVYjFdfLOMRyfPcLfCfjnrsCzV1HWCiFXqTWxLDTNhQR8MqVzXDN8fUSYz+H4jORcFp2qp2kyRXZaoapavFeMZCnpedGOgwxumBGMJlgZj1E36KKi2UrFRXf9Hlx0WjY7lg02eDKEyKCLej2GdTs9VNWgaidjlsaRnnt69ytCZFFZKgT8EAjei9vuiSWZeJKxuGM/3z/lx95+hdcuHQHwZ679z5wsu1y6ccYzV89ojjpgApH26KWhHgY6DzW9uxUhuzCdM4uasq+ZPpeSnst1fvTJ1kkX6Bx5RkVG72BBp1vw1tk+uoFkVNO7V3HlZxz9myKHVlY60otX9ylu7BJiK+OZbmuhYAx6tkA5hy4aUQSdK659qkY5TzKqJHtIB8ktAvLLjmjRkIykM66bwNYbYvtfDMWLqupqtIMmA93IiN/HwnlR5pGiBdY8wg3ePzaFy1PgMW+TRx10V/+umOyPFDJqNTZqc3uaTENkmX3iGsW2JloEknFANbDzRUO0QHgvAQn9grbAEZmi70SYs7m0QVczU63R3Q7VM9skbz0kvP426t4xPjLtxaIJZyPicSNE2NJLVyexa3nemvHenudqbFRe6hKeOWzP46LjpJQSXoxzBOdJvvge3Hu4/n/p1+8RLdw6yK3YkXl6MIqg9Xp3R9O6DVuRRHuriGYNoSOp2ap5PLH6sffAbwqXDTZ4IrRWA00/vuDq+YAqWrViJJb/qn6ko9uS/vHiv1Jvyc+Ov0NjF/A/f+lDoAIexX89vsqx67MsY87GPfayOXq/QM8M/8NrfxP2Spq+Q9eQ77dFiweSmPxyh3JLsf2lMbs/eYfnf8jR9B0qgE8snaOK7TTHOY3VnjyPCQrmV2LqvrjmBoV0mleqyCZw9oGE4nIPOplwelqbiBBH6NEclZfoynP1RyekR+LQbRYV1/9JA0GRX1LYHLZf19QdiykC2blvrSsgO/N0jx1N0qZXd+V1zQ+kaIkWgfTcrw3ugIuN4AZPhE3h8hRYa/3XYxN/wTNxDj3oi2KnqNbMcWD9r26EiDr6LVfovjfjyo/co3dfqn2Xyty27oJLVBs3L8GITaKwuXRLgtVyU7eiJlLWorpdZr/lWZJv3MednoFW+MkMMytRw8Ha68XUnrqnqVcEXZDioZ35rrpCAHpvl8lrfVRAODsrObLWKGMeT5AGQlES3IUfQlgsiSY1ydSt/6ZyklGEBuUcixe2qa4O8YMM5QO68mv59MrHBR8w5/P167252DfY4J8DRqFKJ2ZtzqPzWkwhvScY04aZakzp1iR81oWAJx4HVKU4+qTm0mc9V39yRnRm+WMf+AU+MrxHR5cUPsIHxY2DM3pRSZLUcFDyH978/QwHS7J7Fm+h2FY0fdmgVPtd7v2RisPPLdCjKRhN+s4x2T3L/HoHnxhM0fDme5d4bvecxmsICtcJjF5TrYghSEEWgnDktvqMX4godxAxQT+DJAZrCP0uKi/FITwE7KKRnCSjhE8TAslxzu7rHm9kY9l0FHVPRkBNqrBLx+KyBN+qlfN5T9FkMHzXE80C6cizuKwfz3rjYiO2Sbh/MmwKl6fBKvirrdjX3wNoTfXCJcn6WBUs7VhlNWJSpSM9q9j+yffQkwX+6AS7aLCljITKbcm8cJGMclwsiqK6L9yXutN6ooQgrrVpKkXKs4f0v3SEH40fOU6FHk2pr+4AcqHYUU6TKMqhEtO3jqHZ6lz40WiDah1+3aVtuvcronHx+Kel5cysfR0e8UtYS6XbFmj01n2CUZjKSxJtIh4NqnZtMST+C9XwQs0UzRt0JVwhXJDk6k76eKelLbTUyrtmgw02eF/wicX15HpTtXREfSdGtSaPZx/qYAqkE7LarBQloa5Baaot4chd/rQje1BgTiakJ4qH5ZAfGH6e785u8pHkHh8+eMD96YCffetFyjJC30358t2rTKYdshMZv/hY0XQtKgTGLyVc+nsJ0e1TKZTa47n6szmzZ8T7Ch8YfDXm+/e/wfc+8xZ/8ANf4IV/6RbKtd1YpXCJxvc7hDhi9NFt7BJ2vuZoOgaVV6hlIV2Xdu1Qgz5uq0fdj1B5LV3e2qFnOWayoP/WjHimRPFZAUqRTEUN2nSMBC/2FMWuSLt9LMfiEkU6Ep6fKcGUqw6WetxC45H1c4NfHZvC5Wmw+pCt7f7VhX8LEB1LlyOsnF5btVFYhTNqpFW7zPFnI4JzmKKhSRXRMuBisfXXTSBaNJJTVNBK8EQm7eOWoDst8HtDVL+PSy3+9PyXuduuC5nWwl9PFqIsyiGdeIJVmGUlC4Ux4C/mra4rfiwrx1uVpetz/WZuiTJafp61BUbrnxDmCzp3lzSpRlcOn8aYaSGvl9XYpZOgtAA+aY2xjEItS4LVqLoR3ktk1jED627Xo99vsMEG7wt1z2KK1snbQ73fwWWW0ElRRUk6Eh6LWpao6QKcl6IFQCtcAvFIE80b7FQ4aiaHh0WfIkTMfMSH44jPfOklqsry8rUj/k8f+1FCFHClIYxjlpcUnSMxoJs+G5Ff6eItDL42utj0RbLOxbfPpQvdsaAVnWPPad3jx2+/zFfGV9hJlqSnkg3EahRvNcQR0cITjHBNyqEmpBG+mxG6qXSs44iQxtKFCsBKxehWkQEOvSzZ+XpDsaPo32vIdxXaQTkwzK+IL9aKN9ik0hn3kRxPOZRNYpOKuhLVem6tuvHBb9awJ8SmcPnnwWrX/+icUil8PxVOx8qwaVXoOIdKEnxsMfPq4uYOqFwWBbsMZCeBaBbo3ypQlSeeOtKRw5TCWC+2xP+l6YvMT5+MIbKYXHxj1CMz61XRFN05k3FSG8AYtJB+dSXOvOVhV9rEq3TnECCKiG+fEzRUwxiXttLr0Cqk2vNS7Y4hXL/M5HtfIlzaFdO7R7g/9miMrgO6cuh5jk8iXCZfygds7tCVyDN9LEFvK3OsZrfL6YczXCe68MJZFSwbL5cNNnhiKBdwHYvLRFlkFjWstASNw0dSHABSPKw2Z1WNf+aAuh/o3g+YZU15qUeILIPbDTe6Z/yD0cf5D9/6Q/wnZ6/Re9eivtHjo9v3KELEyx+/jTmPCCZQXK0xJfTuO3a/uqTuGXSFqICMEfO4uhGLB6UY3PIsDxOaTkTnYU3HVHzPM2/xjduX2IkXuOyRjgbiDuy6MZ17S1H57GrJBNKyCXKdSGwgauleuyzCR4qTT2yJRURkREjQ0gA6t2cECy4SrkuxpXERZKeeaCEvXjKVIiloyE4DthTei67BZVLYKPOIqkhvRt5Pg82K/zQILcdiNS5Rap1ZpCKLT9q8HQBtJDOovcmH65eodmLMZLHeVShjaLYzXATeKrJz+bBHb92XYkTJ3DYY+XnQ4GKFyWv8dg+cw213MUdjeY7WY+WxQ54v1vLAkEvgYt2qmbL7OcnD+UVOkTbCxneOcDYivTclHpXED6Yi3Xt0TtsWEupwj/JSD2/AdWP8Tl/+BshrVFbi25BYiCN0UWEWJXZa4BIjSilksfGxXNTKefRkgZmX9B447Di/GNOtipcNNtjgiaG8FCt2VqLazoJd1Lh+Qogj6o7C1C1vbTVOsTJaGX2gjy6h+9BRbyUcf7uYUgYL51WXH3n3g9w93eKvf/lf4upPzWg6gb4p+McPP8zVzgQuF3QOFuDELfzoE4ZgNPmOYvf1BVS1mGG2BnIrov/gnRxdB0wp7tt//9ZHeHe+h72X8I8+/e0UO4G6a9BVQLfJ9GZRoZcV3YeO4bsVw3eWBKUIScvXse14vHHo2ondRE/RdIz4TTkPy1xUl7UjGT0adCvnbGrp8qwQLYQLoxySC6cU5bZkw2XnF+d18Wbox0btG/zq2Kz8TwOlL+Rrj/JbopZvQms0pLSMXZRuvVUyXCdGNYEwW0hBEsuc2RQiGzZ1wMWK7htnUmx4T7llqPqmrew92sHw7SXBakav9QiDHj6xkg79T2k5hrKErcHaV0Y5cefNjkt0UaOny4vOUfDypZRY6t+6h379XcL9o4vCAR4jyYZOgp3V2DIQIk1+pUe4fkVk4CCdqEgJ4dZeKIF8bKV9GqDpGFwif9sbte7soDXxtLkgDq/fB8U3k9022GCDXx3a+TV/LCiFneSSD+YDIY2ouzLyQKmLoEKlYGeLYlfRuwPZwxxTOkyBjIS14ie+9irFSYa6nfHMD1r0eEHngeLHj17h4zt3+NTbL5NlFX/xo/9fVC0382rXkR/GuERhjyZioNly7NZEfx+IHoxoMkWw8nvFZ/Y4yztsfx12vqy4/PMO3QSKbenYulivx9Xdd8akN88kcTqTQszMS/SiFJ+ayDJ/JiOeOZKxOIuPXu1Qvngoaqq6xndiloeyjs2fUdRdhV1Cvi2GfMWOohxovFHEc9loKi+bTDzrwMiLXLewtv/fWDo8GTaFy9Pi0YJl9d9t98XHBrXqXqxjARTsbROspvO1h4TlUqrssHKuLHGJXAydo4rw4FjGPnklskQvZnGrjguAfv09dr48YfHKLmZZE/L8n3oBhLpBlZV4sVw9AJDZr1bUO0JiW+Vm4PwvJ4uFgOpkF+OtR91rAX0yRoWAyT3R1+6SnuTU+x38S9elNVtV2DygfBAZdCrOwsrJCEzXAZdKNEAwoGtPsz8gWEO9lUqCtmqLwVXbun3dNx4IG2zwZMj3Y0LcdobNKrrDoJe1GNMpxPRtpSQCUIrli7sEDXtfnKOXFdHJgoPPLSAETOk5vDTmyvOnDN+Czrsj2XRMArvpglmT8snnbtJNKlJVEzLP3hen3Pj7nuWeZuvdRsY2q7iS1VpmLdQ1YZGTnjWo2jN9LsHm8PDuDuWW4uwTbUDjrKFz0rQjISTOwBhxMk9jqr2umFkaLZ4uShHSmGA16XlDvmuxeWD42Xv4GM4+lFI9uyejcC3RBvHM422g2oJiV9F0FXYhnEGXgI9geSBmoU2mUT5gqoBdQJNq4c2sxkSRfTxiZYP3hU3h8jQIjxQlj95EaeW/46Jl4rdk3OBR/R7lM9uYZYUfT1CRRe3toDJxNXKDVDgsY0/yjftSRLQeMaYS7xddBqKFpxoodN4av715k+7PvY269eDxY/yVZqch4F66JuqBAFVPiq9qaGWu3MlQSbImjqlIDOdW5+mePfzlUvCVY+9iib15ROdz7xIWC5FXaoVLLSpJCFVNel7JKKgTyaKhRYZtKimglBOnTuXALhtxzvUeXTps7qWt20oz1YprU9foweBf6Nu7wQa/2ZGe1gSjcMOurAt9yQZSzmFmBcpBcl4/lvdTPbvH/d9u2X6zwSwkU6ze6aCrBuU8+a7l6O4292/tsvP15drjSnlovOGP7X6arq04erDF3z77TnpvRDSDhOThnIPPTUlOy19+oFqtx0bKGmzhGL3aodhVVH0w3RoVYPvKRDLR2nXPVF7CW/uJrBseCIF8XzrAupCQSZ9K8aJcwOQN6cix/bmHUNd0jxxBwfSGGHia8ZJkFJjcsMRT1TqaS4ZRtLgIwdUNpOeeZOIZvyAFTzoKLK8Eqr4W595VF8sHqCvcR1749Xjbf9NgU7g8BYLzF+oWWDvHEgIkCcWl7gVr3Eu2h9vuo0JA33ooj716CepGyLBa4yNDMvH0by7xc7HEV9auszm8heWBxceKZNwqk1ZjmryQTsmvdtyLJfUgxluNbkTKh1FE80d8ZrReSwQx5oKnEgL2zol8/2i35ZFxV1jmhLJaP1/dM9LWjSU7JDoVUyddudbcypFfksJtxeGxeYOuPHU/Ipo3YAxmVpIe5+jRjNCmV6+6LCpNKL7t2Sd49zbYYANANiftxkQXLSnfGHwnZh0KWFQiSQ6B2XMpdqno3JoCMPnQjqh82tBXb8COLNtftNjT1nPJGuJF4M50yOvlVX7f7i9hUsdWlKMbWFyKWV4fUO5lcixtfhnOob7J6BKtUU0QS/79QPdBQN3OWB4GRme9lnPScgATjYsUZdup1UVFSCL6t5YSx1I7aDx6LspF10/QlSM5K2CZE5wnHjeYMuBScJe2UYuczolncSVQ7sqovXMkPzclZCd+7e4bjPhu6VrUkmL0KZuyUBStV1bL5dvZ5t0/kP56v/vf0tgULk+D1shNPRr8FwJ6OECliUjx2hRVoFUWKXTlCbmQdn1qcQdDAFQcYWcl8aTG3DmW3zFGCoKyQjcBWwjhTJQ5oEr32PGotoD45mDEFZTRhGWOzdu8kdqTjBrqjkWXTgyZtBZZoFLSnv0mXMi7/cXXo4gfCTfznnLYOt7ubcuis8gJkRZ/hGWN66coH3CJsP07dxdEp6J4EityRUgjee3ymjCZSqflURl6kqx5MRtssMH7g3Liv+SySAjzSH5Rsys8vGBAV37NMQvdjCZTJGegygYfW46/Xa7DeielvDrEVIGDXwocfG7WjkAsIbZEM8cfvfGLLH3C7+0UGOtovBi4lUMZDSdnBap0+F5HyLmt460YxVnhmSQx9nhK574imovPVeeBovexM9TSku9q8j1x5Y6mzXpMExKDT2OqnYx6EFNeHqCnSymUAJxsMH1spPBQovwptyPOv7PGG3j7D3chslR9TXNYCWelgbonUS2SlaToPnQQoNwSabWuoc5EXLH9VcXep25fvAltd8jt9PDRhuPyJNis+E+BlTkb8Mt8RMJsJkTSxglbffX/rcaeLy4iArSWPCPnCc6jRzOi03lrBy2EtNCGb608TiSMUUswYivhW//9drSkD/fRVy61x/Z4AROcI3owRvlAtRVjSo92QZRLdQNFidvuCsHYO1EXtT4KANStE/A38WiCc5Cl+BtX5PWxFjVbEs89LjOUhz303o50nZogOx7nCFpJSnYdsPMaPRX3yvTelGhWS+u68QQt7dVQt4z81fFoLUS3DTbY4InQdAw+ab9ivb7OvNGYZUW5BU33EVUg4A1svSN+Tz61/PH/xaeYXY2oBhaTN3SOaqquoh4motyxGlXWRMuGHzt5lQ+nd/gL5y9QTRL+74efxqXSmXCxojjM8J0IN0xxV3ZxV3ZlBN84GZsnMuJReUm0CNS9QDUUVc940iVYT3bqyU4b7n6fpukZ4rkEuwalCJHGzivsoiGalmJmadu124hooOlFzJ7vyjmnCcmo5k994mcYfUfN23/kv+bWH7rGybcHzHlE7zYMbonKqMlEYWQqSbb2kYyKTBWIltJJrjPN9luFZLitOvGtj4tPLAzr34BPwbcuNoXLU0DtbkOSPC459h4/mRKqGpO3BUsUS/HQ71LuJHByLv/fGPRoTnJTbPnVpX0WH5LR0brYab0DQl1jc4dyARUgWgbKrUfeNqWk+xNZ1JVDQlFSXdlau9cCLRGsVfLkhRQHJwVN1xJNK8xoIbujbsbsRpcw7KH6PZqXr7bKqJYsV5QXRNgQ1hwcnIOdIcurGbrfu+ChOOmm2HmFH3Zx3Qh7viAYhU9jyl0hAarGr2XfhIAqa+zpnOhMHiuGfS0h2LkLKaH3hLMR3TfOfm3e6A02+E2KYseiauGWebPahEHyYIqeFZIMXfm1sq+8NiQ/UKT35mJtYDX/5M/9Dga3KkzhqbZipjditAM7a8fFIUDdYBY1z3RHTH3KpOmwdThjqDOClWTlqi+qwvPXMu79mZpgNOV+Z90FxlqU82LVHwLD9wrScxmZl1uBwc9n7P+cla507ek9J3wXb6DY1uhaco505bCnc/RCxkM+se1YKqCqBm8U4xckImC1OboWn2Eyx41/9Kf4+O/7Kn/vB/4y8Vh+pjw0HSlabC4y6HJLgie7D2pRNiXyuKqvpLOzssV4ROod3Trh6g9Hv+w92uCfjk3h8hQYf8cl2B7ITfybDdCUao3a9LoICZ0Eu3TC//Ae3e0QehlhvkTFMX6ry/yypXhuRy7SNFmPlHCO5WFLKKvDOrhrnY+EzH/Dtcs8/N59VJYSHc8eO96L7pAiNI56EIt3SlcY7tXVbUmArRu69wp8Kg6a5U68HhnpQV/atY+QdR/tOtW7XQkXiyLCc1cJPUlfjUeyiLluLBlNKyZ/pNfBi6aWWTNR65uw6ujUDapsqLbTC4+ZFdqiKThHuPtNxOQNNtjgn4mT76DtujriSSVGbFrLdaaEm2Fn5fp6z/ciug8CepGjypr8MKbY0msOXrFjKLckn0fV0sVQhZi3qcaTmZqv5s9wc7nL+P6Any8c0UzG38oDAX7xP/qveP27fpDiIMMUbm0Mh9GELEEtS/AeM69Egg2YSjH+YMP5h1vH3I4hLyLKoaLqa8avSGyBymsx27NtSKyT0ZCIK2RjN7tu8UnAd2LOvusSTWb4L9/9l1F3UlSpef30En/t9HfgUtlELg80xa4inkjxUncVtvRESxEU+Faz4aPWCb1y683kKiFaKUUoCvo//dZvwKfgWxebwuUpsDJmUqtgRbgoIiIrxLa6keJFKVwvockMutdF9bqEEKSN2klxV/eohjHDdyvi0UWxsu5y1A3ZcY1uJHxQuZWttXqs++AGCaYEtzcQXghcSO5WkmEvvByJE5AxUbBKAiEXuZxG6cQxMm8Z/sPeRWH2/DWJt39UKr0+f/ExAClSqssDkvOa6EwM5NZ5KInFdWJ8JsTjzlGFmVeyOBmF76b4bibjssYRIotd/lOIx99s/7/BBhu8L+haYQp/kQdmtShsIulC5N+xFFl0u0E4+XjL5Rh0CElEvqOZvCxcmemzluUlDQryPYXvtGnPj8R+/OLJdf7x/Q/yXVvv0Ls05x9Ovk0ky0DnpBESf4t8z9B0zbpoWW1mVC1k/WaQMHveU/fEHwWkOEjOG1ysib7UEz7O1EMA10vQswV2WpBf6+M7MdVBVyIPWt5eUIpkEojm8jeXlzSnH4k4urUjne6xZpCWHBc9XBLaQgSiGXROZDzkIkXV1dQdzfx6SpQHug8dqgGU0AXWvMfVqGgVYLlJuH8ibAqXp0D35hw1nT8ejrXqEhgxPwpl2XqOaOp+ROfWhFCUotLZ28acTqGsqIcJy0OxmnadWHxWWi5HCEGyf7TMaauBWXNdvvlmrXygf7fGnE7RZ9PH/FzWyiCtIImpBoa6F2FyySkxhSwyIU1oehG+nf26ROH2+ujdbfylXfR4/sj46YJnsvI42P/CgubyNstLCXXvQhFFs5JYeoKR1m2xExPNHNGokBwkq9tU2oRmO5OdURB55spr4bFzVo90njbYYIMnQv9dUeCsC4wQ0HOx2A+RoZnG2JGoALGG9FSx8/VSxh1xRO+BY/trUPctysPiYzl2ibh7R4/fVpp+wsmkR2obPj16kb3egu8bvL42aAtKoeuL9WpwsySa1I95yIQkWocillsRysHimselgc5tSzRXVEOLixU+hnoA+Y7G9T2TFzqUN/Y5+/hO6xKsxL9qmKyf0/diyoFi+I5j/IE+s5cagoHh1y3DN2H4Dox/+Cpf/dRLdO9oXKqYPi/HXw40Ng+kY0+TKs4/YJjc0K3Lb6BzKjzF+fULPt56fVaPKFM3eN/YxOo+BZpejLm8h77z8PEfeI+KWhkvrAmutnBwNiaUJX65RM3mBED3e3grDpW6kQvqUSdYZQzVh5+l7hpM6bG5+Ab4tCWrPvLU5ms30c9dwR+fPnYzV8YQquoRh9uUZOyotizJqMFHmqhowBpULVLkYMWbJhk1jF/uMrCaajsmM4pwuIV5666MwaJI/q4xKC+cFlU7kSOmYtkvCiWzLl58L205NiV2LrNy1bQunlp8GJQO5NeHZLcBL/lGxNEFx+WbidEb6/8NNngi5PuKdGSIphFmVtIMUuxYvFfyy136bz5ya1CKugfRtBITy7qh95WHZLt9iksd8n2Fn0UEJVwPO68uVEHA6cc67AyOuN4bMYxybs22+fNv/wDJWPypggFVBb7nT/67jF6JufrObUJVyWi6aQi9Dmoh3LxgDU2mGL6hOP+OBjWRwkk1ok6qO4pyz2FyLSMoB9MXFKaKqbtw8vGE7v2I7KTBlF6MMCODyywqiDIomXh0oamGAYJsGrWTTKV4plkeCCl4JRlHw+KSZnjToR0U1yt07DiLMw6+IHlw1UCxuAbbn+kQ5ouLvCJou/Mby/8nwWbFfwqYvGZ5vQv7O+uOA4inSBj2L+z+Vxb1LojEb2WR3ypjQl2jnFTkQcnuJfS7a+t99cwVYewX7djIAkqSR9c38BXZq2nQs/yXH2xL3g3hghjW+eJt4qmT8ZXz1P2YEFmC0fhYU3csbqdHfLKgyWSsZJeO2Qt9Rq/1UIl0P1adHJXE2DOZfat7JwzenEKQNnLQWr7iCJ/G6IVko0RnC2j8erfneykuizCFwyxkNOaGskMJRkladGsFfnFqrcdDv/dr8j5vsMFvVmy945k9Y/CREQ+TduPgtruSFl8ia5bWhMiia9DL6sIRHMCDLj0hArPUBAvLq57isO0sKMX8g/uMP1pzdLTFqOzQMyUP3tnnte2H1D2RDNcdjbeK5DgnmgdCEqGiiFC2QbRxJGGHShE6CeVA0b/ToGJP3QssXqgJOmBzL26/wxqXBKqhYvcLGm+DFDTbipf+1bc4/p0VdunapPpIxvmxpvvAkZ41dO7MiKaK7Q+dohsZQ3kruUOmDHQfeNLTwOAdWePqriI/DNQdLRxEr3jl2hHNizmjl4Q6IPlFipDE0rU25kL1GVk42P11/wx8K2NTuDwF9Lv3sbmnutRHpal8PXsVrKXZ6120SpVGaS2zzV/JybaWjkcyrqmGFpM7QiY+KqrbYfn8NvFEujdNRwyVTOmlO/NI8jIgCpv58oL3QXtjf9QID+B8gl8she/iA2Zakb51JAtSZFFNIJqJ660+n7H/+TlmVlL3DN5Adu6gk627H8E5iCKKqz30+QyVJpT7HWzupdioG1RRopxDeZFcAjIeSi0hErKcnheEWGOPJug7xyS3zpne6OCGmXjWeGQBW6VSt7wd1WYvbbDBBu8fvVtSJIxeTsWCHmi2Msq9lOW+IZ4Jjy4Y6WqWu16u1ZXRJoARflxx2GBy8TKJJsLxUEVF6CTc/+2a7cMpVy6NyJuIH3/wMiF1vNI5IhnLWmbLAAFCpOk+aLsPcSQ5Z4MezVDWG1VUuG5MOg5E84b0rQTdKDrvRRx83mNyz/yq5g9+6Asoh3SJ8kD3rqQ2q09MuNYZwyQiGCUxKf9/9v47yLIsv+8DP8dc93z6rKquru5qP9MzAMYInl5DiiIpQ4ZIuRVJmdWuIiTtRigUa2K1RqsIhUK72g3FrkwoVoIkLiWRlF2CBCFAJIDBABgAM5iZnmnfXV0mfT5/7Tln//jd9zKrB6arqIACxPtGVGRW5sv77suX99zf+f2+JjKo2mEqz+UrlvTBnOXtPk0ncPmNXQBsAVtv16AkdiXf11QDRdMRKffiGU96rkgvHHUfhr8WcfKf3GH7J1L+yT/7VymH7cbWIfxD3XbWtRExRhT9+veHDX5DbAqXp0HwxKc5dl4LeRXwXfFkmd9OsfPqypwuBKpR+8e5wop4+9xNXKrBBaZ3jIyKnEib3UvPCHHWihGbXXjSi4Zo3trfN9fIb9e6PiC+KkopabVqjTKrfwb6XZQRL5hgRN2D91DVLc9E4VJDtZUQhj30vWOJso8U6UVDcl6KpLp9ntW4xqUtEflgJL4QrQfLemzVjo18JxISYAuX2fWYSEydxP9G5SXdo4qmL0TekJirGASuui0hhLWCaYMNNvhkCFZMH4s9RTWI8JGh2IvFJiFTZOcNqnHinKsUppSuJ4hLLlqjqoblvsUMK0yp+J6//w2CDkRzkVkf/fAW2V1x2X3w3i4fnm9x/vV91MLwEyevEc/kcXbhCEaJ2jFrx8F1I2n2nQQ7ya/WzFZc0HQt9SCQHSk6x2LMGazCFvBX3/8UftRQ3K4oBwqbw3JPY7Tnv/3l72Xna7p16lYy2jaKumtFqWQUi0OD8mLDEIyIIcqB+E3VHU00C+vAxKYLnYea7CTQdDR1L2DzwM435qDgJ09f4+I1KXJUkA3bY8GwQXy8fHez+XoSbAqXp4ExmMmCYj8V7sWwR9OPUYMephJORrhG1g1aEQbX1DnIjbcZZpjKU+wn2GXAVF7ekVuHzG9nwlx3bTChUQSFeAO0RcJ1qJVN/yrhGR4nrhqD6vdw2z0whmInIp7WYuPfqphCbOWCtnL8sOrYWEN6VuMyTXTUkoyNyCdVy2HJjgvqZ3ZoejHRtCaa1viote+WFyzGcz5IseJkRBSdL9enGKx6TPYcP5yiGy/hb7Ni7SmzHn21v0c1XfyP875usMHvEqjGEy8C+aFncWjxiWF+w1DupPgIcf++lr5ej0RtGOJonRatyoZqoPCVoekFPje4x/AdcJlm/uk9Fs8G8jzm77vzDe6+LHzAAGRHhjffuiUO2SHgMtnoND0jgoGWhEvTKp5ARA/DHnXPohvxmFEBTCWqHuUCZtkwvetZnnb5vhc/pLOVk0wDycyL58ovbNF9L2L0diFZb4ixp3wM9B45Lr5nBAGagSM9lTwi1YiSdFXEBAOmkAw55cAU0k1RLuAjccv1mSW9dLz3k8/TPFeweMbTfRCkg/Vd1g5ezDc3+MTYFC5PgVDVsMzJ7s8l6vylXequpXhxX7gdi+LqsY10SfwgezyYMEmEyV96dCUeBC4xzF8YMn111PJkoEkNdUdTDTT5XkQ1MLio5bZcGwuFummrd3f1HK3PCVqjbh4w+YHbkkniZVbrEkNoxAQptC3goBXRrBZZdCqcktmr2627JoTJ9Lt/H5cTXGqZPZdRbkeUOzG6ajDLlqQXS7cpKIVqPNFlQX57ICqqlpjr+u2OY6UksAZV1UQPxsQPJjCZSSdmxSdadZC0upIYbrDBBp8IynniqaP3vqbpKsYvJhQ7iuW+bIDsUrohNE276VBMXuxIR7RdW7CGagTdNxKSM8VXxs9T9xUnn9ecfM7SdD3qfsYHufA3qpMO0YszgoHB4QwfK3ykqHpi1Z8dFUSzGlXWoiLqCJFfTeYErRh/dsSjH7Yk4wYfKUlo7kM0b/CJBCXqRqFSx9e/+gJ7/QV1RzZ8l58OxFPoHAXsZS4GdKmMjJQLdD6YsjjQnH9GCLqjX7Mkl4FyW7KIvJGkZ+0CppAwxbor3RxTBaI8MLlrUM8uKUeKfDfGJZrkEm7+lzE3/1Zg+EGBLqWTtArflTdDs3xp+3+iv4Tfmdis+E+JMJARUT1IQMHi0NBk5ir/gvbmqhTRuKTpx1fckyyFrQHR8VRMiFwgWkA5MoS2QeFikez5RMi4upbiJlp6YbKPBmsfmbURXtOsVT6STn2VYu22xMpaPThBdTvSWtUKZdub/7CP68ToUnKETN4uWHFMdlKSfnBJ9yvvtsQyLYXSuhATKWI88zIiclDudaQdnbcmVu0MNyjJR7GLRqIHDnpU+12CUjJ6awPdqNoYghWZedBDdTvtyxFX4BCCSMc7m4CyDTZ4EqgA1cBgi0Ddg+UNRd0X9UvnxBPNmsc2Hd17hnxXE1qbghBZihs9Bu8LQdal8O7lDotnArpWBBMIJqBr+PqJRIF0bs7JLzOaLDB91EdXgXgmKcqDDwrMtGizhSJ8LxX5s/NrqfDp54Ag3ZblfiRk4Ls15SgSjkyscalHWU9yofnwgz3mz8i4vfehpn+/YffLx9R7Hep+hK4c5myGqkQCPrsDvXuiTiq3pXOy/UYQojIQtKIc6LWMuxpC3YXzzzumz2rmdxvqPJLwxaNSCsOHjiaRY56/llLcaNexFbfFGJQ1LPc2At8nwaZweQpIFs+C/GYP7XzbVoVqoLFLv37MepxRe+z0KrI9FCWcXqCcx5QOl2ryXZFFRzO5SH1LiSkHIv9bmd5VfYO34HvSoQjtaCiEsJbXrboSq+fX/R5mVjD8laOr2bEGXXtIYlTLU1mNcbCaphNJ8qs12LcewNGp7L7aAmnd0akkvyi5qHHJtTm4Bp9YQpbQjDoEI2RcXdaoENadFh9pMcALAb1srcJXwW6dlMWru5TPbtHs9ame34cslcIsssLV6feo9jeqog02eBJ4q4lnombMjgMml/HI7DnP+GVNub0ysZTNR3IZiKetIVxrDpk+nKE8pGeKaAZlHeFte6xuoH9zBgH+d6/+OFvJkuK9Pp33IqJXptiJAQXd9yakx7mompSSWdKqo7O6O0URbrdPcq555qcrTCEeKwRQS1kfQTrWIfV8/rl7uCyAV9QD8Va59d9f0nt7TOjIumkXjagg6wY1mUPjiWaKcgtcIsZyTUudS8eefEczu92ScjPF9EWPywLJZSDdzZm/WtG/MSP5KMYl0GSGcmg4/5ThpX/+DR7+sYbJDxc8/GGL72ey5mYp1WvPsPi+21x+aTMqehJsCpenQRzhbu6gnYxbtBMnxaARBrk1Mk5quwKqdkJUXY12QiA0DWE6w17KH2yw4q3gUpEGBgXR3BHPPNrJDLXqS3dGedBFA1n6WOy7GvSkC+HcmvmvjME9sweNk6wPYwhpjI8V5cjitiSXYzW3drGmGooVuLftGKoorkZQcYTq94Xxfw1mXhFPGuxCHqc8+Njguwm68TQjkTv7btLOo0VaGU0r7Fz4MMGodXsYYPHKDvFUuj8+NlLk3NyTLtWgDzf2aZ47wF9z3dxggw1+a9TDeH3dBAP5Dc/u7TGu49n+gaPWo+SK46K8rEE4T4gjgjUErek+rCQluQ9lEREOSnwMIQ6UpWyQfnryGm8cH6IrRX7TUb43wJSKJtXkz/Qx4yVmWkBZUe4mUFboZYWe5ahlAUYzfqnL1tuO8UsxPjLimrtb8uxrR9JtMTJ2eu2lB7x5to9+eY4uNPpWjrcIVyYEmlEq60hswLdEYyBkEcklRAvZNGonr9lFYo63vBmYvVwzfbWhGkB0c0E0UdQDRfWRdLPr2uJeWjK/67C5I1p4/tA/8Ev87FdfI74XY++lJJeKy88M8QfbTL/ngLPPpNz/x2rc2Yac+yTYFC5Pg9GAZpCga0/dNRQjw+w5GL+suHzZiMkayA1Wa9wguXKohHWAojxGyxz2+juhIJnJKMcu3ZqUm4wD0UJs/6lqwuEO6s4zqLvPog+kOFn7xLTHV3duYY7HgFhfq16XZphRdTUqcKXwKSsxo1uKMRMhoFc+K95fyaqdp7qzK1K+9vwxhhBJIqtygWDBRy2pbxATjGL+bEq+L5/rRbmWIepcQtWClWiEEFlJp6Y1pqql4LOzElM0uG6ESlPcTp96p4tLreSabLDBBp8Y+Y5h8ryVMYiCz37xXX7pc/85//SP/E3+v5/6Mcp+O26uxZxyeSAmmasYk9B6q+jaS7jgjmdruMB+mBI09N8yVJcpNlf8Dx+9yN3dc+pRG0+yW1FtO5SH+38g4vRH9pm/NOLi+w+o+q2U+pr0urq9Q7zw5NuaJpWubt0D81HK6U/flDiUWgJd3znaY3ZvgHMKO1fwYUfIxsNMAh+XDaZ0XL4So1axIt0MH2nqvqw5QUPVh+WhwhaB5Z5BefjMqx+he7WMiY47NB0x0LMLxc1nLnhp/5QXDk+h21ANJED21y5uMfy2IR4rBu9AuRO4fFVRj1KOv6gptyA4Re/DjQHdk2BTuDwF6j0ZTTSZoUklWMwuFPUgoB0Ssghysw+t8+tq93KNexLyAvXgFN3ed7MT4bGYUuLRZXSjKYcaHymUDyz3Lf33Fy2RVrN4eZvL791m8sWbMj6JYzn2quNS1mLwNsiohjGhl1EcJKQXjvSkxE5y6f44T3SZE5QiP5Bj6FLO+7HRk7U0XXsl9zbiRaCXNU2iqYaWOtPYhRjcuUSvOze6CW1eUYSPDa6VAOqyWUfPh1TGS2HYw+QeXXvMrEBPluIt08h4K2gl6if4LoXVBhts8Jvj/DOKaC6clnxP8Wr/GID/7e6b/GfT75ExySozrRFH2HxXiymk0bh+gh92CArSiUPXimcHlzTdQHoGy5sBotYgbpyRNxGq40DB1s6c4ZsGHymSC0Xxxyd89Efg+A/VRAuPH/UloNFLZ3o1tkrHgWQcqHsWk0PvI+gcywZPVzLqrqcx8Vjz2VsPCRrSU0W0hKbf8kmqhiazNJmsQyglr8OIU26xHWTMBHQfBsYvaqqhIjtR/Mu3/ypZp2L5qQJdiOGeclLsTJYZH/zXd3nwV+9gjmLOPxNx/inLvW8fkkw92Wmge9xgCkU8Vly+kkhB1QmEi4R4sskqehJsCpenwPJGm8XjJCW0GiqiBcSXupXF+VbtIjd8n1wRr1RkpUuhtXzeNPTfW5CdBPJ9hS4DphDejCh8nISFAeVQuDDKtcnQVtNkmnjmqbqakMRrh1xlDEop/PEpoa7ReS0nUDfoOhBPa5quGMAprUWSNxbvAbv0+NhQjb67fak6qYx02uRrpUR5UN7skV42pOf1NYmhfAxWtyomMeLzqW0jAjw4kQgmDyZEJ3NcFtEcDHG9hPiyROW1jNqKirovC1h9MKQexDRdCWOrexti2wYbPAmCDa1fi8fH8CdHX+WtWmwFfvr0FZrsWmRHS6w3lVyr1UGf8Ssd7n2pz/nrGd4q7FIxqTLCVk3TFWIrlabZqekMcz482cYcx0SXmvFll6DARTKOyeIa3a/Rkef805ZmJ6Pe60k+Wb9L58ESuxSuSr6nMJVn/oVc0qhThbdgl45o6tj5qqXuB9482weEp6J8IBpLsnSwWpKsdwK6aghG/GjstCCaKTqPFJ0jhamgHMnH5YGol/43b/9JXt07xj5ICFa6LSiIXpmKfuBDx84bNZ0jxfy5hvz1nO4DjW7AFl48cjoimZ7+3hx0oNlqMKU8zwafHJvC5SnQpJruu2Oy+zOqrox5vBFCV3IZCJE45q7hgxQIkSU4v1YboeRGrouaYKTj4lINGnQd0LVncRihm8D8lhRFdimFkGpVPdHcUXc08dyjqnp9bJUk6JuHMurJi9ZISoqqaFLjEhnrqKIWKTQQFktRFVWepmswpYOivPKkcY5QlDJKaiMNVoomO6upBoamY8hOaupBqz4wrYle69kAyELoA00vptnJxDumLejstJDRWGLRZSMqrXYBVQHKrYRqO8YuGwlK62g6b5/99v4BbLDB73BEM03nRCzyi8OGvzz+As8Y2RjspnPK7faahDVpVtdtMKMLnP5QQ/Gy2D4UI03dDWgCodIsnnWSsqwg6lWkcY2+l9EMHPW2x8aOagSmhnI7EBuHrwz2/ZThe566Z2l6EW6nx8UPHKBqR3zRKo7aUzIPUpJxYPy5qs0YknFzNA/4QcMruyfUOw12gRjdGU3IYoLRdI5q7KLl7jRXfMBVx7vcEm+WpiPZS9FMEc/go3u7/PK3n8eUCl0qdA3lVuDHv/jvUnzYpxxqxi9EdB95ht+2jH42JTsWQ7545ml6EfV2Q7UV2BnNuf3ZRxAUzcDRfbipXJ4Em8LlKZBdNHA+bnkg4GPpLixveopdcaJc36SVoh60RNYoRve6sMrcCR7qBtV47DKwuCk3eF36NbclvXRUPS3VPRAtV4Z00rXRlafuKjoPC+G49HqQpYSyXHuuBOcIRpOe5PiBSAF9pPCJlmJHKVSWgfOYaYlupOvjI92qhsT0bcV1uZ7+Kh0kRfS+kOSqvqEaWRkJxXJ+PpZdh24QX4baXXPJDKjSXcnIQ8AnBpPX0qmqatSywG/1qHu69V2QXZRdONKLRoqyDTbY4BOj3HP0PsrFATb2fGnwTX6xTFn6ij+09YY8aDUObhz5vmTyFNsxi5sJ6YOIUGtcJqGEru945+Ee0aCEQU3TCehC8/LhKeO3t6kPKnSvJt67MpyM5o54opj+xCFRVlNve7yF+aFl9oxF5zWD9wtU1aCLmuW+JrmUcbmqJciVoEgur9akaOmJTiN+7f4tzNyQ78s64VPh7OhCVI1NJkabfiCKR4Dtby9pMij2xbrf5hCUEHXrLgy+FRGfWOIJJGNFsKKe+n3/wz9P70ONt9A5kdfQe+QwhRiILg5kE1d3peqKJoqTd3fYy+boXo1e6g1P7wmxKVyeAp33xpLwOVtKzoaHahiIZlJgqJWaqCXKmsqLqqgs8fPFlflQK192g5Rk6jEla7dcAJ/I95cHmngiu418V7XtzXrtj9K/X6+N2MKwJx4vnUy6FEkixYVSTF/sESLD4oYlWIUuPRSlFFF1Dc6hxzORK/tA+t45IS8ed+NtGjrfeEAoWpM9pcWyerHEFr6VWQfs0pFcVMSTiqYj3gemEhfc/EaGqT3pcY4dF+iybgsdSzAGF2tcFlGPEjGkMxrXTTBlQDeBaFqhi0b4L3lDKDeFywYbPAn2f15hJ4WoABvF78s8D5otjFK8VdyQDqnzYA1+u4/fL4nmge5HCwbvzBi+4zGXEfmBOMhiPeZ+SvAapQPpqQIPnx0+kJFxrTHWUy1jlA7EYzmPahiYfbrCHWXQF+JrMBDPA8WhjJR8GhMiQ++h5+ILDaaCeKrI9wLUap0hBCJi2Pl6IE4akjPNwVc98XlBdL6UNVhrVO25+XMNrhsTtBZbhsTKps1B6DqiKSTngXgWSC4Ci+cbit2AKRXRLFD3JWQxO9Yc/tUYUwWqdnRVdxWLfYMtA8WWJplJ/ptLFPbSkt+pSY8M+8mcve0ZvY80PtmQc58Em8LlafDopFXTaLwBHwW8heRSqnO7dOtcndDv0nSMGKrBOlEZWBsr6aIhaLBLIZoFLbLouiNvT3ouXBpv5fh6WYPz+MiwOIjIdy0uMfhRD59FEj0fRagsw730DP75Z2j2+sLItxJkpkvh4fi9EeXLh5JrBISyIn7vlPgbHxIeCmFvTSYOEtYYZnPxcrh5IEnR7WPSh0vqjoyGfKxpuhaXWZpEwsiiaUOTGZKLGvsr72BOJ2IjrjXlYZdmmIhV9tFSnD0vS1EyaU3Tj8i3zZV/Q5sxYs8X4iuzwQYbfGJsfWtKMIpyy6IKWWfuV9u8WTv+pd1fxJRKxijA5WdGxJmEDEpH1FKONMEEmr44fw9/LaY+qOFehn6QSlc0wBvTG5hCYXo1e1sznrlxQTWPyc5aHp+CbFiQnGv2/oYkPxc70nl2maYaxbz7Zwa8+w8NKEaK3RsTqp58XwXQlebylYjTz8Ys9yy2kODG3l/uc/DLFb1356IeKuori4g2cFbnDeVBR/ylKodyjmga2N6b0vSko7OyuYhGBcHIGj+/A1tvBPb/1onY+Gvo33c0Ga15naJzJpu4Yi/gYhFszG4bkpenqEJjC3ilc8TxR1v0HvhNx+UJsSlc/nZQVsRzT3KpiKcyX9W1ODsSghQp1rSut1dkXaxd81vQivxGl5PPWWwOVU8SV4MW2V81MFR96XZECyRKflm21vhyUTXJFYdkrbRpCytVe/RsiS4bomU7YlJQDyx116CWJfGDiYyEWovvkOfSxbgeZNjma4S2IFPGcPnFfZpn99fFmDkdk8xkUTC5Q9eeoBS6aTM+rCK5KIm++QHUNeFygjmbCKenCS3XReM7EU3HSveqbnC7A/IdS5S3C08I+NTi49ZnZlO4bLDBk6GRbLJ45tA70rEsfMSf/qV/mqHOcK/PCUbTHI6Y3dGUZxnxLOA6MXU/wpSBna8r9FITzWqaDty8eUG0ULjMU+6Acopv/cJddK3wjaaoLYltiLoV0dJjl57ePUVx3MWlAVMH6p6iGsl13iQalyqSSyHNppeB6id3SceyFtXPlGTPzujfc+x+sya9dCgHycTRORXps+9EIq225mqkHJBIk0jzwZ9QFAcZKpfv7X1twcXxgHIkXecmk42k+U6P5mZJvgfDd2D7F09QdUPvQSU8oS0jBc5SnMMXB5r5TVmfyoFm/FLM4lYQInKtaFL4ldmzmH5NMRLO3wafHJvC5WnRdiGqvqbuSQFh84DJg8xbtaF+do/8zggfKUIWw+4WHO6uVTyrQiaa1WJ8FEN+IPbQdVdjc8kTse3FUPUV3WO/Tk9dxdF3jxvKLUu106HcTmj2hyIptmatyNHLiuE3zoHWJC+0o5t+B1VW6+5PaBoZD61wTWqsjLkKZGwa4bRsp/K6gJDn1B0xbDK1xyVSXHWOK5EfGoV550FbJGmIRPqMh3IrotiOqTuWJjPizbCs22RqTbSUOAFdB1xqcb1YPGOy+PEwyQ022OC3hBixGezC4QrDf7XoMW1SmlrWpOoyBa05/d4uTRZQtcYlinw/Jt+zuFStXXMxSpx1jfDy7F5BeiaW/y7z2CVoE5gvU965t4+1nqonnlHLW4F4b4nyUA4V0SLQvS9d27qjKEaSkTa454jnjp1vliz3ZPQc3U/wvzKUgmFakT5akpwusYtGyLyBdf6aKirIC3wssSy6FLuJzn3L/IbFDzLUssBMcvTMkh0L+XZ2V4Jv4wn8Wz/0F2k6gZ2vnsuoXskms+pqim1F3fcsDjXZqcQo+Bh69yCZenyk0A7OHg7xSaB4paBrKl44OJPz3Dg6PBE2hcvTwFqUMTS39yhHmmgB3QeBqq9wmQQJgih4im3JoTj60S2mn91j+ultQjdDbY3Ec8UY8XkBTAmdRxKdjoLlvrjJds4cugk0maiXVq3OYJWkUTeB5LKhGtp1aiqRRS1yVFmRv3pI/uwQEO8ZlGQhpcc5yjmRTyeJdFXWZnP+imC8gjFrKXdwjq2feo/s3oRmty/5S87R/0jUS8VOvHYAtguZXdvcycjMOVEjrV05PfFEZNpNVzpR0WWOXhbi8puIAZR2gbonC4+3Gpdo6q30sdTtDTbY4LeGWDkE5s/EqKXhleiEnzu+y3/wA/8h/874Ft33LaqssO0eJjpccvpFz9lnDSd/V2D4fk3vQYUpAC8hhGfzLrqB+jJheQOe/94HdG7NKUeBcJKgvtNDR55iGZNMPPlujI/Ae9V6qAg/JJmIv0w68XTOHMllYHzXMLkTUQ/EgyU7CZhcsf0dGRlXWzEYJSnyPqCKRoi1tUigqRtIE1Fklo66H6Gqhhs/XzC4V1PspvhhF5Ri+KYY3OV7imimMYWMe35y8mmi+TX/qBAoRwblxV+m80i3ydoQzSE9C/Q/qrF5EHLzToPOGug1hKXl3771C4A8T9CbyuVJsFnxnwL1a8/iX7hNMJrhuzXxVBj3yoOuwOQ1Ko4wk5wmVVQDRe+hmC+l5zWcnOPPLghVhep0RGETy2KSjj3BKFwkF7CPJJW06YjWXzvWf+S6cCLFjhRN12Bzme/Wg1jcezNxoM3eO6fz9Y9Qy2LtqZKe15izKXpeEKYzwmKxNswD1h2Y9Vw4skLg9VLcqDgmzBfw6FRGTNsjQHY+QYNpZ83BKPS8oHNUi9Hc9RDKRHxi1CLH5BK62HlUEk0rKf7qBlU3FNuRcGRmEl9fd2ybcaRQTdh0XDbY4Alx+vkuR9/f4/IVRXJq2DGBv+fWG3xQ7fKn+2+LNBjxWWmeK3jp4JQ7rx7R//wZwQbii4r4Imf7zZpqGFEN4fZoTN0PmFGFfX3K7917m+LdAdxdiBvttsMXBqZRex1rknNFc5oRT8TAs9wOuKSNTxnIyNxU0DkJ7H4rJx43ktVmxSAuO66IFp7OB1NU0Qi/LwT0fEl0NJHucKQJWUJ9OMIUMla2haMZpJi8IRqX1H1DtdclxJbsIuCTQNOTTnfdVaRngf/uy58jmrXxAc4TljmmDrhY0TlusDnE00DvkSO98MSzgG3XaJeAvbDE72aY4xhVav7cvR8F5LWacsNxeRJsCpenwPjFlMXzPXTVcisC9B80xPMg44yljF7UIhdeiYLlrqbOtKhg2pt3KEr8xSXZ2yfEU5EL+5a7q5tAtHCY0lN3FOmlJ7kMmDJA63niOlZMoZSMZ+quyIVdopnf6dDsD2SUkheEbiadnsaTjBvSDy5kF3K9s3JtLPRYgXGd6xICejRE77TjoapCVw4/7IDSmKNLsQYHbN4QzRsZa1klF/w1hFKSo0NRgm4LtMxgJm1GCeC3+qgAyWWDi8WRVzt5rbQKrpWz7wYbbPDJkP+eGfMv5sQTRfVSznt1yn/0sz/KhevxK1WfzpmDxtE5rjGR4391+yfoxyWN09i5oR5E5Le6BA3Z0ZK9X6vxQYlQ4TJhMUn5sW99P1uvneMfdAiJJz5YohYW1Sh8LBu6ahQwuRavlImi3nYsDxV1Fy5flXXTpZBeOMqtiGpkhZTbwOitHOVlfAxI9xhQpdj4k8St55XHDzviut14CXpthHeolxVmUbE41BTblqYX072fixXFqSK5gHgWMDX0np1Kh6mNCVBK0b2fM7hXYUqxtFCN5L2lF24djOsjMegjiAzdLuS1/tLDZ7ksMkwp0SgbfHJsCpenwGpHoJyMNqJFWHcYtEMKAiO+AelZjY/BVGDLgI8+dpPVmjBftIqhQJNq4omEK5pCyK2dE4lGt4Unnra+JZFwQUwdiCetYilAsW2Z3bZykWwnNMOM0O8y/sIBzTCjHlji44UcwzlopcSq30ePhlcZR6toghWpePV1Y5h/3zMUL+xJF2b1MqZtdMBySXxRye9jtYtIYpnxzh5PQA1lBafn4IXPkl7UmNoLUa2RFGofG+zS4xLderc0uES6RsqBPZk+VmRtsMEGvzUGXdkYZGcBn1veqg7ov2V4Z3nAV5d3iS8rMBq7aPBe87PzV/jWvRtMJh1xxVWKumtwqabYz8i3Lf/isz8JQLSbQ6NpzlKqxuA6nvi8jQ3pOIIWF20fgXlxjrcyain2PPFWQfFSwfJOQzRTTF5pU6kVFCODKSWrzeZCntVlQ3p/RrDi6Ov7XdCI1NnKmhEiLYabtQOrcb2EB7+nw/nrqXi4hIDNA50TWQvNsqZ3H5JxwBSBJpWiI39zxOg9USeFNCL0JCogPluiK4euoe4pylZMkR1X4KHY1hI/cCES8ZVLblVazt7bxlsx0Nvgk2Pz23oKNF1FsSVW0UHLziFYRdkXIplq3DoF2l/7gwxKxkhraL3mlPQ/cgSt8JHIAFUILA8iXKpEKqegyYTXsUpnXRwY4nGDcl5mrS6suyamFKZ7uRNRPLdFelZjLxZ0HuY0oxTiiOA8wXtUv4ff6uGns5Y0G13xRkK4Ghe1xUx6kuMjLaZ1gKoa1Hwpr6VuMLMSHykJWFTg+glNpmGZPz7WqWtJ0dbSjVG1R1XiAIyR2HcfG3Tlhc9TeuqBJM66VNF5f4py/nGJ+QYbbPBb4p+6+3Mc7k6kgwv8lePPM329pm7TXk1eS3iq1RxsT/lv7r3O3/PqG2jriSeqJfgHqq7EjgQDP3b8Q6R3Z3zx9j3+hR/6G5ilppeW6FKTniq2+kvSUUF6bHARmCKgtSc51yz3FcOXL6guUoyVNcKUsmaefp/i8mW7tloo9qSYqPuRRJkYRXHYpdiNUEVJMBqf2DUXxRu9DozVywpdNthCxvohMfgsonPqMMtGCP+RIZkEpneh3JFwyYtPA7dzkuMlqqxRiwKVl9jjCShF07VoF/CxbFDnNy0uEyfxcgR135MfeDoPDHU/oBpF5+e77P+CotoKG47LE2JTuDwFTLHK4qhJz2uqgWJ+06IdJDO5eQOimlGK/j1PtBReCe6amRu0RFex3m4ScaEkgGoCxbbGtzds5cTYrRwafEeM2eK5BDiW24koecqAKT3JJLSGb9K6LLYsugn4XiLFhNXSaWkvlnAxRk8WV6TcX4czsh5vhYB9eEGxZSCOJBPp/Qfi7aK1jJLOx1KEGVEcNJ1IwsjqWh7f7YgfzMrKP4rQy6JNnW2LubLCDbuUOzH1wKCaVh0QoPv+lOEvH6HHMymqNoXLBhs8EX44e5fTyz7aQffdiGc6Y3709TeJlOenTl6RjYtz6NLx8MMdAL49OcBNY3Qp3d1gFFHuKQca3QR+9eEzxLbhFz+8Qx0MplDMigSfOaohHH20TfmoQzIWo7hqqFiedNEO0u8/p6wlUblZWuygYv5ig24UtlAUuwGXStyKclDsKuJLSZkPkSH7aErnYSFRKIDLREgQjMYUjfg+xRa1LFDLkt5910agBMrdjPRU2iC6kPH54M0ZyYWiGgS8VaSvTFD3Msk36ndk49c0MJ5C4ylHVsQFmWTKxXOJbMl3LeWOp/tAYxcKl0B1WDN812MXbafYw3JvM+5+EmwKl6fA4pawzFXdEB8vIECTKorttiBZEVvrhnhSi7NkWBFVZVyilFp3MJQSkmm09GvnyHJkGb5fk4zlWFEukrpo6XG9mGaYEU8d+UFK02lzgwxrxdDKyC4YOV41tCzu9DClw85KQpZIAdEI5yZ0M1R8rdNyvXi5ng4NhPmcZCK5RSvey/VxTchzbCE+LqoJ1ANDeiGjqdA0wmkB6bQYI5LossLOSqJHUzmHOKIZJSgvOzOQTpQpHepY+DmhmxE66ZUJ3gYbbPCJ8Ok4Y29rhs09w/ccX370HP/rw79BZireP9lBjxfgvHQ0G83twYTLZbb+eQlJDdRZ6+69r/n04SMujwY4p/nJ49doep7mq1skR1GrPlJEEy22D/sKm0Pnnmw6JtMOy3mCqhWvvfCQFw5PUZ2GZq9Cl7KG1X2Y3RE+jM2hHiXUWyl6WaGKistXOrIRcp5oXKJqJxb/PtAMEvS83Rx1EtKLRhRNVniBQNv1FQGAzywuEYfechu+9Ox36H0oxZpaFqjZEprmsW6vqQLdh4HeQ0c8kw7y+d8r4Y12ERi+A94G+m/E9O+XlNuKkx8IhCiwPNx0XJ4Em8LlKeCTQDINhOkcde8ht356QjWAeBLIjso2lCyIXXakqbtiwqYCV4WBMXKzb/+va0k/tUuH8mJEl5yXa06HctA5kd1EuR2hq4ZoKUockeM15DuWoBXxXPIyVoUQQZRIdaaIzpZiInVjRH0wbF+Qh5PzdQdETkhkz7QF1qpLpIwhOE/3W0ew8ntZdWlWHRvATkt8rMUkLoA9z2U01RYvymh0lqL6PUJXJM36bCKeMv7K4yY5K8neOaP7zUdkH86IHk2l4Ioj/CAjKHVVKG6wwQafGF+68R2iWcPgzQnRX9rmr84+y4N8RO9vdlB5KeNarTBbJR+Ot7h8MCQ+N5gqtBJhhXZiHFduB/6xw6+AU5j7Kf244M73PCSaQXYsvMC925eoALMXHPmhx+aB7CyQ/PAZvtbok5je7SkfXmzx5lu32NmeEz+I0Q6aYUN5t8BFMHrHEc0C+Y7l5HMpoR3L73xzLo7iseSnBatF9l06XKwJsV0rJ+PTBdvfKWUdXTTgxdRSOZFXB6Pp3feiEi3gr/ziF+icttEtjWzasBZ3a5d6t0OTKkzhGXxQYXNP0Irp3Qx3mjJ4D3a/kWNzz9ab0g0//nzG8oZ0130ccNmGp/ck2BQuTwHVSELqykQuGI3y4FKILnNC4+SiVwoVAtlZK1u2SmawIYgJm3NSEESWYjeSaj5A3VHixribkh/E5HsRduEIRhjq3ir0ZMniMKHqa+zC440iO5XCRnmJCACJHzCVeDZ0j2rKgx51zwrR9XyO6vdE2pwXInf+GNF17Uqr29Rpa1FpSlgs4WAXPRpeqXq8XxdiYuV/5QKsJ/P161VKSZFkjBQxy/LqCdviyQ861D2LneSoWki/+uwSNVuIuV5k0YsSVdXyu9xggw2eCP/hz/8I0cWSEFsuX4W7yQl/ZOcb9O9feSwFo2lKQ/61beywQtfS7bC5WztZN4kiPVP877/x97H9zJh6u+HP3fhZdtIFLoPljUC54xl/YxeXAk4R35ljCoj+wRNqZ9CRJxyWLGYpaVwTXRjOHg5xacAbiEcld26eoxtY7mkWN8Wg7tZfvwANIY3Ri3IdDKlKh4+MFCPeYyqP6yWETkq116Xa69JkhtkLfYJSmLwWNSigGi+WFkG66/mhJ7tv6TyQIFtAusXtxs5OSkwVcJls1IKWNVg2n5re/Qpd1HSOKolziWD2coMfNphczrf/wW/rW/87HpvC5SmgK7CFcDRC0+C6EaYU3ouat+mnK1UOYOc1tmhHL60B26qbEUJodwHy7aYjvBZvlYRyLTy2lHGLiyW/qPOwQDWO7lGJKQPV0ECb3REURDOHKWU2C/J1F0mx5WOJfw9WEeJrKdarrkXbOQlt90StzrFNiJbP3ZUiyGg43BMDulZ9FOpGOiEIW97mnrBcPnYMFdkrbsqqQ7Xq9ijF4k6P5KwUWXRZrRO1Q13LbrDdUbH6/W2wwQZPBL2UjkSwmvBczp/pXzJxXclaW60LPqBmFlOAsY5qIF1c5QPZowLdQDWU4MHFeYeLByMIcNde8PUHtwCob7cFgQN/o8AUCv3VAaYKnH1jn/zNkfi7AGESUztDNFd03o9wO7XIhY8z7n3rBumF2PC7NJDvK3wvRtWOZtQhaC0bmsYTEoOd5PjE4DrxWoEUIoOdVUSTks7b5/TfntF0DONPDah3OvheKl0VJRy9eKJwXU+0AHs6RS3yq/UmTUQlarU4g1sJfIxmDboJLG8Ftr/jJRR2WYEGm3sGH3jsxGCzBm8D6Ykhu9isYU+CTeHyFPAJZI+W6xFJdJGv+SWUFcqa1iMlSEGiZAQEXI1fjEZFdj0j1Y3MjE0RSMeOeO6JZw40mNzTJJpo1mCLgJmV4DzRoyndhyXxzK0LHen86HVkgEu0kMZSUSoFheRqtN0gVh2L1QhLa3HSvU4grq8poZwTJVD70Z+cwdEpHOw+5qdipwXJZSXBZKfLK8KyD+vCKCxz6cCsijlr1sWLjxTR0Ri3O5CipWnE98V5wmKJKirJINFX6qYNNtjgk2Pn15RcQz6w9RMZv1jWONSVGZpu+R+DBp+Af6eH36rJ99pNSWYpthTz5xwuVZLUDKjC8H99+EfpdQqxjqj1emTd+2pGuJ0TzSGeOva/2toaXERwlqAaxfLdIfmhI/6BC+xpLB2MRqEa4RLOXnbUd0riSet/ojX2YoHynpDFlDspTSfCZxFmXkk3JW+kQIut2P5XDYSAG8TElxXDt+ZcvJoI50UpVNWIR5aBbG9JetEWcpElrDZ3cYRZVjS9SDayWknKfSSbz3is6L89I7+Z4bsJZtnQf2+O8tB9oIi/0YH9kmromd3cCAyeBJvC5Slw6282mEcXctM0Bj3LSc/ECwC44odoqcKVD7hYS/hi221RW6OrA1oxknOxohxJURGMouobii1DvitSO+0C8aRBFSXUtfBBQgAvDpcrL4BVsaK8+CUQRKKnao92ARe1z1s3IoeO7GPdDkAk0R8j5a7gX3tOXG9XqdFNK4e+fUN+H7vbVHtd4bhYhTmbrsMZV0omfNvFqSWPKLRSaqyQdZOLhjCeot54D385xk/n+Nm85dEE4dd4COnVeW6wwQafDC/8xX+WwQcyog1WE888Pzl7nZ88fU3WlMi2I/DAS7ePcUnALhTRsdj068pz8rmktYIQNY3yimhYEiLPl7/6ChdHQ+q+Jx6Uwts7kM1L/O0O8VTWp3IgXQ0ftYnNpcLONdkjw/T9EQDzFxtUALsQ/yYz0/zIS+9Q7Iti0seWZreH70j3xeaNBMmOUsrdrDWdW20kZYM4e3lI6CRSbLRhrYMPGha3MzCKareDS+S88mnK8N1c1pnGyYgIUNM5erqUDLYy0DkuiccVxW5EsWWI5gFzOaP/tSNxKb93jHlwRpR7VAPpRcDPIlzPU41+e9//3+nYFC5Pgc6X3xH5bzv6oKrpnIoBURj2CZ1UuhSrObFVrdtjOyZRipDGkhANKGsxuWN+R+FiIXlFc8knClrRdFqb/yCcFZULMSykCdUopu5pVBOwuV+TdaOFF9+YypOeFcSTBpTspqI8UA2tXMSdjHDn5rr9ed1UDrjirKy8XKyl2M8eV/IYQ5gvUIuc8PwtFp8+JBhptSaXjUQDrH4+jq8lY2vp3rTH5droKjmaSUp13TzOu1mdXxShnMN14sccfzfYYIPfGi/+50uiiyWqatCVQwX4j//KH+Sj8Yjp3Yz65ta6O3wy7+GjgOsEvA3EY0l6RwnpVtWaYk9M4pqTjJt3z+RJrCcclFSzGL9To0pNsR9ougFvodixFDuK5W1HsJI95DJPtSt8vuxI41LP7jNjsiNNNIPloSK9UIyrDkEH4pnD9WKK3RhVNfg0psmEw+cjGYW5QYIq6lbCrdFVw8M/Xku3KSBGmS7gE8lWO/3CiEc/mDB5EapdR/phjL1crjdqfm8EQPCeYA3RvBZfmZ6l2E9Eceph9G4NZUVY5DKWBzCGYmio+zB9AeLtAiIvqqsNPjE2hcvTIPirLoT3YA3JZUWxpXDDTG7AVmz5fSytR7to0LUXjsvHOgShaUgfzdn5