{ "cells": [ { "cell_type": "markdown", "id": "8d2f33b2", "metadata": {}, "source": [ "# Low-resolution (multi-cellular) dataset\n", "Dec 2024\n", "\n", "For low-resolution (multi-cellular level) spatially resolved transcriptomics dataset.\n", "\n", "The dataset is available at:\n", "* a\n", "* data url" ] }, { "cell_type": "markdown", "id": "61d39eb2", "metadata": {}, "source": [ "## Part I. Infer the network" ] }, { "cell_type": "code", "execution_count": 1, "id": "62b3f371", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n" ] } ], "source": [ "# Load SpaGRN and dependencies\n", "import os\n", "import sys\n", "\n", "import argparse\n", "import pandas as pd\n", "import scanpy as sc\n", "from multiprocessing import cpu_count\n", "\n", "from spagrn.regulatory_network import InferNetwork as irn" ] }, { "cell_type": "markdown", "id": "20a24a38", "metadata": {}, "source": [ "### 1. Load in data\n", "**Essential data:**
\n", "Spatially resolved transcriptomics data: the matrix of gene expression for each single cell. Each column represents a gene, and each row represents a SRT sample. Values in the matrix are typically gene expression levels, either raw counts or normalized expression (raw counts prefered). " ] }, { "cell_type": "code", "execution_count": 6, "id": "40a922f4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "AnnData object with n_obs × n_vars = 19269 × 3235\n", " obs: 'n_genes', 'n_genes_by_counts', 'total_counts', 'total_counts_mt', 'pct_counts_mt', 'leiden'\n", " var: 'n_cells', 'mt', 'n_cells_by_counts', 'mean_counts', 'pct_dropout_by_counts', 'total_counts', 'highly_variable', 'means', 'dispersions', 'dispersions_norm'\n", " uns: 'hvg', 'leiden', 'leiden_colors', 'log1p', 'neighbors', 'umap'\n", " obsm: 'X_pca', 'X_umap', 'spatial'\n", " layers: 'raw_counts'\n", " obsp: 'connectivities', 'distances'\n" ] } ], "source": [ "fn = 'mouse_brain_E15_slide_seq.h5ad'\n", "data = irn.read_file(fn)\n", "print(data)" ] }, { "cell_type": "markdown", "id": "1e158f75", "metadata": {}, "source": [ "#### Preprocess Data:\n", "Perform cleaning and quality control on the imported data before constructing the gene regulatory network.\n", "1. filter spots/cells with less than min_genes number of genes expressed;\n", "2. keep genes that have at least min_counts counts or are expressed in at least min_cells cells;\n", "3. keep spots/cells with no more than max_genes number of genes;" ] }, { "cell_type": "code", "execution_count": 7, "id": "75b0ee95", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "View of AnnData object with n_obs × n_vars = 19269 × 3235\n", " obs: 'n_genes', 'n_genes_by_counts', 'total_counts', 'total_counts_mt', 'pct_counts_mt', 'leiden', 'n_counts'\n", " var: 'n_cells', 'mt', 'n_cells_by_counts', 'mean_counts', 'pct_dropout_by_counts', 'total_counts', 'highly_variable', 'means', 'dispersions', 'dispersions_norm', 'n_counts'\n", " uns: 'hvg', 'leiden', 'leiden_colors', 'log1p', 'neighbors', 'umap'\n", " obsm: 'X_pca', 'X_umap', 'spatial'\n", " layers: 'raw_counts'\n", " obsp: 'connectivities', 'distances'\n" ] } ], "source": [ "data = irn.preprocess(data, min_genes=10, min_cells=3, min_counts=10, max_gene_num=4000)\n", "print(data)" ] }, { "cell_type": "markdown", "id": "33f1dcde", "metadata": {}, "source": [ "#### Visualize Data" ] }, { "cell_type": "code", "execution_count": 9, "id": "b8de11dd", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/scanpy/plotting/_tools/scatterplots.py:392: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " cax = scatter(\n" ] }, { "data": { "image/png": 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9CAR0BRTKB/PhXdHEHpSRFwe0HV96i1R6MOHORhldP1HA0b1y758sEXYNk1G/n4AOUyvemkZEFl90qhL+/C49/z17K4dTDEmffYaUuXOrWoxHBkEQ4N67d6ksVhWpdInZ2YgaMgR5+w9U2B4lQXPxIhI//tjsQk0+B5z+VEby2cqTQZYI+qwq/+5tJu0akHiybPLo0glZtwFRV74ylQSFUkCTIQJqdq14ZUidSNj2nIy4ozxe62GFuxo5nHsQHBwBB/6rIWZlwcHXt6rFKHcEpRIKLy8oXKvWdWmMioL6+AnIGg0ULi6o1Q3o/oWAmt0qT4ZbfxHubCIM2aKAk0fVW1C6fKwAyWVTvOr3U6B+P+vjebGEsA2EdpOFCr3GNuMqx47h5AXU6SnAo27Vv1+cssFdjRwOxwrdzVuIGT4ctRcsgNfgQRWyh+roMeTt2YPa330LwdGxQvbgFE32HULqZULgKOGBcV2VN/HHCRe+kfH0cgW8Gj2a11iV8Od36eFf6/+rmHSAY8VkuXEefpwaNoDv2LFwrFunwvYwxsVCe+UKyGjkilcV4dNcgE/zh0cZSTxNSD5P6DRDMAexH39fgrM38Phs28Hj9foIqNNTAYXjw3OdnEcbHuP1X+T0ImB+Y0CTUdWSVArZmzYh5tXXIBuNVS3KQ4PS3R2uHdoj9pVR0F66VORY3fXrSJg6tciaXbbwGzsWzY4dhaISWzmZkpMROWgw1KdOV9qe90PKRcLlH2TIUpU7Jh4IciIIKRcIcqHavP4dBFRvU7RSxZUuzoMEV7z+izToCXQcA7h4VbUklYIgPLpulPvBmJCAiAEDoT59xuZ5tw4d4DdxIpwDA4tcx5ScDO3FS5BUD0GRIKUSSg8PCM7lV/JDe+VKkcqpIToa2Rs2lmntnAhC4imCZCirdA8HJY14aT1WgcGblFA6Ffw+txqjQLOXy/4oIyKIeq7YcioPHuPFeXBJCwWqNwcUtv+opv/8C9QnT6LRprI91P7rmFLTkPjBDPjP+ABuHTtUtTgPPFmr18CxVk149LOM4I4e9jLIZELjnTtszkv74QdkrlyFZqdPwcHHp9T7PkilAyqC4N9lxB0hPLdOAUM2kHkLqNu78q731koZdzYTBm9UwLHao3ufKwr+/C49PMaL82CSeAX44ylgyGKg01ibQxxqVIdTvXqVK9cjhGOAPxquXl3VYjw0ZK1aBZdWrawUr7pLFhdpsan+7rvwemlYmZQuAI+00gUAvi0EiHpWkiFim4zQtYTBmxRwrV6+150TQbjxp4zOH1qu7d9RgGgAHHh9Xk4lwS1enAcT0QBcXA60HQF4BFS1NJWOrNVC4eZW1WJUGSSKgCxDeIC6AEhqDQQnx/9MZ4KqsLSZ1ITcaKB62/LfN+Ui4eK3MvosUsCzwaOtzFYm/PldeniMF+fBxMEZ6DHVUuk68BmwsC0gl65woOb8eUQNfR6m5ORyFrJiyPrnX9x5vAdMqalVLQoSP/oYsWPfRPKs2Uj8+ONK2zfh/fcRPXxEpe1XEpTu1f4zSlfiKcLWZ2TkxRJknQ4pc+dCHxJS6nWSzpWuQKuju1AqpUvUE26vlku0R82uAoZuU3Kli1PlcFcj5+GhTkdmCbMT82UXQcHKFTwkLhvXjh3hPWIElGV0TZUnLi1bQqpVCySJEJSV1+vNc8AAiBmZFb6P6tgxGO6Eo/rEtyt8r8pGlggR2wh1ewtwq1G6z757XaDOEwKcvQEpOxs5m7fAuXlzuLRqVaL5F7+T4ehKiNgOBI4U8Nikivndy40Cbq4guNYAGg58OH6/ORzuavyvkhgE+DUDXEpwv6OOA07uQF3rhsacqkV3/ToS3p+Oekt/KfFDsayQLEPW6h7IHoqSWg1ZpYJjrVqlmpf06WdQnzqJ5qdOVZBkVUdeLOHAWBntpghoPvz+nBuyXl+qlk8Xvpbh4gvU6iHAqxHg7FVxSpEqnuDqTzg/h9BwoKJSA/NtoU4kmNSAT+B/QxHkz+/Sw12N/0XUacAf/YBTP5Rs/K73gENfVqxMnDKhqFYNTvXqlUs8mD7sjs3j6pMnkb5kCTKW/orwXr1KXK8rb+9eZPz2+33LlY/2yhXEjZ8AMTvb6lzKrNmIGjyk1GvWmjsHTQ9Ubc/GisKzgYCBKxVo+lLJFIDLP8i4+K1tN35RSlduFOHKYhmiruA7fLfPFWg3RQH/9kKFKl0A4FFPAGQBudHA5R9lZN+pWltC0EIZpz/lfRQ59uGK138Rd39g2J9AlwklG//aVuClPypWpv8oYkYGqAQxa6a0NKTMmwcx09L95ty0KRr88zecGja8LzlUR48h+vnnoTp6zOqc+vgJZK9bD7cej8P31VehcHcv2ZrHjiNn29b7kqswUlYWDBERIJ11F2TfN15HwBefl3pNwcHhkU5i8GwoQKEsmeLjWA1wLNlba0FmCCF6D0FvrQ9XGg6uAp78VgGvRlWfndhhmgI9vuKPVo59uKuRw6kiTMnJiHh6APynvw+/ceOKHKs+dQrxE95G/VUrUa1793KXRVKrkbNhI7xHjoDyHsWKZBlkNELKyoJj7dolXpNkGRDFUmUmylotBBcXCIXi+PL2H4CDny/cunSxGJs8Zw5cmjeHz6hRJV6/KMSMDMgGA5I//QzuffrA782x5bLufwFRRxD1gIsPU/KMakLQj4TAkQJ8W1S8y02WCLH7CXWeFODkWfR+hhyCs3fJZNKmEU58KKP9OwrU6vbfcB2WFv78Lj1cLedwqgiH6tVR/e0JcO/Vq9ix7k8+iWbnzsKta9cKkYWMRjg1amildAGAoFDAEBGJiL79kLN1W4nXFBSKUitd4b16I33hIovjqd9/j4zl1hZX/Y2bMERFl3j94kicPgOxY8ZCcHSs1ESCR4G8OGDXMBlxR5j11qQGUi4R8mIIYRtkGHLL9/u9LJG5dpo6iXB1EeHyD4T440XvkxNJ2PmSjJgDJXMFKhwAF++qt6JxHi24xYvDeUiIf/ddSOkZ8Ht7AgRHxxIpbPYwxsfDoUYNiOnpUHp7I/aNMTDcvo2mRw7DsY51Y2xZq0XmnyvgPfxlmwHsslYLMhqh9PYus0wky0hfuAjVnnwC1QopmKbUVCicne9r7ZKgvXwZkloNjz59KnSfRxGjSkbwb4RWbyjgFlBgGUq/Tjj+voyunwpo8LT19/zsMAIB8C1lIPruERJq9xDg2wJIvkBIOAF0+1RA3d5CkX0ZRR3h1t+EJkMFuNfmFqzygD+/Sw+3eHE4lYSkUrHCoGUg9fv5kHJy4N6vH9IXL0HGr8vKtI6YnY3UBT8g8ukBSPp4JiKfGwRjTCwM4eHwmzDBptIFAAo3N9SYNtVu1mDC9OmIHjGyTDLlIygU8P9ghoXSBQCOAQH3pXTJGo3dfpSFcevcucKULik3F9mbNoFMpgpZvyjubJJx+jMJoo5Zn4wqy+/aqUGE/WMlaFLK/h08dC0QvRfIibJco0Y7AQP+UqB+f9tKzuUfZFyeX/pA9Pr9Bfh3EBB7mKBJBgatU6B+f0WxzbAdXAW0m6TgShenSuF1vB4ViIA9HwCNegGtX6hqaTj3QEYjIvr2g9fzzwNE0AYFofH2krvtZL0OTnXqovrbE+A97CW7tcyy/v4byurV4TVokM3zOevXI2vFCvi89ho8Bw1Ctce7w7VtGwReCULe7j3I3rARPiNLX7jUd/RoiJlZpZ5XGWSv34C0BQvQaMcOuAQ2rxIZ8g4cQMqXs+DctCncOpSuL6ZsIggOZW8dJBkBSQdkhgDBvxHc/IF6TxWspXBkgfWK+/Cu+rUBnL0BNxtNJrwa2Ze72xcKoAz63mNvs89/7R4KEMGiaXZx5MUQcqII9fsWb3fIDidI+oqppM/578JdjY8Kkggsbgc8NhzoP7uqpeHcJXfnTuTu2Im6y35F1ooVcO3YCca4WBjC7qDm55+ZxxljYpAybx5qfv45nOrXL/N+kYMHw7lRI9T9+WfzMe3lyzAlJ8NryBBIajX0wcGo1qMHAOYilLVaOFSvjtixb0LWadFow4ayX/ADiJSbC8258/AYOKDK+h6SyQTdjZulbkYuGQm7R8ho9KyAxybev4MiN4rg2ejR6P9IRIjYQgjoLMCzYcmv5/ICGTEHCS/uURSrsB2dKkGfBTy3hsf82YM/v0sPV7w4nAoke/165GzchAZr19ishZTfD0979SoSpryDer//BtfHHit2XZIkJH/5JTz69rVo2iwbDBCUSggOBcbshKlTob1yFc3PnLbaN/GDD6E5fRrNL5wHGY0gIiicnWGMj4c+5DY8Bw64zztQxDWYTEh4dyo8Bw+C15DS1+D6L0BECP6NENBJQM2uD7+yVJ4Ycgm7hskIHCmg7QSmlKZdJbjXAdz87d8ro5qgz0SRrYNMakLYBkLNxwEnt9Ipdv81+PO79PAYL85/AjErC5JKVen7+rzyChpt3WJT6Uqc8QFihr0MABCcnNDs7JkSKV0AayKtOX0G+rAwi+P6mzcR3vMJ6G7cNB+r9e23aLS1oJ6WmJmJO127IWvtWniPHIEaH8wwy6BwdgYAJH08E4nvvQdJrbFYX3vpUrllEpIsw5SaCimnZAVZ/4sIgoB2kxUlUrpIJhwcJ+HW3/+N4p3aNEKN9kC9Psx2IJsIJz+UcWtl0bYEJ3eh2H6NmSGE26sJeVHgShen3OGK18OOaAC2vg1EHi2f9daNBo7NK5+1HiBiR41GwrRpVS2GBS7t28GlfXuoT51GzLCXoSpFBXWFszOaHjuKGlOmWBxX+vjCtX17KH28kfbDD0j56mso3d3hGOBfMLdaNbi0aAFBUKBa167wGWEd0+XcqhVcWre2ag8U/+5UpM2fX8ortX8Njbdvg+/rr5mPyVotkr/4EvGTp0B1/LjNeSTLSHh/OnJ37gTA3Lmp35ePTA8zgkKAVyMBbv7Fj61qjGpCxo37c7bcXEFICwKCFgOxh2Rc+IbQ60cBbd66f0XJwZWt4fjgdcfiPAJwxethx6QFIo4A6bbbvRTLyQXAX88WvFY6sOI1DyJS2TPCarw3DX5vFV2ktMit1Rokf/GFlYXpfjDcDkXupk1wfawtAj79H6r17FmieSlz5yKs++MI79UbstEIAMjZth36sDA4+NdAvd9/g1PdupDyVJDy8qzmK1xcYIiIgLqI/oS1vvgcjbZstjpef8UK1LxbIb6krYNKg5iZidzt26G5dAnGiAjbgyQJxshImFJSAQDaq1ehPlpOXzyqCPXpM0iYOg2yjar8paHb5wo0erb4P+tGtW2lJzuMLFr/3EtqEGHnSxLyYu5PaQpdSzg2TYYu0/46eXFkrgtmi84fCWjyAtD9MwG6DNabsnobAa6lbAhui+ptBQxar0C9p/gjklP+PKBPWE6JcfUBPo4s/TyjFhD1gLMnUM2v4PiIf8pPtvJEnwcsagM8PhXo/VGJppDRiOiRr8Br6ND7rkIuZWYgd/sOuHbsBJfAwPtaKx+/cW/BvXcvKL284PXii4BQsj/yLm3awpSSAseatSA4OEA2GpHy5ZdwatYMhtBQNNq2FarDh+HcpDF8x4yxuUbDTRuhqGb767yk1oCMBjj4+oIkCQDMBUVd27QGAGiDghD72uuo++tSeDz1FADAEBkJpacnHGrUsFgvZtRouHXpAv8Z04u9Nqd69dD80sUiewMKjo5ovGun+XWtWbOKXFPKy4OyBLEn+XFvVYEpKRG64GDWjNrV9b7W0qQQEk8Tmr0oQLDRLkiTTNj3uoz27wpo+kLBZ06XSTg8WUaLUQLaTrB9H5y9AO+mgEMZLUGSkXB9GaFWN9Zj0ZgHuPrZHhu+mRC9l1C7J8HBxVoeVz8FOr7H/t9iFPspTwrXI7NFxg3CtaUyesxRFDuWwykMV+f/q2wZD/zeC+g2ERi5unRzMyKAoL8rRi57OLoBj40E6rEaT6ojRxDRrz9Mycn25ygUcKxVC0of7/ve3qlBAwQGXYb3iy/c91r5ODdtCs9nngEAxL4xBvGTJpZonvdLL6Ler7+i5pdfQFAooHByQuPdu+Doz3xMCe+8C83Zc9AGXbG7hlPdunDw8QEAGCIiIGs0IEmC6tgxJH74IaJfGgYAiBs/Hnce7wHN2bOW8xs3hs9rr8GlZUvzsZjRryJ59hyrvRzr1bVSxoqiKKWrtKhPn8Gdbt2hOX8Bpz6RcHWJtQVFdfgwjElJCO/5BDKWla0+2v3iM2IEmp04bn5PisOQS9g9UkL0HuvriT9GuP4rQZNie66LH9DsJQE12lkqC65+Arr+T0CTofaVCO+mAnrNV8LNhlVJm0pMsfpVRtRu25aq5POEqF0EVQKQFgQcniQjL15GToS15euxtwU8/YfCptL1ICBLrFRH1aencR42uMXrv0qXt4C8pLLNDVoJnF8GtBwCuPmWaqoxPh55e/fB7603ITg6lnyi0gF4bkHBS09PODWoD6GIh7T65CkEzPwYTg0alEpGe5Sm/U1p8Rs3DoJTKe7HPTg1aIA6P/2InB07oL8ejFrzvrHod1gYWas1N4aW8vIQ9fwL8Hl1NNx79kTC5Cnwm/g2qvXogbCu3eDWrRsAIPnLWagxbSq8hg4FADj4+KDmZ59C1ukQ3ucp+IwejTrzv4dDgHUhpzrlFBNWFpybN4PP6NFwbtoEbgECXO6xrhhjYpDw7lRUn/ouPPr3h0vr1lUjqB1kvR6Cg4NFlioAKJ0An+aw6VZrPlxA7Z4CXHyBC/NkNBkqoHobNu7iPBmintBjru3yCLaqy5cEk4ZZ0Zo8LyDtKkHU21aWVHGAwgloOFBAQCegbh8BQT/I0KYSBq23lMnRXYBXGZp2Vxb+7QUM/IuXmeCUAXoAyM3NJQCUm5tb1aJwSoJBTZQWVqapmatWUUiLlpR35AgZU1LLWTCGMSmJVKdPU0jrNpT4v09tjpFNJpJluUL2ryhko5HSf19Ohvj4Mq+hPneeQlq2oowVK0hUqYmIKHvrNtJHRZFsNFLuvn0k6fUkabWU8MGHpLl4kSS1mqJHv0q5e/aY19Fev04xr75GhvgESvx4JuUdPmw+pwsLo4TpM8iUlVWsPDk7d1HCRx9V6XuhOn2axLy8Ktu/KMKf6ksJH35UprnadJm2PidS5G7JfOzmSomuL5MsxiWekSl0vXTvdCIiygqV6eJ3Epm0Rb8/mhSZ9r8pUvwp2+sURjRYrpUTJVPGrYfrd7Ewkkmm68skygp7eK/hfuDP79LDLV6c0uNUDahRtgrgPq+9Bvd+/RD9wotw694N9X75pZyFA9IXL0Hu7t1osPpfu8VII/o/Dfc+vVFr9uxy37+iMCYkIH3hQghOjvAbO7ZMazg1agTPgQORNn8ByGBA9cmTLdyn+a5PAKjzQ4GFseEaS3e0rNHAlJoKSCJqf/+dxTlTXBxUR46g+pTJxbrOjHGx0AffACQJcLD+c5S9bh2k3FxUnzSpNJdZKtxLmNRQWsSMDDhUr17suLRrhBu/y+jxlQKu1S0tRT6jR8GxjBZb1+oCXtitsIhbaz3W2qIVf4yQGkRo+iJZFRTNiSLEHyO0GiPAoYjQM0MeoMtgpRqKQ+kkQJdOOPO5jMcmKuDfseJdiRHbZcQfJfT+SQGFQ/nuZ8gFwrcSnL0Bn+YPpluU82DBC6g+7Bg1wPpXgS7jmOuvLGybBAS0AXq8W76yFYH69Bk4BvjDuVmzcl/blJICU3w83Lp0sTsm7aeFcGndulwLhMp6PfS3bsGtUycAQOKHH0Hp64Oan35a6rVSv58Pt65doLt6DY61a8PnFdYH0RgfD8fatc3B7tpLlxD39kQ0WPkXXNu3L/H6efsPwK1b1xLHFBXGGBsL1dFj8B3zhl13JpVToHrC1GkwREZC4eEBwdERdZcshoNv6dzbVUHe/gNIfP99NFi3ttgWQamXWZD2k/MVNmOnSCZc+JpQ6/GyuwILo04kBP8uo90UBarVFKBOkrHvNaZctR5jub4sEiAAChtB+veDNp1w+n8y2k1WIKCT7bU1KQS3gJJV2SeZICjsj4vaJSP+OOHJ+YpyvxaAFVx1qPZodAQoLfz5XXp4cP3DjiwCqhSW9VcWNrwORJ8AMu2k7he7v8yiTEuJ+xM9K0TpAgDHmjWLVLoAwH/G9HKvyp69dh1iX30N+jBW2kNwcTYXJC0NZDIhd+dOaC9egubMGeiuXTOfc6pXz6x0AYBDQADce/WCw93AelmrRdy48VAdOVLkHp7PDLRSurRXr1rsZY+8ffuQtmABxBQWva05examJMt4waIeQCTLNssmiFlZiJ802aL4a92fl6D6lCkwxsfBlJgAMhiKla+ySDzFLEW2cG3fDr7j3oJzkybFrhPQWcDAlbYD1gGAZNbqR5t2X+Ka0WUAqZcB/d3WmtVqCej4voCGAwv2z7hJODZdws4XZYSuLvq7+dlZEq4vK13RVrcaAgb8qbRQui59L+PMF+xvSXY4Ye8oGTH7LPcW9UxJzY0uOB57SMa252Sok+zL2XiIAr1/VFaI0gWweLT/otLFKRvc1fiw4+IFvHO+bHOJAFUyU9xMNuoHRZ8Edk8HXt0E+Da2nAcAggBsfB3ISwTePl5wXpcNXPwD6DqBlbuwgazXQ3vpMqo90fOh/4NFoojc3bvhMWAAHPx84dysKYgItb/+2uZ4WatF7s6d8Hr+eeRs2ozstWvRaNtWcxkBwdERzY4fK1HygVP9+qi7eFGBLJIEU0oKpFymiJtSU5GzaTOqT5poEaBtyw2WMnsOoFCg8batFsc1588je+061P7uWyjc3OA3bhyU1auDJAmy0Yi4CW/Do39/CI6O8Jv4NrTnL8B75Ago7CQjJH/6GfL270fzixcsxshqNXTBwRDTLTUMr8GD4DV4EHK2bIH6+HH4jCrnugGlQHfrFlxatYIgCAj+Q4arHxDQyTrA2rFmTQR8VHTZk9xYGUHzmaWpZlf734EVDgIGripZELcsEoJ+JNTtI6BWN9u/VzXaCXhxL1vv1ioZqnig+xeW+xtVgCYJqN0D8GtT9O+ng6sA5d3vF0Y1wZAFeNQv/e+0W03AScPmedQDWo0RENDZch19JhCxneBRr6D5tmdDAXV7sco4pYVkptBWq2lbXlkk5IQDvi0f7r9RnAeMqg0xY/DgvCom7gJRbpLt43/0J8qJJ7q2nujXHkS6HKK/niNaPZyNubyK6NRPlvPC9hPN8iQ6PNfulllr11JIYAvSXr1aftdRRWguXqSQwBaUvXmz+Vjk4MGU+L9PSTIYrMbnHT5MIYEtKO/IEcrdt5/i332XJJ2OMlauJENsbLH76UJCKGbMWArt0ZOMyclFjo17510KCWxBWRs3MVkvXaLQzl3Y/kePmccZYmNJFxZmc//szZsprOcTZMrIICIi2WCwSFzQBAVR7t69FNKyFcW98w6FBLYgzeXLdmWKf/99CmnRskTB93mHDlHS55+TLEkUM3YsRY8YWewcIiJJpyv3gH3VyZMUEtiCcvcfICIiXaZM+hzZ/P9j74uUfqPke4ZtkGhjH5EuLRDLTUajRqYdL4oUuq74IHciouB5oXR+sv33qrRc/E6izU+LJIkVF2huVBWsHbJaKvJas0Jl0qTalyVsk0QbnxLp1r8iHZ4sWgX+R2xn71Hm7f9m4HxJeNSf37/88gs1aNCAnJ2dqWvXrnThwoX7XpNbvDjm2lg2j48/xP7v6MqsV4ISaPY0ew0AnQoV6NTnAaueY0VOa7UDwvYC/b6wubRsNAFKJUzp6bi/cpFVj2vnzqi/aiXcOnY0H3Pv2w8O/v4I79ETfuPHWQSHu/ftiwbr1sK1fXsIggDPZwbClJiItO/ng/T6YgPJ9bduQRsUBLcuXcxlIexR68svkNWkCbyGsvg/hZsblN7eAADnZk0BsAr0kc8Ngu/rryNg5sdWa3gPGwbvYcPMrwUnJzRctxaOtWoBgPm6035aCKW3Dxpu3mwutFoYU2Ii1OcvwKlhIzRYsxoOPj7Qh4QAAFxatbJ9raFhUJ84CTKZUH/5clAJQlIltRoRvfvAd+xY1JhafnGLbp063e0w0IPJ7FtgBZGMgDYVMGnszbam2XABdXoV3dDZHnkxhJxIQv1+lpYqRzcBQ7eWvMSBZ8g3cE1MBFC0a7qkNB8uIKBL+ceEFcaxUAB/+jWCwgkIfMX22OMzZPh3BHp+Zfue1H5cgKgDXHwJgiOQfYfMpTcAVu4CAuBdMVERnFIgyYSL0VlIU+nh7+GCro18oSwirq882LBhA2bMmIHffvsN3bp1w6JFizBw4ECEhYXB37/svbl4cP2DjGhk6ULVis+MKhMGNXB9HdB+NMtULIw+D0i4BDTtBxhULI7L1bv49daOZC7GRr3YHHfbhTN1N28h7q234FivHhrbaE3zKECiiNTvvke1nj3M1d2LwhgbywLnS+BiNKamIu71N1Dj3XfMtbXuh+x16+DWpQucmza1eZ5EEbJabVbabI6RZbvB9gCQOn8Bsv76CwBQ67tv4f3CC4h64UWACI13bDePM2kIDm5lD1QmSULaDz/C/ak+qNbVzpeKh5zLC2TEHCQ8v02CetcWeD73HJReXqVexxgbC1mng0uLFuUuoyGXFXH1Daw6N13aVYJrdVYlvziCl8sIW0fo/qXAWwWVgsp4fu+/mYw5u0KQnKs3H6vl5YJZQ1rhmTa1KmRPAOjWrRu6dOmCX+5m38uyjHr16mHq1Kn45JNPyrwu/3RVNbIEaDJsnzv4ObCore34q8KIRiDpKvD3UODC7yzLMTWk+L2jjgN7PwSiTlifu/g7sPolYMe7wLpRwMrnil/P2R14cw+0urqIm/4/SJL9gqOubVqj0aaNFvFJDxOqw4eRMH066G6vRFsIDg5wbtIYCVOnwRgXB4BZfezh1KBBiYvKKqu5w6lBAyh9is7wk/LykPzlLBiioi2OJ82ciax/WHsoKScHCk9POBURCJ624AeE9+1XZC/BopQuAKg+ZTIabt6MJocPwfuFFwCwkhWFy1boMgk7X5RxZ1PZvw8KSiUCZn78yCpdAPDYZAED/lTAdPs6UubMhepI2XpVOjVoUCqlSxZZdXpbRO+REb23IMj+5l+EI5NlHJ8hwai6/+/315bKuP5r6YL4/TsIJVK6AKDxYEDpAmTcLH4sp/LYfzMZk1dfsVC6ACAlV4/Jq69g/80iupfcB0ajEUFBQejfv7/5mEKhQP/+/XHu3Ln7WpsrXlXNyQXATy1tK19tXwb6/K/ArWePC78By/sAmjRAk8mC4ktSlV40AIHPsqjU6HsaJnceB3g3AK7+C7QYBDzxfkmvCGJGBgy3Q4tt+OvUoAGc6tYt8br2MERHI2bUaHM2YWVgSkyEPvgGSBSLHOfWpQt8X3sNDv7+UJ85g4h+/aE6euy+91e6V0P9P5bD/cknipYzOQU5W7fCEBZqcdyYmAgxnX3mEj+eiaQPPoQhPNzuOh4DB6D622/b7SOYu3On2W1oX2Z3uLZpbfGeOzdtapHd6uwJNH1RgH/7kpQQkJG5ahUMUVFW52SDATmbN9930+nCqM+cQdzEiZDU6nJbk2SCPrtAKRH1JVNQnNwFeDYQ4NalCxpuWA+v5+/f6lkSTv9PxvH3bCs/MQcIMQcK5A8cKaDRICD9KhC5g5B0hnD6MwmSgSCLZL7WnEj7ylxhTGoW9F/eiDpC0I8yTBoBQ7cq0H4KD6R/UJBkwpxdIbD16cg/NmdXCCS5/B13GRkZkCQJAfd04wgICEBKip1+XCWEx3hVNYHPsixBW9l/9boC2bHA4dlA/9n212j7MlPOOr8FKJRA3xLWjUoLAVJvAQc/BSQRmML68WnOnkX8lHfQYPlCuFIkcx2Wwu3j+cwzFoU4KxoyGCBmZoIM+uIHlxO+Y8bYbUBdGOemTRHwyUwAgGubNqg+ZTJcO7Qv8T7aK1dhjI6yiLEqDS6BzRF4+ZJV/8OGqwsKosoqFVw7tIdLc/tFcd06drSIYSsMyTKSv5wFz4EDUPv778skZz4KRwHtJpfssyZlZSFtwQ+Q8/JQY9o0i3Oas2eR/PkXULh7wPOZgfclk3m/zEwYIyKLtHKWlrANhJsrCM+tUyAtiHD5R8LAlQp41C3575tru3YAgPRgwqmPZfT4WkDKeabAutcpXyWifj8WE3UvRIROHwoW2YHutQV0eFcBhQOhZlcB2WEEVSwgm4BL82TkRgG9FihwaLyM1m8KaPVG0bJ2mWltJzCpCenBQO0ebO6l72V4NwOavWQ5Vp9FyA4DfAIBx2qA0rlgL0MuUxp9AgGfZmzemc8kuNcR0G4Kt01UJRejs6wsXYUhAMm5elyMzsLjTex0W38A4YpXVVOrHfuxR8wpZsEqSvHyrM2Uo3s5uYC5Ecfutj2v3xfsJyeeFQu6i0OtWnDv0wcODdoAAf1Kdh1ViEuLFmh68ECF7yOpNVC6Vyt+oB2UXl5WCkJxZK9dC/Xx43YVL93NW3AM8C+yCbXCxQVEBDKZbJZ4aLB2TYnjqWLffAuOtWqi9rx55mOCQoHGu3ZCWYZirABgSkoCyQSnunVsntdcvAjnxo2tyl84VK+OJgf2m5uDF8a9d280+PcfuNpRFhNOEDwbAp4NSq6YeA0dWi7xdIWp1V2ApAe0u/5G7orDaDj0T7j4lr72GwC41QBqdWe/yuHbmCJR3opXw2dsKyKxBwiXvif0+02Ab2DBcaWzgI7vMRl8mgtofLfGc/2+CmjbsgKpnWYIqNm1bHJG7SYE/04YsEIBr8YCVAkEZ6+CtVIvsz2i9hDubCAoXYB6fQR0mVkwplpNAX1/ERDyL6FWd4JrdQFOngIcH+A+kf8V0lQl+zJd0nGloXr16lAqlUhNTbU4npqaipo1a97X2lydf9AZugQY8DWrtVVaHKuxOl/2MKgAfS7gXQ/wKWhL4tyoEeouWghHGw2PH0VMaWnQ37HtptReuQJJpULu7j2407UrYseMgTHBfpxWPlJurs3jYlaWhUs05tXXkPixdSZhPh4DB0IWRehDC1yFJMtIX7IE2mvXEDtqFFK/L74Jdeo38xDxVF+QZF3strDSJRuNiBs/Abm799hcxxgbg9ztO6zWcapXD0r3sj2pEqZOQ8LkyTbPSSoV4saMRcavy2yed6pb12bzckGhgFuXLhbFZvORRcL5r2WEra/yvCJ4NRLQ+k0FXJo1RY0n6qDTdAUc3cqmhFSrJeDx2UrU6qrA89sV5VLlvqQEdBLQaqwATzvdjQy5ZJGRWre3gOYvs3ZGjYco4BZQtmtuPERAz3lM6QKAvj8r8dikgus+87mMmysILUYJ6P2TAu0mCWg0yHovQ66AtKvM+gUw61qrN/jjsarx93ApflApxpUGJycndOrUCUcKFaOWZRlHjhzB448/fl9rc4vXg4BkAiKOAE37A8p73hJ1GrDhVaDHNKBxH6BeNxbEXhIen8J+bJEZCWwZz+z+k04DsWeZZa33zFK5FcsNSQSCN7B4suKyJ8sBkiSQwQCFmxtS5s6F9vwFBF6+ZDHGlJKC2NGvwm/iRHi/+AI8+vaF5tw5SJkZgB3rDADoQ0IQ/fJw1F4wH16DBlmcS533LVQHDyLw+jUIggC3zp3h4GffRO7cuBE8eveGslCbHFmlQuZfKwEAdX9dCqd69azmyXcrvOdXzq/2RE8o3NxsKiL5JEydBjEzE6bUVIgZthM+GvzzL0wJ8TbXyfh9OZwaNDC79mStFln//APvl1+GQ/XqEDMzIeXkWFVz9x0/DmQ02dxP6eGBesuXw7kIN2hpUTgIeHq5Aq4PkGfC/cknio3XKwqTmuDgCgh3yzg4eVTu77BrDQGtx9hv/bPvNRntJglo9rL1GMlAuPYLodEgAb4t2HlZIpyfK6NubwG1ugsI30RoPFSAi4/lfMdqAmoX8Qx8aokCLr6As5cA/w4s2N4WNbsIeHF3yctwcCqHro18UcvLBSm5eptxXgKAml6stERFMGPGDIwZMwadO3dG165dsWjRImg0Grz55pv3tS5X6R8EQvcA60YCEYesz7n7A2P3sliw1S8Bl/8q2x6SiVWUz2fD64A2A+j5foEMZ38pyKA89q3tbMcyor9zB/rga6zFkC2SrgA7pgC3tto+H3cB+KYWEFu6bBISRagOH4Z8T1xOytdfI6Jff5Aso8a0aaiz8CeYUlKgPnPGPMbB3x9+kybB55WRcGrYEHV/+RmBQZfNMTUAzOuK2dlImTcPptRUONarB5/XXoXrY49ZyVN90kTUWbQQgiAgfelS6G8Ew/eN1+3K79ykCeouXmThTlN6eaHZieOo/u67cH/ySTg1bIiEqVOR8k2B+y9+3HjEjRlrfu3Rpw/8Z0y3WFsXHIy8/QdAJhNMqWmsnETzZhATE23q3vrQUCicnVCte3ebsuZs2mRuVZT48cdImj0H6YsWI2P5HwCAlDlzETNipNW87FV/I3OZbYsWwJQSx4Cy18yRNRpk/PY7xKws8zGvRsydVFoybxEybti2lGnTCPHHSpd1Vx6IOsLuETJurCi5BS/7DiH7TtHjDbmEs7MkZIfZHhe5U0bCKXa9UXtkhG20fe0uvizQ3v+enowmNesZmRNNiD1EFvuQBOTFAvoMICccuLWKkH7NUg7JSDj9qYSEE/avw6e5YNV4nPPwoFQImDWE1fi7913Mfz1rSKsKq+c1cuRI/PDDD/jyyy/Rvn17XLt2Dfv377cKuC81912CtRx41CvfFsuSTkSrhhCZrKuckyQSbZlAdHM70c1tRNriq33TpRVEkccsj+2eQTSvLpFoZK/jLhLFXyJRpSJDTAzbR5fDzpkMRN/WI9o7s3TXkRpCdPBLIpO+4Fj8JaKTP1DUsJcpomsgk8Me0adt3wMioqwYovWvEmVFl0qk/GrjOTt3WR1P+/kXi2NJX3xJIS1bkaTRsDHHj7NK5Xv32lw7d/8BCmndhnShYaS5dIlCWrSkvKNHSyxbxoq/KH7qNLvntTdvkmw0lmitpM+/oLQlP5tfZ2/dRtmbWLV6fVQU6aOiKH7qNMrdt888Jv7dqRTatRulLlhAt9u0JfHu71/e0aMkqdVWe9xu157i33vfrgySXk+yyKqwx775FiV//Q3FvPY6ae52J9CFhlLeEev7ow0OLrLSfVkR9TJJokzq8xfY+7hnz32veXCCSPvftF1p/toyVgVdl1W6KueSKFPGrZLNkUWZsiMsx8qyTDdWSJQeXPJ9D4wT6cBbRVfMVyXItG2QSPHH2bqSUaYL8yRKvshebxss0qZ+IhlVMp36n0iHJ5WuAn/GLZk29hEp7qhEktFadlEv0+FJIkXulkiVaH3epJVp3xsiRewoWZV+TsVQGc/vfTeSqPu8w9Rg5m7zT/d5h2nfDRsdVx4CuOJV1UQcIfrnBaKra2yfN2qJFrYhOvljydf8vjHRxrGWx6JP2VwjcdrblPtmAMl7P7E8cfALohubrcYXybllRHN8mZKUz4HPiL4KIP3Nq6T7+wPWTqiCkaWCP8SyyUS5Bw/abN1zL6a0NNJcvFgw12CgnJ07SdLpbI7XR0ZR4qefkiktjYiIxJycUsuqvXqV0pb8bCEzEVHynDkUEtiCMv9dXeT8zDVrKO6dd4ocE/HcIIp4/gUKad2GEqYXKL5idjYZ4uNJd+sWZfz5J8myTLFvv03Jc2y3elKdPEn6iIgSXhlTHLPWrbM4prl4kWLffrvE90rSail9+XIyZWaWeN989owS6dxcdl/1UVFkiE+g1IULSdJqi50rGwxkTEm1Oq5KlEmVYFvBMaqsFSjZaKTcPXtI0uttzpFlmU5+JNLGPiIdeVekc3MsPwdH3hHpxoqCY1G7WQub4hQ1ySjTubkSJZ21PS43RqbMUIlSLpVcWTOoZNrxgkhhG5k8SWclClrE2gPJklymNkG6TPtzRINMx6aLFL3f8p4YVDJd+1UiTRpv4/MgUFnPb1GS6WxEBm2/mkBnIzJIlB7e958rXuVNVjRRaXrEbRxDtKBZ+cqgzmAKmz1ubmMWNoOGdCe2kvHTmkS7pluO+akN0Y53recaNEQX/yRa/hQ7nxFRYEWTZSJNJpFoIgrZxSxfoolInc7O63JJlmX7D9HgTUTH55f6cguTEhVBC0c/T5FBF22eN6akUuqiRSSqrC06ZcGYmEi3H2tHWRs2lHiO+WGs01Hqjz/R7fYdSFSpCs5LEoV2605Rr4yi+Pfeo7zDh21cRwppr1+n9N9+p+hXRln1JZQ0GkqZP58MsbGkCQqi7C1bKfzpAZR35Ahpb9+muMlTbPZKTJo1i9KX/VaKO2Cf+A8+oJBWrclUSMnK3beP7vTuQ8aUlBKtobl8+a7Fcmep9w9dJ1H8CXZfZFmmrPXrKaRFS9Ldvl3s3JTv59PtNm3pznotRe8ru0XlXqupJoUpROpkJpeol2nbYJFOfChS8HKRbv1judf5ryQK31pwTJ8tU9gmyaqn4L0YNTLtGi7SnU32Zb+9lilxOVEV+wDTZcpkUBW/R8i/Eu0aLtKlBRJl3bE/PuMms5Tlv7ecquWRen5XElzxKk+Sb7Dm0JdWlGy8Po/o155E538rUNaSbxBdWG5/zvnfiY5/X/S6WdFEdw4WvM6OY67EfK6sZg2v9XlEksSaYd+rLIom2wrkwS+IZnkxxWy2D9Ha0UTfNbRU9O4cYvcheFOhPf8lmuNL2X/Mp5BWrckQH2+99pYJRIs7FH1txaDOzqLdi+dTZqKN9YkoZ9du1sT5ypX72icf7Y0bFP70AFKdPWs+ZkxKIrkIC1vcpMlMmdi1m2RRJDEnhzV1Fgveo6QvvqDYCW/TnT5PUfpy689DwvQZdLvtY3YbQetCwyikRUvKWLmKiIgy/vyTQlq3IWNSEmtSfY/7VdRqKfF//yN9eHip74E9Mv/+h0JatiJ9ZCRpr18nMTu7TOvoIyLuq+G1MTGRol8ZRaE9e5LhblNxXZZMR94RKTXI9rpRo0ZReP+n6dAkphTlo8uUSTKVXBZZFEl1/LjZZZweLNPmp0VKu1awhqiXra5PlmWK2mvfqnPhG4kuzb8/F5shTza7EW3KLsnFKnj2iD0sUWYom7tntOU9tMfRaSJtHsDclzf/Kvra9Nmlkyt8q0TZ4QVz0q7KdPpT0aLhNqdsPDLP70qEK17liVHHLDY59zz0VWlEv3QlCrnnW7tBTfTXc0QL2xKtf40d2zuTaI4fke6ee7F3JnNHrn+NaMXAouXY/g5Tiow6ouxYotnetl2VsnxXkfIk2v85G38vJgPR1zWJ/n6evU4PJ5pbg2jzOKa43TlEtPdjopwEdo1hBywtXvmkhRLt+Yj0t4Mp9aeFtl1/kkTqs2fIEBdX5OUZ4uIoe9s2IiJSnztHqYsWWTy4JLW6yAe1MTGxyPVLQ97hw3S77WOkCwsjIuZuDGnTllIXLLA7J2vjRoqd8DZFDB5C2Vu2UuqixRTSshVFvPACJc78hO482YtSlyyhpFmz7K5hiI0ldSFlzxZhPXpS7LjxRMSsaLkHD5IxJYVEldoqFi19+XIKCWxByfO+LeGVF48sy2RKSyMxN5dCWrSk5K++Lre1S0Pm3/9QSGALSvzsM/MxbbpM+8aIdl1xmf+upowVf5FokM3xR4Y8pjQFL78/hackSqQ6mVl1bq6yvdeVJRJdW1b+sU3aDJmOzxApM0SmSwsk2vly6eK28tn6bIGbN+6oRCmX2TVnhsqUdM729cuiTLIoky6T/VteGNXsfbv6i0RXFkt0+lORYg5KtHOYSNoMrnjdL4/M87sS4YpXZaDJJFrxDFH4IdvnN44lOjaP/d+oJUq7U+C+y+fnzkR7PmT/lyRmwYo9Z2mVCjtAdHklkSqVBbUTMSXo5I9MYbqXM0uY0rW4A/v31nbrMZLIFK0lnYgOzyHaOono2jqiTW8RXV1bME6VSvRHf+ugfk0mc6Ve/MPicO6BA5QwfbpV8Pjtx9pR/Pu2A7jFvDwiYm6gkJatKGPBJ5TwclcK7dzFrMjl7NpFIY+1swg0Lw260FBSnT5dqjmyJJEsimTKzCRZlilj5UrShYYWOSdr0yYKadWaEj//gkJatKTwfv0p5LF2FDdpEiV98aVVzNe9aC5fpvip0yxclPeiOnWadLduERGRpNNRSMtWlPjZZySbTJT++3KWVHEXU1YWpS1bRqKdWKTiEHNzbQbk55N74AAZExLKtPb9IosiGaKj738dWabbayTKCmO/c6asLIqbOIm0167d99rZ4TJF7pEo5mDB+54VJpNJJ5MqUabYIyVTsiSTTKLevjJhLz6t8PldI0RKviBTwinZruJXHOok2+7Fkx+LtPOlsilz94MmhVnvbq2S6PKPPBi/PHnkn98VAFe8yoNLfxGdXVq2uZJE9JU/0Za3C44te4Jo9XDb44/PJ/q2PtHyfkxZKqzM/TuMBeIX5spqonO/Wh4TjURH5xH93IVo5SCitDBmuRJNtvfc8S5T3vZ/WhC0v6RT0RmK+Rh1RBvHknhjN6lOnjQfzljxF4X3f9oq0Fl79SoZk6wzVfKOHKWQFi1JE3SFJLWaNNeu0e3WrSnppdYkZSSY3XSRQ4bSnSd7kSYoyDw3c80ai6Dye0lfvtwcRxX79tsU2rUbGe+6pOwhG40UP+09yt1/gIiIUhctopC2j5kD7QtjK7Bae+0aJUyfQbrwcEr59jsSc3JIzMkh2WTnPbiHnO3bKbRLV8pYtarEc9TnzpMxOZkM8fFMcf3zz2LnaK5cIfWFC8WOixwylGLeGFMiOcqDzL//ptTl/9h1xcmiSKqTJ0ucFVoc2eGyOS4rH0N8PIX16Em5Bw/e3ZNl90Xttn6wiwaZDk8WKXKX7Yf+vjEibRsk0q7h1krJ1Z8l2thXJEOe9bWmBsl04C2RNKns3NlZEu19VaTcWJmyw2VKviCbsx1Tr97NIjxWdVYeXaZMefHcyvQo8dA/v6sArniVB/8OY9aespIRQaTNLnh9bhmzKtniziGWBTnbjylP+e7BoL+ZSzHunofk6peJfu9teezKaqa0zfYhur277HLfxZicTKFdulL2r3OJ1o0uiPcyqIkWNCc6+SOLMQpsQfo7d8q2R1ISJc/9yhwQbkpLI+2NGyRpNCQbDBTWoyel/vADmTIyyBRxkejsL2ZrYNriJRQ9YqTdte/0eYoSP/6Y7ZOSQjGvv0FhPZ8oUh5Jq6WIAQMpae5cErOzSXvjJt158kmKfesti3GaK1copFVrC6WzvMhat77U8Wq5+w/Qnd59SHPlqkVMmT2iho+giEGDih2Xs2MH5R2ytujqo6JIfeaM5bHwcNIG3yixzLaIfWscHR98mDYPEG3GIeUdO8aC2guVz7BHSdxaO4cVH6ckiaz8QdgG24rXkWki3fhLtLlfdrhMGbckm1l+RpVsN9g89apMh94WzQpo/HGZQjdIdOQdkfa+yn6OTmNyGzUy3fpbKnV8VFkJWS3R0aki7R97/+5ZzoPLQ//8rgK44lUeSKJ9a1GF7XnPH7KMCFa6wVDI3SPLRCcWFLgd89HlEH1Th2jr5JLtpcshOr3IOu7sLqJKTQnTp5NmzVxmccuvByaaiLZNJgrdR2JuLrMMGLUso/LGZuba3PRmie6d+vwFCu3S1ew6C+//NMW++dbdy5Qp+ZtvCuKWjnzNlEqVdTkAW0harYXVSBMUZLd2V2FMGRkUEtiCoke+QtrgYMpau5Zytlu6a03p6ZT42WdWbjZJo2ExRGUMOCdiJQ9KYo0y72kwUMSgwRQxaLB53+JcmsaEhGJj7ooiftp7dLtde4tj0aNfpfC+/azGmrKyzO9vccgyK4cQsd22/LLBQDm7dtst45DP7bUSbRssFpt1l3Zdvu/sv+DlLIvQllWrvMmJkikzlFnpcqIlOjlTLFWdr5IgGZlb8uZK2+/B9qEibX5apHNzRYrayxWvR5WH/vldBXDF635RZzBXXVlYO4q5+ohYZmPUCcvzCUHMjWmLa+uIdk5jVq7CsVbXNxGtfYWVfdBmsfis1SOYUlYY0UQUcZRZpNJsxCOF7GKuxZ87E93awSxkofatB2k//0KqUyWIjdKriJb1JAr6h+j0ItJ90ZYyV9q5xsLTIiMpbtJkMiYmkurUaQrt3p2yt9uISSNiCQGFa4lVIDk7dlBI28cobfESu2OMyclkiI21OKY+e7bcinraQnv9OoV27GRVlyxmzFjK3rzFfCzyxRcpYTorJZL4v08pZkxB/TdRpSJTOisFogsNK1aJsYUxJYW0N25aHNNHRpL25k2rsUmff04hrVoXuU92uEyHJomUF1s+SkRqkEyXf5RKnKmYEyVTyL+SVb2t4si8LVPQQpGCFhVt/dFlMfdgeaJJlWnXyyLFHpbIqJZJk1I+65/+nBWTjd4vUV6cDStehETXlpa+oCzn4eKhfn5XEbxl0P2yZwawvE/p5xm1QMYdoFoN1o/x2Dzg2tqC86IBOPUTsP9/rN2POg2QCzUmPvUjkBAEuHiz3opX/gWW9QC2jgOSrgKiHnD1Ad4PBjxrATe3AsEb2dyoE6xdkJsfENAKcHIHbm1n6wEAEbBlHJBwCfBvCQQ+B0w+CwQ+A1z8Azi9yOJSSBSR/e+/UB87Zvtaj3wFXFvH/u/sznpDdnwd6Pkect1eReqPCyGpVBZT1OfOQcrJMb92btwYdZf+AvWJEyCjAS6BLVCtu50mbQ5OgE8DiNnZ0N24UeTbYA+SJIv970Vz4SKSZs6Ex8CBaH7yBKq/Y6cnJoDEGR8gfsLbFseqPf44Gu3YAY9nnwUAmFJTob16tVi5EqZORcZvv9k8JxuNoLstmRz8/OD2eHc41KgBAJBycmBKS0eDVSvhPewl8xyPfv3g8thj0Jw7ByiVcKxd23wu6aOPET3sZZiSkhD9wgvI/OPPImVTnzqNzD8txzgGBMC1TWuLY86NG8O1teUxAPAbPx51Fy8y95e8F0MuQTIRRK3lr8L94N9RQKcZCigcStZy5Oi7MmIPEbRppWuwnXKJEL0PaD1WgbYT7P/ZDdtAODVThj6r/Bp4u/kLGLxJibgjhP1vyNjzioz06/e/vpO7gLq9BaRfAw6OkyGLlmsaVQLubAIy7PwKapIJVxbJMObZloXkimlirs8m7BklIe5w5bd34nAA8JZB901yMLMOlRZdLiu/8HsfVgdLk2lZzuHkj8zKFH2aKC+FlZgoXFxUm8XKOKx7lWjNSFbyYX4Tol0zmLXrXrZNIZpbnVnoZnmxgqlX/mV1wYiYDOtGF4y/uoZZw1JDLNdZM5LozwEFr2WZSJ1O0i99SP61J9HiDmSIDLWs+v1zF+ZyLExmFNGmt0hKjbJyw+XsZrW2YidMsDhuiIujkMAWJS7wmfTFl8yCUiiAX33mjFX1dW1wMKnPW7rsYl5/nUJatCTjXYtPYUxZWRT/3nt0u3OXElVU11y5Qupz54ock/DhRxTSpm2xcVdxEydZtTrKJ7xvP0qc+YnNc3HvvENh3R+3Om5MTKSYMWMpJLAF3W7fgeKnvWc+pz53nnJ27GDFR9ett3qfZJPJQt7E/31qcw/NlStlspYVRp0s06Z+IoXdLQgq6fUl6kZQFNH7JTr9ue2YK3sknbd0OcqyTKlBxdf2kiW5RDWj9NmyufRCSbG39+21Eu14QSSjhp1PPC3T2VkinZ1dvvWrciJlij1k24p3b0JCYRJOyrSxr2iu91UYTZpMW56xnaiQT+ROiU5/Jpa6xptRJdPJj8VS32eObR7q53cRnDhxggYPHky1atUiALTtbgmj8oArXlVN9CkWGH8vOQmsBEN+6Yhj37LiqoWZ40s0rw5Ryi3Weqgo7hwiOvA5+3/kMaK8ZKJ/XmQV6IlY0dUjXzN3Z1oYKwK7ajCrA1YYWbaMybqwnMVT7fmYaMdUovWvUvjjj1HuO82YK5WISJLIEB9P2ZsLtSCKPM4UwTjrCvPG1FSKe3cqJX/3HWWtXWtxThcaVuIHriE+nvKOWN6X0I6dKP5dy4r80aNGU/jTAyyOxU+bRuFPDyDJRlZc9ubNLKi9UOZkSZD0eooYNIgyV62yIWtCscqZPYxJSaQJCqK0pUspd99+0gQFUcp331vErWmvXrUZaJ7+2+8UEtiCsjdvJt3t22RMLVlcHBFR1MvDKW7iJPNr2Wi0Km+hCw2jkMAWlLFyZZFrybJc5PsqGWUKXi6ZlZ7oESMp5vU3SiyrLUI3SHRwvFiqgqj3kp8peD/V7e8H0cDa+Fz/zXr/pPMyXfxOpFt/i+b+jntfFenUJ8XHmOkyZZvuQyLWI/HsLJFSr9ror2iSKHp/gbJXHPnjjk5lNcsyQ1jWo0kr08Xv2Gt73F4r0Z7RzIVqi9wY5mK1VySXUz5U2vNbEomiTrLC3FEnLYuCVwB79+6lzz77jLZu3VruipdDVVrbOAAaPsF+7uXqauYqVNx1S/SYBizpAHQdD/T6iB0bdwhwDwAu/cHclO/fZG42W4TtBa6vB7q+DTTuw46N3ghkRQLzGwODFgIXfge0mYAmDYg4CnyWZL3O3g+B8IPA+3f9B9VqAB3HAE/PARxdAAA1r3eHc3UfwN2fjVEoYPh3BqTg0xB79WLur8a9gc9SC66vEI7e7qi3eCFi3xgLY1gYBCdnuLRsAZdWreBiDAYyNEDtDsXeWqe6deFUt67FsQar/4XS19fiWJ0fFkA2GMyviQiaU6fh3r8fFI6OVuuSKKJar15w69ixWBnyMSYkQn3sKBxq+ENwcbEhax2oTxyHrFbDo3//Eq8LAGk//oS8AwfQ4vo1CAoFEj74AKp9++EzehSc6tUDALi2bw9XG3NJlqD09YXC3R1JH32EeitWlHhfj+eehe7SJehu3IBr27YQHB2hvOd+OTdrilrffAP3p/oUuVb6osXIXr8ezY4fg8LVWlIBIhrUOwL32k8BcIbXy8MgOFi/NwAQN34ClL4+qDN/fpF7Bo5QIHBEkUOKpXoboMsnAuo8WbyrMukcIekModN0AYKSjU8+T0g4Qej0oQCFUsDNv2Rk3iL0/lEJANCmEc58LqPdFAX821vvoXAEGjwtoEY763O1ugnwaabA7pEyiAjeTQT0+00BRQn+6l/+UUbmTeD5HUqrc6IOSA8GanYl4K5MunQCFEDQD4Tk8wCJhEaDir8njm5sDMlAxFZCxFaCTyDQa74SXWYWPV/hCOgygIhthPr9rM87uAIe9QFHj+Kvl/OAE7IT2D8TyCv0TPKsDTzzPdBqaIVs+eyzz+LZu6Eg5Q1XvGxh0gFKZ5tKQYnJTQBizgDtRhY/NvwQoMsBHhtecCzyKOBRE+g6Abi2BmjSF2jWHwhoUzCmzt0Hf90ugFEDKByA7BjAp6H1Hs98B6SHAn8PBt67zo4pHQC36uwDHHeOxYM5VQM06UBeMpPJ1RtIDQHWDAdcvAClY4Hilnwd2DSG/b/TGKB2ewCA+7zzVtu7t6gB8mwOxd2YIwAW95ckCTlbt8Kjf384rOgGNHsa9f9eBWNCAqKHDIXn0CGo/fXXwK73gGYDgOErLTdIucFkbj4AACDr9RCcnSEIln+8XVq2tJKtcFwTAAiCgMb79kLpYfsvtiklBbrr15EyfwECPvwAQgk+J3m7diJ9yc9QeHtDcHSAz0jLz4VsNCLzjz/h2raNTcVL1uuR+ddf8H7pJTj4+UEopOD4T38f3iOGQ1arkbNlK9z7PAVTdAyUHh7IXLECJEqoPtEyxixl7ldw69IZLoEt4N6rFxSurlBUc4fgYP9PQvw770Lp7o7a338HAPB56SVkLFoM5+bN4dq2rc05gkJhEVNmCzE7G9W6dQUZjRDsxHdpzp1D4vvTUfvHH+A1aBB8hg+3OQ5g77HCs3KetgoHAQ0HWisIJg3BsZrl8Zw7hKSzhA5TBSjv6jO5UYTkCwTZKEDhCjhWA5y9Cs2jQj/3EH9MxqX5hAF/KuBex7aS4uIrYNB6BZy92Wsnd9vjVHGEoJ9kdJyhgGd9Aa3HKKDLtH3NLr4Chm61VMhOzpShdAY86wM1HwcaDChZzFw+bScocGuVjMBXBLvXci+u1QXU7ELoMlOAZCQoHABBUTDXzV8wK7BGFcHBDVAoSycX5wEgZCew8Q1Y/RLkJbPjI/6pMOWrwig329l98EC5GkUT0feNiPZ8ZHn8wnKiv561Ln2gySQ6+KV16YLDc1iM1q89rF2E9/L38/Z7FKbfYeuc+sn+/PzWPFfXsrHxlwvO6VVES7uzxtY3trIG2feyZiTRb71YXNeqISwrcPcMonn1WLHVzCiipT3Y2rM8WWwYEbsXJ34g2vc/ovSw+yqpob15k0ICW1Dmv6uJTsw3Z1Deeeopiho1mrLWr2cZdplRRNps61iotaOIvq1HRKxKe2iXrkW27SkJsslksyq5ZDBQaOcupXI3SgYD6cPDKe/YMZs1rNKX/UYhgS1IffkymTIzKWrECFKdPEk5u3ZT4if/I82NGxQS2IISPv6YbrdrT8akJFKdPEkRgwaZG05nb99BIYEtKO/YMfO6cRMnUexb4yz2Sv7uewrt3IVSvv2O8o4dsyoyKptMlLNzF0kaFisoZmdTyvz5lDRrNqX9wuLL8rM0TVlZZExOJlNWlkWsTd6xY+ZisrLBQEmzZllkWOaTuXo16915T9anKSODUubNM2dVyqJI2bt2UdqixSQWarqdMu9bin5lVBF3vniuLGZFR8uLnEiZNvUV7cY9EbE4I3vtikpK1h3WcNtWYdV7Sb4oU5aNWKp8MkNZaYjMUJlUCQVxbNLdFj5J52UK+kmyGw+XfEGmuKOs0GvhPouXFkh0YV7FumFlSaYdL4oUtND2PqJepq3PspZBRXHhW1Z24376gv4XqdDntyQS/dii4Nlj9eNF9GPLCnc7opxdjTyr8V6UDkCnN4FmT1seVyjZz70EbwTOLAISLlsef2I68NKfgGQEZLHoPUf8w9yGtqjeDBh/FOg2yfb5xCvAN7WAsH3MEvXkR4B/C0u5PWsDEYeBbROBmm2AEwsAQ6EswlfWAOMPs0zIhIvAng+AVi8AT7zPLFy+jYApZ4DXtwPTgoEOr7F5Sgeg1wdAz2nAr4+zTMsikHJyYEpNtXnOtXVrNFy/Dj4jhjNXauAzAICA//0Pvq+8gpRZs5GzdRvg2whpv69CeK/eFu5BDFlkvoeCszN8Ro5AtZ49i5THFrpr16APDQUA5GzbhpiRr0B7xTLbUHB0RIP161B32a8QnJ0R99Y4mFJSilxX4eQE56ZN4dGnD1zbtrE67zV0CAQvL6QvXgLIMshgBIkijFFR0F25AlNMDJxatIDXiy/Bc/AgKL28mGuvmrvZ4kYmE5PPyQnhfZ5C+s+/oN5vy1B/hWWmoSkuDh79+sGtS2ckTJoM1T3ZqNrLQUj66CNEDh6CzJWroA+7g6wVf8G9Vy/4jRsH1bHjiBwwELk7d0J76RJiRo1C3PgJCOvQEZkr/oIpPR0JkyYjc+UqAICk0SBv127ogoOtrtupQUP4jHoFDgEBFscNYWHI+vsf6MPC2DUplVC6VUPGsmXQXr+OtEWLoA0KgmPdunBu2rTIe18cvi2BWt3LzxLiFgA0fk6Ce13g/FcyciKszVWROwmnP5WRF1N85l52OCHtqvU4n2YCun+hgJOHfdkjd8jYPVzCxe9k3PjTfhafb6CAwRuUcHQDDk+WceoTNjbkb8KeV2SkXZWRcJIgsY8Yki8Q8mILZKrZVUC9pxR49h8FWr5WII/CkZAdTlDFV0yGIsCsXI0HC6jZzfZ9UDoLaDFaQN1eRb/H1WoB6deAa79UnKycUhJ71tK9aAUBeYls3MNEualw98EDZfEqDVEnmdZ9b0ue++XED8wCFX+ZZTom2LCqpIYQJV4lUqezsb/3Jrq2gQXc35uJeOxbol8fZ1mRN7YymZc/xYqZmgwsuP/83UzB3/uwpt33cnsP6+1oC0liVr+tk1gTb2NBFqGoUpnb78SOG093nnqq1LdDG3yDUhcvMWcn5h07Rslzv7JZ/FM2Gi0sONpr18yWFvWZM6wPYhFtZMIHDDBbUMTsbMpat57Sf//dIkg/P7hedeECqU6epDtPPEn6yEiLdXShYRaWp5IQ3v9pq8r3+eTu3UtRI0YU2ZtRNhpJfe48SaJISZ9/bm5lcy9ZmzZT3KTJJGm1lLtnD2muXDF3FJDUajIkJ1PeiZMUN3ESZW/ZSkRktl4lfjyTQjt1prSlS8mUlkaRL7xIEc88Qzn79puzI3N27yb1ufPmLgP5stkirPvjFDd5ChsjyrTvdZFu/GEi7c2blLPHuoitIS6ORJWaQjt0pNQfi7AC20HSaCi8X3+bCQ7lherkSQpp2YrS9lyiLQNFij9ubUExqGRKPMOOqxJkujBPIm26ZNPacnyGSLvuaVYdd0Sifa+LpM+RWWKCKFNurEyR92QBJl+Q6ewsibLDJdKmF6wdvk2yWRA29SqzDkXtkejyTxKdnS1SyL8SyZJMssQaXOcXRj07myUV2Kq2n0++9S+uhL0miyPpHGvLZNJWjFUqeLlkt4k3xzYV+vwO3lSEtavQT/Cm8t+7EODB9Q8Q9boBQ5YArV8s3bzok4B7TSD+AuDgYhnbBQBRx4GUYCD1JhB9AjgyB3g3CKjeFEi5Cfr3BaScVsC1lgu8fwtm1rmoEyzGqsPrzMKVz+lFwPFvWRB8j3cBR1fkZdxEbGYQWubGweHv5wF9LiAomMWLJKBBIUuRJDIZbmxm8vaYan09CgWrJXZ9LbsuUQ9DbCL0t25Bdew41CdOQOHmhlqzZ5WuNo9oBJSOyPrnH6gOHICkykOtzz6DR58+cKpXD8bYWAhKJWS1Gi6tWgEA4saNB8kSGq5eDQBInfctpLw8NNm3F7qbt5B34AD8P/rQKgg8n7o//wyFE0tQUHp7w+eVkQjv8xTcunaBR9++AIBqPXvCb8pkJE6eAu+XX0azUyet1sn45Rdozp5FYNBlq3MAYIyNRc7mLag+ZbI5mNxryBA41Kppc7zns8/CsXZtpH77LWp+/rlFAHrWmjWAJMH3jTdQrXs3AECtr76ye1uz16yBMSICMWPGoPZXXyPhnXfg4O+PhmvXIHnOHKgPH0HzoMvw6PWkeU5+PTDv4S/DtUN7uHXtBn3YHdT/awUEhQJKLy949O6F7A0b4P7EE1B6eVnsKdi53zXnzoFjvrVLAfi2EqBZ8x0S1hwBGY3wes4yuDU/WaDpSfaZKi2CgwNc2rSBSlMbyX/LaD2mwOivTiRc/VmGk6eAbp+W3Rng3LQpnAdNxLlfm6P+AKBub2tLi5O7gNo92P9VCUDcUUJ2OOBeh9DzK0vLepeZCog6y/kO1QS4VicolMClbwlZoYSa3QREbCXU7U3mWK6aXQXU7Gq5v1FNuPYLodlLQLspluf82wt4cS/bPytMhrOXgJavFdwL1+qE6m2Api8JUDoCx94jtH0baDHKtjXJq7GAF3Yr4OBaPhZFfRYhL7Z4J0JZKarGGqcKcA8ofkxpxj0gcMXrfnBwYkHlRSFLQOhuFhDuePdhuf41lsmYlwg4e1grXmN3sXmCAtj6NtBpLODXhJ1z8QT824C89RB6DGHHMsKB5GDg7BLgqU9ZEHw+R+ayPd48wMbU64q8wKeQGBqHxhtGw0GVAjg4A4+9wtyPrr7Ai8sK5t/eAWx+C6jfA5h4wv51Pvkh5MbPIe9qAjyV1ZC1ejFytmxFveXL4dSgPoxR0XBrFwhlwglAlgsC67OimZm4w6sWy5EsI/rJx+DRuRlqfrsOgpMT1AcPgT75BIJSiYT33oPCxRUKD3cYI6PQ7CSTzXPwILY+WNB29SmTIWZlIfrVV+HerRuanztrFQyftWYNnJs2Q/rPS+Az+lVImZlwd3AwZ0Q22bsHglNBtqhjzZqoMZUpoIY7d6C7dQuurVtDe/kyC+yuVg01Z30JKTvb7u3SXLiAzBUr4PXC83Buwt5bv/HjkPX33xAzMuBQvbrVHP3tUOTt3Yca06ZZKF7qI0dBJhN833jD5l5iRgZMKanmQqZ+b70F3bVr0Jw5AzIaUXfJYggubD2fUaNQrWtXc1KCmJ4OKBRw8PMDALh17gy3zp2RMH061MeOo+aXX8KlTWtAqQSI4Dd2rN1rtoXn0wUufUEQ0PUTAWnO1eBYexLcunS2O0/p7l6qfcx7ODmh7qKFuLJQRvxBQqvXyRyQffZLGfosoPFg+/NjD8pQOAD1+tp/QDvWqgX9Y+/CEETwali8TLW6CXhpvwJ3NhAcbVyWm7/tjMVa3ZiCVLMrwb2OgOYjBDQZItgNoM/HyV3AM/8o4OpXcCztGiHxJKF2D+DSAkLdJwQ8NlEwZx3m491UQM9vChTDvksJ3k0s1w/bKKPGYwJ8W7C55aV0AUCj5xRo9Fy5Lcd50GnQgxkS8pJhM8MEAjvfoEe5b61WqxEREWF+HR0djWvXrsHX1xf169e/v8XLzXZ2H1Spq9GgZsVIK4rIY8wUWritT+JVopx4trdRSxR7nig30XquaGJuv8Nzi94jN4nV3ZrtzdyfRKxQasRRousbWG2uW9uZHGH7idTpJO75gOjr2iyJ4J8XmTsyn7xkljRAxOTbNpkVWFXfLSZqp79fzs5dzAV36jSJKpWV+43O/sJkSCnULmbzeHZMlWY+lO+WSnjtGcr+5cuC44X21V6/TtqbN0kfEWGzSbQuLIzCnniSQlq1prDuj1NYj56U/tvvVuMkg4Fut2tPCR9+SJHPv0AZf/9DIS1aUtrSpTavsTDGpCS63fYxylq7lnRhrF5V0uw5FmO0N29S2OM9bAbhm+4pzqoJCmKuup07zccy/vyTkr/6uuAe3K3NJebkUM6u3SRLkvmnMIaYgpZJCR99xBp1nz1r8zoKu7cknc6if2TkkKEUNWKE9bWnpDJ527SlpFmzKHrUaIp6aZjlugYDC94vQTPu0iCbTGRMSrq/NUSZTDpLl1J6sEwZN4t2Mx16u6DpdFFIJpnUSUWvFbWXufMqk3sLtGaHy3R4skhXfxVp2yCRDo4TaecwkTb2ESn1CmuPlHDavowxBy1dliatTFsG2g5kzwqVSdRzN96jRoU/v2/tYEH0s7ysA+tnebHzFcCxY8cK5xSbf8aMGXPfa3PFa/VwokXtKm59SSI6vZjFVN1bjJSIKVdzfIm2Tix6nZwEVgD1p9ZEkSeINr1VoBzlkxZGtOt9Vk3/4Bfsw3liAdGhWSy78dIKpkgd/LJAGfypNdG/L7FsRllmMV+L2rHXtjg+n+i7BkT6PKtT8poRZPh7gv2sIJPeumDqPy+yLNK7JMyYQWHdH7/vh7UmKIhut+9ACZ9/Qbfbd6DYiZMoY+VKSl240GqsMSWFQh/vQQkzPiAi1ktQVKnIlJVFGStX2iw8mnfkCMWMfZPUl1gGqTE5mUJat7FS7gxxcRQ7foK1EnoPhthYSlu6lPTh4URElHvwIKUuWkRJs2ZR7JtvUsq8eRYNuDP//ptCAltYNZU2JiUxhTOwBeUePEiqEycoasRIutP/aasisUREqT/8QHd69TYru/FTp9GdXr0LrvPYMVKdtt+D0xAdTZJaTbn79lPO7t3m47qwMEr46GOmiJ88VeS1l5b0Zb9RSKvW5thBu7LFxVHk4MHmRuJGtf2ioEQssy957WGKGDDQbkcCk1Yut/iia0sl2j/G8nMeul6iK4srThm7tpQ16tZny+b9NvYRKWS1REaVRIcnsWrxqgSZJCMrDrvjRdu/i6JBpk39Rbq0wFJeXSabWxhVIlvr1j+8WfajRqU8v2/tsM5u/LFlhSldFQ13NXYZx/oglgd5ScCVf1gc1OlFwNV/Wc2sOh2BK3/DnBJUGKUD8NoWQJsNrBsNvPArq50lmZjrz+1usc8/+rLCpg4uQG4cELoH6D2z4PyVf4Fj3wCqFMCzLhC2n2UmZkYAyTeAnu8Dnd9iY5OusTHVmwG+jYHnl7KaYXs/Bm5tA577gckAMJdn4WxO30aAPo/1bHxyhsWlCM6ecKrTlMV72cLBGXpVNSQNGYraPyyAS2Ag8NIfgFFtHqI+fQYKNzcIShsZpKXAtX17KJydoVAq4PX888hZvx6k15vdkHmHDkHOzYX3yy/DMSAANd6ZAudGjQCwXoJJMz+B6tgxOPj6wrl5c3g+8wz0oaFIX/Izas2ZjfQlP8MQFgZd165w8PWBc+PGCLx8CYp7iqM61auH+n8sR/aGjYh5ZRSa7N1j042oPn4cGT//Aq/nmB9Fc/oM1MeOocHaNcj+91/kHToMEiV4Pf88AICMRniPGmWObctHcHJihWN79YJb587Qnj8POS8PngOeRtaKv2CIiLDIAnRp2xayRgtDbCySPvwI3i+/jGo9mNmeFfN80lwL6V7y9u2DmJYG3zFj4PnMQMtzu3Yhb+9e1Pzma1R7vHuJ37eS4PF0f0AQzHFn9hAUCggurhAcHCGpNbj+mytiDxJe2K2A0sn6M3piugy/hm3RsE5tCI6OkAx3a0Pdrf0kGmRoUoFqNcvHddZuigLt7mnxqU4CciIJ0ftk1OsjlKubDgCq1WZZnPkuzaYvCnBwAer1E+DoLqDfMsvxj88W4OxDOPO5hKYvKhDQqUAepZOAASsUcLWsRwwXX2uZq9UCOn8koGaX/IKpzMUrS4STH8qo95SAJkN5fBXHDq2GAi0GsbAUdSqL6WrQw3algYeBqtb8iB7irMZ7ubqGaeIJQax/4873CtxyZ5YQBf1jf27wJqL5TVn24Dd1iDa8TvRNbaLgjURJ1++66XyITv5E9EML9jofg5r1cvznBTZ/1WAmx59PM6vYLC+iFQNYva0/n2ZrX76b1ZUcTHRoNlHMWaLNE1h2ZD6aTFbL6/Ri9jorhmhZT6JNY4kS73HvSRLR2aVEGZZ9EGVZppTvvqec3Xso4YMPKe/QYQrr1p3u9O7DrGq391iM116/TvrIqBLf8qKQNBqSRZFMaWkUO348hbRsZc6gix0/gSKeG2R3rvr8Bcr8dzVJOp3ZGqQ6cYJCu3YjfXg4mdLTyZCcTJGDB1PUiy9ZzBXz8khz+bLFMc3Fi5TwwYcWfSMLI0sSGRML3M2yLJP26jUKCWxBIa1aW7VOin3zTYp9880S3wt9TAylLl5slV2Yu28/GWJjSR8RQZFDnyftjQI3cOgGic7NtW+hiH93KkU8+5zFMd3t23TnyV6kOnfOqrfjvWRt3EixU6bcd8/FfIwJCaRKMFHQQon0OQUWF/W58xTSoiUlb71CMQcKrifhFKuDld8yKPWqpUVs57ACa86lBRJt6stccNd+rVirzc6X2T7h20q2jyRJtG+M7bZB93Jns0QH3hJJNJTcaqfPlmnrcyJd/sna8iUaZDr2vkiH3i6dhXr3SJGuLJZIEtn8a8skurRAKpVcnAeDR+b5XYlwixcAo0mNjKxbqOXf1arSealoP5plBKqSgYwwVltKm8WsYEfmsGD5jq9bztHnsRY8rV8E2r7MKs837g20eh6o1R7Y+R7QfCBQvzsAYpYz/5aAX6HaRU7VgHcusG8BDs7A1gns335fMovY8JWs+m/6baBaAODfmiUF3NgMpIUA535h/1ensLpjITuYxS03HmjzomV7HgLQebx1yx5VEnDwM2a96v1xwfDgLXAJ/wWa7NFQHTgAj6efRsCn/4Mh5Aag3gkYVCAiiCkpcKxVC66PPVbm25++ZAny9u6DY+3aqPXdt3CoXh26a9fgWKcOqk+eAjElFS7t2gEAvF4ehux/V0NSq82B2lJeHnK2bIXPyBHQXr4Et85dLCxY7r16IfCCZVX+GtNnwMHP8it/5ooVyPztdzQ9fgyONVmWoluXLnDr0sVinJiejvSlS1F98mQ4BgSYK+irjh4FGU1wf/IJ+E2YAM/Bg5h1sBClae0DACmffwHt9etwqlcfbp07walePcgaDRKnT4fb493R4K+/UOvrr+HSomCfwBEFFoj8Wl8eTz1lPlbnpx9BkmSxj8LdHc5Nm8DRzw+mtDQkz5qN2vO/h8LZGZGDh8Cj71MI+OQTZlHKyYHuwkXEvDwcted/D5cWLVBWTKmpiBgwEHjxe0SeewYNBghwvptj4tykMbxfGQm/HnXgGGCZxZh5iyCbBCgcYNWSp8kQAd5N2bHqbQFVHODVBGg82PpvhD6LBcYXtqTdXi0hchfQ5yf7leVt0XG6gLwYoOEzAtKvE2IPETpME6ysdNo0wtGpMvxaMtmSBUJerASvxgLajrdtPWo2TIFmw2zvm3CCEH9MRrfPFVA4FOzl7C3A2RuQ9NbXkHiKkH4N8GhgvZ6oIxx7T0bTFwU0etZSnrq9Bfi2YJXk+yxUInyrjJs7CW3eEqD0tV6Lw3mU4LZdAAnJp3Ht1u9QaxLvfzGfBsxdd+on1noo6hhweBbLCgy8m44TexbQ3O3HcWMTsGUcK4QKsHY/3SYCDZ5grryJJ4FBPwIXl7NyEtnRgC6bKWOF8WsCOLuzfY1qpiCp7xYrrdedKVRDfwa06cDlPwFVKttXEoEPwlhJiqfnAoHPAhvHsMKw55YCTZ9m15F/bZNPAw17AhnhyN2yEarjx9k5r7rQP7MeYuDd7EQiYM+HUITvh2crD9T6ajacW7ZE5l8r4DV0KPw/+Ywpi+1GImfjJkT07Qd92B2bt5REEelLl8IQGWl1zhgTg/RflyFh+nTA0RGCqytknQ4RT/VF5u+/I/aNMUhfuAhuHTug8a6dqJHfOsdoYlmHYkFeuubceaR9/z005y8ga+UqqI8eMZ/T3bgBU1JBIT8xPR3G1FQkTJsG1VHLAqQ+o0ejzqJFcHQjYMe7QK7tz5UhOho5GzfBUChzBgAy/vgTqfPnA4IA/w9mWCldAMsALOmXBNXx45Byc6FwckLyp58ie916AICiWjUo/fxgysiE6sgRxAwfjpwtW22ukfHLUmT8stRSBkdHa9dq3bqo/9dfcG7WDFJ2NvS3bkFSqSE4OsKpUSNkr1mL3B07AADVJ0yA/8cfQcrORtL/Pi3RtdjDoUYN+M+YjsZvtcQLuxTwayVYnKs1axYcA/wt5gSOVGDQeqVdd16rMQrU7snONRyowFNLlPBuIkCVYDmOJMK+12VcXWyZdaWKZ70E9XaSW2P2y4jYblnUlIhw7WeWYSgoWPHU+ONkUU7CqCLsfFFC9H6CbAJSg4ChWwWYNEBWKBB7gHButoTSok0n5ERYlmow5BLOfimh66eCzd6JdZ4U4N8RFvJdXyYj6SyT38mdfQe8l3aTFVAnAhe+Ydff7CUFnt+lsOmm5HAeOara5EZU9aZKk6in9MyQ4geWFNHIWgbt/oBIm02UervgXL7rb+9M9tqoY9mH+ehy2PndHxCl3KTcswsp5M56knU5LDD+0l8sSzGfkz+yTMWfuzB3Zvodoh8CWeBhPofn3nU9DiBa2OZuYP0aVqBVl0tk0BB9U4fEbR+xjMaIo0RJN9i4xe2tC6redW1GPN6WYl9m7jpZlul228coYfoMNsZkIFrQjLkx75K7Z49FAHY++rDblDayISXPGGPzdhqTkiikVWtKX76ciIgSQkPozvkzRESU9OUsCmnZim537mIOtpZNJkr7+RfShYWRugQur3xkWSbdbfZeiSqVRYD/7Q4dKf7dqUREJOn1FNKuPeV92ZsyPnqJdGFhFuvkHjhAWevWkWbXSqLZPiyz1Q6SWm11LO/4cQoJbEFZGzaWWHbt1asU89rrZExJtTqX+NlnFNbzCXZ9oaHmPWVZprBu3SkksAVFDnuZ4t5516LoaWGMaWlkTEmh7M2bSRcRQXlHjpCk0xUt0/Xr7DrWrWf7GY2UvWkTiXmWiRm6sDCre3g/yFLFuav2jBbp9KfWbrU7WyRKDy7dvic+FOnQJMu1dFky7XxJpI19RdJmsPUKt+nRZcqkz5XowjcSpVxiRU3zMwXz4mTSpsl0a5VEdzbbdztqUmXSZZVMVlWiTNuG2C4Cm48syxS6gbkKJZG177m2lO1v0soUtNB2sdbg5RKd+qR8M15NWsuszfJAkyKbkxE41lT18/thhCteFcW2ySyeapYXUeg9FbhD9xElXCb6vgnRgS9YRmN+v0UiFtcVf4lo60SS5vjSoRPvkCjdjc3JimbZh0QsI3JePaJtU9g+f97NWvuxJYvzImLK2N8vsHIQ534tyAiZ42dRRiNn2yYKadnKrHgQEauAn5NYkI2pyWQZj9fWEV1dQ+IPXUhc9ox5eNb69ZSxcmXB/Ltyxr/7LiV9/rndWyVnxJL8hSeljWxid4wxJZWVTDBo6PJXw+j3t4ZT7t69JObkWMpcFOnhrMp/4lWLw+ozZyjv8OEip6ovXCBDdDQREUlaLd1+rB1FLn6aMndaZqMaExIoJLAF3W7fgeKmvEOGqHCbylVRyLJMquPHKXPNGpa5WMz1GZOTSXX6NIX362/V85CIKaLJc+ZQ3MRJVudSf1pI2Rs3UszYsZT600LSXLpEospa3oQPPqTw/k9TSKvWFDvhbaZQbdxoPi8ZDGZFLH35cooa9jJJOh1lrV1rV5mrCM7NlejgBPsP85ydO4vNhiwKg8p+SYSsOzKFrrddfd4Wkkm2imlKucSy/y58I5Im1Xqdrc+JdPrz+1NW9r4q0tGpIsUett97sShiD0t08XtLxe7qL5K5zEZ+zBwRUwY39Rcpaq9EN1dKdpUiWZTpwjcSxR+X6cSHYpkzO0PXsSxNW4peWdn9ikjHp1dsL8CHmUfy+V3B8BiviiDyKHBtDXPd1WoHBNzTmy/wGeYudHACLq8AlE6ASVtgkz+1EDBqgInHoXjyA/T1bQSFJhOIOw9seoNlIXZ4jWVEvh/MYrzSQti/6WFA5zcLYsBubGKuwqb9WFbjkblsL9kEnPgBEAAM/AauHbvCZ9QoONapUyCnf0tLuXPiAO/6gFt1oFl/KFsOZXFrd9EFByN35y74jh4NIesOcPAzaOqMg5SZAOn2cchxw6Gobx3DJfjVhzTlKnwU1ezeUrObKPwgOomHEOD1FJI//wKBQZeRvuRnODdvDp+RI4p+X0hi1fllSzdMxq/LIGZmwqNfP6sp6tNn4NahPap17Vogr4sLPJ99BjcaJMLHpx66FhrvWKcO6q9aBWV1Pyh9fBD5VF94Pf88an01t0jRstevh1vXrnBu3BiCIMC9d2+YkpIgZWfDqWFDq/FiejrErGwYoyKROH0GGqxdi6aHLft9Smo1kmZ+At833oDu2nVIapXVOt7Dh0NwdID38OHQ37mD6KHPw/PFF1Dn229hjI+HlJMLhYszdNevw6lhQ9T7bRliXhkF13bt4DW4oNJowqRJkHLz0GjLZii9veFQMwCCkxN8Ro0yjzHGxiL951/g//FHcPT3t5KlPAjoCHjWt3RXha6Toc8EWg9PR9JHH8Nv4kT4T3/ffJ5k5spzrFa8m6uo4qTxRwjhWwmNBwk2C6HeS+E4KrP8nQX0WSTg+PsE31aEpi9YjvFqBKRcZO5NQSlAn8X2rNuHkBcloG5vAUpn63Wz7xBcfADXGgKajRAQtZNw4WuCa3UBNdoVL2th8mKA9OtkIUPrMQIc3RVW1+VRT8ALOxVQOAA7h8kwqmCRGZmPLAHpNwge9YFqtVlV/jOfS6jbW0CDp0seEdNokIBqtQR4NizdNRVFh6mKEr2fHE5J4YpXRRDQhpV9iDoOvL7N9hhXH+DZ+UB6KNDrQ3ZMn8vKP2SGA3W7sDEbx0ChcGDNquMvAh3eYOfM63izf73qsgr5F/9ggfT1urCA/fFHgEWPsQD+m1sBRzemeAlKQJ8FZEYCwRvh1PAJ1Pzic9uyRhxh17NmOIsFa9afHXd2x+E/l6Je68cQ+PiTCJg5E35vvcWqvOtzgORgqM7+ASkhHoY0EbrQCFTLV7ziLrCK+gGsHIKyZmPrffNjy/Ir/hvUABTAmN2o5d0a0nQNAEB31bKJtSEyEpl/rkDAzI+h9PYuOFEjEDT5HLLXr4d7r5pwqlsHefv2QcrNRfVJE5G9fgO8h78MSaWCg7c39HfuIH78eCh9fdHgn7/NZRgEQYDf2xPRdPG3qDVjJEypaVC4uULp4YG0hQuhPnESdX76EY5+fqg560urkg8AYEpLA0QRjrVrQ8zORspXX8N37BgEfPSReYxj7dqo8c47Nt+SlLlfQXPmDBrv2we/iRPh3LyZ1RjS6aAPDoaYkoxqPR43N9EuTPyECVB6e6P6lCnI2bKFyRYTy/b46ivob9xEnYULYUpOBokmODdpglpffw3H2rUtqud7vfgiZC17v9x79YbP8OFWexnjE6A6cAC+Y96oMMWr0SDrh7Q6EdCmEhwDAtBw00Y4NSr4rKniCMemyRD1wJCtCqtK7fbIjSJcXyaj0wcKc3mJNuMENHuZlWUoDiJC4kkgoLO1wufgIqDrp0BAJ0DUExxcCs63f0eBzFCCLLFmAZkhQOgaQugaACAoHIF6T1nvf+w9GTW7AD3mKuHkxpSnjh8IqF6GXJY24xRoM67g9eFJMrybAk/Ms53anx9DN3iDAkonm0OgdBIwaF3BfNEgI+4IwZBTOtmcPATU7V26OcVRuwePO+OULwIRVXkr9ry8PHh5eSE3Nxeenp5VLU7JEY3A6YUsG9GvCQui9qjF2uGk32GtezwCgLB9gDaTWakAVktqURugzTAWCF+vO7N2HZkLZEUBI/4BAlqzNRe3AzQZwJt7gbRQYNvbwBPTge7vAO536xip01kgvdIJOPUjU1ju7Aem32SK1cpnWMZj46fY+inBQLtR7PXmtwASWU2wpwoFOO/9iGVkqlNZfTI3P6DnNBb8X7Pt3cuQsGLaBAQ+/gR6OZ4AWg5h9yKf2d4gpSOkybch5amgOngQptQU1Jo1C/ipFashNnZ3wfjEIGYtfPJDVgvsz6cBhQPw1j4AgHR0MQybv4bbqE+AEwuASadZwkHhtyQrC0kfz4Tm/Hk03rYVCk9POPj7Q33sOHQ3guE97GVEPv00akybiuqTJ0N1+DAyV66CQ40a0Jw7B89nnkHOhg2oNe8beL/0EpJnz4Y26Arq/bwETg0bIm7iRJDBiAarVpr3DH+yF1zatkW9X5ciefZs5KzfgBofzED1CRPMY3TBwchcuRIB//sfpIwMpHz1NaTcXDTZuwemlBRorlyBZ9++VsHqAKA5fx6qo0cRMHOmub6ZITwc6rNnkf7TQtT7/Xdzj0bZYID+1i24dexo92Mr5eRA4eUFQRCgOXsWgosLcrZug+rQIdT+9lu4dewApbc3DFHRkHJy4NaxA2StFmQ0QuntDVmjgaKabetkzrbtSP70UzTashkurVrBlJQEwcUFDr4sVY3u1lEzJSTAqZRtN0yJiVCfPIlsj+Ew5CrQ8lUFDDmEI+/IaD225JYRk4Ygapn1R5VAOP0/GdXbAp2mC4g9BNR5QoCTp/2HrTqRcONPGRnBQK8FCng1thybeYuQcILQdqIAhdL2OllhhCOTZLSfKsCzgYDcSELzEQpo0wnH35chi4BsBPw7COj+peV17X1VgncTpkQBQHa4jPhjBGdvZk3ybmJ9H1KDCG41AKUrW9fFDxYK3b3XZ1IDPoElUzjiDstw8RPg36H8FJSL38nIDCE8+89DWqfpP8RD+/yuQnhW4/2QGw+c+A64c4ApOIvaABd/Z+dqNGdKly4HuLCcKWgAy/ZLC2F9GnMTWXPr1BusBIVkAl5Yxvo4rh4GrBzMxlTzB7zqs2zJgfNYSYgfmgJX17A11wwDfu/FlKLIw0DCJaDja0xpqd0BqNOZWbmC17O+VpIItBwM7JgCgFjB1B7TmKJ1ehHwU2u2RsRhIOYUy6DsPpkpVneVLgBQKJSY8M1c9OrZAki7DeTek+4V0BpC/R5wqF4dzo0bQUxLg/7GTeTu2gVTp/+xBuOFOTwHOPo1sO6ue6rTWItemJlBesQerQ6Tbycm/93iscb4eKQvXQrZaIQxJgaaM2dQd/FiQKFARJ+nkLN+PdSnTiJn02Y41qmNxrt2wncc+8ru0b8/Gq5ZjdrfzkOTvXuguxEMwdUVzndLG+Ru3wHnxo3N7j73Hj3g/kShJuIA/GfOhN+bYwEAtWbPRtPjx+D31lsWY4yxcdCcOo3MP/5A9EvD4DvmDQT8738AgMTp05E84wOoDh+BLbSXg5C7fQdknd58zLlZM3gOHAhl9erQFCpxkb12HWJHv2o3Q9SUnIw7T/ZC1t9/AwCq9egBpY8Pcjdvht+bY+HR9ymzldC5cSO4dWRlQxRublB6e0MfGoqwrt2Qt3evzfWrdesKv7ffNt+vmNdeQ9KHBVY8QaFA9rp1iBwwEIbwcABAxvI/kLV2rc31CpO7cydS5sxF+vEkJJxg3xcVjoBHXVbyoKRcXiDj4HimAHrUFfDsv0p0+ViJlEvA5QWEmINFfxfNuElIOGlb6TKlpiLkbxHhWwi6TOt1ZJGgzyJc+l5GyzcENHpWQNxhQshqAhFT2DRJQMf3BbR5S0DjIdbX1fxlAQ0GFPzp9mmmwGNvKxG9Gwj6wbbsAZ0EeNQXcOFrGSc/lu0qXQBwZZGMU/+T7Z6/l/r9FeWqdAHM2levD7c0cR5RqjbEjPFQB+flJLDioSYD0bHvrAqI0qLHiFa/zLIbgzcRfRXAxtzYwoLb4y4UtP65tZ2Nz4hgbXx+7swC4U8tJLr8N/v/mhEsy/DXHgXFWte+QvRLN7be1TUskP67BkTL+7LA+B9bsbFHv2XZlD+1ZoHmh+cQbRjDAvPD9hNtmXC32OqzLBNTlU505xAL4J/tY9ljMf4y0dpRROtGE82tURDwXwxRLw2jsM6PUXjHpux+FGbNCCbn5nEWhw3xCWTKzCRjairlHjhgtWbm6tUU0qIl6SPYvc8PDpf0egpf8TWdPTuH9PrcEhXqzPx3NWX+XVDoVnPlit3MQlNmZolaG+kjIyn9119J0ukoafYcSl28hPR37pDm0mWKHDyEUhb8QGHdupPm2nUmt0ZD6b/+atHLMWPV3xQx8BkyFOpRKIsihbRuQyGBLUhUqYiISHXqNGVt2kz6uDiKf+99MsQz2VO+n09Jn39BssFAqT/8QLrQgixCWZYpe9MmMqayjMi4SZMpddEim9ci5uZS8pw5Fr0giyLvyBHSBAVR3rFjlPjJ/0jS68mYmEhJi1eRfPf9iB41muKmvFPsWob4eArt1JmytmwpU1B4PunBskUh1Xwid7PA7MzbRQd2qxJk2vmySMkXZIsMSlNWFoW0aUsnx1yhTf1FOvCm5WcjO5wFmkfvl+jIOyIlX2RzJaNMhry7/xdlyo2WKTtCpsjdRcth0lpmJ2bdkSklSKLofZbzJFE2B7xn3JLp5iqJQlbbXzs31nbPynwZK5PofbYzIjkPDg/187sI5s2bR507dyZ3d3eqUaMGPf/88xQaGloua3OLV0kJP8Tiku7Fqw5zLTo4AX1mMvdgYZ6YDnQex+KZPGoxq5GbH9DmJWb9WvE0sOmuVcfFm1mtXH1YGyEHZ2axeuJ9oNMbwJMfMbdiTiwr1Dr0Fxa8P2od0OBxYFE7oO0IVnxVl81cnacXAnkJAAQg7gxzM9bpCNzaDgStAkK2A05ugE8jIPk6AALUyUymiEPMmtbvSxa39md/5uJb/hSrOxZ3jlnCXtts3SbIpAcSLhe8TgwC9Lmo9/tvqPXNt6g5bhBzdRZm9Abgy2xg2J/mQzlbtiDqueeQOOMDOPr7w3PAAKu3wGf0aDQ9chjOTdi9V7ozN5jC2RnVBg+EUdABqTehOLvQ3DLIHr6vvQrfNwqK3Lp16GCZcHAXMTMTEb37IOO33+yulbZ4MWJeGYW8/fuR/stSGCIikbtlCwQnJ0QPexmZf/wB2WCA0tMTSm9vOFb3AwDWmmjxEmjOnTOvZYqPhzEmBtpCxwSlEgEzZ8Lt8cehcHGBLjgY8ePHA6KIlM8+g+rQIYipKchauw6527fDEBcHwckJ/h98AJfA5gXrCAJrnXQ37kpwcYbC2br4kqRWI2v1Gvh//DGcGtiomGkDj759IaakIGHSZGbpTElBXk4tnN7+GhLPOwIAGqxZjXpLf4GYnY3cHTvM7sh7UXr7wL3Xk3Bu0MDcxicfKkXERPW2lhajfBo9J+C5dQr4trA8J6nVELMLinEpXQDP+kD8cRm7XpYhGdneSi8v+L83DbX6sftYp5fl+q41gAb9Bfi1FND3F6W5fY7CUYCThwAigmwEPBuy4Periwmi3v51nfpExp6RMoxqFuiedJoQf5Rw6XuCNq1g3rkvZRyZwu6pXysBmiQgcof9dT3rC/BrLeD2GhmHJ0ogiZB+jbBjqIzk82WLTNFnEUzq0s0VdYTLPxIitxdjgbxBOPGhBH12yddXJ1V5hA2nlEiyjAvJd7A76hIuJN+BVMzf8vvlxIkTeOedd3D+/HkcOnQIJpMJAwYMgEajuf/Fy0V9u08eCo15YRuilfZbzBTL/k9ZKyCDxvL4gubMypNfm+v6RqK8FPb/4E2stY9oYi198ktBfNeYaNkTrOYWEVHEETbu1EJWl0ubzUpKfNeA6PzvzIq18U3WaujQHKJbu9ix7xqyUhOzPFkD7du7iXZNJwrZQxS8mVnijnzNWvssaM7GX17FLHFpxdRdOr2YrZt6m0iVRjTLi+T9n5L26tUSp9sTEWWt30ARzz5HMW++RQkffFDieYXJ3buXIvv3IPFzfyJ1hsU5UaWihOkzSHv9eonWMqakUOrChWRITKToN8aQ+vx5u2Mjhw5llrioKDKmsPdUzM0lWZYp79Ah0ly5QiGBLSj5m28oa+NGi2bctixKhVsKETELS35T7UsLJDo43kRZ69aRKSuL4iZPobTFS4iIKGLQYNZ6qO1jJbpGe6T9/AuTd963JRqfb1UzxMVR7NsTKSSwBWkuXiRDnkxXf5Eo7phkbhtDRJS5ahUrnxFiXVNPlWj/MxN3RKItA0XKi78/y0jKJdmmdSX2zTcpYuAzVscTz7IaVbbqhsUfl2hTf5FyIq3PaTNkm3Nu/S3RlmdEMuSxRtxFXXNOpEwnPxZp22BW7ysniu13Y4VEWaGW86L3SRS2ocDCJYsyqZMkUicXfb+idkt05kuRZJnVsbr6s0Ta9LLd490jRTo5s3jrcHa4ZYmNvLjim5InnpFp90ix2OvJJz2YleyIO8IbdpcHlfH8PhB9hXqv/4QC/5pk/um9/hM6EH2l+MnlRFpaGgGgEydOFD+4GLjFq6SM2Q0MK12bFjNHv2GtgAKfZYHyhXlzH9B1Imvjc24psHU8awsEAA2fBHa9z7IJ63ZmMU8AK+GQEgyc+J7FZW2ZANzexQL1FzRjlqbJZ4FJZ4D4C6yivULJ2vpcXgFsfBXwbshiwBKDgLYjWZPtuPPA4J+AhPPAtkksK7N+dyD6BLO+vXORxVwNWQxsfJ0F6t/LxjeAQ1+y4P3nlwLVm7MkgJdXQK1vhZhXRkFz8mSxt0zMzET08BFwrF0LTfbugf7WTeTt2w/ZaCz9/XdwgKJGAxhf2oHEWd/BlJJiPiXn5UF94gSMMTE2p8a89hrSFi82v06c8QEyf/sdudu2Q3fhAvL27be7baPt29H84gU4N2oE7cVLSPvhByg9PSEIAjz694dr69Zw69YNLq1aI2XOXCR9+hkAQMrNZU2676mITyYTMpb/AbpbbT/1m3mIHvYyiAg+zQH/Tgr4vPIKHHx8UO/XpagxbSrSl/wMMT0d9VatRL2fLWPqRB0h40bBN3992B2kL/sNybNm27we1fHjcKhVyyp+zRbqU6cQ/fzzyDt0iDUK//03ND1xHG5dusDJQ0DgSAEx+wnRB1igOwB4jxyJ+v/8DZeWlmVMMm4S9r0qI+5wwTdcIoI2lcnuUV9AnScLWgSVlfNfybjxhwxDZCRUhw+bj/uOHYvqNrJLaz8uoOP7CkTvIxx5RzJbvgDAs5GA+v0EuPhZztGmEnYPlxG2gdh1vS4hL4bN8+8ooMnzAhzdWCage237MU5RuwmpV1gsmIs3cHMFwcEFaD1WsAqKb/iMAo2HCog7IkMWWQmIyz+wIP58SGJZmoU/D40GKdBjjhKCIMDZW0D7dxVwrV62uKu2bwsWLahsoU4kHJog487GAhk86hXfKLx2DwGD1ivN2aW6TMKNP2S7FjavJuw+1WjPY8geBg7GXMV7x5YjRZtjcTxVm4P3ji3HwZirtieWM7m5uQAAX9/772nFy0mUFJ97XCsGNVNoiiPqOHByPqt/lZvASiMMLfQA9GsMPDef/T/2LODdAOg+hb12cGa1uaKOAqsGA4N+YPW9bmwCPOsA1zcCSVdZ6YacOOYadPs/e28dHtW5dv9/9h5PJu5KjBDc3d2Kl0IppS2lCm1pqSA1qtRLS1uoC1CBtri7u7tFiLtMdGb28/vjCQkhoXJOz/u+5/tjXRcXMLN9ZK+573Wv5Svbg9POyzboiPngKJf5jQZXaTvhKIOobpLgBbeSbcLUI7JtCVBaIEeflk+GWWmUdf4A0+4nEcd+Qg1uKgcGDC7SkuIaUg7D8Z8g5Sj4NpBk69oUJ0CTUbhEFON11xUy587F3Lgxel/fOi9Z2fnz5C5ajCMnpyoLsP7OnWiVsTd/BeUXL5I6fQbuQ4bgc+89KAYD5QlpFK5fj9dd46oyFA3BwTQ4fOim2zEEBKL38pZttq+/xrVzZ0yxsRRt3YohMhK3AQNIvHsCnrePwmPYMLIXfE75pUsEzJyB3ssLnZsbAHk//4w9MRH/p5+u2nbu4h8pv3wZZ34eIR9+gKqXrTehaWjl5QhHTfuHok2byXr/fUoOHyZs/mcYQkPwf+45FEUheqhSSUrl9Sk5cpSMd97B4OeLW8+euLZtWzUReQ0XfxWc+krQJuoJnFcv4iwqRDVVTyDm//obtj17cGRkIJwODEFBeN0xulb0Tl2wtGyF/zPP4Nq+/XXXMqDq38nbBen7ofd82WYDUM3mGn5p1+BZeaP0b1V9o4xfLTj8nqDtcwrpB6HN039+g/4j5F8ShPWGuDEKOe9/TuGatTQ4dhRFp8ParbpnuH2aE59GCk3uryYRqg7sxbB9mka3t1UUncxObPuMUqsl6qwQ8mMj5BCyyUMOCAD4NlHwbfLXzqHpgwplBdKLS2eCxveqlGaBota9fuouwf7XBUZ3hcC20Pg+Fft1tm72UriyUmBwka1YkOTWWX7z6ce/g/Bef/4b3zUYWj+lENih7v2VZMlpS4/IPz6enFNwbrEgqIOCb9PazxtcFBrdc4t0/TfAqWm8sf8X6qLQAmlD+caBJfQOb45O/c/VkTRNY+rUqXTu3JkmTZr8+Qp/glsVr38FV7bBm6EQ/+eVG0LbQr/XZObifWuh1028skD6ejUaJicQARbdDu5B0P4RSax0Juj2rCRdnuFgt0HWRRmu5hEm1ympzIDc8S44ndL/y1EOgz+g5MHtLOn+Ko7W90FUD4jsJrc75ENZITNZYc/HkHdFVsMGvSc3maqQddqL4mwPWX07twoe3FqTjC6fIvVi5QVS73YNtixY9STkX0VndcU75AruPlf/8JLZduygYOlSHKmpmGKkP5VqNKL38/vz612J8kuXKDtzBtu2bQink+THHqdk3z7ijh/DpaWc1Cs5coSsjz6q0hSVnjyJ7YZqXMh77+I94W7KL1wg+9PPMEXUI+ilFzGFh+NzzwRsmzdhT0+vqkKVHjlM8f79XOrZC0e2rG4KTaPi0iVMTZuQePcESo4exZGXR+Y77+AxdCg+996Le58+WHtIAyK9lxdRv/+GS8uWZLw5B0duLgDe996D57hxmGKiSX7scXIWfI5t2zapjVq9mvOt21TlWWqlJdhTkinasBEhNJKfeKKWj1fkIIV2MxVcmsfizM3FtUMHwhbMJ/I36eeV9dFHFK1ZgzM7m/LLVzDFxOB1x5+Y1FZCZ3XF5/6JJO60snyYk7Lcml+d0cMV+n2t4t1ApeTQIRxZWTfdlt6i0OgelZJswdYnnGQdFwS0UfCKgxMLBOkHRNVH5l9Fyi5B/CrQmRT8p08nYunSWkQV5PSkwa3mY8GdFRqOU9AqL2/ydsGeFzQyjtTej9lLIayHQkBrBWso9Jqnu2mAdt5FQXlB3VUbvVkhoDXoLVCcIfCMUQjqeHMyEdpDIe4uhXM/ajjKBL5Nai5vtCoM+U2l4YTqx858K1g5SsNe/D+jh1IUhaghKi5+dZ/HoXc0tk+7IdtSE2SdEDU0fqHdFW77Ra0ikLfw34tDGZdqVbquhwDSi/M4lHHppsv8E5g8eTKnTp3ip59++ke2d6vi9a/At4F0h/f8CwJjo6t0jL96AKKrxeRacS75vz6Lx20vovOu9DOa3wVKcyGsvbRL6DhZVtZa3Q0D58hql8FFEqnyYkCRrcH47XDyV2gxTorkD3wBB7+QrcWxi+HLXuAWhPnqfkriG6L5X0BrcAI1ujv0nCWrcEcXwdGF0j+sz8uyNdp8DADe99zHleWryJn5FpGfzcfcsmPt8xz9rWyBbnpZDglcQ+5lKeJvMAg8wzCKVHwHt4ObVLtwOvCpl4Tbd2/jEH4YQ2sL2/8K3AcOxNq7N4rBgKIoRP78E/qAAJTrfhXZtm4jb9EivCfejz0pkYRxd6FzdSV2X7WAPeOtt7FnpGPbvgOXrl1xHySDzkPel6T0XLPmKCYTnqNGIZxOivftx6V9e+xpacSPvZP6mzaS+dbbaHY7vpMnk/rEVDRbMXovL6LXrEZ/XRXoGtJfeQXFZMa1Ywdyv/sOa8+e6Du0R9HpCHrxBSqSk7kydBgeo0ZRsHQpl/r1J2LxIjyGDa0ipzqrFdcuXSj87Xc0u52K+ASE04liMFTtx+ytUK+vAn0fx/+xx2qFbvs9/TT5v/yMITAIx9atuLZry59BKy0lb9Ei3Pr1QzEYcAsNJKCNJAjXQ9UpeESCVlJC4oR7cB9xOyGvz6563lkhyDgMQe3BWS7JzMG3BC7+smDrGqhQf4RC3kUI76Vgt4Hlhrbejdj/ukZFkcA7TqHxvTV/cza8W1YNpS2FF3ovrzq30eGFmutln5IGrJ1fVekzXz4X2r2SGNVhpWawKrSfpXB1q8amRwV9F6h4xtQmCKl7NHY/L4gYoND22boJROQAlfiVGs6yup+vKBLsf10jbpyKXzMFt1BB2j4QN9Ek31jZ8m+l4CiT3snXw1Eq0Bkh9zxcXCpoPU35S67//y6aPaTWMlRN2Ql7X9bo/IZKcOXXktAEl1cKAtvxlyuI+Zdl5dAt9BZZ+7+ErNKCf3S5fwVTpkxh1apV7Nixg9DQ0H9km7eI178Ci6ecNpzXFh7ZDb61XcNr4PC3sH6mNPys9MFK3bOc0CtLSNlen5DGLWDVVIgbLLVaSXuhvBD8G8HnPaTvl0c4rJ8B9fvDPSulxkpnlL5cxxaBWyA47LINWJwp91uQBtveAtUELe8GvzhaxUaTfSaDIN1JOPkLHF8MIxZIPzEF2TPZ8xE0HCpzPFT5qz9g2jTy3puKYdfT0PpA7XP0ayD1ayM/l2TzGnzqw7Px1Q77968n59tvMe8/gGv7dnB0Ebb1K9Ba3Id7l9agqCgHvsDUzR1Tt2dq7+dv4Pq2ZF3u8X5PTsXnwQfQWV1xurvj0rIlPg9MqrmQpqEoKqKigpKdO3FkZ9dokQZ/8D5acTFFmzaRt/hHIpYuwRAUTMm+vZSePEn5lSu4dOhA7qJFpM+chcfIkaBTib9zHAFPT6tzOlArLkEUFVGRkEDMrp0YbiCpjqwsojduQO/tjbFeOM4iG+b69fF79FESRt9BwKyZ5C9bRtG69aDXYwoJJWjWrFrmrPnLlqFzd8etVy/sKam1SK7B14fSg4co8/DA2qM7rh3rINw3oOzUKTLffY+CdetwpKYRu2c3fs1vfjNTXVxIi/iMXFs01+89abPg0NuCxvcrnP5G0PlVhUYTFBqMrW4p1uunUq8frBrjxBoEPT7UUZotOPCGRpNJKlnHpWmoT2OFwiRBYYLAWQFGtzqOQ6dgrkO6kfPNt4iKCnwferDO4888ItBboCj5WuNDurCHdP3j6+QVqxDWXYBSvd71SN0jyWqDOyWRyDkNPo1rthIVVaH3ZzocpYLzP2lEDq5u24IkqPmXZUAFSK1XxIC6jyf7pMCnEVWt0QqbwDsO/JrXJJrCKVg9ViOsl4JPQ2S1sVjBcPO0r38bl1dIg9hu76q1DGkD20HraTVJrqMULiwRIP468dr9vIaLP/Sce8uw9f8S/Cx/Tbj5V5f7OxBC8Nhjj/H777+zbds2IiMj/7Ft3yJefxdZ5+GzztBjJoS3h086wsPbZaXoZmhxl7SSuC6zMbjbGDLzzhE44BH4dpDUVYV1gGOL4fRv8m+vCGlDcXE9DF8gf3peXAdhbWS0kMVbVpia3QEnfoGkPbL91+91SZ7Sjsg/AGueRh3+GU0bD4eidLmtwlRY/ZT8hu81i5JCLywFG1Cu7pUO+V4R8hwB186dcM3pCEe/B1t6tWs+UJiaQMWGV/G9ugJ0Borv2UXRN4tx694J1+3joP1D0FdWM4Smkf3Jp7j17yeJV+4VcjaexrHpDdz3nZAt2acvyPP+N1B6+jSZc94i+K056AMCKD1+HEvLljWqOqK0lKsPP4L33eNxHzCAet9/h9A0Eu+9D2uPHpRfuIBbv7649eiBz+XLlJ87j2I0kj1/AV7j7kTn7o57Zb5j/m+/Y8/MwBAYiM7qimIykb9kKYVr1hL+61oqgnrD+fU4bTayP5Iav/L4BFxat6Z4zx7SZs/GfcgQjEHBBL32KlcfnUzGG2/i2rUr+PpSkZyMoqroPDxIvGs8nmPuIOill/CZNIn41YLidIHJYED19SF99isoHh6gaVj79qU8IYFLffriP20a3uPvqjr/nC++xBAQgN7Hh4QxYwl+5208hgyh5OhR0DRcO3Ykdv8+8pcsIfO996mYMqXO3Mjr4dK2LVGrVuIoKMSRnvanr1Pez7/gkneC8GHTajwe1lPB4KLgGS0ozZT2BjeLbun8qlpVUXOWgy1VduET1gs8IhUyDgsSNwhGrFXRGWtvQ2hSdJ62VwFk3uE1lBw4gFZWelPipeplBan0Jp3S0hxRJZYHqlqH1hCFjCNgLxF0nVN7vVZPKgin4MpysIZKa4l2sxR8mwiOzRPEjFCrMg+zT8mWq2tQzbgcFz+FIUuui+G5IX7IbhMYrAqZRwTbp2m0m1lZAQU2TtLwiq12x78GRacQM1LBp5FCYFuF0hyNM98J2jzz71eKSjIESZsFsaMVVMNf257eohB1W81lDa4KQ5ao6F3++r47vKDWquzdwv8+2gTEEOjiSUZJfp06LwUIcPWiTUBMHc/+e5g8eTKLFy9m+fLluLm5kV45lOXh4YHFYvmTtf8Yt4jXjTjyA+yfDxPX1X3zdwuElndB3CCZW/hFTxnTc/vXN9+mxVP6dl0HNWEH/mfmQ8lZ8AyTbUW3QNlKbDlBthdXPC5jfJreAQu6yp9yTUbDwa/kN35pLhgaw+APpErXaIXdH0jvsC7TYN2z4NcIDCbIvghHvoeVT8hqWsNhgAZtH5ATkiumYDthpXzMB3hNmC4nHCtJl7DbEQ4H6qC35bFaKksDuz4EkzuG9a/i7shF6Iw43SP47qnJ9Difjt7bB9du0yCwGeyZB+0fQtEZiN6wvjpypvcLhLZ9gpKd60n58UuCzAGoZhk7kTjhHoz16v1pwPQ12BITOf3wgzR84il0Xl7YU1Iou3gR7fBhUp95Ft/HpuDzwANVlTAhBKKsrJb2yZGeTkViArYdOzBGRODWowfm6GiK9+7l8uDbcGZlYW4Yh7V79V3Oc+QIPEeOkNutqKBoyxacRUU4c3MpS8ok3vw2zR4eTui4RuQuWEDBylVUxMdzZcgQPMfeid7XD9vmLei9vbG0aknxzp0YY2LIfO89wubNI/mRR8BgJOq3Xwn99BPMsdKHqzQbDr8vaHQ3NL7Pj4gffuBSj57Yz58HwPeBSWg2G+XnzlF26lTVeef/soSQD97HWOlR5jt5Mi7t5Oud8drriIoKolauQOfhgduAAQghMPxJmV3Y7dh278bapQsmvV7GDDkcKPqbf80oZhMh7YoI7Fh91yvNEex5XqPpgyoV236kfkNvTB4Db7oNr9jqG681RE64AfRrqWJLFQgnRA2RpMtuEwgh5ZLXSFjy5Cmcu3IPRWobrCGC0O7VZCPss0//8JzjxqnEjav5WNFVwe4XNNo8rbJrukZgO2j7nIrOpLBrhowD6vu5jk4vq5gqO5ql2YKjH2sEtlFIPyJAk7orzYnUlKlgcBHsfl7mLAa2E1XEK7Ct1Mv9keh83ytOrm6F9rMUFL1C+gGNhPXQZ76KTxNo9qCsXvk2FbgGyqnTGycyr6HxPdVVsPI8KXr/Ozj1lUZ5PrSeVrOalrpHcPILQXCnmiHX0UNVoof+rV38pbzM6+HT6FaL8f8idKrKzPZ38MTWz1GgBvm69orNbDf6PyKs/+yzzwDo0aNHjce/+eYb7r333n9r27eI140wWcHVt+bE3vUwe0g7hWsYOEe2BPMS4Oe7YcAcGXZdvx/o/uDy1u8Hd/4Ev06SNhANh0gN2MxkKM6RE4fdn4WgFmAwS91UUbqMGgpoIpfPOg8D3pDbO/I9lSNIsOiOauuJrDOAKgmTvUROMLoHy3amLR3OLAejG8JoxTTsCay9u0otWVQ1qUh97jlKjx0l5suXYMur0uC15d1SwB/VHZOrleKAPrjePheEQiuPr/B/axC+EZVhxPs/hw2z5PkFNK6ln9G5u+MsU7GdzaH0SjLpz99H0KuvYG4Yhz4oqO7rl3Ga8lXvU+Y7GI9hktQe27GJ/e4G6qmCwPbtCP1kHvEjRuI/Yzpe90wg++N5GENDuWxUcPPxpX67TkT+uhR7aiq27dslkRJCCr0dDmJ37ZRhxk9Nw7VLF7T8Apy5uXjcfnsV6Sres4fkx5+g3g/fV9kgZH3yKfm/LCF88SLsFy/i3iSI4SsBenBl+AiE04mldWsMoaEoZgvmhnF43zWO5Mcex5GTjTEkhMhVKylauw5RLmOCXDp2Im/RIiqSknC77ovAxU+h7xcq+sKzOLL80Pv5EfbFF5RfvACqDkvlBE7Mxg1V69hTUkl/6SUMYWGEf/kFxnr18HtsCo7sbHK++Zbgd9+pEpYLh4OC337DrX9/FL0erbhY6ubqmC4t2ryFlKlTCf30U9x69eRS//5Yu3Ql+M03bvoxSH95NtYe3WsEbgtNyhg1B+T9+CPGevVwH3hz4nU9SrMEmUcF9fqpqAaFrU9o+DSCLm/IL+ZdszRsybINN/hHFaO7grVnD4K8SwlpqBAzVGHbU05cAxXaPvuvfZkrqiwiq3po9ohC8lbBqrEarR5XaHi3ipCDulV2BnmXNIpTBOkHIGWHwKsB+DVXaP5I9f5zTjvZ+zK0f15BZ1IIaq9QXiA4/L5Gw7vUGuSzLvg2UyhMFHjGKpyYr1GUBDHDFFyDJAH1aapy8kuNev3ANRAyjwnyL4F3Q8GhtzWaPVS3Fq35o3//GtmLoaKo9uPRwxQC2yk3HTa4hf9/ol9ES+b2fJA39v9SQ2gf4OrFzHaj6RfR8j+yX/EfjLG+RbxuROMR8s9fRdtKTVDuFXnHSNwNW18Hk7uc/PO5SQlUVaWv13MJMkS7wSApcF89TWq9Ti2Vy/V+EVz9IOscIKRDfe8XYdlkqdHqO1tOLnZ4BA59DeVFkhgVpUmSJQA06XbvrJCkqt1D8rjykqRnl6KghHXEo8U4GcptMMvjurINfGNxGzAAc85aObnY9WlofZ88/qknwOSGuuQeXM/9Asl3o1/5OB3yk2B0tfs7be+XE5T+cTe9jJ6jRuE5ahQVycmo7m4oRmNVlmGduLQZY9KvpK1IrCJeLYeMxC8mlsCOUmBjjI7G/5mn8Qy4ihrlikuruVh7dOfoM1Pwi4ikvlcxBLck+/PPyf9lCQ0OHkB1dSV64wZUa6VViCZ9nYwx0fhNmYzP/RNxFlXfNfQBAbh0aI+u0oLBkZ2NpXkzcDopP30G73F31jhsS9Mm5C9ZSsXFi5hjYohc8kvVcy7t2uEsLCD5scexp6YStXJF1XPmJo2xdumC3r+2lYNHpOB887G49e9PyLvvYG4QS8Hvv5O/ZAlZn3yCKC0leM6bVVYNxtAQgt9+i/S33sZZWH0uRZu3kPnWW7i0aYOlqSRsjpxcsr/4EnR6TNHRXBk2HHPjxoTO/bDWcVh79STk/feqsizdevXGpUP7Wstdj5D33q1VSXPxU+j/tSR+2tIldU4Xak7p8n6jhcSVVYIz3wv8mgtcAhTaPafWqNzEjlbJvySoKAJ9ZdHV64478LpuWNOrvlKnUH/Pi04qbNDj/erjKU4XnPxc0PRBpcpHyhqi0OczuYx3nILRTXDsE+lP1fuz2kRlyxSBcMDIdSr7X5fE8HrSBRDeQ8FeJAjuXB28XVEEGYchvDd4xdbaLADpBwXH5kmbi5jhcpsdX5bk7/pr59tEqdGKrddHxa+poCBeUBAvh5X/DorTBaqeOn2/Wj5eN1lTVAXrvzZLUyfKC+Sx+9/y6/qvR7+IlvQOb86hjEtklRbgZ/GgTUDMf9RC4j+JW8Tr78LpqLuS5R0lhfaOchkvlHxAhj1POSi9tlKOSAKSegwub5Y2EIXJkmStnwlTDsmWn6MUcX4tu9oMoJ5wIbz5ndIiIrilDOXOvyoDqRsPk5YQJbnw3RAZSzT2R1j5mGyBNhgsw7ub3QHdZ8DCEdDkdmj/oIws0hyw9jno/CSsmCKXdVbIip4tHTa/BjvfBY9Q3GP7w8wPYfPLUJItSRdUhVTTeSqU28h1uqNVWPGu1xnVVJ1Sr1XYKTpwGff+0TWm6uqCMTSUyJ9/rvW4IzeX7Hmf4DOwJWV5RsovaHh1mUnYY9Uh2q6eXjToWK1qdqSmkvPlV+g769CXXcHw8AaKCvIYP+dDHCcOkPbEPQQ8Oh5TbBPQ63Hk5WF0dUXn5cXl3n0Qdjuhn31G+LffVE1Dlp06ReLdEwid9zFuffpgio4m5KOPEDYbOYsWkfnqa4TMnYvv5MlYu8ljKTl0iNKTp/C5714CZszAnp5BydGjeNw+CntGBlkfzsXv8cfwvlv6nhWsWEHRlq048vKqqoMFK1ZSdvIkKAqp02fgMXw4eh9vUmfOIuj11wj9ZB5l586TNGkSnnfcgaVVK/KXLcMeH4+5aRMUiwtaSQmqixS+eAwdisdQ2b9x5ueT9tJLaCWleI4fjzEyouoaGgL8qb99G/EjR2FPSsJ7wgQMIcFVz6cfEOSeEzSaoKIajVVTn7mLFpP/88/ovDyhjmrV1UcnYwgNIXDmzD98P6g30VKsGadht8GI1TVJWYOx0ibBJUDebG+0WAjpohDS5Y9vxDeSHpCTc8UZkH8BUvcKgjtKDVbWcUHKLkH0cAXXwLq3pznkL+fA9lCcJrVY16PJRIWSdFD1Cn7NpYGq5hSU5UoSevobDXsJJG2CyMHg30Ku5xaqMGLVH4vBSzIEjjJqiPjzLoCLf+1J0+v1byFdFcryYNXtGg3GKlVtzb+KHc9qmDyg18c3P778S4KE9YKmDyh1au/+XZxbJLiwRDD0d/Vvhajfwv9N6FSV9kE3+YXxX4b/Trr4v4WjC+HNEMhLrPv5U79J3dM9K2WO4nDZI2b7O1LEfmW7bO1tewt8Y2RmYkxfaDpWthyP/wiAMmI+DRqMJ/jYKtm+DGwq25fF2dKVfn4XqdUSGnzeHbLPQ8Yp+G4wdHtG+oFFdYfOj8OpX+GHoZAXz/YtR9i9er3ss+z/QhqxrnhMTke2ugcaDpakC6SIPrApRHSGc6th66uytdnirtrnHdYO7llB4pVkfj7mRlH3OTWyG4s2bSb16acp3rdP5lMe/Epei2v46S44+CXOoiLEqumUvNiJpAcfxFlQ/TO7IiGBvB9/pOyLiRT99i15P/6Ebvfr6ArO1DyWzLNQlAGA5nBiadECpfd0NHMg5emH+fLxBzixeT325BwKrnqw44TGrv07sDRtSua771Kwbj2lR47gLCjAWVqKqCgnacI9XH1UOpcrrq5Y+/Uj/Y03KVi2jPNfLOB802Zc6NRZGo8qCo7sbNz69KbkwEEAClauInvePOn1pSi4Dx5E2JdfYqpXD3tSEgUrVlB6/AQpTz9Dwdq1