hsNbyHetuOZqIdz2HjiaVOFS0y4YSsYqtiXAtoVR1Rcb/KDkAmw6hibVVMMYXQd0UeMSQzJ22IWDyOJ2+nLzj9oLS12TQ1/juShj1qMgU3lI4nXYosi6A+FijM8idBNwqabpGuKzpTDw2+NccWkCKk1RLZkudFJCZAnjCc0wQ11MhMALwrehTae2VkZxiAeDGGVt/ow32OBJoK95m/jIEE0bgg78a6//l1y8rsj3kzZ5PbD49hbJuZYwxd2a7CKgmkDvgWf3mw29e5qm79CFwpSKhx/sEjLPH3jtTXxhMRNL0q3YunOJahT1UMQKdac1X7OB9NjQeaR4/lOPCCpQjbzk++wV5FVEk8HijqN3X4qeNx4cYpdihFfsxqhVtFqk206JJjnLiS8LUVVGVjLcMkmWj+4nuCyiyQyqdOiiIp40RAvP5GWoe4Fqx0Pk2XpTlEQoBXG0dgBX1uKHHYJWREsx/AQYvF9QbGvSB63PVPDSHQdIYnHX3ZIRmX+/C5Wm3N6oip4EmxX/abDigFxLJVbOo2uY3+ngOzF+Z0B9MFxzW1YKGwDV69JsdaTrEDyq2+HkB7bpHAk7PTtrcJkm35XHV31NPBfnRztvlT9OwhiVD3QfVdh5TbSUYseUvpX0CRms6RrqgcHHIpdGSbxAsOIwac9mj0mQV66/68+1FsKtc3C4JyS0slpLpVcSZ4yhGsa4VgJtyoA+ubwqVtpCZ4VQFISqFu4KwNkFoaqx4yXu/PKxX7mKI3jpDsq2M+amET5RXq1jCzbYYINPhmCE3+IyMX0LRvJ0HtTb/LN/7K9z8gXNO//wiNPPd3FJwEdQ7TnQgWjmyA8SLj6lsEtPehbofWBxfREZ6G5N570IrQLbhxN8HKgedJnOOtRDT3psiRaBuq9IT5V0Yg6ky3I06WNHFfFY415dED7qEP3UkPJuyX//J/5NiUapIHiFt5CMHcVIE89qGR1H7Wat327qYotynpBFJEdzogdjyq1IRlLTguW+xWcWVdb41Zq5VLgsYLZKum/FZKc1qm7EET0E6bYrDdbgUouZyvpl80ByUWPP5hz8whTO2jVMaRkxxTHN/oBk4okWiuRCnkf3atKzTdf4SbApXJ4G6w6AltFHkAwi5WF6x3Dx6R7n3zti/EqHamRpOkakvQsZi7jdIWZZo6JI5q5VzfD9CnsyxVSyiNAmTbtME+VeCLods5bsYQ0+jWg6ep3js+K1yAUrBnTlsM36iTX1ICKaXN3kVe2ohpH4qIAUFk3zWKGxUgkB0iVpWp+DlXS6ddiUsEYvyqVIUfcM6aM5IX88n0iOq+TfqlgKAY7PRJLtPeH9j0RqvjrPOEbd2Ce/1ZP/f0yFFJoNI3+DDZ4EqnQtuV2uoWLHUo0C/87bP8q2nVM/U/KX/8z/nR/9s78k5NkCst0l0UcJ0awm39E0vUDVN/Qe1Qzfc3Q+iBh9B/zSUux77s23mM46gHBXwqOUoKD/xVPqrsIuA9UwEN9YEO3nRPNAftSjmcREC6iXEW6/IvmjJ/RHS36huM30BUmK7vUK7FL8r1wCddeCUfhYE0+vDOBUCDIemuao+RLVOEwuKiGVV+Ke28jIh9a0s9z2oAPuMmHrbUd8nuMHnav4EydrHY0jOl+gqhpTSHitLh2qbjCnk6t1NEhXvnj5gMtXumx9c0rnkXSOMIFwGdM53iTcPwk2hctTYDXCWI1VQhwxu5OweEbhY6j6rbVzX5Eel3Q+mGALh7etjfZsKcSx127hX7pN9fIN4aZUNaby+FgRLYVgpish9gYrO4x1seA9Pnucj6IcxJMGlyg6D3OGXzu9kkQ7iQOwFwtcLJwYn8bYpUMfnX+33f/1cdb1HI2lJLI+Jp++ZqoHMkqKZg59cim/q9X3lZJk6V736nh1TcgL6dq0xxQjvGvdrBv7uN0+2b0ZYZmvvWVU41DLAj+dPs3buMEGv3uhAQ9NZgiRdHddGuglFf/Oe78HguL/eO+P81P3XsZ1xNBS64AuFT4xNJm44FY92TgtdzW6ksiT7nsRflTz1ts32d+eopyiacdDN145of7xPVCiHCz3nQQ+vt0FD9GFJntgmX62JPsgZu+nYu4Oz5med/lPHv0A8VgRzzzTh32RaJceW0A8rsRgLohUO74s8ZlF53WrwnRrj6ho3oiku6pJJsILxBoZr2eKkDniS83wW4bu+3P0ZIEqrikrD3dheySihKICa0hPxAbDXiwIRgslQMlGUFnL4lOH1H3D4MMSQiC99MRT0Lmm+5Fh+yuP/qf5O/gdik3h8hRQRqM6mfzrdSGynH4BqqGnGgW6x57swtM59cJYDwGXXFPotDLD+GiG/uARdtwys7Rupc8KlxjSSyfKoAhM7loHyUzGJEqBC6RnNdG8oRrFlENDkxkGb1ygv/X+mhCmK0murkaWkFiihcMsK8zFlOSDMwlXbJ9/RchbQXxbVsRaSURNTwrhraw8XtY/a1oDJkX2cC4mdXV9RWJuk7BDVa95M9eDJlfPI08suxrd68JkJuFoi1yk201DqGshOEf28UJogw02+ESo9jLqvmVxmJBeeP707/0y37tzn+OPtkjeT/j2T75E/a0B21836AqWj3pU20L6T889/Q8Dgw9Luu9c0n/g2Pl2jYsU5fcs2duXgqVqLEHLOER5OJ92WdwKdI9krKRSR90YdK24/EygHkou293/GJ7/sY/EvsFZOu/GvPs/PA+ACjKa2vl2QXQ2p3vUYMc5LpHxkGz+jGwGixo9mcuYp103q1EkHY7GYSovqdFt17ZJFDhF3Qt0TxxmsiBEVjKQQiBYg5othbPSSqJ9JutsfLwQLl8t6xMgm7k0IT1ZSt5c6dDjOd0HOUGDdmCXQhre4JNjIx5/GkQxi88/y/zQikKnpwjbJTs7MxY/t0e0aIgmNU3XYi9zgjEE0xLiElHB5LsR6bemBECfTbBa40Y9aXXOPLr21LuWeOZJpl5USVWg6VoiI34n9SCSvJB+64RbetJHS8L9I+lkpCKjrvuG3jsT1HRBc2MLH7US5cuJdDk+rsppxz9hVUzolnzbNPDoBLPIcc6vZYErqDiSEZVS6PEc33ZG1sXPyv+gadD9nuxKVs/nvRB1jWkXmDbZ9YVb6A+PZX7dqo6C86goXssbN9hggydDvd3h/u+LqG9UmLMYf1Dyrx38Gv/6+Uuo1BFPIgYfOsYvGDonjrpnSE4M0Yx16vLyQLHz9RK8dHObjqREN0vL6WwEieOFrTO4C+Nph+hSUx5YslemlN/qEwzs7M44f28LNfLEY+nadB8F0vfPCN2M2fOKr71/m62zQHbu6b85YfyZEVU/EB/N4PSCznSB3xqIaVy7USSALVp/qKYB327I6obuN48wL+6DlmRr1XiILOXIitS7XxOamO79nJBEYoLZdmVWBVAoGtgeXakla0dILViNmi6Fi1fXKBOxfGWf9GghxqKJISQxOq+xuSipsrPNmOhJsSnzngKq32Wxb3GJ4uLTiosvNITSsN+do+s2wTRImvPZ57dQZUU0ba4OMJ4KOTYE0Iby5UPQsLzTFZ5KkPFQtPDoWjgjLpEEVh9LACFKvhaMkmTowpOc1+hFseaOBK3oHNfoJki+xnJJPUqILyvCdH71euJr0uaPZQ59HKGqcReXj4+P1lyTBl0FooUjLKWL9JgHzPUwxqrGlyWq87h5XLhWtKBV65ejUEenksQKEh0QR2L333q8bLDBBp8cx19I+f1/6Gv86z/8l/ilP/Nv8idf/1UA/uWdt4nShqBlbOJjuP+HA1tvNtgldB95dOXpHNdkp8IzC1nM8edjglbMn9HQaJKtgug04hd/5SUuLrs0hQUF5n5KUbRp8Rpe2T4B5HOXytqQjp3EemhNNIXe11MZTS08erYg39V0H4Aaz2Qc05L7RSDhsYtmnQit6uZqI7Za0xpH8uEFoZOi6yCmcbGlyUS44OcR3Y+MjPZ9y6Wra/GZKitxDQdCFosFRGTAA67dSNXN1WYtTaSo6ydkxwXRxVJEDUUtGXYVpJcNTDZr2JNgU7g8Bdx2j2qkWDwTaDoBPTcc3LqkF5XYBdjCY+alXPxdRbPbp+5ZdClma1Q1g6+f0rxwg/xzdxi/mDB5uS8kuLxBOeGkVD1N3RMTNyHhisdLWHmZKJnx6lrmtPXAiiEbIh32mUVXQuzFmvU4JvrwdJ2zBK2BXJpckV5XvJXV6ObjI5yP41ox0v3Vj8i+cV8UQ9ekz4/BB3wpO7WQF6IY4vGxFMGvvV1UFEFVr12G1yqmurkiDm+wwQafGPkNz5dG3+KPdU55r7H8G4dSuNxr5rh7XXQtHD27gPjUUA1apWAdxNYBGL5XMbvb4+xzQ5SHs9cNykF6ZHGNoR469l84h7OEzjCnGgRcEnjh4IxiS9M59nz57buY3ZKQeO588T7L2w3JZS3BiVbsHbLTQLQMYuBpDCrAwc+PCY1bd2lV3dB07DrvTec1Po3WTt2AfGxH12hNSCOqvpbixmpJizaKva8Ytr/d8ugKcevG2mtKSwXGoCcLwjLHnM1oRinKe1TVEKpK1lJrCd2MJpMOuZmWuF4iG7G6IZ4FiRKY1+s1cINPhk3h8hTwrXFRcqHwHYfPPH/X/of8wjdfIJl4cbItaordiMGHDSHW2Lwlh7WKGlVUREcTglH0Hjbke7IwuNaHoO6Lm67yMne1SzGlQyGdiyTCxdJ1sbOKamCFaDsv5AKLI6pBBBrp0jSOUDekv/g2fjyRF9J6zTwmhV5hnRL9sTGS+nX+ZIyRBcQ5Qp7j5wsJYzTm8aKl/b/O0vXXQ1X/+oWRMejRkOrZbUIao/q9Ncl3Ffa4PqXNRb/BBk8E13e8Ux7wb118hs9fM5M8dXErB5ZU5GoI3QdQbGtsIfYKynnssiGaVcK/qwLRHIrDBruA4nbFa7eOwAQuZx38sKEs2w1Vo3j/ZAftAuVQMdpa4I9S+m9Z3j/aJT43eCPxJIRAvhcoR4rp89KVYZlz87+7jz5vu69KieqwKDG1qBpXXRJxy23XNqVk7VrZWCiFajwubiNGrMYuQ1uYBXkuWDugy4OuHWvYJyxaxeTlhPj+BWpZoua5jKYAlcTkz/QpR4amY9aGd/IGOIJCisFpeWWsucEnwqZweQroosFHEM0DyVFE90PL3/yPv8j+z1mJbX/WMn9tm/mfmTB+waKaQJMZ/KAdizgn7rre0/21h8KHySA9K9apztHCYXORNydTJzK9LYtZCknM91KWexpTelxHTN+qoRUrfEBFESZ32MtclEVauinrJOUkkXHLyq3WuauLEto4g6uRzccLmOtZRurXKXJC01yNm1bFmpKP19OcldH4vBDeympxAeHARJb4gzPUIqe6e0BYLtfRAaG6cibWo+Hf1vu5wQa/22DHlsJH/OLlc/xiKVyzP/XuH+LPf/2fwLw+4dN/33c4/77AH/zjv0z1pSnKBYodKIdG+HeDGJcY+h+KwVs8C5A54llAzyz3J0MIiuoyZbQzx9cav1/i9yrir3VJxoHFLZi8u8XWGwpdQ//nMnr3ROIcjMJ1Ypqdhr2v5dRbjrrf3tyL8vEX41ui7bRah0bSeHxi198PXjaNq5whnMNnETYP+E6CTww+EuWm8uJybhb1VRq0a4MnW8WQmi1kk6XbzspsLp0bo+X/IeAOt6h7hnjmsYXj7PMDzKIUJZLz2CKQjGXBr29t/3a87X/HYFO4PAVU7YjmQZRBEzAluBROfl/NyRfEynm5Y7jRn1FuwfyZlLpvKHdS1PYWGEOz3SphjGZxKyU9D9SDuLWqFjKsSxUuUvhIjOaimaiBVF4SFHSPPT7SxCdzur98j97PvitKnnZX4SON66fUXX11ASJjJJUmwpUBubCrulXyBFS/jzL6Gqn21xkZrcIYTesFofTjj117wVwrZj6uHKIdDwUvo6qWa6PSRMZDq91RCMQfnD6eAl1XhOUSZQzu7Pxv/03dYIPfRfA3Cr6/+y7jMuO/Gn+ef+X00/zqV1/k03tH/JHnvs1ffP6nMAc5ia75p175ORY3wb0q/BIaGU0XewmmkG7x6Rc8am7xFoZvKpZFjM41KmuYzTMYxzCNCLkhGQfqjqLpBnSlWB4qknHg4Ocn7P/CeC1oAOi8FzF+MSXZyek8kryg4LwUCOHxTrFeFOjaY4qGerdzZdvQdmeVtTKedtI1cqklaPCpxSUab5G8uKGi7howrUN5466ep6rXcSVC+m2fQxtx/+7K5lTFMcFqOg+LVrnk6d9vWkWp/KwtxTw0JIbovaPf3j+A3+HYFC5PAd+LaTri1ZJcipGQjwCn0JUivlQyokHR9DzFtiKaOcqR4fT33CDc2EfXjpDELF4/pO5KqnOx1SZF1wGXGZpEtbsAJfNdpai3JFLAdSPpysyl8xBa0lhouyd+OqP7xhEuNdhCJHpqNRoCQlESpjNxrg1hXVSoOGrlxr8Bd2SlMLru46L01e5jZSwHjzsLr4zmrh9n/U0ZM/m8EAn0cABZKuGLbXHlx5MrWfYqYqAl+D5W0GywwQa/JdRRyr16h3/p7l/jL33n+/ixr/4g+qDgO+f73ErGAAz7Of/mjV8hVTXRp6e4Rxnewv0/PCTfsdQdhcsiqiH0np1idkpcCvE0oHXg8LUTgtO4WcT+S2ekx4b0yFL1FXVf1kjX87gsEC88uqhQVYPyHl2Kg/bNn1nSdBTNhz0ximuadqOkZHPDVXdXLQvsOJfNVwjovFUtruJGrJEucxJD47DzSkZFCulWI/Jk3bDOiVt3oJvmiudizOPdZCdO3mqRw7HkNLn9IU0nQjnP5LmIpmOJxyUui1rfGEty2WBzh3l4vjHRfEJsCpengJmVbRozBCMdF5tD8jAiO1V0jiWH4nzRQTWKeCaSZJt7snOHG6bgAtPXdyhGhqajiBah5bQEscqvA+mFIxmL30EwCpfKXBbvyfdimrSVDHdiuRivFwze40/PSd86lgTUTno1CkoSwo1dVJY9ph7yZSkjpGH/cXJuW6wA4pmyKjquO0OCXNjXC5TVggGPG8ytOjnXipc1Z6X9ed9LKV65gSqrtYlTCGGdlxR+E+XTBhts8JvD5vC3Ll/mxy+/h/oyQceOz9+5xzPDCY+qIZduiVKBrxSOnx2/hFKB268fUY0CxU5gdkeTTD2Xr6Y0nUC+TOh0Sopd2WyZXxxwOu6RfhBj5hrnNXU/UL5Q4GNZN/V+gc4VTScwPzSEJFpbHISWhxKdztl5oyBaKOZ3utDvorIUP+wy+aE71Ld3UVm6drVV4xnBauqOlY1P04jqaLXZaRr8zkA6No3YTFSjGBcJhya59OhGRA+q9hIncp3c266hoa6v1tPg10TcVWem2O+wPIi4/FSPwYc12gV00YgZXlkR6pr4dCHn5D2U5W/ybm3wcWwKl6dB40jPJL/DxYr0XJwl7RKajiSYLg8Usze26X2kWNzUeAPdD+eoRpJVzckltvDCP/Gw3NetishiSkeTaVwm6abKB5quofPhAjsu8KOeXGTjBoyiHsSQJlfntxrhtDK+eNJw/oUd8r/rBdStQzGSM20xw+N8FbzI+VgZKIWr4oPgxZb/4x2OdgexHhcpdcXcv64UQjgtj42e1iTdqv2+IfQ6qKImeTBh+eqBLEBl2e6WkrVzsep02oNu/ow32OBJ4FL4U3tf5U9s/QrxhSFcxnzj6AZ3e2ds2SV/7r1/gP/Pp3+M1+KKeZ1wZ+uSj4632H4joBsotwLZI3GLffbzD3CXCdMj8WYZvyxxJQD10CMsVOlkbP1sIoZrCprcEo81plCMP9uwuNPDDzJ8L5WOdRIR0kg6H8Df/X/4Gb7zL+4z/b4bNKMUFDRdux5bywtzKBeIJxWqqKQrE0SWjDUiGsirdgwN0cITzRqSqScdy/jfJUjmUllDJBumdaGy2iy1Vhbr5/VOOi6A6mTkuyL/7pw2LA4jkg/OUctS1Es7AxEpzHJ01cj6uiHnPhE2K/5TIKQRy8N2HBRLezGayy4mPQvEE/n68F2IZnJjjnJPfqOLjxVm2RCyBG8VLhVWvqkC2UUDHsxCNP7KSbtSeTGfM2cT9HyJjw1NKscx80outq3+mnRGS2AFwFp0JXbbwSiKZ0f4vRHmeCwEs+smcj7gxxPc2flVrAFXPBTgcYnztXgAWSCuXdSrr1/3iKH1jPm4Ukmrq+dQCi4mbdclofPtI0JVSQp1HKO6bTilc1BX3y213mCDDT4Rvic+4s3yJt6CyTXFMuYnP3yF/+y9z2G149Nxxr83fp2vv32bjq0I05iTzyt2vx44/IqnGiUsbinef7BLtJujUocuIblUNBk0lcUuFPFEcX7Rw8Ww9XZJMpaOtEllXerdAzsx4lW1KNHzQhQ6XtaDcsuiS9i2C17+1H0e/P01ixsJ3XtLolXo7DXHb3P/lOj9YxnvrAqMohR+ymr9UkoKGIAQsEtHOVAELeRcu5Qsp5Al4jWllIzQvRe3dADfrrdKo9JU3MSbhpDGdE4bgoK6a9j+tak8/+WUpp9Q3Oitx1V6Xn63onOD3xKbwuUpECKDXYBqJAHZRYq6L9LBciQVe7ntWR4okpknHstjZretGC8Zhe93aDJN3ZVE0mQcKAcGl2mxq3aw3JM/6GjhsbkTi3ut0csaW6wcbYWFr8v6qgi5ljkU+h3qfkR23lpadw2qavC7Q4pP3Vq/ppXi57Gi4jrpdtXVuOazIo/RV0qhVfjYygembq394+hqZLQitK2e67ovTHsBK6OZfN8+qvH4i/G6CFsZSEkitce3Oxyzv/s/wru6wQa/e+DjwF9fvMJBNJbOxVbD4d6El3dPcF5zmM74iWXEv/+NH8GeRdybbqFHFf/4l/4mTaLQTWD+TEy56/j9r7yFawzKeJbP17hEQhlDo6l7gWrksXGDqaAaWObPKLQDN4twaUDXSNihawMM60Y6EK2hWzmQMdNfuPcFHk4HqMsYm3uqrYRHPyTBqyvey5qTEtoRjFLS5b22kcN7QpYI6X/mCVaEDL7VKqSXnuhMRA4hMmL5nySyDrX+UQAqTVveYJsHF0WoOMb1U0zpmD+jSS5qzOVMVJqdFDsrxZ5CKSl0zi9lnHVj/7fvzf87AJvC5SkwfaFHsQdNLxDPAk2rcq77gaYrXwuR3GTLgSa0LUndyGzXRwbXjVjua/KDQN1VVD1Fk4p6SHnpwJTbCpdqoklF8uEFar4UvkqbRF33LOV+hsnbCymOrrgiLR/EdxN07YnmDaaQHJBgNapqKEf2ytTtGnF2VcQo9bHCQumrYkbpqxnvta5HWLtGtoVTVaFSGe+oOJZzXI2LrhdEXPFcQl0TLZwsXNeUSGG+kIyia90gtCIsFv8jvKsbbPC7Bz72/OVHn+N+tYNuwF5aOlFNEwxVafmZB3f5XDLmR59/F3ezZDzPMO+nPCyHMgrfk82V3Sn4+fvP4S9j1FHK3q0xyRhMEaBW+L7D9Tzhwy7990R40Lw+Z347oJeaaC7cvZ2vB9LzmtBKmENsCZHBZ1ErblBcTLuEoHj204+Y3bI0XcPv+0d+CT9sOyChHVlbS9geoqKI0DiC8zLq8f6qO1M3QpJdEXlrT7EjnSLlwHfaEZMHtcip7+xJ0XKwKyOnTmcdX7L6GNKYMOhhFhVNZognYU3eXflVrf1nViTjEFDdjhjdbfCJsSlcngKPvtRQ3GhEPQSYCtJz2TlkJwpvID22dB+KgVwwirpniBaB5EJam8oHqiHoGuoBxPNAMvXoMqAaT5Mq+h966o5COY8qa2lT+oAuKqK5eLsErTDnc9TllOr7XoDDvavWo1b4xOJjTd21FDuWfEfsqUNkqDtaSGrXjd2UEtLuCtfs91ePWXdlVv4vofVGMBr1sVltcC0vBoQ3Ywx6a/T4L9SHK9deAC2eCnq2uBpHtSqij5PYzPYWJAkbbLDBJ8f/4+/+T/jSwRsc1wOqvYZgA5mtGRcZNnLkecxXy20yU/PyM8f8gy99HR/BVx4+R3K5Wtfg97/wFvmpcM2Ug9OjIab1J8nuR9hLC7Gn95Gid9Sgm0DyK71WuaMoX1/iI+gc10Tjgnt/bJv6cCi5Q5ml6UQ0PahGgT/24jdJo4Y/fuMbaBcoRpr/581fEmO3NvkZayCy1HtdWWeTeO21ArSjnSvlYzAyco8mJVtveZqOwuYeXTlUXkn+EBA9GktHZboAY3CHW23R4q/k1ot8XYAoF8j3FfFl2RZL7XPWNelxLh0YpUAbLr7/kPrG6Lf3D+B3ODaFy1Mg6lbceu6M9EKKlaCh7iqyIwUBsvbrNg9UA8n78EYeM38mQVeO5c2UYGDwHnTvB2whpkuqHaMkU08ycdKFCcgf/vaQoBW+E2OXjnhak56JU25oHE3HXGVzrFxqK4du2vyjRBEtvVhT1w5bPq7+UXEMUbQuTK6Sn695sVyXNK98VuCqC/Oxx61M7JTREEWEvJCso7aTo7dHkradZeiDPSHn3tyl8+FCQiA/HqJ4fcy0wiqscYMNNvhE+GJywu/tfoefvP8yeiEhsN95eIALiiRqGA2W/IXT7+dr57f4a6/+//h9/W9jnp8zzAqmLwgv7/SHGn7t/CZ2WKG3S4IBtTAUO4q6oyi3PS4VJ3E8uERTbFlMDnXfE3Qg+UYHgvBKgtXUg0A9jAiRWUcLEKDZrfm/HHyFvIr4K/e/V4QQ2Uqq7NdRJb6fEdJYjDpbszllrYyXvXReVFHKurWUUbNLLT4ypGc1drEahQeJEejH4nfVFiQhSwiLJfre8VVBsrct61KWUt3eod7KCFpx62cKzMlYjrWOK/GY8VLGVe3aNnxnQfzg8rfrrf87ApvC5SnQVJbTrx7gWmO4eCaqIlMG8oNAOVBsvSn2/HU7gkVBtAxUfYWqPS5SRDPpuMQzYbNf9znxVuESKWB8pKmf2aHe7+G3eu0sF3TlaHoRbrePiiPqjl77nqyQH2YEJYuGRL63csPYyky5RQiSHxSKEj//2OilHeuI025LttVXRUuorhRIWCsjIXvF9g/OXT12TY5rx05N0zrhVoTZHOKIYDXm5HKdZ3Qda45Mew5hsSTk+VO+kxts8LsTf315l//w7Ee5OB6gHCRnmj/16q9yMesyPuoz+dVdfumvv85Lo9P1z5SLmN9/+BajT58TNBw8cynjpdySZUJ0TS7EYC5eCAE3ubHETCSl/uj7Nct9zeJWIJpo4rEmuZTOc7ltafox0UtTUVQmhqYbEayiyQJ7hxM6OuYvfO4/YFok1F0oduCvLRPUan1xDvXwFI7PMPevzntFyFVKyYhHa0l8TmLp7NaO6P458dmC7onHpYpqp4Mfdim3Iny/lTlHkWwM27w5QAQNadvVqWqikxmmdOjaEz+YCI9lPTYX8zpV1ZKz1LqT64VIpDf45NgULk+BsBS2PICPFDYP1ANpDdqlFBWrjCGA+W35w7WFfPSpFeOjsOK8SKGiAnKhdiJM5WWO7KHaipk9K94verKEEITX4j2qCajSUb58SDx1kli6aotmKd7KOKkYauquzJiDMbiOZB2pNBV/FKUeHwNdd8Fd4WOGcqptuYZ65ZXQuumuOjGtLFsnyXr3sz7uijuz8napalQU4Z+/iX77I/z5xceeW0h211VNSikpjJpN0OIGGzwJ/uzghH9058tQaexCY5cwbjr8yLPvgZO1SdXw1niPv//tP8xXl3fpvJ3wY1/9QXY6C6qeop+UfHS6xY9+6i0OBzPCjYJyx4nHVazQtSKOGrK7U2Z3IHtlzPyOpxk44QJOZESOgvkNw/v/ZCC2bYfYBXyy7mcpAAC870lEQVSsKUcWU8Evft9/AcBn45TEOnQtm75/7+HvoWrHQiA8ubXqZ+UpZUxrsilhsyGyYDShm1EOjHhj1TX6dNwGPCqariG/2SWeNBLWCEIYvmYNsRqP60Uho+yywo06TF7qkpzlUuR46YbjHKqbwbDfdmCuzo2q3vD0nhCbwuUpkD606AaSiZBdfSzksboXxKOgHR2h5OKyC0V2UmOKgI8V1XZMua3QjRQtykPdzlaVg+VhxOLAkkw8xbam6kkiKkahyopyN0PVssswRUNIDHXPUvcMTS+GvW25gDvCVVkcWqI8kExkkVBVjVlUZOcNIc+vFD9tAfMbQe/tXD22boSQ1iqJ1k67Vb02h1sXULcOZAQF6wJkNcryi3xdyITFEv3O/avx0K8XD9AeY5XQ6pfLv/03dIMNfpfhf37/B/nhVIMGFWQdOiu7fDDfRnUc1X5Dte250Z3iUfynb3+BphNI7sfc7Z8zvwOvDY9oKsO3zw95/1dvoR6ldD8yuEixuKGoDyvyIuIffuGXSV6bMB938HHALDVhp8IuRZgwfMezvBn4w698m/FZj8kdS7UdYxcNVVdRja7I+H/kO38vs1/ZoXvsGL3r+caXXyQaF+vOLUmMH/XEt6UdU19XMjYHQylAjEFNF5haOIWhVSHp0pEdl0RzcbV1qcZnlskPPIPvpGLXbzSq14Mobo8zl5PTCns2Y/jtGWpRtGRgj7JtTEEIqLwdOXkvX4sjGE83tg5PiE3h8hSIZ+CtzFhNHfBWwrniifgARPNAvqtxMSxueboPQbtA3dXE00A5NJg8oKuAasAWbWx7LY9pUiXSPKUwJWtVkjcaP+qxOIxwWUTTjVoZn8yoUZAfJOR3t+HGHiGyZCdlOx6Scze5kNhcNxaTpBUnBtautMDjHJKVh8tscWUot5I9X39MWV55rLQJ1WuJc/u5us6LWRUgrVIpNI0UMEX5uHJoBR/Qo6F0h9bGT5sLfoMNnhTH+UA+SRx2Afmh52TZ58HlEGU9yVGE63is9vzA1vsMOgXxVFHtOj7f+4D6sOKk7HPn5jlnRwPsQpNcKDpHoohcPusYbS/odUoOognPb1+gY4dqFKZU2EcJppY1VNa7wEnR4/DmJdPPViz/l2OWh4konvaK9XlrFUjOFaZwHH9R8ef+6E+JF0rbMQ6RRU9aUn9rhrkayQBisZCJYijUNelFg54s1hsyO85xqSE+nkucSru8xFNHSC2qbI3oVsdrrRnW7uJ5IR2Y6ZzQjtxD49brGnW9VkGplWnoquja4BNjU7g8Dby45KKgziSUS3nZteT7og4KWozpevc0pkACD2NFPPd4o1jekNFQ72GNKT3eQNPRqCDs/Lg1rjNluBayKI6PUS4EtqYjbc56YPFGoZzsnpQPVPs96v0+TVc6N52Tit6DkvhkgVoWuFS6RleFRYwe9K+KC3isqAAIRfFYsvN3IUthe4Te3UE9c0PyO5JYDOXqRngsjXzEhzVp7noswHf5xHwMYTa/4s5sSLkbbPBUOMvl5nnn1rmMqhPPg7MRu/0F9sOU9BxUpZnXCQfRhFu9CfE4oEcVbxWHvPbcI4ZRzniZgYJkDPEU6q6sg90PDLN5hvOaL09e5P/87H9NktSEJGAK8Z/K98T/CiSz6LLs0DiDThyf3jli95//gMUthXqvwz/03h/kH3n/93Pvrz1H/4GMk7SDuZMxdOhmuBu7LF7bE57fakzUhsleLwxWGUYqTXBx6/GSpag20NXFmvzZIflhhl06VO1JTpbSmclz6SrP23ToTobqpML9C37tHfPYqH2lyLSW0DToy7kYdhot69nGgO6JsSlcngKmDBT7K0WRRLL7WAoO1/W4WLKHooXEAkTLQJNpbBmoM9Xa9bekXK3WVT0BTOGlQwJUrTldtPC4pC0eIoO3kG9bdNMWN7kX/oyCaCojm3IrYnkjwZSO9CRHFw4XaUk8bRrqgWQnEUeomweEu8+I18o1ObO6JqtWpiW/XU+Dvu66qzQqTWj2B1TP78vioRTumb0rQm/rMrk+ZppczaNhnSWyRvDSqQF0kgiRbX9XRlDOfbcD7wYbbPCJsN+ZAXD/G4etmabi1u4YFxTVjsMloLZLvvWd23x9cZtf/tZdfKT40svfZtEkfGb0kC+NvsXijS0678boUlSUBCi2FdUw4ApDUUb8zPsv8Oe/8T9j1M0JJmAXYCrF/K6TzZaDrZsT/uXnfpyyMdgPUv7md17mX7r94yxvOpILxb3/90u88RdfY/FCTdXTqMajGvjP//sfwo+6TL5vn/Gn+sKN6aayrhpNsMIhUVna+qU0+CzCbfcIvTYypLmWe6Y1ywPL4sCia+HZjF/u4FMr43m4WneUJiQRbn8k/zcSKbBOrl7FoAx6KGtxN7ZhNKC6sysGeEUpcmr4TUf0G3w3NoXL00CBrqTDES3Fa8VH4m2QHhns0q/Jt7oBW3p0FWgSRd0VZ10fCa+l2DHE44oo9/hIrVNXlRfJoYtV24Vp1UBKnhMgmlYin0ZIt3bhcJmRmIAg51NuSZK0Tw0uNW1ehqXONMHA8vN3uPj+A+HNJPFjnijBucc6ItcdeddOlcGvixHJUBKWvqob/O1DkROGIMdVWkIaaVuseUG4uXf1azVXtt3rc2iNmnwp1thhPLkKWFwZ023GRRts8EQ4Xvb5VpXjhg0qyDjmo+MtHh2PSE4MuoLBIKf7vuVnHryAmWtmzwW+eXGDv/XgLgfRlD/Zm9IMRFGZTH2rqlSYCsILSwY7C+rSYqzHec2yjOm9awkWccwdVQzf8ygP449GvF0dMrvoirHnvZh/4it/HjvXLG57Ll9TVANAyyiqHkT4GKKp5r1/sMfRD6o22TmQ3+rKutg46bb0u7KRqhtUVUvHRYmthKkk2VnCZ2Pq7Y68llrWWhfLyF814rALEJ45kBiB4FHTBdMXusLp05ow6hPiNmxWK5Q1qNlCZNCPLghdcc9VVf1Yp2UzKnoybAqXp4CuoRp66p4Qa30M6akiPQ8kl7ShiMJN0ZVEA/ikHSm1xUw5CgQN0+c1PpFiJyhIL53MflO5EEE+FxKwodpOqTNNOnaoWkzofKzxVslFGEBXnqAV6bkQguuulYKiEW+C0JP2bjxuaDJN57gmOcuvso6i6Eo1BGtG/tqbZVXMXA9b1IpmkGKnMo/2/RRzNiF57xR3YxvVBjqupdari/bdj9A723KRx7EkQZtr6qVrfJZw7WLXW6OrFuym87LBBk+EF4Zn/MzyRdTCEjTsjOYoE7APEpqukPgn4w7LTxWMz3r07mlsDr//8C0+u/+Inzh5jf9gcki8t6S4XeONqBejlv/n73eYTTPC0lIuI7QKjM97olZqoD6o0B+mrXoIQuz52uxZ4ocRPvGi2nyQEU8Uybmmfrak7gfsWUQyEasJO1cM3g907yuGbynZ5DVi7um2e/itgRQvKwVP08DlVDowjWzC0g8lUmTVIa77luSiFuFEosgeLNj/hTH3/9CAakc6NPr4Qtarfo/QNAzfGBMGXbAWH1v0+VRGQSuZtrWtEZ5GT5dr/6v6uf01N+b6mrfBb43Nb+spUA1lhKMcUgBMAt1jTzVQDD6SUYcpZIzkEqh7UlgAxFPZMYhzJMTjlv+SaEwV2uMKUde2Fv26gflNQ92PxPlWsU6VVgFsLo6UQSls7lAhCGcmEwdaOWe7NnTyvZQ6U7jUkJ7XxJeFXFBay/y2qmQHkSbSXr1OhF1JC1fywmumc7ps0LO8LaYMYTIlTKboeSHEtGstVhXH8hxZKkFmSq25L2sDPaXRe7tXzw1ynFVa66bTssEGT4WvH9/il6bPoysRApy8uYe/SKgPapKzNrcnKLrfTIkfRdRdqJ6t+BODX6VrS76wfY9/cniEMZ5XXnhI3VO4GFwCTTeQHSvswwRVaqK0YTLu0NtasrzpmT/nUDoQT9VVZ3pu+Mlf/TS6UehejY/BbdVUW4HiwNH7eootRL2pHNQdTf3qEhUCyVjMO7tHtUSkTGv0h8fo+ZIQWemUaC0kWS9dGDXPhbi7yEV9ueomB7CLunUsB3Mkqc79e57kwUTWHiddGj/sQr9LvdPBdxPQCjNZCA9GKRkbeU/xyiEg8Sc0Dj1ZEIxGl9fG4pu17ImwKVyeAslFwC4VTVcY8dXoqihJzkuSk5x4EogXnmgu457ZbYMpRV3UJApTKKqBFEBBQdUWN3VH4xKFqcEuPfHc41ol8ex2hGlHTt6CzyzeauqOdFSqkUX5QN2zKI/kE+VOTPImDdG4IESWcjvBR+AS+ZlgNPXBkLDM19LB0DT4vCDkhRjPrbgvWv+GF5k9m0kQZIBgNGrQF8lg62MAXCmUynItkQ73H8nCsmqXrlx8QWICVuGKcSTk3rohLK9M5zajog02eDJMH/Z5lA9wXYdLwXcc0aWGUtM5Ctgc1KVcn9VBQ/KD5/z5z/0cDkXjDakWguv+YM57x7sEA6YWXypdKxafLaiHjmimqMYJSge+9Ox3+Ff+6F9CVwrGMXVX1JfRMuD7Dcl2Tt3z+NpQvpITH0ckF4ruh22XtYLuwzZ4caRRiCpJO+icOJb7lnhcySjGGsIiR5+P0adj4Z0Me5JfZLV4rKwiSwDVOKhq4klFPYgxpfAS/c6I4s4WTdpa9islxY8P6KNzfL8j2XJnU0Iqrrpi9eAJgx6hqqiGViTYPoiPzGwOs4WY5K1sJTajoieC/a0fssGvh3qnIbmIyHc1BMi3FbYAezqDOCIdS96QSxT5AUQzGR01iSJY4bjoSqTQwSii3FN3tLRcDcJuT7TMatuRTdJ2azqnThwfS5EyKx8odqRYyfdiTCk3+qbTXvBNENl0bDGNI1hF75HD5p74siQo0MWvY+LmHMEHQi3jG5UmUjwU5ZUketVxcU4cJkPATnKaYdZaZcvoSK18XNSVNBHn8LP5NQ5NWH99bUzXOkqqyKIiK+Oi4GX30j73ZlS0wQZPBtUoelGJWRiqoUeVGpdC9sgSLT3BQHakKbcD3/+pd/mLz/8Ub9UL/hdv/8M8Gg9Y3Ij5tcHXOJt3qWcxLpX1zZRQDQP2frLOMxoczFkuE17pHPGv/urfK4KFqaLac6TnlsUNDU7h3u9hajAPI5qO3JpcLEKGlQO5jyCa1cxvR8Tf7JDvQrQIKK/Izhw6F75KaD1UQuWEj3J6CaM+7sYuIdJoEDNPY4TAGwKqCOQHKdGsIVp67MIREoNdNCRTezVyAunSOIc5m6AXiRzDOVFSxrGs2ZMZKEXn/nLdwfb9DDWeigQaZOTkNxyXJ8Wm4/IUKLcVo69F+AjsIqArcdD1Fvwgg8at/VNcIhczCqJcihTlID2DagTVQFF3NboKJBNHMnWoRsZMTaaFCNwIlyaeNNjcY3ORA+Kh6UXkuyJtrjuKoET1BFD3zFp5tBoZ4T3lwJA9ykk/uMScjLGnbWLpdc7Kx7OHXOtD8JuoefTFDOUC6nKKPZuRv7hL88ptVOPaNm17cUYRqwh6YeEbUQ9dy0ha82lGA+HcZKmY1W2wwQZ/2zC7Jb/09nP4vYpwWBLt5yR3p6RfPGdyV2NKiOZQ79f83dtvcK+Z8++e/ShbyZJX94/JTM2/8Paf5vZozJ/9/p+j7gWxbrDCcXFpO9pVMPtwSAD+2umnqScJugaXiQKp+8jjYkgfRfQ+lJu4XYoDed33lDtiLVGNAnVPyL/FfkLzYk5yGejdl3Wz86gNX7Ual7WbJGOkaGmVimq2wDw6w0xkHVFlG3jrvHRcjCFaOILVdD+Y4RPNR394yOKZlOSyuQpyBPzOQEi/vUy6OcbIOhZFV6GL7cjbdSLQGrc/RD06X/Na1qP2ONqoip4Qm8LlKaCcVPnxGJY3FfE8oJvAxWc99SjF91ORzimRPMfjICOj6Kpzolyg6QinZSWJbjK9LjTiucOUnmJocLEimcgcNyjhwCgXCJGmHEWMX1EoJyZ20dJTDluyr5bixVuFrtuFJI7oHNf4zBLSiBBHNAdDzHi+dqNdI/jH/wE+L9ok54+Zz4HsRspKCpzLiRCG56XEvV93uL2WXbSKmV8Zzimjr+z8AX/cZo74gO7+OqnVv4HfywYbbPAb42B7SndYwNzy0s0TgldsdXP+b5/+L/CJdE+UD/R3Fnwnv8Ffmn6Wu9kpw6jgC6N7/NwHzxNrR+ks/9HXfgCTi1N40w1EM0U00/hYvKzsUuGmMW8cHaJz2YzZhcZODXVHUQ8DLg2UO9IJcqmQg/vvm3W0SjRVZCcKU4CuAp1f7mBziVFpMs3khRQ7rwlGoatreWYra/5aOrfBedRqA1TX0kVxTow4I0s5NESTCj1Z0Hn7giYLdB6V6Kr9uXZDpeeFFBxFBc4TEiv5R/ZaZyZNUNaSvHuCH3bR8xLV7643f+t1dGVgt8EnxqZweQrYZaDuSQBiNJUORzIOpCeGy5djyRQqG0wpoYouUeIQmUF22mBKT7QQp914ElqXXBkjFVuGeC4ksXjakF045s9Id0I3rbtu3+IjhetE+EjRfSDnpRuRRHdOKkwl6dLJuEZXnmpgMHmNmi9Jjuc0qUG5QH0wQM8rKErU1ugqr+j6hXStSBAfF/3411uELJHAxySGqiY9yaWAO72QCzl4GTl15eJVnU5rJFetibnf5ZirWg+Z4IUv89gTboqWDTZ4GvyRm2/wr37mvwYPsXF4rzk6H/JvP/wDVC/kNBm4VFHXlufSM746ucPt6JxRtOTf//LvpV7GvPNwj0g71IVcl8VIipVyx1MPPNFEsf3NgF0otm5OKC9TfOZxXU/T9VKsbCt0KXYS3kL1Ui6d7LmiHIFyQvoNRkbr/Y886WnB9rdrkSl7ES50jxp042m60dpgTmTO+qrDUUvIIZG9CqNdrWWtqijf1Vy83qG+sQUhMHxHsuJ0G7Gy4t/5fkaIDMXdXfwgQx1fEGazqyII5KP3hI5sZENicdu9K38XY9bdmY0J3ZNhw3F5ClRDRfehx1tFtAzkO6IIsktoOgqfWumOGGHZR/NAdiEyvWAUy11D3VPoCkwFVU9hSk0ykWRSAtildGwABu9f3aCDVUTzhtntBJdoyr7sQgCimaPpGHF7dAFTOKpBhE8U8UTIaKFx1FsZixsR0SxFNx59PoYkJlyORY6slIxqPlaYoDQqS4VQVjePfR0gJDHmfC4XY2SpBwnJNJcgx1X6qTGoXkcWlVU8wMccJq+Tf1Ucrx13hVD38cJGbwqYDTZ4Qvw3H32G/3T5Rex+znce7RMnNU1t+OVv3KV7uGBxK6VzBMVlyj83+oh/bPAWf/xb/wgfvbfH6OaUP/DMW/y3b7/OZ0YPeTO7RfO9S+yXe9i5QjkZ+ey80XDxqqXc9jTf3Eb1PcmZafOKRICQ/oFTZve2MMOK+jglfjejGniskXUtOwtcfipg54piX9E7En+VJtM0XQUXMq6PxyXLGxmDrx1BXqw9PdfFi0EKCaUkb8i2RYNSkvTcFhDD9xtRbCogjjj7vOfwy5r0OFwdr9+j3sowy1pG8xdzETW0Y29Cy0tckW5DQJ2PZVOYpVebM9OO461ej7M2+GTYdFyeAmo1GdErYljA5oH0XP7pqmkN42SnYCqJBnCxwqVKjJOWgWAhnvk1h8UUjuyopPfhAruoaTKDyR3R0hPNHeefjtvnD6QXkgcUzwPpWIi20bSm2DIUO5amYyj2YpqupuqtyLABFUcU+wmdk0bY8+dz6XYUpaiInHvc9n/9oqVACIulmMH9OtBnl5LRUVbgJNod7wnT2RWZVmvC5Rhu7rcdlmu8mmsFy9rF17krpVNVfxf3ZlO0bLDBk+P0ZADf6hO85uXDU3702Xep8wg7qnj94BGuI+NonckN9d8bv86Dbx2gMkca13x//11ePjyl9BZdaPS3ejQd4fPZHEbvOPIdw/K1kngqUSbpkUE1kJ6IkGH+Us3FpCvjoWlMcq7pfxCIZpqmGzAVLA8V8USjnaIaitcVQL6ryU49xUgz/KDCJ4bu/SVhvpRNTr+7Nokj+Ksu8oo7V0h8iqh63Prr8bjELh32bI5a5AzfNBKQO5ecISIh3ibvHPPWP5NgFw1htpBOTJJIQQStS7gS19yVcqiuCZPp1fmAfO7dJuH+CbEpXJ4Cpr1vKw8uUmQXAVNDdu6EoJZGmEVJNHfis1IEqoFIp5tEOiorEpvNPdtvLMVtN229Wm50WDzTASXFjG4C0bQmPQvMb0Q0maUayFtXdxQu0ULm7Ud0Thu6D0t0E6h6mrLfutpG7VsdWZQLFFsGmzdwMZbW52x+ZTqndWtCp79rZPRd7PfV97XC726JYVzrwBt/dA6Xk/VFqXtd1I192N+lGabg3dojRhkthUqb4qriCNXJrkIdr2NVrHy8I7TBBht8MgRFNIWt4YJYN7wz3QMPrjLM6wSfBPJ9RfRexlcKxxvzm8S3FzC3GBV4ITrli1sfclF1IUDvI/GmUgGChaMfUlx8NpB0K6Jpqy76wJOeB2Z3PeV2wHZrwknKzvOXRKOCehCY3pXCJ7lU1D3ofv8ZxbMV3/5n/l+kJ5po4clvZJRbMtbxESSPJL7AnIxl7eh1CUmE6mYyljYtj2VFms1L6bKsrBauFTSz50Te7PviLzV8vya5d4GazKUQ2dvinT93g+LlQzrvxULsbYuVkCWEbibFSxITRn057jVr/7UAwoerr23sHJ4Ym5X/KeBa0lnQYOogkr2LmmjRgALlPGiNnVW4RBxyD35pTv9+LaSzBw6by7zWW8X8diZeAJUHDeWwHb20RYHJPXZWsvPL54CYzyUTRzT3aAfd+zlNpkiOF+tYAG8UdUfSq9Nzh6k8epFDUdL9YEb/w4L4neO2o+FaYyW3Vvjo0RCVZY8nRvPrZGqsLjrfuvIOejQ3t2WkVFbrhFYAlSaEOJJFIWr9YFqPluD8uvuik0SyRfqS8bHGb1CwbHxcNtjgyTDamRM0fHrniONln5NZj/R+jH0Y8+HlFtFYk15IEfGV/AXeHu+R/nSf9NgwSnP+1E/8c/y1h69xb7ZFcqa5+IwIDeKJmF9GU40uFWUesbjtqXdrglYM7jVEU0VyoYje6DB6QzH/6i6Dv9EFDzvfDCxeKYmm4iUzmWXEDyN+rvDYJUzvWE6/x9I5Cgw+dOx/dU5oeSphWch4xhqarQ7LVw+o7+yJ0seHdXFC60kVnJfuzGqN8Z5yKBvBySt9QmTIHsylCOl1CN7jegnVjsPHmt79gFm0I/AQUEWFmi6gcbidPs1WBz/sQBJfkXCvr6ergmlDzH1ibAqXp4DNw3pcpBsZ+/hEU/csydjhsjb+HOg+ABcrvBV33P4HBclFRfdRjS0Cyz1D1VPYwokBXdfQOaqJZo1wYtqfWz7bRy1ykplnctfiEk08rRm9JS6MLlYEramGlqZriScVQUPvfkX3OyckD+dykRjJK7KzUkzgjGkNlbykNd+5RbgtTo8qiVFtuOF1KKXQWfrdX1/k1AcDVO3xo56MhfJ83XHxl2P0skC/95D4w/P2F/i4vT9aCVs/iqAovzuNOvi1p8sGG2zwdLg1nFDsBjJTc6d/SV0bXBzQtaJ4c0g98FQDiKbw3z76LI/OhiRTCTZ89BeeY+tXLcu/fsDpz92g+cycsFtJenQNzffOCTYQjxX2QUI01cSPIi5elziS/gfiy1Lsy0Zl9KYXAcNBJarK3BDPAulZwD3KGLwH/6d/9M8xeq+h7imK2zXp2FF35cbv+glm2bTBrSmXXzzg0Y90RUa9FeMPd9qstJakG4nyR/W7wucry7V31OjtitmzkRjQDVL5mbNLSbhHTDaH37akD2dM7yrq3Y50WfSVx4vw9sCeL8QrZuUEvoIPhDs34HBv/f8NngybwuUpMPiwkfwgvxr5KGa3LItDg/KgmkBIInxiIcgIKT9MSI9z6kHE+KWMyd2Izv0l0xcgnosni3JB5IEDIffqOtB0Dbr2FCND6HWIpg2De02bh2RRpQQrNqmi3kqJ5k5+tmzo3295JkWJHs+EnGYNKi/RZxPZAVi7ZsGrZ2/SDDOaodhXY62YzqXJ1a7AGFSW0XzmLvrmYbtr8Gu2fjWMaIYJqmrWOxuQMZHe2SacXRDKEn96fjUHhqvcIaVge0RzZ59QlI9lEskDtHRibh22oYz6u7pCG2ywwW+OD378eVzfM29i3p9uM+gW3PzCI3hthnYQTTS6hroP//gzX8HnlskLmv5HnvGrgeGffMjsRcfuNxyv33wkB1WwuKFoHnZIziVs0VsZH6HhMz/4Di4za9k0WrrWyVTcvU3smd8wDL8jvlS9BzW+7xi/KgaZyXkpxdHc0CSa3oMKXCDEGvPoAnwgf+0Gy32N/eEL5rcsddeweK6Hv3Mg52g0vpcReh0mnzugeunm1S9FSbfFFJDvaILV+NiszTZVHBPSmBs/fYE+ueTuf/QAe9l6wqxk1S0xNySG5YtbYAzV7S3WgbQAxnD2fUMe/sEdVJbJOtu5ZvWwwW+JTeHyFLBLR5OKeVzQkO8okSdHqlUFyQhE+UAyla6K8qCXQp51sQQ1nn9Pj3isWB5oLl9NUQGihaRNu1SjXCC+rDCFw5YBH1vi8wJdBUwRiMYlZjwXzsquou4bgmnzikpHPKmp+5GYIB2MhCjb6xA6KaEo5ELKi3VHRBUVJq9xkcZv9a9GPFsjzPZW22UxhKbBns0lhXrVZnVime1jRfxgDOfjq59XSjoocdSqlZSQ1Vq10DoGIARUHJPf3ZafG/YJafxYYaKMhmFfHIOzDJUm6EHvt+V932CDv1OQngfMQlO4iKKK+MzOI57pjRn1cupbFfW2+EDpBt7KDzHdGrv8/7P35zG2Zft9H/ZZa+3xzDVX3bHnfq+738hBnCRSJEWaiihGkiWbdkJFRmxBQQLYSmI4iGw4ThDEkBLAiWMjTixacSBFiaKBEi1r4CCOj+Sb+/Xrfq/7zlPNZz57XGvlj98+p+r2a5LdV7AEEecLFG7dqlOn9tl19tq/9ft9B+H0sVtwMu2gNwsmf3rCneEWUVIx/ISl6npcv8Z+r3R0wrlCF9C5D1+5d42ip1EWbOqIzvWKL+gDhZ0FK+5fOHdkOwHdt0P81RwCzexGijeQHGvS04rFboSPDeHJXAQBWhGfLFAOJtOUs++qVnEp8+tt/LU9VLeDGc9R84xg7tBFvVI9Sp6aiB92f2NEMCsluiQQYznX71BttiTZOY7w05lkvI0bgYNSIrmOI8YvtjC5w7ViVOlW2WtoA1FIviOq08XrB7ibeyy+/eY/vzfDv4BYFy7PAFW7FRFNV3Jx60pM6LxWYMQQzsxLOvdzvBEOjE9DySEqRI1U9KVrsyTrKivqJFPShCZKq9MmhnhUU+6k8tEzja+BxScRLpSdUHJainIp0lTbLdAQHy3wVYWLA/xmn2qzhR205AIKgotAxXaLxSs7qHm+Cmz0rQTSBLvVxe1tojb6+OeuoOIIf+8h/uETKTyWF6VzjTmehJD5MBD7a61x0xl2s0P1bS+jWq0LErDzMqKKpEBxr94kOZwT3Dt+yqlSTrxe8WTUPAOjpXBau06uscZHginFF+WL927w6vYxv/H4JjfSc8bzFG8VPhU7BhfCX/vcd6GA1pHw9dwk5KA/wRjHn3zhS1ivKGYx0dDQfw+C05DFcZtqw1K8kJPtO/JNhXmUMHpVMfoYRENN1fFEM0myn93wEsjYqC3Lribb0UQTz/bfj1GVpUoVxaYi33Ecf1uMqUT5xHHjRtvrMPxEn8HtCjcNMaMAFMwODI9+CI7+I8vk0/ucft8BdrtH+0v3CR6ciBS5ce5OjjJMBSor0VlF1Y+E/+ccejqn2IqYfGL7Ys1Z+lMliXROgoDRdxzQeVQSPxyjKouupVuzMsLb7KML4QONXoo4+Wz3wtl8jQ+FdeHyDBBDIilWUA1Jt4SqK5Lnqh1QbUoEuvKsEkddZHCBFCVlV1JZl48xOdhIk28akfw5qNvielsOAmykcaFisRtgSo8LZTSU3RxgY0U4d+A88bBuPFxqglGOeXIKRUF470TCDr2X9ic0jo16xTNJ744glBRpl8gc2AcGnVWoeX5xsX6QmkcrfF5IYnZZoZJEdiZpsjJt0tMcXdgLh15jLjKQ9rbRPWHhl5sp3jmqa1vi3eIuSZ6dR4+Fr6PCEIy+8IhZY401PhScgXLbcnPvjIfTAdudOUdFj08cPIZCozLD/MWKxRVLchgQJxXRzGEq0Lmmdpo/8tLXqLzhk7tP+PFPfgVdNO65WxVmoUkfBqjzCGUh33XUqafccIQvTim2LfFQM37RcPZ6QHqkiM8M05ugasg3RDHkNfRuZ1A7tr80JjkVEnCdQPvBQhxsjUEFAb6dEI8dJneoSkztsi0tydH3DPw3m0yvG2ZXFflOetH1bewb0AZV1iy2xWiu7ifEJwtopTIuMob4vCIeCQHYX92VtS0US3/fSfGtBBsp5lcicI5qp/UtBFzbTYimYmIqxaEiPcz/Ob4b/sXDunB5BijniaeW5NyRD2RcFC486bGQrLJt4XqoSszVlIfFVZlhhvMmOygSq+vk3K8uUG8U0dQRLtzKf0X8XTw2lnFUkEl0QHJSCnlXiaTaG5FDh8NcsoxmJWqe4+YLfFnh8xw1mREejjHzJqjwsneAtWJZrcSmX1kncfBhINJBpfBxhFpI8upTac5LEzlraX/uFr7fwW308GFA/cKBKIy2N+DwhODtu7LDsVbkiFrjywo1zyT7Qyt0aVFak+0n+CxviqsLR1+fZRfp0MvnWmONNT40lAcz1zw8G3A6aTMtIn7xvZd562ifcGLwoSPu55iFeKrEYcXkpkFXHlMqvFfMbMz/bPM3yW3A3fkW5aaTeJJHIbqUTDaXOPxWiY88DErSJ4biYYf41JCceII5lD1xzQ0WUA0c3YeyUYnPPf3bJeGTEXo6R49mkno/UbQfeWwrwEfNqFopVFkTzC35Vkg41my+qfEBdB/WDG5Z0jMZfyXnHh8sfVeCxghT/FT0yYgrP/uA+cub1B3hKc4/voPqtJh/fIfowRnxvXPZ4B0PReocBBKumBXU213CTKJXXC/l+DMJ5nx2sV4GAfluiikl2ymYe9pHFr/uGn8krAuXZ4FrXGqX7o0eip6iaou3S3p6oQjyRjXEW3CRRlsoNppUYyut2KVRXb5pqFN5Pl15kqFtihdPkDuicU331hTloeyH2FCjK4euHMHCkdwbgVEEJ1ORPo8mF90KJ5lATOfoh8dSECxj2o1BdbvUBxtyzE0HRtVOJM1hIKS2ViyW1Uu77CWaDozLcikoysZy++iU4JsP5POG3+KXhOAwvMgnaqUQRwy/YxczzjBZha8qwrlFtVsrQzylVMNrkbasr5uCZX3Rr7HGR0LVUYRjjbWa1/YPyYqI3a0JG+2Mqm+hVhTziGis0BUs8ph8y2MjhXp+jvOKK/GY/2L4Wb741RcJlMVrT74DulL0bsnaljwJwCu88ajziLLn2f6CIh4qvFZEE8/GOzKGCqeeGz/rMIVj472S7oOK+FBUk0u7feluKza/viB8NALb+DxFIePXN3jww2LS2XkA+ZaM5V2gmO8uY0qkQDKZvQg31Ea8p0BG52VF+mSO14rwwRntrzyG2oqbOeCTmHrQunDIrSp8O6XeH3D87W3pBDVBt9HYY/ttAHS7hep2WOwY5vtaCpamA+/Neg37KFhrSp8ByWlO1YvAixld95ElH5gm2dQ1yc3ypjaFXZWHdSppzdHEM7+iSE4VwcLhDEggoxPXxoWl2AyZ3AxoHUvr0y/jgkJD+2FG2Y+oegGtxxk2CUjfO0XNFqg4oLzSJ75zAo37rF8WEiAt1WkzagkC1PYmrtfCVxa9qPCxwSUheiHmTD6JqTdSIbE5j22H6I0unJ6vzOIuw1c1PHiMarfEYTfLQStMEOABtb+DKiv8bC5jojTBX9nBJiHduxn1ZhvTZI2kX38ihnlKQaeN6rSbFyGLhaiS1rX3Gmt8VIQziSgpPlvwfZu3+NJbz1PkIa7SmJmRBOdSSwisgZtb57yXtjn/BHz26iM+f/smP8erHA67AFxJJ3wp8ERjyHY9dapwsQTJMg9QHlzqCCcBZRfCiRjclX3F1tdrip5h+03JNhu/3KbsagbvzFDLMXCzSek8roEAXTeEVw3ZZ2/y4IdDdCXGdSeflhw4m0g6tSk0+Q9Pcf+kB0DZVZS9mPSWeLng7MozC23wVYV5fEbreCyEXWdRnTZmXuHjiOGnBrSfVITNps+nMXajzeJKSnrmOHujQ+dJjZ4V7HxhLPEvUcjitV1O3wibAEuoUk0491QtTbzefH0krFf9Z8Dw4x3Jy2jJrBUgnlryTQlCNItalD2VxSYBdSL5RHiprutE2qCqhtNPK+qW7GpMLruNuiWSQVMg/gYtIx4FtUcVFcHpjNbdEd2vHlP2I8LThRBim1mri7QQa/e3hWsSx0KoLSv8fC7PlSaorQ3KKwPqbizdF6OEeJxX6CWnxSjCc0l2XnJj/JJYe7loufx5GK48EwB0t7Pqmvg0oryxvfqaffkaxX4HM80JHw/l8cOpLAizGf5sCI0Z3crzxbmnnSf1+m28xhofBZMXpCMxSHO+sdgj2c7wtebKwRC/n8s4SItflbJw+3gLDnJ8AIFyKO158GCLK5sTvv/bvs7DxQDdq3ABxOeKxRXhosTXZ5i5Jn1kCEaGYq9GeRmPXPmVjJ2vVpy9HpAMpXgothJQsNjVDF/rsnhpC98WF1vfbdG6O2b7y1P0vACjKXbbHH2H8Gg23pZuiguh/rYpySn0b8saUd3qMn6txitYXBFVpk/jp86JiiJx7A4C6RDHyyBGg28lYvuPcFIWeyG+SXqefGqH8zc6pEcF/ben6BqSw7nEnoznmOGc6etbHH86xKYi6AhnUrwsR//l4H1d7DV+R6w7Ls+AsqsI+wEuuCDY1rEmmnrpsDQQHwBNkHniqbji1okmGUoUe74lke/pqSc9Fb5JOQhwRlF2tKRODy3RSKR+PlBUmy2CcYFyDlXVpLfO4GyEfekaKquouzGq9rhWhJ4VlK9eIRjlUAmHxaeD1e7FdlKqbki4qLH9FJsGeNVwTKxHzXNUbXHtBL2osP2EYFqii4bzAk85565ed17ITmV1wipxqOx1UcMZQdP21TtbMCvxgxjbT9GhITwa4+MIFjneOnS7BUksbdmqCYrMGyKbd2vzpjXWeAYUOxavDVp5jPLYWsM84Ht27/A3Hnw7eCSYsFE8+gdtWi+P6H1swm4ypd3JeeXmCZG2/OJXPoZKLX7eONLq5mf2c/pJydl+QXQ3IZwpypcWDL8tQdmQNFYEuePKLy0IT2bMPrZJ1RZen40lfFZZw+S5AfHY035SEkxL3vtXusTn4hMTjUUg0bsNVRvKHrQfKyYbMamnsZjw2I4nOQqYvlaKQ3Du8FGA0gq0ZKIRhhfjn7KC2VxOlr4kZjCa7d88w7XF0M5v9knOKmYHCZPnEnp3PJtfHZFd69C6XeG1o97uML1mqNueaKJIzjxB7jGlR1eeoJC8uzU+PNZb1WdA3RYibd2W6lk5TzS1RNOmw1A7dGkpt1sE84poKiRafEPC1QobSgu289ATTR11S+MiGR2Fc0fUfISLGmUlx8jMSlygsO0Ql4aU1zaERFs3yhsNwTAjHOaoQmLUdSEmb64VSUuzn+LTCNdJJZVUgY2N7HYGITZu+C2Vbbo4gRRJ1hKcTIX3Aqh+71vt/7VCt9NvDT7UCm8dbjyRheHWA6oX9lm8uotyDm9AFRZ1/wnVfp/8uQ3YHshYyzqJoM+LJpZeP0XG9Wti7hprfGS89MoTyisVkzymbQopXCz83ffewIyl49u+ZygHnu5dsFsVRRHy5J1dTosOgzTnxc4pf2r3t/h9b9yi1SlQTpHtemwM4Vzh8oDaaoKHMcp78m0wn+sRnoacf9oyfMXw5LsDbCLmbfmGIVw4WkcVrUPP4vtnnH9C8cZPvcV8X3P28YR8JyV5ccLiZs3spmWxp/BKFJ26hqrvKfuQ3o0aPoyj7CiSQ0M0hs43I0wmHJ/salu6K9aCdbIhUkpEAktuoDaNuZxsFNVkTj1IMQ9PGH7bNmef3aRuGcoe1IkifHTO/Pku+YbBdaQdb9MAZaF7D9qPRFIe5L4RZEByWv32f6g1PhDrwuUZ4MzSd6VJQ51bXChOt3hE0ZNV6NrhYoMLJdNI11Jh14licaAothy6kjdv2ZYiQpeOYFZhCk9yXBCeLjDjjHBcsLjWptgMcbHBJk1RUgoXRc8KvDFgFLYXiYxYKVRhyfdEmr0cqaiiRllx2A0nFcG8bki+nrqlG7WSklZpIe6UwroXpZGPgqfbrP6CAOzzYpUkvYTaGEhMQK+L77bQnTbTmwku1KhFTrCwLG4IfyU8HGMKKxd9FMrzBOZCARUYSWgFIepG0dp1co01PiIqa9CR5UZ/xL/U/6p8sVdTPWyTnIpJnC7AXc0JMtCRxd1rE59p3jrZx3pF32T8nbPPMKtkLVD9UjocM4kKMKOA/AubbL3pG/6JOPHi4JVXH1P1xLNFxlGO1kmNjTSLvZCqozBf65AeKn711ouUfTClp+pK90Pnmt57hnDBioeDkrUZZEMZTT3TqwHpuSNeJowU4tpbdhWL7eAizRmkeKkqCWG85Orta0u1K1we322hsxq3NeD844qyp4jO5XXnOwqUon17QpB5qm6zTjlP1YHOI4sLkM57qsQqQ0GxIQ7ra3x4rEdFzwDdbPKDhciUq04gLomBoU4NapCgnEeVjpPPtIlmnuRIJMZ1K6Vu3qTRWFN2IZrJRem18ElsJ0Y5T9mPVm9occR1okQKFOGixsUG32ujigK1yCmeG5A8mqFqj91oofMaXcoN37ZDdFZhxplkdSyLGOcxiwpvFKZ0KCc8Fx8alGsIcIGm2ujhA4WZV9IlacVN6qp7iiDrrfuWjotfZOKK6xzeGPzuhsTRvzuHvCB6NEbnHdjdxrViglEuyqbNPpyPUeOZFGXdthx7ElFvtnGhJhgX4jmzxhprfGh0ogL9MOGHPvMO7xb7uFlIdG6wsafseUwuzq7RN1PqP36GP++w9RURFYzOOrSvnPPOfI/TvMP19pDCBrx3fEB6pug+dEye03jjsSnkW5psB7z2BAshzV5pj7mf38AUMh4PBx3wknbfOqrJNzThTKTLO/+l4vQN4ft57cnuddGlpEfrGqKJFD/ZjsIlluSuoU6Ff2hyT5VqXAxlH/KrFe1bId0HDhSyDl72WalrCW1dpdLLWhaeSYCtSyLKnZQ61ZhSsfFuSTDO2PhGwvBVQ3lNZNTxSMQM1UEPGxs6D8VJXVuoI4kUqFsQziW3qRysewgfBeuz9QwQm39NMZCL28ZCyg1nlnBRo2uHTcW1Mci9tDMDLXHsPYONJfo9nMiuAL80oXPU/ZR8J6bsGsJFU3SkAS4y2Fjkz6ZwKO/lpt1JcM9fYfrZK0TjknJPbuheK8kc8tLpCYYZ1NLJ8LHBBxIpULcC6aQYTTCriMaVkHebHYcP5XebrMJGuiEJO9Si+IATc6loWRYzTSyAiiN8bVHWMv5Yn62v5+jhTB5aW4KTCfV2h3IzJbvSodpoAs62BtTXt6leuUr+wpb44mQF4aNz4lvH6LwkOJv9s/izr7HG7xn8Bzd/hujlCd9Y7PNOdgCBp+o6fAA2kQ6J15CeeD61+5j/8Lv+DpPnNG/+O/8Zg60ZizLkz+79Iu8dbfPVsyu89+4BBA5TwOhFTb4t/lU28cxueJIzMbzLPp5jU8fn/v4niIeQHnuKrubs0z0ef1+AKTxHvy8k3xZF0PhFxcmnEsafrFYeWNFYY1OHV2DDpovTdHrSx6LcdCHULUW+o8h2FPNrjvgcTLsiOZXRfjxquirLD7jgzGnzVA6ba0lOkZ7nBNOKs9cCWk884aRsNnlCBD5/PeX8YyHnH4uZXYuwoWaxIwKNs9dCbAzRxNM6cfTuOlpHFq/g4FfXI++PgvVW9RmwlEAvdoSQ236UUbdDbKIJcttEAjiqrrxRkzMhX+mGjKWsEMnajyAZWZKjgskLKS5UFJshXotfQZ0YdCCjGxdq6lSjQ7nIgnmFnmUiLY4j4lZAcDzB7/cxs4J6Q8YndT+V3KNFgRu0ybcT8SgwUHcikW5rjZnmuHZ8IQt0Qi5WlcUHmjoNsKlGnTmoLaq20hXR6mmC7KXuizIavbPN5DuuEo1rKbxKKWyi45ksFq0UP5lCXRNWNePvv8bG16fYdki11SYYZ5hxRjBd4MYTvLUrVZNut1C5wSfRP7O//Rpr/F7Af3Tvj7IYp/zU9q/wv7r1JwBQmyVuEZA+CEUZcy7cvF/8+qt8deeAfN8yczmf2H3Mbz28yfcmmpf2Tnn7zhUGXw2Yfm8m6dBbHm88yfNT5sdtXAzhzKBqRfLNhHzfSqExFYJqPJGoEK8D4olFF5r240YuPXCYXKNKTfd+yWIvJD3yJKeGsgsoCEdIt6YNQS5ckyVxt+oqbAytR5piA+wsJD13hNOa+ZWYpJOgJlNZt2yTMG20dI6VgjjG729x+L19knPhy4QisqR3V7KMir02nVtj9PEQe22H2/9zw8Ffla756OWIYAHx1NM6s7TvzlCLgvJqn2wnonVcEi4CVL2eFX0UrDsuzwAbN6mmY1H9lP1IEplrT50GYD2qcthE4wIhjw1fSYkmFXUqc1FZGBxVS+MSQ5iJuVOdakwhfBOvFbp2hGcLXKBYbGt06aWAGS9EJjhfwNmQ8NEIn8bUrUA6IqVDVQ4zLQhnNT6JV3LmYreFS0JU7WRMFBpRIS3kQtRFDYGko5Z7HYqtGBtpwolFL0rhnCTRyrTpW+AdKgrRB3tUN7YxhZPx1qQiPlkw+PIpajiRSICywme5cGNqK+Z9tSPbicSw72yCGk5k9mxEjaSaqABf16tk6zXWWOPD44/ufYX0TsRP/uq/xZ13DlCxlXyfqSF7vsQFUAwU5UDxpz7zeeHEbJZ81//lz/Pm8RW8h5nLOZp1eO76CTaF4FayUseEE00cViirCCeGcCHqn+x6BQqqrqf7qGL4miI5yUnvT9l6cyZRJn1PmImb7taL55IFt9DYWIv5Zk+x+d9/SLHtyK5aZs85bCIy6GxPeDMANpGipep6ik2PLqHzXtiM4UPpyvQSIehqJcaYy+6Ld6hOm8n3Pc/shR6LK57xSxIKGWSOg8/lBPNaxtXzGn0yAmNwoaE+T6QrvxkQj6T7U6WKvG/I99sQGHRhMYUTM9NxJXyXNT401h2XZ0Tn7hyV1/gkYHGtRXJckO/EGOuFV6LB5CGmaFqmMSz2Y+pEoRqrfK/lDe2MIpzUlP0AG4NNtFhnW4+ZlKiixoUKU8nP2VihihJVW+h2RFGUlzDPsM/38aFB503xERqCYbb6nTbR6LlFF7V4IdQW12/J2Kifivmb9dhmzDTfj2gdC9E4GBdQVtjtLqqw6I0+ajbHL4k4y26L0uheF9dvM78Sk55UIuH2Hn02wU+muLK8cMOsa1EQ1bXsnDYSuu+MUXkhBN1ao6oKH0YXssEmMdq3kpW8e4011vhw+L+993307jjCtyLyvub0ewzxiYS3mich4Uw2ZlUb3p7s88rWCX/wlW/wl6Y/xkudOabr6OiEH7z6LgA/M7hC3fEUmSZYQNn3nB/36Nw1bL5dU7c0PnYyFi8UPvBE5zlbXw3kZr/XJhzltO9MMZ8UtaTycPpwQBrD9leEmFvHivlzNX9w95v8FXuV8FxhCoXJm8DbSqIGWsdObCvmiuyNnPB2SjSG9NyhC0+2ExCPLdObCVvvIdEh7wt0LW9uUXY1o49B1beoylB1Fa0TT3z3DD8cSbBimkpOWxxhsor0YZt8w9M+FPuGxW5EkHvCmafsGbjRX0W8LPYj6kTTOllvwD4K1oXLMyCcgjkc4ucL1M4mukrFl6T0BFlNtd3CzEqSwznTGwOC3FP2NHWiiGae2dVGgaQU2oILNaYU234bGepEvl72DOm7M3BOfF1ypDU6c6ImihUUJb6d4nY7mJMx4bwW47uBEHs1wu9VRYFZVI1iwKHnBaqo8IFB5XLRmEUp+UpVTd3ukDwYk3RDTC7hjKqy+HYiiafThVzoWl8YwTVQSQxpQr7XQnkIpgV6UchYazKVcDPvV7JmZUQOyaBHfJZTDWLxjDk8WeV7qDRB5QU+TSTEsYkM8GmEytYhi2us8VFw/mDAy7czCVQN2mAVZd8Tn0lXYfKqZe/XFN0Hjq8/2qfbzildwObVES90T3khPWVoF4yqFuMqoRo4fOgptsC2HKrStN6LsDGkRxnT51q89MIh9443ibZrFg87qLImPa0wWUXZb1EMOsTDmt5dCUec36xp3wnwWooSvMdU0LkV8Fcf/iC9U0/ZUwSZqDx1dRGhYkPhtmy+Y5mHlvQY6g6UpcIUmiBrwhhbGuKoCZyVsbevLarTwsaG4cfAFAqdaZIzRe9eTecL9yVuxHmJTlFaDOvqmmK3xeJGTbEl4/XtLy/Y+62K2Y2UoqfwGdQ7AdqK8Vw0c9QteW1rfHisR0XPgP4dCS30dY0qK8JZzfRmQtkz1GlAviljl3KrJT4vVua5LpQQRV1DOFXM90R2aBP5M6zGTYmiTsSEzs9koCqjJMg3DKZ0cuFUtbjKzhaoQrwAglEhY59SUpiLzVj+ytaiiorwaCIOtVrjWgkY+d3VTktkzlrjOqlwUWorbdBCOiF1T3wJVC3zXzdoX4p3dytmvmql4D3xeUHvy8eYwyGcj6XY0gqck2LlMoxBFSVVL0JZL8e/LG6KAj/PJGm6rpucohoVGOpuvJIqrrHGGh8O/XeasUjtiM8rzFzjQ0d+s8RF4ANP67Di8PcZfuTld5jcGfCHd97k//z6/xujPLkL+fee/BB/YuvzfM/GLemk1Aq8wmQa365Z3KxJvvNM1sKuph9lVMOYxZMO3TtGuICFpdwU3p0pPcp7yo4i31KkjwOSUwmirVNFcl6ja8k1ah1JB6PzSDZNQeapW6Iy8gZmN2QcH2SO8KsdTOlxRvxevBFlqE3E7M43I2+l9Wr8XR0MsLGm/Vix+8WazTcVO1/JMYW/WIeMWa1jKk3AGKKzDDzEZ7Ku6soSjHP670xAwfSm8BertiIo5J7gjCLbXvcQPgrWhcszIJxLC1AphTsbEpxl0sK8ohk/H1D0ZQQyeimiaqmV0dDy88WB+LewjMeoJCagfWdM986cnV8+on8rZ+eXnuCnU/xsTjSuMQ3Tv+wZyddoJdS7PdzeJqqQromq7OpDFzXRsJCQsijEhwaMxgcGihK9yMF59HROfPdMXGlD8YIxCymEwvOFdGEU1N0QrG9IuRo9yeTCveTjAkBdU+0P5PPpHF9IG9Xn8vv80p1yCWMkUynLiU8WhONCFEfWSvZR85yAFDJ1LTukIGD6XCLOwGusscaHhimE8A+Q3B8Rn2rQ0BpkqE+PeeGlQ2yq+bN/7B/wI4Ov4To1vzR8BYC9aMJmMOcP9t/hfrXF2/MDwr2MYKY5+HVH+kTz8k/XXP/7MPhPu6jzMRtvL/jCN57DDEr0RsH8ipcRr1HMroTkuzKuLnsBPoC6I5yUfEcxflk6K1VHRkVB4UnPHMnIilnnWFQ6B5/LRAhhQdVgIyi7hv4tUSC1DoU3kw+0cBTPSlmDw6BRRPqVd5RNAo4/KxyV9t0p2sLkZkxyKOGLWCtrWtM19mGACkP0omTjTTG7ax07qn5M3U/EM2suMQidJxWmQNzJrRjz9d+d//N6K/wLiXXh8gwIhpl80nQYbC8mHVqSU0//Tk2dQrnbASWyZ1N5yoHCRVB2Na4nO4c6FVVRfF5gpuLFor5+G3f/EcFvvY17fCjjkLISYpqTXUMwl47H4qUtXKDRR+e4Vkx1sEG9lVIPEilAlMJFIn1eWll7Y/CdxrCtqvGJ5Bv5syF6NBcujPeYWYFvJ7g0pNpIL/xk0ibjIDAy+lkGHTb8FhUGqChicSURIm/TSrV7A9jelKLlkk+CUqrJSTKodot8vy3cG33xnCBdHL/I5GeDAJXElDe32XhzjHr45J/Fn32NNX5PQReWuh+jakt67EkOAxbnLfh8n7/+6l/j+NMhf6T7Jj8//jg6tmzHM9qqYi8c88Ptt/m50Wv8zNGn+IdfeYPo8x2u/HJN+86MG3/jIcF7j+n+5n3Stw8BCE6nBGchvU5GmpaEcyHBnnwyFWXRsBDy7qYhWAih1eSQ7zjSFyfUqTiOm8pTx9KNBsl+CxeO2b4hGBdUbTF2C3JoPxbBQ5A76bRoiId+ZR5a9ULCmZhqYhqTy0WG6rSxiSY/qInHFpVXmNLT+teeUA2kw+19swFb+mFlBYQB3hhmN8SXa3rN4JUct0uE75icgo00upZjW+wZrvxKQXA0+uf1NvgXEuvC5RmgKis6/+bGayYF06sB8dSiS4fJ4fSTCcoBHsqOxsZNOzMBPQ2IxpLOKm61AT4N8WfDiwp+eWEg2T/pwykgrVBTSIejdW8s3++2UU68Y5zRqMrhQoONDcqDrhoJc2XxsYFazJAIpF3rA4Pa3hSy73LWah0uMjK2afKXXKCY3WzhQ41rRbheSwoVo0XxoxXqyh6+10H55mIGcJbpCx3q7c6K1+KtFWWQvyhiFi9vU7eMZIhMpOOijGkKo2V7qpEr5gXh8RT1+BQ3z/67/pOvscbvKbSOGy+oqXRklYP4HHpvhXgDP/aVP0Pne074d+/+cQ7zHt4pfuHBy/znJz+ARfMz00/xT26/RGEDnnvumNlrhagdp4unOW/NzV3Vlo2vw0/cfBOlPNFQvrf19YIqVXgtpFqvYX5VyLbTzxTYlmM+Tmk/lm4FgG2CbauWZno1IN+Q29jwjZ4UBE0qtKy9TcBtg3xb4UIZxWfbATaRAkqF4SpipLy5hQsVP/Dpt7GRAq0YvDkkrwOxq6gq2XAVBbrXharEVxXeaI6+b4NqQ+Te3UcW5aHuhNSpQVvx7fKBHFd6WtM6dsRPJk9nu63xu2JduDwLlJJRjfdyA7aW/t2Ksq3R1klIWCT2061j15jTSZS8tjILDnJH57HFJsJrUUWFK5Y3en/xoeXC0ZPFinxmsloIquMZGEX24ha2E6Otw+Q1ZlE1se9KiLjjhbRDQfxZQiNjoZasAD6NsBtt7E4flUsekE8jdF6hshJd1iv+TXJWiSfNeIHKK9Sgj97fRe9so9ME34rlZ0uPT6SV6rNcnIEVTabSpTFRMw5SccR8P2wch2vZ/RgjH96J10shcQK+rvFlib//CDeZ/LP926+xxu8B2FiIqHoh6r75teUYWwqE4bjNooi41hrxbf37hEnNT774Bd4e7vO96XsAdNo57723z907u6S3YoKFQ80zqCq5rpdqPysbovTM8ld+6feTLWIGt2pUbQlHOXVbcfePtGScc2oxBaRHCl9owo2c+E5MMrLYpuDQJZJ9tCkcwSAXbkzRF/sJXcDiinRZio0mhXkua284ERsKGyvwwoGpBgnVjW38Zh+VxEyvxdhI8Su/9AZFX8sG7OiU83Gb8fONkCAMUJ1Ocy/w+EWGG7QZfdxjZppoJp5dNpJjsokhOSvZeGsifCArG9DBbz5GDSfrsNiPiHXh8gwYv76Bii48THwspnHKi2lc2VdUPU/ZV+SbspOwEZhKeC7pkVT94dxRpVpIaiejp4uVJZo3dHl9C4D+nZLwziG+rnHDkVjw147gfI4N5blsO8ImgRQpSuGTUHgpVnZZmMaroJKCBNXY/CuZ1ep5sTKfu5zlEcykaBEOTS1y5UtdIdVu40NDdtCW+IC8RDdy7e5Xj4RwC6jGi0X+s5RQS9J2nWrqTcktwmjYGoi/wuXH2veRey+frzXWWON3xZMfFPI+VY3rxCSn0qlQHnQJUVzxyvYxj7MeWjm2+zN++mvfTeU0f230+3hrdkAUWNL7IeFpQOvIkz6eXypWLm1QggDXaxH9O08IR5rWb7Vo3x6BtZjHZwQLT3KmCKfi8VK35FjM1FCfprjooijxWgqR+YGmdSJCh2KgpROde+o21C1oPda4CNpPZH1SHuZXRNVZ9hRFXxFPLOGkpk4NLjaovMTub6BrOH/NSIFkYfSdV0BpXvhLNTZC1mQlPBdflPiyBGtxcYApFLZvmd6QoqpuaepUNn1mUaPzmmgidhlVN5AA2TCUIMc1PjTWhcszYLFnGH/PTRmPeL8avUj1b4mHns59saCuukr8BKZQthXTly0ulLGRN9Ia1aUVI7kl3l99O094LsZt0VmGLxr5r3OYsyk2NahFjikkY8gH0mkxWYWu7DJug3qrfSFrNhrCANeKRCVkPco6XCuUwmCVcRQJ0bd2+FBjw4tCA4CixB2f4hcLCAzlRkLZN6JKargr3nvs40P0W7eBZgxWluJOifBi/KBL1Dhp2sSgOpLcWu33YXMgP1PXF7ECl4qVy0XkGmus8bvjBz/5Nnd+oi0eTpWld69m54ce8fd+8i9RbDus1Xzp1g2+9ugKn03vcj5tU2cB1ml+auPXibVluzXHtjzVTk3nUY0ezS5cZxsCK7BSLh7/zHX2f8PSv1034bDCV+vdr8i3xO+qbGt0Ide2iz2qlA1N2XBUbETDw4P5nmZ+RWwodCl8wu49WVN8IBxC5SAZN6P1Jx5TSJxBOPN4o7CpIcgt0dcf4qdzbCsg31DY1FN3PJ3HFfGoxuc5+tZDnvuv78lrq2vcZCqCA61RccxiP8amDirF7NVSvLdKz+SmcF30vMAbRXQ8Bwc2UrhuAmGAvbL1z/5N8C8w1oXLM0DVnul1g0qaPJ07D2h/4b4YrQ0zormjbinCmRcyWKSIx44w86hBSTRulES5XFBmVkjVvsT7OgjKaPKDDpyeS6Cgb5KavcefDUkfzvHtFDOT59BZfUlOLOGGqmpkzUpJzlBgJGOjlmNwrRBVWMxoIc8dBbgkEgfgTow3kn8UH8+bGIDGAK7bRrVSdK9LdW0Lmxraj4pVd8VPZ7JAWXuxkC0Ls2URYgw+DnGBFHL5ZkB1ZYPiY1fxoabe6a7i55fFDkFwYUJXrn1c1ljjo+DWZJuf+NHPYVNx0E4fz7l7b4e/ePgjtB5ryrMESo21mv/P2XfSSQvULODk/gb/+ckP8BtPbnDrZBtdKlq3Q5KjBdTN9ensijMiGzvJBHr+j9+ifXvE8OVAxi9O1rHk7pCtN2WUrLwUGy4AvVlickXricJGFwacXomlvzdNNEpbPFvyTcV8Xwzwwok8drGvyAeabFs64lVbEWQeXQNeiLP5ZiiBrtsDzl5LmF+F9FARnWuChSU6yVb8F1+U0vldrmGu2XwlMaOXDNFQYzK5rdapIh8Y6hacvxYKCVgp6n7C7ufOsbHCdiQDyZyv89Y+CtaFyzMgmnpM7iFsFDbeQ+siGyhrZq+quceaTDoJuvK46uJNrUuR9PHkZEXEBRrVzQXBzXtPcm8Izku6c1Wv1Dkuy1Fv35I5qZF4AeUkLsB2IglLrOoVEVeVtSQ7ay0XfuOuq/MKNKiqFj6MUlLMLE3iKivcGq1l7NRwZHwa4a7vY6/t4BVEw1J4NvMSn+XC2/GSIO2ta5j46qJLorSQcBcF6an4xWgLVS/CJgavFFU3RPUbrxZrm0KoGRctx2trrLHGh8aj0wG/dvw8Nmn4boHm2s8avvT/+CQ2gk+9fo9ve+0Obh5we7qNdVJVmJnhJ7d+nX/z5V+jOG7ReeDpPPKYU4nlwC3J9046pE7+VfOck//0OVwa0r/TbGC0Fk+necbmrzwEI93pqi/xAP4ohuelE52eOqpUYQrpumS7ojxyEdJR1pIhpy2kZ07k0qfiWO4CCYtUVmwplBNejI0VRd8wPzCMPrnF6JNbuEBRXqlIziQYMjydoe88XG28/GKx6viqNEElsXi4eE/vnkMXCnWQQ62ZXdEs9hW6gnzLk13vQiPmwHvaj0vKbojKCtngrfGhsS5cngEuVFKUNF0H3e/hk4joPCOY5LhAipuyq6haiqqnmDxnyLY1ahLSOnWEC4cPFOm9KT7LvvXme0kKjPMwElURT45lQbgMrSGJse2G3NoUDs5oUehUtex6rBeTudDgogCbhtTtUDKMlEJPMylY2rEsOIrGJKoWzkthG3Itq52UqiwuCbCtgPBsTthIxX2gL5xxo+hbeDveWnSrtcof8pEUgS5Q4mjpZGExWY2NFfVuX3ZwzonyyrtvPQ9rrLHGh0K9CLjeHVG3RcVXbKegRIIcLKAVlHz14VV0q+Z8kZKXIX/wO9/C7RZ8b6L5qf476IXGG+jdzp5WEil1cb03GzJVVEQTGVH3v3iIL6uV4ggkuuP09RTlGsPOGcRDTTWJyDflOeKJk0JFi5tt69ARzlndxfIdGSFlW5qyIxyXaCJdHBQrtZG4kivSk4p8U1GnspG0sXitJPcjlPd4jaRCW4fq95pMI32xWapr3I0DVKcNplnfnZCWiS35tqdOaTywHLMrATSiibqfEsxKolEp52HtnPuRsC5cngG+qe6XN1ufZXB0ih7PpVBwyxBGR5CJw6PJ5WLpf0OjrCec1ATTEnX/8dPdlqd+0aWuy3SKL4oL6W9D4lVGywVVW8LDKWYmmUA4R9021N1o1XHxoUihfaCp+zF1O8AFChdLMbN6PU3BEp7NZZxkPcEoE1JuUeMa7xeAetBClzXBKEdN5uJxYJRwaOpaJOPdzoVR3eUCzRiZD3fa2L44D4cLh4sUyZ1zYeW3hJhbDWJx5G26PSuC3DJ6fo011vjQeP2lR3SDgqIvhUt8siA+r4jmjrIPsakZ9BaEcc3Ht46xVvPW+T5Ju+StMuPP3P6j6Fo6IdG904tO6HKE2yiJfFGimmu29fVDgidD/FS4MIBcw2GA68SkZ47OoxqTKxb7smbqdi2W+1YKkqVkWlkROmS7jtl1R77lSY8U6ZkjnHuqjqL92NF9YFG1jIiSc0c8Fi+soq/It8Im2Fb+b0PoPKrY+UpNtqOZvuDQeY0ymid/5LqsP81oSEw0NcpJ/Irb7ouSNITJJIXCsPkWlANHsenwgbj/+iRYjecBoofnDZF5Tc79KFgXLs8ImyDqFy2eIst046ob0XliaR3VmNITZHKBuVBali4ScyJvlKQxNw68H6iMudx10Xrl8SL/V/JzxlzY6E9mjS+LxhsDHsy8kiyOqm78Z+THXaQltKxtKAchNg1xrRifRBRbCS4OpOjISumelJV0bhr1lKqtFBGNuZKqrMiU8wJlGwO7xvXWT2erY1eNM6UyBp9lqChEpQnlIBS7bg269KjpnDqVgw1nFmcUvtNqzksTzLiUeK+xxhofCe8e7RDrmrKjhHy/KJvcIkX5csYvfu1Vzsdtqodt7kw2aadi1fAnX/4S//ez38+Xb9+g/UiRnF/qGCwjP5SS/weBEHOXCsDAPEXYx3tx8o4jXBTQPiyIRiWqhrotHY8gtFQ9v8oiqtoyTvJG0p+VVURjTTBXmEJG8tFUhA9lVxSdykOxKd+Lx5Zo5mg/kY6yTSA9Fm+VZORIHs2IT0umzzn8ZinHGwQc/L0Hwm/RWiz/nUMNeujTMUQhthWxOPDkBzW9XkbnvYDugwK3UeESj840NoFsvyVdnECvPLSE67MOiv0oWBcuz4CyL9X78GOti/ah91BVLPZCqra43CoH7SelJERb6Dz0BIuG6xIoqs3WhQnbZcLqZSwJrO5St2L579K1sd9j/smrlC/uU/dTbCcW2/68mTcbLRwX7/FGuC51S+SFynlU3dh/B8t8jUadlEaoshI2fCuWhUkp9Kixvday6LlIi+tvEKACkVNLEKIUFt5aOU8gOzElRZhKYohjfDulakkitq48rbtj3HxBsHAUA+kKeaPw7YYMvZRgV5Iq/VSBt8Yaa/yuiKKaX3zwEovvnzWblghlHelJyWeee8CrLzzBHyUoD49vb1NZw+mwyyfTB/zSoxfpfiWm6sDsaizFR11L1o9Sq2BU6YpqMWerKrFfaNREapkM32nhw4ByEPH4e1OyvYRg0eQeKVBK1lFTshoTuRDKniffgmisGn8rvyLratu44zrZNLaOa7a+JsXMfC9YGdJ5A8m5dGdsBN33JqiiJJjkmFzR/VKyUk/6xULWKxBOXhP26rZ6+FZCOYjQFnS3Ivg7G+x+sSA8XxAeRXjtSU4kZmCxIwojtPhpqaK6GD+t8aGxXvGfAcmZhGPpmos3M0JIs7GYJKEU6VGBizThQuaq3kD7yBLMKmxqKAfR0wz192NZxDSmayvoSz4oDdckHhZCzjVKxkVljcmtuOj2UmH8K4VuwhirlsYUklBaDIzECYTCifFGMXkukc5NHDUzXRkLuVjGSaq2YKW7E0xLef6yklyieQbHZ7gsX+3CfGOut5RKqsZcTmlNdr2HKT29b05p/co38HcfgnOEixptmxm59VSbqUinrV11XfB+3XlZY42PiDSqyBYRBxsT5tdTccielZh5xTfPdoiMJT7VxGcaXWpmRx1euXLEj7VOmX9lk3DW8Em2m46Kl1RlX9cXCsKlbYHzkuae59JtXXqWRCFeKQg0NtHSnW6LGrN7RxEsoHrUJpgpFruaqqskg6jxm8mfKyl7XjoyoXRrq2ZDVg48i72mi60gHlnygaEYKNKhJcjFwC6ce2Yv1Y0xqENlBaqy7HzJc/UfncHR6Wqj5IYj4dgt7SjiiHojxYeG4Sshdctx/a8G7PzsLeK3HgDiiWMWmmJb1vLh6x7lPMEwk6Kl6VIvJeNrfDisz9YzIJoJdyUoPN5d4qEsFrSOZURkcsvo5ZT5fkB6UtN5LBcLCup2gKo9desDTv/l7sHyc62+taug1MVHYFCVJbp3hosMLg3BNX4o3mM7kcigy0o6IbUjyD269gSZx1Qek9cE4xyXBGQ7AUHhqTuRXFCNO3AwagIXtcZHIfVWRw5vNG8M7UoxZJrNZQd22Wju/S8zjlFRhNsaULU16VGOvvWg8XcRq//o3hlVqrGpJjlcSEzB+0jLvqpXc+c11ljjw+PqzoiHXzkgPS4bLyqHmRUsbvW5N9ygbnuyKxZVKTrvBXzz8R7v1Y4gE0v+ziMnNvzeCwG/UQ9emEpeEPQBVKPC9E20iOs0zt1GESwsnUeOwTfmlAPF9AUnQZAtS7AQF/JwKutnfA7RSKEyQ3KqiM8ULhbTuvSsZnZFo2tFueGZPK+pU03ZM9KNkX2bGG82HZn23YDBuxaXNnb+i5zBm0M4HV7wduBi5OUcKgyxW12wnuxal+CHT+l/09D+4n3h9pXiOr7/uRrbctiWY/PtmtZjjU0CVFGjZ7mci7q+CJFd40NhXbg8A3TlKTuaqtXwTJZmbN4TjSvwYGNxTGw/qdGVo31vRrapCSeSX9H+xgn9r52vOhG/LS53ZJoOjFKNFK8JNMR5zKNT0JpwUlB1QnwSEsxrVFERPhqBFgddjMxUg4UjnNakj+akJyV1K5SuidE4o4gmkggNyM7IGBkzlRU+lgtZ500idVGJzXeT3eTLSlqpy1GWepq/ozttVLuF2xpQ7LdFnvhkKBwZ79FxLM7AZ0PikRXPm2NJ4fZl2RB9L7pU3q4LlzXW+CjoJzmPTwfE5wpl/So81WtNNNJMJynVXgUO4nNFkMHgFxP+l7f+ZXQllgu9Ozm7v7UQ8v9lnstlvkZTxPiilE2eMULMbaUUu+3Vw7xW9L4xxgWa1qGDKznD7y5RuSGce0la7iryLUQhFINeSJcmWEA4lW5M0TMsrjryayUbr5+SPVeuiLzeyBhJV8KfCeeeYkPIuclpKR2XZoSlzsfQ64DR8rVlAaY1Konxm33ynYSzN1KGL4fkZcj2V7JVZ1xt9FGLnOQ4w8wN0akhOSlIT5oxdxhIAO2SCrDGR8K6cHkGeANVW5jobn8L1Wqtuh+qks7K9HpIPBbJc9ULcFFAuPDYRBOOCvz5EH/7/tOE2yX0ZTnhZZnhBaelfvU6/sYBaiAzVjca407OMKcTURMNEnRlcUnjl6I1alGIVX/tMIUlOpqinCM4y7CxxnViqm6IaTg4dWqE8e7FxI5A49pNwllgyPdb2DRYeTUQx5AmTeKzXxVJSwb+Ck48YKqdFtlOiI0VfpGvzkX1yRdWnBgXKVp3J/hFhj4dyusPgqfP2/rCX2ONj4SzeYtP33jA4kbN0XekuMYcDaOIz+Dlq8f8he/5e+DFRVY5T7ajuHW4g64gGVrC+6dEd09k3OH9RfBsGF5c78txUSMmWBYGi5e3efz7Y06+a4PZcx3yTYM+nxIejggKz0v7J/jMNHEpDem3lm7L0kDOpeLXYhMxjCs2PNHU4TX0tuecjzqoSLLiljLreOTJNgNM6cVj5XuHFDcKlHWoRYHf7OP6Im9W1qHiWAoudcFj9HmBiwLm+wE+UJLv9KX+hULIeY5+8GC1oXWpY+stj4sN8cTiQ42PzUW3vjG3W+PDY124PAOKrsHGiuTcM32pi7u2e+FHYDSLXfE3iGaOsitfz/YT0lNLcpJjbj8WJdL73qzLpOWnv6i/5ca8NG8rd9pkL+/gw+DCRn82J5hbsu1IXDEre2Htb50QdYHwpNkpKUW13cKmGrTG5FbIYyC2/VqhikqIZGWND0XODVD2DDZp+DfL1+Ka48iyxvNFNyqD5vtLzksrpuwH6NrTe3eKn89XPx++80CM66qKeFShzseoOFrNlv1SernGGms8E+ZZzJuPr9Dem1NsiQHdEqNP1rzYO2XqEkymKPtiaJkdWNTDhMGtmtatYaOklKJFad1YM4gn1GoduzQqXimJgNHLETe/7z67//o94j/3BBco6dpmOb23R9z5tRuoVr0qOILC4yJwsXBZXOhRlSIfKJIzz/hjluiNsRjXRZ6NVoarFb7U1Il0lVonFl17FgeKvC/5RpOjDnoYiiAhjVbZbX6+wA9FMaS0vuCgNB0X5RxVRzF+1RK+NGXzHYufLVYdlL2ffyJS8LxGF4rkvKZuGensVE48saxdrZvfsu6v8TtifbaeAdoKQz0ZWsrOxSlUxjB9LuX8O2SQqmtP2ZEUUpnNFui7h8IBuezdohW63yX/A6+LmdH73WDfz2+p65Wc2SvQi3z1eDedkXz+PVqHBcVmKJ4uWovSxzfeJ7XFpyG+FZMdSLs2mEvB4rVacXFcdDGmUmWNi0OJDSilkEmGNSYTHwOiENVOZVYbSnAYWl9IH5fdImPwV/eYvdCV5NRQievmpWLEjaerz8Ov3cPnBdXz+6ufZ91tWWONfyr0Oxn/m0//XdSv9yk3LYv9SGS6UQDK8/XhPv/Jb/ww/VtSOOjKs/lVzf7nHO1vnqPGUxk/e7+y9vfdNtPvvCH2C7Ai4SqlJAJAa+GLeE/70PLnbvwi/9vn/jav9o9pnTTWCdahzse8+FeOuPIzoah7HtU4I6KI+EwsJkwm66quYHpTEY6FQFz0NMmh4f7hJr7W4JWkM0eK6VUxiQMZNYVTT3wYoqxCjxfk+22yq13h+/Q6qDiSNTOOhJMXx6Kc7HZY3OhSDJCxldV07s6liGsKEX8+FCKytVz7OYsuHU++K6BuB5jCoqfzi02pdSvriDU+HNaFyzNgvq/Jd5riZSStPxWF4mkSKOJHEeFcWPfRzJOcl7TvzAjefXzRWVhiWaBYR3p/jM9y+f/lcdFleIc9PSd6NMZGmvl+CKvQxebGP88In4xk91CUwow/G8niEoXyoaDcbqMrRzArqVtGjOg0mMKTbYm6CK3waYyPQ8k8KuuVY7CNNbpyshtxXo7du2ZUJBJupVQjGW8IxsZgexIbr2tPelrjJ7OnYw4uhyhWNQQBZl5IwdKY5K0et8Yaa3xk/PU3fpq/+M0/JF4pUyPZa6UQ3V99+TFGO/QoAC+j8SCH7oOa7lunQvJPZWSstIS1LkcrQbbMOZFRyPs5gMu8sf6vP+B//Zd/is9lL/L54+tEwxKCQFSaSQyjKa3DAhdBclLQf2vI9hcn6GbP0jryhFPN+BUo+45wplClIt/UmAyYhlArejszJs9rsj21imBpHYp0Olx4ym1LPFTUWx3Sh1Na9yeovLjoYk9nsoa6Zp2LQlynRdnV2JYnHGrav9jGPDlv/Kn0U2u6ygrSRzPqliEeygjdxkY2ex9EB1jjQ2FduDwDgsyTHiqqlmaxZbCtsLGxl3mqyWUnECwsybklPJmjF8XTzPGVF4ta3bSL/e7vbv28JLs9fEJyVkl0wHTW5P+EqyLBHZ2QHBcwneOzHD+eQFlhezE+FvlzOM7RtccmAb0vHxK9+5ggE1JunUDVvpBHe6OouzGuFYHW2HaELp2kTystGR6It4rkE/lGIllfENaSGN0WPpByYEN57W6Z/3F5LOb8hdnTzgbq6Hz1+lfdqrV/yxprPBOeDzv8D1/4TfIdMWJLzv2Ko3eetfjExmN0JTfW5FiTnorIQDWKoOWmZEXKjUJcK2H0QrOxWHZQ4+hiXNSoipbjpJt/45C/9Os/Sm01wTjDHmxSvLQrHJPNPuGjc7a/7AkfD+FkiH54QuukZvwyTF6A/nue7h2JBlAOnvuZmt3Pz6W4sfDTP/xfcnNjuCLwmqIJWcw9rRNHnSrMVBPOEM+Y2QKvFCovZaMHEoEyaWJZvEd12mTXu9K58eIj0z50T29IjRFX3VjUnNVmiosUe7+VybqXXOK3XFZhrfGhsTbAeAZkPzij+/c6xBNLPGr0/60UpjPSs5rz10JxeBwEeKUodztEj0YXoWOXXCaX8GUlcl+4+N7v4O/iq5r4i7cJX7q2UtqoUEyf9O42PgoloblJZvbe42ZzUTy1IlyocZEWHkuo8WdDfFkSPoxw0Q66MpjCM3++S/uuOPLqspFCN66PyjfKImcvvBsaKbMcf8NxaZKdVZLILiaQbkv3q8dwNsJ90OvUCtXt4Hc2ya53aY9nOO9R73eY/AAO0BprrPE749jO+el3v5v4XFP2faO6URAEDL+2wXTrCfWgxoUBQQ5l1xA7LgoV5y+crAFlHXqRYwpWKdEqMPgwQNWF2CMk8crzhbpGTWs+9p9EDD+xgVo8ZvSZTdIzi91vs9jtE2ROCoTailGndbS+cUrwyQMWrxQMtYyk0iOoOhCd5ehFwebbEflWwF8+/j5un22xeMnSum9kLJ3BfE+LsihQaOup2mK6SfMafFFK0WEMvtlAqU5HiphOi3BRU7VDopHi2n97jjo5l/OxckFvNmFpQv7CNrOrkWQjHUo3vW4HKK2leFm6Df82thFrfDDWpd4zoHwgvBAba4LM4mKD3d0ArTCZpdy2FBuK+KxCV566bVCLHF+WF0/S8FiWUmFvLdFbD2TkdJnj8v5x0aXOhJvN0XceN1HyIjXEGOqdHnajhZnmT93UlVLClHcem2rSW2fo0hI9nqykyH44xswrWieW5LRElx6bhmC9WP1nFXU3RucVJrPLJ5Z/VwTdZmZrjHSBkhiVpqtjsLGh+9YZ/vGRdFveD2OEgNxto89GtN8+wreSp3/XGmus8cwIUSy+OUBXUG/WKO+ZvNTFpiHxucKhUKklmnqRGQ8U8ZLQX1uoqkahaKULk+X4+YKtN6cQXox81GwhmxatZeRyiZ/mrUOfjOjdyfCBITm30uU1MHleMT8wbL5TPsUdIQxkHdKSTbT3eYe20L3v0XkJgSEaFYRTxS9/+WMU3+yxcWOIb3xgyr48TdVVxCOHqhUugrLfeFZd9uWazlbjH99rY7f7ZDe6eKWoW56Dz2WoozN5TcsIlqXhXqeN67eZXY1Q1hNNPIsrKSar8JqLkfcHqUrX+F2xLlyeAcmJpnVaEw8roicT6tSgSxmHhE9GqFKjaljsRzKSmdTiKLu0w4anOSy64YE4KymkRj/ddfkgrf+yeBlPpQOzjA3QinIjJt9OpOXZkHOVUnhrqbsRVScgOi9ReUn41j38g8crcqyva2G9O0+2FzW7lIp6K6XckDFTMC3AIU67obmIPbAXkfaikLrYRag4Ev+DjR5V28DZ8APVQSqQn9NbGxdKrdlcFke4GLctz98HmfOtscYavyNaOiQ9VMTnnq3PBdhYMsgABrcsXzy8hq81s2uSspwMm28GEoyKavhz1jUyagPdtkSA9ForjtuSqAuIWmf5daVEKVhbwtuHqLwkOV40RFpNflCT/tgR0bBo1EhSQKisoBx4gkcx3YeW9Kjg4B8esfXrh40JZo05nxOPPOGgoN4rOT/qkR576lYjTw4BJWMj9+oMG3vmB5G8lkpCFX3V8HisgzDCxSEulQHFYi/ClIrw8bjpNrvV2ktD3nWbXWYvdCl7Tbab9Sy2RVJt8ub1q/Xa9axYn7VnQJBB686Y8GRBtdul6kg7E6Xh+Iyb/03Nwa9O6L43o/32MWYmF/hTmUSXsHKY3RzIKOb9PJflHPTyTXrZeVliWeAoRTirxTyuWSBW4ynvCaalOFW++1CIt41T7fK4fFWjHx6vJM8uVGLLDZhFw1WprPi6gDhgzhd4a5+KJVDxRRTC0nnSd1Lyqz3CaS1E3vcXLUYk2SpNpMMynEg7uhSZpEqSi9d6GetR0RprfCT8mbs/IkGDAdRtyQVygTjKxuc11Rc2uPE3Nfufyzn4lTnh1GKGcwkFhIsUaNOsfYGh3u3xzp/rNsoktUqb5zIXptteqQ2XnQpf1/iixByPiSZiOKlzzeHdLczppHmOZl2sLdFI4lZ674woeyFqOpfnXHaA5hk7X5iiv9nmMy/eB8DGCpN72k88nceOYC7ruLOGuu3Z+s0TfJZJllIDFUWodgvVbaOsXalDzz6pKDac/N73QXXauI0e9SBhetUQDx1nbyiCwhPNPOVWSjCTiBTgqc3rGh8e68LlGZCcy0WoxzPynYjpDU212wVk5BPMa/Rojn54jB9NpFK39ulW4nJE5J8eCZU3NoWvskx9hm+9Mf823Zdli1IXNdGoulAbLUO8lEJVjmBhZX67yMXhdvn7lx4r0ynpg0njMCn5RuHpoimCmkMIDbpymJOxHEKjHljyd3xdi9qg4dgAuFZE3TZEZ/nT2UvvK8LqV66jJrIoqKlIx31VQb9zIc9eqpXWWGONj4zf+M1XiaaOeOSZX/VMX7SUXUW+HYKC9MgTnxdExzPCwxFnb4R4oyUhfuk54oQXImuHphxEbP+G4fz1Dj6NLzqmlxKh1bJD03Rflgn3Ko7wZUk0KnGhIjnS9L4RCL+leR7KSsw2DVTP59h2ROv+BN/ryNhq6eDrZF3q3vPcOt/m+vUz2keW9FyUnlVLkQwd+abC5ob+N7QopZaqJqRo8XGI77ZwLQlb1LVjciOgGjhM2axxy04LoNpt3KCD7cZMr8WSndRW9G5BclqRnFsWu4FwGRt1lYqi9fj7GbAuXJ4Bm18corJCOhkK+resEK5awuPAKNxGBzb7sL0h7rLGyEXRvNGXBctqfOQ8nA6Jbh3L83xA/s77rfOBC+mw0riiwB0eo289Inz7vhi2NRcyiMGdGc1kd3VjDzZ6sqN43/N661DDifg31F5GTs4RHk9FHQXSvRlnsjjdvPrUqAgQrg5I8dLMp8uNBJM79PQSr2VZtDQXv97ZInwylJFQvyPBbCAXehLLublEaFuT2tZY46Pj2s87ommFNzB4/Yz0kaHqKOpYYRON8lC3AmwvYfbGHmXPU+90pRO6LFaWNgfNiCWc12x9bUb7sMZudVB5kxLfdH1VGMoYKTAXqiRjVj4wSmvCJ0O6bx5z5VcyDn5ZNkVc2tz5VkyQwX/xPf9P3v2pFnf+xBblgbiHU5Sr+AG/yGk/qcnykIeHGwBkm4rWSU08ceKiO/QMvhix8V7J4pUdWWNmcymyylL4goOWjMMriws086vQuW3ovYesUVrJuhcGK5uIciMiHjuiiWd2Awa3Zc20iSLbFnGDvG4j0u/fKWh3jQ/EunB5BqhHR/jpDJ/ndG9NMYWEKi4r5/B4BrXDJyHF9Q3iJ9NVG/KyQ6JSCnXtAN1q2PlXdqUr0m49lTq9kkD7S14n7x8TNf9661YOunhZUFZFUle6QuHJAj2a4/otueD1t74N3GRK6+6E9KiQBaG2sis5OpFuiNb4OGT+8V3JG2pCE3UcSzE2X4gFuLWodgtaKTYx0u05Prs45kuvQ6UpdqePnzeZH2ejVYiit052VMsOEchjGunhGmus8eERjSp0VqNrKP/xNkEG7ceOZGSp2oZsR1H2A7L9hKqtufYLJcEoE8VQHF6Mf8qK0Xdfw/c7qMqxuJLiDcxutHCDTnN9Xvi46LOJFBfWijz6ss/LUnEUSlfCHI8vBA3NupddbRNknv/D3T+Mjxw/9ONf4NEfSHBRIIXU8vm0onV/QucX2/S+kKArLzwdBdGoRjlP1VakZ46HPxBy/NkINvqSy9ZOxTBvMkPXDr0o8IGm2I6pNhzBwrP7q6cXIoqm8PBxRLWR8Pj7AnwAychx5VdqgmlJeL4gOS7oPHborGqKHi0j8EvqrDU+HNa99meAiqNGyWPBOdrfPBM+BsjOYbqgOugRPxoTnS3gyYm0SRuuiVIK1e8BcPSD++z9giwCT35gi/bhgOS8In67RFW1zFyXXYn3pyPDU90KnEeniWQGuSVRtpJZbRSKidxsId2QUHY5Loku3GhXPBnpnujxDD3PpJha5PhBFyZNMZKV5HsDyTiKpNhyw5EUXMvOS1GAMbjNLtnVLnVL0749v1iMlrsVJZJp9+JVzNkU791TnjfLpGn/8IksapeUWLLDWnNc1ljjo8DGGh+EhHNLtqcYfAPahyWjF2KUg3AKVUvTflISTizJ3TPhtzRrAYHB7g1QtaP75x4y/z9dBQWdf/sh3/jSDUypSE9SQuvRw8nT6hnnZAPiHNSu4bxcjIPcTh9lHW6jg55mwl0JQ3wrYXZFbll3f+saKvX82MZX+Nmrn8R2IvQ8hvH04vd4Tzz26NrhQkWQOxY7Ae3DmsWOIZp5pte1SLgV1DtdwtriGiUktUUvRKl08p0bFAMF3ZzBLQ0n57IWtVqySYxCXDfh8fckhDNIH2e4OMAsyqZQsRil6N6WtdNbd9Ftn86+lde4xu+IdeHyLEjkAlGtVPha0/lTKc8+jbGpJntuQOudIzFkA2kPao26sseDH99l6y2RxlV7PVwssetFT1O1Y5S7QviV2ytvlhUx11rc0l33Mjdk2cEIA1QroXh+B11YdFlL+qtzqEfHeGtRYUj+yh7BvEIpL4VMVeG5VBhpLdkhDb9ERRFqNMU3WUSqKAlyK94PIAuaMVJIaL3yQcB5bDeh6hri8wqOz6R4a4i4Huk86d1t/FwcK8s3bhJ98T25mJdKpaX3w+XR0Ad0bdZYY43fHYu9kN6djPxqhAuXXDZJri82FCaH2TVFUIT0vjnBpzFqkWMHHTQw/PYd6n/tnLPbG+zmFX7DMLumGI779F8aMlvEPPr+Djd/tsL7LjgneWmVBYdY3i8lzrrpkjSEVa8VLjY8+EObpMee7v0am2rqWNG/VTK5GRHOFH/0D/0Gf+34uzCdi3RqlTYjI62xaYiuvZh0asVixxBPJDTWlL4RICjic5hflxBE101RWZOJlkS4KMC2Q0wB8xsWRiHx4VjWoo0BrpuincO3U2bPdwhyGUGNX2kzeGuKzkvUcLLqJunaireNaQjKZfkU53GND4f1iv8McJ2WZAopRbXZWvmneCuk13q7S9E3pF+8hzs9l3luFGE/+RJnf/wN7v7Lu+Q7nrM3QrSFbD9mei1CV54w80QzR74Z4V68BmG0IvReLo6ePqBGLhgG+LzAbvaIHo8Jj8aYsyl6PEcfD2V8EwRQVejCYpNA7KeD4Fsq/qVKyFeVdFO2eg1fxeLLSlRBVshu4by+4ORotbooVZqgum2qboiynvg0u1ismhayCgJUu0W902teixNzu42+FFOXgyidl8Irinj6YNcdlzXW+CiY3tC4SEwm2w/FOwUPW1+dsvulnLoFuobu7RmqrKXjGhiefH+fJ38x5H/87/9tBmnG1gtDsjJkelPhPjvloDvlew7uUmUh+c2C89c7FHsd6s02PjT40FBtN0rB5VjH+dX4yLdTgidDptdjuvc87SNLOKsJFk66P+McF0F67JnZmP/FwT/A5kZiV2orxU8z+laFpfWkEC+tVOMCCBYOUzp69yt009SdPu9oP5DCzSUhNMZ5vpNSbSZU3ZBioFBWkRwZ6r5wGe1mB9uOsQeblFf6LLY1ZQ/ahzXR1MmmsREZ+LKSTtVSDp4mF10o8wFK0jV+R6wLl2dAtSPcEF9VxPfOwOhVIJf9xAvo2pGc1UIsbW607vXnKTciUGBKQIGNoOooyo7GlJ6qqySZ2YMpHflui/xTN3DPX1uZuWHM00milzxeVLcjtvrzHIYTyHJxe+y1RJUDwsy3DlNYfLPTUWF44bzbQDU7BKUU+fNbEsa4vLicBCvq0mIKh5mUFxejuQhWq/cHLF7Zkfyj0stua3XcfvV8qtPGjDMhBBcV5SAif3H34mJeKomMluOK4/WFvsYa/xSoO55sJ2zsEzw4yA4S9DRn/FxM57EjOfOY85lYObQSshe3mH5Gur0/d/5x/nv7bzKctPiP3/ib5K/k1JVc+2+N9sEpolbF+Mfm3P/RiNNPpuQ7CfMbHerUyNh5iVU0iCV7aRvCAK8VyblFWSgHIaMXQupUNjuiEHL8wy+/wZWgJuqUlL1AiqGw8ZQKDD6V12cjzfmfnPO9/9bn0bVH55boLEPXnnxLeC/JUNROti0/4/ot6k7E2esx4+dDlIf0ULP75YrweCoKJOsxWYWqHYu9iO4jy97na8qeIdsyjF8byLoYhhdKS4A4wrVTfL1OuX9WrAuXZ4CNDdVOR1KaT8/xwzFuOgOlKDaFVNv65olU1MbA9QPMnUNa754xeDcjnHp6t8Ttsf3EEc0cpvK0HzvqRFF2GzKuUcyuRUxf7qJaqfiYGL26EADhhzTEWLY3cM9fkYIjMKvCQJ83c99lV6gq0SPZCZi8xm31ZOy13AEsn9taSGLKXiAZRrWVxyzlzZFpQhYVvtOScVIYotptSBOqTijt0dIRzmp8aCRF+nJbVGvsdo/sucGqGJkfGMJJ8dTjlDHU3/FxONiVFOo11ljjmVFeKXGBIjmr2Pn8mM5hTfv+HIxm/DI4oxjcykXW7D2jT2yQ3j5n++djRqcdZnVM5Q3f/8J7/Lmf+yna3RwPPBgO2ElnvPLcIeUoJo4r1M05kxcg2zQsdjWL3YBqW9bPZWK9ShOJCDAw/M59wrlkCanaU7U0Qe4pewabBCQnJbryRCcB/5O7P0F1mgpnJ42lePFeOiZGUfZF3bjTm/EPbn2caFigvEfnNUHuiMYKkym8VlTdEK8UthNTDmLqToiNoBzAYt8TTqHoGVw3ESdw7/GBxrZCsi3NyacCWvenpCcVZ591Euqo9cpVV0UR89f3Wdzo4TrRhfJS6fWo6CNizXF5BkxuBmx/pbjIAYLVOMiFCnM4xJ2dr/wJeHSIm2eYUFKZo5mXgK/KE00tLlDMDgzJyFNFEExl5lx2NXUigY3FK/vE7zwWY7dGOYTSmP1d7P4GKqvkGJbpzWmCH09QsDJ7UsZceA8Mx8STmWRmlKWQgC95EojrZYzrt2k9yfBGr+R+IITZYJJTbrepOinuWov4rMJkFTqrKHfb1B2DCxTthxnKemwrJOi2YZEJf6Zx9K1bEV4r/M4majghnHvqbsSlHGj86y+S7UV400N5T3B8infrKPg11ngWvHD9hIW6IryWsiY+K9CTjOqgR3Km2Pi6SJFtO8KbhP47E9R0TlB4zChgWsYclz2+MdpF5YbQWGaTiEyFuD3F//6Fv8m/cvhn+dEb7/Bbpzc5i2vGeZ/WkaLqQO++Ett756mvbjK70aJKxahtekPTvSdZaNGoxAcxVduIQV6o0VlNkDl2P684+sKLXC89QVbj+i1MVsg6FUeowjYOuZrRLx/QfeIp+yXxiYQpBnNLOAup+jB6FSAQ87vtEFM4FjtGeC39it7nE0zpWexr4lFKWlmJQVEOQkPdgvYjT7nVIpyUpI9ibORWIgjvPZPvvMroZUP7kaRTd+59gCP6Gh8K647LM8DGCpsE0v24ZCTny5Lur9yWokUp9M5W4yybSUEQhVT9kCCT7ApnIN8w2FgLqz1W6Aq8gsWOQVeSDyQ7hwC3twmBwT135SIFelNarno0hbMRqrL4pUpIKQhD2Yk0BFbV7ciopSjxi+xCpv1BZm5FgR7PMV+/K/ySVnLRRYKmVVqL70MNVSdgfr3N7KU+2XaIsmByj16UmJMxZi7eCGp/50ImGcfigeM8ejTFt1PisUUXF79H97u4UNJYvVFE984uukNrrLHGR8bxtEPZUbjIkF/riTt2YMB6rvz8GHM+w0UB2UEqypgmnd1GCl0o7j3ZYjeacDpp47s1izxicDBB1Zph0eL/+PhH+fSNB0zqhH/7+X/MVntBuV/jDJhM1oqlbPnoOztUqSKeOEzp2Xy7Jj2pMKXDJZJk7w2YCvKtkOPPdpheC0lOS9InuXxfge1EsuHKC/HZCjThrKbzIOfm3z4nXDQd6GkmBpqlrCG6hOpaQbatqNqKk88qptcDhj+Q89on79PpZ7SOHa1TS9WB0Ush+UEHHxuoHTYNKDa9uOOeZ+TbCd37jngkRFyUbMpcKBELKEgPFxKH0Kzj69H3R8O6cHkGxEOPWQhnRLWEnLuUtrnJBJxD97r4wEgi8yW4QGHKhtXuId/UmNJhY4ULIJx7orlD17JIpGeOaCqs+PGrPbKXd6k2klXqso8C9KLEjSdQ15T7XXwS4Lrti2Ikbgi+y4IGLsi0S5WOVk9xXMStthYJZBQSvPcYDk+fusDUPMPFBlM4lPfUTUBanWi8VuQbhiCTQsqPxujRDJ9GuF6K3t4UVdHeFi5snDRnMzg+pf3lRwS3nsi5BVSSrPhB0dEcn+Xr1uoaa/xTIApqdAUu0kxuhtRd6W+avBaOXFXjYkM4tRejZmCxq6i2a8K45j/7jT9ImYX84GvvcHNryPXBCK88j4d9tPJcScf8/Huv8ud/7U/xZNgj7JRMP1Mwv+HJBwafxvgolKKk9HTuTImHFfnAMHopougZ6kQ2dlVL4QzoyhPknmjqMDOJL1HWEyxq6sTg26mM0ssKPV7gQk2+E1HutUmGwskTG4gAVTsGtyvKvqfTzyi2PPMrCq9hfsXjsoCfPPhNsm8MiGaW9t0Z0RgW3zPnyfcE5LstXCtkdjUiWChspFBFRfpkzuAbM1p3R/iG+5hd71L0FS5StI4qVF43Rc3afO5ZsC5cngUKKQTqGopiFTKolsFZxlC+dCC+I5fgOgnxWSmE1tyRb2i8grxvxJiohnDhKDuaaCaFhTNKJNKpIppasp2QumVQe9uoG1dkPJQVKKPJvv0Fsp2Iuhuhz0arLpCaLS5Mnuoav0xkrkQd5MtSVEKNfHklObZWnjuOxQem8VOBxsW3qlc+Ll4pgkzmukHhsJEQjYN5tXLK9bM5ejgFBz6OUEmCjw3t94ZE57nkkViHPT3Djyf4+VyKqTCg6BvaDzP0cCK+CfqSf80aa6zxkbDdWlD2FCa3bHwzl+s4DqWT7Bw+jTn9RELy7tGFxwpQbHpUrglDizkPUUZuuo/Gfd58+wbxdkYY1vy7V/5bfvP4Jp+6/hBfGv6N136dbifD54ZqYBl9DPLrfcaf2V3x/FwScOt/oJlfVYxf8aRnNaZwxMMKF0I8EbJu/05B970ZyjnCszmtd08Jn4xI7wzFTr9ZM1RVE45EVXT07THDV0LC09lFThAQzC26htk4xRmwqSglbeIJuwX/4Rd+nME7ItH2gWZwq4J7LWwMVUdccMOFY/NtS+9egSoq1CzDnE3FtLMo8UlMcpozvwqD9yrSh1Mx0wwD4SLy27iir/HbYl24PAM6j0p03kStX874aZKY9fYm4dHkKYkwSL5POYio2oZ8y2Bj0BbqloyHTCPbCzK5eNIzi6k8XsvjTNEUBgtLtd+n3mhhTif403OIY2yiMYUj2w5lftzvYm/uSdjZ0n23Ia+pMFh1VaAxc2uOd/U176V9rJREvFeVdJdCiTDwRbFi7evKSbvZA55moRFpc/7Clvz+qsaPJ+j7TUG3u4keL/D3H2PuNQvkUv3UHJPe2WL8bfsoB16pp0PQ1hf7Gms8E+4cbxFNlly6kGzLyGhlKDEe1X6fwa1K8nqW3Dat2XrT071juLExJHp+Ch42ozlRUNO5HVCcpSRhzf/oq3+aeRHx9X/wCtsHY36s+yZ7nRkEjtbOnOp6wdG3R5x8VmEKT+vOhPm1FJNY3LdP+Dd/9OfAQd023PuxmOTMC88lUgSzCuU9xU5LZNTNeoVzuG4qPi7OSeFgxXQuyKB/Rx7rtnrYViCcu3lFONbEtxOiscJFHhdLN3zQzQi+2RJ7ioHY/kfDkms/X3Ht52Udmt5MiYc1/S8dEcwq8WipZS1Vjdu33Whx9J1ddKGoU1mH6802XmvxBHPrsfdHxbpweQbo2qHHl0ZAS7luEKB3t5l82xU4Gz4t53Ue8/iMzltHtO/PqBORIYYzj3KQbyjiobyBg8zhAsm2CCd10xq1IvkDqp7BJgYzL6mubMLVPaqXr1B2NdmmwcaSzOqjkMXVFvVuD/v8/sroScXxyrl3CaUUem8H/X7FTlE2PJiyMY4zqM0N6tduUr9yDVNYgkxGWSa3+OYdpSy0Hy5kp6LAX9+7yGTa3UIVJS6V9rRKE+h1YNBbda6Wv2v0nVfAQ/tRga5sI/9ukqzXc+E11ngm1GcJyVhGvFVbPE6qXoRLAsqrfR7+UErr7lhCEbWWoERr6d7N2Hqr5OS/vkmRhXiv+P999bMMn/RYHDji44B+kjObJ8xO2rgQzu5u8BP/+H/KN758gx//9Ff4vuu38ZXmJ//Vn8dkir0/f4vzz2zw6A9b/tjHv8zBYMJ53SbfMpRdjQs8pvLYCHTpcZHBRTKGVtatEqp9EjN6rS9cvEYaXffECbjz2NJ6MAOtqTsR+ZZ0rqfPt+nflg1hNIVgrjB7GXaz4rv27pIeCZHWRuCjgOB0RjSUDVs4dww/rnChojoYMLvRorjWxy99YJqC7+EPdrAJ7H5ZCi4faHRl5fNWItEoa3wkrAuXZ0DVCqQD4SSReWlhrzc38NMZ3V++jZ8v3if7bfJ7shx975Cd3xwyuFVSbChRGJVQtzU2hGwrYH5gKNua8YsR8dgSTmpMLiOYJWkX66m7IfOXNlgcxDKuKbwQfOMIH0sRoxcV1SBGJQm62wHvcOejp2ar3nvZqVwi6Sql8HkuXQ6t0b0e7G2TP7/F4iAWdv+kIJyJd4FNxf23TjRh5tHjBco6CWqsHSqWmPj5Sxv42RxVO+x2FwY97FaHerd3EVQpB0CdaMquxqYG8+j00kjropvl1zPiNdb4SHjtjfsEC0edGILC0X1QoUtH1U+IjmY897eGMlJRSpKXw3BlwxDMawbv5mz8UkLrrYRXbhzS3lkQX59RHFQsqpDdjSkqthT7Fapf0v16RHqoeZz1+bGNN1HG8/965ztoHXrujDaZX1G0+hnOKx6eDfjHD1/BhkoIxC1HPHZMntPo2lOnBjMrCO+fyjFaB1WFKkqS8xrfFg6gDwNU5WgdVaQnEjib3xgwv5Ywu6KZ7weNiy50HniyPzClfjFnazDDxJZ/9He/g84TS50o2QwahaotqrJMbga03jsnnCnOPxax2I959Ic8d/5YIB3msBFvaE3Zlw56nWo6b52KgCLQeKVkFN9K1mKDj4h14fIMSB9M5WJpOCR4j7qyB4CbzYWgy2/TEWis8FVWEj+e0L9dY3KPCwGPtCW3FN6AchCPPcVAKnKb6FUImq4dPgmoOoayo7GRkH51jbDsQxnxtI5KfKgJJyJ5dtMZLsvxefHUmAuQrKFO++kgyHZbuDutlPqVqxAGRGcZrcc55U6KDw3BpCCaWKq2qKyiiSUa19hBi8nLXcyipu6nK++DaFLh8wI9WeBikS660GAWFSpNV3lOeCEqK4e0YcuyyVRqDPeWfJs112WNNT4STv7yc+jKEU0q2nemxOfiym2yGpWX6MmiIc42I96qWjl429jgIk009QQLePfRLkp5trtzCB2P727z6PEmz189JezJpq5uQ7CAL3z9ef6Dt36cdj9Df7XL7BoY7am/bUoSVfzCo5epK4P3inAhthHhyHD+sYCNbzriowXJ3XNJrPdeRsvNeFlNhe9S7Aqp38cBZl7hQo0uLPPnuuRb4uLdeewIF558Q6MrT+dhSfWwTdoqWBQRwXspg3dl/D36mIgmpjdbUgxlJb17Naqs6Dx0TF6tmV4z/Mhn34ROTb7RxLQo8YdpP1IoD8G86RbXYv6pnJPOTBisU+4/ItaFyzNAPTm+kBsjIyLXb4kM+v14f1djmUsxmoJSdN4bEy5EQTS7Ihbc6YkjOfWUPSHkxkMrRm6VxwWKaFxTpwGLay3qWBHkMquWYscLRyYQS+9wmKMqR3A4ktBDa+X3/zY3+/LmlsQZLI95OTrynuBkiteauh83rrmWqhOiCkv6aEqVKnGmrMRWW3loHZbU7UCCzs7OxXGydOKUOZ6gSkex18EsSglc41JBEgT0vnTI9j95SDBcPB3U9tQfZP02XmONj4L2YYU30o1VtUPPC7xRhE+GzVqiUQ1nj0ukfLMo0dYRjgvaD3PCuaf3GymzY1kzolZF614ADu4ebvG9z9/Gn8e4AIpNUIklzyJmhx3ylwrKHUsrrNjoLgiNY6u9wBhHYMSUU3nY+aJn+82K1pMCM5oJAdc1I6I4kk5QHMmHc0xuhPhBV7q8zjG7anChIR8YZlc1RU862/lAUbdF/KA8XPsFR55FTO/1ic8UykHZ0fTek01k52EOx2eospKNVBwRjyz/8Q//deo/MOYX/vGnie+IAenSWA/g4OfPufqzR9Rtjeu38K14pUpdrcNRyBofHusV/1nQ5PjQXNiq10W9cxdf1RfKIrgoEC450brRGDeZ4hcL6o0WKhPWu4toChAkbv20JpoKIQ0NVT8kGlfYSOFCTdE32Eg6LTZWxBNhx5vcE40r8u0EmwToyQJzMpLjbKXSQvUXoV5mY4DZ2Ub3euiNgRz35XFRbcW1t9uBwAhT/2Qu+SWlI5yUlHttsqtdBu/lIlec1+LD4mVEFB/P0e89xFc19uQU87XbACuibd0yVP1EohR67dUxEga4oxPcyRn+/mMpApsoglUeye9QhK2xxhofDFV7zKLGh3rlABs9Hl/wx5L4aS6ZMWAdqrKEj8eY0wnRvVNaxxaTe5JHIZ2ooDxPKLYcOwdj3DTkF7/8cXzosKnHhZ7oXkwY1ehCc7A/pLc/ZVGF9OOc8TzFeYX3ipMHG2SbGmUhOZNCId+JcN1UukD6IlzW7vax2z18K6E62KDYUBR7ndXxBxkcf3tK1VGkp8IprFOFDxThVB6z2AvJNg3X/6uA3nua7iPh7plS1uT0rCa89QS8w58NCd++L7YXpWM/GPPTn/2vsIkn36+p2k0GU1nhNjqowxMYTuh/7qEoKkODSwJcGkpnXIv7+RofHuvC5VmwfJM5h4pj8VCx9ukMIT5gVKSUjDsaolvw1h2ohHwbzmQO6iJFkAnfxTUeBfnA4EIlPI8m1bR1LLbXuvbi/zK11LHCB0ixcCbGTNVeX7I/0hi/NXjKc8ZsbjD57ueYffoq1WvXqJ7bXRm/rfg5ZYXvdfBhgGtFYC11P6XuJXijqDsRZS/AFA4fKJKTHDMtJAcJMalTmRB8ASn6sqwhLDshOteesh+sJIcqCtGtloyNqnoVM+CX+UbvVxOtOS5rrPGRULeN5JUZLSR5h3gsbXQhCiXnx3vUylFbN6MPvbLUJzCkhwuimce2PIsqgsQSTjWnJz0wkoGkOrUkUAdQ7FquDcZcf+2QJ+/uoJXnbNjhX73yWyRRxb+0/xZXt0eEQ4MpoBjA9HrE4iBGOU9+pYuybpWzVh9s8OBH+tz6Uz2e/OAO7/4bEbqE2bUIl0T4QJNvKBZ7/in/rNkNIfrGYylO6kT8W/KNgMGtiuSsYr5nJHqgrQinNb5oUqOXqfXDMdG45M/82p/h/zv8Tv7A97wFCuZXFfWmbMD0vBBagbNQ1+hFgV6U6KxC5zWqqHG9VDgxa3xorAuXZ8FSRdRuicrlkpsscNExuPRY4CJki8bgrSGVxcOqSVn2VKkmmjuKJq+oThRh5vFK4QJFPKqa6PmQcG5JhpZ45LCp+AnUsabqR1S9iPlBxPxaguu1qLZbkk66PMQ4Jn/tKqaQHKHwZC5jrMpK12OZeJ3GqHkmJL1cjj8YZyh/4ZwbjetV4aFnJa4TUbcDsJ5gtIDz0dMpzxcnQTo3tSM5KbCRRtUOwgh/dU8KwmU3ZbnDWnZc3Ac83xprrPGhoGrZBCgrlgU+ETNLVdZicdAKhEcCF55VRqPHM/n5qsYvMlxoKPoKXcL9J5uoSUjd9jAJUJGD0BPfTginCmUhGBvefecqiyoEBZPbA1yl+eLsJn/6pc9RuYAf3n8HF3mOv9dSf2LG8GNQ9DTHn5UIkeVxu06Luz/RId9xhDNFsQmD3Snz6446BdV0fHUNyZmiTsRrKh47unekE6M8oGQU5DVNgrSlTg11S4GCwbs10YOzb7XnLyv0aI4x8vWH8wEff/Uh3kA5iCgPeqjz8erhvq7Fv6W6FFViNHpRSnGzxofGunB5Fjgrrb0gEJLr8mYKFzdYuCBcva8jsLyJq8byOb53xsY3C4Jc7KDrRMhcAC5U1LFcQMFCOB7RuXRTbNSYvzWR9Cj5CMfiKAlyQWZXOoyfS6gOBtIV0hr//FXKXoCuPcG8gqrGzIWg5zoJKgxQSYxPo9U8ud5KV7NYrxDFUGWJzhZULUU4LqgHCTZt7LwDDSfnF+7Bly9872S0Ns/ltRolpN3QwO4m1U7rIoTMNX4z1soYa6UoWr9911jjWaDtRUCgykqqfiw+KHHjoDuX7DO71ZVrrnGABVBFdeFe3dgd9G5B8m5COFN47QlmGl9pVGyxsYzCdaWk85Jazr6xhY8dai8nalX88qMX+dnDT3BcdfkL21K4tO8EVFlIvVsxfMNjXp8w32uiQpTi7Ns3sM9nHLx2jP/kFFXD5M6AcKYZvu6oOxEuDmTtbIoUG2vOXjNkewptPWVbEw8tpvAUmzKiL/sBLlQSyxIqOm8d4UdjvHV46+R1L9f0o1N2/lbKnfkWO8mM1/tPqDqObDtgcjNexRrgmm5xlq+8sVa4XMis8aGwXvmfASoMUYOeOLgu0XQoRCJ96QZ9iX/xlDza+VU6qg8M4emC1pOMxY645JY9RdkV6fNl1Kl4GCRHBbqW79WJFDDKiiW2WZTEx9IVCXIHGlqntSRX7+2ge13OPj2QUVPpcIGWcVJoUE3oGmGELyv0+VRGOyfnlL0Q20vwUZO/EV4sIumZxYWGYFbilWKxK1EEPsubi/aDOi4Ojs8wWY0zGpsYbDui3GmTb4WwtfH0wy+Tc5dFi9bfMqJbY401fmd4BdleQvRkIt1UK+Mg15LCRS9KGXVklWSd1VbGxkkkXLcowlcVXiuCHKK5wyaeauAIb86l8NhaYAKHeWkm3+s6outzgqQmGmkGXwqx44jqNGX+1gb3jjf5mTc/xV84/gRmoRncajZq7RLXseSLiMnLMP/YDtV+n/a//hibB0zzmHwa4yJwnRr76pxoaKh6IT7QdB5Ztt7K2fhmyflrWjiDbU+2ralTqLoG5SE+99hEE2QOG2tsBMlJiZ9I5IEULE665Zc+Bp8/5MsPrvFDm29zVHRxkWexrxi/BNUL+2Ix4RvrjKoS1dZ4Lue0qiUWIFirij4K1iv+M2Dxqev4RXbRZVneUC93W5o3+apYcf5bOS8Nz8O3E/FKsJ7eAyHZRhMv+T+JIlw4grnFReJjoJxHV5b4aIHJPWVXUbYvRks+NChrSU6F/BqO5d/FrmH8qW3y16+ha4+NFXXbyMy4KULKvTblVkuKAedWPi6q0yY+k46MqixmUVJ1Q6gderJY2V+Xmynx4ZTNr4zwpnG6/R0SUF2WE5zOxHnXKAlcrB3KQnXQezr80XlptyZrItsaa/zTYL4f0nq0wKeRyIYXlYxtK4n5WHYB1GQuI+OqEhO6KLwY1SpF3ZLU5irV6FLRvmvIT1Nc6qkqgztOsO92iEaSY1ZkIep+SpBD1YX0YUA41PgAqlnEwf6Q/93um/TfRbrIwJXNMWYUwElMtVlz9nrI+KUWd+/s0tlYMF/EUCnygxpqjTaOzkMh4epKTPaioxmq9qSHns4DT+8OJGcOU0JyWpGc1yyuKIqewWtFelKy+Y0Ck0unV7ot78t5az73p+fs/a2Y/+u738/dyRbXXj2m7IvFxcmnWxePteI547US4znnpKNt1uKCj4p14fIMSI4WYkAHUqw0ZFuqalW8XK7IV2gcdOXnmhiA2qKenErIYSnFS5gJ6bb70BIuPKbwuFCCCyV7w2HboaSTek/7yAr7vUlQRSm8kV2EyZwUGA4Ja1SQ7YQkI4uNFNFI/Bl8oMHK+MkmQsRTTQiYtxa70yc4kw6TS0NU7Wi9fYg5HUs72UGxFaJLK1wa61EPjr7l3H2LWZx3+PuPCKZSFFUdw/ilFJM7ym4orrrN4/BOyM1hdOHlEgRP84vWWGON3xVhJqnt3kjHVC8qsB4zznCtRDqpeSGO2WFwwesbzxqyqQNjCCeVcEiGlvREUu91JknuzmpMrqivFhRbFp0rGEaEY0Uwg2LDU3e95AMB+9fOeWNT4kBspKhaGjK5tl3k8YFHzw1l3zN+CYJRwO+/dpswtNJC0k1USlytstKqboQuPGqRs9gP6d+pUA6SoaP9pGL780PCYY6NNMmJbAptLLECzij0/aPVBhO4UJIu1aPe462l/0t3sD+3xZOzPqMsodpw6AoWV/zFRksrWcfGM2z3QrUFXMQqrPGhsC5cngHq7qPV58sq3C9VL+rp0dAHynX1pRmpkxYsQN2NqVoSvLj0ZdG1WHJnW6IscnGACzWzKzF1O8QUjmBhCXJP0RUzJZVV+NhQtyRZVXlASxZSuHBEU0udakzpcZFeyQt1UdG6O6JuaWlvBgHKyEWqR3NUUWK+fhf19h3UosCHAXZ/A5sEKOtJTkrC8wU+MKgnx7jF4lu6LR9kFuetQ80ydOkIFo7WcY1NtVh6p2kTVdC8Va196nx6a5/KL1pjjTV+d/TfPIPaykgIIduqXDYP9VYq5NumY6wX+cU1V9dyE29uuiarMKWn7Gkmvz9j+hy4liM6l+vVvDgjiCy6UKsMoMXNGpuC3S+ptivMQpG8PObsK7v8+/v/iFM7xxvIdhXf8clbTPIYUyiCnRzXsuhSUbc8wULxD3710+TjGFVocIrO7YDwb22Q7TY8Hg0uVvjA0L2XkxzO2fr8Gb0vPqbsB5Q7bbJrbYKFxZSSD5eclngF6bvHUBQXoopGWbXsovtLXl5kuXBirMIoj48tJlekhwrfaV04kjcUATNcyDnPSukwZ8V/93/030NYa7CeBY0rIo0fymVfFJZqIQCjLvJ5lrhUtHhr5UYeRkKOzSogwWtW1vlVS9E6keKoTjW6NAS57HDw4AJFOBN3yLqliO9KHgbI97QXBcFSlWRbitZhRdk1DZNe3B2XMmM1mdO5l+DjELV8Pd7Dg8d4Yy7GYqMp7rl9qB3h8RRVtwkfn1Nd2SR8uMBOZk+dsmWn5bdzufUPn6B3ehIDkBhQ4hTs41DOMRfn0I3G0mmxdk3QXWONZ4GSPDN1efzRJK7r4mIzRRhCWaHCUMbGxkiisXMowDXrXtlVqIcpdcehrBIncKCuDPUkkmmIB5Mr4pOAxRXHtYNzHtzfptyx8LU+Qa749x7+EX71rZc5OHZULcWX7l/HWYXfK9CPUwwQzkDXMnqKzzThvYiyL0KG7n3XuHiHsjnLHXjxowofnq2EFD4KaT+YM32+TTyUwiQZOeLTjLobEZ3P8YsmXkRdhDguOyxPncqmI7Xz997DhS8xfiWmdaZxIUxetux8tUV4RMOBlNETp+e4a3ui4lRK4lbW+NBYr/rPgveZBa2KlhVh9EPOLL0HpSXDxzp0XkvWkEWKEgOtE4uNFclIAgyrjqFOpd7UlSMa5phJLm61uScYFavYdm/ko+xqXChE32jqqFsGZT3zfU2xEUiIWBKIaVNdyy4sjsBofC7kWt9EHKg0XbU+9XiBnmVUOx1MVuHbKeHRGHc+bF7fRbdFafXBRcsytbquCW4/wcWSeWQjyfJwg0aafbnrsvSVaHZAawO6Ndb4aKj+/+2dSY8l2XXff/femN6YY2VlVU/sJrubpGhqoG3Yki0PgAUYggxD8sIrQ4A/gL+JbcA7b2wYECAD9s4LLwQYkCVZA0VJFJvsgd3VXXPl/PINMd57vTgR8eJlZTWrSqJEUvHfVL734k2ZFTfOPec/7A6FW1FbIBAY/DDGThJ0WgoBtyGjluUmn682ghRjOkW2rcm3FdGFQucKbzzxuaJaBVRpAMrjElFMlluWIIVwpjldDIkfBUzfD9j+CKqJ5w8+/QI7fxygnGfxuuJg9xK3CPGlZvyZZnRP+DDpTUf4jXOyL2Us3nCYFKqB59E/cYSritFjSznULG6HrYgB5/FJhN2fYndG2EFIuHC4UJMehAweZ6SHQ8KzFE4uap5f/dzm+2/kz9Vrl60Ju1nGwe+f4zWk7+boCoKlZvaFpC5avKxV9c92GElRWJRSDPZ4bvSFy0tATUZP39lwXRruhel4uXzehbXudngjF+rR3SXhwtZtTmH7NydeuHAkZyXRWYYLFCar0GmJG4ToypFciLMlWlEN5YRN94TroryknPr6/DClZ+89ce0txwHFTsT5uxH2tQOyW2PU5VLmrkp2YcrU7o4He3D7phQlp+eSknq2Qh9fwNEp7snxmpD7vFb8Dd9ndkkwL8TVM3egIN8fbOZ41K+p4qh1m1RR9Hzv06NHD0CcuPFebPPLSgj9pUU58T5ps3aqChUEMi5Rul0PQM47VdrWXTa9bRl88ZLRnYBgCfpSpMhmXBGeabwGnWmyG5Kp9vb+CV4haqAAym3L9nQlPlVTTbElXZ3/+8v/nl/6+nvMvl5QjmH42BOkCvv7O4T3Yg7ePaYaQnyuufMv/jMXbyXkU83ksxRTeqKzot3gVFsDiq2IYidGWcfgoUQIjB7kmFXJ8P4C/eQMykJG2HG03iB1HLsbnkuDRtmoj84J5xpvFdkNR3mzZPGqql3LOxQB7wjvnbT8PHdj+6/qT/8Tgb5weVlc5+C68fDTBnTt7aaQ6XZqjCiB9GVKcpRSxSKJtonwVsqhFsO3pRjQBSuLjQ3l7hCdlqQ3IkkvrUdTLtLYUIIXXaBwRlGMNeHcoitPeGmJTlNM5ihHui1osoOEIK1bofG6IFBRBHvbqCwXYypjcK/fIn9tG7yXGIPFcsNkr9txuTbBudtBQXYu+V6CHWjS/UBCGwHCoDOKk9f0aYaarm29e/To8fwoh2L26JvojFUuScVZZywCUFX4PJfOTGCk26q1qIvKEq9lJFJsiXdL9sEW4RzimeMLX3+ISSrcWYQuFRhPsKy9XBT82YevYxN5bjVUDG8sKSpDcu5JLhy6Ujz8+Ab/6ju/TmpD1MqgLNgYgoVCVXDzm5Z5muBiz+DI86vf/2fM34RyrKiGAcVYUWxHsjFMYuwwQFvZGCnnyW6NyXYlJVqfXqIenUh3OQikC9KhALTjaZq7PMoYKVoaR/IsQ5cQDCp+8e+/hzKO9K0Cuz2WJ2m1fo3AsPjKLqofE70w+sLlZVCU19jOr/X9Da4Sczf8Rjq7libPyNfVd7kVs/1JjrKedEfLIlPHAbjI4EJNOBPjNl1Y3DDCGYWNwE5ifBigS0eQyc4myIT0anJPOTaUI02+G+AScbstpgqTeaafVdhY40LpHqk0F7M9Je1N5bwY7jkH+zukr46I78/gbCaLmHXrQq3ZnTXf/WrX6bpujFYM717KLLzwBJkj2zWSk1TP39vRUlHiz2fyey/6E79HjxeCqpWEGlEBKglW1KtsLXc2RkbDDbE0CsVvpFpvbMrdhGqg0CXgIFgp0kPP/DXNw99+FbsKCGeacsu1sufoQoOC4SehuOkuFTj4d1/9PxRlQDFSVANFtVWR3Fzy5N4Ov/v9LxKdCy/PBQhvxQkPMP10QrAQw7g7//1t8sNayu1g9q4n3RfloZsO2hF0NTRk+wmzLwTEM0twkeFXqzW3p7t21evfBhm3ub85tln3goDd71lsqfm9z95kvJXyH37xN2Usp9cdbJzHX8wYf3AuJOl5+kP8Y//koS9cXgbeP3M80QYsGgNh2OG/qKe6MGqQCOO8nnmqogSjMasKsyzZ/WDNNK8SJUVFJAZ0KIVZFqjS4eIAU6wLJjuJsbGmGOvay8CT3ggwpSefGoLM1U6RMS5SDE4dunSEy4pgaQkvMtzOVMym6pO2GWmpMGwNqcbffgSPjvCzy01Lf73ZHWl/bd2uyxUX3fZ39/AIkzmC1FGMNEHmsTuTzRCy5rn1wtpnFfXo8WIoBwo7imWzFBhZe5q1a5WJu/Z0RPbuIe5wDxWF+DAQBWJZwioFrVkehuQ7nvhCYQpFfCHFy/CJR5cw+iiiuF1ix1LsBCuFyaCceKqxZ/hIih7lPP/xvX9KvoywscihVWbwXoFXmAcJ3og3yuxdT3wBxbZn9mYtuR6Ly+3gxBE/Dtj6tOL0azGjexpTeqrdES7Q+EC62PJF4ca3Fgw/PEE9OZX7tBKlZwPvIarXca2FiNsdEzVjbF8XekHA1h8/Iv4koXw85E/+zm/wXx/+AsffmAjFoLt5VfWYbjQQR90ez42+cHkZBGbzPyCgkhhzcKND2LJtS7CbGN12WoxBTSdCihvEQtDKxa0yOF2gVyUmrYjr9FJTCNelMVTyWrovqpT3MJlkcCjrCc6WFBM5oapYYSNNlUjxE8+tqIsihTeKcqTRhfBfsBLgWE1ifCK7LBWGdVdIPmd1e1e+Y2Dwq0x8Hp41rrnSVXmWogilZY7uPW61IlxUdXikEIqz2x05Yed13WL5ueZ2PXr0uB7R0qG6m43KCjl3ZyQdlVCyisKzDJUWsubFkYQBJrF0IKKQcqRQTrhz0TnE555wIblrW3ccJgdlHMluxpu/cJds36EthJcKkymyA/FeyfYU2TIiGhbEM/GkwniKeyP2X71AlVDuOPJ9R3yiMZmnGnkJpN1yqBKyXfkcw0ciSChH8jmWNzUX74oRnLKexW1ZS4Z35wQncxl9O9u6gANyuyUkuw3laNuBMvV1oHbFJQrxVYVfLBk88fjQ8Uvf+5d8+8+/QLaran+cTZ4QF5fAZo5djx+MvnB5Cbitmpxbhyl672F/l/Off3VNGK0Z+V2oq+OlvFi75wYGtzXCB5pqf4xeZdiB+KOA+CvZUJEeRJhFgRsE6LxaFxgeoosSldeeMANFmDp0/fzJfUmhVhXEFyVB5iSu/aSSPKShJt+PMJklmOdihpcVtVOmg7KQOfBKyMD+anzBs77nleLFd0dJtSFTS2R2HqwlPFmAg2RmUZVHWWBn+hTPBUBtTdeZRj169HguFGONHYWoeiSEc6S3R3zwb0cSsqrF8NKcXaLyAj9M8HXMhw/WtgjhSs7PKoH0phQcgxNHuq9xBuZvW3TgicKKD7/3KkEqYyFTQPpGgaqk2PAhmNDhPxrjQkU8E87M4Ehzcn+b4qDCG09QhzWuDhXJkcbknuE9gy4V5Ug6SeFSxkThEuKZqJnyLYWpDfdu/OE5xdRgh5F0j5WSjZHS67BDLRu/lu9S216IurI+xkriMyDk2yaPCJjctyRHAZ98/5D4xBAuoTgYbQo16i62GyWbHeUePxB94fKyaALH6m6Kaiyy46htK24UNt3EaC/20SI1dlBWuO0Rxf6I1esTvFas3rkheT2ArljnDilkTLQosOOYchrjQt2mpgL4JKzl0wrVTFVyRzlQlGNNOQoIFxX51NTcGCHvJsdi4y/qI4OPQ9l9BYHY/mcFepXhA40bR0Jea7KCGlfIz/uVOb9WCDXHKr2Oie88P8gsqhITqXTP4LaGT7+gVriTsz4CoEePF4QLaw+nUCzu/WhAuKzQmZY8su4FtqxQqwxlLWqVt2uZygvimdjm+8BTblvyLcXiFYkmmX1RE50YbGq4PB7jlUfnkuIczj3BaYiNPfmuJzuQ9bPYr3AB2AhwkG97dm7PZFw0KSlfz6nG4rYbzTw2EYdc5aEaeXwgnRcbKoKVp4oVwyNXc3lyovMCHOAhPUxwUYAfJqg2fV5L0aJrRZXZ5LpsBCw20uYgWBc0TQYd4IwnmBlMKn4ul29Ete2/XfNinMccncu4qMdzoy9cXgINibbpqHjv8ecz0r1GBROupdFOWoxqNNokrkItGxZ1UjUKCRYF4aKScDAFw4cZJl+byXmtCFaSEYIDH6ja+VaJj8tS0pVdHKAqCBeSempy8W7RlUiqbaypEiOcl51aLu3AxkLARSkZQVW2Df/y1kqM/XQoEsizJX65WjsGd79XVbUW/V2obnHTyJo7duLtcedC0HWhjLkGJxX6Ysl18NcRpXv06PG5iOae8EKIuG5nDGGAWZZEs1ptNB7IKKnuQPjRgNnXdtvnKy38DF16ypHHxqBzTbjwjB46sWvIYXzfc/vVM77x5TtMbs8p9i35rRJvFMmJIrpUuMijC409iRl+GmJyKTjKgxIXe9I8ksoECO/HeAPKKqqhopgK18VkMHiiCFYir46WjsGpbPRWNzXjBw5VWcyypNwfEuSOwVGOSwLUYiXfqSlSqqrtKHnr2gLFWysUgG5R1yiEqkp+V3XxMvrghNFD5P1vO5hUjB+Wcowx63XQ13lwg97S4UXQFy4vAZdsyuKUUnLil/VFv+m4NI8PBrjXDzYv0g1BNy9RZYXOLTorqYaS/xGfZujCMniSUg4V0Vys/ZVd52aEDy6k8Knl0cpa9GxVZw/J25QjJSqd3InfQiCsfG8UQeokj6PyuADCy5xwXmIen8P3P8U/fCJFQe3lAGBH4t2g5sva38VsfJ+nui7P6sJ4hzIGf02ku1uuUN6TnBUoL7wbtVg9VSAB0nWZzX/AX6xHjx5d2FBRTWJwSBq81rg4QBfgYkmK92HQbqxcHJLuafwoWbvsAkFakZwq2RRdiloo29MEqcfkEhZ78sc3+fb9V3BO441neCdsvVumdxzJkZYQxsQRn3vimaPYVlBofOBJopJgUmIvQ/BQHpTkNyqCVDguJofhE8/wyDF+WBAsYPz9GdPf/4yd7y6wEQSpk+9jFPlOyPBBilkWBLO1msc3hVpTmHT9o+pYlKtO3SpJ1n44dRgjgEpzvBIi8q/9wz8A5Rncn687012ei/OoB0c/vD/2TyD6wuUl4AO9+Z+63n1sf5TjnWuJVjIiUqidLRZvjtHTSSt9Fva6E3lxWRFcCqs8ebjCJgY7FIMovciYfJYx/uSS5MGC+CRFpyU6l06DyR3aSisUrVGVxRuNjTTZTiCjotpxV3lPOdDkUy2FjhM2v8QGOPSnjwi+dxc3u5RWcCTmS946GcdMRhTTkHJviK/sUz4sG+623eLiqvRZ6bW88Lrfb1Ggc7HCrgaa8LLAp8+QCzrfE3R79HhBVEOwiUHnkgpNZVHWES7BzDPJO4vCmv9hePLzW5z/bEW5W3di4ghi4duFCzGgC+fSyTGpJDPbBC7f1Ew+AfP+iOKDKTt/aogvPOHcM77vCVNHkCIFVKlxkZhu2ghuvHHOG19+LN4ug4Kf+so9bAzjnRW//gu/Q7GlyHeEV7M6FM+q5ONjDn/3HJUWshYbLZ/rssSNEqpJRLatmX1ptObpuXX3ox0VNaMcL3lN3aw0b+uUbGNqYz71FIHXpynaesK54n9+52cZvJ9IZ6fbXW5GRt7hey+XF0JfuLwEVoeRkLlaebN4iUR/dkdahjUxt5mJumFCPtEwlDmmqsleeL9uS3qPnSQQaKJZIZ2VmgwX3TtFX65QzqHnmZBmC0miNqtS5NOXhRBztUbnFaMHGdpKy7VRETmjiBYOU0K+K1keQe4ZPsxIHq/k5CsKkTuCfK6iRI9H5D/zJukX94TEuxMKoTbPny4+miLiGb4t5sY+fP3t9ay4SX3untDOEzw4oxoagtShfD0S6hQpTfhjjx49XhzpDUV0ltUdBo0bxuA8h/9vLl3j2s/Ejwb4MGB12xNMxOgSpagOprhhgl4VDE4ldR4tJFhdiQoyOfFEFx5Twu53LbvfkTiTYksRLj02gdW+4fLdimrsiY8NeFq58tnFmL+9dxdrNdZq7l1sSxJ1WHFajsh3PDb2BF++xIaQ7WoJeG3M9AJx7t36rMQsCk6+MeXR30sotoWHo6yF4/N6s2lrlZARRVEjifa+3Yg2fi72a29x8svvyMaujkJpRAZo6b7jPHvfSUkPHeG9mMldh1+u1jwY71DjsTjzOt+vZS+IvnB5CQyOy818Iq2F13KwBzf3N9uJxgiR1YMPAylampwPhA/ix0OoLGYhah69zAmP5vhAr1u2zonR3CQRBdJkiB9E6LyS0Y33UtDUo5dyIuZOw2PJ7NClvJ+NZUSknMcZxJguLdGLVE7QK4WITyLSv/UqNtbEpxlB6jCpw0/HLYenwbXeNt2WKOBu7kpGh9YbfJdWKt3wZGaXuEgRnRWYk8tNhZZ3bT4I0DPye/R4QXgNOq/P98qinKOaRFy8O+Lip7ZqBWEmiqI4otiz2EI2Em46RK8K9GIFlWVwlLP7HoweOOKZJ1o4BicVg1ORQ+tSOjBBLp0Zk4nqsZgo0hviqBufCT9l58OCcGkptjzewf/6+GvYO2PSi4TKasoty+npmP/90VcZvHuBG1myuxNc7Jm/gXiuWCfFQxhIfAFw8ZUJLoDdDyxBXTTlB6N1HpFWUuhsTVpFkYx0VG3XYNbqq8MEFJLh1LXx78Jawrsn4BSTO7D10ZImm641oLuc45Yred1+DXsh9IXLSyC+e7ZuEQJqNELdOiB7Y5viYIxKklZJpKIIFxvKkaI8nNTGdEErg8Za0i/usfjKnuwUigoeHePDABcaYcADPgrxgSbfH8gJ2RQ+Wtc8mTrRtarwgUYXjnBpiU9zhk8kej4+r6SFG0kXJpo7XCiOmT6O1oS0Rpochaze2UdVnmgmOzCTOeavBWuVT7ez4tzap8D5p0dExpDvDzBZ9ZRUvEVdzLg0Y/JH9wnvPMY+fLw2uOs48ra+Cr2qqEePF0JyBtU0gTDAxwHF3pDjn445+ec55+9q3PYIN0xw46HIeAFfaIqJphpHVFsDid2oO6H5jogH4osKGymCpaiDlKf1ZFJWRkm6RH6eibN3cl9M7IIV2IFmcSvExR5zL8F9OGbrQxjciShLQzA3fPHVY37pS++TZSFmbohmmmim2Po+681bUbabuHQvaOXRzkC08Oz+g8cU2+Id1ShBfVGiKtvxdKnXGaOl6NDCXZy9ZRg9ruS+rhpSdSgEWuHnc975L6fc+OaM4MHpZtxL6+dVb9Ru7/8V/eV/MhD84EN6XIUbJlLx7WxR3pxiE4MpHaoSzwC2xvK4d2LgVnmC1FNMQ8I4ru8P6gu9nPC68qRv7TL89n280agHTwgfICdAUaKCgKAoMZcD7DSRLkslz1dZgRsNanlyiMot5WGCLjwuMRLGWDq8UThTm9mVnnBZke6HuDggeHSO7XRb9HgEN/cZfesu9tY+Pha1UrAomDzQ68Kjs9vwjV12Qz5ruSdyMqsgIJoV6LtPcLZzzDMIvfbo5Nl/hMaJ2Nc8oR49ejw3Voeex8MByg6ohpC+VvLaG4/4tcMP+M2P/jFnXx0zvZujC0c1MuhME7+6INudMjgSuXC4vwOrDOWlg1GOYaVCTOFZ3o6J5o7xvRRd5x+posJOEyZKsXhjwPygIfiKo66ynmKscRH40FPGwt0rjwK0BXd/iPYwCgp+6847OGuEDHxQEZ8GbH0/FQ5Klgtp/9UblNOInfcuSW+NWB0YgnMPqWf5P24SGb8e2Rsjo/LlSjouVQW6Htd3Y1yShGjmGdy73FSJWgvagUVeq1nbHh2jQByHvYPSrzsu3td2FbYn574g+sLlZRDILLW8OcUODLpwYr0/CDCZhTiievu2eCEohS4tgzPL8sAw2hrDyVlLTlVaM/zknMWXd5m890Rs9eMYv1zWLHcpJlxRoKMQf3yKiUJhsw8S6ZbMF1IoVRa/NcCOQgYPhTWf3RrjkwCTVdg4qE3oPMp5qqERYu7pEnd6tm6ZGiNk2E/v461Fj4eUoy1MbtHLnMR59N0j3FXH3Nr2mqb+6RYvdbiYev9TXJMt9FSBU3u9NGnR1m4mQ3d3NtcVTD169HguFLdLipsKc2mwI8ft10/ZTVb8m+0/5Dfif8TsS3DycxHxWd0RUA5jHMvbnq1PNOGyotwdEpYVXivKsSeaweC0YnkQEOSiOHJxbaegFeHlivTtbSbffsL28SWTTyR40MUBaFgexiTnFRdfDIlODTb2RDNFsQ3VUEi4NvB8dLJPfjKAyBHeTtGfDtl7Lye6dwpFKV2MQYKeZ8SlKDGLiQTJegPJUY7JAgbvP5biockgchYqv3ZFr5WUSqnWiA5ruflbD/DzRd01adYns17PnPBipCNs110YY8CtVZRdXktPzn0x9IXLS8AbhQoDXKgxuRi9lZOQfNsw+STDK7kdLiqqRJPdiLCRohwr7O4Yc3qB3p3izi6ExDubM/lWtib2Np2PtqtR/1uTYf2ykmyL8/oDOY9KM7nI5zmB1vgkwA1C4qMl5d4QFxuC1G74vthEM76XwcMnQKdt2ZjpgaiKkhgXG8LTJT40mPvHuGXtq3K1+OjKortBZVEkxVBjbd08dp3XS/fnbrHS7dB037NXFfXo8WLINMFCLqh6VDIOCz44OuC/bf9dUNIBKadiq2+HDm88i6MRIXD61ZD9P/cEmRWeXemITxXlGPItQ7T0VIkiOBUloPIeO4rwSUR8VuJXqRivzRbgLEYpVBgSfQgkMdHZhHx/wOJWQLYHyZnn7Bt1B8QqVhcDBg8C8hsOG1sO/8QT378AaI3cGpuJal+KI6+F3xfNKrKbMcPPllIsOIsPhHso3JZa6RNoGTcZjYea6KvwaYa/mMk6F9aXT23ECMvXa1ezfpvaYbjmz2wUJ8/ixvR4LvSFy0vAxUHdSXGYVUE1jVHWE13WUuRJjMldO0JKE8XitpggldMIA/g4QsURfpXWLUOHb8iu+9vwKKudG9c+KS7NNv+zb4QW1uz3qoLvfypZSFEEUUioteQPNfxX6wkXYgIVHi9E7hwEuDq+fv2S8rlUlhPMQ7wx2HEMd1ZrNdFVHotW63Zp41UTBGulUrdgaU7sBle6L0+hL1B69PhLgVkavAJ/K8NbhdGOfBXyeydvUW5bkuOAcKEobheoeYAuNOb2iirXRJeGcFHhQk2xN0Rbx/DIsbwt/i3KeapYghtVUeKHiQgPVhlRWisRi3LN91Aa7+v4k8qiL+cMPvYMhwP8IKa8tU2xNaAcAcpT7DrswLP1gUK5hOETcSD3o4F0XCorXZO8IDieg/cMJiE2DsXIUynMoxPpiHslZnq25rbounPiPWo4kCILIDbtz97WCqJaBi3EQbcuRpxfK4yQddBb13q9tGjsI7xrHc57PB/6wuUl4ENNmQS4SIMWx1mQgiDfj4nPCsqxjI2yvUjM41Kx5Y+PlqitCS4J0UGAB8hziCIpOsoKN4pb0pvHrluKV4uWjoFRl+zqa5l1M0LReU5oDGo8IhwPyW/KLiR5JO1Ovb2FPTq+vluiNXZ3TDmNiDyEd57gys5oprtz6JBylTF4V7Vt0o306E5LdaOQ+UFFS99l6dHjLwXhUlG+nRJFFdnpgHGYs7W94uPHN0j2Uqp7E/Q7CxIgKzVqZSgXEXqnYPTNBK/EFiKaW3ypCDJPsPSYzIlnShDXMmFRO9qdESYrJJ/tymjXV0LWF98oBXVwrF+lMF8Qzha89mgMUYgbxVy8M2J5SzF+WJFvGYpJiNkZY05rI0rvIZfwV7XK8NsTlochq5uKIA3Z+eZRraCsrRiMqb1alNg81EokolDWZpDRfdcsszbmBGSj5t16RN5EATQ/d72mmtvN2t2vYy+FvnB5CajKY0eaaqjxOmjJtT5Q2FjIXiazMlKyYrkfrLyQYmdL/CqTbkunAPBpik9l52DuH+MHCb5ctOFeGydAR1LXhe+6PnbvL0pQlaQpO090JxAJcRBIXtKwk5OhFbi1hFlPJ6ilhDrivZDXYH3ydU/KLlelKNqY9zYCoHtMtxC5alZ33cn8PMf06NHjuWBjz2sHZ+zEK/7k9E3+9P4rVFkIy4BiCrGG7DwhnBSgPX67JLkTo0sYPcyJPj0mu/EqwdKCAl1qRk8cyXGKqhyDJ4jlQWXxUYieZ20MSstdazqySskGzjspBhriamRk/FIWInHOCsxswe7dJ+wFAX4QM0pi9CqjvLmF1kq6LZVwVhRAHOGGEcnMYmPD6FEhLtwNf1ArKMRsTzWZQ0oDDr9Ytan17ZintroQfuI1l88gkIKoa8rZoJVDXxmrm3pE1eO50cuhXxLVQOOM/Kc0mUWXDl16vIJqLEGFy8OQaFZRTAzVSJGcV/gkRgUGVSdDq0EiJ2petFbafpXilyup/q92Kq6ildfpddZG3a5sn1ZWG7HpvpQixp2fS8G06rjSNgRdpTC3bmJf2Sd7ZUL46BJzPFtnEz3HjFbVzpKqYdlfxXXf50qWUVf+vHH/1Z979Ojx3HCR58Zgwb8+/ENuvn5GeZHgM7FfuLE3Jznx6IUhiiuCkxCfa7LDinABLtb40YDB4wydW2ykUd4TX5QSFxBowvMULi7FuqEQvglK4SspWrytSau1i3hbyKjmtm7lzBiDv5SRjx8PYTqGOBKTueMzyAtMWmeWNSNzLQRdNx2yeH3Iat+w950V4ckKvzMV7kpj+1AXTN01cgN53kaetNBXOsZNh6W7efSdAsY6+T7NeKj57mHfO3gZ9Cv/S0DnVe2FAkFq0ZUnOllJ58WCLh3KepILS7AssZHCZB6TWylOklh2BVrhXzlYn6g1fFGIMZ33qCh8ukBoTohONa+3pqg3X0PXcutrj7/6OnVRsHbylZNODxL04QF2Z4KqJDCt2hvLrqRpq3Zcb6+z9JfdiyShbrZYr4kEuFqsdO/r/ly/n0rivmjp0eMvgGCh+e7RIZ8V+xSVQeUanWr8uOL4w33ybYUpFKtFTHSp+OWf+zY61aQ3POGspDyc4I0SI7Z6A7e8Fcn43HvUbCHFQJqJR1RZ1evHegS9FiHIWlZ+/S2Of+Ud1GQi53dtq98mKlcWN4zxg0jUlFtj1GgIcUTRRBFUFpXEuJ0py68csHptjNdCQ0kPE/GkqeXPqit1thYVhu1arIIAFRgJQGzCE/XaP2rD6bbZxDXFSIOmM9yIDJrixjs42JPXrdfRZ8Wf9Lgefbn3ElClJTm3lGMt0uK6KxIsK0yuCOaFmDEdlZR7Q2ykiC89wWmKmi/bk8EXBerje1J1d8yL2i6LtSIPjkL5+eoH2ZAEF6jLJa6qnn1R73ZJankySqOmYzl5lg49HOLfuNXKBFVaEF7GKOuEdzMZwyrFLzppzVf4J6oJJCueIfHrFi/XFSjdY655D5/l/aioR4+/AMIFpGnEdxe3mS8G4l57Yki3FMP7mtUrDjxEdxKqkedxNiE+12x97MQWYSVGbyovCGZDVl+YCtlXSXij/qwWEhSlBLIOEnwSoi7VOtMnDKSgqf1MojtH7C+210R+WBvB1Rf2cjchOlnhxgN0UeEmA9QqlwKq7hRXt3Y4//JIiMJenHuHR5ZiqhmfrshvTQmHEfqje7KRDAJZVyoxk/NK1xtG1266PNTrpRLTz8Zx1zsZrYPcbjpJ7efXG5lEuHqdf/CkNrZruC/9RuxF0BcuLwH35x8Svx+Q1HlFKgjAGKLpWMY+iVjaq7wgMIZRJJb76v4jXCltzPbiW893VRLL2IgrviTe4YsSPRrgU7/JSu90O3yWtxyWa7sg3gFmg/nefa7ammK2pqA15TiiGgUM7pyjsoJgUaAvFvK5iwyM3iCxeedRhvXJGYYygnIeXbva+qJ4WgLdHQNd4+lybSFzXVHWXSh69OjxA/Hqf/oWajziyd5N3jYrfJBRTRNW78cMjjOOywQXgrZS5Pxp8iW2H3t2/uhI1jzn8fOlXNDjCBcqsl3N+IEnmOcbtge+LKUYGSeyLtbjoHZ0YmsX8FWK+nSJb20PVK3yWXdsg2UpCslQE3+2xE8G+DgivMhwO2Py3ZhqJJlH6b5m/LAm+hoY383wgaacGEwaYCZjmC/khZ046Pq8oAnAdbNLQHh+GIO7mKHCYN0pqZ/Xcla6zrmwudZi192YhlvT3ezF18Sl9Hgm+sLlZeAsPrf4/Ipj6/n55m2l4K4mrv8z2+oaozSlRY7nPGp7IvddzDYO8dbilikqCiWM8OrFXdWW1NdxTrrHXhkvtXefXcDPvIteZFBWRPfPCLbH+CSUj/jgGIymfOuQ8IGT47V+qssikj8jRQriw+K7XZfmsz6LXPuMokVM6a4ZJymN3t3uLf979HhBuCyDLIOT0/Y+DYxrnsjhb68vwEorDsajtSUDtDw4ALU9YfAwRdkBNtaE513yqW0v4OrRKQwTGQEVpVzkm/TlpgMM4ul23QYlMOi0xA8jzDLHD2LUMsMPY8z5kru/epvxAydZctbgtaFKJDV68DjHzHPu/sou008dw6zCT0cyLlosZGRUE3DFcyVvs4ncfFFzCI10YLTeTIJu5NHdcVBZ0ZrT1d+zHXu1pNz60J9+iyrpN18vgr5w+WHCe/AW7549v/RlgS8LWK2k8GksqBu0Jwf41EpUwHUv59z1Bc1Tx/nNY2qYowvcZARRAFnZfgY/iODBCsIAnVcSFGm0eM50v0dNStOTMa5TeHWdcDc+11U+yzMM6aA2orsmHkCPZeFxT46v+YX06NHjhdEm3q8XGe/AXtlMAevR9UefgFIM6ou2u7KBUjX3QymFzzL0dNIGurYFQMMR6XaUm8JHaQhVm9cGiHu5lddUlcNNBgQp5NsKCInmDhS4UFFMFdPfeQRbE1wonZjhTkJ0YsU1t7GTKAsIIxlhzRf1mrrJh9kIyLXNeuzXn39DKcRmQdZ9rF7L/Bu3qRLD8DsPX+KP9TcXfeHyo4anbPQbb5W65ZlfU7Uo1e2m1vdplHbSoYG1C+0zpNSALAahQc9T/CCimsSEZ2I2561Ff/IQNR7hirK9r/2Y1qJNiBoM4GLWFixXU583v9uVIuYqSfdZPJa60+IXSxmP9XyXHj3+etGoea57qC6CPECW4ebz9YNqvT6ozsVe1d2OdQEgCc3e6DobKcB4Dw78IESlJcmZoxwpSad+kjJ/dcziVcXWxzLaUcuU135ryeVbA+LHc/F4Wa7WBYl1qBDh3bQGmzI2IgxQKHy5NgX1Tae8+Q5XTTWdB8z6O3RVSEpT/PSbxJ+eMLj7uCfnviD6wuUnAVeLHag7PZ2b3Wu7ujIuUuIyqdICOxihxgk+0LjItJJE7z0UBf60Ho/VJ9pGN8UY7OOj9v5ruy3d92zuexZZ9zpzOqXRowGkmXCB+qKlR48fX3Q2Zt3O9HVGC+rDO+gwQEUhwWAgXd+qQmmDmoxQDrY/zrl8PUZVCSgwOSTntubkVYSPZ+weXcq4pxYYtEonK463fpXWcuc1cbYtWLTe3LA1SiOjheRbrSXcuNq/SkfSzemsb/4LrxA9ma/jA3q8EPrC5W8inurqWKrHT+DJEdoYCAIUEG9N8bNLXJcsfIUn0+3oSBt1zftRV/g0KopaifTndVM+7zFzsI+fL3Cr1efzZXr06PEThfVYnad4gBwfM/n0HgB7oyEAw28msD2Bk3PsaiWdkaqSAmMykjRoa1EY4d2UNX+nKUzq4qU1yAPUcFBnxrn1Y01IY7dogfU62Sg9601a9eXXMasCjk5rQi+bI7IePxB94dJjjbrd27Z8s2zz4evGVM1jDuxGC7jeibSdF7fp53LdC1ztvHT/1Qqzu4NfpUIQ7HRjfL9j6dGjR92xaUdR8zmcnKz5erBe0550ntdNaa65N82a0xYmWovlBLS3G5Ku/Hy1i92JY2mEBUGAfes2wcUKHp9sGtX1ysgXQl+49PjLQ7eT03ByOt5xG1Bd7ks9djKdA6/In/VwiC8K4bRsvI5eK4569OjRo4vrxuifc8xVpehTz+4+3vBytOQcUY+S1DOs/FUs6ieOGyWXWY+OnuV51eNa9IVLj78eXCEdA1yrvqoNqGztqbDx0DXS7h49evT4oeHK5myDeNxFl3Rchy6qooTTTnelllFvxLr0eC70hUuPH23UkvJrH+rP9x49evwoYoN0jMQfXHfcVaFEj+eC8s/TSuvRo0ePHj169PgRQB+Q0KNHjx49evT4sUFfuPTo0aNHjx49fmzQFy49evTo0aNHjx8b9IVLjx49evTo0ePHBn3h0qNHjx49evT4sUFfuPTo0aNHjx49fmzw/wEq1B1UY3IUegAAAABJRU5ErkJggg==\n",
-      "text/plain": [
-       "<Figure size 720x720 with 2 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "fig, (ax1, ax2) = plt.subplots(1, 2, figsize = (10,10))\n",
     "ax1.imshow(vh_arr , vmin = 0, vmax = 1)\n",
@@ -245,7 +173,7 @@
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "91199842",
+   "id": "8d2b3171",
    "metadata": {},
    "outputs": [],
    "source": []
@@ -267,7 +195,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/.ipynb_checkpoints/Resample-checkpoint.ipynb b/wps_notebook/.ipynb_checkpoints/Resample-checkpoint.ipynb
index e2fe469e2dc53ed436024ec5c794e1bc7e7b3c52..e112b3b95e6d92dccc0631338c854dbc0dd3263c 100644
--- a/wps_notebook/.ipynb_checkpoints/Resample-checkpoint.ipynb
+++ b/wps_notebook/.ipynb_checkpoints/Resample-checkpoint.ipynb
@@ -1,5 +1,18 @@
 {
  "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Prerequisite:\n",
+    "\n",
+    "Run the following command in a terminal before launching the notebook:\n",
+    "\n",
+    "`conda install -y --freeze-installed --file requirements.txt`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file\n"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": null,
@@ -230,6 +243,7 @@
     "response = wps.wps_result(jobID[0])\n",
     "\n",
     "url_ratio_resample = wps.get_url(response, 'ratio_resample.npy')\n",
+    "print(url_ratio_resample)\n",
     "print(\"Url ratio_resample.npy :\", url_ratio_resample)\n",
     "\n",
     "ratio_resample_path = wget.download(url_ratio_resample, '/projects/data/resample/ratio_resample.npy')\n",
@@ -302,7 +316,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/.ipynb_checkpoints/Scalability_Demonstration-checkpoint.ipynb b/wps_notebook/.ipynb_checkpoints/Scalability_Demonstration-checkpoint.ipynb
index 7ff0aa22b9b28c300a712684cdb3019ba5a79d4a..bfae1519b04e5d2dc1cd2cfd773625cfe6198997 100644
--- a/wps_notebook/.ipynb_checkpoints/Scalability_Demonstration-checkpoint.ipynb
+++ b/wps_notebook/.ipynb_checkpoints/Scalability_Demonstration-checkpoint.ipynb
@@ -189,7 +189,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/.ipynb_checkpoints/Scalability_aksk_biopal_fh-checkpoint.ipynb b/wps_notebook/.ipynb_checkpoints/Scalability_aksk_biopal_fh-checkpoint.ipynb
index 8310d267267c2d1738a4c16572dbd6aa5a11086b..a8b690f7dcd70bd3c88188dcc0c1e5d504cbe635 100644
--- a/wps_notebook/.ipynb_checkpoints/Scalability_aksk_biopal_fh-checkpoint.ipynb
+++ b/wps_notebook/.ipynb_checkpoints/Scalability_aksk_biopal_fh-checkpoint.ipynb
@@ -189,7 +189,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/.ipynb_checkpoints/requirements-checkpoint.txt b/wps_notebook/.ipynb_checkpoints/requirements-checkpoint.txt
index 79949cdec4601ef0de79f9eb6a0687626ab146ed..0361269e9210a08e97da2af682d5a2fd38e5cb93 100644
--- a/wps_notebook/.ipynb_checkpoints/requirements-checkpoint.txt
+++ b/wps_notebook/.ipynb_checkpoints/requirements-checkpoint.txt
@@ -1 +1,2 @@
-wget
\ No newline at end of file
+wget
+rasterio
\ No newline at end of file
diff --git a/wps_notebook/Resample.ipynb b/wps_notebook/Resample.ipynb
index e2fe469e2dc53ed436024ec5c794e1bc7e7b3c52..e112b3b95e6d92dccc0631338c854dbc0dd3263c 100644
--- a/wps_notebook/Resample.ipynb
+++ b/wps_notebook/Resample.ipynb
@@ -1,5 +1,18 @@
 {
  "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Prerequisite:\n",
+    "\n",
+    "Run the following command in a terminal before launching the notebook:\n",
+    "\n",
+    "`conda install -y --freeze-installed --file requirements.txt`\n",
+    "\n",
+    "NB : make sure to be in the folder where you have the requirements.txt file\n"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": null,
@@ -230,6 +243,7 @@
     "response = wps.wps_result(jobID[0])\n",
     "\n",
     "url_ratio_resample = wps.get_url(response, 'ratio_resample.npy')\n",
+    "print(url_ratio_resample)\n",
     "print(\"Url ratio_resample.npy :\", url_ratio_resample)\n",
     "\n",
     "ratio_resample_path = wget.download(url_ratio_resample, '/projects/data/resample/ratio_resample.npy')\n",
@@ -302,7 +316,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/Scalability_Demonstration.ipynb b/wps_notebook/Scalability_Demonstration.ipynb
index 7ff0aa22b9b28c300a712684cdb3019ba5a79d4a..bfae1519b04e5d2dc1cd2cfd773625cfe6198997 100644
--- a/wps_notebook/Scalability_Demonstration.ipynb
+++ b/wps_notebook/Scalability_Demonstration.ipynb
@@ -189,7 +189,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/Scalability_aksk_biopal_fh.ipynb b/wps_notebook/Scalability_aksk_biopal_fh.ipynb
index 8310d267267c2d1738a4c16572dbd6aa5a11086b..a8b690f7dcd70bd3c88188dcc0c1e5d504cbe635 100644
--- a/wps_notebook/Scalability_aksk_biopal_fh.ipynb
+++ b/wps_notebook/Scalability_aksk_biopal_fh.ipynb
@@ -189,7 +189,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.7.7"
   }
  },
  "nbformat": 4,
diff --git a/wps_notebook/__pycache__/wpsToolsBox.cpython-37.pyc b/wps_notebook/__pycache__/wpsToolsBox.cpython-37.pyc
index 88c5891bb10f12a099a783d4ebcec548b33a8be8..a45b40f061668d75a4288c9ee2672ccfda4874ed 100644
Binary files a/wps_notebook/__pycache__/wpsToolsBox.cpython-37.pyc and b/wps_notebook/__pycache__/wpsToolsBox.cpython-37.pyc differ
diff --git a/wps_notebook/jobIDs.csv b/wps_notebook/jobIDs.csv
new file mode 100644
index 0000000000000000000000000000000000000000..482e23ec8425da4dcb3d32e3c98acc5a589e674b
--- /dev/null
+++ b/wps_notebook/jobIDs.csv
@@ -0,0 +1,2 @@
+jobIDs
+6332cdb2de6ce80001a74a28
diff --git a/wps_notebook/requirements.txt b/wps_notebook/requirements.txt
index 79949cdec4601ef0de79f9eb6a0687626ab146ed..0361269e9210a08e97da2af682d5a2fd38e5cb93 100644
--- a/wps_notebook/requirements.txt
+++ b/wps_notebook/requirements.txt
@@ -1 +1,2 @@
-wget
\ No newline at end of file
+wget
+rasterio
\ No newline at end of file
diff --git a/wps_notebook/resample_ratio.xml b/wps_notebook/resample_ratio.xml
index 77d7afd040e0bd2c6b580082c398fc327379a952..149534d5d114722d073aa053937317629a79cbf7 100644
--- a/wps_notebook/resample_ratio.xml
+++ b/wps_notebook/resample_ratio.xml
@@ -1 +1 @@
-<ExecuteRequestType xmlns:ows200="http://www.opengis.net/ows/2.0" xmlns:wps="http://www.opengis.net/wps/2.0" mode="async" response="document" service="WPS" version="2.0.0"> <ows200:Identifier>5fff1388493f610001f5178e</ows200:Identifier> <wps:Input id="input_dict"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="data_dict"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="input_image"> <wps:Data><wps:LiteralValue>https://maap-scientific-data.oss.eu-west-0.prod-cloud-ocb.orange-business.com:443/shared/ratio.tiff?AWSAccessKeyId=O2WPRORAGHXKBLCB6BY6&amp;Expires=1639135294&amp;Signature=kgCXez8GAZpQKqdkf6vrK1pPne0%3D</wps:LiteralValue></wps:Data> </wps:Input> <wps:Input id="size"> <wps:Data><wps:LiteralValue>2</wps:LiteralValue></wps:Data> </wps:Input> <wps:Input id="dict_ref"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="image_ref"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="output"> <wps:Data><wps:LiteralValue>/projects/data/resample/</wps:LiteralValue></wps:Data> </wps:Input> </ExecuteRequestType>
\ No newline at end of file
+<ExecuteRequestType xmlns:ows200="http://www.opengis.net/ows/2.0" xmlns:wps="http://www.opengis.net/wps/2.0" mode="async" response="document" service="WPS" version="2.0.0"> <ows200:Identifier>5fff1388493f610001f5178e</ows200:Identifier> <wps:Input id="input_dict"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="data_dict"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="input_image"> <wps:Data><wps:LiteralValue>https://maap-scientific-data.oss.eu-west-0.prod-cloud-ocb.orange-business.com:443/shared/demo/ratio.tiff?AWSAccessKeyId=O2WPRORAGHXKBLCB6BY6&amp;Expires=1664277436&amp;Signature=U0Co4qts%2BtcY6SL5IZdi02I%2F9mg%3D</wps:LiteralValue></wps:Data> </wps:Input> <wps:Input id="size"> <wps:Data><wps:LiteralValue>2</wps:LiteralValue></wps:Data> </wps:Input> <wps:Input id="dict_ref"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="image_ref"> <wps:Data><wps:LiteralValue /></wps:Data> </wps:Input> <wps:Input id="output"> <wps:Data><wps:LiteralValue>/projects/data/resample/</wps:LiteralValue></wps:Data> </wps:Input> </ExecuteRequestType>
\ No newline at end of file