KK5Witatw7Z5M468PJKnPolWWIiiqmglJRRt3Ur5hQsIpxNnbi5Zn3yKs8hGwe+/UX75CimPP4HO3Y36WzYTu28vkT//TMmePVzo3KVG5uA1lBw+TNH6DZSeOEH+woWUHjte43m9tzde48bh1q8visVcQ2Cfsltw8VeB0ASZRwTr7nGSu+cKGa++Ktf1q9tsVe/jTVmJZy19UNG2bVwePoKizZtvmtkIYPYG74a1H9dbFLzjrhOQp6dTvK+OjNU64CwXVSSprucCWkLcXXKa78AcjZ0zNA7OEfSYq+DX7OY3dpOHgqqDM9/BhSW1z6nBHSotH1cpzRak7ZUk7txCwZo7NUqyNC4tFzjLBF3fUvFrLsnuytFObCm1jzVxo8bvg50Up8vnitOlDutadUsIwbYnNHY88+c5dyVZgmYPQ73+Nc/t0u8aB+ZUr591TJCwrub2Wj6m0vDuPyY7WccFl5eLWhYR/xRixyh0eeMW6bqF/3u4VfH6OwhoAk1vlxWjunBxo5ws7PGcFMdfQ7tJUn+VsEtWmp48BdbKG9K++XDyJ0lI6nUCt2BYci/+QgAalFYaooa2kevGDYa9H8uJxF0fSOuGsPbQfKy0nci5Iitt/d+AxiPh9O8Q3gm8omhy9RL5aopsbW6cJUUomgOKM2DoPlj7LAJw6gxklLlw0Xc8PYY9AAu6SM8ypx1+GA7Tk7FnZVO4ejXe4+9CMRrJePwOGup20KxzfXRr7ofJ+wDIL7yC2qUxYV98jmvnzvBlb0g/Ke0qorqjORxQmA6FOVweOAjXBv64RYZTfOoU6WdPE9KhEwAurVoRu3s7uoS1WOOGITBA3lkIaV11mQtWrMC6/x6U+j2paP868SNHEfjaa4jCLNy8UhGWfLp360vA2Ut4PP00HkOHUvb2HHz3b6PCZKb08GGKNm3GtUN7zM2a4XPvPbi0aoXvY1OqNE3Zn35K8Z69chpx53tsvWShQ3QkgW3aShPU/fvQubuT+vzzFK5YicdtgwmYNRO/qU+QPns25VeuUHr4CIrFQtzRI7i0bUvc0SOUnT9P0fr1FK5Zg8eQIUQsWYK5UUPsV69SvHMnPo88grl+DHovL2L37UVRFCoSErCnpGBPTcWZmYkjN5eQDz8k6/0PUK1WVBcXSk+dRu/nh0u7tnjl5VU56V8Pl7ZtQafD2r07Pg8+gDkmhuz5CyhcvRrfqU+Q+fobhH//PTp3Ny506oz3XeMImDEDIQStHldo/rCCoiqoBoHBCsbwEDzvHItiMpP79dcoqoLXnTVbrj7Pzmb5UIFPoUavj6qrIopOhygtJXnyFFJC5hF6f09KMqRJaWA7hZxvv6X84kX6fPb6X/rIZn30MQXLl9Pg6JE/TT3Y+ICGRxR0fLl2labLmzqOfaLhFS1NVIVD4BoIzR9V8IyueWPPOCwd1q9NRwa0VlBU6VB/M+koSAlm3kUoz5frqgaweCsM/klBZ6y2kjC6CzwiZFj3jXALVfBuJOOUXAMVGt+nEHt7tc2Eoih4N4ac05CwTiNigPztnbJLns81HVdhkmDzQ4KmD8DRuRphPaS5KUBJlhwg0JyCvS9rZJ+U+77eqiL7hODsYkH/bzXcw+r+fV9/lErEQIHB5T9DjCw+CpY/d0C5hVv4H8ct4vV3ENxC5g/eDIPfhdVPw9WDEFZpNnl5C/wwQq53cSPYMqpJF8h2Yct74Mg3ENFFEiXhlN/SoR1h4hq5XOIeKa538YEOk2XrMrSNtJ3IuSQtKUAuU14ExVmSKJXmQ3QviO6Jzxe98ImLkURNUWWly5YBHR6GxWOk4B840ngQSZcD8LQ7ZFUt57IU7Q+ZC+knKVrwLLrLy8laq5MkpVEjwInRtUxmQLa4ver0jh6bi1kx0rHrO/KB2IHYg/qQsT4Vv9bx7N6yGuVwCUHzf8a1fXs8xt2FtWsXFiaMQ/f954yNisLDX/ZwdN5+XFwL+9+6h963jSLwrrtqOCAZ69Ujb1dfvLo/g8EvHO/77gOnk9SX3sI2dDzeWYJ6u+aTc1KP84EHpIlppy5knzpL0OuvkfDYQ5jcfCnetx+vO++sEtC79+tXtY+A6dPJmvcJaE6Ch49hQIoN74heFP2yFKfNRsqTT+E+eBAB02fg+9BDKEYjCpWeYnq9JJomE9YePdDKylDNZpyVgnXXLl1wFhbg+9gUDCEhlJ87h7lhQ/yfeYbsBQswBAVhatECVadHZ3XFEBaG//TnsHbuTNpLL2Nu2Ii051/AkZaGPTWNtBdepPzcOVR3d2L37a1y7L8ROnd3gt+aQ+rTz2Dt0hlzTAz6wACMMdHoPDwx1AtHNZvQubsTtXJFVfRP/IiRmBvEEvzWW4CMmun9iQ7QYX3pJYpTysjdm4ziXdskVm9W8IgWtSwirF27ErXsd/KXr6ToUgdcQwTnfwazIRMPSxa2rduqYqT+CvyeeByP4cNI3Kzn/I9Oen2qYrzJxFvUbQqWPwhHSN0jEE6Fen2h/fM3bxac+1HDliJJjMVPttG6vq1ydqFGwlpo+oCos7Vm8YWgDmANljox9wi5jP4GsuYdp9DtnboZnHdDhdIM2DVD0PppjfBeKibPmsvEjVPY84KoYR924A05fXmNdKbuEkQMgLBeCmn7BIWJgjPfa1h8odmD8twdZdJfrKIQOs6ueT7XKpl/5u/1nyJd/wSK00WVbu8WbuGfxC3i9U/h/FpYPwsKUiGgEez7VIrn6/eF7tOlnYLeKEX0x36EFneCpkmSdOInaSHRZqK0d7AXQ/JBOL0CHBVyvYe2Q9oJ+H4ohLaT7cTlk6EsD1ClcF0g8x3v/BEub5WC9vJCOPy1/DldcFVW3Zx26POqrHrd9iHU6wzfDIDo3lwp9mXnz7kMallIXPp3cCVW6sf8GsjA7PAOiA1j0RuKifx1Haa4RnB5KwFTHkTsrUCJ7iJjjyrROiUFNTcBrkmvuj+D4+QpbLsm4HXXeBpFuROQeIaMzrfhfu8kXFrLClbfB6ew6sO3yE1NqSJeAOWHDtPq+Hnyj7+BZ4sWWJpWh7FZmjfH0rxarB7w7DMITUPv70/KE0+gLwzFLyYVr2nfV2mnSg4fpuz4ccqMpVx5uh6RebHwwklMDWJla1Cnw7Z1K0WbNxP0yivk//orZUePYmrUEDpNIQLIW7KEok2b8JsyGUdGBkXrN+A1ejQ6a/Vdx2mzodmKKT95Cp2PD0Vr11LUvz+GAH/ylyylYMUKfB94AMVoQO/tTfLkydi2bCXs8wXo3N0QdjulR45wuWcvdN5eKIqKz/3341M51hyxeBGpz02n5OBBvCZMwK1vH4rWrUW1WlGMhlqu9DfCrU8f/Kc/J33DAM/hw/EcPhwA12++qVrOdJ2JoLVnDyqUEHLPC7xvCGYuOXqU5Nc+51z+6wRGeGFPSyNv8Y+4j3sQp+KKa6BCvy/rJg+qxYL32DtwvOTk7Pcw9HeVxLuf5urieJy5uUQsXXrT8xBCCtXzLsLJLzXaz/THtV0Apt0C12Ap+L4ejlKBapD6qtg/CXEetOivmWt2fEll36sa6+8TuAQIBv6gwxqsEDtaIWWXIOuYNP68EYkbBAlrwWAVtHj0X7/ht5ulcHCOHD6oC27BCkHtBZ4xcOJzjZwzguihCg3urN7nldUCk4d0hu/xocrqOzUcJQL3ehBZ+RtPb1YY+psOzSlqGZu2mabS7EGZjvDfiKwTsiXb4SWVsB7/nedwC/93cYt4/VMoL5TxOB0nQ9YFaYKaekSK23vOkNOIKFLQ7ltfVpdOLoF106U1RKvxUuB+dqUU4RemwfnV8E4UTFwvK11rn5UTi9nnpYg+6xzE3SZF7oe/BVQ5kfntbVBeQMX9G7E3G4Vru0dl5S2iKxz+Rv7RmeRxH1sk44+evQJb3yTSNZd2/hkoGTmUNO6Mq1dEtWUFQHE27vq9MPIViGsmH9s8G5x27EN+Ru/vX0M46D7sc7CXIvIScf4wEXXUh1jqhxM3JhsqduHa82mIjiUwpLWczjy/Ds6tIqb/u4z0j8S4fDUFqZlkvvMOQa+8QoPpM8kyueDarWsN0gVIIvtxK2g8XMYeAYqqopqMhC/8gbwffuDC8qtEPVo9aecslhYbugwbUeH9CevQHSVmAIl3jiPzrbfxGDoUR0YGth07CJg5E0Wnx1i/PsFvVF+T0sNHQFEQmoZiMVN24UKtt0fOV19RuHIlhvBwPO+6C9v69eT//DPlZ8/gM2UKIT164N6vr3wrXb6MbfsO3AYOxKV1a1RXV9z69SPj3fewbdmC19gxlBw+UmPCseTQIfyefYaSY0cpP3MGRVEIfOklLnbvhfWOSWglJTgLCjDcxJ5DNZvJXbaBpL0eNPt4+F8SOxsGPs7h2RqG0xp9FtQkJRUpGTivnKD1CyV4N/CmYOVhcr74gitXepGR3JRhy/+cxIR0VijNkS02/2lPkb/0V9DrsTRpjOYQqHp5jLYUKdJuOF663MevEbSdrlCcKjv8AAFtwb+VWisWZ+0EDf+WCu1n1nw8cYNG8g5Bp9lqraDruqDZBeWFsr1ldJORRFe3aDWIh9FdwaexIOOwJDDXBgCuIbyXQkmmIG7szfdXliuqtlleINj3ikbD8Sr+LavX8W6g0v+butc/u1DDK1ah82s6Mo8Jzv+o4VkfTN5Si3YN1mDIOgF55wXhvRW6zlHJu6Dh07j2sak6hcQNGnkXoMUU+elXDXUnAfxPwm4THHpXGrLWddx/BM9oaDRBwa/Zf+jgbuH/17hFvP4pNBktA6Hr95MxO2ZPiO4t24v1+8qWIsjJx086wM/jYdg8KM2DrtPg6j5Y+bi0jri4SRKpgEZQlAlf9ZOGrUIAlS3CzHOSsN3xnSQctgw58ViSVTX7LZbcjWthOmWxAzEf+gaCmknbiaMLQRPScDX5EJxcKk1OA5qgxg2iS1EGJQTjcv9vNUTynFsjz9HihfCMomjjRty6d0e582ccyRe41K8/ha2b0+GHxdXrVE4+lq77ATXjKAmL5hM3bS40HS0DxEFW0oDs+Qso27GM0FaXEd1t2E+eoiQzk+Jdu9B5uKPzcMcQEEDwnDcBWWkyBAZh7dpFbkdVK20rqlMEnDYbSRPvx9qzJ7YtW0CvJ+ne+4hZtxYARadKg88SO77HiigpW4LX2LF433MP9qwsFBcLllatsKeloRqN+E2ZzKW+/Uh5alqVuabn6NuxBwWQMO4utPx8Qj6tbkeXnT1L0n0T8Rw3Dt8nnsBr7Bj0Xl743jOBiqQk0l97jcw5b4GiUNivH1peHuFff0X9XTvRubpiz8yE4jJyPv4QnwcfJHD6cwB433cfRz8SBBgFpnNfkfXue/g+/jgRP/1UZViqurqS5zaa7HNtUF9/ncI1a2lw8MBNDU3Lwkdz6eRQgo7Jikza7NmUnThJ+LffkPvdd4jyCvynPUXRzp2kz36FM5aVuEUYaDe9dqXI0KYfp736EnIM6o0EteVgAha2w9foS84bggtLNWJv/+MKU71+1c+7tGpF8uNPoJWUYO/6EofeEfT/RpUO8IcEZxcJwvso+LdUEBoEdVAI7li9/v7XNHLOQGg3heaPKlWkLXa0gnuYgqNMI3WPnHrUGRXK86UwXWh/rMvSnNKg9dSXgkvL5ASdwVXBaAWLv9RXXYPFR6HFoyrrJmiYvaHBmJpkwOiu0OxBubOSLCm0j7pNqdJ2JazTOPi2oO/nKhY/cJQIitOlS78QAkVRuLpNcOl3ja5z1Bp2EYWJAp1ZTvmFdoPAdgr+LRRuW6pi8oA1d2rknXPS4UW5/9ZPqZTlSZJn9laoKNY49DbU6wdtn6t9HXLPSeuKFlP+8CX923CUyirlX3Wyd5YLjn8miByoYPKCjCOC4M78beJlcJX6uFu4hf8EbhGvfwqqCp2u+9bp8gS8W19+c087L13pQZKyvi+DvQw2vgjxO6U9RccpcNev0tLhpzspd/NHn3EaFRXFaJFO8lNPSs3W7o/g2EIpxL+2b9UA+UmSfCk6GLMYw5aXqXDxxVyvOzy6Bz5uIytfOgP4xYF/Q7nvwKYySNsnBiYsRzF7UEuakXkWfrpT+pOVF2K7nE/K1FmEzJ2Le/9+6E7Pwhat46qbhQ51XB5Trzv4ftkm4pp3kpVBzQnBLRFCoBUVoXPmIjIvINwj4Om1qEDM5k2UJyaSOGYsHsOHYWnWrMrUTlEUsj6eh2oxE/Hjj3KiEGDoRzV37HSiq3SDt/bqSeZ77+PSSmqdhBDYtu9A6HSkvzATXXkq5flGLM2bE/Dcs2R+8CE5CxYQtWEDOm+vqpBpnwcfwLZ1G1eGDAWzmYBnn2Hd4V20MRvx7dyZlMcex7JtGwZfHwo3bEQ47OQsWECDo0co2bcP1cUFlzZtMIaHY6xXD523D1RUYAgNxVnp6K/38iJz7lxyFnxBgvc8InJ/x9qrF8awMHnsDkjZKeNoIps2wRAWhiM3F52HB4qqYs/MxLZtG+EP98S9axv0BWaMkZFcfeRR/J+ehrlBg6pLVJGcgt7XhyYfDCfwFPhW/so3N2iAYjBwZfBtYDBgjomh9MQJkh94EMWvHi3uT8arc3SdhpcWX4WgDqKqTXPwLY2yXB8GfC9jgK5zGyHvl18QDgfe48bV2s71CJw5A0d+PmqUQnhvqrRLUUMVgrvIapfRTWYxbnlUo9cnKoqqUHRVUJQEbmGQsE7Q+F4FY+X+w3sp7HlJo+AtJ2/3ns1t+e15fuRQYu9Qib1DhnUnrNMI7S6rby7+NW0X9r4s9VztnlMxWCVh8nBVuLpV+omF91KwXBe16Ram0P879U/9qpI2Shd3/1YKbpU2Z34tFOLuBIu/YPUYSS4GLdKx7xWNs4sFfT7TodkFjmLQtJoZkNunaXhEwuCfVNTrZgwsPgq2VEFptpyzuQbXIKXK9qI4TbD+XkHkIFkFqgs38+a6HrnnBWn7BI3uVmpkTl6P8gLBkQ9kFc8zRmHDJA2v+godX/5rJKi8EOLXyopizAiV4StuZS/ewv893CJe/y4OfCGNT8cuAo/rvk3NXjLqxzdWCuOvjwyKGyz9vC5thsiusvL0ehB4hktRfEBTDJlnUISGPaQlxtwECOsIp5fB1jch+xwoRtj/GVzaAEM/hiajpGlqWCfwiYKYXqjrp2PMi4e1z8jKWJ+X5SRk/lUY95OcapzXRk5rdnsWNr4g259tJ6EVF3P14UfwGjcW9+ZB0kfMGiSF/+WFWGP9CZ33MdZu3QBQ2txHO69w2vV+sc7LpFMEI9uayVjwMRUed2I8+gO0f5ic37aT/emnxDzdEj9WwacZ0hG/vAjspZjq96P+nt1VPlor338TW24O415/j4AZ00l98inKzp7F2rlzrX1WXL2Ks6AAl1YtMcfGYu3WDa/bq4X/tk2bcCQno7q749c7FE/tBGVdP8VcqXPymXgfrh07UnHlMmnTZ1C4eg3hX3yO1+jR4NQo3reXoo2bSJs5i25THsIjNg4fg4n4r77gQpcuGLp0Rp+Ti6lBHAEzZqAajaQ88yyivJyg2S/jMWwYFQmJaOVlGKOi8b73HvReXhSuXUvBylX4PfE4TtUT93ORkNgGl1YyCVhoGqlPPUGXsT3wun0U0AH3AQPIXbgQ/6lPoLNaSbp/EhUJCViaNMHtrsUUbcnGmZdH2ZkzOHNlanL251+gDwwgfdbzWHv2xPeRh/FrXu3R4DV2LADG0DCMEfWwduuGVlaG+8SpHFg1jDjNn3rh1TdER24uBb8vw+W2cWx4yECTiQphveTr1mqqirNctqU6v17zZli4di2ivOJPidc1jzCAts9V71dRpOGps1zgNMo2mcWPKt7hLJf2em4e0LzLMhRbR5negHw724shuJ1KK0sDWjWr/gyn7JLTgcfmCZwVgiNzoeE4hSb3V+87tJtCeR54NVC48Ktg04OCkesEcXcphHSrSWaqziP8j0nE1a0ayTsFPT5ScAutXtY1UKHpA/L/je+Vbb+Mw4KiZEFQZfc8sJ3C4fcEl36FRhOqt9luhqxs3Wg4C2ANVhj8s0ruWVE1GNDm6WoiZfGHpvcrhHRTcPH7k2PfopF5TFbMbkTqbsG5xQL3cJnFWRcqCiFtP/g0FnjGKMSMUHAN+OuVJxc/heErZDzTLdzC/1XcIl7/IopLMjh1/nsaqx5YK4pgbjMZHdRjhmwLXt4sRfN6i8xYDG0jidU1BLeA59OlP9fO9+VjZndoNQF2z0VtNQE862Hc/LJ87tQSOPmznC70jpZEafWT0lNs4SiwlwICym2w95x0vr/mN1ZcmeCr6sDsjuj0GHlr8zFHW3EJbgnb3oTOT0j/sbDKfEZNw2mzIc6ug/3fSdJVng8xfbnsOYDy5Aoa9elTfT4X1lGy4zN2nTXT/o4J1YL4bXPg+E/YB3+Ex9WfsLfxRAluDs/Gw7eDcbV2Rbv3XnS3jYbiyaDqOH3wGAEVefjqzoLZndJCL5IenYxLy5bUi4mktIUkIM7mzdjcoSn9iwupl5REyjPP4n3PBDwqb9Cp02fgyMggZtPGWq+f0DSSn3wKU+PG+D4wCfdeXeH8WsyNhlcto/PwwNK0CYrFgrV3byqSkqqeU3p258SyJdRv1RL7wUMYP/+GUk3DtHYN+uRUSvU62L0H10GD8Ll/IumvvErw22/h0r49xTt2UJGcDEDIu+9woWMnSg8cxBwTg/f4u7CnZ1B28QLG8HAcZ+YSkrcOPHVQ6eBeuG49tp27MFbmNZadP0/BmjX4PjaF4j17cO/XD0vTplRcvIhiMePIyqJw9WpKjhwhdvcuAOLvHEf5uXO49elDwMwZZH36KRlvzqHe99/VulbGyEj0AVJPpprNhDz7EN2HCDyiai5n276DzHfeIbRJSwJaN68iDUITpO4WBLar+2YY/sUXlW30fw/tZ1Xf7KOGSO83Q1gYnjE6Bv6gsm5UKl7nnyfP9WH8n3gCkDqrAd/K69qBCTW2d+hdGTfU/X0Vn6aypRjQpuY51Otbvc+4OxVCOstqjqLChV8ESVs0RqxRa4nP/xCVA4eeUTdfp8EYud8rKzVKs6F+ZdvWYIX6o2SA9fWoywC1KEmw8SGNdtNV/FrA3pcF7lHV/sglWbJ65h6hEDfurx1//mU5/ekdpxE5qCb5anyPrAReWSkI61n3+m5hCl714dLvgtjR/Gk7ui7cIl238E/gs88+47PPPiMhIQGAxo0b8+KLLzLwL8aX/RFuEa9/EXZHCTZbCo7GQyG8m8xWjN/BqbzD6C+XEBfUDdyCQNFDuwck6aoogd0fypxDT9kyYv0saQlhDYAxi8E9CLa9IQXwxusafnqz9Oqyl0POBVj+qPy5bvEBZxkgKDW7Ybrje9SyAvjlbuCaqaFCzksxWLVcTFZPuLCJ8sK+6DxNsnVZUSx9uiK7Ve1O5+ZG1KcvwdKJsr1oS4MOj0LDoRz8+ne8nOto1KW7JHMA3Z4m39SG7G+/Rq/fBq1H4Ug6Q86K7fi0C8CQeoCEZi9Q7+SbKGTLKp9XPSyxjbEP6MeF8+dp0LELpUWFHNmcRpsrqRg/mEf+r6tRXBYhSksp3rYN47ZtuLdoDqPvwmy1EhQYjH3mi6TWr489JZm0GTNx694d1dWVwFkz0UpLa7xuwuEgYfx4zE2bgcOBS5vWaDYb6W9/iN7PD8+gfPS+sjdUHh/PlSFDCXryfsI+mVfzDSAE1pxcNMVAxC8/U3b+As7sLMrOnMESGob90GH0ISEEv/M2pceP48jLRVRUEPbRXAAy33uPS/0HIMrKcB8xHNVkQu8nvQy04mIcV5Nx5ubiyMyg7PQZPIYNJfvjeQh7BebmzTEEBVZNNKomE4bAQIo2bMSZmYl7v34EzJyB6mYl74eFlJ48SfCcNxEVFZWHLqi4dAnVZCJ4zpsoOh0ubdqgWFxqnGLmjkzyd51E/DYdlw7tCZsnr4FWUUHZ9y9jGjYU1w7VjWWPYUOxNGmMqX59rKc1Dr6jMXChiqMUzi0WOMupYW6afUqQc1rQYEztr6HivXtJS21Faa4Bv7TXMcXG4jV2jDx+TSPp/vtx69kL7wl311gv/5JsN+oKL3FlyFD8ps9E33U8ntEKA5cFU37utxoGsNeQdULg04gq7RdA709UDK5UGnAqxIyotVoNeEQqeFQPfRIzQsErDi7+KlAUSSxjR9ckEgfe0CjLE7SYrJJzVhA5UCWsl0pYrz/eF4C9RBDUqdpfC2RF8VpV7M9g9IDgjjKmR5GniG8TaP2kjtzzghOfaRRdhSG//vV2XdMHVJwVGoffE4R0FVX+YQCKTqHXPLXqK+MakjZpuEdW+6G1elK+Z25E5jE5TNDtHbWWd9ot/L8P4XRScugwjqws6U3YpnWdcWL/FEJDQ5kzZw7169dHCMF3333HsGHDOHr0KI0bN/7zDfwBbhGvfxGeliB67/gFcuzgEQo9Z8GAN7GfXiArXAaztHAoK5BCe4Cci7D9Lbh6QIoRHtgitV1mDzjxi4wG8gyDO36AX+6ThOhaJruqg9s+kFOPPy8C3wZyvfQT0H06ZYc+Z1/9prTZ8gJuCQekhkpRwac+jtJitl31o6W3E6t3NNa04wTdXQSx9eCjXPCOlJOAyydD0n6YtAksnjJ/Mi8BFB3CM4K8w6vI07fg9vED0S8aDid+hhaV7SGzB8aEGPpFDcY19xW47IUuYQ/+EbnYHf6w830inrkEw54AnYGK5BSKxRDUTE8Sn7ydbb6uhH21GBcPT/q9OxfHT7+Q8tTTOAPdKWnrT6P587k6cSL6kBC8xoyh/PJlMp9/gU71YygE3AYO4FzqJfZdPIp5/RoCGjTCUseHQysrp+zESbSCQgxRXXEWNaDk0EGKtm5FKyigcOFHGNv0xW/yZAxBQXg1MWO5+g0wtebrHxhEt41bqv5vadaMom0yWif4o7kUrliB3teXvMU/ovPxJmj2bEwx1bmdej9/jCEhKC4WgmbNInnqVNI3voohoh7CXkHAzBkUrFoFioL/rJlkffAh5rg4UBQMwcFUxCeQ/eWX+D38MMaICCIWLcSRl1dFrnRWKx4DB5K/9Fd0np4y2LoyrklRFOrv3IFwOKq+uEz161cdW+LdE3Dt3Im0TYUYT31D6DffYI6uLm+JkhIK168HIaqIlxACRVWrtlOSIdCbZfvPaFUZ/LOK0Qr2YsHe2VJYn7rdRvnPb1AcNx7X5tWvVdmZM+x8yobTrwjN6IWrdqyqDCPd2h1UJCZiT00BIOOQwOwjic/2abJK1Xl2PfyfnkaGrSenJ2kMWqziGqRUBZlfj+xT0jqg9TQFk4cUojccr940rDlxo4bBqlTFBp35QSPrGLR6Sq3RRvSKVSjNht2z5OSgLRlsqRrNHlQ49bUgeoiCeySYfRXOLtZI2gR+zTWswdVEqsImcJTKFtrlFRq2VEFhAjS8S+XirzIQ/K9MiNYFk4dChxerj7fTbBWvBiCcgi1TNAJaQ7uZNYlizmmBzkSdgdkABfGCxvdB1GC1Bum6fp/XQ3MKDr4tCO9d3T72iKx72yYP8Kovf7Pdwv+/ULhhAxlvvIkjPb3qMX1gIAEzZ9TwWfwnMWTIkBr/f/311/nss8/Yt2/fLeL1j0FzAkp1nf3PYDBLh/qKUtj+JsT0hrB2tGz8kBSwXz0gdUoA66dL8cLuSuG3qoMKmxTMBzSWU4p3/gRf9ZVWEkd+kJFCmafl8nFDpCv9+pnSkX7KIWlJYcuCXyaAyQ1TYTqtcuphjd8HCAhsLklZWQF623l6BLriZSjmk4MGogI6MDjnIpwqlvow1QCbX5XTjiZ3SdgAglpAWAdo/xAiaR+eez+h7Pj36Hv8BoPfkz5lIE1bnXbcuoXiLBwOzR8EIVBKcmDHOxjbPiBtMIyVFRV7GcXfPE/64n0EvvIKVv9ARs14FhcPTwACGjXB8WQIZYcOUZGYRODDr2MJbonv5Mk4bTZc2rSh5PBhHNnZBMyaReCLL5I8eQpeJ45z+dUJlD07h5xu3Qj98APpg3bwS5k4YPVHZ3Ul9uABRFkZqbO/xZGbiqoWohUU4DWwLQXbj1K+bj2GoGD8n3oSz6mvYQqvbQBaFxwWFUZ3Q6iAEIjyMjJeew3F1RVLs6Y1qkPeE+7G1KABlmZNUS0WgufMQSsuJnHCPTjS0vB/5mlUNzf0gYH43H03XmPGVDmvO202Mj/5lNwFn1OyZ29V0LbeywutuJiizZux9uqFpUUL4g4fqvNYVbMZ4XSS+eGHuPXuUxWKDaDz9EB1caXhJ2MoPtENt441xyV0np6YGzak9NQpClavRispJePNNwn8eg1Ogz/uvlkYDnyPLX8SR+e6025G9Q1XswtsKVBRKGh0ez7x36+l/EK7GsTLFBeHa3N3NIsLWScgcPHSKuuFHc9q6M1gKh6BKe0qAHtf0fBtCl1e19FxtorZExSjjhzPiajlglZPKrhUdr4PvaNh9oEmE6s/594Noc2zCiFdFY7NE6TsFKTsdFZZZNhLarqrn10osPgJgjvqsKXIKCC9RX7Eb0RwJ4W+X6p4RMKRjzQMLoKSLIVLvwk8IiHuTnkcyds0kjYL7EVyPyVZAhc/hYNz5DTm0N90ZBwSZJ+SEUCe9TViRqoE1TXJ8i8ipGv1OXZ5XQ4A3Eg+D7ypYfKETq+obJik0XSSvG6qXnqnbXtCo90MhXr9/lpFStUp9PtKxez158t6RCp0fasmybSXCPQm/pLlxy38d6JwwwZSnphaS47gyMiQj8/98D9Gvq7B6XSyZMkSiouL6djx349DUIT4B8QV/yYKCwvx8PCgoKAAd3f3P1/hP4Ev+4DFG+765c+XvRHXtFRGV3D1hS96Vap5g+SUYpv74dBXEL9dLhc7QBqZdp0Gkd3lROGIBdKXK6Kb1FzpjZCwm5Je00kLaUDUwomIoBaofV+RHlxrn4a2D8qMxrRj0uervEjaQ9iLYdxS+XjKIflYaQEIB4Vh/bFXVOCTsQVQoO0kKMuHiK6IddNxtHseg8Em25g9Z5K0eCY5+36j+UtrqThzkviHZxLy3nu4D+hfff5f9ZO2GFMO3vQSle5eR86PP5I7eBRN7JtRj3xLRbMnMI585abrOIuKKN67l5QnpmJq0pjAGTNJHDcOtwEDKFq3juj16zDWqwdIYbdms2EMD6ciMRGdhwc6T08ZUP55D1ktbDOxatvC6ST3u+/IfPsdVDc3gue8SdoLLyDKKwhftBBTZCRJEydSevgI4d9/j2u7thSsXEnxnr249e2DuXEThN1OwYrl2LbvIOD5WZx542FwCqyXygj79FMMoaGkv/gSKAoh772Lzt2tqjVbdv488cOG4//cc7gPGoRmK8IUHU3x/v2Unj6Dx/BhiOJijGFhOG02dNaaP/ML164l5ZlnwenE2qsnIR98gGo0krtwERmvvUbEkl9q+5zdAEdeHpd69MTnwQfwmzy51vO2FMHO5zS84qDD89U3vLKzZ8FgwLZlK1nvv0/QnDcp2buXK+qrZJ3U0XvKRlKmPonx8YV49WpV1V6sSE7BkZkhNWNeXuSdF2x6qIIWjxsIrX8GU0x0VSh2RZHAUSIQAo7OFYT1UqjXVyXjsHRQN+2YhZdjDXFHDlOYrJf2DTcIv7dMcWKwQtc5OuzFgp0zNMrzIKi9bAmqxpoaLfm+EBx6V8NZBh1e0lGSKVg7XqPZwwr1R8plKwoFpTmCS8ugyX1y2tE9/M8tD+LXahx6W9DzIxX3SGo56F/zJss5LStO7V+QYvbiTA3PKBWPSIXyAo28ixDYpuZx30gO/1PIu+Dk8gqIHKRw4RdB9HCVw+9qWENlxezSMkHEAKVWZetG5J4VJG0WNHtI+ctWETfCWSFYOVIjcpBC80dvxQ7/b+E/ef8WTieXevepUemqAUVBHxBAzOZN/5G248mTJ+nYsSNlZWVYrVYWL17MoOuGfP5V3Kp4XUOjYX+/hr1ptiQcQz6E9xrIOfbwDrJ6JbRqC4lymyRlBVfBxVcamQ5+Ty6TfFBOFwY1lxougP3z4eJ6uGMRScZSEpLWcqHzMML929P4u9tktcthhzXT5K8An2gYtwR+nQgNb5M5jssehvG/y31d2SpbnAjcUzaBobLy5BEmCdalzdDmfgrDZlE2bw6+g5qhK0mCK1upSHVQrhn49dMvGTlmEJ6NTZgDLTUug+j1IhXJFRg1gVJRJIcEAHLjcW5+lyufnMbs7aDoXA47U9IJePlFAuwlGAdNq9pG+ZUr6H180Hl4yEpgSBt0bm5YmrfAFBuLW/ceuLRqSfj33+HIysLavTuG8OphBXtaGukvvEjwu+9giooir+AyOdt/x21/Nn73bSV76VbKv3qUsM8+Je3ll7Ht2IGlcWP0/v6Iigp03j6o7h7YExMpXLkSv8mTKTt3HsVsxtyoIaX7vqdg4VcUnsrBnpWFKCnBmZODa4/ulB0/jm3zZmLueAZHkBv6zBIsrVqhGo2Ef/2VrH5tf5fcrz7DOmsZxrhmmGJjCX7nbaxdu5L63HRKT5wgdu8e0l5+GXtiEkVr11J2+jSunTtTvHMn5qZN8J8+ncIVKyk7e4ayEydR3d2xtG5N+YWLiAo7GI14jhiOITgIc5Mm/Bl0Visu7dqRkt6DvSOdDFqkUn78AJamTVBdXck+KatTbgE2Dt+7mebvdUfv40PihHtwadeOkPfexdKkMa6dOqE1HEZMkZzmc28yAMv2VhgCqg1eizZtInnKY6AoeN09nsCZM/GMgbbTDfgGx5MwejTuDz5NyFP3y4/A6xoFV2DgQhkeXVFZPA5orVBRqJDq/iyR4yeiGAw1dFXXo8dctcpQwVkO+RfkR675ZIXNj2roLVCvb+X7JyWF1Okz8HjkORLWxVWJyU2eED1UwbdpTSPUnNNwZZVGRL+/bs4Z3EkhqKPg4u8aLafUJgrX9GXukdDwbhm8bfFVKFytsGGihmesrEQF3iDwzzoh2DZVenfdbIDhn4AtRbD1cRl84V6vOl4o7i4Fk6eCzqTU8ia7GbJOCK6sEsSN+9eNVlWDHCTwa3Gr2vX/KkoOHb456QIQAkd6OiWHDuPavo44iH8TDRo04NixYxQUFLB06VLuuecetm/fTqNGjf6t7d4iXtfQ6bG6Hy/Nl9WqtpOkpup6lBdJDReAd5TMT8z0qJnFmBsP89rKvMS8RAhuJf2+vugN2RdgzEIpnM84Lb9Jtr4mSRfAmeXEjvyMSO8W5MSvxzNqOPh+IwlcdE/I94T047Kdtu0NuLIdBrwpiUvCTviqj7zj3PE9dHoc9sxFOBzkJnjiGVCErl5HOc2YtB+EhjXQhkfLQkTjgbBpFhSmEGUNxDM6CBd3PTqTSlBXINgPoWmUFhXi4uFJWXkj8lbvxP/cOPQpa+X+Gg2FzDOoJ39E79qK4kt5RP30CZ7mYAJi46B5tf2DcDiIHzYcnacnLkEOQhqdprT+FK5sTSfy7beJWr6satn8JUspXLeOuGNHa8bgaAJht0szWSA1Yx/5W37D/msCXuPGobq4VIZGn6J47z6s3XsQ9Nh42PI6Bc7OFO/Yjj0pSeqWunajODERUVqK94S7ESYTX8z9kfpeOi40DKP3yCFEBYRQuG491k6dcO8/AFNsfXRWK6mznifr11/J+fRTjDHRUpC+4x0ca98j45A3zk3b8TC7U3L0GJ4jhgPg9+RUHFnZ5Hz9DaqnJ25xDbGnpoKqUnzsGKq7O6qbO3mLFlO0di06Hx90/v4IRcGldSsCnnmmKp6oIikJxSeEXTM0/LNew7u1H36PPopWWkr5pUs1qmBC03BkZOASkU5Q+4bYk+NJuvde/J56Ct8HHyBigEpQR8GR2UXEJ/SjYWoSeh8fQj+aS2m5Hye+MtJ0kiy7731JwzVQxssANUgXgKVVK3wnT8YYGYFLmzaAbA9FDFDI/nwzNmN7Tq28l2ahGg3uUAk3zKdcdwGdcS59v6j5Szasp0pYT2+yT3qx/V4nnV5Ta9guXMO1ScJ9r2qUZAqG/KZiL5Iatx4fqFUddQCtrIyKlGQM+mJ6faLiXg9KswQWP4UWU2pvO6ijwohVap32DNdQEC8JUfvnVQLbyiqQR6Sc7Ft9p8bQ36TZ6o0wuCg0vhe2Pq4R3Fkhor9C3m2C9INgSxPsfkGj+SMqLpWX2C1MkkP3mxDQfwpGD2kwG3kb+DWvPu7IgX+/2tRgjEr0UPGH1+/PoCi3TE7/X4cjK+sfXe7vwmg0ElOpzW3dujUHDx5k7ty5LFiw4N/a7i3i9WdI3AObX4GAplBRJK0f7l0lNUuD361ervOTUmyuOeTN/5pWzBogW1xxgyDrvIwFuubZ5SiT1hDBLaWv0PHFMiS7UlBfkLgN9ewy3JY9TrC9GCpUeGQPq1+fSvS548RxQu6jMEVmQ45bArH9pF4tL0HaW+gM0HCorOj5xVLyzQtk7nFgmP4i7rc9LHVXj+4BQBfWHlrdjuITDZGd4OJGVIMF39O/4Xv1Q8iNhbuWgt7EgeVL2bNkMQ/M+wpngA3PbiXoD1QGeq99luJcd4r3n8dvVhIBp86TuWI5qQ43omLjal1iRa/HZ8pkcr76Glsi5DQYiiJi2FB4jLiFXzPw8WcAEHY7FQkJeN89HkWnQysuRnFxkT5OTZsQtXJF1TYbxozB/kwv9EO2owsOwveRRwBIf+117ImJlHl5IbIuo5xdQVlmIcVJFSienojcXI5fOs2B9SsZ+N0CxNqtUFBAh2GjCGzQmJCcAmI6dsHsaiXlmWewp6biNf4uLvcfQNj8zyjeswfVwwNdYCC27Tu4Mmw4XgM64tXnYeqNGkzR5i3kfPc9+b/8ApqTsrPncGnTBvcB/SnevRtV1aHz9MDaqxdpM2eit1gIWzCfskuXSXvmGYxNm+LWrSs5n34GikLGu+9Rcv4c4e/I92Lqs88iVAOFLr/geXw9+VdMuA8eTNIDD+BIukr0xg1VJqyqyUTUiuXXvRJRhLz/Hi7XaRhMHgrNZwSjfu5A82mIVlGBIzubvPLWXFomqD9SwTUIOs5W0dcshNaA3tsbv8fqtjX3GDqUcIMfGevg/E+CBneAi5+GmifDsB1ZWeh8fauIdlmu4PJKgW9T0JmpQaDqgk9jWYw2uChVxd4bo4NM0dHU3yKHJVyR05EbH9Ro+6xCxICaOyjL1dgyWVB/tHQ4zz0DDccrVa1OzSkF8UY3uW+Lj1yvNFtQf5T0w8o8ItDXHCKtCUUSHYOLzDtsPFFBCEHOWUFxmjTQ3fOihnBCv690tJr6zxOQK6s1XAMVAloraE7BlRWCxvcpNx06+Lv4d0jXLfz/A9cmvf+p5f5daJpGeXn5v72dW8TrzxA3CCYfkCHR51bXFJ9fj9h+kHESTv0u+xnXEguL0mT1Kbq31H8pKuRdka7x1kD4YbgMt7YGSm8ur0g4/iPojBz1tWC88gudqHShXj8D9CZ8GnfBWGCApBPSvb4kF/QmxM/3oKk+qI4UFEWV1brCFHALQOQmcLVRT/ya1qO+21l0bIGF66WAfuBbVJSVotPr0flWTt6FtIKQVogdc1HSTpFS4ceFJduJ2P4y4SM9iRq9BK28GGEoZ/fB2cQ2GkVMt4vwZV/IT6B4+1byfl+D7yMPY2nZktWfvov59Zfwee5lfvl+Pq0HD6fVwKEA7P5lEccObufeRQtJuXsCulYjMTdqzIAD+/BsKG3UtfJyhN2Ozs2KsV4EVw/up3DiJBKDvWm9aB4BvrKSk5+ehqY58Q4OxXR2NayeBgFRECbL0P5PTkUrtlG4fQcOn5YYns/EX9NA06hITib95dnog0I4FmImI2EP9/z4I279+9Nu7CQAfA8dwqjqyHhzDnofXxw5OaROexpnXh4oChE/LqZo23ZsO3eC3Y5wOnHqvSkNHIQjLY3c774j/OuvcO3QnpQnpqK6uaEVFWEID8MYGYn7oIEkjBmLPb+IfF0v1DI91p9+RrPJXlvFhXjKI+Jw69eP7LxMVqo5tBp/G9earsHvvguKQnSsnktDfHFp1pSMV1/DkZyC28CBGEKlDXr5pUs4cnJrlefd69AvlOcqJG3REdIVxJkdpD7zLCEfmxm2rE9VxebGkOwbkX1Sanqa3C/JyvXO5YbAQALuG0GP/gJ7sXzM73FZgS6/coUrtw0h8MUXqgxdM48JznwrtVJ95tf+LGaflJOG7WepmDykCemxjwUBbQQhXf7azd4aAg3vqruNVRAv44SSNkmtEkBwZ0WatgLHPxEkbBB0f0ehwRgVoUHeRcHBORqqEfp8pvvD61WaIyhOlcMC13DmO0H8aqlL07vIcIqiJGheGabtrBDknadGS/TGawI3f74unP5W4NNIENBaR2kmnPxKoKjQ4A+yJG/hFv5JuLRpjT4wEEdGRt1ef5UaL5c2rf/xfc+YMYOBAwcSHh5OUVERixcvZtu2baxfv/7f3vYt4nUjNKesWulNMoLH4iVJF0jH+bjBN1+36zT553ooiqw6uXhLDdfJpXK7cUOlJovKN9OqqdI8tdXd0j0+5RCt8j1RXbwBRVbObBmQdoIOgdGQdwqajoXza+CpM5B8gPKtyzClL5FTks4yyLkMOOHsakg7iv/pJRjtFagGIZ8rSpWZj3GD+en9L/CKbsKQqc9BQTIsn0xRRQuSP1hKxHfLuLB/B+4GK/6O7YjcK/imbcbv8vOI7z6l8YCZ+Ad2BLM3PLILSnLw8wjH98nnUF1cEELgVy+SuKsHSZ8xk8Db+uDhLycFHWe30Cz7Zyo69KHi6FGc+fkYddkkjhkGZQKtrBC74wipH6/EaQwgatnvACx59F7CQwIojnGhpDQNyuqBwcLy917HdvkShpEDGTl0LL4eYdWZkMj8wuA330R94w3ibxtC/Z07pM2CTocoK6PszBkCCkoYceAKTZr2J/LAfnRuboAMr04cfzd+057CEBqKubQUc9Mm0lfG1xdLpa4qf8kSys+cAVVF5+lJ6ZGj5HzxJQ0O7Mdl9y50Xl4UbdpE6CfzMEREED90GOUJ8ZSdOUuDfXtxadcWe/JV8tym4Wk6hLmRLx4jR6Br2Ind3/elUQsrgfqluLVoSkjCQdqpnlXnZ27QgPzffid/6VKsHTpgiorE5f4OOHNzsLRszdG5gpCuUPDL2xTakmjTft1N386Zc+dSvHsPPpPup13EUoLbfYRi6EnA3G84e6AtDeuDoVa2VN3IOSNI3CBI2gwRA6DF5BuE5SUlWINrl4D0wcHkB9yPPbE91wbfQrsrnPpKkHVc1CASSZtlKLXdBoWJ1QHZPo2gyf0Kfs3/2rGCrMZc71B/PQJaqwxcJDB5QPYJ8G1ODWF7aDepWzqxQFCcLjC6y6+U5g+rtXIfz/yggRDEjq5uW57+WpCwTjBiTbUDe9OH4coq+dFu+ZiC2UcGf1/TdF1ZJTj2saDPAhWv2NrHfeRDDUUHfT//6wLkfl+q6Ezy365BCoMWqbj8zxQWbuEWAFB0OgJmzpDTi4pSk3xVVsADZs74jwjrMzMzmTBhAmlpaXh4eNCsWTPWr19P3759/+1t3xoFuR5CwK/3w/wusl04rx2sefaP1zn9u9RW3Qzb3pJ3J0WBNU/D1X1o9TqTeuJLBALQQd9X5dTh7g/lfktyQHPirnfDmnxStiRtmTJoO6wt7Hhb6rwMJjnBuPgO0DTMLVuhKKA4y6Re7JoGKvMcitkLfVhHknQNydc8pNO9WzD0mAXfDaFfEycNu/SQl6G4CJF5GVPxYTwiyjBkbKVn1lu0Nm7AYi0h44gHytqnILAZSkEK9VyjsAhV2mDYMsErAkVVUV3kjVTRnAxyT8GQlobXsGEMeXI60a2lQ37BgjdwTd1Jz9Gj8Bg+nPBvvsbSvCmhw3wJe6wnZUnpFP/2DVafHMrPnaPwx/lceuwxirKzUYcPYfS8FUSG9YOPWsLKqfToP5QWiWm8bz/Ht8fXQGx/UBTKzp0jfvQdZM+fD4C1a1c8x4xBMRhw2mwAmBs2pMHBA+iDAmnsMBMc17SKdAEYo6IIfudtPEeNwpGZgVZWitfo0fg9+ijO3FwK18lfQqKkBPR6UBSc+fn4Pz0N7wkT0EpK0Pv4kPvNt6Q8/gS2AwdIHDMWc5PGmJs1J+TDD1FdXQn/6itUnUp940z8Kn5G5+3FpV698BnYgd5fuxE9wEb6q69S+uvvdHvnB4rnyDajVlpK5ty5lBzYT/HuPRjDwii/fEWSrzZtcJRD0hZpWlo6piVZo8K4PG4MKV+uoSBefqEJpxNnURHOggIQYAwPx5mfjz0pgbyff0bR6dDFtid5OxRWGvmLigqEQ2bjCE1Q16B0TP9CGpUMoH7UUoLaKzgrBBsfdHLxVw17SgoX2ncg76efaq2nM5sx3jYVj1b1qh5TFGnE6nKDy8eJBYILSzRCuirc9rMOF3/5/jdYFRqOr9tX6l+FNVjB4CojexLW1DxfvxZyf22nq3Sdo9JuhkpwJ4XsU6KWg3zWUcHZhTLLUrMLChMFjSYodH1LpTAR1t/rpCBeYDDr6PWJQs+PFMJ7qZTlQNFVORsDEN5bIWIAaHaNutD5NZVOs2t/3Z/6SiNlV+3Xy1khSNokBfB7XnQihMA1ULll23AL/+Nw79ePkLkfog+o+YHXBwQQ8h+0kvjqq69ISEigvLyczMxMNm3a9I+QLrhV8apGwm7Z9uvylGy/qaqcPPSvbbhYAxtfksJ6V19YPgWGfwb+1+mYziyT05IhraH9wxQmbOV8TBOMCbvxcg/C5BmJmnkG7l0pW5Qnl0iLiDYTofEo+G4wRPaCK1tk5a0wTYr6Vb0kipE9IGkPbH1d+n71mAUGM5edMegPf0497Rw0uxNOLEaLHcGmjT9yV3QilBVDWR6sewa8Igjs+zCEt4T3G5NV/jaK90L87osleNQZqU0bMhc8I1DWPoMx1EBZh2cx93ug2rl+2xzY9iYVhvqkX2lBwPOzMEVWqn0LknHNXYZvQzcMEfVqXD7L3W9hy87GVeeJqtfjWqkvcp29E6etGGVhC8qsevLOqPi2sGO+vAD7xjJaN4olomeb6g11fhwCGhMe3g1jt7Z8nnyIuEaDcObno5WUkP7ybMrOnaP84kUKN2wk6NVX8X9yKqUnT5IwZqz8AFd+qBRFQXV3Qx8QWONYFUXBGBHBpT59sfbsIdu5lchf+isurVvhPqA/hqAg0OkI/+pLDAEBFO8/QPa8eRiCgvAcNRJMRtDrKVi+AlFcjCMvj/wff6Ti/Hnce/dC0esxRUfh2rEjuT/8QMnefZgbNUJxccEzRAHciV69Cr2/P16jR6OYzYCMyMmZv4Cg114leM4c0mbPpnDjJkqOHSX49TdwuNUnYgDEjlbAOJFo21Byvp3J6Y0tqVhZyKClLqS9+CIFKzdQ6tcXl6zVNDh8CNVkoiIhkcx33sVz2DDsG36h6xAH/t0eBSB+zFgMQUGEffoJmx/RcA2qHWqsmEy4No3D8/YQrG0UNIfA4iN1UDofHzxHj8bSvHZJqiIxkdjW8bj16MGuGU5yzkDkYIUOL6g4ywWaU1SJ6PvMV9EZa20C4RRojrqjZEpPnsIUWx/VZKq9Yh0QonLSs1LMn3dB4Kyom4y4BirEr9UweyoUp8mw6SYTIWG9hluYgk8jhe7v64hfLa/Z+Z8Fp74S9JynENBGJf+SbO0delej9ZMqWUdlu2/QYoFqkKRrz0saPT5Q0ZshYR2k7YOhv8OGSU686iu0fU6+R68FXt94LvFrBeWF1GrB5p6DY/MEwV0g4xBc3SwI71O9TGGCIP2Q1KzVGHK5hVv4D8C9Xz/cevf+H3Wu/0/iFvG6Bs8waDgEWo6vjvNpedefr3f/Rum5lZcoTVGvT8U9/pOsYAU2k1ovo5XjIWGQe54Ip4lDTTph00GXq/G4nV0JjYbDke9laPWRH+DyNunPlbhTOtW7h5B57EuKQ2LwbPsYXsueqNrVeQ8XvNVY/La9DsBl8ySuJliYeOcDiO0foohyjOueYGDQ3ZiVA7LDqeilEaxbIPwwDJ6+CKFtcbHnoJz/Gn5yymrb1f0w/SqYrCijv8XX8ixlrs1B1eE8ugJl+QOUNX8Bl76v4CwLpmzV+2hp8XCNeHmGs1kZgaVvQzoPHVrj8rm0bk3GM5NInzkVj7ETCXjmmeonhQYu3pitScTMewnDjucQvd/Aw2mgKHc1Z1K+wjMoCE/3KDmdiRxLCHz/C4q6dCV3+SsUR0VhT0sl7OOPSV3yC8f37CD6/DnUOXMIWzCftJmzsDRrhrlh9Xiwa4cORK9ahVZWVuvl1vv4YO3cGf/HHqsRPRPy8UdcvX8SVx95FFPDOMyNGnKpdx+cbjFcsC4ktusTlBw/hiM3F/cB/XFm55Dz+eeEvPcuLm3bUh4fj7FSfwUQ/Prr2AsqKE/Pw61vH1w7dsRZVITQNBRVxRAUREVycg3HeXPDhsRs3YIhUBLGoJdeAp2O/EWLKVixnNKm07j4K0T0B89oE1aPEKzff4eYs5ScRUu50PY8oqyMnE7DKfVshOeF0wi7nfi7xmOKiSZ69SryUz0o2n8KnaFaYOoxdCg6L08AfMOSMHsrQPW1EZqGarHg//pH7Jql0dAg8Gsub/ahPRRUo5nAF18AqEGkcs8JCj+eT8n2tcTu30/6QT2qvtoNZd09Gn7NFNrNlMunHxB4RCp4Naj5mh18R5B5WHDbkppf0uXx0sbi2hTnX0HSJsGBNwQ9P1bxbaLQ86Obf/E7SgWnvhZ4xQi6vFnp35YrOPiWwDtO0GueiqIqRA6W5MgSIDj1DVxZLvBtLN3hO7yosv0ZjQqbbCtW2MDsJZ3smz6gcm6RBkKSSq8GVAn2A9vJKKA/gqIo9JyrkHex9nN+zRT6fK7iGiTY+ayoChy/hsRNgvM/Cer1UTB5/qVLdwu38G9B0en+I5YR/xu4RbyuwTMcbv/6j5cpt8E3A6Ddg1KPBeBWWf60eEnLhiPfy383GCRbeX5x0ji1KB16PU/sxWUo++ejtr2fsPxLhG7/FNXFR2q11k2XRMfpADTIi680YbVD9nk49Rte+ZmU9HsWt7iR0PpYFVFTiwspvJiNT3gM6pD36fP7Iwj/VNizBw0dqqoDJ/iGZ5GihuLtUHHp9BRknJDnknlWVtDOrsDaPghaB0kD1pC20O91MFV6nFUUI9LOUHjpPIWb1mGu54bO3oTNq44w6IO3sBj0xA54ELFhJFrgJtSoNqCqlJgCQLnOJ+3LvlLAP/At3Oyr8e1fRo7eQOG69VXmrDo3N8yffsM3s2cwXK1P5PhfcVia4Sw5h79aTEBIQ8z5OrJ++ASfBx6odnbPycGZkwNGIxVpaYjCIhLG3klhVD3i/T0JCwim9OBB7FevUpGcjN7bC6O/Z82X+soVrgwbTvAbr+NRGR2hlZaCTk/oxx/VWHbNh29RtHoNrYxGSk6cwJ6Wxtn64bi3aEJAvp2oxDHohDuFB88iyspACDxvvx17SgqWVq3Q+/mh9/NjzdHNWNb/SpfBY7Anp7Dni2boDM/Ts6NOmp327IXPA5MwRceQ//vvFG/fTtTaNdi2bsOZl4v/tGkYAgOpSE4h7YXnCZg+naDnn8d34kR0vr6oRpWgDqIye1DaHSSuFzS4rxfK+dWUnjFhDAnhfNEBCiqOEHYpCUdWFq4d2mMIDcVYrx7773LiptxNWOkH2DMyUT398LnvXoRT9rzcdj6CztcXHl1YdX0uDxiIpU17THe+jKMENDuk7YdD7wqurBbEjVM5/a1G2+cUtj4maPmYJCMH39Kg7BmKAl7F75KO236RIdA6ozz+6KEKRcmCc4s1Ym/XSHnhDXI69KT1x11rvD4hXRTcwmp/nI316hH02qu4dutW+8mbIKC1QpP7wTP6z5c9u1BQlgMtPqxmLYc/kFqrvAtw9gdBo3uqn0vbA0Z3aHBX9WPuEQrRtykc+UCj39cqTSdVV1lDuymEdqsmfi4BkHdekrtmD/65iuTQuxpZx2UFz7+lqGV66lVfARR6f1p73cb3KETdplS9l/4q7MUCzc7fXu8WbuH/JdwiXn8Hqk5WoIw3KIrtZVL4vnk2FGcDAnZ9IL2sDOZKIYYARSEgdgR4NIBNL+OjqBDcGga/L6tOX/eHJrfL1t6JH2UfRrNX7yf9OAZFJWL1bNjwriRpgU0h+zJhpSVccPgQn1JEtE6PavGA4gwIaMpufwshBQXEFNsxWJykm4IJPrMfx75f0GfvktW1NvdDg8HS3sI9RHqNVcJZVITjwgVMV76VcUh3fI/46DsK9h7DFBVOZk4uXgMaorf6yBZt9+co23mQ4k0V+D4IXN7C0Ir50OE6YhvYRO4LcHlwAeQnYXtnC6VHjuA+oD8pRTnY5n+OT9v2NKnfmLJHHiP/tVdx62PCefodXDxSyBlRTsHd48n97ntUFxd87rsPAL2vL6HzP0Pv50dpeSnFX3yNYjbjEx1FuJcXAbffTvmFC5gbNCD0o7mw8nEZvTT+16rD0/v74zliRI1sv/TXXqNw7Tqilv2OIzsHl1YtAXAzWfC0uOG4ehmdjw+unTqhT76CfshgjKs34Lx0mnpv/oA+LJSyY8dw7dgRnYcHwa+/Rt5PP+M+eBB6Hx8Mz75E4NUcUrcdpmT/fmLe3IXqISXlOnd3vCdMwBgRQd5PP1F+6RIAjvx8bNu34cwvQHVxwfeRR9CKi6m4Eo9WWEhyUTb7Fs6j3aVswj//vMYNL+uY4MJSQXibQkoOHcYUHQ2KQvsz8eidGorViiEoCP+nn65ap/NrKvYT5RR8lsfVLRUc/UYjuvVxLOsfIGrdWsK++grFYKAoSWDxl7YN7v37kxYfw8WpgmErpHeVcAoiBoFroOya682SdOjMkLJHEDkYOr6kUpbnScI6cA2Stgr739CwF2t0eV1H3DiVXTOdFKcLYoeV46uswTPaG6hNvOqaZlRUFc/bb6/zo34zmL0VGo7/a6QhaoiCez2whkgSpDkF2SdlvFB4LwjqUHM71hCFgFbgFlz9ePIOwdVtAo+YP7fNiBykknNaw17CXzIlNXuDXwtoN0P9U6f5G6EaFFwDJckryfrzqdZr2PeqRlESDFr839kiuoVb+CdwKzLo72D9LFkVGvBG1UMlpdkk73qF6P0/o5uwEkqyZf5iwm7YOw9ajoO0k9D/dakDA/j2NkjaK9uSLcfDsE+gIAXmNoeIznBlG4z+ATa/DH1ektWyo4ukbUSD/nJK0ZYmt6Xo5MRkcRZFOgvoDLi1HC+rZaGtwSOMgi0vYrE7MJbkAAoCQblnH9Rhn2DcNhESd8vqnMVTZkK6BcNt78too+1vcTTxFM7CdFrnHERx9YNJmxGe4RRcPMGpJR9hiOpM+zsn1rhUJSezUM16zPW9oKIEDn8rA7UtnlXtshvhtNmkvsrVlYd+fZWHZ/9MyB0j8J02k+xP5uI5sDvGxh0hLwF7SjLZSzZhbtWK9BdewaV5M/ynT8McG1sVBp2dlMB3zz5G3wcm06z3gLpf06J0uLAB4eJDwgvf4ta3L74PPYioqMCRn4/Bv9oING/pUrLmzsXcII6SgweJO34MgDNvvY7yzUJcOnXC54FJXCnYQfnnv+NrjACdDkd2DtHLfudi1244bSUkD+xJg3F3U/70czgzMjA1bEjkb7+Ss3c3pdu2YwkIJPerr4lavqyGP41t126uTpqEuWVLAmfPRhECUVpCwtg7MYSH48jOJmLhD5ivc1V+ec9ifjm3k1UpAYQ/MgW9r2+N068oFBjdFbSSkqphCKFp5P3yC2WnThE0e/ZNdRQbJjkpywXv8HwKLpYzcKkXqsVCeYGMcokdrdD4rmKKNm2mLGwQl5fr6PSyiqJTSN0jswpv1B6dWKDhGgTRQ+tmGWcXauRfEpi8FFo+VtOWQjgcCHQkbhCEdlMwWP86mShOk75af4WACKfURZm95LJCCEqzZfvvehQlC9L3C2JGVuugcs9rXFgqaD21bvPUa0jbJzi7SCO8l5xm7PnRHy//v4UDb2okbRGMXKdWtYj/COkHBeX5olZU0y389+K/5v79fwi33v1/ByV5cGkjnF1V9VBO3hku6WwU954htV4/jZMxQCd+kmL33ARpXrrlNVkFc9ph6EdyktHiDY1GyA15hEC3ZyCpMu9wyQTZrowbAoe+lg71hVelK32HR2RpAMAaiCjOwe7iRfxtMzE/ewGyzsLlzXDoWwhshkdBBkaAbs8iLL4ogKlhY4wuudBjOnSYDJM2szsjhJP5AVCcK4OlM07BzvfQW0sx+IJy72p48jR41UNRFA6tWEz8+Usc3bBSuuevflrmQgIuTf0k6QJp0trxUbB4kvbyy1zq24+kifdXTQGmPnYPtunNqSjPpKiyBvtkw7aUj1Xxa+VAPfE9/hEXMC4bJZ/0isDQpAtBs1/GGByBa/83cDbrQMKo28lbsgSA8pJitv3wFQ07dyPIaKHs0iXKr8TXfD1L8+DDppB7GeIGYQgKwpGdTcGKFWS+9x6X+/ZDKy6uWtzcsCEG/wC8759IyNwPSZx4P99PHsdI/2Sy336esmPHKDt2jFxdJnsN3hxPv4ojIxNHYiKpL8/Gd+qTJAZ9wtmMTM6t+A1LkyayzaWXgxK+nboQNnMWlkaNMMXFkfHOu+T9+GPV/i0tWuB5x2jKT51CFNvIL4hg60x3dIGh6P390Xl7k/7KqzVO8YlWQ1nc53E860VxsWs3Sk+drvG80V3eLK+RLpCVIO+xYwl+7bUapMuZn0/Rtm1V/9dbILgjhPTzIrh/IKrFwq5ZTs7/JGg1VSFysELhmrWkzZhB2pKTpO8o5Pz46ZScPMeeFzTOLqr9m6/ZQ+pNSRdAw/Eq7vWk+7uzouZzil5P7lk49I4gebvAlipwVvy135WbHtHY/5pG7gUNe/Efr3N2kWD1GI3ccxrxqzWurJT/r5oMFYKTX2ic+V7j2Key3XgNmYcFVzfBgbc0HGU334+zAhwlENZLpd9XOgyuCppdkLhRw1l+8/Vyzwq2P+WkNPuPz+HqFo0VI52UZP57v7sbTVDo/NpfI10AgW2Vf5t05V2Qk7m3cAv/rbjVavw7GPoRfNAYkg/ITEQgLLgbfj5NMZu8pGFp+4dgw/MQ2FxWjAbMgfUz4cQv0vqhXhfp63XgC1BA82yElp6D/urvUlSvU8EBBDWDvR9Dm/ugx0xZ5SrNgcub0PLiKTGZsJaUQVEKCqAvyaOZexNJDsf9DCufgDPLpenrqK9ltS2qO7btn7P4Yju6FP1G49yLcOePENkNPmjK5XgffE2eNG3bEi6uqwr5btrxRUoTirGvfg9Dr/ukFm3w+3QaeQdq8fdkWltTdPZ3rAe/AEcpSmibWpdOOAUIgUvrNtjKMyk5dh734yuhiS8XjQonE4Mo3vApJ/PsLHx0LnGNBkCjAfDdULKX7yDV5oeu03AaZ52nZMdqDB3HYggOxrVtMw5nrMJbiyf4+em49++PEAJHRQV5aak07tKT7EemkO/nh1ZSQoP9+6oPyuxJabdnyAluQ6ii4DFyBJkffEj+778T8v77ZGsOjm1cS6vhsh1ladyYyF+XUmorYsPtw4lNSKXZsIGMPJ6En3qQ+nt2o5hMtDtxgjztRTyFikvbtthsNrxGjcS1XTtCi4qJ2OGDWLIC4wOTqLhwEex28hYuwq1/PwqWLcf73nvwf3IqCaPvoHDDBrzuvBOA7E8/pXjffvRhYZQePUapasBZasH1jgcJfmgk6SvPU24zUnryFIagQPS+vrhXaLg/PpOMhATc+vXDkZUJNL7pWzzpwQexNGuO35Tq0Oz8M/nsfMmVuJAfcKz7tMr93iNKweXoaxhS82j5wQdknRCk7QGdQRDeW0babN85EtOg7rSZ4Yf2Xjxi+TrsSd3o9UkDXANr7z/3nODg2xodX5IE60bk//obgc5cGv16P4pOoShJYLBSKeiXBqE9P1JxCRSsGasRN66mH5dmFxx+XxDeWyHguszDRhMUjs0TZBwSRN4mKM2CxveoeDesfQzBnRSEgJRdgnOLofF94N+KKjG7ZofLKwQRA2Dg9yoW3+ptRA9VyTiskboTso6DLUXj3CJB/+/UGqHZN+q3ADKOwIE3BKoOwnrVTXQqbFCUUu1hdjNY/BR8Gv6Je/5fgDXkz0X8/zSOzNWoKISBP9xqV97Cfyf+NvFKS0tj8+bNeHt706dPH4zG6vnt4uJi3nvvPV588cV/9CD/x5BzGZZPhkHvSg3SjdDp4amz1XFAlTCbKis7Fk8Y+BaUF0uzoaEfyb8HviXNU7/oKUmbRzgUJoOiR/t8MJpdAPHSsqHJ7ZIwNRkpq13zu4DeTIlWjqX7LJTLm6CiFLvJk4pyHWWZBtzCyqRQ5sdx4CgFV3/wiQF7iWwjnl0hJxDHLcHuYsbfUoz1tlcgKggWdAe9GXteCl18iwjy0CAlF4bPJ93cGF3UWPyCm1O2cTMeWXugeAh41QOLJy7xWxGiFK+8AyTuj8XHJxR9bm98HRqKXl4jR0UF277/khBbFN66AAJuDyfZ1YxtRDfiNnwGx81E3vck9n27sBZUMPSjzyntehJL9irpNn/375SffwkXEUx6iRmx/kVMZ9eTdaaEwBeepyAzg9Rf19Gt3nG0fm3Z99svaN8tJuapJyktKkQx6An5cK7Mljx2lOwvvsBn0iTZ+lEUXsCXjXuXsV8XQfIjj6IPCUHYbCQ/9BBJvh6ELvqR7MISfCfIYQp7Whr2y5cxDxqAUTESe/c91Nu4kYr4eJJub0nY+C5c8BxKlzvGkz37FXwn3kfIm9WtadN3fXDm56MoCgXLluPMykIXFET5lSso27eT9cEHWLt2wdK0KfrgIAxBwVXrGsPDMEREUH76NFmffIIoL4ewAC64jiFEp+PywQbknbNTOqctHoMHE/zWHEqOHKH83Dk8Ro+m7NgxsufPx1ivHs6cHFRXVwzBwZQcOYpbr54AqGYLitGIo1Rw8C2N8K755E/pjbv3eLh7CGEjm2MMCyP/kqDReIUixR1nnvSOcvXMp/5IV8J669n4gEajexUK4hUMrr6YPFVavxqNePlIrdZl/q+/UZGQgP+0p1BU+Va+3qHAUSbJkm9TuPh1E1ydR/ExCRrdrbD1CQ3vOKqmBgFMHlK83vwRhYDrQqPj12hcXiGwpckg6uuJl1soBHWAtL2gM0H6Acg+odHsYaVWBc4zRsYkXVom6PmxwsUlUJIhqkT/OqPCbUuktcX1rVCQnmLd3lXJuyB1UekHpM6qLhuMGxHYFrq9o+LX8o+WkR5mfwbfpgrZJxUKE8D3z/PUAbClCrY/pdHqSZWg9v97bc/2M9Uaw+O3cAv/bfhbxOvgwYP069cPTdOw2+2EhISwbNkyGjeWv6BtNhuzZ8/+7yVejnIoTJWE5WaoQ5tUhaIMcvLO4eEehH7HO9DjOfAIlXeRkFYwabMUw5/4RfYSIjuhi9+GDhWGfQqrn5IWCpoDDnwlq2oGF0RJNmXu3ogD83A1uqFWFOGlcyfrikr2cSNRYyvQi1yEqy/6gmQozcVekMSFzncTlZ+P5cpWAFKXjCKkLIPbmqgYug+TOrSM02Dx4qoax+8p3ozSnSZCZEODAax/4XlUvZ6753TBs30FSnyJPJekA/IcBsyB+v2wfj8U/9RWaJHjcKRoCKckXk6Hg7WffsDlg/uwdh9NaKOmsOpuGpUXIh7dBw0fhnUzCL/wKeGTFuDIyqLA4I4pJgrWLIDSXIjpTfDs2aS/f5hGIWWciismLziQTi1lRcbd148jTVpjTnHQcPJHFHe4m9iOL6GKEqJatsErMJjy7WU4iypwpKdRtHEjOZ/Nx3/GdLxGj+aBpv3oU68F5ogowhbMx9SoEQXLV1CREE9AdCkVW49WOdIDZH08j4Lly+n87bdcve8+0hKuEvreuyStW0Naoh6v3Rux79hHerfuRC9aiOoZglbhRFSUkvzEVNlWNBjAbierd3+2pB9mVI5K/q+/4hc4mYhffibthRcxRkfhOXw4lpbVd9nyi5co3bcPzGbchw5B2Gz4ursQ0LQFAO1nqNjLjOS9MwhrJZG6Foqts1oJ+/ILFFUlfsxYtKIiVLMZzzvHkv3Rx0StWcuBz8PwDx6FcnEV+cczSd7uiy3FSliPu0iMT6TkyhbqT5WZl1unavi3hM6vTgVkyPTV4X0IGn073g2n03qaJAFhPRTU675l6tKLFe/dQ/n5C/hPewqvWKWWu7qjBNL2CMrzoVwfjSUuiqyjgp2nnbhHQOOJNT+TZxYKkrcJRq5Vaxh+Kjop4h+yRK0iSQB55wU7n5OC/s6vKaAT5JySBM4aopB3QWPvq4KWk9UqQXzmUTj1JXR+Q6H9CyAcCs5ygdCk6/2NWZDXQ1EUvCstLwLbKVXu8zeDLUXD5AUGF5WA2sXkfwnOcsGZHwRRg8G3yV8jUXqzrOoZ3f582f8k/qmsyFu4hf8t/C3iNXPmTEaMGMGXX35JcXExzz33HN27d2fjxo20bPkH1yD3pAABAABJREFUP8P+WxDQCKaeqP142nGZpXjNOqIu5FxGm98Z4WolsfFgoh/dK0kXQMIuWDoRbv9WRhEl7IaQ1jiTdqMCSs9ZUtTu3why46WxaUxvGXwNiDsWop5biiXlJEQ0B7MHnPgJ7xgdLt46MJnY0bwfTeqNwA8zLLmH4ua3k0gyvv4xFB8xsz8rnEaRMZT4FWNt8wh81gXsNojqDqnHiJr6Mw/s/hZ3Y2vZrzB5cNvU56QIfvdclKuHcA54B13DIXB0IRz8AjpORglqBs8l4F/HJXHaK7h6+gQdRo2lw8gx8lwazEfYilBVvbyeV7bgrCgntcFkwho3w+f++8n95Tz61utx7yVzIwvXrEJnjCfjlQW4PDwKtU8r9F6yyqioKg9Peg7b6VN4Gn4jyLSZogpPvHqM5jYf6RlWknYUJS8R8+R3cBYVkfnmm5gqE+c9P19E1KpVJLdtQ+gHHwDgO+l++ZJ+8Sw5Ldyhwk7JseMYgoPwe+JxPEcMx7Z9m7yB3jVOvnW69eBy+mNknbuEtXwlbNlGUUg97IWFWDuHULxtPiX79hH0yisIh52C1Ws4eOkI2Z464iP9aGwyU375MpaWLbBnZFB2+jTmZk3xe/zxquvpOWokxqhIaZpaWWkOKilBsch0aoNVQctKoHDtOgz+/rj374/ex4d6C3/AFBNDwZo1lJ08hc7TE9XVhaDZr2CKicbSpAkl9nDS9wsc9qsEZq/EL7Y+3d67H/cwIwbr0xwefhFvR3VvsNNsFYuvdK1XjEYurzKS5ToRv9gIFEXBpzGk7BTEjFIoToUtU5w0uFPhyIeCVk9IsqEzKpQcOULhqtWEfDS3atvJ2wVJWzQ6PK+iGhTM3grDV+nYOd2JSwB0f0+PZhdsmKTh1eCa7UE1Wjyq0OCOmi7rl37XOPO9YMB3NUkXgEe0bLkJDS4sFRSnw+AfJfnT7IJlQwUGF0k8riGki0LfL1Q8Yyq3pYMdzzgpzYH+X//9Flh5vqjTYqE4XbB2vMAaAgMX1rHiTZCyQyP/iiBmuML5nyCwg4L/dbmTOpPC4J/Uvxz5BLKd2/29/5n23onPNQoTBF3euNVOvIX/9/C3VI6HDx9m+vTpqKqKm5sbn376KU8//TS9e/fm4MGD/6lj/N+FENJzav3/x955h1dRtlv/N7N7S3Z67w0SEnrvvTcLgoiCAqLYRbFTrLz2gqKCBcUKqID0DtJ7DSEJ6b1nJ9l15vtjqILtvHq+857Duq5cSaY8M7vNrH0/617ryd/fzlGPIGoQdN5ERPS70vFeb1Uier6/Hd5MVawiqnPZ07IXZ+LbwpbnYfd7eMLbcyo4DKdKrWizIhUXd7HkONaUWxF7PQUZaxThfnh7ZJ9m6AMFtM5Guh/YQMD3d0PubgCsdZX0b/4AQXnH8dfZ6RWQTVBDFeaoXrD6USg/Ba5GXB1mQmRHeLslXvtfVwhgy3EgiviFR+IbGo60ayHyqRUsemMZdkkLt3wJNy4C3/MGqc5rVwi1BiMjZzzDkfU/U5qt2B+Uf7WWjNGTceedgCNfwwNH2BM9i+/mPkVdeRkAUoMLyaml+vtllL35FrWrV2PbsQPrww9ixB9x3Ou4ioouHifa4EvQjkN4DxuMV5I3YU+NQON3qZ/eWLoAw6HJ5J04guyxETr3WSR7EA0HSwHFFNXYqtWllzIrC4Dksc/SKup28iZOJHf8eMpee40crYcup7/gxI19id++DU9tLYWPPErDTyvokNwK8WwWmqgo4jZuIPCRB7GOike2naJu9Wp8xo5FdjooWfwF6+tLiBbUzGg1gLr8XI4+MQVH+mnK5v0LTWgoKj9fwufPv+L51Ccno+9/60XS5a63kdGlK2XnCSNAyazZqP38CHjwkrmusV07VFYr7uJi7KdP4SotQ5PWBWOb1tjPnMHQti0+SSLdXhYIlj4FQcBv4kSC2ogYAgTUBoERHyfQdvqlUkdQWwGt4yzpbdpSt3YdlkgBU6SJ0qdn4MjO5thHirDcWacUd+1VULRDxhIBh9+R2TNXmZ7UxcXhe+edV7jWN5XL1GYrsakX4GpQrBhCOin/S27l51q5hDqrcIkQAelfS5xcLCtTevqrNkdUi4xYLtJuhkjqFJG2j1y6LIoagdS7BLrMFa8KzL78GACxw0R0VoU4/hqOGpmfRnrIWnFlpE99vsyhtyRWjJYoP3b1fgZ/CO0CcSMvmzL9WeLMN8o47upqbL/8csU+Vekyu2bJnPpc0YVlr1IMZH8NnbeAqP6fWT3SGPlLXanXcR3/JF555RUEQeChhx76W8b7yxov+6/cvJ944gnUajUDBgzgk0/+wID0PxGCAGO/UnRNF7BxjhIkXZ4OE1cpFajQVgj9ZuO39inwOe+u6HYq1bKI9gpRyVirdCgm9AefGKLPrUFnDoWUm6CpAtW+D7E374Ta44aGMuUHYPu8S8cOaw/2GijYj80zBZv0CqFDTqPe9LTiM5axBqK7Ix3+BpWtCjn3F6SANtSvP4dr71GMdwDjl0H6StyntlI8dSxhNwSj0pqQbv0BPh2MLGlQTfjq4iEb27xC6VMPEt1c4PD6n+k8eCCVwQmc3j+HdhGj0X/cF5oNI1PrIiz3GIY71ihdmoDeZMY3LIJDq3+ieffemNRqZLudpmVvY6n9HmacpfWIsQQmpuEVoNTN/CcpU3v597+JKz+fmO+/w+Ww8/7dE4hW6UmNiqLwsceJXvIlrsJC8qfdgyM7G/vpdkR8+CWiTkf6ru0c/PlHbnr6BRq7PkKmqS3bX5pF78hyqlRhmDTDiI/pQOCMR5HdbsTzsTu27dvJn3o3umbNiP3xB7yGD0Ny2FH5+mFIbk693kzviDQirEGofXwoe/U1nNnZ2HbuxNSpE+6iYhBFNEFBCKKIuUMIDcZmmEeMJeDhh2jY+QvZ/hbq7fU079mTiMlT2BjRRMGZzSx9/HE0gUGoAwNAklD7+QFK+LO85X0a5ShO7BpC10fy8G+lpm7NWsWQ1e3GXVWF2tcXv2l3U/XZ5zjz8tDFxl7xVg589FGceXk40s+QsysEYfp92DZtQjAYiFu7lpBOgVhem4u7rFzx4tq8heovvyT83XewRF5dGpFsNvB4cOblETxIQPtgH+o/3InkcCC5wDtGubnrvKHNwyI7HpfoPFvEXq10JG45mc7C3FW8+8A0NPpLpC7hJpGANhLr7pTo+KSIf6qAWg+xQwWC2giU7JfZ/4oSlWOJVG7OO57wIKqUaUdr3JU3bEuEQHB7aD9ToGgnFO1SzFov119diBPyS+YqRA8R0BgFGkpkjn4g0XKaiKsB8jbJtLhTQNQo+4Z1gyPzoeSAhNZLpPacTGhngc0PSLSaLhDcXrh4vhdwbrVM9kqZuJHgHX31sUW1QNcXr6z6FO1WxP9JY6Hqk0+o/Hgh8du3XbQ+qcmSaPWAgH8K+CSKhHWVEf+EhuzvQNEvMtmrJDrNEn93uvWP0Py26w3313ElZI9M+XGwV8ro/QQCUvlvyQ7dv38/H374IWlpaX/bmH+JeLVo0YJdu3ZddQIzZsxAkiTGne+++l+HhH5w4FP4eixM2QKFBxR3ea35SlfD9nfBrneV6tjtP8Ghz5Vg7A5T4ex6GPIaUn0xYs4OyN5OmOSGAW9CQn/cb7ejVBOA6lwVgqjGo9ai8orEVZ1NXnAU/g02zN1mIradiPCOMq2rCzcgF6xHWP/upUgPZwOu7BxKnUtRZ5VDgROrMxdTvB+a0FC4aaHS4Viejsr5FT6DeiCMfxsEN55Ft5K/1oLPhER8Lnv45l4DMS5fwbEvv8d2+gRywTzk4ATkqCRkky+0uZ2SPStwx4YiSG7cK59BcDeimvgtZruDtmcLWKvKxDsohA4TJoBgxDR+GDQ9AOYAjEBCxy5XPOWyx0PD9u14DRmCoNGg1Wjo0KoD4rKfsIwbrxAOlIKkRxTI6d4Bv/1H8Dt4kPr1G0CnRu1ygcfNm5kH2HB2LwumP0ySJo+vlmwhtp0H67AQzvbshdTQQMLOnRQ+8AC6FimYune7mNMoarVoIyIoe/U1Ij7+GD+DF2/2nnzxPCM/WYTj3Dn08fHYz2TQsHMnhrZtyB4xAlOHjpj79uHgD51wHuuD6qWXCX3pRXp37kizzDPEte1I2Ztv8sTmzeiGDOLIK/ezv308w3veQHXnlkS+/wHWm27k6PuJRFan49WsiOa3DaVx/n2c0Eica6qiuSCgjYvjbJeuBD37jPK87dyJ/dQIdLGxSA0NVH/3PdabbkRlseDIzUUMjSNixm043lasKmSnE09VJZqgQMxdLr0OUn0drpISZLcbp02+ousO4MzmBExdb8XSvx91OTLbZmhpVrGXhq1b6f5KM+TLijvB7QX6vt2Ipmwv4aP68dMoD/lt7VSnNOC6vLR1YexvZBpLIG+LhH+qCkEl0PJeAVuRzKE3JMzhSjzOruc8SB6Q3VC8HzwuifaPKZU6UCpltiLF3kJUCdTnS1Qcl5HcwjUF7We+kXDUcdH5vWC7zO7Zip6t+W2KGD7xJqg8LXN2mUzCDQKG81Zrgkqgw9MC2x6SsRVI1GRBZB8B7xhoLFOI3wWSdgEpEwViBl9NyH4PXeaKXHBf9J00CWP79hdJV1O5zMHXofltCukCaKoAjYn/lmgfR41MfYHyevxXUX1G6Wzt9KyIV/T1qtd1KJ/DI+9JNJVfWCJjCIBW94mE9/jn3iM2m43x48fz8ccf88ILL/xt4/4l4nX77bezdetWpk2bdtW6xx9/HFmWWbBgwd92cv/tOLtB6QAc+qbSwXg5TAFKp6BKA3es/O0x+j6rONnvXwQpN+CuOIN630cQkERN9joK3UUkO+qpbD8e/4KTsPl50FsRq7M4ndwfo9pJdUEDpvoKVF6hOBoKyY1ohte50+wu30zACQ9J1ecgaTCGM+9g0GpBUl+60jVWoPJJRuflhacsg+odJ/G+1QdLhI2y0sN8NHkCIyIyiLbUIXiciGmBOM1m9IXH0DScJGpEEOJtU698THvmI26YxegHDlEw6y0qzqqoGNKZ1om3Y7D4QmUWgs6CI+wx9JOGUT2tBaK6EfMEF/az1ai0HZj4QA/k8FByNh1FnxeHq1ZL7SoP2shsrMOurMxs+fxj6spL6Tln9hVZhF0eewp5xpMXzShdJSVUVpSy01tLTV0l3Z96HNvGjdR88w3apCRa5ueTk3E7LW1VDKixEfFATwo+X8LIW8fhN/EuapYuVaKFgKnLXiYkVs10vZ7Ijz8GwH7qFE3HjuHIykbQ6xFEQfH5+vFHfG67DZutjjUPTiPt6BnUoaGEvfkmhjatUQUGoW/WnOrvvkPl50vciC5UbnmV2h8zMHbpjLlLF0IELVJDA/UbN+IpKEQ+cJit7aNZ0j6A4rNbWdm4g3c3HiLZ6U3fdxPQeL1L8aPT8Cl+CfudE6j1VrH/4EaSv9qFq6AQgKZjx8HjQR0cjPewoQA07N1L2bx5NB48SMR77xK9eDGIIiqzGoasQ3a7EdRXvtcdZ89S9NTTaGNisI65mbxfLBx8XaLjjaupWfIldT0/p/VDOsrTjZD2FLoYEY1bJvFWPcL6Lhg7d7nmFJa0+2sK3nyT2NU/02VODI66NG5QtSTIKJC7QaI+H1qcF8qHdVNc2C8ETZ/+QqbfApGmMig/Dr3eVGwafBIFJI8inUSQKd0PWSuVSpQsy2x/TKLqNNRkybS6V6T8qEz7x6/WeV1AbTY0VcmUH5UxBYM1HvxTofYcWOMEblgjsnu2hL1GptfbAjnrZJLGcdHHyhon0Gw8xA5XXPt13gKJN4nsmClh8IPIvlceV6UTsERe81Q49JaExgSpU66s/giicPF7ltrXF/NlkUeGAIH+H4mYL8V+suleCf8W0PVFFQXblMfW+oF/pqIUM1QkZui/OYhw/vvs9aLXdXD+y88s6arlTeWwe5ZE5zn/HPmaPn06Q4cOpV+/fv//iNfkyZOZPHnyb66fOXMmM2fO/LdP6v8bio9A+mrFN6uhDEIu6U5oPuyid9fvImkInvc6INbmkVO2mzNGkV63fY/e4I/1497YU4dQFiVQ5OWFv3ckZKyG7a8iBiXT0xyJJIAzIQ7d3oVQdhpzUz19Dm5CNvhQJw0nfOWrEN0TBv0L+cxa8DiVi7BPDFSfQxKN2DWd8b85BJwD8Ak+gi53CTSYMPoGE11ejUXjBBkkrYlf9PW0WzYRfVQfEERUIfHUu7Uc+OwjugzshW7z0+DxQMpoWPEAXr1upiY/gNVLN9D3x73E3j4Br7B2BIW1JSjzX5BjpXbs4xSlf0PK3gXk7ahFG5CCIb4Z6z55h/Rd27nrgflowyxogk2ofa8W3eiMJvRmL2S7A1Gvx+N2sWTG/ejjIgm9YRTdwpKxn8ng3KhRqBMT6ZCZiXXZt4QmJSMNbCDd10KT5KG9xkT5Bwto5vFguO1WjF260HTsOJpI5U7nPXo02vgEaletQnPsAEUWK7tqS7nxwtth1myc586BJBG3aSNqHx9qlv9A2WuvY2zXjprPPiOhuBb8AnCXliJqNaiDgqj98Ud8J05EHRJCwPTpFM18gsAb2mPu8QgFU6Zivu1Wapd8TdC99xL26qu4q6txV1QwbtEiRljNRDzzLD2K02nhHknNG4/SqIojYfYQ1AEBZDbVc+ybzxh1y0R6P/UhngcaUJlNGFJT0TdLojw7gBIcxDTJqA0C5t69MXbpjKlrVypPyvzyrIluL4sXu+p+TbpAcYCXbDZsRzJxO3X4PSIQPxq8kgOoT+5J6WE19moYsFCFyyZz5huJ2OEC8QOqyV+eAy7nVWMC+Iy/FX1yMjn7ojGFQPq3MtXpMsO+Eyk9CFWnZFqcD0C43MeqeK+M3k/m1BcSjlqBG9aKF8l3aFeBQ29JmEMVcXzfD0RUOhm3XVYqWjIYgkClFpCcUJ8PjjrlGJJb6V70b8nF8VpMFshcLrP1UYnIPgIdnxLp/faVU31+LcBlEyg/DCc/lYkaIGA8312iNQukTr7yJhDYFjrNEgm9sqiLo0ap7CRPUPzCyo/JFO2SSZuiNAY46+Gv5opIbsXX7PJpvnaPiRercpWnZAp3yrS6T77K6uJyyJJMyV7l3C+QVMkjc3S+TFh3gcDW/1yVwSdRoP/H10X116FMLx5572rSdTmOvCcR1lX826cdv/nmGw4dOvSP6Nf/EvGy2+2sX7+e3r17Y7Fc2VNcV1fH1q1bGThwIDqd7m89yf829HgMus9QDE/3LoDHs5XA6z8Ley3SD9MQ6gqotAbSqFYTLpuoXlyE19DmmG76lOD4vsg6C4H/ilPsEsI7wlnFwV0T0REOLEJoNkQZr/G85bWrEcHViH+dD4LdgSNnD6qfHqAusjU+eYdwI+D2i0ZffQ6HK5aqgtEY54/Bx3EcjQAY/AAJM3WMCC+H5iPxODVIpSdJKyzBp+wslGYpVb3iY5z84iUO7c7AKDTSsXC34sbYegKc/AGv3j3wcpxkbHwm9WutVH/8FV5pq6HjNDy1TTRsziKq8gUiPS4KP+nGpppdhEcVk2QcTZcxt5Hcoy9eacrXcZ8bEq5+DoEuN9+Kp7aWjK7d8L3tNrzHj0PIL2CDrpaSfR66jU6m8cB+tNHRBDzyCDgdeDVTLE1Ua+6H4lqcxhYYh/TDP/8g2sREhHH3sej0Fsa/OBsvnaJXkho81K6xo0/ty3P77TQMHozZ1+/ieeiTk3EWFCBVV5N/9zQiFn6MIzcXvCxs3rOeDvEJeJ11oWvem3W3Wzilqmbkww/jc8st1KxciVxfj7uqGntuLo4jR3AXFBCxaCEf/rICS0IYw/v3Rt8smZO3PkfT8SysQU1ENG+Jr9GL4XEdsOvLyP+2JS6vIhKA0BdewLfBRsBTT1E/aw4vZW4nYPhIpqQNvOjD5TgqYSsxILkVF3O1CezHTyAajFi73oI1Tpkh/y3U58mYmzUj9uefWT5IIjxQICpSQG2UObqmPU6xPV3mihez+cqPw7EPZRorZIq2BND7sx8whl7blVNlNmPu3o2s8R58k6DZOIGz38uodNDhCVEx2b0MjlqZqtNKpmH6V5CzFvR+MkgCTTUyBj+BssMydefAXgmmUDAEyPw8ViZuuGJpJ7lh2DfKTTx/i4R/C4Gwrsr4eZtk9r8i0/N1EVmW0XlDTbbEme+gzcMCIb9h85B4k1KKkT0ywR0gY6lEQzFEDxSvmQkpqgRCOsrsek4i4QaR4A4CbrvMrlnKdGTT+Y952SFF75V8m4DGDJ2eVY6Tt1HCr4WAKfiPbyynv5A5/aXMsO/Fi6ayl59Ty3tE0qbJF4nmb6HsEOx8SqLDUwJR/ZVtPXbIXS+js/JvE6/GMhmPQ9HfXcd1/BbKj3PZ9OK10VSubBfY6u87bn5+Pg8++CAbNmxAr79GR86/ib9EvD788ENWrFjBiBEjrlrn5eXFO++8Q15eHvfdd9819v4PgSAomqywtr9PupyNsHu+krXoFaL8/0YKQlwvyjveTkNICyy73yfEZaRS0x6PKCmmqLYyhMJD0OJGKu0lWBxOtIjQ7SE4sxpJVLNf10gXRARLEPglQPZmUOnwTiqm/GgJAXoHUuE+BP80HKjID4gmMqIjeDxos3fjZ34Np7oAj0tE6jwdbYubldzIY9+CqIGMtVRYVtNYmYl/7YMIKqdCrhIGIp9aSZr0M7XeZpqbi6HNBCXeyOMERz1Ed4OU0YT5LwbtOzSFDwBnErVb9nG6Cszli2jRayT4xGD0imZgozcht46CL2/CW5bwnrD86uey/Iwyt+CfgOR0gtuNytubmO+/o8Jp59z8+bQ7fY6ez36OLkGxgZAaGhHNZizduiKoVDTV17Hlo7foyTESsryx1x8ib+kq5KYmAvpnk5dewnL/CpL9IukdkUrVF19SMX8+2hYDETVB1C5dSuydd6KLjbl4WqbOnXE7ndgrK3AePUbD1q1UffghtrBAot/6lNqhg/Ea2AnR4GFNziFCTD7cmNgF0WSiZPkydA1NnLt/OmpJAgRsW3dg7tObXsHxGDNWoE8/C81SyCu5AYevH62XeSFaLJTMfR5T925Yevcmt2c0alfhxXPSm8wkzJ5DfnEJA3/cw6nRN1/xVMYMFokZrPy96zkPlgiIuu9zrK0NyDI0S16OujYFwq5UkRfNfALJP5ndq8fT7jGBmCEi/T8W0fsoETjiR4MwePWhMfgxPHYZWVaqRKGdBfp8ILD1fjeSU6D+5xW4+t1CzhqZFncJF0Xrl2PgJyKCWiEk4ZflWQsqgaZKhVDVZsvkbZJI/0rxyvJLFmg3AywRIufWSBx4Vab/xyKVJxV/rqRxAoIAa8bLhHSEmKECVenyRfIBYCtSOv4kj4BKBWHdBWRJmUr8cbiEygCSEwZ+KuAV9cfzXIJKwFkHZ79XyEhAqswlseWV8JyvttmrlG1kj6L7ann3JWKUfIdA0tgrPcDs1TJ7X5JJGgNp0/6YpET0Ff5Qz3WBdDVVyGx5UCLt7qunagJan6/Sdb60TGMSGPGDeJVO7b+CvS9KNJZdsu24juu4FuyVf67kq2z395H4gwcPUlZWRps2bS4u83g8bN++nffeew+Hw4HqNzJs/wz+EvFasmQJzz777G+uf+ihh5g7d+5/NvECxSbBN+b3tyk/DVteUITq7SaBxqD4WsX2JDCqC3x1C3JJNgKQ3uEnvAxVtOFe2PIiHPwMZ7/nyK8/QquM/SBqFfJRno7HYCUhsy2ycAjB46KmLhunbygBVUUI65/BX++gXPUwPh30+Ox+FRkPcZV5iNvfBI8DlQAGz3YMDRIyoC46CrVFcPJHsMYg20pwdZ6Hl5cJ/botqB2RyEIWgjEA+jxDyYmRBMgzGRh2Dpx5OEq80fYVEE4up+7UVs5p+hAfqMLYcRqC3htD5/tgq4iUtZtIUy3e/nYY8AKCRo9fF7hYP4rpweVq6+rlP9J02h9tmA/+jZMV7dzd2/nl7sm4q6tofcdkip99lv2tm6GPiWHYl19gbNUG2eOhYsECzL174z91CgDu8nLOTr8HdUEOO1r60szjjaljGob2vaj+6gvkhBYYPlrIR0/OIC5CMRSVXS5kWUYT4CDw4alYbxyELiaGmh9+xF1agqdFCgcyjiEZRaJW/ELYE0/gNWwY2phYnI5GiqZOQ11ajuX2NHSpLZizazvxbdoDYD99mlOBerJ6dWWqMYGmvftRBaeg8ovA0rcv6iUGNDfq8eqtVKm6vBuB2w4qb2/s2dlUf/89sseDpXdvRk15ANvOnZz6YD7R42/D6OWN2seHiPnz8TtxglTvxGu+PV1FRSQGL8fQYyhVTz+Ard9Uavd9jU/1YlwjRxI275UrtncWFKD3CyB1qkDOepmaTOkKHZCn7WTyTw3AaoV9L8sk3AQt7hTOP5cCkluFoPLgP3Yo6T9IZHwPge0guB2svlUiordA2t0i5cdkctfLJN4C+1+RSLtbICBNOU5VusymeyRaPwCH31VE7N3niVScuCBkdwM6AlsLNBsH5lBo/7iA265oqSSPTH0ehPUQsMYJV3U3Nh8v0nz8pf81RkXYLnmU6gsiRA8UMIcJZP8skblcps97ImrD1Rf02nOKBiywjcDwZUp16dRiidNLJJqPv5q06bwFhiy5dKGuzYbGkiu7sgRBuMIrDJQg7n4fXKnZ+jXcTTL5W5UYJK9I5efPQNSAKfjahqiiSiCi17X2+Xtubi3vFXH/jk/1dVwHgN5PAP6YfCnb/X3o27cvx48fv2LZpEmTaNasGTNnzvy3SBf8ReJ19uxZWl7mt/NrpKWlcfbs2X/rhP5uHDn5ERqNiZTE8X+88e9BluHgpxDTE/zioKFCWb7qYTD6KkHYvS/z+ur1pFLZ8rhIMMRiPLAcHGY4+Bn0fAKtJYyw6mpcYW3Q9HwKvlLyADWd78dv01vIogZUOpyuRgJry5AAwV6PJ7QflCei2jkdBAkhqAVCdY5ieoqK47YIHA4X7ULqENRa8E+EVuMhcxO4GpBVXshb56PXPobOLSCLWuWx1ebBx70JSBuP+kQZIODUt6U8vyPu+1/FGHscj0uDc89B8n56hfD572HpNUN5rP3n4NMfpRPy9Wbw4zS4+TOajh7Ftn07OOrwFZaiGjwbWZKQbDbK5r2KqddcJF83jHwPBBU1JcWcM2lIPl5M4759eI9+lN5+8VRvX0pZ4Yds8RJo1aUn+vnv47HZqJj/Pub+/aj+fDH6ikq+GNmSDD8Ty/NuJvi57lR9ewbHmWy0UcEk7tmNynxpjs3vzkkgCJTNm4f3hNswJ59PX9i8mepdv6BqaMQd4kdiRAy0aIH9xEncJSVooyIpnzEDGptoOnSIpqPHqNJp2Pb6PKSp9xIt6Ch5/nlGvvYGznPnKJ079+IxVRYPal9fivZ7CGw9HpW3coP2TvGj/P33KV5RhvWmGxF0OmybN9M05mbqN26k8oMFCMDxslI6zppL3dp1iFYrhffciyowkOBnn0FlMqGNi6dhx3a8b7wRZ14ens0LcCT3wq6OJyA2EK8EM7bFm3BkKp5qTcVFnB09Gr/HHiNq8RcIKoEgj2IgekETdAH+E26m9DOJNg9A/hbFGuHsUonMn2R6vSXSdgaYI7Q01urwTVIqQGqdYtkQ0lHAJ0Gp9hx5TxHRe0VD1Wk48YlM77eU3EOvKJlmtwqEdhVQaWUC2wiYQgQkp0x89FJy+79C3Pp1mIIDSZ1yma/VaomGEsUjrCZbpsWUP74IF2yX8Y5RprpElUD/jwXUJjCHKK+JxiAjeaDiuHyVs7yjVjFvTbxR6bQs3i2j91f0U6LmDw8NgE8StH5AuObUJCjVqPytigGqT9LvP56iXTIH/qVUCoM7/Lnjg0IG/7sMUX8N3z94TNdxHQABqcq16PemGw0BynZ/JywWCy0uSywBMJlM+Pn5XbX8v4K/RLzcbjfl5eVERl67Dae8vBy3+39WiJZKpUX1WyY2NXmKS+MfVbcAGsrh50eh60PK9htmQctblSpO0DVeiNBW0OpW2P0eYcXZ0Nio7NflfqjOAY2egLghoLNQey4GQ9TtaO2HoSITVcth4KyH2iICfaKRa5cjIgAS6olfELBoEJRKYAqCirPIXR9E2vEaKkGkShVOnbsBDILihL//Y8Vp3uOEpKEImetR+fiBy4Rb5YssmSm0NnGzsSUzvIyMCwmDEwAyGscRfG65ndw336Kwrolj5W1I656Ct34wjSfNWHqhkLZF/SG+vxKR1P3Ri89n1eeLqVu3DlF0Ye5bh0Glo/zdd6n67HPiH0hArH0cYdoBEAS2fbKAg+tWEZfWhpCBwRiMZWBJobG0BoMOXG4nPqGxmCIiiN28CbY8jyvvW8pXNGE/cYLg2bN41CiQufgb5NhfgO5YR8Zh6bcKjZ+BsjfepH7LZsLfeANdQgKSx8Nxl42yod25ee/7/BT0FLXLfyB85iM0rErEsWkTicfToaSKgMdmUP6vVzF1aI8+JYWGX37haFIwaQV1eI8cgbdWS6/0PJreehfVC/MwdHkc2RGIpXcUUn099sxMbNu3o28eT/GsWfR/84GLHl3uykpyJ9yOYDCgCQzEkJpKzDdfU/zcLESDAdnuQJvcnKpz2USFhOOpr6fw4YcxduwIgPfQoZS//gbqwEAaI8dRu2o7bdq3x9SpE80OH0JCgy5pPmHdFSuDmlA7olFxuj978iCamjoyPznDsZ8kur8ssG6STPwoaDbu0g3ZXiUT0BL6LVCWGeSzSA4HmS9/gkUbRNHE3UQu+giVTwDLB0nIMgz9VsR43tKhzcMKmanJlKnLgaD2cHS+oqPyilJ8p3Y9K5N0i0DaNGXbmKEC7iaZ0kMSh96V0VQnkXbDDais1ovn5W6SyfpJpiZLxlYExkBBqaL8wRdkj1NmzxwJS9Qll3lr/JVVqog+Iofe9pCzjqvIjM5boP1jAsZgRYR+6ksZa6xM91dUSB6Zw+9IhPcQrjJcvRwqrUD86N9eX7hDEbIHthawxv3+4wnvJWDwE/D/7e/E13Ed/5EQVAKt7hOv2dV4Aa3u+/uF9f80/hLxSklJYePGjbRt2/aa69evX38xt/F/ClKbTfztld9PBGcDTN/7xwOZA+HePYpx6pc3QHAa9JsN9UWw4w3I3akI89tMULbf8hI0H6kYpoa3gVsVzyQaK5Xj6r3g5s9g+VQ8QiDU7UQS8hFLz5c3tRYkhxN3iQ21PgTBXqwsfyUCLKGACI3lIEuk56+hsOMQUs8cJKxvR7pvXYAz9T60soP9e05ytDqUO2Y+gMY3HKGxAnV9KTQ0oPVUIQN+6h5010BCQxHs3wJ3bYCNs6H9ZLYsfpaI4d1p79mLpzaF4GbJSKddqC4IoQUBSR+MoPdByN8PLcdizymi7rXX8H/oQfStWlL99TdU2CMJTxyIpSkYQRBw6tW4svwx1TlRe+tw1tTg3WgnNSaRsFtvg+8nUrN3EXWrijkXE055SiJekkRcu4407dmHfcNufPsOJeLmD7CfOoUhNZWam8fQRlbhM6afokvSqxH1alac2YXqp6+JKqsnZ/kyinZs47S3AYfbRbkZ3HI4lR9twfL5fJavXYZo9MOcGEuz9p2p37gJS9++GJo3x9ipE4IgYNj0M6sP/0CbDjej8vYGQDaZMLoljK1a0XhcCxYDrvIKDG3boAkNRZBl7MeO48zJQR0YiP/dd+PIzKR25SqcubkcivFh04huvO1swhIfT/RXSwAlA9F56jSRU6YQOGUK9uPHQZYxde9O4GMzMKSk4DtpIm67hu3PmRHSuqGNUip7slugflM26sPfUbzJiXX4QIqfeorw994FIK3fcI68UEvVVhU+3uVkfB+A5OJidE3V+n1sfSUJQSMQ3MVM51nK8uJnn8NdWYmvr54K34GcrLiNCI9C7JLvgIZiJazhAmRZpvyooqW6YZ2IoxpqRio5hUfmK8HV3f4l4NfsMm1TlczpJRJZP4LaAu3npRHUupXynLhlas+Bs04R9nd6TsA/TaDqFPR4TeDU5zIxQ8AUcuXFOP0rCUeNMs0V2Q+K9ypjXW59cW6txJF3ZPouUJz8VdfoE/I4ZfySBdZOlIjoIxPYmovTsu4myFkvo/fld4nXr+Fukjm+UCZuuIBXtEDsCIW4ecdcewzJI1+0sBBVAgGt/vShruM6/qMQ3kOg8xzxVz5e/Lf4eF2OrVu3/m1j/SXideedd/LII4+QkpLCsGFXWiusXLmSF198kTfeeONvO7l/HANfBsn157cPSAKvUOj9NLSdBOYA+OUtOPLleYfC82KJvD2wbR7s+QAGvghtbleWfzUWMtYiI+MK6If2i9Ggt2J1P0O560ks6lUYVbsUobnGCC43HpcJSRuFftDDcOQLKDmuTAvG9ICkobB2Jn41ZQjIlAZGUGrPY2dZGww5pxlw8yysxW7a7F+GZtkEGPUh5O8BtQE8TmSgytmRyc4o1MGhtPDvjltTizqiA0xaDTV5DBW+ofFcNNqmPHoM7ovNGUGNJwv72RPI7jSEmhwaftlK5pYc1OZXSek3goaKVKo+X4wLmU2bVpOUmILX5u1ItbUYEiIw1LtwxY7DYRhAw74SvBKL6d83Bmn6z4gXOmJv/gxjh1x0uY/RcsxNHH7/HcoSY5E8HurWrKF2rxPdhElYVCoMqanYduwguK8Zd046ebdNIOydt/EaMADsddQu+ZIfescwJsuOuraMAr1ApKgm/lQm2rQWjNgpETEukU0B3YnYUYA5MAK/Fq1w7z9M0JNPUvTY4zjOnMHYti2GiXdQ77GzMG0MObdNpuTuqTQeOkTcZ59S/MyzFD7+KE3jbiZ/+iT86xrQSDIRH39M2GuvAtC4fz+65skcf+YpND+uxHvCbejT0nDa8sk5fYT6iHQsLRSD3PotW/CdMAF9YgLGrl2pXf4DnmaJWB9/DOvo0ah9fHA0NnBo+ybURYOpyxUZuPhSR6GrvAnbriKcZXXkH/EhplM81ptvpuDRGQQ+8ADaqEhMH31BbYQ/FAyjvBbib4RmtyokQvA04CUeImBAGqHn/aeqTsuIN75AeAsn+ubNMWyVUe+S0QQp6+1VAj6JV2qByg7B9hkSCQlLiezuwnfCbRerSJF9FQPSkPaXKk62Qpk1t0skjVGqY2lTRbxjL413+B2l+6//xyIDPhFJ/0ri2EeK4Wqbh+H0l2AMgthhyj71ziZWZu0jLr8rziplWYcnVVeQF1CqTAfmKdFCOm/YM0dGEKH/x5cuAflbZfa+INH3fYHk26HiuOI8c0EQrzULjPwLAnSnTbG9aKqArJ9krLHgFa1Mf3r/RiFecsmsukUieqAyhesdK1w3Gr2O/9UI7yEQ1lX8/+Jc/0/gLxGvqVOnsn37dkaMGEGzZs1ISlLMgNLT08nIyGDMmDFMnTr1D0b5H4TQVkrF69eQJIVMJQ5SKl17FijdfMEtFHKVepPSpw7Q97nzMUD9IGWUsiyyk1L9+uVt2Pwi5O2Gkz8p033WKBorwlHnHkMWBQSHDUFyI8neiKNehC1jwVYKDeWISBjUh6HDY3Die2isUbwAnDYlaNvgC6FtCLRVEHjuBFL7aTTPP0Gt6QgVJ/W4h3pIaNoJoU3gAA59pkxPhrak2j0NseYIVSofmlWfxt8vjorVMgZtBn5JeWCNRPAKB99YTNU5ypTq2pnoH5yAet9+bJ++R+1PZqxt/DEF2amVfIhsLEA+sRzrQ69gvWE0+35eSY2fD/ohg4m/Yziip46S+28mOC4dIbg1kiachq35SCdmYao7iXbWLZdegsZGVL6+xH7/HZ6aGry2bKRar6bm88XUrliBymKhYOpUfO9+nsD7b6By4SIMnkP49E5CG+eL1NiEx+NE+v52um3NINxtoFavJv6lV+l0NJ3Q/gOpXbmS8nffw7u8HHvzQCJ7BBHZYyLLnn0Z8s7SsaSGyLyTuDJzCHr0USo++ZrcbZvI/WUbuudf4rSjippP3qJ9RhkF23fiNWI42vBw1E43huhozAYLlYW55D39FMe6tKZ534FE2yWKX5nHSYOAj6+FmN27CHv6WTpNmkSnczX4DFKIp+zxUHD/AxxKDUcz+2lGiSJFTz/HgVbDCXKdpHurVqh9fMh97HEaDu4j5MUourbtjNdl7fm6KC9Cn+1EydGulD0lU/W+RPLN9+Fzix5j+3ZIjY1og4K47bW3qcox01QuE3pecyTLMnk5PUl5UdFoXcDxjyUqTkQz4BMRPRDRSyCil8COmR5kCVyNXOUPFZCmuLZ7PluHq7j5Fet8mwn4nq90FW6XsBXLxI9WOjMDW0PGUijZL19BvCS3jNoAlkgZlVaJCNJZZcK6i5QdlhHU8hXaqS35x3hh13fclRHA1FmXji/+6qLt2wwSxwg0v01AaxFo++jVInlrLET0hl3PyQR3VEhls1sF6vIlLKGK/9blpKuhRKbypExkX/H88+ehZB90fUFAUAtsmibhlyLQebbIyJ9ENKY/vpEIaoWw+iXDrjky/iky3eddO6Kn7LCifTP4/2feoK7jOi5AUAnnLSP+89/Lfzmr8csvv2TkyJEsWbKEjIwMZFkmKSmJOXPmMGbMmH/iHP85rHpYCaN+IvfK5RVnYMX9io1C2ztgw7OKxUTwi8r6xSPBGqXkNGoMMOxNCGh25Rh9n4XEgVB4GAr2g+s8wUsagqFHOzzeLRCOvYUU0g7HkYUE1z6LoH9DIV2AjAQqPYLkhLxdUHEW7loPyyZDyTFAQD71I8jgwQ+VICAeXIgY3R3voDBUjS58QpJwOkLR2I8gx/SgKiINv7zd1DrCsTXMxNfVniipiOm2ewjM3wIJuxCrDsCH78L0fUpF74HD5Lx9C/lnztAtMBe1uwBtWBLmoa9i7tcat9uFenYFqcvP0JCzgZpqO57Fpyg15rB/7Y94qXxJEw8irHoHudkw3H5dqG8xma0/76fw9GdMeX0he364mer6FC7UUGWnk4L77sddXkbsypWorFb8x46ldNsmGnbsRBMUhDokDinCjLPYG6nBReCTT5AzajSe1h1prF+BKj+XzJMLsEVF0v21m9my7Rgny3LonlWEtVcfbFu3oe/Rg11rv+dIG18mf7KMdr0+RwxrTojBTEV9DfuCrDS/8ybM372IyjeQhK1bMD43C/+cUsL8gmiqc+MwGdAM6I8qpxhTt9GYO8Sw6tYRmExmAhe8z4axg+mRV4650U79mrWUbNuFGBFONQJpLhEpM5uChx+laVAfvIPD8FRU0Lh/P6hUaOPiqIvwocWmPdjjGlE9upagRSeIrPmR3PG3kXhgP9aYGHTe3mj0na8dAG3UENhKJvkOmaJvj1L30RJCXhqJoNNjSkvD1ElJnT4zz0PFMQjpCCCQ/o1E9iql+HqBeNVkypQdUca15YPlsk67oLYCsgxJt1xNVkSNQPQgAQZdneVqr5Y58JpE9ACB3bNlBBWEdpU5t1rRUg1fKqD1urS9y2HnVNkMUu8bjEqrWKQnjb10TP8UiB8pXJwuBYjf3Y65S9sQmCai+R0PM0OAQMt7Lu3nl3z1Bd4SKdD6QZE9cyVCOisWFulfyaR/Da3uhYSbrtwn8weZjO9lgtrK6KwC51Yr05GnvlC6O1vcxcVq1Z8hXaB0P7aarmzb9kGJg2/IFP2idDXmb1YaHpInKB5n6d9A7BCBto9eGluWZcoOQUBL/seGZF/Hdfxvxl8iXh6Ph9dee40VK1bgdDoZNmwYs2fPxmAw/FPn98+i5VgIvkY7RGBzmLxJEc1r9HD/IcVc9AKGvaUEY19Aq1uvPb7GAGsfB2sU7theiOd2IO79ADGuD2Lz4XiOrMRzeBeFYVbim6oUrZg5GNlWgiyrkcQg1J5c8ApXKmxL70QuOwWAYAqkquo2Go31BDt/xoUVrZQDllA0OTvxkVzY9xykouhejP3uoaHkJY4LxXTy8iMrMI1KdQM9d2WgFfZhNqWiyViAgKTYOpiCsBe4qfjyFwKmptLYNAGTthpJNRNVfSnamFiaTlRSu+xnyl6dS/TihTSl26nPSMdrzFTsJ2yoi534x4UytM/tCNsHQcuxCN0eJnxMHMXPPEVw7hkib5+Myqyl64RLEVS1xUVsvHMCrcJisN54I47zXbKhcQlULFyEzy3j0LdsSXb/AahCmxP1cQ9UXjr0XkkEz57Flv1bOBfiTVuLjralOdRG90GVMIpB1jbIj9xH2cp7qG/dmqbDh2m6ZzKV9Q0YIlIwvDAMQ6tWCBoNLXv3Z9OK72nmlDG2GUzJRysRlnyHumNb6n78AVPPnpRVlePbtx8+w0dg7taVktcP0HSiAXMHeGNoM4L1XjR/5TUG9r2BwHdvIGTXbg6+No8doVbGvPwSdyJQWRZB+ozvCTP/xDOBtbzyxRYyv/gSe0gIso83oVYr4zoMpfKzz6gJzSDm9Q9RBQSj3TSIho3rkGwNBM6Yga2qko1TavEKNRPUVvlI1676mZqlSzF27AAeiQBJQhXaRE7tMIpmzMDctQvh774DKNqnkvMyx/pCgfwvJXLWQlA7SJ166cZsDIK4EQIBLWVyN8r4p10iC4ljFPLTUKJUo3TelypnsvtqG4K6PJmqUzI+zaHsoDJ9Zk0EWwGAQLvHwFENlScUd/oLEEQVFn9/jN4Kg9rzvCK6vWA2KqiEix5WdXkyWjP4txCJHSjQ6n7hqirXr9FQIuNu4praqrPLJc79LNP3A5Ee/1JE+UFtZEK6QM1ZLlYLL0fy7QKRfS4RwYGfiah0UJ8HlgiZxDHCH5qZ/hZcDTI6H+jxmnhR4yW5FUu+4j0Kee32goA1/srxL0z9Xm6Oeh3XcR3/ffhLxOull15i9uzZ9OvXD4PBwDvvvEN5eTmffHL1N9n/CMT0UH6uhfB2l/62Rly5Lr6v8rv0FGRugM73g3gNw0XvcCVqp9V4smqOYmjMJaK2BiFrC1JjA+4+C2hat57okvPCe3s9nvp6XHIzdEI6jRo1Xi6BysOx6MQ63M1MZPmZifZOwW//EhDVuIOiIV9CqykEt0dxwVfrwelCZ9+BKrSGypxtxBQeQduYhDW4PS3S91LRcBOVjrF4JVfQmBOOLqgeh6URZ4kbXzJxZezEEGxGpg6v+BB8vOsQy5pg+zz0w76lKdILp7GBoiATloKD1HZTk9upEcu6ArTRwWhHmbkx+nmOLJiDn6EL8cPfobwgj13LHyfav4iIo/sJTpt71VNWWVxIjpeByOpK5MVfUP3tdzS53RxOjafcXktcZSWeHTvAaMR7WHckey2i2R9BFLH0HUrrQy8R274VqX3boVr0OBYfxR0/JD6JXr0GUlvzE1433oDflCkYOnVEE5iA5bCFdes+IcWjo/XoG/Gva8UtPaMJmNoFUa/HZ/x4yt99l5zcDVTcEI6mWRdWvvoSvQx6AqOUDt/A6a3gfJbj681HMOXUMk7sPES8TyiaG29BSEzE1KEDetFD6Qsv4T50CO+xc2g2KgbbD2W8sKyI9+8dzEObslGfyeBAs2g6v7eIJnsVYf17oNV5IeoF4kepyY+fyBmNmfzZRnrNk8nYu5syezlpY/ojyaGM/WYWdy3cRGRpPe6Kclx5+egSElBVV9N6SiLWbl9f0R2YsVQmqB0k3FbFL2sXYiq6k5DO/rR72E3+lPvwGjYU66hRaC0C3rEyFceVG7uzXkAQZQ6/I6PSy1SdUnpHfOKh+ysKMdk9W6J4Nwz5WsRwmddO1o8yWStkWt6rEAVbIVgiwBigzKbHDBZZM8GD3kfGXi0QO0z5fKk1Gm54YvbFcUzB1/74Amy+TyIgDbq+oCLwTwrdD/xLor4Ahn13tc2CzhuMwUoVsPKkYjcRkKY43Idc1vkoSzJbH5YI7SqQNEbEJ+nyMZTz8ElUonH+HWT/LHPsA5n+Cy8RyqgBIlEDFFf9xDEyu2fJJN4MEX0um4K2Kq93ULvfGvnPI2edhMcBcSOuBytex3X8Wfwl4rV48WLef/997r77bgA2btzI0KFDWbhwIeK1iMf/dpxcDjvfhNKTYAmB/nMurWuqAXud0rkIxLq7Yk8eh5C9G2nTawhFe6kqnI6/7zEES2co3gGOWhp1YxGbskBIx1FdiqyVcUvB6HRmTug1uHQafNI3g+TG2/QuvjRHEAug70ucKN1GVNZBLNYEJcOxy90E7ElGo05AJUsEyTpkYyAeMY6g+Eoa60qoOxVOUKufUBVupbqsGUHSRkQ8VL7+LBE9qqlY8CxFLpFow3HKetxNUIvxqH31BNyVSk2JP3m//IJFCCG1Qx+MOZGorL5o/c0EJ7YBZyOhrnRCGvbDyeU0SLHoTDlUJ4QQctCXkhnT8HvtE7559hFaDr2Z1CHjMW4TuXPaO2hNFXhqaih/930qqyopL8wjvHkLqiJDiHQBgWFUfbmcqkWL8LvrLqo6tcW8TsQS+RoxN4Uqerx79yJ7RZN3x0Sqo8I5fHAXdSFWAo/uYdzzrwHQ4uZh2FtXE7WlLZkbVlL20Qf0uOdj9GEhiOejIqw33oD1xhuwN1UjP/Q+7lXvMLT/MIxyXwoefJ7DcQMJOvQB8WPH4Dl2AuOuXYjTOxGcX05TbhkFDz6I4/Rp0j77lE6tW9N49CjVixdDWDTHV4YRZfDDy6Ti/btexNE9g7r9+7lp9CgA9qyeg8/BCtKeWXjxrXV613ZySk+SaGjC0wBxyYPJagRngYCAgI/GyNk2CfS6/3k0ISFINhsqLy/OjRqF2FCILmHUFW/jQYtFVFr4Zs7LlGVn0XVsAh1G3kT96TIacuswN15yusz8QcYYBKN/VohJY7niNxXeQ6mINbtVuEJP5BUlULJPxtWgJFfl33MvmpBgWsx4lriRAgffkDAGKkQkdbKIOezSvpH9oPwIHH5XJmqAfM1g6+hBAuZwePfwKopsVbzc/faL6zo+KV7lR/ZHaHmveFEVkLVCQvZA/Gjl2hbZVyTy/Heuw+968Nhh4GfX8MESlP4V1Z/09JJlmYrzXZ9/RSwcO1TAEn61USwo42hMgCjDrzR31elQdhhOL5FpdY/8bwmUczcor21YtytTAq7jOq7jt/GX2FJeXh5Dhgy5+H+/fv0QBIGioqK//cT+RyJnJ8yLgeJjyv89Z8KDR7moKj4P16FfKJ67DsebN8HBxQBo1EYspjBIvQlx6PPY3APQeg5R7y2jumspxPUEWcLlO5gmegEQoG9CECDA/y3Mnu9pnnmG1qf3IlafQ5bcyO4mhMJ9EJSGR2siKO8YoqjG7d0KR7+fsNfVc67ah12HGrBLrZC7PoKUuQtTzUc43ElY+/gRdJMLTdbnuBrMIN6P1O1RSpyTOJ3YlyZJQi+cxCTlEyB8jaagCGnRQFjzBGRuxBocgiUonEM//AhnHLhWruHbIy+wreBtVj59L5nPtKbSmMyaht6wfArRsWH0z95Gp1qRHxyhHK8WEezV6KV6NLJDsaawlVHxwiyc2efwGjAA5x23khnoRaA+ElthBWXnsjlWWcx6HxHJ4o+pT38qP/qIrW+/Spb6BGJ4DE0VShmkessxSl5+GdnlwkenR+2RsTY00a5l+4uvlaAWMTTzY9A9D5Eg6PGpt9PESfQdAsmuLbm4neTx4DlVgcE/AmOHjnhWrQDPIZwqK/KBUcg18PXGFdT07Eroa6/y6qpzyBoN2jZtaJo4Fk1ICNkTJjBp/oOsMzZi6t6dosgGirUuCkbcR/zaHxH1eoSkCI61cXGoPpeqMzLCS7Holh2i8cABzlQV8PTOL6itrMAnNJRO3VeTO6gbnN5I2/DphIXtZnf+SeYMnsYtEz7jl3+F4ahVo/bxQRYFtr/yELYJN131ttaaBVRagW633M7Ix56hw0hlm1+e9nC2aTaWPn0ubtv3fZEuc89nFcoyem8PkeIbyAXH6DJXRXhPEb+USzfgFneK3LBGddFNXR0chDogAI1RwCtKoOvzIm0fFSjcCdUZVxpwZf0I9QUw6HPxKtIleWSOfehh7e0SeRtlGlx2bM6mi+ubKmRkwPsPPLB+DWu8QEBL5VgF22Xyt1zbFKzzbJGuL1778ikIAt1fUV0kbH+Ekr2w9WGJgh1Xr6tKl5Fc1z4HjUkgtMtvkx2NSaDvfBURva7cJmaoSNJYyPoJHLV/6hR/E91fFokbKbDyJonqM38x0fs6ruP/KP6ygeqvAyM1Gg0u11+wZPhPhilAiQhaeiek3gzt74LvbofUMUps0AX4x6DS5SiaqfB2SpckgChSWLgN/anv8L1pDBn5J3EF9sf30GeQtQUMvljDdlCWm4xbF4lGXYHsasRBS3QDJnOk4hfcv+joqa1DZ7ZSGd0On7Nb0TaUIayegWCxIiQOpTJzHHy2jh31q6iu8uOO2FNoVE6EH6agktzISJhzZkC2A6In0ORMRKfJILjNKsScvTRED+dU9kbC4mbiZ29F0sPNKdzhQ1NDPbXVGsKOrkGbsQYePMrgaQ9T+tFhPFveI6T6e5LDEpBaBpL9WSkEtcZfF0K9xg1TNoMlCNX0vfxclEV1QCm6cx5UEe0YdPuXIAoIahHb+peRamooqeuKkJ2FqVkS2uTmhIYk4hsZSesbRlCQfhKp2kmQtSv68CoaNqzFp7KW2rpTlD79Ptbb5yDqWtB48CDOzExili/DY7PRt6GJzD07ObBlA3GDhyGalLDspqNHUVmtdHpjPoVPPYXtudksiTby8rGVLIu/gbigKApnvoSnohZ35VnM/sHoW03A1LEzYf9qT+2wF5GMA0jwPYvzlX+h+/En4pu1oqGqkU1D2vJG8Vq+ef4JLB9+QYXKg72okOInnkUvCrx7fxduVEeTdOd3NJ05g5AWj5cnh13mlmi8JTwJw+HYQhp27SI9RMvaUztpeVDFgIcexmB1Yr1lDFKDDcfR3WTdu4PJj/bgxsSu3Kcbj7PuUvNteWMd/9q/jLrqaqa3HYHKcLWpcESLVGTp0s0z7QErjhwbOTsDyVzpoe97AkJDGU0nTmDp149dz0nYKwU0+vZUZSWxbYaHtCkiPkkCkktm5eByAkLP0mVxV2RJ5twamZDpz1F5UnF590sW0HoJBHcQ0Pt6yP5ZJqL3pfMJaKPE6lwrHLomA858A6FdIaidwBM+VxLKM9/KnF0q45us5BZ2e/H3Hdpz1kk4qq8U6nefd96byy5f1TF4+Tll/iBx9geZfgsE8jYo53N55e6PENgG2s0Qzjc2XPYYs5QIpZbTBRJv+nurSS0miVgiZfa+JNFlzh93U1ZnyFSly1dNKYoapdMs6RYwR1x73+u4juu4En+JeMmyzMSJE9Fd8FoC7HY706ZNw3T+JgawfPk1gpD/0+F2gF8CcueH8Kx+GfXWlxSLCY0RNs2BnB3Q5QGI7IgmMpTA2ePBPhwqMuCTQVCdDdP34fv1nehtFXhOHKIq4iaSshYha/0Q+j4HxccRzQZ8TJ8guqqRXY00xcxEbQA2vUx4U0ec9lL0Bgm7LRT57AOopGO46rXIWh0+NRWI+z9D77uHsvg+hBzuSoR1LRrRhixoscX3xKK1Qm0Bntw9uA2B1Oe2xuEYgt69Hucv3QkK201sczsdNH3xc3WFIjeiVzDh4X7w84tghiavITBuJgAmf19in+oLR8pgrYFBQ2+hXHbSK2YFNm6iftkWOv+8Csnjob6sFGmXm0q5nPwuVrq98wXO3HoOr17F8cIt3NnyY/zuvBOPWsWXq74l/LuvGP76u9w+7x2+mPkgtup8rEsWE/7uO4TfO+XiSxOz4ifOrvies/t34x8ejDbERsMDD6Iym4lZvgwAldlM6EsvUjn/HcRPPqXy08/wmzIZR0YGObdNwNCqFbr4OBo2bSJ8wQI0NXXMbDMK8f65lCUkoQ7qi+RfQt4t/sT79SbCOhBtuJkF276lV9YSysw3k1R9Fk10LHU/r6Z+1Sr8pkxh1A0T0OccpEWzbqgX9uTtmhLeObySFjc/h1bKZVrnNG5N6UPR5/3xVFbC1mpMgoG2XTTUVoLTHgUJPXDpoxgZ3xHnvixSTjzP6Vm96fJBS6w33UTWllBEw7s0mmB6fRA3tR5GoAEGfOTi1BItZsM5nuUzRsZ1JPyZNHZZ1hETs5HgZ59BHXBpLm7lGy9TW17G7fPeIWethCnEhHerIPYu/hlb4UAOv6MiWvyMA6t6EZ3TQHB7AzV7MjFlLkDXtSN5WyEnUsYnSUBQgdaZjaPUBigaroOvyaROgYzvFUJ0gQy5GmSMARCiW0b5O6X4TruP3PUyBZuV8OtfI3+LRPZKmR6vCwSkKvYNHqdM4XaZgu0ynWaJNL9NieOpPCkjapVYofCewkWCIcsyJXuUMGi1XiB/q0zZAdD7SUT1V8iFqBKwFcmsmyjR+kGB2KGXSEf+Vpn98yQGLFRyGr2iZBy1cOgdmebjL+VY/hmotAIxQ6/e3jsa2j6qRCg1lsscekvC4K8Y47Z77M9V03Y+7UH2XNLcXYCgEhBFmaZykD1/PE72KpmcdTLRg66e8jUFC6TdfX2a8Tqu48/iLxGvO+6446plt9122992Mv8/4HDWUViyi6jwvqh+L2jt7VaQ0A+p1+uU2kOxhmzCFN1VsZTYswBOLEX+bAjIEtLoBajSboEPe0D1OYjoRJFBS/m6KTTzuAEBwVlMSuZh9NoG5B5zyG0IwqdgH/ryDHTuvSCAhAHVubVoOQbIhFn2YtLaqHI+hGACo3Y7he4kjhSaGBmyGqc1GlVNDvVlOZw5vZpWwWCSlGlgUXIi5x3EVp+KbuxzrMj8nN7e6ZgbvsDBXFw+bSiuP8JYbRzbtr4C0Z3ZEpzLnvjm3HO0klNrz9Au8QGK4puxuKqc101BXN6ZX+rdAW7ZTFBMHHM3fUh031e4q9Ifsz4dZ5GNXR9vZLPhHHfVtWRYcDETK77i8/sqsbUaypGwEkaHtkOj0+M3aSJlr71Gh+wixDbBOAN1GIBxT8+jfP7b1JzbSOOhw6gCfOGLVyj+8Eeilq6k79T7aTpxGH16Ps6XXsL/vulY+va9eH7OQhtIMuZN21A7PTQcOEDlokVogoLA5cJdWkrQ009R/c23pD/xOMUqmRGPzMT08UKkpiayHn4cVUkBIYbm2He+zMk5akzeHcnatZnExCiajRmEtfkESmbNpPHoUcy33opdE0aoZOD25EtTdYUNVVRs2036ro+IGy5yZ1Qt5XNfwvru+5z8eC1VWpnm6xaTGLmGwKfb0lgqsW7SO8RrBMKBoUlJ5AL+idkcnf4+CFAftxHzsM144haTWtwaS4M3FQvfo2rxYvLjNxLW8DHeCenEp3Qhul09Jm0jDWt34q6qvki8nHUycl5HVNW17HygkPLMYII7gK7jTg7/8iG9xicT2ToW3+hpWAolNFYDPkng2HOOxiIXzW60kzpNh6hVvL4iB0DnTzuQ8Z1M8R6ZkE4C/RaIeMUoQm/NJZ9XHHUydbnQ0LgPe102TcnTOfi6TIu7BGKHX31Dd9uVRC3vaMWWQW2UOPmJ4sFVX6AQCbVeEesHtBQpOyKz7WGJU4tlQrsq/lfVZyHjW5nWDyjRPR2fEtjzvHxR/H4Beh+IGXLJa+wCzGEQ2llAa4HwngLhPRViM/ATGVPIb19G/ggnP5WwFUPHp5QYlAsmsDVZSlNDYCtA+P0pvcsF7/4pwuXZ9Fcgsp/i4P9n0PJegebjhWvq7K7jOq7jr+EvEa9PP/30nzqP/28oqzhCeuZ3+HonYP09QUib2yG4BSovLaFzeiKoL5sT6TQNEgfi/nI0qqocautz8JVlqCsGUQslxzBrNIQe3Yh75HyE7W/grArALOxEtsRRWd4S9dZq1PpS1OJJGjy98MjBNEZ0Ryhfi1/7G1AVbsBUsJtToRPwzu6Hr/tt9PIethWkkF0rk+f1JGHMx2OKo6pmDPFha6mpPYclLJL6hq4Y3d+ixYBevRX3TzmMenwvjuJabBkL8dp3H7agYWg825hZeDeFjrH4N64mx7eavQWH6ebahiu3FHPDKQp9HyWzvgbnrvlw6FNyIhYgpHtYk7UQg9WLO956H71ai9YSgCatK9bRo/hx3zo+CdpDlraW9q1t2HccJsTRleTQYexopqciz4m6wQe1Vpn+8r/3XlR925Pu3obKy4um4yfJmzIDqSYHNBo+rDvFp1/+zCN1Tnp6y4g6HQcOnEQfO4aaYR78Fi9EUIFosZB/z70EPTGTsp/KUDkFvEaPwrNuHYbUVIrD/PDbuR/fqVMxpKTgCQygKCacsOx8msID8KSmoI9LoGb5Dxw2NJCmEjAeLqfIoMOWmYHW30xgaS2hVfWEjG5JzZpCxOaPUmjqyLnTy5AqzYxsU42lQxCyJFFVVEhUeSNPf7eXg9ET2Z5uJCn3XmqWL+MVKZ1+CaNpYS9HkD0U1dRR87WDk58J9H7LjTVJYSpidDIS4MjdwqY7BlDnaGKb4Qk+6j+dOOkOfh4rcc5XJrpTR6SmJgY+bEJqeJzXSkvRN2tGOTJ7VkfQZ9uoixmmhbsksn6QcR3vQ4BfHj4HBuH7yHYSb7MiaAYT1iyZoBjls1G81xuPSuLcGpmj8yFmaD8C3uqPdwulApOx1EP6V1CdAV3mSJTsEzH4K8TrQtjzrzsRi3eDywZVyfNQ62WcR2XS7hZIvFm4pvA7ZrCI6oepFL7bh9NbbyblToGo/jIqjUyzcQKiBg78S6l+dX1BIP0rmdS7oaFIIWu5G5RKT+c5IsHn5X5ai0iHJ2X0PlceT20QaPOQwLk1Eu4m8GsOh95SjGY7Pac8ZqdNRnJyvvJ1af+SfTIZ30t0nv3njFFB8Vi2V8msm+ihw5PixefMGicwasWfC7TO3SDjboC4EZdSCH4PR96T8E8Tfjd6Ra0XUF/DJ+46ruN/K2bPns2cOXOuWJaUlER6evq/PfZfNlD934bwkG5YvWKxmMN/eyOPC4JSIGEgoAiyLy4X1XBgEUR2Rn3/IWqy12KNGQiCAHG9IGMdSE68JD20uQN1ZRZUZ3M8cDIB1R2ITpLxPTCCUmtvKgJUROS7sNMNpycW0fkKDcEC/rt+ocY9GGuvDnjv7I05cB86MR+hpgl/dXtkr134Go6hoo76hv6YzQGcKlazvzSVCdrTOBmDdvTt6FcpFSB1YADVX66gNPt1Is25GDVNeAWJhDjMNM9/nirVTCz5I7mhdT7n7OXEpgTSvuhBZMmD35Yd/DhzEZayvZR6d2D3z0tJ9GuL2+OgbZthVHyTzuyEIRS7z7Hg7gnkd+5MrqEOO7AuIx2fNkNZrXVQWGqnqxBN250n0J45S7YhH9njwV1RgSYoCItvNO08kZQfPoDt5BlEtQNj9/743DqaDWe+x6SG1701OOa9yBC1mz3nTuGTvYfGKjXR5Tkc3rGUbl2603jwIOlfbeMR3xM8vCWb2NMnyQnxRxrYg8f8Gpkw6F6e7K445hedOsFpk5rwlqn0f3QG9o8/oXHMzXiPHsUN7dpQ8tRTmBIS6TxhAsVHD7PsrXcYNPV+mr+tvC+8B8fgcNRQ/Lmb4LT+1JSa0DbX0HT8BCduf5uM9lpijuzDOzSEk5ENBDgd6FJSCN21g5iTa+mW0oeSDZs5G9UHVe4ddGh1DGtdOqriCMQWvTm7ws6WhV/S5ZE5NO/fnvYxMZyrLaVq7/d460wYDG583GvJXZpGyqQO6Fu1R9QKiFof1D4+AOQcL2Jm4EsMW9iNjmvGEDO3nK8Wn6bDme40Hy+Q0N1J5bqnKXd5IXlAa1BfJF0A7gY3DWcriG53Dp/4jrgaIPupRchnYome3pfYoSIep0SAeRdnO06n39ffYGyRjKNGvsLU9HJE9VMCsU8sBBAQjkCz22Q8TgGQURuu3k80mvAOqVfCuAMFyg7JbHtUAmS8YwRihgj4JClTghXHofQADF+mTAtGD5KRJVDplHGrTsvseUGioQi6PC8S1k0ga4XEyU9lBn4movMWODJfJrSTQoAKdsgYAi8Zy+6ZI2ErhC5zxSs8s5z1Mg3Ffy2VLO1ukbpcmX0vSQh/jmddxJnvJCpPyHR/WUT+kzp32SNTsE2JRgrvISB5ZHY+qYR8X7DwuI7r+J8ASfJQePoktppqzFYfwpqnIIp/8UPyF3Ehn/oC1Oq/hzL93yReJScUIiUICIL4+6QL4Ox6+G4CjFkMySOVZQ0V8E4rSL0FDn0OHaYg+CXg8/PDnG3WHVvqcFpXZCoELKy9Isq3RkJTNYx4h4LNRkJsKXhOPYOoUxHSsJQCZxQCMr7BP+LSxeHSxlEXHk5p3WH8a3bA7mJCBkWhWjeXxrB2ON0WIgJz6ewTivNsLjZPP2odE3GyhHbW4wRqvPBv2Q3h5q5KMLX/KuS9C9B2egjNJ2/hZ45CMNXDA79A4UGEosOoxQp8e7lwnXybRs3NmJZvotG/BCEhFJsljZDMvsgl1XDyewJNLtrdcwuu2gw6FfRi3c/v0zFgGCnavgT3TqRVlyEUahqJbvTjkaxQDO1TcJyopff4O/n8iQco7dkFW1YuapOAX0gElYs+ofztt/EeMQLbju2IVish7Y4gOvWE7szk0OqfaHj0UZ5TSdj1IlG3NSc4JJKftz/PWq1E72CQahopDwhCapuEOiie4Oe/pf5YKUP1TVhKttDg443XnROJatuR2UXRRK/34IypRxtuYXvlWdyCC+nocY7ffy+BtQ007N9P3KqVmCOjMIZHoo2KombZMhq+X02/dq3xWVtAZdoZ/AKSUJk0ePZ8SYu6/WyubkXmLZNocyyU4EAdRT5zMJ8+SkBCDXqrlUeSmuF391Q81dV4BwYSYQmgKC+TrjeNIyZqLI2lMk2FWfi0DcGrXy88NTW4P5mOLFRhs06i9t13EW4ZS0zHDnw04D7yNkoUGWRUcg2yLHDoHQ/ZK2Xahd+LV+9u+N6u2CxE21YyaXcWbTvfSKVL5ssfFrG2QyHTprUhrqUXuesTOL5Cj93lIrynFneDYhNhDpfYvuQT4lq0IrHmIbwDJ3HiVEc8TghuWELld+2Jnt6X4r1wYiH0eCYW7yFD0IYGU3FcZssD0kVS82tovQSaj1fhtnvI2wid50D6Evh5rDJlNuQrhTAV7pQpOyIT3l0g/K03rxgjsI1A73cEnPVcJD9+LeDHoTJB7SGqn3jR7uCqHEUBVDqIHqzEBgFYwgUCW3MxJHvQpyKSRyGBw5YKbJkuI6olmo0TSbpF5OxyiQ1TJYXcna+aXW4/8UfY95KEo1am+zwVXlEC/T786zcUj11prr788VWelCncIZM65drVQ0ElMPRb8VLMkwzuRsVb7Tqu438Kzu7dxebPPsJWVXFxmdnXnz4Tp5LQscs/dly1Wk1w8O+YBf5Xx/3bR/yfjnM74PNhcOMiJXPxzyBhANyyRIkAuoATy8BRD/7xcP8BMAdB3l4w+lGjEWmoOgNjPoPCQ6DWwckflc7F3J2AyPDEobj8QV1WCMEtkcwBeCX2RajIga0vofWuRdtYRU7QCLzDAvFvtMNdS2lcsw2zDNVV+RTFtiKuz5O4132G6D6MStRiUS0hpzqGemMMLWNk8E+EstOQv4cMoZoCPw0DvrwBs1BHk2cwWp94mnIkDJueBIMP1a12U7kpm5whofhQxOgnZhFkPw3RLdHVGvA+m4v25EbwT0KQ3ESmtmT/jPn4NebRsXk8yao1+OjPwZIt9J62m+Zv7wSqcVQfQGqIo+Kdl/Gerziml9fm4d1bg9dpI96aWCzde4PkwZ6ZiaFlKzJigqgsKEJM7I+5vIzMA3sxRQQTm1OEKTWMyOJV1Od3w8cL5ujbEhmWTI7rADWDGhGjJRpPVlC3JQ91C5HbPeHYPvoYtUZLWLNk7OnppD06E+9b5yAL4PE4yDp7Cr2g40DHNPTFJQT6B6LSG0GWadizl7q1awnq0AHnoXy8+8zl7aDdPFASz+E9H9Cx9wyOl+hJmPU8xo0nST22l1blHiRbDtuWPUGz5oNxbFuPz4Tb8J+qNAYUz55N7U8/sf7DZ/n81Ba6HM4jMXEgpubNCR7Wm59HNmCvi6K1LOMqLYX0Q7TUa6jOOonv7j0YO3fG1LEDNmcT+z+V8LV4CK54Cd9JTk4eG4+AGsHjxOPw4G5SSIMgiNxYZyRmcg9sQzykPZXOxLYDiIr3QhAEDKo84goGow4KofHtOA7kf0BwB/BLdXJqTTp6k4Wkz3ey8W6J+NEC/qkCZYkryV6roUWtTNVpicBW4NMhFG2fVwDwUstEDYSzyyRy1kDXX3UY1p6T2XSvRKfnRFLvOm8E2l/GFCQjy6A9nz1/7COlKuWs46Llw+XwT1UqNCX7ZI4vlOj+isjAz5SYII3x2tW2skOKY/7AT648p8A2AoFtLu1TdkRm38sy/T6UscYJGAJldOfDK4LaCZjDRSJ6XT1V+WfhFQ1O27+nn0q+/eoKVelBmcyfZJrdemX00uW4PFtTVAv0ee+frSJcx3X8FZzdu4sVb7x01XJbVQUr3niJEY889Y+Rr7NnzxIaGoper6dz5868/PLLREZG/tvjCrL8Z4vS/xzq6urw9vamtrYWL6/fuDr8XXA2KlODrcaD0VcxOdX/F47paoK8PUqG4r4P4e7toDWRf2oJeRnfkRLcF++U2+DUMgR7DexdAC1ugP2LFPWv1gRx/SC8PZxeAQX7rhheGvQGtnX70aqW43B1o97xMCohH1lWo1EXYlC/hkbtxOPTFl3qjQh75yO0HAW73qZRaIUQ6o+QV4FedQhBrQe3HZfWG4/WjN5WSKUUQFGjET/TS+hchznu7abLXZM4+vpkjuXL9B4yFscLrxP1YC/cN86FvQsoqtOSuW0NXQbMQm2NxJW7k0xvPTm1KxlSsQO5xkmNuRmRAydD0SGkPvM4+t4HOGpy8D7TSNDt4xGcpeS+/Sa7AsyEdOrKsEnT2Dh1Eqd0ApPeXMCBVT/gbGokOCoW/9pDRJ97n9WFicTc/i8iW7TkwNS7CDiegSa8Hd4jB+Eqi8B7aBxH8zbhlxmEt1BH4cl32D2iI5tFM3N/ScYsqWhc/wzizrU091N63u2FhSx5/H7irD1pntqDo80XEqLtiO54GAlT+vD6gR859uM3PHfGQ9D8eejsaornzKVh9272JwSSOvRRTsba6b0nHYfFhePGKQyZf4weAU5etgWhj/emdMOrZBTnkWU1ctPEe/Cqrcfcqxea89+gmo4e5ezGI3x/ojmJt1QRtmIZ2sxsQs1+xC7/jh/nvUjeiRMkdGrP4OmPUHjsCFu+WEjPiXcTkaJEXdmcTYz66UXKquv5esjjRJ07xzfffopP412EhHeky1wVB17zkLsOWt4H8SOvvqmW7JfZMVOi5xsiAS085E2dSuPefQQ89BDq3nehNsismyRjiZLwOES6zxPI+gHiRyvi8qMfSIR2E7DGCqyfLCEIkHInZP6o2BYEtoYNUyUaSyGkM3R76cpzsFcr7vfJtwt4xwgcWyBhDleCoC+fZmyqlHHaZFz1YAwSMAZcTVRqz8kcXSBRlw3mSOj5mnhFJE9dnkxDoSKOr86S2TtXOW7KpN+fVmsolslYKtHiLvE3SZwsKUTxj2KJ3E0yJz6RiRupGKD+k5BlGY+da07XXsd1/B34J+/fkuTh4+l3XVHp+jUsfv5Mfm/R3z7tuGbNGmw2G0lJSRQXFzNnzhwKCws5ceIEFovl3xr7/17FS2uELvcrf+/7GNY+qVSsfKL/2jgaA8T1BkedEpDtqIf1z+CpPQVmI+aoAdhefwwLS0FngScLYPtruK0dcJSbMLERbKXIR76A8jMIiICs5JGIKghORSd9iFZyoGEfkriCBqkT9rANiEIZ/uUOXE5/Ggv7IBkdmJoK4MjXeEL7YijcjlxkAa0au2YwBvsaygQLmoZRNNUNINBvFr62bMyGasqMeTRVd6Y0+12qvn+RAPFOzKZ1CCcDiOjrwlDyPasWBTCw4QMiVe0xej+B/XAZsk6i7st5RMx9kQDPnXhG3Erp6QJ0AW1o0sdiGHYbLkctRe2OILrUhEsTUHtHo7YYMZpMJKalEtGjN5rAQPp+s5TIfbv4+tnH0Jst+JRkYlpYgnHRl7izPiPVp5JzJwqoqyjngOhi9IihOFasonLBYcwD5yKaklh16hcSD52gQ7Gdmim3c+rwfkwtYqjrKFCWX8ChtnG0slVeJF42LyPauHg2ewqJSNYR4dOZsp8yiFbF01RRwSibgeTEbjQ4drLj5Iu0DryXDdNG4tRU811zK1/f2gVTr4HUNzQgA8815BFnCGWvVyOrOvdj1C+7aTx0EH8vL+L6P0jUYCXQOffYEbwFqDeq+K72FO0MMbQsaEPKsnfITz9JgXcQZVXvo1ovMfShR9nwwiycubmcqSpkzOFFzPK3YGwIRHLLiGoBSZYxavRMaN2GuCYjbjGG5J59aDoUhKtR6VasF7bTaJRx1fe6+PY9VJrFfZsX8FH/+4iLiSS0K+x5QaLnqyoCH3qI+o2b8LtzEoJKIGuFTNeXBNLfK6A6R8PpL0NIGC1iChGoyZLJWQuBbaGpQhGHG4PBXqXkEVaelvBtLiK5wBSqCNwBPA4ZQa2QFL2PQOdZl4nSD8gY8+DgmzJd5gqc+VomZqgStJ23CU4skgnpKNNlroraczI1mfJFC4iaTJnywxA3WnG9vwCPU0b2wOnFiug+qC1UnFQ0Xf4tlIxGg79S8anNlqk8LV+0j6jPk8ndJJG7Dlrc9duXhF2zJKrPKNOVXeb+9k2goQQyl8tY4/gvE69reYtdC4IgKHY013Ed/4EoPH3yd0kXQH1lBYWnTxKRkva3Hnvw4MEX/05LS6Njx45ERUXx3Xffcdddv3Mh+BP4v0e8LkdUF+gwRZkm/K8ieSRYo5QOxoOfEY1ItKhC7qZDank3jaW56NqOQwWwbR54vLBJzyF6laAyeKHJ34MMitlqaBsY/jb1BxbQuGoSZktHqqvuwUf1Mj7aj8DlIS+sCq/GaoRKCSQLJnEVunMnKNOMxF4/BKvnOJq4rlSfakZA1LcYOvVHXr8Xv6ZqTmoqiYhpQtWowWlP5pztfg6e3sqQ+BLahY7HkL+WosYqnGZvCPLntdZ308fYQJeUu6j4sAM4a9GpS3G54nD4u2mcFExTVTGBhVZsBVa8dP7knanmC9293Kq6mzhXNUKTF9+VaPEJqcf3+Gm2Hf+aTlUFJB0qwzBZIcBavQEBAbfTQZ/b7iVwzWzq1H64vXRkNXuAvWvXUVq1Foss08N3BDqDAc3diRRvWUFjTw8TmioZ6J+MHFiN38Rb8MuNpOWggby96XXuiinjs/EP8thj91/xst2x4R30Lc20+eEAy79+gf51EoEHj5LZr4DsYcdwqER6zf8Q1bg7EH/5gaY3dtJ0g5WN7aLof6SU3Z/nENFmLtaizznncWD0QGgQPNT7VjqEJmINSaFm2VJ8g2KxWGMBkCWJ5a/MJqlzNyr6tGFh1nbqDpUyfGQqTT9W0mLwcFo2G07m0gasoQY0OhMtCsuxV7rwUVvo6RWJ9pOdbF7rT8xgCbVJoOW9BlaMegaAqm/SsZ+tIaP6F/T5iagqokn/RkYXWYylWxbNb+tz/jxkalZZ6OrshPl0JqoYFZbIUIp2yhS+uojk9ydjSEsjvaQOdZOKI2/rSbxZIML8BTZhJLlrg/GKkLHGKzf1IV8LGANF3HaZPsvsbCw6TGxIJxpKRJos62lypTB8WQTFe5XqC8Dq2yRcDUq4dWhnhUDUnpPZ8qBEp2dF6vMkRC14RYGgUqYPK47J5G0EWQZDAGyY4kFQQXWm8tyG9xCI6i8S3lPpJqzJUEK3LRGwZ65EfR70elskaayAxgz7XpTIWSvhkySyerxEyh0CybcLZK2UyV4lE9lHpj5PZuM0mYSbBCL7y6h1/CZCuwh4HDJO2+9fMrxjBHq8LrDrORljkExg6z9PvlyNis5t19MyLe8TiOghcOY7mZCO4J923e7hOv53wVZT/bdu9+/AarWSmJhIZmbmvz3W/23iFZQCg17+7fWVWcpvv9+xmchYB1+NgVu+hCfy4dSP4JeI4BeDaoCOrXsjSQoMJQ5g5HzqNj+Dx285W8OTics9RZzOC0lrRLTXQckx+GwEJkc1Li8/cLrwVn1Lk6oZjphJ+OS/SYeCCFR1BciyRJ0T6sQoYsWj1Abb0Z3zo762P4EtDuJ7YwyaU7XIP96LjBpZH0iyVykY1lJ361pWH9tHtx8bae3jxCIvpqnkfZp8pxJgcCLXnUbfO5Q1e4owGTrSPSKC6jZ29OlPIfoEUFmeiKZapt6uwi/kCIW+AgZXCP42KxZxEY83radxl0R5Xj/inCnsizvEnd2CqfnqGPW1lRSF+SMGJlAwbxPL3Ftp1X8Q4SmtCE1sTmjdHnTSAUyvbWfZp99Smn6KroerKJ3YF7usQlcsU795GZLewoEIf5KqKgivT8d16CCiBP6Dh1D5+SnWLvmADt3bYErwwbfWzs9LXyW2TXsKNx2ly8hxdA9PYU/haeKtgRSWFiP0G0qNSUdcbDK27QdokiVEswWd1ovEmL5k7+pPX3M/Ip0N5PfvxskfVXiqU+gYczOJjnpuJouMrUfZmRTHF6e38N3wmcT+9BOiXkdVbTWH3vgXaVPvpd/jT3OgsZAh+3Lo0edhfIZ6c/pjL0qMc0l9UET0OJHPfkn+6w4Kek4j4cWXWTVOR+CjJdxkfYSkedOpKxSoL5DJ3aCIplXnTeh9bkqkprCYXjVTOfZ8EgE9IfEmAb3vrRffrrKsdP9VHvGjq3kU9g/bUdC6B/5T30RK+gmfsHIAPDYbE+etIsTHyOLPRmIMhLqM6bin22jeZhWJtyhNJhvvlghsA13mwKZ7JQ5EHeaLyCXEDA6i5YMhvD/5fRodw/FpvJPi3dDnfQF3E8QMgrxNYK9UvnaAouXSeSs+YHU5EDVAwBIu0vtt2Pqwh+J06LcQslco3ln2SghoBfFG2P+y0qkYM1jAXgWF25XpRHOY8rij+ovYqxQNlt4HMr6TENTg21zA4AdpU4WLBDBtquIUL2pg+xMy/i3BUSuTvwniR4PXb0g8YgaLaC0yaoPyPLvqwVED2x+XaD9TvIJgmUMF/FJkyo/J+CQpGrSTn0vovPjNqKHCHTK7Zkt0eg5EDdjyZarOCJxdKnN2KbSczt/ucH8d1/H/E2arz9+63b8Dm81GVlYWEyZM+LfH+r9NvP4I392udCXesVL52v1rLVhdEUR2hs7TFRF94mBYMxOaj8DpDMO+bBMtUrwJCuqkbJ82hoOVm3BLLrQaM9FlhaicDagcdUg6PwSnA6cYhVMMw6fuFGg2IWk8nEhuh81ymljjBCJPLsSj0lIW24nSs1Xkl5gJ7TaGoKIcDPopuFQ90RxZgSZ8PeV1WfiKKlyuFNRBiVRkDEWbf4Qc7Uk6Ht9KiOkzauRw1J5qfGM/R245m8q9W+hlvwH9vuPMrxnGIv9T5L76KfqaJrQj78PYui0+6zbgzMil3cDFVKw4w+HCb5GDTjEiogvq0vbk2PMJrm8iL7QOf3tr9t54E2aVG/nVVvwy4UdO4EWV1Yei3B8AmX1LvyZz535G3TqTrKMLoCCWU7PfYNBLb3BmyFCMAYH0GDYG0RLGqwse42hvHbf4NKdjg5O04TcSdsMNnNJB3IzH2LbsS6pizLykbWKmWc0THW4ifdd2sg7sxVPvpCDjOO2KR5AUH8Yvhafp/+RzVN9zP4FJyVjuvhfbjh00fbSI0Ml3Urd+HbYtm9HfMBrL1ClU5mSTuHU3ve57hF03HqZbdBvKF+0nR91IxzsepsW5HFZ8/R7eg3rhdjpx6XVsX/IplBQT9d0KDu7UMbP7MbxtTXRacpgQbx+8bxhNSHwWuo3z8VQ/yTFNLdZ9q3GfEyix3UhMNxfh4Xsw+8lkZ0fiapBQf3crsbfeSqulwxHVAm6HxK5Jh1DHn2FJzY881mMMLS1vE/bA66h9fQGQZImTpfmUPBOAs1Ygsr+WisNN1KU8S6PQDvsHMoMW33DxrS1otTzbaMMcnkL2ShmPC9o86MeQr+yoA4dc1E21fVTEFAyNZRJ156CLfwcGDwmhTZDyZWXi6x+Q+aUv2Rshog9se1hGZ5Xp9YaKvE0ecjfIxA5TjmnwFwjvCdkrIW4UpNyhZDLumSPhHSug0smYQ0TslTLVZ6DDkwo5QgC9VSCglTLOiYUy1ZmQOlm4KBwP7ykAAjlrJfxTBarSwd2kdC1WnICcdTJh3c/nSRoEzGEKeYrsI2Cvkqk8CWqjEvT9ezj2kYTBF2rOChxfJNPnHQFTMFcYxgIYAwUSbxTZ/piE5byerfSAMh2q95Ov6allTYC44QJBrQVGrVQsAgVBYPgygaLd/G5uIyjassYyrvAau47r+J+MsOYpmH39/1DjFdY85W8/9owZMxg+fDhRUVEUFRUxa9YsVCoV48aN+7fHvk68fg/D3lKI12fDQO8Nk1ZfWleTp7jZ95sFagPsfg+6PgADXqBqmxpP/lkc1cFod7ai0VGM7kaFkQeFdKauLoeo8D5oy+1w9CsASmNHIh5OozxsKwWxYGwMJqY0n/DCDKLLCslS63DmRgGg8riobzeW4vDtNPMeTPXxt9DqclA7arA7wClGYXPVcyC1K0a7nQ7HdqCWtJjUP6PW5NLm5HtUWafjsOnYnm/lnDGNyGoNJVlz6K35hbyAuyhwJ/Kc13ZanXWjaeyFW47Ftk+PuZMFo7QRbdNOqo71xTgsjD7HmuHf0oLD1oU6VTartm9ljCGLuGA722rtlDz+IeP9t/BJVV+kYH9a7jtFpuc0bUeMxmQv4fQvBVSXFdGwv4S86BLEnq2pyPPnhZ++4d6OT+IJsLD553T8a7K4t+2jeFqLVI8bh7uqjpLiSuTqWt5+sB+ukq0INTXMMvelM34k7jjEh9u20OmpuXSc9xKRS86QmLsbY6qG0eGdGZ3QmY2zHiM0I4OGshIsgLl7dyJ+WMao40t49L3viBfN7Dm8i6bSQtonmjgWFYzRpMPUrjWW8BQy7plAYF4FgVGx/Lz4EzoeLSC+s5VvHn6bmsYjqDQCrQcNp7EuDZX/IIZYP2Zb4yl+bpvIHR3bUl3fSF16A5qKPaw+to6nSn9hkdOGPqwP9RX+FHy7leaTzBx7fAb6Gw5jMY3gVGYW83JqeaqxAefoUWj730xp8a2ohTOIvpCTV0FEFciOS54Aq88dZNaORUxwTCS1rJSOT43kzLQPkLZ9iuPzL9hQtZme7lsxqJXymdzYiLfvJCq3iVTYZUyhyjjacKWEdPhdidz1MrEjoOI4+CSet3CIU5MWdKlC7BMUijlEInWygK0YjIHyRX+o7vOU6cm1Ez0kTxA4u1wmsLWy39nvIXqAgFcU1OWCXwq0uldxc3fUSVScgJOLZSxhSmB1cIdLZCJ1ikDsCIGANAFXg3zRvLTqjMT+f8kk3gSdnhM5Ml/i+Ecy8aMVA1ThV4UmQRBofb/Azqc8+CRChydFyo/AiUUeur18yZ7icvR6U0RUQ1O54q5vTRDo9daVAzeWyhyZL5E6VaD3uyJ+zZXlfd5VsWGqh4zvJcJ7XK0RMwUrZq4A5UdkNBawxoHeVyR26FWbX4WTn8tkfC8zYrl4lUP/dVzH/0SIooo+E6des6vxAnrfMfUf8fMqKChg3LhxVFZWEhAQQLdu3dizZw8Bl8Ws/VdxnXj9HiLO21p3exgqz8LPM2DwPEX8LsvQY4ZS5bKVwu4PIH8/tJuE/ujLyCHhOEvsuOVo3Psr8ervwPPdQ6T4eKPqe6+iK6ucC9YYcNYTnLOCquA1BDe6ced3Q1BXozJPwiO8iX9pHj5pT1FXZqS08l18NU/itXEb8eYqAhI9FKs8FDfrQsvTx9HW1lClb4elajt60vAIDtzocVT7UpqQgbaimvB6EZ/+HbAfNNO1LhhLdAzrm75CdboYbWQdatNKBMmAWRVPSqEH2eCPS9cENg1IHqTjS2lKHEzATanUbUqnZMfP6GobCXhkLPpWfvTKHIs1wY45RY/xkxKwa/nKkkBFmQsv/PCKaokolxKenEp8u8m0HufAKbi5f+dC2u0AM2aip4zlcMZufLp2pehUPse2LsVX9tCm21uo/Qx4Uq2I9TXUBSTibBPJqFIjZSFuYrr1Js07kciycMzuU5R98ymvr/6Y/XINS+o7YqGRN9I3cPRoBfMrg2goKeRov7b0aNOazfPupjZGwwe1FiZo2lLd34704zai9x9D2yOQAM8B9kZ25+s35rIpQsXrk2Zz6t0llFUdx1NSiT40jMKEMLzmvYw69iPiOiUx+NkRFGWk8813j9MiuYqWDgNJPW+hSXuAeSd/puCEwI1bpxCm7kaL6GSSXXnw2CiM6OjWkIexVTLrJ09E8PehMOMUXe55nFMDvmVFsyLyPvqSqRFJ2LblURowHvvI3riPGFEXGiiKuJ9AjRG1y4Wg0dAjLIXnwrQ09l9L1afPcvBkPlnh3fGPi+Trml0cKM+k3jkag1qL5JE5M+J2SlRLMJJFjTaM1X7bqBw2kJQHPFiavHDUyEguyPgW1I58qltFENAaYi4jAI2lSrdkXS60exxcmUqlp7ypifTpOrrPE9HJAnqrjNqoVIXMoQLDvlMqUtZ4JSvRVqCIyX8YJtNymkCvN1QsH+zB4Kc45BfvlokffYlIGIMEjEHK8p1PS/R+W8Q/VeDcKuV7VNI4qD4jE9weksaIbL5fwjsOZAl+edpDy3vFK0Kur+zClH/XnNTgp+yn8+YKM9XLYa9SDF0TbhAIaHXlNj3fEBH+BCfa/byEx650lqZO/nNGp7HDBLwiuE66ruM/CgkduzDikaeu8vGy+PnT+45/zsfrm2+++UfGhevE688h9SbYOg+Ofw/9ZgMyvNce2t8FAYkKEfMKhm9vhfsOYCx8DcKnYXhuDvLON3HvWIbgXo4rrxhHTT6mt1siRnYGr1BAhIJzCM2G4VWVDfVFWAID0e7/kUa3CYe+NQZpM+7ySvRFS/AIfdhemkyScxI6cyOOqtdpbjuCwXYH+qZjGMWt7GkzCmN9b6wlWtpkrMIhh1PuuJ/KqA/QhOiIrM3D8dMT1BvNBCZ24CvnRj73MzOzg4uqCiOSOoD4jCC+byagtq6h2DSBPMMRrFExuE/8xBeN7dCvqubeLpVULlqK5mgBZv9ynGveQm5xD0G6KEqDajjs3ktyq6E0O9cRR5OE/5xUbO+fgjiBSG89hoBoTmefwmtnI3KOg/pWTRgHDcO8dDfB6ef4cNB0ABpz9qAtzsNPrUftp7RoOeZ9QegXN7Hh4DrqZR9urJtM0LhW6GK9Wfn6S2Tv3cVwt4nUkEEkR3QlJy6A/TvPUNH6DsxrNhAUG4xs8KeVXUvkgk858/YbhHy6nQCzjimTn6FTZgAuu5ptUWEk6WKJ6DeQZYvewqmux+ZRMyyqL2kB0dQ274huSw8KvsnAIa6k6rG72NDhJKE162g1TtECWINDSOs3EEmSqSoqZNy0B6HbUMIKT5ETXkrvPg4M7rGYktuwJK45P7/2EicK8vCTw2i/axC+DR3wLVvLoM+/QnYa6dk5inu+aOTr3sc47W3H0lRO/OMv82TG9wyMCEe98Bj5XhPYNutz4ne8Q8jilVhahJMccgtvlvxA8tRdfJW5HXuUzMNBk9lV9DxPdriZQKNiTJW+RKbIeRtaXw8ety8dnpRYt76BHO9z1H1nJjDfguSEbq+IuDKP0vD8OAxRL3Nww3CcdZdu6pJHITOh3cA7ViEi817M5dvSk8wo7EroTxY0Zuj1lkJsQjtf/qGT2fuCROsHodl4gdCu0FSmVJAABiwU0XopUUPG3+iN8Y6DuJEC9fkytedkWkw+n30ow+65ErIHer8r0PN1Ab2vQO05KD8K9upL2rBfI7iDQHCHf+/btW9zgdGrrz2G1qw8vqZKmbPfX/DfupIoSR4lEkhn/eOpz8thCf/n7Suu4zr+CSR07EJc+47/7c71/xT+7/l4/TtwOeCLkdB8uDIvEdUFQloq64qPKgap3hGUrxfRNGuBdWgCtlWbEM6uxTTtaaRfFpKTE4bPuf2YdRvRSLnKvmFtYcjr4BWGa9GdaGp2cEFyXBoYh3dtBDUNYwlST0OWNdi0N9MgTqAp6iiBGd9i4jCNQbdQXafBVGum/P+x99bhbZ3p9va9t1iyJFuWmZkTJ3aYuYGmSZqkzAxTnnbK7ZSZmZnTBhpsmOOAk9iJmZllS7Jw7+8PddrmtB04M3N+3znj+7p0Rd7sWFtaep/nXSs4Hlv8NkSxn9gjZ2FWvgp4USlbsPXPwXHsELqpRkqGJ6D2eRlx5DAN8jKKow5hSYwm7kgc4vcnCJ5bCDkqvPvzqBv4HnXEAKOkNTwuLEDs0nCW4UKMYyPxSg0YheM03PMWkY89RYffSINrP2rDANq9KZgMJoLCwgmbN5zBsl48tX14mx1s0u2l88hWMq2jiFalkHHnXGSbj/fuv5a4giQW3/Y0AOu+/YT6999n2tTTsC5fTlnVMS6rWcPCE24uFGeiGR2DqdtE6JJMlFYdjq5Ovrz6EmKbO0gbdgNhV8zEUBjJ3bs+osbWxrMHnbSlxRF2+hnEGgOfXB/t+Y68FdsoOV5MSFgk6S1O7PkXcMi+hSxvMHUTM2nuLmZ8j0jPZcs5LbkAtSLwveXw+3UMvH4+Vr+bH1KiyLdEcszWSYhKg6m3n1l/fgzd8OG/+ZKS/fJPjuK7tpRxdfWLLGzSkK7UMtgqME49j6baAkISukgOeYcu81WUrw6h4HYJU4qLnj9dhjorm7qbb+abJ0qYWJREbvTjeKacS3Sukqb719Bm+ROmVD2t+2TS2+cQ8cwtVIcGEZWeQbI5ku7Bfixa4099W/0NMo3bJNzdkLJIRBcms2qRzGBiJ0KdkZQLvXQfFdF7DWQtc6E8/gHBS5eiCg//1e/nG5T5bqFEyumB7MX1z9o50ttDVm0UakmBKggWrf75zXPjZX7CRwRKjEfflMk+XyB+pvDTSNJfGOySUZsCTebC3xgi2nWnH3srnPZ+4DzVqyQOPycz7gGBIy/KWDJ/ber676JuvYQlU8CU+NevuWW3zO57JKY+L/6mWWzVtxIh6QKhOUNCaoj/t/yv+fz+/xFDI17/CApVwPhUqYFRl5+6Lmp44PFoDN7+l/D0tRA8Pw3ZmMFgUBjC1++ir36IMN8C+v0XYtTuAyfIgD94JL63rsXuOROjqglZEJAzlzDY8APhHdV0ui5A1ljol8/DJHyK0fMFPm8IURWv0OW+nUq3A2W2mYO1NSQ4mxllnoJVfSWevteRZAMKpRvJLLBPfQ1J556L+fvFGG0VFNpT6Gs7k35hDsqUPSyoFum1aIj1vE7HlEcwub+ka/9DyPyZcdZD1Jw4m4aIGcwvjIUlZ2GuM2Pf38JgsIA1u5eI+SkYp01l43OP0VJWyvLTHuCobw2d42qxK0YzuTIK/+ZWIm8rpHughZTGHLzhkKLKRVMqcOi7b4kbNZyLX30F/75ufK/MxzfxQu5t38lFo8ainz2b92+5huT2HhbPzmSsc4Cka4ejS06mauo0BrenErxkMUELF+KNj6Gvtw+X/Siq6EUA3Eky57Yd4eWsSHa17CRiQxPvxcyic/tWno5oZn6UgknNj6CwacF3C00Vs0k0jsZy5DS0tkLC9HbCK1uZ8OfH6D50CJ1gwjAqi5EXJ7JHeyXHjh0hb2CQ8E3bSYr5M7tGb+RArpa011eS8UIuglKk/an3kT2DqFOmocsKpefrCkLPzaSyoYzWp8ewNHExMenFeELhxdhaYrNNzBuhpefdddR/vBFD/7eMOu1sjr55O0GxGjQ5X5N3uYhWZ+Nk/G4iWtpJmn8h6r4x7HtGZsyTY2AnVH8nkzzXyYEjSRw6dIy0Y7u5+NnXwAyhOhOyX0aSZBq3yhgTBOKniWy4VCIkUyYuUkBQyKQlhJF1l8jZRx7k9PaLCW8z0H5Mi856NZbgQHO4PhyM8T+LAW/lcUbPLCbq8vNQ6UXOfMqIMFdPUAKkn/3rRu/g1ECjO0DUaDj2uozkg6zzfhGDc0Jmy3USSl3AMyv/ehFTEtiqf7u8N+5BEdn/889J8wVCswWCUwVkv4TuN4xY/xE8/TKdx/jNOKRf4huUOfiMTPJ8furV+j2iJwg/ZUv+Fr8383GIIYb4/z9Dwuv3aNgHlmQI+sW3eFGE878JPJdlfmrGOPheoGyYPgfO/hTrV48gaWOAKRinxKK0qFB99TKySoeo3UbbmHBCct6kpfEwId9uxFj6FgPe83BJYzAodyP4axEadqBXBOFSZSD5QvG79dSOiyDl2Fh8rnSCVa9Ra09HEMzoIg0Et24kN/s6gvt3MNCaiHTcR4y8lUGtTK9VQXhnLX2uXXSWBNHREILuuJowTzyKZJle0xe0hYYjNCwhqCoGr38fXikVjyKWIOUnKEdeSmfRbLzV36KTVOSNvgL3ro9wdw9S7ExF7HSTmO0nZEwUDr+PSGUHS1K347UWkyd30bbzELcmaLgmM5xz09LwdQ+w6an7UERFc8VDTyFJfmzNzZRd/RylnXX46yAzugCjrg2tb5DXoi4mss7DHQdXcfbEkWg6DnGDYzMRlj76686l9NsjBE29EPHgt9h370U/fx6ZheMwX3YtriY/ylANksfDwMaNpNvqSJ9ZiKZkGw3xGTgOHMC9YiWfnbcMccsWfGcU0LlmDR61imlv6XAVHaZamY+luweLQk/Mpo18enwrOVf+Cb05Ff1ND2DzDqIyBKG3WOlU9tMwbDjPz9iDRhlCgmigyzIJ8+MHUA23UL75C8KdEqaZ+fj6+hAUAqJRzUtHP0M1rItlwbMYedYMzIki53oGUYoKcHkxzlrOZ2mg+WYNt8xbhPvBwCy3jsMB41KHPEBjUBPm24YzasQ4WvbIIECwsZqB728kMu8jGg+baPfdw+Q9YRTcM5HQmDi6jsuUvCehUAWOY2+GmMmBGYPj7g/0I7XuCzSfGxPA55a5J/0CBi+SyNTAYDcUvyjTdVymdW+grDj+QQUl70g4O2USNVtwfvYBn6VOoHiTzPmZSUx5VkBvFdCFCdh37KBfWUB3uY6keSIj/iBib5HoLgHJBykL4eSnMilnyD+V4UwJgT4tdx/UbfhRqMkyFV/BxMdEosaeKlZ8gwHn/NxLBBJPExEVAsGpgXVR4/4x0dV5VCYk/VQn+OpVMiXvyJz2oYgx7vePp9QJzHlHRGv9+871e6JriCGG+N/Nf6bwctkCpkHi73xr9Djhvbkw8kI4/YVfrz/+NXx3Hah1MPl22P8aRA5DSp2BP24U6stfA1GBLMu43L3olAeQxR4G3WMYIJMufx+uks/x1m4iSFmGJAQRpFpJW7RIlLIPuoPwEYpyoAw1nZiV7bjFfLoic2lUx5G1/wMEICw1mErRh6rci0kfRnJ7M9rEPjSqu6h2X4Jr4tPorTKOPRJN6QPMWXY9ym+vpKOliXpPLGmqt3C1GBgQg0lrbyDEW0Sn8UMckR/xgncDpzmtyMMHyNOFcaK3iZMJFnIvHo4uNJPaE+2EqqIZrtaCWkAuGIkcpufoN59Rc3KQgkW3YjuUgORUUGBdzWXtA+jr9+BVRNP9zlsU7CnG+sUdVNWu5viqTfh39pBTXYcqbzIKyyjUwUakc3bg1HuJ8tfTMlomKyKZUep0KqoUmIMnITqr0E+dgXrzWpp7G4nMmIFWM4HujZUUrfqGsJZBpnfl0vLD09jqdpLw2lvc+HQZmzz9eC4+h+vTJzCg1tE+IwbJ383UG9fS/sUxzFnhrG63ItxxC5ZJN3D/9GBuaBzJpecvZe17r5Ly4Re0jyvgwzOuosrfiLd3LYeXvwinQ0PJMd765iAjK434rR3cb8vhj+FruMGeTFDoWFYnK5lztIPCEV203XEHQfNupPN1ifOXXIh9Wzf2bR5O9HRjvMbGraVf0ensZ73pWjx72wm17UI3firWqVnMjPZTteVrdoanonoxjzTxAO/b+wnPHo6tRiZ6vED0eAFPnYoDISp6fG9jdFxF4YIQcgu0xBZOAsDrAGcbJC2AknclkCHvcgX7/izTfhBElczsd0SyL5Ip+xhq18h4HYn4nLAX0Fpg3IMCvRUgqGTyrw6IhboNMoOdULDheiwXX8STn1dzUudg3MokeitkkuZBVOIJGq+8Cv+0OzlZfh6te/0og6C7FLIuEMi5SKCrBARlwBur52Qgd3DkjQLDrgyUBrMvlPF7ZDZcBBGFEPZjRddjl9l2o4RCE0joEpXQUQyJpwXW+z0yZZ/KtOyWUWgDMwp/SfshmV13SUx7UcSS8WMJtl5m202B2YiZ5whIXpneCkhdJBCSLpwiunrKZbQWfhVr9MvRwCGGGOI/k/884eXsgWezYcKNMO3O395GrYdzv4KwjN9eb03HHXsxKk0bYlgGXLUTlBpKKz6mteMgsya9iCDLNLXu5HjZ+0woK0EpzqHXdz1q/3GmHliJ1+khOaQPf3A+7W13YbAcJM3+ObIpA/uYH7AXt2MR/4RKOomWegZCBxm2fg0oLQiAjIDTbKBd00LHHg1BYVGE+N9DN+FtPGu6sGjX0BAczOBAB7aUDiYd/IHN76qYPOJyKDiHFOeHiHIprUo1OpVAv2BhZ3kQw6L6COrp5l7tC3ydfSYFPW2YNKvIvvBigntjcYaUIiig2lhCQ1w1tuB45vSE0PHCYcynJTHitAVEFUdiazURvCgBhFzIvoA523+gz+MkZMZI7r7nBc6YVEhCagxFe58nv/tsuuLasWdl0l/YwXCikftkSl7fxcMJmxmxr5Xrlz/IqLFjGejtRCqJYsA5Do/RiLyxHWO0hc1NxznmhNFWC35lNimzrmDsskn01nbyYZlI2vRoemreZPw9d7Pyszux9frZUXqQDpWbcywCGUGBWpRlZirFFR8Re7CFnvAFbDt5kjOTspjdn0bzH25k2/QUZoSZyBM0iIe2ExmXzJLWQjxNA8gePyH9FpjgJ+29TcQbLTwY18vwSpFYZQr6LiWTC2dxrHcT5c46xkx/iwFjHmnDOxgXG01Hz2E2jllDZ8V2xCcFeqYbWRAynoOfJZN9RgTTxLkkDMsHIMjQRunnGzmaF8U8bx8+RQOGk8cp/ZMHySxRcLOIL6SY1u0GVPHzaJS6yPaKJIca0OlEDj8nETUuEAadtlRg94YuGqKaiTeEo7NGEzlaxpQgcDi2iblP7uRC6QBdZyxnSlw+FlmHLlTA2SlRswo0IeDqDjy23yYz9yMIzYamnQAKlCEhvHHpSFYs9BM7LbCdLIE2JxvtVc+jyh3HGBGKngAUEJIGiXMEBIVA2HCwZIG9EWw1Mk3bZXIvFZD8MgMNEJod8Oea9qKMOeXnkShRAWoTGKIEBhpkHK3g6pMpvFVGVAnYm+HEhzL6CIhI//Utro8I+GLpLD8vM8bDmLsFIgoD5zj0vEzdWpkZr59qZwGw7SaJqDEw7oFTBZ3kkzn0nIQxGjLP+9/ZGDzEEEP8c/znCS+tGcZdC2mz/vp2aTNxHGrHvq+YsCvyENU/v0nKkXl0Vp+OLjuU0NSsn5ZHhY9Br4tAcPbA88OwxhWQmn86QV3rUEjlyDNvwhAZR/eeB3DV+zBcXwgH3kG7YQeCrY8O/+Po+rfjqO8i/PoCbK+ci1a5C5XGRqitBEH2I3u68KuNCN4BepytfEYoqnmjyBCPoz0ZhdibiLPvUizqh9jy4W4iRxqxqgapF95CbijCN/UcPK5jBPsP0RiVRFdPLrK7g1jlVUyIDMMjuzGoXsBsjOTKkk/pj8qj2dhHg+kdZs95BU+zHU2IibgkB4aaEJT7K+jbuQ7rLa8jJmjZ8t4bNLYcJtKWzCTzeZgXptDywB7aR4is2vIxDr+HogQz2WlJZL/zLSPPuAqdJYqXD5dwSKjj8aPH0Jy1EPeBCMyRIbRpJYZNWYLjh2acW/Zgn5/A4Q2rCc+NxKKNwt/lQoOO3JxptNiqOFC+ihRRR74rnpAeF9a8FPq7zHR4c5hUnIzH2Ma1J91sjzGzzhSImfi6zc8ySxp+mw1VqJnkuSNxrnsP9cxe6sUGrjsxA43KhTdoFDd3jaNjYhCu7fu4rbqSkmvuwxkShyo6iINPfsau4i9YGhqNuuooqW9sY+rzR2l2ivT61FhjYqmPiGO1LYzhe6LpkTWM7BcoPCOZh2++iNIwJRnNCQRrk8gYbiHW2MPynIl0WgWUOhvDo9Jw6c28cen1DB9zNY2x17Nsbi8TczRseGkka5cVclZXIs52OPGZh57g3Ti6usmIuIfb7+jnvRsvo8U5B05eSu16mepVMPLmQPlMVxGCMsqGqTECBIidLFC0+mt6PlnH8IyFeFoG+aq2hvARMVw0PvHHV7yCtMWBLMPqbS56k1qwNiUi+WTy/yCStpSfImxUGpHRNwb8vlRBgd6tyNFQfnQmFAdyHcfeD5GFIgptIDPxL5R/IVP6nsy8T0UWrYLWfXDsLQl7Iyz8LuBJpTbB8bdkhl0ZEF9KncDU5wL3rM8l42iT0VsFRJVA2wGZyhUSs9+Fosf4zR4vY+yp+ZEQaOKPGgtFT0qkLxPprZDRR/FT2fKXTHxERPdf5hp4+gOiq2lbYG5O5nl//S1oiCGG+L/Jf57wEhUw476/vo3khw/PQGWcgqCc/avVQtHbROUcR57zJJSsCGx/+AOsyz7Aok+j+8OtBFuGo6vZRfrsJ5AFkUH/SNQmO6y6Btx3IChGInx8BoqmIixKCQC9ageKnEkE9b2DqiINq+ZZZFmB4JXxWwpw97nw+FMw+r9DFkQyG8t4UduBzuOAiffQY5qIbW07yFl0uF/Bo32fNlFNbmsXpTkHEK1OurW1HB9/iKyIu4jY9RbywKVIag/lmhOkY0VPJyHKfYjJ50DTAQ7GxqEcjCPDPJPDz36Ms6kfy5x07Fu6MYdMJyjYgjQmCXVqPId3r6Fs93ZSloWjkNvxtToQdUp0uVbS01Qkb9JStXIl+iQFw+UQOj94hrqKeTgmZLHLcYJYh5c/Rebw1tuVdJhbCYuPY05fCrnKaARlFZIvnj5TMNmTpiFladF0m3H2uglelELjW+8THBfFsGlziKqLwrH2A7o/HIGQPp5tg8cIVRmZ6c3H8NE7xK/bwkMH9rP40+3cIP+AViOw7JGPaT3Yh/+W61ly/EMKxsQjepq5IuMclMdaOWo/jCbbwAnfIeis4a2zU/lq0V2cFxqH48ABjkybwu5IM93hwThHTSR+6nRUQTpONIxC0VlMcP/jfLzpOmYHReAtNhFiS+L5+R+jUM9heudUPJKbkigDY5VO3g1rJ8saCJZWmPxMe0FBxWX387rJjn7ZfWwZNRX1oS/pCj7Bxu5Erk6Yjqp1IjMPwbTNIl4nVB+swvbgNaRM7GbiQwpkOZiJpy8lLmcYMRkiKQskmncFepxSFop0FIssTk1B8gr0lgfif2AxQUYXSwfmk7R8IWcOG8BqMp9yL1Svkmj4Qabnoa28eegH7ql5grLPBLIvEH9ldZA0L1Da7zou07JXJu1MganPinSVSOy9P+BYHzXmVNEFkDArEFy944+BfMeEWYHMx9F3CWjMAh1HZAaaZGpWy6QtFugolpD8gVs9ZaGIUitg/sUsQlevTH8t2JsFZr7xjzWp+wYDhrExk2SmPidiq5Y5+orMsKtAofn5HH3VMlXfyaeEZfeUQdO2wPO8a/6h0w4xxBD/h/jPE15/B8fK3ifV04c+LpjwM4eDzw27X4ZhZ4ExEjrLUdhLQeuEry+FtDnQ3wx+D45t+/G0r6fDIhJ5zuc0Fj1N6FUb0BatQLF2KX5VFHr/alQT5jC410Wv733UUfuxOj9DOdiIs2YlhkE7NIOsCQG3k273rUi+AtTRPZiab0IwxeJ1ySgGe9GKRmxR0YT2l6OPGcCrTENqrMZtaiJympEJRzYxaBdI6U9GE5mOc/UNzOoqo/+2amybnmNF2BuMy7iZsr2deJ2biBQ7CT5jFfT3o73gftKObeKyrj384Wg5Cxz30WawsHbrGJImTKa8bBfzFp+BZDmbvm8ryY/pQ7toPvoBI/q+bQi+XQiqQnxtRzAbR3D1k6/yyW03cftgBvp0M8rpt1HW/h2qdY1cpgvGHplI37GjeJXB7Cv5mCBbHBvTNVxWnctgTiy3uDbQU+ojsbeT5W/tJuvNj8FXQvNz7xCkDqah5BhGTzCW+jp6Qxy0dzuIOtaAnCrT7+jlBu0Ktt90L+YFc/iq8RAvq9eyTJ1GweRZxETM4uRhicHXDjB6XDrTLIV0rF6BK+UE+1pX0i3bUUgxeGxN6D0+sjOsnPjqS9zKILyrVlOtV9JlUrEuP4S8FgWRBz5HdnuImXAOJ4saKU0IwyuCyWjm5g+fZ9DnZuaRJ9h+dwWvrzuHOb1uhvvCGHbp2eyvXUPWd5Ukd1xF3PhYjnXW8ac5sdQ5uilQOZDz83CvryU1JISl7itp2SsTObWLlm1GVi3WMPEJaPo0E1NcH527LHgGZNRGgRTrXPb+SU9JsB9lqpP8W2RUusD07/D8QMlOlmVEBcTPBFkSyDr/PBq3wJ57ZcxXvsDouPMxj0/6KYpHEMHnggWhE4iYFExEg0DZJzJeh5/hVwdER+33Eo07ZGRfIGLImidw5oafBUnsZAX5N/gpfhFq18mkLQkc294i43MGZiqakwLiKzQHKr4MuNXHThE48ZGf0nch93JYtFpEqRPYfa+E5ANHW0AgaUNOFXKJc0Q6DknsvV9m0VoJURR+JfZ+D12YwMJvf752W20gUDtqHESO+vkYvkF+FZYdOVpg6osCTdsg6bShXq8hhvhPZUh4/QaD7h7qp11PVtrZgQUdJ2HTfaAxQeElMP/pnze+Yktg9qMuGICgmaFUDr5Ce0g4U/tqKdHLpHQfIWPCxXhDghG3vIpeuZ+O3RtwG29F6g1BVs4F+RO6o4fRo/QR3piPTleL0nEYUOOxSJgKrEiHXkXEyb4qAwe6rVyUGUaX/zLqY1Yxtegz3MyjKsVHVPtoBE8warESO0Z2t1uore8gqKyH5QkainJmYFz/MHG9EYw31xG910VVu4M06yIahFpcxQ046mMIqX2Z2NaXWSWK9LvuZUBchhS5jyyHj+E5IwhKt8OGxfgvO4TSJKKu+oYR48+k8+QojlV9wVaDjZt3jcS24jtUcY2Y2sOYnHQWml4l8nEFSpPIXOMc+nLaaXNnMsebgEZQ0pBUi3KjisSYNN7NmkqzrYQ9a79imAb25VppiQiivs/PiyfXEl2xk8iWMoqGp5AgqwlKt2I/9iEGh4Q0dhilKx7mxv4UMg+e4ND4HNoOP0jUo48Seu4S1HNiGC6vQX//UdT33MeeupV01VTwzPRnKP3ofbL2VOKsfB2X30ukWk2d0oFCZaIxzEfuwQo8Lceo9PpoCDWxeOo8pi9ZQkjdYXYamyjc6wOFSMr4el6pXMmueDVL5Y18PqyQcc/auDL4S24cvYBxVw2jaOMYku+6kLabI+jfuJdRx4vQiGaKc7bywY41PD39EhQqNS9OvYKQxi583Q1sHzeBrqZC4tekoGh2s7/saqxBU/H3XcSGG9SovBoUKAnT38IjX0/n9rPn0/ddOQp3Bv11BupczRS92EXm7nFMfFTAmiviqauj5oxFRD/+GHlzo/D39hCUMI2M5aBL6YDuQuxrmjFkRKIKC4QPJs0TOPyCTOsnRgoKx1K0J2AFUfElBKdKJMwUcXaBozkwC7HoCQljnEDBzcJP/mUAqYtETrwv0V0qk/ZjZOShZyT6G+D0rxRkXyiSfSH0N0go9TJh+YGRq5rvAzGqcdOEn/q7Zr4uIvlkXL3CT6KrZa/Mvj9LzHhVRB8GEaMgaYHInrslfIMy01/++/utZFmmdq1M5CiB1EUiCo2fnbfLTHlO/lHA8tP1/lfC8kTC8gLP6zdKhI8Q/mk7iyGGGOJ/F0MGqn8vnRWB/rCBdvj+Zlj0WsC1HpA8fgSViCAISFV7cH+xBEfUOKyXfsuAvQn9ibX4o0fQ/815WPo6ESQJRBX+/CsZ8J6HYUoSSoMK3+sLEG2V9Hquwap+AvDREPIIirZh6E1/ps82gzjNmzSRQrknnalBB2kWz8Zk+BJFZAotjbNpzN8BJW58yi5OP+816hp6OPnB93T4qxHFTjqTvYyVOrAkjyXisIn61DSsJ6NxuFw8kXKYTMycWz8OGZmWWW2MqPiamp5QvM7ZqBUiviXdSE+vIenqWwkakQmN+yBzPngHwTuIp0tJ53sl7BeOclfcMSJ8Si6vTmHc0Qo8ddsQX3qecHM69hUNeAQPCs/bWAxbuNV7Gtm1fbhPn0b9gb2Ex4QQdXSAUF0McdoManzHCPKH0DXYSIgpmseG96L1eknpVTFdPQ5dYRWp4ZFkRC9lz4H7WO2PQx0UScL6g7R3NJMaGkt6eR3BNa3oFj3CCcceTOkaDE1taL7+AU12Ft31tdTkTWXM6EspWhmLT3M9K6wjOLdzN6Kjm4T5NzJocuI63E5ir4cjymIiQ6x09PfShJdLnn8Tj06FtGYDnffcS9CMGdi3b8e28mM+WPUWPocdsjP5wz0f8s7CWSyOi2HqdbdT1ddKr72PsG0KBh8+g/4pU4icfBF3GnbSPtDLupn3oIrU8/Ali+mzGsnx6Rl+6b1U3xxBzASRnIsEvr1+ExmzU7g94i0SbcncaLscpdrJY11PcEAax+NT4jC9Fk+3wkXsCBNd29VEnjNAz2oTnn44fYWAq8VO2aO7GXZXEg3nno3k9mOYPZ+e1EdJmCUQkibj7XCijg465dY48aFE1HgwhAs0bJbprZSpWwfpy2H4NQFBY2+WWXe+hEIbiAaa96n4U2lOlmX8XpltNwTCrRetFFEZBGy1Ml47WPN+FiZHXpKo+lbmjJUix98OlBfH3C0QP+OvlwyPv+2n7DOY+YZAzSqZmtUw92ORjuKAVcZf88WyN8unRAg52mTWniORc3HA3PXYmxKmRMg8J1DW/Htwtst8f7ZE9oUCOZcMeXIN8b+X/xWf3/9NmpubueOOO1i3bh1Op5PU1FTee+89CgsL/6njDo14/S2OfArl38PEW+H1iYH4IFcf+D1AQHS1PrqfoLHRqOOM0O5icPAK9LHTYMM9GEu+Rh5oR1ZGYAg20K2ajNqcj9m6D+WRVwiZrMe2fRb2oz4iJ05D2HsIQ1InzTVfo8kIInJRGu2fv42xt5JgUznNlmC85mTyWy6m0TUb0avAiIuWgTJ8BVOIbJJ4Tu+lWYhiaksN3zz6LHEj8pjgXoAmXc+W1j8jeV3sH8hg0plz2fzwHxkVPpmgLD0LjG0YOnxoNJ8y6D6Hmm1VmDe3I49YhBQlohkWhu7rEL6XdZwUevh8xcu8lX0ZoQPt8GI+9ui59DqnEjJrBhMP9fJwSwg7Y1vol7s5HG/k40kFjH/3JXSiiouffBWpxEn/tqs4GTmDmyutFBk30FPupyY1hlx3LnNjEvmu/iWC42NAmcWd4ce4s6YA0d/J2ZvrGRE/DK0jntCid3HvNKF96kq6ttdwfJNASWI5+a0HifQE4x6UKVi7naiHH2LzW28QIbpYl2Zm7MSRjLn1RVrjY5DGjmSrxUWhNRdVp4PgMIi4+k/s2V1EVp0Sul1k3rwEQRTY8fhqKq12Ft53Ky9fdBaR2Tkc763m4rWrqHUeZEmJj4LUYfS7eukdk8vFCVkMm3Yf/T80oE7JoWnhFG6zf47n++04l/2RhzZ+xX7PCa4w5nL+1Q9iNaRiPTufJ78OQS7tpLPnBJbLMokeWcDI1AymjV7Ew6u/J5e5NO+WqT59H8qpSbSsTeLGFxYSFxyK9Yaz0RUWck3cDYypruOMqdk0++DMlgcZrx/GpZqLyJoXTLNRonVfIL+vbn0QTW2zGWYVsd56Cydea6KzOp3ucglXr8SYu1U/ia6OYhmdJdDeWPqejEItkHG28FNmYsbZ8k+xO+tfb8Wx00x4gYaRN/7a6+rwszKt+2XcvRBZyE+h1uakX4uY7AsFYqcIqI0CWedC9DjhV75dv0XsJBFbtUTpezKteyB+pkBQjIBCC7Xfy/gG5VO8uf5CV4nM1j9IjL5LIGFWQCAZIgVmvSVijAv0e7Xuhcxz/7bokv1yoK9ubCBPcuy9Ar2VMpuu9GNOEhh9p4i9WaavCmKnDI2CDTHEL5ElGXetDWnAg2hUo0ky/9Ty8O+gt7eXCRMmMG3aNNatW0dYWBiVlZWEhIT808ceEl5/ix1PQm8tpM6EKbdD6gxY9CoALncvGlUwhjFRaNKC6f7wBFpNAxbzFwiz/ozjobfQiBr8oTNQdu9Be846nCV+mtqrMS29FsHeBi+PRh+0H2XuWYgZk2Hf4yijvUSdOx5vxyCuIzbiCqzwgx8h5wzaoyMYdHlRH+/AlnACjG6i8t/BV1RHsM3EyYgDXHfsNDS9UbS2w+bhoUSFd1HYakPT2slnEQW4ZT8PSw6ELTYuXL6AsGO309hzB0crvTT2nkQcnkFtzcdMUc1BkxOJQhNKT1wb61Z8RqguDtGoJPPYR0xxi3ib7MjDEukNupcuRwu65gRqYg+Td+18Zm2qZ5ZSxF7TjOa2ZKxfbOao8CUmowmFVoWkEpB8fmLDCnDu2YTT10tGvMQ00yyCKjQIQSrGnHkWuTNms/PbVWT0+AlKUmKtLUIVLRAbNY3V+15gkuil2t2L7/317PC0kWwbJLPDyIXNQXSqBcSUNCzJeQSNHAmjh/Ny6BbyNOFkaaO5dqaZafVGgsvKSEibSlnxd/iEjdhTp7F+bxW39p2OP/Y0vIpv6Hr7TdqbGwlzjEY0W3Af6mFJ3E3Y+/rRalK4072fYfYUtO3baTTpWZ0oEmnz033oO242zUD22Khd46X2QCETzzMTem0Yp3/+MNH2OLIijVhRo4hJwlsnsfrG3eyy9tCHlsJjX2G+cRZL770bUSFw5DkJu13JRzOeYIpjDu8f/wzC4dUrHmSsHEn1XT9Q3PEyuRUv010fSqxk4YkrGjh/aSJnti4mrDcSdWagN6nya8i5REAQBTKWQ8JMAZ8LDIsXUbrqaTInmTAc/5BjB+ejfsnKQJePz6a+zcznLid6hJIJjyiY9IRIaO6pt43pR78qu9fFLaqHGZ82iT9ELMfVCz5nIGjakhnYJqJQQBMM4QWB0mHXcRlrnsCRlySseQJxU39+c9WYBcKGBZ7/JQwbAm72poSAaDv0rERYPsRP/3kkKSRDIHyEwIlPZEbcIBAzKXDMjkOBGZMRhQKh2YFtW/fJ9FXJZJ0vEpwCOZcKRBT8V4f9v1w7LNkg/s3YIoD2wzJ7H5AZ9SeBxDkCzi6o+IofzxsoPJR/KVO7RmbRGvE3heAQQ/wnMljSRd/qavw2z0/LFGY1waenoMv9Ox2J/0GeeOIJ4uLieO+9935alpSU9C859pDw+ltcsQVc/WBJPGVxY8sOjpd9wMTRDxA8N/DHiBz2JUL5KoSokTgOd+CWckFlwqCtgrA4CAqjqvx5dm3eR3yaD2N0Is7Fq3Fsvoywzhfw6rbhUBVgPPQJilkP0fZ+CbLHT4dCgezWknJ0DcPHHkIRbub9zy8hokXH/D+/iavehqauiQ2p39FROZyLulNQxwXRUHmU+YYcJlZno5McmKWX+Kq2hqOzbie4OAxViwe9cYAuw1TcKgWxOUoSK/rQtJxGZFIX5tBU5A4PfrsHrSoIRZSXwb5GNHYnMZ1VXJF/BirDt3R9V0xRqhHvajMR1ko6StoYdsbpoHDibQvEspgMQRyO9fJuTAxblj9CkCGExr4aPH4X5Vs2MGJEIfND0yjavp8tx18jSB/M6GXL2fPBJ8QGexhM93Fp9OVEljaS01zMoHwNgyoNyWdb+KY+lJZ+iUxRYFbBHPar+tHV99BrGEWmO4R292aiHr2PgV3NTDjjAmzvPIvoqKE/vgqvILAnK5xXHYvo0/vZJO6iWnJQ6dhKSqWD1ycnMt6dSpVbxFtXxIcpSpaf+JZF2fMoe/MeDKZ5mLRhZHp0XFnRx+xV71BVmMl2gxelOQxjYRbdh4+y0LuJx77Yx7vXnc7595yHOT0a+7pGRrojULelcPmMcWx56Do6q55Df8UjuEvPIC3uFUqy0gnuvhShKo/ilwMO8REjYZqlhrSKEi5544/07h/N9mMSr1UdIO2QCUVHO/vGbeGNfLiSCvq/sJHYlkBvpcykngl0n4AeQGMOBEmXviuj0Eg0bZfxtbTgau1n7MvZXPL+7Wj0epZ+ei89A88T8vWfaQ1pobmwG3/cAF5n4JufLs/HdZ8e5Sw5k0lnG1AHCfgGZVr3yUSNUfPg+HMYEZVC5Q0y3ScCMxJlKRCyrQ8LjGBZh8HqpTKCAqw5gSb65l0ygsgpwuuXDDTIVK6QSTsTtlwnk3GOQN7l0H5QRhUkED/91O3Tl4ukLw88H+yUGeyWiZ8VyDv8ZSmxeZdMyx6Z+JmB2Y/ZFwQEXNMOmeBUCIr+tc3EsTckzMn8NCr2W9R+L6OPDPSjAaQvFUiYKbDrbgm3LbBN3o9B3kOia4ghAgyWdNH98clfLffbPHR/fJLQ87P+LeJr1apVzJkzh2XLlrF9+3ZiYmK49tprueKKK/7pYw8Jr7+F3hJ4/BdCQ7JJTZyP4RdmPQp/L0RmQH8L7m3f4/foMBi2wPJtgfyTwx+S3/gmaTkXo193C0SlUB62kNbsfKbs3QYvno1LuhildiNBLUcQ83V01h+jyVeBJ74Qy7F8PG+WI51pxmlzEZO4CIDBHUcweA5zWkMxH6mzMd2Sh+6bG7Ero4lzCDQ7dhNttUJIIsau41jbj9AYa8LcWUKffSuqgpnoSkJQ+a10x3mxlhXjLN5P06RziHCEoonwEGn7hKBzFsBaHSb7BoxSM2+vqSBc6WF8ehmiJQ/JJxDryyBt1nTqPnyfqg0lZMadQdg1w2hsKUU6tI4L4/PwPX+StiAtQquLUsV++lxt5KvmoChXMyZ9BsOmLCTEFsqx79YQ7RcIO/oqn5rTEZoaeX74cr7vuwa5ycuwaD0js+cyWL+OMdtqqA3vRZo2new1xdR3NNE1YzSpx30kZKew47uVvNR+hMn94O1oB+Do228zU+FjRvQcvOoB/MMkRiZewKYda1limIfR4ODR3i3sy6/nz+45NBpdJA8083muQNSx7eQfOcTTl+i5t1ZN00E1quwEBEFArDuLkdpM2pLf4Uh3PS5fL5LFhPDqM+ytXM30lW+gE0bhzJG4Y8bFHH1bwZEHoOCShwjtPYZl6RQODjyGK9bNBsVJNkWIjM8ay8uXnEdnccD9vN81jeiKKII0ep6YfAkH43toev8YvTW99BgWMupiJweOH2dlyZ+5tGkcHcZCci4SUQUFTDzL3Q08fuBrrmi7GE1PCMZYgYgRfjr3riA2pYuQjD9TebCYI88oOS3zAuLnAa2DNM86wcoJ91DpAskDjXv7aeiqDYi5wzpaE2QSZgk0bpU5+JSM0gCps8eTeoNI1JMygkKmt85P43qR75dLjL1PoK8qEE1UcJOANR8UKgFbLcz//K+PJPWUB0btUheJjL0XQvMCI3fzPv3bjfI7/yQhqmHma4qfSqJ/oeBmgfzrBI6+Hjj+4jUBMbX3QYnkBYGJAX/B65Cp/EamaYeMsxNiJv52yRIC1h0h6T97mwmigNYC018U4Ue9pjYKqI1/8/KHGOI/AlmS6Vtd/Ve36VtdgzY79F9edqypqeG1117jlltu4a677qKoqIgbbrgBtVrNRRdd9E8de0h4/TfR66ykJy85deHyDwL//vAAFr0TufUElPaA3oK3R+ITTTyjUx/BdDIRWZQIiTeRbC4gau8b6D3d+PQt+OyJCFkLkT9YgLjwWToa2jh5sIRubQyTBD9q116+fqYIUXZgppjBg/k4SgX0Cglz3pNctNePf6CdzoalaJTBKOO/paP0JF3pHiqMqaQNfkGYKoGg3Z1EK86h05BC+I6XcJrG4tan4AxW0Rd6CNmSR57DymFlLSPbI1Ho9+Fsi0FYMoea91LpEBazLlbi5oGZnMyIZELdcdwxe/mmR8nCY1dS3lBHm7OSsMgOoqL0+F85n7MM4xC6JoHCj2/AgQzkKsZTZz2BMliFffMqXKF6LGlzaSs5QZQhHrE/nZ6uK1jc8C2tPUc5UCfQ3VBH6MUXIe3qwtxv4rTGY9Q4FcgJMby4/ztS/E5uz7iS4PZwtFMsBM+dRvuT99GlaiQkazwfyXWcUeImKiae2oaTHGj6Gm1qLidq3QTFu/kmS0N2/QCPWQ/gU+mYmZBHb3sD0WFhpHa5WbKpGJfLydFRo3lp8R+pnzWHCI2aimse5ePcuVDRSFBPOC3heu6euJya5iZC2kVGjJrBDp+R9pWfIKbEoI8wYh2pJvcPXWy7s5Pbm7fSbmnle/cZzLOOoiNPzemWUG7c9Tpl4UfRhlxA3LTAS6zozR1U7NlFijOXoNFRFKZZ8PYl4jz5DPkPzyM4ay6zkofTPb0Xb9wGhk12ow83sP0WP64eCH7MQ9dgP0lLJUJPE5A8MhGjlJQarif5Uk/AhFQIQjWQScghJdYIgdSLReYkzwcg85zAdXw9W4UDB+9+kIO/XyQkLWAU2n5IZsRNAoNdMmE/NscbIgUe2/8135UUccvWR0hfIlK5IjCqFJIOo+4ICKatN/ixt8D8L0QERcCx/tgbEiNuFKj6NhAL1FcZsLzIOAv0kWBK/Mca1IddLSL+jj4TFAJKHeReAomzfzFb8jURQ+Sp2/aUBXrcxt4PRY/DYaXM6D/99gdA4pzfvkZR9fd/YLh6ZBRqUAUNjYgN8X8fd63tlPLib+G3uXHX2tCmBP9Lzy1JEoWFhTz66KMAjBgxgpKSEl5//fUh4fXvwj/goeO1o5jnJKIfHnbKOsnpRdApf//b+MwHABBcNph0K75+aH7uIC9kbmRR6liucZsYrJmN0G3BuakHJTfSFaJBk58FWwdwVW2mLnoh9X27SfAPwxM+EzUeLNZPkPp7GDXsJixNLxPhMeDYegcNebGEaN1kFegxjVZjK/2Yruh4nlTsJy3IyKVhl3DEthXZ5CTJ/ymd1QVEKlpw+v0UeaKJSh7Gwf4TzGpqRFF7Cwq9Co9yM+XBvWQqE9EGh9Mjb6at/zMiynxESoUMyKEsOz2dEye/IufEQbYVXomqez3jxiyg/vghSlJdTDaejzS1i+Ky13k1ZSyXNS8m2qjE2+NE1soUN25hWMhkYqxRNCv2412ax/FyB2Pvv45OowbT3X8ip/NiPHX9pIyYg+pIMfnB0/GNV3B4zVbWVewnWp/KSMtDtM0tou7kYe61D8cdpsfQG0SLqgt3bTtH/vgkcqyVN9Z1sfbMTsZkFhDZ1MVBRzVWUSRuxDDKRiezrXY/t1T3c02/j8P2TdwpL8apBM0xHePzp8BkK9d/+kcaCkxccOwiHLWpfPPieyxbtxZVWBgW2cW8I2uxppbRZajkj7qRPLL/S+b0JbOgLhN3jg3bBh/G8+/k5K5IxowXsfd0I8leBFsq48rGsTp7LdWVfaS0GjC7rZRfn8ytQTMJnVIDwLED3yA5lGRNnkaL4KfjsI/q40pGPSTj90GQbwebm6KZPDCd9SWdTDT2s+aHb5kalkBBxkzSzhTxOmUSotLZuPTPAHx7rh/JB6d/I5C+XMDj0vDdQj+ZZ+WhDYFJTwj8cLWMNlji6BvQXQJTnhaxZAmMe8RH3Q+JbLowiNRFEpJHRG2C5p2gD5PpKIbwETK2GjAnC4yJSqf7qIgoi2SeI+LsAJ8z0Oflscu4emS6jkP8LPj+LClQlpOhqwScHVCzWsbZDs27AiNGZZ9C7NRAzNBv0bpPpuRdiUmPi6eETquNMic/ljGnBJzvfwtNcKD3rOo7CVmCtCW/Fk4RBQJzPxYJihHwDUqYk/+9guiHqyWCU2DiY0NxQ0P830ca+Oui6x/d7h8hKiqK7OzsU5ZlZWXxzTff/NPHHhJev4OgFFGGahH1p/4X+W1uWp8swjwnEePk2F/vWLcbNtwFZ38C5ljQmvFW9jAY1sbzYVlktOQjamWCxsegHxWJ7Ffg79LibnZh2H0HCsVldERVUJ+QSNSJQoxdWWQGwQvCLqYbwmi0X0Z4Wz7KsFdwmwcwtjyHe8BOgyKOrDenAApUegsb05Zh6FIzvVYinKfoKY6isl+Pe6SZySd/IFTYQYM7lI6TSnoLE3nO4KfHoOJshUCF0EmCcxKZog4BEWW8is6tFZjJwlwQjl3nZJgrl+6eKi73KZgaO5Pvq4+x0DiNaeVllNRtRefNJ0IdjkfSIdSLnJ6dy3ct37DeApe06kkdMOAIC+JN034WWw2YOsLJmb+Q94I/xd1RSKErhZJv1nPTZAOnmZO5e+m1NK/bjUoW2F2zkZr2YsTwcFy9A3QOVFLTUsrwuPEkKlMIHiWxdt2XxEdNw9HdQE9PJ59kyuizR5NQqSdCLqKqz4YpOAprnAVp/UZm1+XQHG+lpK0PXfJotN56rFovzTWVWPoSkEbImNwqbouYQce+L+h2VaAJHqCzoQif6jK0QUG42qpYqhSwtfuotYqY9ALt7j6aUrxELCtEsnsxTonDHTXIp823sfkLLcE7jtOTMIN8biC2t5xzt46g9WgcnguV7FjfQk9aHan+AkLWL6RYM0hz6vc46wQSxr3Ak/squCF6KuGb9XgdkH9nAn+YcQUpUWHYj7dy/6pSVl83lrzhV8P3ZnrDuomeEMrxLZvobsokNDYegJQzAAnUQQLZF0lsvwWCYiAoXiAoWmbrjTLJC8CaByc+gZBU0ARDxxGZsvf0ODv0yD6oXAGiUmbYVSKj7xLY96CMIQqKX5ZBkpnzvgLt27nMas4l71ERnVVA92NrhrNdZu350k8eXkExAtoQsORA+WcylkwIzxdZ+G0g1Lq/Tubo6zJj7xUISfu12JFlmc4j4HFISF7gx026SmQMkTL7/hzIb+ycJeOxy5z4QEYXDhMfFtEEB2KF1KbABIDmnTKyn5+u7S+4egLiLfO8wMGT5v77bSGGXSmgDf2fH+3afK0fU6LAqNuHrC+G+J9DNKr/pdv9I0yYMIHy8vJTllVUVJCQkPBPH3tIeP0Ook5J2GV5v15uUBE0MQZNavBv7yhLgX6uH+3R7Htb6FtVjUm2EOvdheA7woD2StxVfeiSvATHFdFamoJpnA6dNw7N1CmEKgpR7fmA5O4H8J/zDZ9X/cBphlp+EKJQhtdTcOgQOscRZIcGW9B9+JUNJA04cPlzUInVvB45ik9sfXxVuZga40m6fM8yPctDbdoGDLouGtJGEFQShScsnIWDOlwVBVjjw0hoMtAv24n0BvFd/momHs2jT23mva4NXK6IwNPTgunwg6xtzGNBYiyDrSoejDGxdUsNf9TPJ99tJeO2CbhfH6SyqRHXXAs9x1sIOWZkePs+knudjDJNR2GvIEaXSlpoNJ3ONRzZV8byBffgM/tZsktJRsiFuAUPB00Opna6ieirw9feSvqBLfSJu/jhzDxSgwzExUQRqw4mQVVIu7+DTOUkFIVubmlYT25fA8HWZvobq4izRPHSsKUMFm9EdfB7Ps7Lo3GqAdOgzCeeZHo7toO+mQOjNMwbfxqKbi+TG7fRXLcbpz6bbb468vIW07+1gdl7wzhU2Y4rWUt6SDQ/tHj5qmQzF1nPorZ4B4Y1dRzPCaYqNIj1YV4UTQJNjW04PK2sObKHKRdP54fXXmTQ04Ki3UXY2NH8YGqlXPsy48q2EO14Dm2QyB9qnmG+czFTLkkk5JNo/GECvqBSHEdMTD37OrweJd7a6Tzlbebj52MRjCZ6FX3czbW07fcSmg0rrwpGKttDXGEkhkGJ1u1u3AY7m956hfzZ85h+yVUADLtSgdcpU/mtj83f30hE7wPkXx5K7CQRU7zM4eckqr8LzFQ8c/3PLu+2GhlXb8BZxRANjhaIniDT3yBjzRHIOAsix0LtWvmnUaXQ7ID9gq1awlYDcVMDo0WaEEhbIhA+3sbBw4/T3jmf6bdN5uBTEo42OP3LwAf+X8p+amNAfPE7fR2dxbD9VglLNthbAhMJfIMyW2+USJwDblugVBk7RaRuvYTfEwjvlnwBQXng8UCz/JSnFUx+8rfFRn89VH0nEzVO+CkeqW69hEINcdP/PQIlfub/G+FjHSb8qsw6xBD/bjRJZhRm9V8tNyrMGjRJ5t9d/9/l5ptvZvz48Tz66KMsX76cAwcO8Oabb/Lmm2/+08ceMlD9R/C6wNYE1t9Ixf0dPI0D2HdVYZbeQlQNIrceRpryIn1f7seY3o1Qs4GeC56hz9tM6hf3o9S4YdkHlFcUE3yyFIXpMuqEwziiDiFIDmJL8wix91CsGk2W4o9oQlJQZs/CsONFRHz0eK+nL7+AYssGGr4V8Xc2sjDlQgZcHvZ5d6AePYjWkcpUx1eECX40/S14826hZGA/ISf/SBNNtMW1EaMRiegt4N3WT9lfaOGxE+Mwe2RWNbxNqkXFKLMRhf4MWqO78MoSh4ZHc96wmXz+xjOEdBpYEdnLPY4drDsc+HuOrO+gKTKSkckXs7HzC3qtFiLyRqM0uok60MlIxVS6E7oJrQ+lebAK5aIEbCmhnPzuOzxl9fzh4VcY2LqOusYKPhoeysMTL+T5O65G6ugiTBNEVO5wYuNz2Gvx07hyDYqBLlZMiOSV+jn42qvokdsxWVREr1rFA2cNIyZ/FCNqHUw4oqHCsQd3fwcWm4vil+5ldkI+sa+NoanPyoreJD6fEk+8S4lXq+HptHPoaD5MUayejcdb6fD1ka4a5OnXt3Lonks4Vr6XdZFmPMCkoDjS99ch+g3ktqu5aVY/4+xaMg7U0BGkxOQTWDPSwkNzr+ZoezV5mwUcWxfgz+ql4YK9zIkuwGzU0bxJpO0lkajRr1JiryJz4hTK9uykyZJJZcwELihQsaJnP3taTvJq47McKnJQZG3m0TNz2LDqIuKy8xg3+3aO3d+ONtlIUUU9qxd+yYsLLyMjJJrjK4tpWZWLvU6JccZ6UuZYSBs17pTXcW+ljDnp1BxFr0PG3iyz9SaZqNGgmtfByU0OgvYksfj7QClsz31+mncCIkx/KRD9c/gFmaadMn4nZJ4P8dPEn0p0LrudT295BHXLEs7+upDOYn6ydvgLklem5B2Z+JnCT7YOf6Hym0B25JTnBJq2gzEOnO0QNy2wf+u+wO+hCQZRHZiR2HU8IMgmPiYQNUZk9VI/higYd39gVO6v3t92GfUv+q02XelHZeCngO4hhvi/zr/78/v3ZjX+hX/XrEaANWvWcOedd1JZWUlSUhK33HLLv2RW45Dw+kfY8jDsfAZuORnIbPwLe1+B3S/C9UWg/f3r7+g6ysGjzzMm6ypCj35LV9NS3HV2lCPepN6TSeyxEVjjnqE4MY6QozMxSSZ8vkiUYTqCp+jwf3cfOu8GuoUHqbYEUxW/i1E9Llo6fEQHncQ4qER03EG70UXHsOMkbBiNx/8kUfq5DPgn8qj1Td6wb2JnVwpxum48KXkEN0kYlDVoBRuPaP5Inc7OW1fcSds3R+ms/IAuRwWiKYPh1nLaVDFIJ7o4qHfxbGISj7SMI0IVik10cyjJjpxkYNfmNYwjlzPd+fTaH6ZHl4EuMZ/E7HzWvfIcs0ZcysfOfXwd10F+j5H05Eyu3J9Gt9BC5l0LWP/4M/jMg8y4+krMhnhe3PgVZ26PgUgV4VcPR63VAdBm6+G5d94nyFzGyAQv0Sv81Nx0NXfv/ohlR7zEKVR8nqrg9L4MpGMbiNVnkG8aj7ThHjZfvZjxmePY9sFb6IQgXKILw+mzCQ8PI2PYKLJC47l32zt09PcxZvNJGvo62Z8fQYte4MmZl/DNvg9xVw6iiM3H31dIbFsV+uhSTteNoYUjvCR40Ha0cVXSJByV1ZR19VEVGsEMRRC7Mrwc7m1k4olezpi7DDE/m/GR6UheH6uXKbH5d7E37R225RtID4lh0OemrdfGg5XpZK16he2Zs/EYO0gvnInONgOn+XtK963nkylRaEwm4oxWzrCeTZwtBNvrBjSD6wgavYsf+ju4TH8pvapgynZmUzn+ABf8KZW126qp+yCUkT0JxE5RMPa+wEzC6pV+FBqBxNN+f4Rl/1MDNKzTodQJhA2Hd6e8THlnC18lP46tzkud7s/Ehk2l/MFpyD5IWyaQsLiVlo1RNG2TyblYwGOHQ0/LaCww9TkRU7yA5JXxDHBKT9YvsbdIbLhIJu8KgfTlp15f7dqALcaER0VExd9XkrO3yKy7QGLYlQIZZ4nYamVUBtCH/+MlPd+gDAJ/t4P9EEP8b+d/4vP7t328NASfnvxvE13/ToZKjf8Iw8+BoIjA4xf4Q5JoyJxILBIqgM0PQV8DnPnWKduZjAkkxc3GuOkhBoPPRnLaCRUfRHW8GoU3FylDiW3ey5jWnMTirQVvJ05LJUJzKo7vagn2bsedegs2Zxrdad+Q0B6PZ8BCgjODssIvSDw6DrMqnkHzTtx0o9bWECvokYNr8BfOItm+gNqDFTQ5LcTOuQKzayK9VfXs79vIqPB0lgo5aBYk0ProfgaG2RkmfARBGjoGz0U5708IazfxTsoaxnWMI83eiso/wCuezQwqZeLqY1G0mJlxtJs4ywDmDDM/VIeRqIuCcInBij6WjLiFvkgbuk3F5ERYyVDFclVlLjZLHRU1RTS8UEO3egClopmG2u3o/7SOuRo/72emYe8eZPRz65m37EYGtjSiitbxh45RbHd4CJaaiUofhmWVyCW+LBZo0zCflURXSxEHlNVcH346Fk00oVOT2d2YTGjHIIlXTmVd83am2DQUNBjRbBtkx7xO7v/+aSzaIMZHZxG54SD9bogLjWZ0wnhOfvEFccZyTrep6a9T0Fu+ixi3xLsjnFSFDDDoayN2Wx2nIyOJErlnT6S7W8XOlmZO2/UnMtNPwrBiLF0xJLWPYMykPA4PVPDIrZdj7Olh5kVf0d2tYKs/G09rCFOShoO6nW8dO0m7Zg7PBJehCBrBsr5sUnNGUPSIyMqFCsS8SCbb9aiysrG5HZw9Jo6qLwTsBg9RQTV8lqDhO1HLpC4zfRvTiZxfzqQFsUQawxiWLdAQ+gwnTHrU581GEMYgSzKHXwQkGfWYXt4p38h1+fOwaI3Ifj8DGzYQNHUqruBN9Op7iDFfQPICFffnnsOAZxBFPTT8IKCYGY3eFIwsQfgIkMOP8O5N9zNu6qOYEnKInSLitsm0Hww0zCs1gftEVAVsFn6P42/KaK0BIfdfSZonkjTvH7ut9RGQe6lAzMRTHfP7qmT2Pigx9h6RkIy/T0gN+W8NMcS/Hl2uFW126P+oc/2/kyHh9Y8QmhJ4/Bd6whM42SKj7i4nJmZMoFHkx0ghvIPQ1whh6Wg1wWSlLof9X9LTEoK3V4PDPxuNqQ1X9zjaE4roPLmSEb6r8RuDEQQliX1nMRgyCm9/Gv3Rz3M8KYWY7kGiT47F2B6PWjxKX+xecsQLEJwOupV9/FloZZpbJD6xB0N9AUKPCfc6mXNJ5gTLKRidhzVqNFvX7kTQ+/D06OknBUVqD0GHQvAikDh2FP7CFbi3luCrTEKx+hZcTiXbwkK5xJvBo605HI39hvGHQa80MvXcZYibnPRkpmPMCEWjNzDFvICQ8iRq6o+xt/1z9CozirBR6AyhXNQ9ns3GNgYVPtTtIbTZ6vH0lqFI1JA5IYawtjxcIY0YcsPJt2upbN/JN9kyDW+8wDL9bExZFj7WfEepr4PRMVfQe9SO0eYlKS0WgzqE/j1HOKc7kqyuChxmE20aB4dtG9g7JYEF/mB27thGTr2PsVMXoRgNpW+9jLUuk7MKxjLx8OtEZxRyR4qZuNoeaiK9VHfv4p7pUxAeeYqCxYsoczfhVgWzJ2g7Y1xh2PVWzplxOgpDIn0ff0KDNYTo9CwuWtNOTbSarPgy1Cc/IPzJbSjnPYQ8mIbXCcdvMeHWXcXh5GJUniI+N6+hx2VnekQ649aG0rUvlGt0EXRUb+AB4RyKPSHcHfoxo/bWcu8HCzjWGMSwkPPpdttZnDGBCH1w4DXZ3Eh3VwvR943iD8MzyWk4yvbOEkaZB9mv7WXvfa9z7gMPMy47l4+S81jbayZm63pm6EcTFC2Q+VgPP7QWU9YfwacntzM3cSSWSCN9+/fRdsutmO94nr41Cxm9xEbHbiUdR2R6Pw/FmgclRyQ8NhHFmquwjBKZ/znoLNCwK4Mkx2dkzlJiSQ2U4nxOaNoG2RcL6CP+vjdRQQzkRv49bvH/Fckvs+NWCUGEKc8GrkFUCGT92CDvtsk4WsCSJSCqAr1k4r++b3eIIYb4BxFE4V9uGfH/iqEpKv8Cwiw5jE+5G/lVD5VrV+Offs/Pnl47noJXxwTCtQFEBVzwLd4zY6mZuwFlQgeajFgilsqY9mWSJi7AH/kinflraUpy0irdRSf5DJ6xBF3fXdTvv4533Gsx9cVhkL/G5C8iuGY6ipI36Qqr5mThl3hEyFAIuI3HODEcBnSjUVsHABmzIwp9nYXuL0/ylHUrr1m3EaaLZ4/tWw71fA3Bh9Dnh1Fa+ynbKr9FSl0MijZUth1YN+xmeYVICFY63U007ekmdtlSLnznNeLHJWGaHoxJMlGrW8PggW78uBBuUJIeOQZ/dDoNsRaK+jtZbDiX5I5gEnbv54BvM6saX+H0K26ntiCLT9KiUPQosa8pIurqTCLMnzBC0jHCOI52fHyV2Ibs9kOIhi3B/dRGmFnzwTPsq/qa7eFruU/YxOtJh+iKLGEwyM3YUWfiibFT4fyBy0tGMs2TTeegyB2tazE21ZOrjeYP5Z9SvmAEKyK8yF43wzrGod+sYdSYCQxLVzDJpSDHqWJ7iBf5iksIvewy2oeN5r2JJkJ0EWhq2xnjMXHshZcw2vox1xxhxszAsMulU6KY79hKzMjjeMaG8/Rl43kvax+ZTzbR8E4zMZpQksfoOb/iQuJ35RNrDMUn+2niKD6FHaO8D5VnBOXNkRzy7mTKDYkk2y3sDt/HRXuf5MGCs8kOT+L54jWs+nwTq5f5qfhKIv9KE6tzVvPGSS/RQRasOhNf1e7iZIyXl0/6UamfJSIl0Ks40lvDclUZjzTdwYZLJGRJZqPjIG/0rCApOIL95z5NYWQaXsnPvNoV7LnlfEIWTMOaJ+BMVvJQxnacJg+I0N8Q8Oua8oyI1gJln0h0HpHpPgmGUD0hKXpsFZqf7h1DlMCYuwWMiTL99RIQiAzafqsfV+9vd0E4O+Xf/Kbr98jI0l/vnJA80F0KHcUw2CX9tNz7o5VF6bsym6+X8DplTAkCM15V/GZm5L8CR6vM0dckvI7/590eQwwxxP8gQ8LrX4QpMgEp00+jbwduT+9Py+W8c/GOeQiMEVTUfMuW3X9EknyICiXygJ/elrn0FZmQ9HFYhQqs27dj66tEtX8Mto21OLzRWG0VaPYeoDMmGbMlnsWt6XiVTtQj0lkVouKCpFW4upTE9K1gtD6Z9Rc+jlWdTevgCIJbkun1utjpWYtC6SI2KgPd9AgkQeL0IwNcUZ1KuDEO0a0iqica/94QnAfbiWzJJ6wlhjt7vmNdtIdvhKt4PnskCn00h2d6adTXUhNvxW4NwtfjovXRXbh270Xp05LefQZCQhDd4aU0ndyB1O2mxGRHVXmIST1+lAo1ot5EqDGWmoZyEoYXEpwXT7tew7iBOIo21mHb/SbN7l7sgz0Udf1AqiqdM+pNjO6V+Mr+Jis7DnJz6hxm7GsnKiSVAXc/Wmc/ab4Q9gw2ULbXh6fdi72hn/DkcHKsCRQF1+OTPaTZBsjotJBpv41vt2/jlhIrC5WxTIvKpudQF89HxLHJ3cP+sh2EZ+tQhgrkFzWwv6+OdwbKufSHVzmmqMHq1+E3RxMsXImyOJ7OjlZ8E7OIXvE1hjOn0u7ow6Ntwtrbzcn1a9k/Oo06pYe6/g4+/+QkVccq8LtlnlG+TfnZ68i5spmx3xzkfOMErtp6HcbxLuLei0A9uoOKeBulYTYMZg2n6wVsTePoqw2lf2M9OdZ4XvFMhl1rMaS0YowT2N5ZxfG8biaPCOKLogaeX+lg29InGfmezAP7i5me4eHDih1ctfEVwg7/iSW6GxDsKkRl4JvlipV6wmtOJ8kcgUmjR/LLDDaJnJU5mfT5i7G3qii4RUSZ4CfKpCNmnoQpXqB1DxTcBvZmmPSkgK0GGrcFgqaf/L6c49EtHHxKpvzzn0WPPkJg/wOw9YaAAPHYA/v73b99r01/ScGoOwTKv/Dj7gscR/bLfH+WFLCu+AX1GyXKPpWw1chIvoCr/MTHBaLGnloW3PewxOZrJTLOERj/oIhK/+8vYXSVyFR8JWNvCfxsbxkSYEMM8Z/AUKnxb+Hohj0vwLg/QFDY724mapTEXzCVSG8hUp0Xf6QHhVGNo1pP37bhhOcMYAyKIywkA8HnJSw0F7V0OZ7weoyDm+n+MIyIlK0MOjPJrD1Bd4SKAUlN3fCt0K4hpfVljOokRjTehOyTcYbtxlb0ET0NyWQP76NfPw+PQqBmcBM9h97h4zI7RWoHX/Xn8HTSehI7NYzTmqHfi9pgIOHeycze8hl9R72EzE+nZ1Mbw21x7Or8ijjrGHKdLmIaH6N4cCmxirHo5UZi/X507T2Efr+DRTeewZlCHn1ranAp+5AIBqWZ6LvG0/jgbryyjeismajKZUSTmlGucOrVIodbjpCYMJIvDUcIkTy0yQ7GKZJxf97CyOh4DrXVc7P1BuS5An8Y2MY0zY0ciT/ENzFbKUjK5cmODfSK29mwdw5Gsx5Ngg1vVAtlQcNJja3F3Kjkvs6Z7Gh+g2ZXI1snpPF9cztTe1309faS7m4l9pYbuHzHfnaMOcJqSymfXXALI2LTGNvTxU0HnuGYUWZtbzhh5XPob+mgP6qTYQXxXG+pwhqrZteGJswdA4QmnUmecj6ypMFdc4itw2TWr3meOLeCzIouPFefxXvVO/n4ij/w7fuv8E3RGrISkrEeTKHDdZyD+iKSrnehLYZdx1byTdsPJBRGMql/OIPlQRR1bWHu41dzImYTs+NOIOSex00r9rJO20ysrZDxtQWoL4nkpc2VCGYrCi0cqb2aBNV9pPVmM/vQGYyIyKIm1kaYUYPb7+GzcU7mhpzGsEvT2bJ/H0K3DZd9AN+AiawLRBw/fvifrU1noErAOyhR8hYIgkzlCrjsg4VoQ+C78yVcM/q4176PV84bQUKogajLZZJPFxhogN33SIy4QeC0DxXUrPHTuhe2drYxOd9CTnY0QbE/C5vz1+1i4fAMFi6xIssy7h6ZaS8E4o0GmmSMsYGGe0c7GH/cr+s4HHsdqr+TmfdZwG0+ab6ANfdUwdSyNzAj8/hbMsOuEchYLhBRIBJRcOr9m75MxN0nY4j8n7NNSJglEjk6YLXRsEVi/0My014Useb97+xbGWKIIf4+hoTX36LtGOx+ARImQvrsU9fJMrw5FdJPg2l3AqD0amh55whBE6IJPj0F/fAwBJWIKiaIKLGQqI8uANd9cGcT5tmJMDUM+fGtWFMs7EkbjcXfRw630pmSQPemzaS2L0EZYaOjZwCVrQvDyDAchztJdLyFoBogQj2Ki22raLckIQ6mY3ODtbGZBUYzt5ctoje5kT/XtWPUn6B09iV4VzXh3lqD5vsaMhWl1LhO48DX7xMaEkeFuhWbe5DQ/gH6KkezUz+Jy7ojmO3IRM7KYMDYgaktAoXhLqT3X6LTtQJQ0N1VgQIRv0PGtqEO9+II6k7UU1LVikFyEt9fzatJNeRER3GTLRO/YZAejYspI8dwa+kfcbglbB03svidN9ANC2cwbjrBxiCen3YFCqfEeW0TOH/zU8R5vTBhCSt7OmkNd9D21edoDdCNii1yHhldNdzXuQ+dfCbzJlxG6+5XGZ6QQkebj9SqLjRj0nm+Zwq7v9nFkvIjFGpjSU6KJF7Q8t3VF7HWPMics69gWf5MFn/wFdGVbtx+kd1CP5ctuJweVRPbV3xCZNsACmso1+ecjSGsl4PalzjRUc6JhFAS2gcxtvXhk/ykmCO5PXEBzSFa1g8PIdGj4qq8ObzOBk50N5HjiCVclLGLXgr6JYJ8DtpDRVY6j9B71meceaiRR+7/lPVRydyVHE+oLZRVh1qZN2E8JqcNm66XNjGCZzdVIAPXOwYJiYgiKi0D0a/n2vMmEJsvkqWLYv6wKEq66ukpC6XFkcCu5O2sK9rG2Ip+PDOeZ8LtDwR6pvIDH/pLF0VSv0li45+cOMvVZC1XMvxaMMQEeqLCR0DPPjPRE7U8tb6c+XnRqE0CalPAvHTCwyLhIwO3SfICBVqLxLfCFGLHiXB+YHlflcyW6yVmL4jDer6b2EIRZ4fMwadlsi+EwS6o3ySz+HuRss9lSt+TiLlkA4VLpxE5Wk/OJQKiGtoOyJS+LzHyRgGv49RbtPA2WHseRI2D+Gm/FjQOtw+DRklEgcBPLqv/g/zF3yw8XyD7YtCGytSulUk8Tfhf2zg8xBBD/HWGhNffImUa3Fp+qn3EXxCEQLP9L9bJMohGFQqLFgBRr8JQGFg/2NyDJC5Ap9mA8P1tePIfoH99HcFjHmWgIpykolBCMj6F4y8j9NQzu/kLenI8mA5+z8HsMYw+cQKyGglePIOe7Tfj3eYnf0IER5LUjNv9MbLfimwbh+7YHKKUHkRJibW3BYfrMnYoKri75DUuNuex1FCA6B/EqbsIkzeSpvo65sqhKOU8yJbp94TQEe7kFl0crxfMx1bTjtzlwNyWwKCyn11Js0jYn06YuotBjx1VSCQR6hBkn4R9TzO941Rkn9SRTQ67NCegr4ekpj6aEnVcH1rHmZu3M69wNG0ni/i+P4Nqg5f84AGikqazI7WJEOd+EgeCmRw8moa+fRzpewu7Wcv+/ia2fGdhrvtuVh14DZ9Gg2wKo83hYa78A6+naDGjxnD8QYZf+xp7rWexrGaQyf0zWDXyECODfNyrWk14SQoObRx1jhMkCWN5eu07LC4qYVqYli9G7GZteylz8jOITFPQsaqeNypP5/XuT/k6rIvCPhMj6MIyPZGOkLtQfBXHCP1oai1K3m8Zhcrv55a0Vfi1IhOaa7h+RwYPpmzDqVEQfbybDzccodXUS1pwFMlWE9Mvv49PLp5BlTWCC0tameE6m1WKTXwU2UnezAWMP5HDJYtjuP8HI9r6Jvb8aTrRwTomf3En83q7aLvkW67LvIyQ6hL6I69l+QO5iH4T358lsSd/Dx5nHS/NuIrWvTJh6jjOqY5FUMmIYhydoTqU49P4osWOYbmbyfdr0Ia5KXqzhszlOrzZelreFTHeX0J0Qiyf3PlHOjpvojTHytglUcR0aXkgLYcTP3jY95DE2HvFH28LgegJP98mPpeMOVnAEHmqkNCEwPtnPEdKYii3FF4CQLeuiw+XfMj142cwRjmcsOGBWY7x06G3o569q18nelgUicNHkn1h4HxN2yX8bjj5qUzLHpkz14scfEbG2S4z6UmRmAkQM1lAF3bq+Y809HLma3t444JCZmWfOlP5L/SUyzRtlQkbAaE5wimeXf8dbLUyjVtksi8STvFE01oEci4SKP9S4thrMpYsAXPSP3WqIYYY4v+nDAmvv4ffEl1/Yem7p/woKAWUkXqUobpTlnf2lFK57VviuxbSy2nUSt9h2PEx4dV5DKbPRT/bgG99HZL5Trj5Edpaynmgu4cLdKOZLPuJPTqbQRH6e+2UbLyJiOCRDCZ0MmDdR1LRWexTJjJReoY45xiafBV4lZEY1e1EDT7LGv1BesSpJHrMqH0fsavqEEvHa+hrbuSQ3oJ/ylQ+QWB6u53w8Fj27nyT3OSxbF70ABsffIDSgQ7yZmWhTrSyynWCj9ztXNXjYkB3lMyY6RS7mqm0bycsO4QjvToONffybPxCaiqPEGTuZeYTN7Lrw9fZJjVxiauAyclzeU8u5mBKEDN9M1kR1EdJ7zYSC8JIS4mk69st2L0+9J9Z2bHqI/zjwxje7SamV0FcZBov5B1jb5yZ2+05bFT1INQ2MdliRTKFkTTxcoLSG3Dp1GxxnuDWwS0Ua5bxlaGVrCYfYeGh1DtOosscwyp9J+PrS0lNScQz9Wwmynm0tFbQc/AQ5jOT6dl6DHvdHo4mR+Ou7WN+9TIm+V0cTz6KS2iny+/mqVG1zJJFVolt7LKvYfRgHD6FxFmRI3mj7Qi6eA/nJxcQ+fF+OsKM9NeWYMvy0ON2UFKbwfzCYVzgGE9tUyvbcr242ppQTkxj5vZaWo5+z7VvnwXAHapMVKJIdHDgdfXU5EvobV9Li38LH+buYnRLLD+YBzjHr2f3U3buHrmbJTkmTuuaz8Yr/NiqZcRhbrQWLbowgQlTUjky5TU2NxxFtbcUY7sXlV5D6XcNdG3J4JvDdzL1j/PRPSUzJ7kQtcuLQcykfrOZ1yrqUJwpcPmiZFKJJGqPxED37/cnHXs9MIpzxirxFH8rXajAlFGphOl+9v4JUulIyDYQaQwmOFogOEVgoEmm4kuZUVcmk3nWKz9FHQHUb5IoelJm9jsiKh1kLA+UHdVGme5S8A5A4R9/u5U1IdTAuWPiyYoy/u61dxySqVghU/4FZF8EORf/c8Kr7YBM2WeBkqw+/NfrUxcFyqX/rob+IYYY4v89Q8LrX8z+0qfpTapgVPit6PjZjMhoiMZUmIB1US6evV0YHH1oBluBPNTRQWjTQujeUMGxLZsYkX8mk5LHoDr9IXIbjNi0uagnGdEOX8rAd8fJPLEUYZmKvgwlAz1N2D0O7Gotlc5C9tqMxET4qS79jEsnu6HBxxZPMNdKaczVjeGoWkFJczGH/GeRHn41qxXfcVLTx9OzrkAhiqi+a2FcahsJtY+xc2cdPU2NDJ81l/jkOZw+8BQXDrZyjnsB6rxaGopPkm4fTabGwO62GvxRalK809ij6UAVpaesrIKe4uNovg5mpCuOMrmTgh4rer+eUH8wPmUXF0+/lqOf3M7uFBPhdXaSdjah1JuIFFMw1QThS07mPaOHac0DXKq7EmFQYEx8Eq0nD+LrdmBaPowVQQ4Me4+hboJVjY1E7y0h5Ido3s69kKKgEK4OayS2z8ex8jZOn34lpe49fGSs4vy+KJxtR6G0m9K2RoLD4oiuqkI14MDR3cMaqYTJwN3JReg9fq5a18qu/BNUZ4wk2q0HdzWjlPEcV3YTYtcw4XgrPeEeXpi6BFt6HKE7aviWUnL2D2KLHcf2pDoi+wYYZkmjuLsehaTnJsN5TMxsZFtkKSpBSW9YI/NMsdSYzSRUzafpyCAr950kT5NJXJwWfgyDHhOVju/6NL5ddi5/7CvDvHkEp/kEut1utG4NY6PDOWtqMq5dAnUtXgRZyRvCMb56eiyiKuA6334Ijn6iJKlyDvbZH3DrFhMz4rNJWtKAbf1I9PZ8zso3UfyCTOoSgYtev48zbjiEWlZw4ahEAGpWSySeJuAJ8fLylhqmDSRgiVQRNeZn4ZA0X8Cc/LOp6PGuev6w+Q2uyFjOVXkLCNL8/DYUog3iz9FXseUCifBHAgHXAw0Bd5aUhQKhqT+LLoCQNIGkuaALBZVBQPdjG2bYMIGqb2VcPQGX+t/CYlDz8KJfx4L9koxzBFLOEOgshtDcv3X3/23SlwskzhHQBP+2sFKoBUKzoeOwjC4MjHFDAmyIIf6vMTSr8b9JT18FG7ZdTa+t+pTlamUQpqB4jIboU5ZrNSHkZlyA1hCCaYKV4UcPENurJOya4WjTQgBwTxAp7dzFYFkPgsvPBEsU5oIQ7MuaOeh5gc8fvhlfqROAqupVOA4NoAqJonniSrKWDsegvJeRvePI6s7i9Nir6Y+9jTXOOUwMV7Oraw2H+6qRjUmcNqmf7La1ePsc/LFtNPeGT2Tg6EsIBx8gfLiaAfNMVkZMI1uVRLppFMd+WE+fYj+nmSXM4iiWdcYQMawdL260Cj0Kj0zUyDTMZDCsL4kor5HLej4mLPoQFyfX01rrRXb5eajeTRJ/oMFyAIejjcweJbevepLOICVZPRrG9ISgVvhZcsOtqM/uYTCumSnRo5kvujhjxDgcygHczgEGP1yJnJGGPjKckQebuOLoIEq1CeugiKSQaTOrcDq9HKvaQtHhIm73RHJt8xF0GjUPHF9JpiOC29XTmXPGuewdHk7VzLFUTB1BkDaSeoXE5PMuQYiPpicijOlR55HWb8Unyhid+/Bk5HMwKom1x5IZac/lvrIxfBh9Kfe3TsSpVSJ2GNn56TG2VFbT3yHhkfyIh+cwYc9NiLKIZM5DFPRMjhqJzw+DogtzZw+LdzTj8QxSIzYirNzC7H4tljg9VZv2M7milhMbHqVqYxfbvt3H0/d+is3tQCkKLIsK54KsyaRM13PC0s6CV3Yx6iF47vJY4q0KnjS8ynsXPIEpY5BXr8/DnCRgjBWoWy/z2vtPUaN5iUFVG426fI4N1PLpnlKCw+KpmDeMN2z19FXJNGyW6SqRqNsgs7AgkkVJcSgEAbdN5vDzMvUrnax/u5inN1aw/gsbNWukU177IWkCKQt/fqsxqDSE6yzcs6Kc93bVAtBZLLP7Hj9eu4w+EhLmCBjjQVSCPhIWfy/+Kh4IwJQoUHCLiMpw6rroCQJL1v8cRfT92X72PuD/ab3kk9l6o5/qlade6y/pb5CRpYCgi54g/NSPdfh5iepVv7/fX0MQfl90/ZJdd0scf1uir1pmxVw/rfuHZjwOMcT/FYaE138TjToYa2geWvXP4ZwOZzvtXYeJihiNRhmMLMnIXj8drxbjONj28866EFwLduCasohBuYi+d1fR8Vox5hIDF972HIPfNmPf3QLvzMb93h+JsY5H1ZOAHNmFwvIiPlMNuoFQjjm03FbVTsK+03H1daFNNWMI8tEbX4nCrMaYmE7mxUsJzhhgMKsL2dZOYlUYTWnZdPlGoE4woffpeKJlFy91yFTv7OSFTfci96iYXHcjwdFnkWIaTop1JEVfrGJaiJ/GkEHK2osw21PJi5/IntBG2jJ6qNlXjDU5it6kNq7sGU6YT0+bQkGb3kBpipsYGbpFH42CiXBfEjpHKyc0HZSZvWQ1OThpcaMcn4cjrZajmy5C6gjmUPlW5EgR4wE3D3Qf5VjkQTzWARoNQXirqig9ton6fXuwKHScn38BZ0ddR2hlH5tHWAmOnkRkRAo+JAoqLHgGovBrtJTpe3kvoZSDR79hw7OPM37OQpalTibZMJq56V/w6QiZ65s20F1cTm5oAi+H7iemq4EPRl3E3NsXkBct8JDWz2O5HlK1Stb1v0fwuCgGD7/GxjwTq8e5WJ0azMeblPR1TkGpUOCfUM5A2I3ML3XSWBdF1c4oZjbZScupYJlxC98oqyhJDWamIYOHj/+ZCXP/yOw/XEl9/7MU12/jS205/qAaguKdNLyuIn7XUla/+y6f3HUzPS1NAHgdkLU5gSdPy0ft7OGday/luieu48Hx53IVpzFQruf46iKkH32uoqY6UVCBydmJZVovqUVjufHAbUhx7VzovR11jBevLFG1AtzUUPyKl8PPycxOiObyqcmsmBcIuZ79noh6UhtT+yUeaRpJQaSF0XcFhMWBxyQ2X/ez2PkLyeZIvlx4G68sm8y5YwIjWM5OmZ4y8LlBGyIw6naRoOiAj9Zp7ytQ6gTqN0l0lfy2ALG3yPxwtZ+ekz+v/2VzuqsH7IH/KvweGa9TRlCA8DvvgAMNMhsukqj65tfn6zkp01//2/v9q5j6vEj+dSLaEIgaA4bfbkEbYogh/k0kJiYiCMKvHtddd90/feyhUuN/E4M+nIK8U/8Ael0Y2WnnEhE2gs63j4MISosWyeXD1zV46v4jIzh68G08VbXkVmVCdAzuWiem6fGEhrwCzXl0dy5l0D0O0xGJ0VOuwt8/gOGbi1Dk1kO5g+6IWtyCiCPWg6qoF9W0IOxbm2hNO0DaxDPQup2kffkGSV31GDPSESIcyLWQ5TkXoQ86ThyjIqUIm+Dh6roC2urbMGkkxiY9SZsxmv610DvyIIVHu9jeE467Rk9hmZZmXR3jW6fQHGria9c3TPyhj9hZKdzYX4JagI/lJbw09xoaj0+l1vs5C1Q+Dm77htXZBnot4/miOoQFumUkRvdjaHURKgxyZmQ0ub0JbBQyeCU8hakNXu5QXo6iTEvcgrPQ9O5BaW2gyebDcKyW6bZIPAotXr+LzvZm1rS9QHrISEySRJhbILkwk4TMOFZYithvsnPG4Tx03Q6GOcOZMBBLTHoumcoINEYr/g+7GFUWyVOn3c4nxq8ob6zie+cJztjlA1srGfMXMKxwPB0vvIBmcyZqVx5fXfMDE106UlMz+PrFJ9BccSmRxRu43l6IShHPjs4NhOYo2a5QoB1vpW5fEwOaUIzmBiY1umhsOkjk2eMpGDsWuaUcZ5iHpFXHUGDEqA8mKkXg7AeeY8f1FsaepqPwPjXdJ2S+q68hzHcIedsG1HoDXpcLR5tM5bcSitBWdAYf3zz1DKiUWH0Kcq0JZJ4ZzeedX3FfgwJTeQczsiI4sWs9yc3nEp9TSPcGAyHTvdhGlqPx+TB79Dy4MA+3fYBS5QY6Sj4jKWUR485ehFIHB5+SME/18ZStk7gKFy+1f8yfFk9g1N4IqlbIIAn0lsuYEuW/GjI9Ly/qp+cJs0Ts6s188eg3nPPQU2j0hl9tX/yyTFi+jDX31wHUsgR+VyA04reY9aaI+sdWsr0PSNib4bQPfj/I2hADw68ViJ386+uf+ca/PwDb8ouIonEPDAVuDzGELEv09FXgdveh0QRjCU5H+L1vTv8CioqK8Pt//uJYUlLCrFmzWLZs2T997CHh9S9EEEQS42YC4M9z46634TzUjjrJTOvRIrqNPxCcWsDB8ncYnX8bw7IuxXmiGZc0iICXmAfGA9BbmIJbjMRXm4nCoqbVVEz5gRXkHr0A98CtcEBN5fjvsXq9XKHLIbbuI7xNt2Df0EKUcTdCRysrn/4z84aH4Ki+HD9menpX0lx7iLRZdmK+n8SgvpuG2F3Y9nm4Z0wBI9SZnEyGFLeePsVwnEFp9PQ6+EyvJDuikqOx41hckUyOIpUTwTvoijuJYth8pB2xxLujUMV3EWyLwuD3IHv99O1tRHXUg9MyjA6Vi7mLLqYwIpSmvbV44jUYG/yMK7ZS038UXU4c8cUWpFTQ9AYxyukhuawOVZyKbredtTUH6dD3U1qdyYV9o4mdPImB6g4qpH00Kgbw+e3o7G4iFAlU9h7nnPIYIrRK5nQ9Sb4xiuYeG1O98xHDFcTHuLl94DsukMfylGsNo15tYrlpAUlnxVM4J5IFitt5cvcXHD1SjOCspjc5ktJ4I499djvPlbQT319Kd3gFqaFRxEamYnvva1YYbZR1tKEK1dAuaOmTetgxzstCnYtrq+6m55MQ2qakoAkJ4YLiUurDw1B2mHl77s08dOALUjkd09YoFD41WVfLrFxzkoszMrH3tdGxaBuljSl03l6Ap0PkaKiaiqA+rtPpufylt1Epgth8rYQUXkSp8CLvf30BM3s1nD11NtcuOxeAoy0DhE+fyv0ODxNSrdyx4306+13MZyGpC5TEjoPdCft4ovQLVi+6l7SQQJn84JpvOfZlJTG291AZBxhohpAUAdkvE3KWH98balYONmKMHs28pAIiswUyzhJw9PXxw9VBxM52Me7O329cd3n9THpyKxeMTeCGGWmo9XqCLKGI4m8LjVlvi7i6ZTx2+VezC42xAnPe/32BYkr8Rc/ZXPF3XfH/gqgQSP+NLEgAv1tm4+USKaf/WIIM5lelziGGGOJfR1vHIU5UforL/bM5uVYTQnbauUSGF/yVPf/7hIWd6tv5+OOPk5KSwpQpU/7pYw+VGv9NBI2PRpcbhjrZjGV5OlKki+aWUtSlq7BqcpCKPBg0EVjz8unNPkHt8PUgSbDnJRo1MifUJzDPT6Rt/EGUFiU6h0xQ0Ao0iSrQmSmo7eX01gqu3/0g4bporCMOE9pzEx7XUZojY8kRRzMQNhuvWo+cHcK2doGBVh+uYg2lis2o7cGoyqcxMmoaEXIXbYsaENLbcFh19M08h74uO1uNdWzubePlkFSqNR5ifBYEQSBXmkHqgfmEthopF2z0BGXxTXcMD4+5gGe7F1HtrmRF8zZe63+dPbUbqPR7MSelE7PVx/AWB0LPVhrEcpo8lXgKjTwt7WHQKLPu0FPEHj/KjHqRw6PTkf0ytniBzGGpzFeY0ezdRbF9H++WfojglYiNnIA5bTLKQS/BRgsFj57LusJwrEG5HGosJqu6l4JGF68ULKfUVMfz4btJdpgZ50vAMKDE4+omITSLcDkGY6oWUSHQt66GJSuDKdhZypTQ0+mMSOH7isN4B928vCgTKdlOZukb3F9wJuOiMjCnpTA7dSYJNUZmHkmnaPAAneEnkRXQbc1h9HQL/uFljJq7gH2+JjxuG0VmLZ7uZ7h7/Zesrj5Az9og7H0aFIKJbfZDvJzzEo+/eDX7v/sa6eg+wss28JnxBTambOPSpTGEGSuQdWqqDuxFEEEbCqMvG8mMgrtZ4kvhh/AZFJ57OXpzMABPbSjnoe9PcPboeDr63ew4YceoMxM3TcGJDwL2BucVTGTFwrtIC4mmdZ/M6qV+sgqWkJl0MwoNOOqM1KyU6auRmf2uyOh0PTefFcpTs/J5KX4qx240s+UGCY1ZwN7bTV/Qx4SMrqO/TqZr03Eklwt3n8yaZX5+uCbwLdLdLjAtJZzsqMBQ1Jq+UKLOuhGVVvub95TWEnC3/6/u9P8VT7/MQOPvbxMz6dSeM4C+KomSdyR8g3+7l0pQQHCKgNYKGy75tVv+34PfE7C++FsRR0MM8Z9OW8chDpe8coroAnC5ezlc8gptHYf+7dfg8Xj4+OOPufTSS/9bGbH/laERr38j+jwr+jwrslfCVJVCeGI4QXNHkn7CT9+mKoIyolGH+sltuA+HZTkMtMKm+8gYfw2ZhlgE1Ra6HEcxi4mMaF4E/S24dRGIOh+hPVvBkgrI9NZPQwwOwiJUovYkkLlnOWq7AX2DFqdHpMO5jsxcJaJ9JKV7ihAQqJ2ixa6O44KaDHSeYCoivyW9cTFuQeCbF/6IL3MMw8MjeNjqwVI2k3RbIrJBRvJ58WkchM8czlFzA+8k/oHqV75FcaKJbStvZ0TiTD6ynuRAMNwbOow2ZxtLO0fS9WUZRikYQt8n1X2CNdXjSAjKpckThDasj9LUSjSbzEhCO8NIJE8lUTbpK7p00xnnOIhrQKDeI7FGX4KkM6CzW3kj4ggT+mM5LeYPbGh6mzXffcCIsnYSgkLp7WvHonAzZdFprHnsfpzJ0SQrR9Hf2oVeG8YkXzQJnakcVjTRKtZT3BzLAx9sY6GxijFeHRISb1p2ERM1ht7uASbbB4lMqOeVXAMp6iS2f/IkGVWVXLG1jH0zz2ZqbTlG2xy2jqgipL+VdZc+Qs+gm7s+/4CEvg5ya+MxDfr4eEoknqrRbBp/gPCuUkKcXppmf0VcmxelQs/ScZdz4k0IbuzEFm1E9DvpM9Tg0oymyOvlT1lhrB11EVte7kFnNKHQCIx/EnoGXfS9nk1hj5/oRB9l7zrRCkoUanjxnBH0D3rZfLwZq8KN2TUMU4iDP8TfwUuGh2nfoaL7oILsMXFAYBagORmMYUYSJsn/H3vnGR9Xcfbt62zvRdKq914tyZLce2/YNIMB0zuhExIgQAiEECCBEGpC78GYjnvv3ZatYvVeV213tdq+e94PSiAOhDTyPHny6vrknZkzuz9r5pz/mbnnf9NmdCOZ24P918kc+5VIeO6ox9TRB0FETsZ5As7g6MnCgFtkcG8qppEUksdLeP+6V/F5TnN+Wy7yuVfhGYKIolGT1U3XBekuCSItFvAFQry8u5F+p5ep6RFnzKNtp3uRSgRmZUVSdo+AMfm7b3zHnxkVNeeslyAIAqGgiCDhr94wO/eK7H9gVADFzRAwZ3z3vJbIBCY/NNqXGAh9FcD/j9C+Q+TIL0Vm/OqbLvpjjDHGKKIYorr+ve9sU13/PlGW4n/rtuOnn36KzWbjiiuu+F76GxNe/wMIcgkxPyzF5mtm49EHmFD0Q6LuGI+8fzP4whEm30ydKYPWliaKE97F3vsOhQ3Pg9bCvIhMmLWIGvMaOjPqST+RRZLxCTYEk9EWXU9BSCAQnc6guw5TfD3+J2rRxGkxX5tOvfVzTD1+nC4lcQofKl0MZksxkiSRGEsEcQMlMBGi8wtRqIzYDnczFAwxLjUazewA9uAB9P1GYgcNiP4gkhwFVukprPHlmAun8cP332CKNIXr3XFMMGTRsnwPJ9dt5ZZV1/PWvs/oHjpCxkojJyp2Y9THcjDYyWCVhnO19zE5ysCH8b1sUHTxgFaKqbmOKFsR5TED6HU5dMuPM6RT83zHAZZJVOQU6FHopSRvqSFLX8pAipPklDAMdV00FZxA8bma3l4JX06MxH/iD6hDAkqZjGqJk9PnTeaZRT/A8WYjrWI/6yIPcjRQydVTz+at9rfZrqima6eeaHcn22Ja2BBlwFmQSKLfSJW/iuV76/GE4AtvBBpNAs2pcnqby7B4JbRFtFM3YqUMAZfhGbLr4knNmcrDnz6LpH2I2ngV7ZOUuOvLWXS8n4BEYP/cE7S5hlmw6TT1OfPY5opm+sApnOIwjgOdJM26kKd8VlI8A0g1CTRFpYKqhZBLxsPvVbAgooUlq++hdpPIddYXCTdo+aLpMFuf/wWOvWr2v9xLW3MmylIbUQYjBy6VY7W42SG8RInjJDdJ3sR8TjftPVoavuxGSix9zhAGr5xASCQsW86MJ6TYrT1YK3R8NrCX0p9PRe2D9PP4ymMq42KRHx87xoQoHQ+9kcfmq4Ns+1GAvcUNXHBnKiqzkvgZKmwNEoznnENQOrpaZEgYDVLNvyXEE4cHaLQaidQrcflDpER8M7brV5vrUMokzMqKJHHOmTfXkF8k4OWMrcfsiwR+Lj/AwQ91PHFBIRtWh4gqESj94bcLJHMWpJ8LlsLRE5j/CEkL/rmbfcIsAZlKILLon7p8jDH+v2DQVveNla6/xOMdZNBWR7g5+9/2O1599VUWL15MbGzs3278dzAmvP6HkBqVqN3hREYUolaakZu08N4DYMnCVfg7tlavp959kNL6iZCXTsCSgzQyj1DyUjxHeolYmkdokx+5Qcdw+APIvacZGTrC+592U3RZPyM0Ex45j+0xnRRleDjR0oD77Srsvn4ylSVkWydxRNvFRN18NkZuRRp+CkWPCYerhXT9WfjeDRBmMxOhhmDoUhr71yHRzcIiGtD4jWARKI//HcO9qdgU45iv0JCliWTuHjexujRwQBgJuM7R8aauG39KLLpAJM5yHdbag0Qn5KE/cIhJzV24LsgjQaNlmlRK30iI2PZcIpxyQmYjn2RrGfafYIF5HEER+n2fED/xArpaPkZc34hKlDI0UIt1pJ0Iaxo/ye3iWpmfFT+4i5Evupk/VEHUkA9JKEhAIaXHZadH9NDis3OJ5nVEDSxIKmJT6wmerDjFLbOWsa3tFCmqw2TXnGJrRBgjQ5EkWUJcIi9lX0wfVen9XDJQjK7yGEsT5tERqeAnqqNYXD3UpKQh96uQm6I45dfTHbuIXpefQudxYk93kNOoZKu5kH0FArIFE8ncV8PjaXPYt6ufctUwy3Q6vtB5cEdkoTTIWTbwImmuEpAocCcqsfaHUZIWYsG4PLJ6C7i56ZcoTnaQ4iyhfW0a1nO9tMX2EAqGKH9Egd1+AIU/i4GJhzn3wXxqHgCfHZITdcxfuJSqNdPYpWxk6rF2DvqsWJJ+THRZPBLFJJ58J4kum5ttd80C4MOnf8FOs5RL5t+MLySSM0fk0vLdTH0yiqfuzqPgMhlzokyMjzWz++4gliLos4zw3qlmVsyJApTMv2U1f8oRJA2KZJ4vEFU6Km5yFys5ung0JlIURZ67uJgidTitu4M83HSc5UWxzLXEcsuJyWTd+M3TkQDHnhLp3Csy/nZInDsa42VKFyiKNuP8RIU1QyRp3ne7wGssAtoogQM/FVn4unhGPNhfo2VTCOsJmHDPPye8pEqB+H89VGSMMf6r8Xpt32u7f4bW1la2bt3Kxx9//L31OSa8/gfRqC2Mz7/p64Krt4BcheO5Bi4zFqK+PB1HzzHiP/sQicuHOLgZV6UUu9dC5A25BJvbEXEiZqeTFgWeBhNpqQra2UWO7mL+8PEGXtIf4scCxNfGYwpFQRCSTAX4VCLe6ENYh7xkWrPRS5Jwtfk5sb+ShMKl+Ho8qAQ9HsU+dB41BdV1DEeeT8+0anZpDjJj3xKM9Tkc9kn53FdHYUINSluI7lAfh1w7kAYDGOM9xLkHMVdHYDIWE60FsaWDEUHCohtvJ3R9EN9H7dR4BtknbaU+tY0r2guITDFyaP9aBufMhB6w5MeQW2tGcdSDJA02tZzg93OfZNPJX9PZVo093E+uLYsC6VR6gyeYnFHKir0vsCA6gh82n0eD4SibvTvpSDezdONhFra3ErfUiFypYNjvJtscT54xjWn9cax3VtDu7GPK9In0D3VR2GBnWF1FbFoKy1dMYaXbRDDzImr37SbhcAqiRqDJGsH17ZfSyWUQEjmdCe5GG70TZcjD93J27HROftbP9vAZJPrasAnROD0daBKyOMsyg+GtAvMDYXgkOYy0OXh7/i0c2/5bqqp2c96FS3jvlIgkoOehqrNZW/Y+wsABZgUuIm6uiWIxkVmFs0mNkaJOOsJzMy9l0UcPMstfhq16hE7LE+jV55KgkxKlmcbpUBBVOMz/rZxntobRGivhdMiKZN8Brjt3NtPiNZzc8h5ZE3xcUpxEQ5+Ttw+2cumkJArOv4jq15y4C0c49/k0ytttxO83EBHQfTWEf7gwi41XBHEMQsJsgeIlJqrOW4hK/nWgu6NFRBUOCr1AwbVfi5rT3Q72VbRw9bx8BImE/O5oDvxSxC8EaZnnYjDDhxAFCqWASaf41jmVOE/A1Sdy6OcQUSCiiRzt/ydLc6i0iujiIbJYQkWHHUcX5MUav7WfhDkCEjnoE/6+uezshMGa0RitfyWnoj8YIhgSz/j/GmOMMUZR/jX343+y3T/D66+/TmRkJEuXLv3e+hwTXv+bGEaP01tuKESQCkiUcrRxZZQXXYZtvxqdaTKqnGgsGWYUpmEixSsRZ9yLW52HfAfosvIYNrShq48l0ORkZryUtMBs8hzd7O7wIyaYCWAgYA+gkEi5qP0dBg1BRgaX49B6cYf3Ey3LwLPPikIhpynhEG5LD3mHzsU9kssbLa8yQafDpvOwRXea7pPVzBq3mMrWkxhfbuWR0BwU4VJEvxftrAiU4WFEfXYI3XAkm2zNRAbiqfBs48q4HXjqN6CedBm1zccI+Zt5L6eZRd1mPJnrkVWvoHjxeJydXejSFvF07Ub2+06y0pRHvM+Ar7qGzvJlbI0ro8JkZkDqJyeiC5f0c86pHaS6cw/jfAo0PT1cHVlMeoqSubkRTN+cQU3vPjS5Wazfu59hv5voIR8x+jCGmwcx7Ogj3lPLwxNyGVh3gBUX38TTe9eStqca7Yl6DmW+S9ieEszDctaV2rlEkUC72sne9E9QiRUcjwzjh/4LiMPG/quHSQtBw4kDHK9cR1WKHkV/gIawTCLkFiJCOTy6bCq1p9oIZBh5av+LxI0cweWZxydiNV1ZeupdUVwWnsDksINomnZRaX+FjkAhMomXgM9L/Ssyru+5hYkPSPjs8jqGB0KsXmzi3fk/Ja7NT9upNlxJN2NulaOJageg6FaBE78Rqfk4yI7tDi7JhCe7tKzK8rM8bzpCYzuiU0m0cQp9T5qpkg2xSVNLjMWFUhfGtMYycvpHV3V+u62eY3Ir/jgPv97sYWVJAglhapztozFh5lkBjp/0ID+sI/cyEWs57HtpmB6HjaKsOKb9QkrQJyJVjAqVj/dUIv/ol+zoXk2keD5tm0X0ieB1Snlj6nRiywSkCuE77RuiSgTCsiXYm/hKdAGoLQJlP/r6810flqOQSfjylunf2o86QiD9nDMFlMcf5LwX97NqQiKXTkrC7xQ5+aJIxvkC+VdJyL/qH5/yf8n1bx+j2+5hw23f/rvGGOP/Z8JMmaiU5u/cblQpwwgzZf5bvj8UCvH6669z+eWXI5N9f3JpTHj9ByDVj77NiyGRwa31DCjb0SbNwFCUjjonHICGlt0MJfyMwT8MYbz4PdQZGnKnTscxALp9sSAV8Zp3sqh2HVKrgjZFGsdCq5gWjOJE1iCPsIOP9Q8T5/gMne2nbDmaSVDnJ/FsLf29+4iTlBKI7CE9aSqclqB2qEixyXFvDbEgaT4vCB/TnxbF+U0aFghZOGN8hKXE0qi2krFDxLPTQZfMilmMpCXLzlveU2TVCwy6vHR5JvDE0WNc0pRKn6KKQ46j3NAyiQnKHNodcjT9ZpSDWkwhgZhWKcaMAsypueRsl6BUyBGMTSR3fIj8uJHeQgvSEDSovMgDbkIJbuJy9ZR9GaDNoGVI7aJe4iN8BKTSRg7PzKNX4+HlrW4Kw0LkNAxycFwlm7sr2BSlo/BYFS0bFFSr0zH39LDSPB23OQyHVk2zLJWfqj/i/AEDb3cP8namgMIf4oZ1HhziEBEqA7a6VIrnSinKs7Ds2R1EWKTk+gYIymK4fFksk8L05KSdzd27XueLVgXLH5wIwMkDRvbGnY/fpCIltI4aZTvnxJXS8fQLmJLCmTpzGdv3HkOUKfAYC3m+U0LAs5PiriI6znWhTBhCP1TK+sNt3Lp9C5dnT+Hq9ACZTS2c6rQSqLmPrbFHOLD218T2/QhbZz7Xm4sI5LbwZlczV49bTbophj3RQzRfMJP3f/pjKpXpLJh5O9ckxHPHjicYlA5x1g8nsWzSxXTsFnl0USq/83ZypFHGut5ent3ewKc3TWHZhyZkGrj3i0rWHuugpC+O1xYWQgi6HTYOZe0mX3oB5z17iMx98VxzcTxpyyXcsbyEXe5zkHeXcXqziDkLpjwkwdYksu8+kUkPQPxsONVhZ1y8EUEQcFlFvENg/qPP1YkNbrqNDpZM+abD6NbqXtQKKVPTI3ju4vH8+cJUzdoghw44mH6PnFSL7hvXAkgEgQidEv0fUxq5B6F1i0hkMd9bLsXlhbHYXL7vpa8xxvhvQxAk5GZczPHK5/9qm9yMi/5tgfVbt26lra2Nq676Ht6y/owx4fUfRMgdwL9vmMkzf4zhoqSvy0MBmlo3UL29k6AvgHGTntKoDmTv3Yup9FO65SFU/l7CrCI2vYXm/HPRakWWD5URNqLBNE/PWfvtqJRTCSaOZ7BtmFnhIcpjdhBuq2EgMkBmz49Jbp2OLeo00vgQurowiqMXE+ZW47QPkNA1QH+WBMweSoRotB0CLxUeYUPbCRKTDEx0x5LlCqcsGE9iUTy31eQxZGukKPsSfj5pkLaeXqIqQ7yp62f3xEgWD+VjKkhD8JgJCUH2R2+nqs9CwqCEkXVbiIlR8MQUJ7sc9aT0jGDQP8n1+alEduygpb+VvSlqzj3m5rRcJNQu8G6+gSJnFEb1ccpa3OiP9aEvXESzupKUIYG9ne8yod1H6vgyBr84jNXspzPegwuBE8kGptRV0LFJyiLFHIb1WXQUbSE0NMKIEMTRehppooWAVIrCH+SYOoKQSorSF0BeXI7YEMnnp6tYlKVnmucCGgutTB7oZvOnmxkcEHk37whf6u2U1xxnljEFqUxOsb2crqQp+FJkDHqHyQzGsKPrNBcIEiYYEgmPiydC2MOehokoNTK+cFshJOeQ8QR3yo/TMbCPkoIP2Nh9DHnMCfadjmby1CxOtHShD2uh11LPka4eNEoJB80jLOiQ0pZ7isNbBaYuSePC4kR6HR4e3nQAu+I0Dy04i4oqFSlpKnYf62fpzqvQXl9HWWYKrRuh/PkQydfVo9/+Cnenv8kh/wgvUkHLgIuiRDMef5A+p5eCeCMlk1UYEgUMiVA4KZxSVpJ/vYTgWyJh4yAse1S0aFRKFl9+JT6niPNsEa+0HnVkJqoIgSmPCMRMhB21Vq564ygvrR7PovwYTjwbwnoczlknxecQeezDOg5HdnBs3DzCdcoz5tNjG04TJ+gIdJoZd70Oc+bo9z61pQ5lrZaRegVbTw9y3V8RXgqZhDevmvDVZ0OiwDnrJEjk359n19nFcd9bX2OM8d9IdGQJ4/N/8C0+XmHkZlz0b/PxAliwYAGi+P1bvowJr/8gpFo5MfdNJBjop+mTVSTkX4E8YxESiYwZEx9lpPdOpLZo6redYn+zmriVV+I6GCS2eCKS/EP4dl7MgCKCxuFmLJ4wYg6OYCuWIP91D8uj43jS/zlTRSm2zpNkayejc5QwFGpGJ9HROPki5KowegcryKyejEMSJMqt5+2wCpZ2WwiGm7hm2WLa+/YgqbFQM1zOeX0zyTotoF4xk6gdA7ySVIVUHaDtsTXMSrqILZ4KAl0NHOs2cnZkAW5jEENIzyMdpQRVQY5LupkUkUbfgXreMocwRQzQLJOgMIxjjbGS4REf+oDAhd2JZBqTMQh6brv1ft49dZRdp97BXTQNQbByuKWGCa5E4v1h+G2dpFmlbLHk0jAYz5zevUTLNEy+/joOfvohLSePI9HryKobJnH62Zxu24Em4EGKSCA4wpbgAU6Hi8QLAqd7vLzbtJxGUyPvyauQIJBqSiQjzs5eRRGlsiC9ij6el8PgBoGfFX/IhrAcwk4Zuds2kV9q+/CZBjnh7GZiXBZZHx2gMvEIESUzuOKy80nML+SkHW7cXEePtosITzYxJdH8piOC82rakTmsrJbtoL9zgI45MzgyaCcnJo1zFl/Dxtfhwfa3WN6n5TrNZAqXZ9D+Xjs+aRKdVHO87CBTYyZy/0vvcd87lWzevJ7s2t9hC1vI45vTabe7uWRiEkPdiTx+3hKmRkbjei1Ee8jFM1SjKmni8bgJTIzJZENKD8abVZScU0ZC2VNEp4fjv1vHxYKfcdow3v6ig7mTI7BXCaw8L55LJycD8PLuJqKHoomNkPPa4Ub0ahmzl+kw/0XwukInMDRyhE+feJjld95HavFkostAIheYlBrO/UtzsDo8ePxBsi4UMKWN5lE8csLG4cgOrpmU8g3RBfDetZPwdgqcehB8w6NlwZDIOwdbWTYuhhtvTiNKH/GN676LbxNdgWAImXTMEnGMMf5dREeWEGUp/h91rv93Mia8/sOQqGUMdDayU61hz8ltPBY7kWitGZXKROHElYiiQH93A2Hh+RwxWsm7UqBh+EtEMYi/uJopJ1+lsTmTpil3Mb4wkt5wJ51xJxg097LebSfSCKkmCdoGJbGeCI5qjRja4olpKmY47re8ZyxFGr+RS12TMQ6piBgR2BDajk5w4nJuJEo3HlVeNvXHXyfU7ECjUHFe0Qz2Dv6EVTKB3S0HOSe8HWdRJZNn30RgRx1KsQfbgJfA0AiTnBIKosw8lrqZAx1u1kybw/OlrUxujGJCk5tAkYcnIodxBgPMc6QwwxPDBH0ivjg512k+p/md14hQ6FniyOS6gXyeyzjG/hwTZlc3+wxd+MMl2NReklXTiBpykXR6mNxJpex5+SX0qjh0568kNSKS9z97g66jB5hUO0T0hPl0mA14jn6EUjlEStE03rUNMOyxMS3Sxj6fHIbNKOV+jtvBOCGPsj8EEUKfcyxei5FoVDIt7zRaMHQsY1D/Ip876lDY2sm45XaSd+wnO7IUYUU+wQNa7j50kE9/Oh9BImHD3lPMPn4Ox6e/izain+7PTrKkZAUXrlyGfNEE3r/ndiZmzGR7RyrJhiA/WZCH1mQmffIM2nr7WVvt5qqsFu46cZTUhHDukKzgan0jyfIgK7RdrL84i7Nyk3GnJ+FXeZgmm0tVpIMTtl521FiZM72DX5zaxTTlKnJWRiJ+EE5cgR6nJwGvS8UnJzp5bmc9CqmE995U8fQFRQBMeFhC5d4Ah34Rwt6rp7zHy8XHxjPnytEb4WBXBy9tr2VO8TBPrixkz1aR2p5hLnvtMDt+OIuGJ+WozKMJrgES88cx96obSSosZs89IaweN7+KO8iDy3I51jrEhsoeooxq4o9EUv2WyHCbiHWPltt/mMGFk749Ij7KoAIDJH74ddlN7x4jJ0ZPjFFFlF6F5F8IjAdo7h9h4W928+T541hRFHdGeceQi+kZlu+4eowxxvh7EQTJv9Uy4n+SMeH1v0gg4EYmU3/1uX3PbrT+WEYyPUQrZbTZgti9I0RrzQCkJi2mvOr3JMyOJtuymh7PThq6vyTMlIVBn0BK4UIcmiUMt3SSKSaCVEDb3ITPV41ZHeDeDgXpciNJTfMYXjiAdKOM/v3nEp5VjtSrwtSUj7FQhr2rm+aRTchLpuNtDfFebpDbB1IZsIoMKvTkNA+wZMIPkDkESq45F/sbdSRHL2C9+xgx7q1Mj2zhkPI0xbMf5Pl9X/BWMMRvOyeyXThOQ0QbdbOjcOwd4p6Zk2ltW8cVjTOIGUjFbwxgHdfLD2jlcKfAepopdfWyqWMbgyMSclJzcUb0om8fQFBH4Y+VE9arZLbPSGJlFRKJlOPzc3HbhvkypOOaVC9lI2eTPXcm9cf34xrpJPKgk0Pe7ST0OJAKEi696ykkDhl2i8Cmii+weft4332EeTVOmswyfhW3lzt1SpJcaqqM0RwfamSPtZsJE7KpV6djw43G6eUC2The6IhidW8YLfHx7JdUERcw0fj7j5BYmzjcU4fRpWSGYSF55lqeXv0c59//cy4xednADryDJi5aMpMpy37ESauHO9eU017XxAUhULjzePXyXEYELym9GsQwkTpZLOOCAhO9sVjmx5FQuYVbZp/NjMRxPFZu4YcfHORO04ecHyWl7eBJVIECtN5zcQA6tY/wmJfpM5jJXTKeuNSpvPJFJxenK8hUhHNhZBpJS9P45boauu0dSAWI1Kto7h/B5Q9iBl7c2cBLu5q4cZHAjIgYxk/U0p0AqgiRrnIr7//yRn599iqmnLMQgNvnZZJXF0v1CTeTHtvG9YY8pvUlsOGyIPNekiDXqChaOHpqKGVRCKNLRr7NiFIuYevpXi6ekMj8nCiCyRA5XsCYCjmXSjCmfB1Ue/LFEJYigdjJf11MJUdoefdgG/saBpiUGk5xovlfmsPhOgXLC2PJjDozNdJTW+rYVNVD7SOLvhen6zHGGOO/hzHh9b+EzdHE/qOPMr7gB0RbxuMc6aLC/wZxfVNJLJlFQswUNs+4GKl0NPD+y6YjRGlMCGEzOdKn4uRD91C4ZDbavHD6Bk4RJimj/tB+UgqKmbYT5AoFrrpedERToFyGraCZ2VdfTMWeX+HVuIg3zWL3hDo+dWzE4RX5XWQzTQkDXD1pNXYsHN65gaFdLzB70SWY+uczS0zgV2EHiBg5wfShswj1NaCYlIUYFAm5Aujao7hAWMIllgH82oncmnMHCpWaWx78NdOsLcaiy7wAAKRWSURBVMR8Nsx6TS17TWpKDzUy8WQvCaka1Lq5bO7cxTyNmUcTDnLnyfH8VtqDTlBR0mSjs6Udn0mHVaUiVl/Pj+ICfNKnwDQSokVbTbbUxk2X/xD7YAd+j4eBXjc7EjeR7HLzWfAU+9NEzhuKQZGnQHpaTRpxvBwnYUbpLIrKbTS9vYcXo0/i1Ia4aYpAd3cxCHY25xkxDAQJEGRq1Vz8MhfROWpUajn7uk5zSFtLhi3EOYc6+TRlCjHnpLFa66XOvh5vKgz0qgkfzMTTfZj+ebPpsJ/myrp29p3XxAmXlaxIC5dufoMfbPoRkeJCPP4HOGRt5dnMRdQKmwkfKGVF82Isc1IpP/Ab6n7iwlpQgjNQyIzL53BszRtkDXbybvRyljxnZs1Dt6IxmwAoSzBRmKikXiFFMb6XTzZGkd+ayVnT/Tjb5IRSrRxvSSdV1kBBeRKrrp7MjQ+I2Nw+1CtD2PwKHtr/PjfmzedQpR9VWogwh4ZYv544k5qT7TaWFkRjd/m5fnEyJs3oGE1eBHt+HGSwPozZ115H6vgyFLKvtwLSkzToHWp+UJzOBaWRSKslNG8IIfmLu1DSAglJqHiNMrbX9JIUpuXWuelIJAIS7ajRKYDiz7ROKCDSumU0FuMvhVcgGOK32xtYUhDNvYtzOGtcDMfbbBQlmM5oIwLyf3DL0KCS86uVhd8ov39pDtdOTxkTXWOMMcY3GBNe/0to1JEkxs3CoEsEQKeNpTj/JsJMWSgVeszGNFxuK8crXiAvazWPH/6I/IhEMs1xrG0/zu9uuJmcwjK8Qj9dvQc48eU6umpruOnldzEuSWH77l/jSRpgUt+VuCJ6GBSrkKslpE+9GG/lEN3bDhG7zMWU2hEq7RZ8Cjdurcg125/jd8OLkAdlqFR+4hUNhM+dSpg6gwv79zMkc1AxaS9JT28lODSH0FQD1aUfkLZjKeWGQbr8XtaqRTq7P2Vuq5mmN9/h/Gk/pqO1k9Z0O78wnE1BrZLBtFKyly1l13uvMhgh5Yq4DVzVbyY06OZ+2US6wv30tVXh0CkYGJdDtdTONZ0zeE+9m0NSM4pAA6e27EIdq6Bv5CwCseHohHDWfLSDu+ZfjTmynpdPBbD5/Dze+CVTs8YxaHFyUKzEr4qi1Szn04whZpXXU2vQk9DvwTbFhFEnxVU3EbW0kyJ3D+mhXKoFF7WpNl5aF2RKZipwGhDpUoRoj0wmZAjwwCdOzIYAw5l9yNwdhLQqNutbkcfHkNN4lPZ0M1FXX0lWciRxtjk8UtuBytaBKr2JNZYTNBrSkHZl4mzvQRaWgN4YxqvZx1D1CeSOu4hro3v5MkzK9eUOEv6wg6kGFX1eF7roej7X1hD3kI/bnnkVAK1SxkBNJ0ZZGauvuIBXD2yg3bCFxLNnYM5I5lebpBTkzOejgVZa65ro+SCJ5ZfqmfH4HjKiNSyaOkLtUCdCew97hrwcWjyHmmdkdO0TcV0d5Ozn96FTyDhy+wLkUhCDIjaPnwt+d4Brp2aSvcTIuJlnEQqInPhtiMS5Ag3qQapNDq68J4VJZI1OgukQN/27/avkUgkGtexvxlBJZALL1kiQyL4pdPqdPl7c2YBKLiE72kB+nIn8ONMZba584wguX5CPbpzyd83fv0WUQTW61TnGGGOM8ReMCa//JRRyHflZl55RFhNZesbnQMCH09VNb99x1i6/B3lA5MDbr/HKlNlIFO1INRMIV2Vh0CcSdmElevX1iGKIHtMJ+lvtKN0Gque+R5ZHRV7cxSjUEajVETSu2ET18Q2wPoazjSs5q8ND9DVxXLbpJEkDIjFD4fhy5vIjUyVLBjTM6HiO2cm/Int4OU+MtFLu6OTpu27Gv01DxyvlhMfn0mPo5gtlMyFEXAEv1f1tZIVrURsSqG06SWXnRjSCDl93NjVpDp5SdHJXhZHI5BSmycFl6yZ1JJ0sUtgeW0FadC6H27XEZmdxQV8RD8ftRePTMa6xGJm2nxRFLr4Zw7TEafnZyfc55hzkrh4zn1x9EznJMTyx8Sl6fbA0voR1HcdQNruJc4cYKJBySauWdzuOM2RRo0hQoAqKFDU6+KIrA0OgA7UliWmmeCaao5nQk8CJCacoMFazXL6ckoRcmpp2MeBxotVms7m4npieblAOMTSiQaERSFIl0zQwjNceT0xcHSfTDVyyox3NjxJ55MAbTI0q5fyBI3w5QcZbWWrMQjKqSgfnta6jXxbF8YjxTJyTyoi7j0VJ4RQpo4jWnSD780/YoFpIu8/Ph2Ies6cU8aupcXzyZh2xllFPuFMdNmq6hzl3eB9aYxRyqYQ9Dyxh/6km1g1AR30N7xxqJc6kxuedRDkGytvKGSqX4Q2EaHcM8JvPfdTc/xj3fnSKOMGGXidn/O2Qd6WARilwzfQU/Bu17LorhMcuUmWyMulHUsJ1Cj7pbeXUURuVMxbid0LzBhGfvIF1I/vY3yty+eTkM+KqrMdFwnJAqhoNfP9LgTU9w/KNOKlQQGS4/ZuWDt8mugCijSoO3DuXMM23m7ACLCmIwRcI/dX6McYYY4zvizHh9R9AwO/n0yceJm/GHHKmz/6qXKuNIsyUhUSQ0V7/Jumx59F4+CCabAduoR2V0kR2+kpa27dS1/wJvoo44jLziag+yBzzJeinJCAqvZiPXU/I2s6j9j4KtQJCz3rs1Wr6mo8yFOnG6R5k+kEXmfpMmkO9/CRyC1McSs4fjKfUkEmO2sDQe3WEXAGu+9G9BHzDJPmi6dl1nJBEjrdxiIN5No7QRoo+CmfAg0VjJOVUB42Obob8SpYk3YiuZy0nUvczflwyGTVyqn7/MnUR0BGj4RbnYrTxkbQ0W4kJRpJyMITF7qWlt5ENScMUahIYCh8hetDNczGtlAaMZHhEvhiSMkHbT5TdT39lJXHFwwyu78ESzOd3w7HY2mzEUkTL0F5yvD4qM4w0Vg8xnGNAKkrRjYRY2DpCn1FDgzwNT4SdwWELvdY2apq2cmjpdNKP9yBXBPnheSlcuq6VQZWarDgjOeFhHKxXMLWmHc+4QXpdfpanjyc7ScoLR3ai9BsZGMxF8HixTJnMoy3bCQakbD0W4Aali5wBKRp3NnVeF2+sXMiGXx0m0QDm/h3MyF/F4ZYhXBv9dPXto9bwFs7IBCzmEBfmDLE4bwKXH3qJh/ca+OTaZ9GEj4qOtw608uWpLn4b8TBDJ1Xc9PHLJMSbCVpzefvgqOBalBdNt93D4EgUcZFqFufHcMOkZEriGmnvUbC5qgdBEIgyqsmMCiKVCEj1UD9s5/HXanlwWQ7bu+wYoz0YOmV83jTAdGk0f7huMifahqjvdbKvYYD9jf384N04fnfTD4lQKrgmI+cr0XW624FsQE75XQrGXS/wB+1pvjzVzcF75yL9loB36wkRffyoMWrDJyInXxBZ+LrkO9P7DNWJ7LwzxNSHJQwn+NlQ0f3Vicu/5KIJif/CDB5jjDHG+PsZE17/AYhiCPewA5/HfUa5/eNmUobm4T/LRXv3XlQGHbe8sQZRDDJgq8VkGE1AFx41GXNAStvuPXjtPmLFbfj0Xvye23F9YWN/9gPcKd1EqG4v/To3N9QvY+4987B3NdB0tJbqI5tobcvl+jmz2XnkIA5vP9bDJ8mISqNwZCb0CvSmi9DhpP+1L6g8+iUXPfwk4Suz6G88xI5P3oOUYsxBH2cljWNZyVRertnKTl0D15Rci0yjRNYqMj/2UgYWKNBXujBY7BzwHSOlPcTkSXq6FbvpCoZxUetC6uQe7sjcyYA0FqsY4geh8ZxzNIn74jdQlz7E3IFMjuvbGdLEI+IEiYwRM6jvugbxsJchu4sa0YRFdPG+7BhtuhCzO0dQJStYFhGgCT839E/glMnJZ4Y2Zpcm4zWo6Ws7SeSwnOv8DvKSCtg8EE/2Xh2+jio8CHzS8TLZk0voDvZTbxPJUZVRmOJjIDaN6SoTB7sbOTJSR1OTHnu/BdHtJ9MdxzPhYfy4z47Tb8M7ko3Co2dtfDG2iDou2Rxg9cQJrD15iPVR87hB4+SiB1ZzqN/Ho+fkY5vfg6Itnq7y8Tyg8yMq9rOhdhBbVxfapiksr5nE42u6mLJEj6P0CI3evWy47U7EHjkvPP0qSWs3I1x9Hnctyua6mamEaRRsO93Lq++cJFIQuSonnbzWGJSCwNyUHIJJIRzKak4PtvHDhaNbggMd7ex651UMcy6kutPBtled/L63noFGF4+fV8CrNxR8NWaLE80UJ5p5dF01a452cNu8DJbe9iN04eEYw+KxN4vItbDmVidDMwa468E8okoEJreHI5dKvlV0Bb0iu34YImYSTHlYQvwsAUECur+R3kdphshiUEXAa0c7eHlPE0sKYr6yntha3Utz/wjXzkj9V6bvGGOMMcY/xJjw+g9ArlBy6S+f+eqzbV0TgUEPyiQDEpUMS/Q4YqMnfVUvCDIsYXlffX675gCbar7k5skCQ4ebea4qkR+88gR6nQ7dhBg6Qx0sai/husQiqta/zYjTi2u4hae3/YQLVZdTGL2QvUfWsLR4Mhr9IB69jf5Vk4nt9GBvseK/IJNr9z7NHckCRoOUDN9kvOv7kKg9qNPTuPLpl9j7zlvMq7TjCw7gP7KegPEDjikKuG1Ah1Pl4/XB5ymOnsbASyfweEeY/KOH+MOsOCyuEL9pnk5r0Q4GbV2sTviE51uXUJPRhwg8Ou1SpoeiOX5gDTJVJ0azivBwFw9nns9Du15GFq0mptFGYb6SlzfZ2D0cYHLHH2hOV1CrkNAaqSH3tBJ3WDJvWlPJ29uLUhziYo8F77CGzzQiNpWJ5oY6UAjYNQKr7ct4ZqCSDRRhshYyFKXjmHQESWIntuA+4kQDap+KLw4OoEiuxoN39O/YUsiUgQMEZOFockYgQoa+vxDnkIYYlZ1doT7Gp1lIanHw0WA6WS4vKuGXWDe8RW2GwGLbdo6oU/DepGdzfB368SGkEgGzRkH4qRPEZE6lW2dhMEKLNzWZXvluNppaaBrM5v2mABfLa+kbakcbcPD5kI/asEY8PhW3ZMxGIZPgD4pc/PIhFmVFczdqOkUp3Z8peShwlNsytcyYkYfdN8IrlZuRSiS8t8eBRIBLkgJ01tfTnWblbE865v0WZqS40M5yMy3DQmtFOea4RPRm81fB5Cu9WaxelElz/wjx4yehU8o49nyApo+DTP+lhFxHJGl5RhJmj24tLsiLZkFe9LfOD6lSoOgHAuXPirRuFElZKiHjvG9f6TryeAhzFqSfLUFjEZj6yGgM2e0xGVxYlnCG39eXp7o41Dw4JrzGGGOM/1HGhNd/IM5D3Uj1CiIuzf272l+YPZ1oHBisDSQvWEbessUotVpCoQCKBD0TyUGuUvDRgw+S4I8jZlwmfRItX+pSGKeBMq2ODGMawQMD6JJj0asK2R5sQaZq4ECgB82uIVw6GaHaCKLTkohx5SDaQvRG2zBvEmjT+qk/ug9dmJnJnQpqI2qY59cS5kvirLQPeDj3fD7WRXNB/zis8X6a1R2sMmlYGcrmU3U9DU6BLr+ayqBAgTuCY4YeREAhkWF12fl5+2FiPIcYMMcy6AjBzoMMnpRyadZsnldWYpSo+L3VzUMuM40yB7vTlfRGGAhJRCJtbnoz1DzevIJ7hHbqpBV0TIjmkOIAg34nSiTcJF+AviWd35ZUUqhNRGz0IXMMIjVns3b6OzwUcSMVhxvoFXoRXRGoBzPJd0di9QWZUB5G8gwRhzmL3YP72W5Ow99TgqS3m+RQN8fcMawSbUyMjAKpl5SwWOZEJJC6voV4v0iDVMLG3BcZN28+J77MRq6Lxz3oJya5mx5zPY7mEnrsEqqSriboEcAjUiBEsypvIhtPCDR4FYRUQXQqGTcsu4qb7H18/O6ndNTXcMPcOWxdv4Vr3qvj4XNUrD3WweGWQZTHtPzS5GKVOpXYfhnlqT28//pW2hwXsnhWKbsueAyjUsMDzVUICKz+sp/hmNXcaIoh6BHQxgg8/tsUBqsFHDtdfPH+/dRbxhM2dyW/OKcAR5vIqVdEdJP83OTew+VTkvnpWXk8M1KOZbyBlWWZrNwk4R+5/aQtF5DIIG7Gd58SdLSKKE3fbKOSS0mJ0J5R9uTKwu89risQDGFz+4n4FkPXMcYYYwwYE17/kRhmxCOP/fY0Jt9GlMZEtK8awpXElY0HoKZhDR3de3ErElCIClp9HoyFMpKsGQR73KTKcriZIWKtT1GfV4DMHYndP8Rg5HECyNlvVTB5wjV8EPiYouFOnu2ZjcbhQ10ezuaoZt7VnuLsommkekzMLx2H56Zb2Lt+L31D7bBwPiV915Gxp50PDQ181r+V6RIfPusg1igNMaFc+n9fR5IQIinZxPOSzbR3q8kJT6Q9opeTUht4ICiG2PXlh5SdHsCWFsuiPjliTy+Jl0WirwwnqyWRFzKOk7FiJff4PaiqDmAa6cKZY0AVSCOxtpuAycYJs5s3gp9TZG3nYHI4COBw2THKZUwy+rjn+LO4ElTcl/sTtlf0kKLoIErXx5c/WM3b9UHu31SPzNCORtmKo28KVoWZP7gCCLIAQyNBitw9WHQR9Ld240iW4lWF8Hui0Xuc5HkbcepiqVNuIlsU2LUNvjCcZLpFyYmmPgzxBhS5Li6encrKsttY+usd5KiuQjNUxJL06VQ1dSNRGWmLsDJiC8Pvl+NoNXH5R8+iCQtjsC+fu1cYKUkMIybcCOFGRo5vwxTwU60eoviGO9i+sYVPT3Syt66P/CgV+Z3hLKrIpOw1H2kResq2Szldk879e21YFS3cuSCLs57dQ37Qwr0rs5BLBXrsHu6Ynwnzvx539R8HGW5Xcd69P+PDlhB5aaMu8G1bRNZGV3HS181Dy/OY8cfg+PMWxCCK0LYtRN2HIjN/LUGu/fvsFiQygbTlf7vt3Be++5TknyOXSv5h+4g/Z7hjNMj/z+0rnt5ax8t7mjly3zyMGvk/3fcYY4zxv0swGOShhx7inXfeoaenh9jYWK644gruv//+f9kmZkx4/QdimJf0txv9BePH3YLA1w8RqVQFCDT1dXL2/rNJNQ7TWeqkL+sAQ54KwgzZrIhJQ1p1nO6oKZijxtPf1okmegENbRu5LamYs5KmoXBJYX8dutgWNClZbGis4JWwZnK0sXx+fBs3JizAPTCAyhtkUcIMjvd/wu8Ovsf8wtmszTrAXEkKF1XH01Rg5y3Jl5yOjWViTQZWiZzJqxcR+eyX3FE2QIao4YrcOdiHBnh/76f0mWUExRBtZhmXT5nFoa4adsuGWIyBYKsSlc/Aswn7cSLlp/veQ+32cW5XDwgwITCNVdYSnkjexmBQQWmbm8/TRRaqwmgwgCIIr79dRUdcBPsuu4go9x5aFV7eX7+NvUMGnHkCBtlMntvVx4ZKFYuCMo6ba1E7/WR7N3Ei3oRClol0yIwsCn5euZzfLYlmMP4UboOXKDFAqXMr5tZ2/pB0Fc6QnOguJS6bBG1EA3ZLG0c6F0JCJsrkEPEGLfPW3k+WKQ5Rb+SYsYhWRyLi24extB1BHp1EWPwSnEEfUgnUavyoRqJwq5pYODOSDd3l7O5X8U50Bge7a4m69B7qaypY23uUO3y57L16Hu9/1MN2fzeVPX7iVKc466KF7G7s4vWDLTx27lJKFkFqQz+5sQYe/KwSOVDTdYqjHwV58NbRbW2Hx49CKkEll+JoEbFFPo0uNQ5L9CruLhLorxBp2NbFL4+9RnXseNwBkbxYA8l/XGn6k7N7+44/enf9Gy2umr4M4XdB1gX/vpQip98Wadsucu5GCYRg+y0hJk5MRD1Hil41dmsdY4zvk6AoctDmxOoLEKmQMcmkQ/pv9Ml7/PHHefHFF3nzzTfJy8vj6NGjXHnllRiNRm699dZ/qe+xu8N/CTpNNKI/iGNHO9qSKMzGNKz95VxceC2B9h6kXXKyredyNOK3oIM9hx8kNWsxGYseJRLY/Ptnqdm3mxtfeQ/H3jUoKt/h89pw+nptXCw+QHPgXo40fk7G0hC3OBNJNpVR+8VrOA+tp2J4kIOfryHr6ivpLx8kURHHH5r2YQwqmYyOCL8WuzxAyvKpiB6Rof4B7ldXkd+QzIPZSfy6V8ojEbX41jaTN6LjrJFonjX1M6HDQ4FVgikhCn3jds5evJj2lm10ndAhKUzhys5YumL3UaFrxyeTMKySkhmM5Fz7JIbju5mmjSAmqoTXjn/E3LYAxyIEzrKksaDVyFsJaupTJ1G9W8tii4TsZBUJe7ch8bnZ2p1JUDNCiieKskGIFFRcdHgEh7efinQTga5SpJouvBoN7YE05nam0rqxDY1Tgts+l3ZjCz2JIRaOX8TPkxJ481mQO0o4ZIB3zh+PV2ZFJVXwyyMVNNjc5ITFUzXQRq2tk09vuYKlvzoFAT9B62HWpE0g5IpF5gli1ImsKknlxZ3NGJzF9PsMbOoIcs/c5Yx4g6x8ey01oZ0YbNOJkmXxi9pzaR72c29LJb2VIe7LCufng31Ic1zkXi7hoy89NPaN4AuEUMgkTEmPoN/p4fOTHZgtgyjNmzi27y2SZ/yM5KISzn5uH8kRWp4oKWXHrSHEvDh2ub18WdHA479J4/hvRLrsWhpTkkgIU/GHm6ajV31z1SdhtoSE2d8cw38vLf0jiPCNrcM/4fEHqd8RROaWknUBbH3lBfrbW1n1s8fPaNdgHSbOpEGt+PtXyf6ccTcIZJwnIJEKhBBRmiAhRsWMORn/VH9jjDHGt7Ouz8b99Z10e/1flcUo5fw8I46lFtO/5Tv379/PihUrWLp0NKNGcnIy77//PocPH/6X+/6/mWHy/3Pa7H0c+uBjBts6zij397hwbGrBUzuIXKYlM/VcLIYYYm4sJv6RqdSJJ2l6x8HEwh+RGDsLkyGN4wdfoGP9XvZnm1g/N4U7dr9KycTbqLQaeCe4jTdiTqKJn0DyxHNZftuDxIpTKTmQROEWLZH6aFRhelxHrKjUWg41n+KN6RbajFKUUjlr9VezrGAFGxcOssEtYUtPJ7Pjx3H+ikXcUXo2I54+Qta7mRp8lnttMxiO9HCw40PinRLu0ExhlqyQOHUe7e1NnI5VEwg/gni+mbcmaLhL+ISnso/Tp7Xxu0nXE+Hw89nUaJ7Jt7DUY2P7yc+Q1tWTN7GQxjgtFbkGIpJTsfY70dSpGImfjSSgxxJZQ/64iUTa/KwdJ2fneBNGoZMch4+ltZNZXnczoqsKr6uLTn0kU9MXkCfuYnbrKaJGbBgHrUT6XfzeLdKjMEBQwQyPn7uMF7ChtYenDx4hWyWQVRxPcZwWqz3I8GA4b5efoNHWyz2lq1gWu4Tfz7iHcOu5XPNqBeOVdiYa9TQUL8Zm8TEgD2deqZTh8J2sq+xAq5Sx/GQ+iypnI4zE88GBfp7bUcepFg/ygVKsvXokgsDSn5nxL7Oxy97NschOHvK04jF2cMqv57y1z3HxlAi6bW6uf/voV2Po4S9O41bX06vaR7sqFvuk8cRlj654XTcjlYsmJGLKgILrBNKviuZIjIl1hgbOeX4fkx8SqF7QzpAqgrL0qK9EV9Wubbxx1014XSMA7HjzZV655WpEUfynxv9N7x7nxneO/dX6JzfVcoNsC6rbhwAIi40jMvnrAPoG6zCXv3aY+U/t5umtdQA09jl5akvdPxTzpTILmDNH37glUoHpv5SSvGjsljrGGN8n6/psXFPZcoboAujx+rmmsoV1fbZ/y/dOmTKFbdu2UVc3eo84efIke/fuZfHixf9y32MrXv/HCIZCXPbuz3iz9Tx6G08Sdl/8V3WKBD1RPyxFFq7iyMmnGXa2M1l/H4EBN4Y5iaQWlSKRSDEY4zCaLsTt7sc6Uo68TYMyX0RvMpJijELrSeXcxNvJjDrI+OmXcvXhz8iVHma+oYjNDYcI6xkhZl4Ol1z6DNXr16HZo2IoqpclU88hJWTleEctIz3dGHLDsb3bwNnzC7k22EyLo5eH9r9DVlgcz1iXoOnLZlXgp/hDXpap7Fw4PoHtxw14JUpaOwcZyAKrb4Tp26qQyWCPR4EzCOcGcjkt9pFjMBNlNvKD3a8i9UwibKQCmy5AWkcVexLkRGnB9PJveaTEy2dDIexCkFPiIHGRZsZ5ZJgFFVplNEdrm3GPCOS5PCzJmcHRtp1Ex8biN7dyMNuFevk0th2uZthRxhHnUSL1JirCVJiDgwRCEXyU/jkyuwG/38F8yRBTbHp+dtiFIEygN3U7lfkRuE510R+ezuMba7C7/UxzdVDsMpI3u4AL31yHJaGdXl8UMlMrHYOlZEitLDj1LkOTx6HM6iVNM5Vi6XIO9w/z6HlZHNT30dzmRKcaYFFOPNJwPcvTJpIRHsGtr5eT44lAqoC7l2Zx6bREfvRROdVDdtSycKyDTnpaXbx3ohpr/xBnuw/xwhewYnoBN85KY1F/FK8e+hSCmdx+4wzkqlHj0VV/5nWVfZHAttO5tAaOcumkeHz71Lzym17WyFsBuLDsa68HhVqN1hzG+spe1BoNSemZiKHQPx0n8eg5+YRE8A2LbP9BiOxLBJIXfi14pqSF8+7BVoQ/FuXOX4biz2K5rA4vJ9qGuHVuOmcXj86fHTVWnt/RwPnj40kM1/xTv2uMMcb4fgmKIvfXd/Jtr2gio9EKD9R3sijC+L1vO95zzz04HA6ys7ORSqUEg0EeffRRLrnkkn+57zHh9X8MqUTCzTMupGftEFmTCr5RL48YTbo9LucqAkEPni8G8bU50IyzMFJdiyyj66sHnlodwcTSe5CWyik89hArsueSm3kOfrub2uQ+5ky5CZ9kkDCFEsE+zPr3XqUiSmD+6ngSF05EEAR2fP46JouJhXfdgSU8nxSgvP4kcQMWOssb6bYfofuLVpIXpBHZ3EpehhTV5lra09KIjOojJlxClcdNbZqUO7Z8yvSEQtJdsdzYF8Xa1rWck5NCqGwSmyStOAa9BPxBUlpD3GeaTcRBCU9POsrDqU4+8rvpMMegCFppK2rnOosGrVfPJ8e7mPy2gx8uvpbWPDPvvvcimvB+3tW04NL5Wb2jm7oEI/mddlT+EK2N21g/JQ1VqA9XWB+pwXyq63rRhA9hcR9D7pKSJ5qpTpTQ1hRLovYkhqAHm0GkTSfQzSGutc8h3dNOgyoGjSuIyvopM6026hM09GpzmDdOg3NbNaVhBrbVWDFJzTiCh1HGtSMV1QiWCqY1D9KkS8GtVJFZ76Bv8z3UZFyDTBbk4cOvsSC7lClZmaS+eB4mu8jSp0cPYzRYh2lsd6GuCuFeCRoLbDnVwd7aPnLjEqjscqBVSLEESrhr+jTMOw/jOf0Gawd0CPowbpyVTk6MgfDPr6Xy4Cdw8QAuuYV1p7p5fV8Lr1xeSqxJjc/tYmqilh0/nMWJtiEEu4pktR6FJYvFedGkRo7+nr31/XzSouWxex6m9OdbUCukHLpvHv7K6ey+O8iMJ//xbb4/JbYOuEU0UaAwfH3DtTWIBJ6M4ND9izCmjpZPf2IH83KieOzc0fkyJT2CUw8tPKPPq6amsLwwlsixND9jjPEfw0Gb8xsrXX+OCHR5/Ry0OZlq1v/Vdv8Ma9as4d133+W9994jLy+P8vJybr/9dmJjY7n88sv/pb7HhNd/KCMuK37/MCZj2jfqzs+fDvnffb1KaQJAXBmFGAzh2NKK5pgF0s9sd/jEE1jCxzESsZQml4O44VZ8thB7dr2LPEJHT8QXrFLm0b6nh7bK0yyOSuOspTci/HE5IXfuTFQmFbruaKo/3M+Lqae4c+5qGuoPo6gOkBCbT9i0cfy66WMubhOZO7CCQ8J6vCkin3Uex+LRQTg09ciQKeBDTQ1vR54mwxfGJV0ahvv76WtvZZXZTGuEEZcsyNuyRNaEf8kKMY5T3fVkW/QMm07T4xHQunxIdUq67JHUBxzUpqsxjbioqfwDccaplFYPkFycxylZBqccNuKnF7BpsI7YHhWqgJWlMav5UL0JweEnudtLbUIlUncSsxqVJHaXk+icyQTNBC6J+BytxoZ32IleKuA09xH0GEjSJ/F+6BNivRZmxMuoqI+kuK+J7SlldA5H4xiy0ecLMDBOw4ypq5B3BEm291JYPYBr5UWY9fF0dnlQa9rZ0KLlLGMMt89QsuKtBPRKGUL4MbzCCAnKNE61jlCeXcPs8eFk/GQ3N8xMIzvaQLXbhnKagMYyekjD88Fj3GKM5/nuiSSHa7h1bgaLk2Ip/4VIStNEOsf/FqNQzWy946txkXSelb2n3ua9Dx3UR5bw+akuMv4opqwODxvufxjPiJPrX32OlS/tpzQpjJcuKKH4zwZYZaedX22uobl/hIy9Ojz+IMuLYgFQGkEV9s031JBfxNUHutiv67ZW9/L01jreumrCGT5cMrXwTeEm8I3A/YsnJJIfZ/zO+SKRCGOia4wx/sOw+gLfa7t/hLvvvpt77rmHVatWAVBQUEBrayuPPfbYmPD6b6W6/j1s9kbmz3j272pf1/QxnT0HmDnpMSSSr/+sgkRg5FAvzj2dGC/PJiF7BgCr1/+akqh0VhfcjFoVzk2f/Zp4qZMEW4CoE8Vc9LNfoTotQXl8BIdyiNwJKygUZiB3y+lu7cXtNBCnC8dcaKLF1o7X7kY2GKAjrI/KXRX0TpIQd1yGoVfGBms7909cRMQEH80bjjHv3Ms4+sXHGJsdaCLD0JhCyF0eEu1BsoV8nEEvNqmHGqOOVWHjeNr2IiltzRwND+PKTCntnlMcl7voNFnpUcBBr5drY3x8Vh4g9cgQlUWJnA74aI4cDc7vSojGowhyuLeCi0rnsM/XS7NEgjoUjT27DFdVG3UJAaxRM3lF+yUCIoUGKSGbBEQw+o1UKDNpj84Fs5fPjTt5ZOZ1fPDyQ6S2OBF1Zj60jMMuxGE3qNgwrgL1kA51ZQVHohbgMekxSAQaQv2ERBMTYpN56OxfYVBq+N2nT6Ow9/NG4sWUfWHGpdcQmOjmhRYVswoUSA3dnLMWnBIFhdF6cgec7HcqeL69hrjMk2Qnp9KlnoBRqiB+sAZVexf3is0Upc3E5QuwvcZK4YKlGKJjiBLjmJIewbpT3RzdchjrgRLybuuiMNVF6Ok/UC/PI2t8MYIgEJ0dh2zVfTx1qJ9QdxeCAF/eMp3KLjvnvrCfs+zFTGfUJmLdrdPRfEuAenW3g9Pdw2y9cyatAy4WF8Rw/9Jc+oa9RJ4lkKX9Zu7E0++KVL8tsuwDCeqIUfUklQjIpJK/a2vSlCYw//dn/pY75md+9W+Hx8+y3+7l+pmpXDLxHz89PMYYY/zPEan4+yTK39vuH8HlciGRnBmzKZVKCYX+de+/MeH1H0puxkX4/MPf2Wbrqy/SXV/Dpb98Br0ugQizA0H4+qHjdbnwOB1oM82czvXw4JEn2JL2c3RyFTHaMMJVeizh+VD1KWvnXo9MrUHXKOAJtxGekYWYEqL/8ypc8kZ+1n2KqROmUrd1M0dELRetK+OBlVdQebCSRm0fSTN9jJ86gwe363mg9kOETrjqlp/z8uvvk9igQG76FFsgSE2TG2lSPNUSG13RGirioxClPay96glanX0IdSPE7PVyb8I2PvTXMFBzkJ35ZuojougJ9zH4qZfprjqGdTFMsMTjDkjwKjV8YBOxxvlJDUxiVclRBpuM7HbFEdXfQKTBS6BuhE/KwnkrvAGfIOJpLIOAis/Kq9H4csjo2Ux6xxE82Qn4M0rpP7kTvxDkl2IO4fN1XL1GTpkhgkU+I0kDIo9u2kxHpgkxJoy+QTupvW0cSwiRF1lE2+kIpvSc5FD4fNKCLVSQxm1LZJxo/BRJRymmWMCTxCP3/Iz95iJqw9IRgYjQu0SNW807I2uRxxqpcatwBTrJiz+PDk8b55fkMzX8Zto3NtPV42HE62f7kIClrxuJXYmpUUZjcw3Gjgc50OPktKmdh76o5hfnlJITbeC+F/Zz/vg41h7vZFn/FpYu309VuQ3rp01c8esXODnQS8Hrd/HM3MuZm1TITcsnMn+ik7cPtBBnVnP920f5xTkFLMyNQjk+jgsuKALA7vYTqf+mYegFpQmcXRSHQiYhzqRmWsaoz9fy5/ZiVMv58IYpnGgb4pJXDvH6FWVMTA3n4eHDxC7Vc37Y1+bBs7MjmZ0d+S/PKQCFVEJWtJ4o/djq1hhj/KczyaQjRimnx+v/1jgvgdHTjZNMf7/v5d/LWWedxaOPPkpiYiJ5eXmcOHGCp556iquuuupf7ntMeP2HotVEoSXqO9tYEpPxB4bZf/RRivOuJyay7Iz6ba+9QO3BPVz+7JPo5yWyvH0SIe8Qhyrf5dqEVDJT58BAI3x4OfGz74eZd0Mx6Ipj8fmdKJQ6tKejSGYRSRNrmJSShyG6HqGnnVVDsVgLGrFurGakLIPssNEg5ROWAVRNCn4+YTWiO8Dls5cwaOvikaojDHlclA0N8PDgYYKJcryCieQgtODnilc+5RcXzeCm+rd4c+QsrvAkMDErmqQeK8l2CV/44llut1GgUdGp6mSILlx+F48sup5HP32OxMhELkxawl0Vp7jTGckxZ4Bj+l7ejjiHhoytmIumkaGP5Y3haqpsHYSnHSJRkkyuxsq7x8djtBQhtfkx1NvYYVMTFavHqwiSnlPIeif4xGE+8EuxS12IKfvoYBijM47DgogmLIYltceQhreyudWANjSOw1ottcokAiERjSSESZbB3bnXUxVfxXsNm9D6Iui0e5jg3slp02IQoDajkHX1Q6jDMpmRFM/uk36yjNnMma3lmrLVlD26lXSLjlOdbqL0Si7OvZRHG9uI0lm5u3AaUy5OZtutC3B4JXxgqEK+vgfQct8nldw1P5OPbpzC6S47a493MlR0Fq6SJNINAtM1Amq9gYdePYHCPZ0EvYUG6zD7Ggb4w+E2HgmfQJ2+n3prOwqZhGkZEUxKDQdgf0M/F79yiNvnZdA64GL1pESi9Coe+KySm+ekU5IUxpv7m/nlhhp2/Wg2YRoF55FBer4CURS55f0TRBlURBtVBDwiYV41WUUqhG/J2fh9oJJLefmy0n9L32OMMcb3i1QQ+HlGHNdUtiDAGeLrT3eIRzLi/i1+Xs8++ywPPPAAN910E1arldjYWK6//noefPDBf7nvMeH1f5jC+YuJH0qlsvZNQmLwG/UF8+fhkJ/ENtzEpMRFTIrJYsf+uwkGfYSbsvB1OfHUyNFf9gXNoX6a9tzOrMmP4RzpYv+xXzA+/ya0l8YQaYjipfB5AGjGbyPNJRAVkYcxN4HIa1bzUc9hPq+q4/UdQ7x82RT2JlSxLVSL5Qs/7qp+Pmh4nLA5MZhjjLw3IwapXMXZ7lS6DEPMdWSwQQIP9aTxyKevYJe5eXPkDcK2DqIITsZCCYbeAF3uPxAoyKEjz87jLTbytTHs03o4tPFX1Mj8aE+Xs3vTXuaFFRJs1RPuHCBGpcPlk9CvWcKmHi1JH/yaxel51MYbGZE7mBh2mnhZCLnSyZDFjM2fSriiiiXOd9mmN/NC6xKORGh5zfEaUeEJhA0U0mToYJqlD6EtGltfLFmFPVScTKHC5CPS1Yc2sR+PN5WquAhUsg50AyYucXzGo19eBoA20obPWcJLLZ0UKsKxK2xoGMYf1kfDQBbh3j7CfbEUis20aAUGPLE8+nEPFxcGmZ8bxacnOnH7QzQPuHj/+DAKXSvjag4hpAbxCgmU/lzk9+83I+ntZiAoJ86k5ra56czMiiTKoGJcvJHPyzuoamjlYIeLkAgvnZtOmcVHZpSey1NTWH/cyW+2nuCOeRk43AFWn9zJzPAY1t8xnVBI5GdfVHPVtBTuW5JDUaKJexdnI5UIbKrq4ZMTnRTGGznZYWd2diQlSWGUt9tw+0P0D3s5XGHD9HkkLpcbYZrA9AwL/mCID492sNqcyZx1+Uwq+X5uomJQ5MiTIjWpPUycoScr+vsNvh1jjDH+/Sy1mHglP/lbfbwe+Tf6eOn1en7zm9/wm9/85nvve0x4/R8n3JzFzEm/oG+gkmFnF9GRxV/VJWQVsTL9VaTSr2Np8rOvQC5TYzKkYt/SimNXKyPXa9CqU4n02+h2OXjn9BHmR89EkEjZ3/wI+VmXk8hMALLzlmMfHofeEkPFi3vZEWzk5rkreOjgC0SrpuIbyYKBNhwKD4GcdPZu+4hx8xbTlFBDfNCLVZ7GrU2lOIwjOHIqqEzMYH9TOwdnuIj5uI7ScDnZ6im0FrXwsdDD5uijVDoKUcWVMN7lRNuURGGUhjCrkcJoG7c1vsXTWQtIK9PzgSmeAUk3u0Q/vjgBcPOjtJ30HJmFV17LsrJSrHEW5pyK52jEKSp9CkTTEAGvjuT2BsY71LiGdxAQAij9Zo6LBxnaOYgiXc+SE8eIioFnLK182KMgZE1G6tFSdSKdYudx8txt7A+PJGCsY6UlD2V3kC2K05xfZ8WqNxMIQYxRSY9Nj+g1EhKDVCekI4s+xYpdW5HY9axNMmCzGRh0SukQJVxZepw11RKU+lR8gSDvH27HolOyfFwEa4510tQpRSKkcvOjK7DERDPpiZ3oVTK67S6mZiZzsGmI62akckFZIqGQiNsXRK2QcufCHFa12lkWB32Vh3l0m4KYk0McahpiT10fQ+4AV0xJ4vqZaZi1Ch76vIot9g567KlkRunZdtdMov4YiK5RyLh0chISQUCnkjHsCVCWaOQXb2zkk4MNXDY5mSMtQ8QaVWRE6Um16PjyDiutMifPbuvhsXMLuOODcvbU9+FPDbF1oZXzZ834xjhvsA6THjkqnLrtbpr7RpiSHkFr/wgOj5/DLUOUJpkpTDB9dU0oAD3HQjxiP8lZYgxPXVj0dV1I5LV9zczKsnzV7/dBXe8w205buX5GKpK/smq3qaoHm8vHhWWJ31o/xhhjnMlSi4lFEcb/Uef6fydjwuu/hIqaN/B4B5k1+XE0astX5VKpAmv/SWRSFWHmLCxheV/V7U/t48O+NZxf76Kk4BbG5VzFF42Heev0bpafdQ8RYTFkp19IlKUId8DHW9XbmdcYi2EwhpFcK4bWEGfH5pEfk8VNRUtYlTWDLx/7GUW9bSz40SR0EZHoC+MoWbqC5w4NYOwTyZdHIZ8Uz/DxDSSpL6B+/TqUSVCnGkRYfhZRTYO8o+qkX+7n46Zz2WpqwprcgEPsIk42QOWRQywwjWeyuZRgnI79tHHEJ6XdLqFVrcQWdKELqggG3RQ12PFHCyiyD9LqGeSYUg/+Ed4P5bLHm85QxhBTC6+myLyNjG0TeSphK6ouGd0zSvB6uthgC0cVTKbk+DT2Ju7j4eXjka47ij/1FJc0bcSqiaY8fBLRuQvY3GPHZRvmjtgkXjzgwCJXM6E7hdBIM4PyZMqKg9S49zOxVkqm5wi98xdwaOgYmy68jz8YTxKlFVjfspchWwwRWoGN1TFMmZtKmMzMqc4gJY9sJdak4tJJyZR3DCEAl05KpPl0NfvXDRBYF83iS2KwxIq82Ph7dvVkoxbSqO0Z5vENNbx/uI1hb4Cqny0kN9aALijnSKcMVdoslDIJ2dEGDjUNkRCu5dbiOPKOJnDsYZh2YTQF/QPcNDudzCg9v9pYQ5fd85WIqesdZvEze4jUKeh2eLltbgbPbm/A39eJSWqka7/Ir1cWopJLkUslVHYOcc/BE0gE8AVFxieZefqPfa052o4jM/BVEH197zC3f1DO6kmJ3PtxJS9cMp4lBTE8s7WeNUfbqXhoIWc9sw+1XcmQYYSLJySdIbykSoHlH8rI7Z3GM9sa+OREB+f80berf8TLYxtqcLj93Lkg6x+eb09tqcMbCHLv4pwzytdXdPPc9gbOK4kj8q/Ekb13qI1Om3tMeI0xxj+AVBC+d8uI/y3GhNd/CeNyrqazZz9KheEbdVV17yGVyJk24aEzTjzmRyZxLGUq2YkJWMJHPY7OSpvAtLhc5C4vriE70YPFBCt3czouyNPHN2EKW8bUVhN9Thtx1+TwXPmzTKpy8vDU1QBUZphpN7m4NX0lAItvvpOezjbyLSnUyToZcHu5sf0F8n3DJFQbySiZhqlxI++07uGa4AQu6y2mSmXlR4k7qUrpZpe/A4+qn1x5iCy9lNLYyzk+cpBGqRWFJpnuY08yFDiKXV3FpI4DHM8dT3wggdDAJmwmNS26IAHPIOqAQH/AQ2A4mhWWAyTpPJytl7O+/CVidINsitJgVerI6IJ5fSMsyPLxercaaXcyCzszeMTSya/KfayQOqhuH2YoIoxBpYUOwQCdw9hCSmYVWLh63hReOfUR9UN6RuI0bJZcyohUBy0DyMOCVGX3kHG4h7Pyo9i3C8767X6G3TAvN4pjN/yIFc/to6LTwfy0IQ51zWVn5wAmXASVeu5bkkO4VkldjwMR2FPbT4tNw9BwK3nqcPpsLq5emMVHLckwFIt0RM/Wil4GPF6CIuiUMkp/vpVtd8xEEZAyiJfJEWG8dnkZMqmEZeNiOdoySEqEFq1Jgs0TRBcj8IspxSTPGRVDa493Muz5erk/2qhiSX40+xv6+fGiLPqHfeyo6yclpYwfOWdw8JEQ524I/6r94IiPQEjk8slJhESRS145xBc3T0OtkLK/oZ8Hln0dVP/MtjqquhwcaxniR4uymPzHuDK9SkZIhNf2NfMTfRmSvQYKn/WSlP3NAH+AFIuO6m47KRFfG6NG6lXs/OGsr1bu/lE6Bl24fN/c3r95djoXliX8VdEF8NLqEgLfw8moMcYY4/8mY8Lrv4SIsBwiwr5++w4EvUglcgRBQmriIqrq3qZvoIIoy59tReot3D/5om/0ZVbpeP3nDyC4vSzNuwlT54OUtOlYf9GHpBii2B78iBe7T/FDezexujDW1O0jxRhNcWQq9yRcgmd4kLerdnB2xiSObviMR2s3Ik2K5wedGnoMXiq0erZm+AnYu5jsKkHdUUjx4GFU45t4KcbKqqkLyWyt5T77ATzSAGafihrRC4MKks1KtmYbmT1Fz5dNb6FcEULRUEadxk9jmYVAn4GFtmiy+jPYZ2lDEm2hjgF+LJbx0+EeBAQ0MXaSw828faoJpcNJU5yO1KCL+vZ5eGUCisrTxIZF45PKsOZs57nMk/h7C5iYFsaaViOTNIlsGzeMqz0bqT/I1L69rDXMRqnVMeGxjdgl/RhinKSqp3Kg38aq8XGsOQrBQSkZhTqm3XYLiqCLgHyQAUkjBJKp6LJyy5q9VHQOkxPeQ0m0geFDL5GrXkiDT48ueTcVTj+BtjS21li5Y2IWH27tZlFqAlecE8+q3x9CbIOB971suf5W5v72TWa0p1JhELG6vczMCudg4xDRUg3vr3axRJHN/qhWwjQKrnzjCHdNzaY0w8z1bx1lUmo4J7oqcLj9uJ8Msv+SRWijR49VP3pOPr9Yf5qb3zvOcxePx6CSU5xo5suKbhblx/Djj04RrlXw4upSEhUSci+DY62D7K7r5/Z5GczJjuTuhVmsnpiINxgiKVxLc7+Toy1DrK/o4fqZaYT90Wbi3iW5qORSfnpW3lfph5r7Rxga8ZFu0TI/N4rEfD1dGSJpuWoEiYDHH+ScF/Zz8YQEpmdYuPHd4/z87Hy23TXrG+M8Ieyfd6j/823LP0cmlRBjVH/ntaO5If+5/JBjjDHG/33GhNd/IcGgn+377sISXkBR7nUkxE5HpTJjCfum0/2fCIUC7D3yM+Kip+DUZPNkmpcH0xYQMSUXhj4GmYRUYzQA02dPQLV5M/lx5/BcwVmsqdvH542H+Lh+P+9HX4NdCPCLQ2swekdoaa1AFhA5L2sayqFaKgMu7h6YxEvuT5mUEo/PVsPJ4DBDEXrWOb0ojE4+PvUldXSjEKQIIRiSezgrpZQvmo+yJbKF1xbfjjLRwMbq/QTaGzCl+ZHLhwh6pSgMXSyRFHNSUsCcS89lz4YqMO2i49AGjPlROMQIPC1T2Ordgk+uo0Dt5zyFn2avyHRdFWprL+VpWdQ3Z5MWbyIgV+KwCbx281SCoshBm4RtrkHmRs2gfthCbbcHzbzVFHSN0DHkYijYh0w3QFhYiKtL04jUd/NpeRf58VpOh44S0RnB9YcaKPXtIiEyjnp7AojQKTtMR4cSyMPmT+JQ9xAr50ioqhlAEoyhblhJeUUXcaYELp+UyFM7a0EPg7YRzvPEMCk1jNYBF/cuyeHX2yqxamt4Rx1JXm8vCiGKXbUDvHp5KSq3nGNHJfQW9tPqtXFNgoK1e7uov7UE1zleQkCsSc2wN0C33U1D7wifvzjEZ9nVTE6N4Nzx8SwtiMGkUeB3itz969O4Yz1cMjGROJOax84twOUNkhml5641J5mUGsYHR9o52jrE2UVxWIc9PLmplk/LO/nohiksL4zlzjUnaewb5gez0zBrFFzz5lGGPQHW3DCZX60s4vLXDiMI8MaVE/jiZBcfn+hkbnYUSpmEXx88zfVzUxEkoytMEkEgyqDEoP5mcu5/hFveP0HfsIc/XDf5X+pnjDHGGOMvGRNe/4VIJDLCzTl09x4iLmoykRHjiIoo+s5rBEGCThuDSmnCrI9gZdY0phVMR5BJwJJyRluFOZHU2dexu/JZJhbfzVX585ibOI6gGEJnjCZ1nIVfdIl0rPkN/lMj/LTwAooiJ+K5KAPrjmoSOnWEDDp+HzrEg7NXkFDSySP1PSyJymBX1ylCzi7Qg1oq4BMhXKnnQGsviuE4NmjqsFa+xvOxN7EotYxf940gkdjZf8Gj/Ob6K+hNd9E67TWM8iQGPEF84QchAB/nhVN2MsjOqBImDG7E3qHgaHQ2E/VWbKYMknP3MS2sidrGPoZbDeyOMKBz7WFFXyHvenTc/v5RTlvd5KYbEAImNjWfwt87EUFj4+OjHjQSK92BRCAcv8dMr9jAla8fBVFEp+yiZhAUcXaOdBhJjWyk0jyCt7WIMI2KwRE/56fNoNM5xIFBgSdXjuNA4wAvHLdTO2AhwVmJoB4HthN8Yeli7h89rVQygRF/kGveOgqyERQxJzEas3h3fw9e30zMkgARffXEB09RZSnBqJZzvG+InqtdbDncgQA8+GUXqWYPe+KakQx7OWtcLF12N0sKYlg2LobKGicPfllJU/cwtT1O2gZdTMuI4NJJSbz7bje2Rujrb+S00E9FcTwlSaPpfERRpKLTRoxRRbfdTZhWToxJRWK4hvPGx9PSP8KPPzrFoeZBfjA7jb0N/Ty9tZ4Yk5qZWZYztvEmpYbzpxjaG2amoVfJeGJjLeVtNl7d28zU9HDyBbj2rWPcvSCLN66c8NW1j56Tz6821fKbC4u+05l+V10fHx5t51d/jEcrjDficP/1FbG63mGWP7eX5y4az7zc77Z9GWOMMcb4cwRRFL/Nl+x/FIfDgdFoxG63YzB8M0ZpjL9OV89BOnsPUlJw8xnxW4GAh67eg8RFTznjVOOfcI5009t3nNSkxV+l//ku/D0j2De1YD4nHalBic83TGvnDpIT5hMMepBI5CjkOvw9I/Q+cxz7FAVvf/ZLDuSFsSxUQs64HhxiB8unPErl5t3UKLxscTWz8tNjtFx4KzKXi7NPmnk5azOi2cThoIObMgt44NhWiiyJ1PWKDIV6kEtEVorj6Bzp56jZitPvJcFbxmsRJVzQ9wlDyj7iJXKuj3Px/oCMZleI7JZhmr1lyNWJ9HmVlEg+4lhoEX6JhvgwBb3mzzj3hIv6+FIi29oxiB18npGJxxOJya8jJFrIMTfQ4jTQFwoSF+WjvyuOEY+IPHEXpf0STiQ4CNijCPSUAsIfDUVFvMMu3OlbMHZHkO6K5ICYiFTqxxI7gN6XyiMrxrHq94cwqWU8vaqY7aetfHi0DZNGwbS0CPYeOMbK7k/YGTGNEVUE3ohkOu3er/4uKpkETyBEhkLGQMJmUkOT0cji2V0/wAUl8agrtzDSUcvHMYsIBVSEaRSUpZiRSgQGnD5SwyVsq7TiD4g8ftEEhj1+7l57CqNajkWvpNHq5JfnjWN2diQSQeDmd48SCAk8e3Exn1zgR2sJEor7Gb6iRQSi09nb0Mc7V088w2V+Z60VpUzK5LTwM8bUZ+WdPPxFNU+uHIf1lIhvk4YLfqVDZT5zPIZCIiKjDvZ/QhRFBEFgcMRHmFaB1eHhstcOc8/ibGZlfW22uquuj/s+ruC9ayeSFK79q+P7rQMtPLe9gS13zsT4d6yW9Tu9PPR5FbfOzSAz6r8j4HeMMf4Zxp7f/zh/+4k7xn80/oALj3cQUTwzWFcmU5EYN+tbRRdAT98x6po/weO1/dW+K/tbaXP0ARB0+PC2OAi5R3NiCRIZcrkWiSBhx6GHOFrxEgBSswrd9DgyJxcw7ZwV2MPUlGcP89u+ft4YNOJ3wTu7PsLiFbg9eTrJCiNf1kDFcCSqmXGoTXZ6nR2sas4gUpeFVxRYnDqZGyZOxiCXsumCn3G1czzXOstwtpahGs7hYpXIQHk3TtkIUm8kE11RHN6hRHPUjUcAjTdIpK4fZYQbqbYHa4aW2LRTRCe1EJI046tfwvu68ym3J1N2xcXsnpSFy5aKUuFkWOEkIIaweZUkKhwERiLAls6IB1JMchYesjEsFGDoDkdm7EWt8CKTCAiCiHXYR2GSgWDrJPpGymgWLICAQqpCtCfhDcDLu5oAsLkDxJvULCmIwRMI0ePwsvZEJz3KKDbFzuW0NpMejZZAaPQ9afXEeAQgIWw0nshsM7Fqaz1ZteWUJIfxs+V5PLQij7vvvY2DWSuRoCA/zsB5JXHcvzSHjZU9NPY5uWRyNtMkHTj8kBtr4IOjHYTEUaPCul4nyRFaxieZOdg0QP3pGibsfpJHS6VEGVSU3iJl9u16Ei6/h/WDOoKhEFLJaGofV6/IulVBuvaJzMqK/IboAihNDiPVoiVMq2RmUhSJei0S+TePh1/39lHOe3H/GWV/EnZ/igeLNKjYePuMr0TXn94nZ2Za2HfPnO8UXQCXTU7m8E/m/V2iCyBCp+S5i8ePia4xxhjjH2Zsq/H/OEnxc0iKn/MPX5eauJi46CmoVWFnlFv7T6HRRKLTRHP9lufJCU/glQW3oMo0E/fTr+Nd+gerqK57F6+g5sOmYSboRzBo3yI1cQnaBdFU171PbJKPB5U+on3p2LPKMETHsNPewtaicGwqK0er9iPM1PP2wlTyIpJQK6QMb09lj62WGxwWCowZvD/jJgpT8+jdf5r+jc185HqPi6PmYawYRjD34dM3ciAihcmnozjnRCdrJxhxlxvweoYJaeWAwJE0M37FAN5GOWLAyCUmKWrlAA9VmUiRWMkS4qkRISDCtsYmhkI9CJIk3A4LEnkAX9wmejpm0OxzA9A6aAcUdDtDWAxpVI6YESgjJfoU7QEV2thaBpxyJBoNtYoKFnsS2JVVQZ81GRyJRGgUtNs8ALQNuAABiQCvv/s5u2waiuIjKO+wo8CPOuimTpEBgkjAL+OqqQloVDLOKY5jWmYkN7x9HIBLr4rnzT8sQR2diNLlZ3ZmJFe+doQTrYPEhWvJiVKjlsvYWNXD0ZYhQiK4vQGWPbuXaanjOHLBOMJMGn5zYSHTHt+BViEjQqsgXKckJVzL4mf2sDxDz+wJUwiPHU10XbpUw4aKbm55+zhxptEtRIVMwtsHWjheYyeUqCQ2FM+Db57m3iU5pFlG03rsrLXiC4RYkBfNhzdMGR1QCRAz8ZsB53etOYnd7WdJQfTfPbYrO+2c++J+fndpCbOz/rVUQ8GQyN6GfqamhSOTjr2njjHGGP86Y8Lr/1MkEuk3RJcohjhe8RzRkaUU5V3Hs3Oux6T69pUCsyuDiQk/Jjwui+ldX2I/XU6buQ1LWAFSZQQnOg4xN/9S0hNW8PrNN5OzqJQR3Xg6m7/EEBRp7OyAkJZLiybRMdLLffvf4L2lP+TazGKah1q5KmUdr5fD9t8/R9wDT+H+rBtDrIUIyxFcWWXYNVp+mJJLunEOw6dreVr/GfvSw8AeTXNeGaclXxKyRZPXWkt7lJYgAjeEt2B1aXmm04RPOQThjbQAscZmZuri8Nmj2XtyEFgESJCrHPhHwgl5W9GotQz5FEglApF6Aw63nxFfkKkxMq5ZUcIr5bs42W7BHxIpMReyvcNFToqHle7JLJDG0BLaS3VodDVFofQiqHsR3RbkQT9+qQKdQkpNfT29hmIcfS5UUgFPQE5AIjAa4DS6wvPWwRYcniCv7mlmUf6oGIkzqnj7YCtV8iS0Thl79rXQ2DfCoZZBAH5xTj4by9soUju5Y7ebXvuo6Bvxh0a3FA0awkx61hxpx+HxMyk1jEi9iqxoPeXtNhY/s5tl46J5YFk+Rs00ALZU96KQSUgK1xJn1jA44uPjE508uamW4kQTLf0j2KR+5ukNHG4epG/Yiy8QItqg4tntDbQPuthd38fPzx498BEIhr5V2OhVMgrjTVw3I+3vHtuRBiUL86JJ/CdPLbp6RWo/EMm9XGB/dx9XvnGE5y4uZtm42H+qvzHGGGOMP2dMeP2XMWirQ6O2oFKa/+FrBUHC5NKfoFKaABgf9dcfdkNr6pAaFJABF/7gR7gcdkwxUchkKh49uIZ3OqWUFCeSYIxl3h2X0dDxCY1tThJlbiY7NQx3diPPn829E8/jQHcNcbow5BIpTlUyefGTuSVhHCkyMxPPXok5PYH2FS6quyLxSYb4TdXH7Fr1BKXA3R//ji/s5cwPT0QU+gmqB6mRfIo8qMCnHaQmXEs4UGpW8H6wHanSg0cpQ3Sk4O/LQWI5SWNvCsS08540mR/ndXK0xYIeFQpHK+0RKhQ+C532ABIEjCoZ3X8ULimaAMlJCSzIi+bhLy14bVoKbScZ2COgjMqlSdhHf/oiftntobJpHBBEJoHWYCXKhGZEUcLk4QtZ3FNI/ioJ5+7ZjNHdy7VFc3hx4yk8KAgJMgTgocl6Ptx0gEryAYjrr6L2QD1qeRL+vnZoaUGqzyYxOoGLJyRS0+P4KrfZbX84gXXYR8XQUdIyptPY70anGN0udHh9rDvdytymAO8d9lHbM4xcJrC0QIfbH2JTVS8AE1PDMGrk1PcO887BVg40DaBTyvj4pqn84pwCytttvHOgFQGYmhbOq5eVcueH5fiCQe5ckEmT1ckDn1dybnE8r1xWyuMba6jsdACjq0qTf7mds8bF8uBZuWeMs4eWjxr+Woc9PLW5jlvmZhBn+m67hki9imcvKv6r9bvr+theY+XBZbnf6i5va4CGT0US5wpMzYrgmVVFzMsZC6AfY4wxvh/GhNd/EcGQn0MnniAuegrjcv65DOpGfdLf1S7i8tzRE4/A2s7jdA4PcG/CqGlqWXQG75zegdVlA5I4sXYXdpuT+TdN4IHaCiQpEp4/61Zi0jJw9FtJ9yl5du4N+IMBdrRX8EHtHlY58ni+Zx3G/Ehe3fE7Hph8IYfbAgw5BXIMIv6AC7lMQ0twgGx/BE9eeBdvlm/lxcYdeCVQhomjMg/h/mJ65Cfwev2MUwVwtbnoMhoIyHQ4ZFa09OGNPUKXepCa9niSLNHsHJEiEbxkDQ7QI5uFS4QIyRADQQODLtAqpIz4/PQ5bbx86iT7lDl0DI1uQya72xEQOekdR5lmMh/tH2Z6zw6uW7SC1yu9+H1BGMog1qygx6qlz95GS4OZp18aQJWagr03jic21BJiNDhfKRUoFHpIEX3kFORjsynpsHtxhiRMcjdzTJKEToSJtqM4ZVpqu/UEK3fRZcrAoDZQGG9id30/AFURpUjsXpQyCUaNnMb+EdRyCUqNF58/xPMXF3O4eZDPT3YjQeTzk53MzIzgRJuN9w+3s7d+AKc3QP+wlzU3TCb1j1uHU9MjmJoewdKCaJY9txe3P8jvdjeys7afg40DiAh4A6MxiLOyLchlEn4wO/0rHy2pRODsoljKks9cgb3tDycAeGZVMa0DLj481sHScTF/U3j9LY62DPJpeSc/XpT9R0+tM4mdKnD25xLkutGVxhVFcX+1r5PtNrbVWLl9bsZfTRE0xhhjjPHnjAmv/yKkEjllhXei1fz98TAA7V176B+soijv+jNOo30X8qivtyAbhrppsHV/9XlBcjFHVz+NVj56fH/yqvOQiBo+eOHXdOVp8OhUvNZ3gp+kZbDt1Rfpqq+l/ILJ9A4NssQRz+SYNFpc/bwVOIJQPrpqU2mtQxkcQRAgVTrMrTteYXxUFs/OuIz+rgYONzzG5LSVBA6O54ihldisPBT1HZhjhonsmM+pCifnaA5iVYm0GvXY/S0IMeCV+QhIe8kyRXFTdwBLu5biLDt9fSZ2ibP405nfQVHJot7NbIxeQJy9iWBIpFGbSksMVFWeAtEEApQbCykZPAwIKD2J9HmtdBtSWJGTzUc1tQSlIWyuAB0NGYREmNb+Bh26/cgTl9LbnYpCJkEgRCgECALeEBwWo/j57g7qFAnA6InGFnUSt10+m/febqVPaWHk7HuQ9oVQDY1w0liIMujBopKzu74fo1pOjF7O0nHxKOWSP6a7CZEVpScxXEOaJZmDFT4erNjDT8/KYUetlYIoNemeDs4vm8+BpgFEEdoGR4g2qgkBKRHarwLbD32yhtaKclY+8CiXTUpmUmo4xYkmjrfaONE2xO8vK6G8w4ZtxMdLOxt5Y18LJ9ttnH5kMVKJMLrKJpWccRoROMOItCw5jKqfLUQl/9eNR+9ckMUtczOQf0fM1qjo+ttsO93L73Y3cdXUZEyabz/IMsYYY4zx54wJr/8yIsJy/3ajv8DjHcLp6mZU4pz5wHmxfD2fNR7ii3MeRC759ofew1MvYW3dPm7Z/jt+O/s6BEFA5ZMy8OFpxEkitf2vMS7nKsZNXULSsIuBcTGURqUzOOIjfPa5lC4TKTBKEPb3k9IoZUtgE82F1dyn9HI6OIs5eQUkqXTMl8s5EtJgVuTz8U49clMNI+UvgTJI0bXF3PPRSbxKJ3qpm0OdW1BI9DQOeAm59HiU0QQDZrqd4PQr8HcU8foVZVzz5TvIjB0EBwoI+OX000CXp4lQKAmRFP606hSh83BENoXLE7v4tDaSxJEm0tQeBgJ5iB4TqqAbmRjAI1HQqUuk2NtArxVmJzdh9xr4+ZZmBkZ8qOSjD/s/Hk7kdOEKetwh4pRq+mQePH9cGQrXKRga8Y22E8AVrodhuGZaMu8cbMUTkPHg2i7Gp0mo75Rw4exxFPU6ufX90VUiuUqL2zd6AnWRrAVj+Q6uvOI51jWOcN/SHBbmRtHU7+Ky1w5xtC7I85dPRCaRMDElnIkpYWQOnMRU8SWDUwq5dnoqL+xoRCYVuHZ6ClEGFeG60fQ8gyM+/EhpsAWY/vgOVhTHIpMIXPXGUW6YlcbktHA0ChlzcqJYX9FNZZeDpr4RkiO0X9lD7Knv4/e7m7hkUhJGtZxeh4c0i457FmefMc7+JLpOttt48PMqnl1VTGK4hlAoiMNqxRQd83eP+e8SXf8It83L5KppKWOia4wxxvi7GRNeY5CRspyMlOXfWpdgsFAQkfw3s8APepx0OgcIiSJSQWD3u6/RvPcIFxQ8TEbKCt5urqekys8kZQYpxbN58sjHPLf3JPtO6Nh5TS7+zRuZeu5qWoQjpDrlGPXxREp6iPIeZFb8+dyw7RXKnSEW17mQDWxmytRr8DS345cJ+BZewXZfEIPRwoi6Bl11P5e0WnkzcQpXp+jJmryTAXsVZlWAY7UX4261o0k6yLOn65HZ8v9fe/cdHkd1NXD4N9u1q5VWvfcuWXLvvReMTTDYNINpAUISaiihhEBCbyn00LtpNhhww71gW3JVs6zee9ne9/tjhcCxMXY+Y0i47/PwYI9mZker8c7RveeeQ4xBz4LcbB6tqcVpVaEKsaIJrCSsyUt9lAqHOZ4EuZHDqkRsxl6SZQr0PitvXjeRO9Y28mVHKwqfm2WdK6iXQlkVOQdJgmS5kgPtcXTaAkgM9ZAVrefVZSO5+o09lLR1gkfNlt4A8KjAZu1/J/3vs9nuxueD2XnRzE5vRWP7il2lBTQ3a8mPM7Cnroc+m5tEfSzFrlYe/KIMtULOPWfloFLK+HRfM3vqepiSGcHmkk6uGzYWtyqABz7bg9np4a2va6nttBEbrGHuwed47cmdrA0ejxcfu2q6qVREExh1FktkOv4wO526Liuri1v506elfHDtWBxuD14vTHtiE6NTktik1ZKpUxKkUbJifzOFtd3sSjQw/Tu5UfPyY5iXH0Nzr40ApZwHvyjj6+oufjUklt13zSBUp+LuFYd4b3cDB++bhVZ1/I8nl8eL2e4a6He4f83nbHztRZY98Rxh8QmnePf//8hlkgi6BEE4JSLwEo7L6/Oyvbmc2cnDmJ868gf3/3XBbH5dMHvg76Epibh8DgLzY8lgIebdT3CoaiM96XkY7CPZ1HCIrPAkXlo6BXNjMQfXr2bIrPnsL15Nq9bIIwc2sGruVfT0lIBXzh9Hn8+lRx7goywvK8fdwvDeNpZXdVESFMmmfWpkgS14zVoWtRWyPziTALWOkaHBJAzKRebaQ6GzDZtFQ6KlDldiEEesOtK0GSyeP5SXthjo6pNA24rPEsFg73lU1NTRplMjd/kY3lfEmCANu5w2VsYfwuMz4pKN4O+7u7hzXjbJSY18vfUAH3hm45Cr8crkjPR8htSj5C7OYzlOCu0uPOourlvxLn22JCR1H3J9M1pzAYEyF80mNb/KOIA+bDYtfT7WlfmT2g+3GpmWmUW3eTzvNEcQYTnCr+ZN4ki7CY/Xx+eHWjh/RAJtfTbWlraxobx9oNbXI4vyOW9YPOf83chT9XIef3ANC0em8/6eBrxecHq8zMiNQvJNo8cTAUZQyCTmZQTyxREz3dpEnlhzmDd31CKXywhUK7huShqGACW5967G54NrJqUyOiWMv5yTz7VvFfHengbW3DiJ2+dkERygZFe1Pxh/bUctTyweQqBaQWx/jlanyUFTj43yVjOX61SY7C6i9Boe/FX+9wZd4K//9U3vxeKmPlwJ+Uy8aNlRI16bDrfj88HU7P+snERXqY/gFFAEiLwtQRBOLxF4Cce1ramUX697hicnX8m81BH4vD66Xi8hYFA4upHHzyGzWjs5UruSrLRzGTxzLjB34Gt/XXILO+WxZI6byANfv0+TuYtVv7oXSZI41GGj5KLJuAx6Do0YRYtpB4mKNM574zC3jx/GuvsvZm/+RXhdIykIqeaPFasYXdzJKKOCr+ZkEFZfhllqZ0HGEJxNw0lS29nbPQeX2Uflxko67Lmk5wSSUFqO1L6Pm2+4iT99pmLNdh9rjFsJi4nDomxAEVfIjJAZ/GPBJEb/7UnsbTmEqZ2UR43hpgsGYSrayRuV2bidwQTpXby6vYZXttUwYmQ1Dr2ZDF0cu9vdRAcoqAvU4ZNJGJt9OPDRaXWjDC6j3ejF1RNFdlQq0cG5bGrrZNKwKByljbTbY/nk61bumpdDY6+V6nYTtV1Wbv/kMFeMH0t2ZBvlrRIHKg+CV8LlDWSqvo8vdpoIjYxkych4lu9pRAYoFTLm5cewt6GX9ro6jOoIYiyt1HTGoFXJqeywsPW2KRxs7OP6bYlIwFOLB3PT8gOcE+MgxGmlVxWMJJPTanTgA+49K4crJqbSY3USplMTFaTmmslp3PT+fuq6rDy5ZAg2pweVQkZYoJrlexq47aODXDwqkaK6Hkqa+7jxvf1YnW7y4wwU1XWz9fapaJT+j6HVxa08sa6C93495gfvz4/3NlLbaWFdWTs+n4/3fr2A+c/s5LdT0zmrIIYHVpUik0n/UeBlbvax4XoveZdL5F4qAi9BEE4vEXgJxzUmJpvHJ1/BtMQC/wafD4/VjdfhOe7+pi2N9K2vpW38XoL0Ceh1CYSH5vi/5rSxtnYfC85djFIm5xrNHOamDOcf+1eRFRJHgEJFhaWdr8rbeHt7AEvyQ3h/r3915fv721DmLGJTlxqtMoTxob283+1hZeBgDFkGzk/WMSHOwUtrE1BFqTl/TiztLZ+zeUcQXkmGNuowMdZM/jRqKTsStnBx3jR+804ZXRY7WaZCJjfvQz3pHl44VAYhEBUQyc7KbuLJxJyykb6+BBT2dO74dD91PQ5S1EqqPSqMNjVaNVgdIHWOYErGXPZWteL0uGg1u9CEBJLlnUTdjHhm61VsXVmCqj0Pt9MHcihvM2O0u5iQHsbhJhu5+U66mpJRyq08t6mSsWnh/Unn4PLAtiMdXDw0kscbWqnu9qKSyYgxBLC+zUuwq4vqDgu/nZaB2eHhgpEJvLq9hgP1vWQHe7h60VSMDdXssxSwtapr4Ge26mALj6w+TGSgik6zk4mZEay8fjy50YG0d/Uy9/kijHY3CpmEXOZj1aEWpmRHkhiqJcYQwIikEN7dXU9uTBBzB8UwJMEwcG6n28tfvygjPULHB3sbWTIiAZPNRYfJDkhEBKoJVCu45F+7CQ5Q8v41YzlnaByJoVpGpx5b5f7fba/sYn9DD89fMtyfmShJ6FRylHIJp9tLTaeFefknn/P1XYGxEqPulIgcLoIuQRBOP9GrUTgtHNW9WPd3EDQ/iZ37HwRgwqj7APioYgd3bX+Tt+bezIjojIFjpi7/IxPicrksbzohah0NHV5+t+IF0mLNjI1YRm5MEFs7dvDazlquHjSbmfmB/H7L0yy1nM26xlaKJBcfXjOKDw8u5+pR1xCpDaK8p5H8sFjmfPgockcEd9blcqXsCLqIBlyqDlL7oFOlpqN+JoPiLehaVrA/Kps0xRgeOz+XVEMMc5/eQq25hQBdPXKngmCiGRRfQbUpi3a6sHnaUfWOI7KrgmZdBDa1B4UrnAB7L065GnDgUGhQSGo8uNEq1Fj6mz7fNyOedw/1crjNPPA+yGWglPl7Lp4zJIZ99X0khgVQ3mKkw+wa2E+nlKEyd2IK0OPxKlD253Tds7IEgBunZ5Ado+fd3fVsrujEoISlFc+xOWo6DWG5yOUyOs1OALQqOV/dPJkJj2zA44Pzh8fzyKKCgZII8/62hSNtZgrigylu7uOG6ZmoFDL+8nkZz18ynDmDopn+xCaaem0Mjjfw/jVjqWg1srO6m0vHJtFpdjL2oa+YOyiaslYTcwdF89ymKm6emcmy8ckDU4kr9jWhUcoHisH+u5Y+G3/8+BC3z80mO/rozwav1/e9JRx2VnWRHK49amWkIAinn3h+nzox4iUcV3vnQcyWJhLjpuBwmtBpTzxlo041oE41ADC84Pf+c1j72Nx4iAVpo4nRhWEzGeA7z9c1i+5HIZMx4q2bmRCXywNjLmdU3FQuG5tCQWwEAG/VNTIxX84fZvtXuG258HFaHtzF/NB0ntBu5/2iV5kU0EZF02be6HXwTsU25qeO5INzbiZYoeHz3zzIqMwg9mFF0TKZBlsPukAbb101Cm9HObufNjLDlUuGUsVlL5aTHFZHTZcVSSUR1u0iv6+KjWkO8gw9GO1BnBV+gDdLhmNyeVFIEjYM6HTN/GZEBi9urSbQ66HHqQEfaMIasLrc2IzJgESAUkabS83l41O44+NDqOQyMqMCKWk2Yvd60UVW81VnMabuQTR0WwnoXwH5TSFUi8uLWxuKu3/QUSGTuGdlCQkGDV1WJ//YWIlMgoK4YAJVcnxyibLk6aRmDqGlxU2H2YlSBi4vWJ0eOs0OvD5/o22NUsa/tlXz0tYa7pibzeiUUHqsLvpsbp5aMpR5+TGUNPcxIyeSjEh//a5/XjSMFzZXDfQrvOhfu+g0O5mWHUlCqJbiP8+mrsvC7Ke38ur2GiZlRjA+Peyo/K1zhvprZDndXiTp29WGj6wuJzMqkJyYIA409tHVHzB+14nqZh2vN+SJ2JweLA63P5D8zsidIAjC6SZGvITjOlD6Lzq7S4gMG0xT2w5mTnoGuezkGgh/4/Gdq3luUzXvX3Y25fVe7l5RzMe/GcewRH9V/YZuKxF6NTtaSmi19GBy2bg8bzr3bH+bBWmjGW6PQVLIMOob2HXgn+xVjuLCvNmkKsJ5ftNK1rUeIistAau5nBnaXl5u1FHt8+DGy8vj51LU1Y68I5j3SoJJjzZwuNVIc5+/DlZwgIKkyD4662qZIBUQ51PyNHbSIwOpbDfj/0fhZjAKZqPhb1hxIOPS/MMou7TIbT7WNnqo1SUgU9rxurTIZXJC9T66jJASpqPXYaHLBGq5hMPjQxbYiiKkGmfjKGQ+BWmRgRxp9498hXn76JUr8Mpl+NzfGaWROVFIKtweUMklBsUG0Wtz0Wlx4vOB3eXB5fFfbYBSxu+mZbC2tI3ipl6UcjlalZynLxjCje/to9viQq3wj6w9fn4BC4fEcc2bReyo7MTu9vKbKWmUtRjZeLiD301N56qJqVz1xh6um5JGRZuJh788DPiDmnevHoPH6yP9j18QqFFw6L7ZvLOrDovDzdX/1t7nqbWH+fRgMzWdVq6dnModc3OOuVfOeWY7eo2CN68cjdnhZuj9axmSYEAmSSSH6XjkvIJTuvdO1by/bcVod9HUa2P3H2cQoVf/qK8nCP8rxPP71Imur8Jx5WcvY/KYh0iKn8agrEtPOegCKAguwGdMQnLpWDgklscW51FuPojN7aTP6mLq45t4al0F0xILKO2q5/WSr7C5nXxVf4B97VX0rqik7/NqWu1OHm6SeHN/NZe9dIAeVxWfGDdQqWjHLZdx/fgbidBP5tquIaTYgikIT2ZXzW5eOlzEOy1lNJhMeCQ7n/5uIpeOjCMvTIHR5qbZ5qArs4YPNG08hR2tSs6j5xWwdKw/v0yhsjNUrWSGpESDnJxoPR8czuYzfTNfdKhpCIhHQo4ssAO1vgelDDr6fEiqHmq6vgm6wNEfGCF5UKu9IPnwAgbtt++p3Ssn2dpxdNAludGkr8Mt97fWcXp8VHWYqe+24XT7K827PD5GJRvIi9Uj+fztd5p7rBTEG4gKUtNnc3HL8gOY7G58gNfnIzZYw/rSVv62voI752Zz/oh4wnRKnt1URUlFHRI+XttZQ7BWyQfXjmNadhQTMyIYlmjAEKBkZ1UX931ajFwmsfL68ay8fjwr9jUxLCmE+YNj+aio8aj74KZZWay5YRIT0sN4cUs1dtexeYLnDovj7P5eiAqZxJjUMK4Yn0JBfDCZ0fpj9v+6uovyVuNx77tNh9s56+9baTfZT/ZW5ZIxSVw1MZW/XTBUBF2CIPyoxFSjcFwymQKZTEGQPpEgfeJ/dI5ZubGU/DlqoC1LUEg3N2x6jxh9KFMT8rn7rBzGpoUDkBUax/TEwQBYXA76HFbCl+WBXMa+3hI6zXq85khGJkezta6BJToHdW2BnJs5k/P+UcL0gngmzFcRUtWLy+flxeYu3F2pmLoyiYzZwGWTlhEUICe4+wjlHSp8MgU9vQFIsliUAb2MjM2gsLaXVQdbSA7ToZLLkBK38bYphg+6hqLXKchOdlLW3Yft8GhQwBivxIPoeDRMxpqqUHw+F/KgZiSlDU9XCCoZBFvb6VSEoFXJsZji0MvS8CpcWJwODME2wnTgcNpxyPW0aIMJwoTZqSI/zkBquI6VVUPBGYRKIcPt8dJn9wctbq+P5zdXo5RLPHr+EC5/dQ82j5cn1lUA0G52Mi41lF6bC7VShtfnY3xaKFdOSOGK14to7rNDSTsfFTXSYnSQEKKhx+qix6dGgRd88PT6CqbnRJIfZyAvNpi/XziUv3xWwoaKTt7Z3UBuTBALh8YhITH76S2clR9LYmgAf99Qydi0MGINAdyzopiRKaHsrulie2UXf5yXM1AIdcW+Jpp6bVw/NZ1Lxyb7r9to5/fv7UOjlDMtJ5K5+TEU1nbz2YFmzh78bZPq37+7j6xoPW9eOfqY+06SJCQJJE4+Of6i0f/ZPS4IgnCqROAl/Ki+2wtPsWkP5+83MvGSLACWjU8B/AUxn9izirEx2UxNLODtebewqnIvkz9/jI8W3sbs5GHsumwQWyo6OdJm4qYP+5iljGasw4LbrsOr6uKLqi7W9JUxNiabqIAQAi2D2NXZzNIZdnZ1evntR7vwBr+JzGrgj7lJBCQH8HFZDMX2eogoJzM1FX20lXd31+PxegkPVLMw81e8vNaCzeMminZWFKnBFURMiIJOs40ml5qNOKloSiUjMoBmcw9BcZ2o5BK1XRBha+Hc5hV45Co+ij8fsywIl8eN1elBrutm3QEfoCDdYGJSdjQWt55P91fjRc6BJjMHmswkhqRRj43syEBevnwU++p7uHdlMbPyopmXH8PX1V3EGQJIDddR02kBQCmT8OHj8nGp/PrtQvCBWinnnvm5nPWPbcQaNIxODqGx1841k1N5bXstwRolrcZW9GoNZw+O5bxh8Zz9zHbWFLdicXrIiw3iy+JWJOCS0YmsOtTCbR8dIlirYnZeNIkhWj4/1MykzAjSInREBWnwen1sPNyOTILKNjPBWiW5sf7RqzajnTs/PkRwgJLrp6bT2men2+LE7fVSWNtDoEaB3eVFrZDz/OZqiuq6mZkbNRC0vXHlKALVx//4mpwZweTMiP/3vdtncxEccOojvadqeWEDn+5v5tXLR562ivqCIPx8iX/lwo/KaHdR3NQHgDc1jnEjpqBQHl3pu+W1Ev5SNp9kZwpHaj5lWFQabreSDquJPQ3NAKyu38Ve62YuGZPEvJxU9vZlMWbZDXRaLSg1Zrw96cwMWszMpCFYHbD5gBdjVxRLhpyNq28ejp5YnA2j0WghbUQkXvc2BqW4SVfn46iazhs7a9nVWobD6cTh9hGolvPSahuRpmYCfT3Y5TZwawE3zojtKOJ30hVfxF8CWqm2eegyOxgeF0Pe5k48hf7kc4XXSUnydNqmX0+bLAidSkaH2T/lpzYqACV4fVT2hrN8r4mva7rQaXSAhFYhEaFX48P/j9Th9XHHF5v43eefADArN4pXttXw9PojTHhkA1+Vt2MI8AciXiA7Ooj16zdzTtMKbGYjGRGBnPX3bXi8EKCUU9dto7XPzpiUML6u7uKL4lZcHlArZZQ0G/n0nXe5OqKV301Lp77bitfnIzdGj0ohsbq0jR6ri8vGJjEqOYS/fl7GFRNSyIsNJjlMS2aUHpnkT37fdvs0xqeHU1jXzV/PyWd8uj8gUitkjEwO4fHF/tytu1cUc8GLOymIN3Dkr3PZf++sgaDnoXPzsTrd/Pmz0oF7JiNSzzMbq9h4uP0H70G3x8vWIx14vd+fztrUazvq7xvL2xly/1p213T/4Pn/vxxuLxanG+9Pn24rCMIZIEa8hB/FjspOmnptlLYYeX1HLfvumcWtdWuZmpDPXMDosCKTyQhUagjJDmVwlJaYpK9oaasjI2UBBTERLK8281XHV4yxhlHd28rmugr6Gsq55+xc3tv4FK/+7XMazxqJI6Sa341NI0QvUd3bQkWrCadMBZ5gLF4TLpsOr9eEWqkiwJFMZUc9TpeFHVW78MiTGRYfS3NvMKmheyntKKTPOJKKdgsqr4NzWj+jODqKr8PV+LrjGBptI0Q/mM21tShCq1HFtSJrmkKXBTZXdDJfE0C2sYYUcwtBLiM708+l64gdtULC6fERpFFgtLuJDo/G1NVFpywQuUxiem4UPssmhkQ288D2yXiQeGBhHte+tZdovZrDrSasweUQVkPrkQSWvryb0SmhAHSb/QsGzP011jxeH4uGx7F+TSXRko+gACXFTX18k2oWqVezs9ofUGwob+fhRYNJDdeSEq5jd1U9v32vjOTGIoKD9cwruJJ9aeGE6FSsKWllTUkrH+9tQqeSs6Oqi7UlrbQYHfx+WjoXjkogPTKQ4Un+6/L5fLy0tZoHvyhHIZMYmmgY2F7XZWXZuGTe3d3AiKRQbp+TRZvR/31IksTMJzeTFhHIoaY+Xrx0OHeflUtBvGHg/nK4PawpaSU2WMPUrBOvuP39u/v4oriV1y4feUwjboBtRzq55OVd/OvSEczI9bc4yokJ4rKxyaRFfNsMvqHbSnxIwEk3kj9ZS8cksXRM0mk9pyAIP18i8BJOWoe1j1s3v8INwxYwLCrthPu+vrOWffW9fHSdfxVjsFbJq7NvIEpnoLevihs2v84cbQezR9xE6PhM9EC8LxX61xOGavQEKtWsrt3LiKgM7hx9Pqq+w6wubiVKr+HcW2/nmeJVTItN52BnLV2eVp7fsx25JGPHhY+y7LMXKW6poLQ3lMPdTYRrVSwclsU7De/xYXUyc2Iiae6Lwm0PIjk9gOp2K61WDzZVEN7+geAZgxMpDJ5Jh06Gp0MCZDQbPVSqy5AH96LsGIkjoB6HUyIiUIXV6WFV0EQuTGpDf3gzznNuoGtXC+AvCRGqU6FWyDDa3bRbvZhlgYxJCeXrmh4+29/M5Gg1skg7i7JK+PDwIO7vH+HpszlRK2Rckn42D60+BPhzmL7uH40JD1TTbXWRFKalor8+2J8/K0Mikuf+8AC+0ja2VnTQYXaiVkgDQRfA45/uxWx3U5Aeh0YpZ2H8y1yUG0lR9FLeuNyfPxWiU1HZbuaujw8RrlczNy+ajYfbaeq14fP5CNLImV8Qy6LndjAxI5yCeANKuYx3dtfz4BflDE8KISxQhVYlx+v1sba0jWvfKuLi0YnsrevB6fGSEaUnI0pPVYeZzw40MzEjnFCdim6rE41CxtL+HDC7y8P5z+9k8cgEiu6ecVJBUGmLkRFJIYzrzyf8d/lxwfxuWvpAYAgQHazhvgV5A38/2NjLgn9u57HzCjh/xJntBykIwv8WMdUonDSHx02juQuzy/aD+z65eAhf3DCRhFDtQFL0sKg09D4LO4r+yvmxURgCDMhk38b+/qRo/y05KCSTTec/ztWplxMt8+eE3TIri3U3T0Ymk0jKyWdmVDOqzhY8NbNwdaVz35hLGBE4HptdxkeLbmDfNXfw8ZEd5GTu5v4Jn9NhXIPbIxFjCGLCsCu4fWEGV05IZWN5OwGGbmobQ3h01mK+KQ/V3GejUGcmOMlOUqgWSW3ESTCWjgScdZMw9xpIdE9CrwgktXE751W9jgIPU86aS/usG3mtP+gK0ynxeN0MC9vPwgJ/KQ2n3QZImHv8QZDXB1uaknjo6xnUGGOYlBGOTPIHbDa3D4fby+LhyWRHhKOQSYRoVdx3di5yCdpNDnw+yO5f/SfhL/kQqJbz9PojfLy3iYtHJ5IWoePK/rw6gFCtgqz6zXjtFjZVtLO+vA2zYhrbm5IZmRLO5W8U8cq2Gmo6LejUcmIMGg63miiq7yEhJACr08OcQdEY7R721HWz+qaJbK7o4Pznd2JzegjTqTBolYTrlDx38XDOeWY7t354gAkZ4dx3di53nZXDltumEqTxTym2m+x8sKeBf2yo5OLRSchkEnfMyeLsf27n473+lZIyScKgVaJTyU965Gn9zZP54NqxqBTH/7gL1iq5ZVYWYYHfv5oxI1LPTTMymZjx/88dEwThl03U8RLOKJ/PS2PLNiLDh6BWff/PetRf1zMkwUBxUx8F8QaeXzr8mH16+ip5p9DCE+sbWTA4lnn5Mfz6zSL+dsEQFg7xF+Ys6aznoa82EGpuYWtrJEZLNFMyI3l5mb/x9+aKdu7+5BDZ6VY2t29nZsIQDpZEYrS7cLq9OJwuZirqWB/sRRFejrNmKrGBBpp6nMglL/FRPiRXEGEd5YR0VaGcvJgvSzswBCjweMHtcaHSmghSd3Lb4H18UjMfhxRDSWkVsfYWPPG5HDZ+WyT1u7RKGVaXFwC5BF/+fiIXv7IbCR/tpm8LigYoZdhcXgJUcobEBVFY38uIpFBKm/soSAhiX30fVqcHmSQNNND+xnk5Qaw92IA6JIIrJ6aiUyl4ct3hgZE5ucwf6Gy+dSoymcT1bxdhsrt5Yelw1pS00mdzER/in6b8urqLp9ZV0GF2EhOsYcGQWNaVtlHdYeHj34xja0UnBxp7idSreXhRAR6vj9EPfsXCIbHcMz+XK17bw4GGXr64YSJdZifz/r6Vu8/KobipjysmpBw11ejx+jjnme3My4/huiknHn0VBOHHI57fp04EXsLP0sd7G4kJDiA3Jgi1UoZS5sHtsXGw2cNDX5RxzbD9JEbGEx8/i+Wlu/jr+xYuGJXI9VPTMXu7eW73DkJcOYzKc3HT5he5dtBZvPi5l/jgYFbfMIl9Db08ta6CS8cmccdHh+i2OgAJZfQ+XO25yHxqNEo5F4etRt5m5BXFfFw+Fz5XIHKvC68kwyfJ8IdMXlLC9XSYbNhdPoYkBFNY14tCguuGbefZ2ghUYdVcZ9ASqLCz3JSGQ+ql5uDRwWRutJ7aLjNuLwQFKOm2OPH6vg3KAtXygTwuAEkCnerbbdFBKlqNTiL1akYkhbC+rA2n5+h/3ks6v0AeFMo7qjEEaRRMzIjgi+IWxqeGsbu2B/Dh9PiQALns20DtvOFx3Dorm7P/uZUOk5MpmeFsqugEIDtKT7BWSVFdD26vjxCtkjmDYlArJEYkh+D1SiwY4h/1vO/TEmo7LWTHBPGH2Vk8srqc3JggzhkaR3FTHx0mB+0mO6E6NemRgSSFao+pUF/Zbmb5nnpqOq3MzI1i8Ugx9ScIPxXx/D51IsdL+NmpaDMRqlMd1fblYNnrvLung07fNHqtLkpaNXzYeYCSXTvotZuZPHIc10+dgsnu4rYVxZSbm/D16Lh8/ETGxWbzYskXROeEU9OiouDPNnRqBW1GB5HBEjfOieW+j2sZnBzI3BHTyDNk8vzmKn41JAZXxwraknJxfq3mvoWDMNskWt99indC5+DrD7pAGijlAFDeagLA7YOJQ6/ms7oKLsqajc9yhKL6Jg7XRSAP0AD+oEqrkmNxeihtNYHPi1IuQyn3V2xXKWWUt5gwaJUYra6jRsZ8Po4KxFqNTkYnGdjXaGRtaSs+JKL0KqwuD4Nig8mO1lO5ykCI2oAceHHpCIYmGbhiQjJv7qxjek4k49PD2F7ZRXSwmtRwHX9ZVYbD4+PDoiaSQnV8ecNERv/1q4GgCyAlXMvkrEgWDYtjeWEjt83Jwu31cdFLu3hnVz1qpZzJmREEa5XctyCPv391hGc2VpIeGUi7yc6LW6o53Gri6kmpKOQS968qJSVcxyv9o5L/bmd1Fy9vr2X9zZNJCdcdd59vdJkd9NpcpEUEnuTdJwiC8OMSgZdwWvm8PtxdNpQR2lM+dtmru/H5QKOUsb2yi+I/zx74WnzMBGzyajp6nfx5YR5LX7Zw3dx05N52Vh9UsTNxJx9UBfLmFwF0W9zcMHM2KcEaVjz7LKMLItAmDCZYpcPjbCQ3LHygDMGq1s/Z5Xaw+oZb0Cp6iY/I4K6PD/kf6JKMu7fMZdGwJOble+gy+VDJJWpCcki21nHNJQsorO9lXWkrYYFqqjv8wZfN5UWnkrNkVAI9jgBqO938c30DRpsC8K9ec7u0SMCs3EjWlPprXX0zC+jyQkufg9hgaO3zN8nutbrIjNQRa9CyqaLjuO/f6NRQdlV3MyzBwOy8KB5afZi2/inJndXdBAUo2Ro6DnwwOTOcQfHB3PdpKTq1nDUlbUzLjuD+z8pYOiaRl7fXDpx3yYgELhmTREZUIBqlnLFpYXxd3c0V45PIizXw1y/KcPvg3vm5LB7pL0Q67fFNqBX+ANJkd/PJ/iaWjUsGYExqKC9vk3PrBweI0quQS9BtcfLAqlI+3d/MrLwonlw8BACr001ps5ERyaED17N0TBLz82MI0R1dluR47vz4EF9Xd3Hwvtk/uK8gCMKZIKYahdPKsqeVno+OEHn9EFQJx7Z6OZHnN1cBcO7QOLqtTrKjj38vuDxelhfVsrZzFfPiJ/Pcmm5mj/awuCCPTcV2XtpSRVZ0EMWNvRiM9fxzYRo5E6cedY55f9uKJMFlUww8vboZg9SA3a3g7gWTueLNUkK0SjKiApmTF8PG8nasLg+GACV2l4c752bz9PojdFud7K3vZXB8MBanh+AABWUtJjIjA2nstRGmUzMo0MEnVU68/a8bEagiRKtkdEoYb+6qR6eWY3F4iA8JoLHHhkIGerWSHptr4Fo1Shl2lxetUiI7OoiGXhsdJidKuYS7fypRJpPweH1MzAintsuCUiZR3WkFGChhARAbrKG5z45GISPOoEGpkDMkPpiVB5pxeLx4vfCvy4bz4Ofl1HZZ8Pqg+L7ZBGr8v6Nd+foe6jqtWBxuWox2dGo5KeE68uOC+aioif1/molWpeDhL8uJM2iYXxDLW1/X8cS6ClZeP57MKD07qjt4au0RBicYeHtXPZ9cN46hSSFUtpt4cl0FrX12Pv7NeAD+ueEIj6+tYOOtU0gJ17GjqhNDgIrc2JP7nChp7qO5187M/jIR/4lNh9up77YOVNcXBOFb4vl96sSIl3BaabJCCZqTjDL6xFNAx3Pt5G+TpCODNAN/drltFB54mpSEWURHDkcplzEnP5zXP+8kSO9m0x+m4nC7+LymkI/2upiaHcmfzs6jqdeGXjOJSL3mmNd699djMNlc3PDePtp63AxO6WFXcxK3fVJJVJAam9PD/vo+3v/1WC4bl8yOqk7e2FHL9qouLnxlEyarApBIj9Rxx9xsbl5+gNY+G1anB4/PxwfXjmP5njqe21ztnxvsX4HXYXaiU8v5ppuNzemfKlw6JpGHvjyM2ws9NhczcyKIDArgnV31OFxef5Dlg70N/mK0EXoVi4bGkx9voMti58HPy5mcEc4rl4+ivstKS6+NJS99DcC8QdFsrOigzeig0+IgQCVjenYUqw76V12+cMkwPjvUgtcFw5NCGBwfQrheTa/N34j7m6DL7HDzVVk7IVoli4bFsbe+l+hgDcEBKi4YGU9+nAGtyr/vlKwIwgPVhOhUXDQ6EYNWSahORd6fVuP1QXqkjuAAJTvumEaswd+fMj1Sz7MXH533tmRkInGKQJLD/COoN763n6xoPUvHJPHomsO8c/Xo4/58v5EXG0xebPAP33wn8EFRI4W13SLwEgThtBCBl3BayYNUBE053cnOPjxeJ16fe2BLWEAQa8+7f+Dv25tL+eO2NxgbuoT8OANNPVY+O9DCb6am02d18adPDzEjqYKEqFxW7qvh4rE5vFnoYm99L5eNS6bL0QodNux2JWF6A4mhWsakhiFJEgcaelj68m4AJIUNk/XbB323xcmFL+3iqSWDeWBVGTg8TM2OpLrDzHOba/gm+V4tlyGX+fAhp77LxpeOVjIjA7E5XTT0OnhszWFCdUq6LS4UEqwv62DF9eP484I8SpqNpIbrmPrEJjrNTv44N4srJ6aRd+9qRiaHUtZqxOnxEqBS8PCXZXRbnOyq6SZSr6Ld5OT9wkZ0KhmBKomY4AAWDosnUKVgZ1UXXRYn7+xuYEpWJHtqunjukmFc8q+vOdxmZmxqKDuru7n1g/3cOz+PWU9tRgKGJYbw6o46PF4fAUoZl41L5pxndxCmVXHuMH89sF+/UciolFBeXDqCQI2CpWOTsbs8xBkCaOixoVPKqe2yYHV6+GRfI5F6DTcv38/bV40mPVLP5webKazr4fdZubjvi6T+Th9JMyXeumo0gWoFle0mQrUqlLIfrojT3GtDrZCdsFzEiTxx/mAcbu8P7ygIgnASROAl/Kz12M28VbaJS/NvxWmpweN1IZcd2z9vSkI+r82+gZHRmchlMmY+uZkj7WaGJYVgcrj54lAzod5Sem1eMrTb2Fi4FV9fIFdHxDB3TA5PFxm5dWIvBncj8ekPc8uHJVidHswON9UdFsalhVLS1IdGq6LbYsPl0KLXKOi2+KcEb3r/AJMzwtla2cn49HAuf3W3vw6XBEmhehLDNGw63IUMD16gy+yk0+xfSQng9kK3xYVMgmumpPHMxioWPbeDjEg9Za0m8mL0dJr9+VqbKjoJC9Rgd3vZ39CLw+3B64MvDrUMJN7rNXJMdg8RgUocbh9GuxtDgIJLxqTwyOpy3F4vTo+PMK2SF7ZUo5L7L7bP6qK604JBq6Td5EAug5X7mth6pJMOkwMfEKZTMSo5lJZeKx1mJ2/srMMQoMTm8uDpT1R7+6oxhOiUTHl8E51mB8X3zUajlPPaFaN4f08DN8/MRKOUc8+KYt7dXc97vx5DZpQeXX//xX9tq2FffS9XjUola4ma8Hz/+5QZpeeLQy3cvHw/X/x+4knleS15cScJIVreuXrMUdv3N/SSHxeMXHb8emBGuwuHy0uEXj3QI1IQBOH/S+R4CT9rX9Ud4PoNz/O3cefSUbWCiYMXkxQ3+bj7Wp1uth7pZFZuFDuruihu7uNIm5lP9jWx8w85GPvKSE6Yzc3vrEcn1ZEXuh9rdQbVg6JY31jI07lxmEy1XPvlHEYmh3D+iAQk4A8fHuShcwexZEQCkx/fSKulh+k5kTyyYCyrDjVz9yfF+IBYQwBjU8OwOFxsqujA7vIelV/lXwHpH6GJCFThwk6vWUItk3D0D6io5RIBKgUKucScQdF8dqAZrw+SQ2QcanGglksEa1U43T48Pn+yf7fVhc8HedGBlLSaB96PKZkRjE0L46Ev/S17vF4fPkAll0iN0PHIeYN5Y2ctHxY1cefcLKKDAyhpNvLiluqBczywIBcf8MDnZVw1IYUus5OJmRHUd1tZX9bG3fNyaDM5mJcfM3CM3eVh0+F2pmRFsuSFnagVcpZfO/a4PzOT3UVrn52MqKPzAYub+li5v5nb5mQd0zi6tNnIbR8doN3oYP0tkwcKsH6fdaVtBGkUjE79dpXsjqpOLnppF08uHsy5w+KPe9yyV3dzpM3M9jumnfD8gvBLJp7fp04EXsLPXqOpE6ddzYwnNnPX3ESunFxw3P3e/LqOe1YU8/Fv/G2KAOq7rFR1mpmaFUlNp4U9Nd0sHpmA1+ujx+pk/CPrcapbuWHicF5cX8ed031sqovD4nBzpN3MnXOz+eeGKuQyeO+asYz8y3qigzWMTglFr1EQpFGyu7absalhLB6RgNXp5ublBxidEord7eWTfY1YnV70GgmT3ceCwVHonKuxeMLQh0xgV003Ej6OtFuQS/DsxcN56MsyQnUqbpuTzV8/L+PvFw6h8OALPLY1jlEZGZQ1G6nttrFkRDxKuYy3d9Vx+5wcHvyiDJkMdEoFC4fGsnRsMrOe2oJeLcfUX3YiIyoQi8ONXq3g5WUjCdGqONjYx10rDlHTaSFAIacgIZhui5OK/unG6KAAVh5o4uVlI3+wL6LZ4WbUX9djdXp4/PzBnDf86KDm3d31fFTUyNtXj0at+M9HkTaWt/PxviYeP7/gPzqP3eXhg8IGFgyJG2jG/e+2V3bSaXYMFOMVBOFY4vl96sRUo/CzF68Pxxng5f6ZLYT7VuFyP4VSEXDMfouGxdFutPPbt/fy/jVjSQjVkhjm/w/gnV11vLythpm5UYToVIQFqnn6giF0udoIlUfi8rbgU+ewu/YwRpsbpVzi/cJGnl86HLfXS1FdDz7A6fGwobx9YCRLLpNYMjKBOX/bitPtwenxcbjViOs7aUF2p4+xaWEY7R421AwiJ7SFr1vaePPK0fz2nb0EqWUYHV6e2XiEVqOdII2CS1/ezY0zMpj2+GYkKRu5BLtremg3OZiUEc6D5xbwQWEDi4bHkxWlIyE0gPSIQOq6rUzIiCA1XMefzs7ly0OtyGQwPi2cXTVd9CnkHGrqo7C2h7SIQJ7dVEmkXk2HyYHT7WVPTTdKhQyZBIW13dw4M4vqh8465v3e39DDhrJ2bp6VNbDN6fZX0B+fHsaLW6rYWtFBTmzQwMIJuSQhl0lIHH9672RNzY4kM1rP3L9t5a55OUzPicLj9fGXz0sZnxbGjNzoEx6vUcoH+j9+n/Hpx+/tKAiC8P8hejUK/xVUChlnjZhKauJsFPLjJ0lrVQqmZEWQEqE7bk7OTTMzWXPjJEJ0KiwON3Oe3sLnB1t5dnUPlu7PcHq8PPRlOVv/MJWV149nxx3TeenSEWRF68mLDWZ/Qy8yoMfiwuHyEBLg/71lwZBYvD4fZocbp8fnn0b0gqI/tpDw1+a6cFQCkzIiWTwyg+CQEdw8M5Pr3iqist3MK8tGIQEHm4zoFX38KmUVM7PkrC5uQSZBdnQQOo2CTrODzKhAbpmVRZvRzh8+PEioTs2VbxRR322jssOMWiGnptPC5a/tYUZOFA09FjpNDp7dVMW2yi4qWo0AbDzcTuGHNnoqvFw2Nhmz3Y1aIcOg9edNeX3wu2npXDAygZvf309Vh4lP9jaSe+9qVu5v4o6PDvH3DZUc7i8YC6CQS8SHaJmVE41OraCq00JRXc/A1zUqOXVdVlYdbD7hz7u4qY92k/2E+3xU1Eh1h4W6Ln/ZjJpOC69ur+XeT0tOeNw3GrqtHGrsO6l9BUEQThcx4iX81wgJTickOP2E+wxPCuXtq/xJ1De+t49hiQYGxRsYmuAvdfBNLpFcJhGhV7OmuB2DVsmrReFcMNjKoJRRdFtdvPV1HakROow2F8XNRkanhGJ2uLlvYS6Prq4gMyqQKyakcPuHB+kydtNU9yFDYwZhcsdQ2WHmoV8NoqLdxEdFTRjtbmINGt7YXkNhfR8S8PB8Bcl6M7VdVpRyibd21Q8kxnfY9HxZmUh4qMShZiM+H9wyM4PfvLOP66em8+ymKnZWd7FyfxNalZxN5W1MyYpg0+EOYoO1lLb00Wd10mt18uq2GtqNDhJC5fz9wiFc82YRjv7aXyv3N7Pa3YZT7uEfG1xo1XKGJAQTGaShss3M/sY+xmdEcKCxl4/3NbGtspOcGD1Wp4eqdjNXTUxh1cEWsvqbc2+p6ODXbxby4bXjaOyxctvs7KO6DwCEaJW4PF7+9GkJ5w6Lp9fq5LYPD3LtlLSB6WGv18e5z+5gXn40T18w9Ht/1peNTSY5XMfZBf78svTIQF6+bASpESdXyuSelcUcbOxj7z0zT2p/QRCE00EEXsL/rNouKy6Pj3s/LeWfFw5ly5EOFg6J47lNVYxLD+OiUYn48HHhyEQe+LyYLZZiLssYQ2V/Qv749DB6rP5m2WUtRjaUd3DTzAzkMolOs4O/rCqj5P45PLxqOwmqHm6fFc/HJXoqO8w09FhZsa8Zs8ONXAKFJFFY34dGIeFw+9C4d2HpcTA16xwmZ0bw7KZKRiaH0GlyUNNlpdaSSatTgVLmwgesLW3D4fbyZXELV45PwWhzUdbiH2ky2j2cPyKeNqODPbVdeHwQolVxqMnIkTYzHh/cOCOTCekRzMqNYnVJGwAFccGUNvkDu8p2M06Pj1l5MVS2mznQ1Mf+e2eiUsi479MS8mODmJEThUIhkRoeSLBWxQOryjDbXbywuYrLx6dwpN3E5MwIIvRqrnu7iKRQHWtLW9EoZeys6uaysUkMSQxhzU2T6OsvEGt2uCms66Gl1w7+ovfIZBIvXDqcpFAtHSYHASo5gepjP6qCtUoWDI49atv0nJMvlHrP/Fy6Lc4f3lEQBOE0EoGX8D/jm3UiUn+x0hXXj8fqdDMmNZThSSHcvbKYjEg9KoUMlVzGrqpaOno6OatgDJkJcM/2AyhlChp7rKy9aRKpEYH0Oizc9dVnjA0fTqhOxYT0CJp6bCwvrMMp2dhZ18D+ZhkfdZzDnlkTyE5yUt9t5dlN1YxPDyNcp2LlgRZajf5pM7vbf4127YXMHRpDQYGSqY9txOODYYkGPixqQpL8+UUPnVtAeauRx9dU8H5hIynhOqZlRfLiVv+qw7QIHX+YncXeuh6eXneEw21m4gwBdJgdzCuIJjYkgPtWFpMQGsADq0p5ZVsNB5v6yI0JYkJ6OHtqu1GpZMg8/tISmVGB1HVZGJMSisXh4u1d9czLj2Z5YSOS5F81Wt9j4+kLhuL2eNGq5PTZXLSbHKwtbeWBVWUMig0iKkjDB9eMQybBXSuKCdIoaOmzcftHB3F5fWy4ZcpA78T4EO0xI05uj5cwnYrUiEBGP7iegngDL1064rTfL2kRgaRFnPbTCoIgnJAIvIT/GYtf2EmQRsnL32murFUpBpKo990zE0mSuHpSKgDbdr/B9FgfcDbB8lDem/8HGrqt3L9qL7fMzOS30zLY21bJV22bKauVUdOg47MDLYQFqrC5QKlUsfVwN7WdVqL6K+0/ubaC3dXdZEUFMiophKe+qmRMaghXjk9lfXk7xY29lLSYeHRtLSE6PfesKMbk8KCQSWw63MnLl40gKEDJO7vqeW1HLReOSmR/Qy8AMgnumJtNeKCaV3fUUtVh4Y0dteyo7mZ6dgSNPTa8+MiLDebBL8qJDQ6g0+JiSKIBg9aN0+PP9q/tNHPdlDSKm3ux9lfOjw7S8Nj5BZz/3Ne0GR18esCfgzU9x9/8ek1xG7VdVpLDddz2wQFK7p/DyORQnlxXQXWHmdvnZLNkZALDEg0APLq6nE8PNLP5tqn4fD42V3RgCFBidLgpbzGesLn1h0WN3PHxIT66bhy3zc4mJtj/3vp8voGg+mT5fD5213QzIjn0e+t1CYIgnEkiuV74nzE9J4rJWd8/hPHvD+3s9MXkpC9mR2Unox78iq/K2kgI1bL+5smoFDKGPbAOuS2Gj+ffw6qrzuXBXw2i1+bivOHxjEoJZVpGLM9uaGRYkoGbZ2YC8HVNFz6gz+bmUJMRuQSHmoxc/WYRqw42s2h4PEq5hMvt5ZYPDtBjdSEBv5mShtPj5Zxnd/DnT0v417YaXttRy2/f2YvZ4UaSIFCtYME/t/Pgl+UkhPhXde6u7SY4QMFX5R2clR+DxeGhsK6HshYTGqWcG6ZnsL6sg8LaHg72txt65fJRnD04lucvGc41k1L63w0fr22vY91Nk7A63WgUMubnx7C7upvSZiMz8iIZFBdMeKCa168YBfhXPNZ2WrA53fzl81L+vCCPJf1Nsqs7LAQHKAnVqlAr5GRE6okJCUCvVn5v+YZvzM6L5t75uVz7ZiH13VbGpYez6mAzWXevZk9N1yndE5sqOljy4td8WdxySscJgiD8WETgJfzPuHZy2in10wsPzSU8NI8tRzpIi9BREG8A/FNQ2dFBJIVpuezVPdismv4Vk5H8Zkoal4xJYm9dD+vK2rh2UgpPLh4y0A8wOUyHXqMgL1bPnxfmcdm4ZCwOD6GOTsLUEmPTwlkyMgG7y4NGIcPp8WIIUBIRpOatK/0rG1uNdhJCAnj36lGUNhvJitKz/qZJTEgPZ1yav8RBu8lBlF6NTPIHeZeNS2ZdWRt5scFMzAjno2vHcuvsLK6fms7iEfH4ALVCRohWyR0fHQTA44U75ubwwbVjCdOpKW81sq2ykw1l7YxMDmV3bTcPfllGWauJLw62UNVhprC2m/gQf3mO2z86RFF9D1OzI3lvTwNd38mXWn7tGB5YmIcPHxF6Ne/+egwrr5/AnrtnEB2sYUdV51E/iw6TA5Pdn/cVolOxbFwyM3KjyOtvhp0WEYjH6xuYZm3otlLdYeaHjE0N45FF+UzLPnH9sf9EY4+V8Q9vYH1p22k/tyAI/7vEVKPwi6eUy0iLCCRCr6aoroevq7t4ZmMlb145msp2E4P7A7K/f3WEPpsLo83FVzdP5r5PS/igqImRKWFc+XohF49OJDc2iLTIQN7aWcemig4ONPYRE6zB2+7lJlUROTGz+fOCQTjdPjYdbicqSI1OpeDelSU8ra3g5ctGMDjBQFigGqPdhdvrY+HQWP7yeRkbD3fwr0tHsOpgM0qZRL3ZgUyC2GA1r++oZc0NE1lT2sZzmyrZcqST0SmhrClpxeLwkBASwMzcKF7dXkuP1cWqA03c8N4B7jorm4tGJ9HUZyMpVItGKScjSs8zlwzjxS3V/HNDJX+cm01eXBBPrqtgX30vhv4yGv+6zN+wfFRKGD4kVh1o5pr+el3FzUZ+884+HjhnEEvHJB31fj+6+jBbjnRQev+cgW0L/7mN7JggXumfJpbJJB4699tCuTkxQby8bATx/SN9N7y3jx6ri423Tjnhz1ajlA+Mwp1uGqWc5HAtBu2JR/AEQRC+S1SuFwRg1cFmbE4Pb++qp8vioCDOwH0L8ojQ+2uGvburnjs/OQRAQkgAW2+fhsXhHsiRemV7DUfaTJgdbt68YjRVHWYONvXx/p4G8mKDaKqs5Pdz8xmc6w9MPixq4NYPDjIhPQyNUs7Bhl46zE7iQgL4+DfjCNIomfX0Zpp77GgUMnJjgzA73Lg8Po60+0d6Hjm3gPs+K8bh9nLt5DRWF7eSERVIeKCat3fVMyIphML+GlrnDo3licVDWPLCTg409hGiVdJqdHDLzEyumZzGVW8Ucu7QOM4ZGkefzYVGKUOtkNNjcRKiU/HMxkrsLg+LRySwpqSVd3fX8/nvJw7US1v26m5cHu9AKQ+fz8e60jYmZISjVR39+11zr41Os2NghBFgxb4mIvVqxv1A0dK1Ja3o1AoC1QrsLs9RbYAEQTjzxPP71IkRL0EA3v66HqPdxQtLh+Px+kgK8yd/76ruYlNFB29/XQtAflwQS8ckA6BTK1hT0sr49HBun5M9cK6XtlTz4BdljEsL47fT0rntg4N0mJWM6ZQY3L9PQv903bZKf86SBFwxIYVXt9Uw6ZGNDE4wIEPC6/MRoJLz6HmDsbk8nP2PbQSq5VgcHrqtTh49r4BXttUyLz8Gh9vDO7saGJIQjE4lZ29/0CWTwOXxJ6aPT49gd20P105Jo7LNwqXjklEpZLxxxaiBVaFTH9vI5KxInloyZKAJ9f6GXrxeHwmhWgLVChp7bCx9eRcLBseyYHAcpc1Grp2cypaKDiZlRiBJErPyvq0e32a009hjxeHyMiTRwMHGPtqMbczM9Zd/OGfoybXleXh1OeE69ff2fvzGmpJW3tlVz/OXDCdAJRpcC4Lw8yECL0EAXlk2Eq/Ph66/XtSKfU1sqeggOljDmzvr+MPsLP70aSm/npTG2f21oxq6rdy8/ABDovuYnpvK72b5R3tm50WzvbKTTRUdhOiUrLt5Eka7i3iDduD1rn6jEIDUcC0tfXZWXj+BzGg9h1uNfF3dzZ6abnzA4+cP5rMDTdz+0QF21fgDKbPDQ7BGwdUTU1DIZaSGB2J2uAeacu+s7mZ+QQxz86NZW9zK2UNiyYzS4/H6uHBUAsOTDKgUcpaNSxm4nppOC3P/toUpmRF0W13EGb5tydRldlBU18Ots7L46+eltPbZmZoVSUW7ibouK2qljMRQLbtqurl/VRmf/nb8UaNZAPesKGZdaRs+YH5BDGtKWsmODhoIvP7dpa/sZmJ6+MAK1G+8d/UYFPIfTk3ts7po7LHi8noJQARegiD8fIjASxDgmFGRmk4L+xt7WbNoEtdPTcdkd5MYqmPqd5K0n91USagW1FIP/9jcSZPpIB0mB2GBaiQJ3rlqFKNTw/nHV0dYsb+J1y4fxR8/OcSycclMzY6kvNXEZWOTuWh0Ird+cAC9RsG/LhvJ3roernpjDwatils+OIBMYqAR9NCEYMpaTOTGBg0EIMte3UOn2cHEjHB0ajkxMg2XjU3i6jeK6LW52Hi4g1EpoQAU1vVw84xM7v20hA+uGcvIlFDuXlHM8j315McFs7akjeggNcXN/hWQG8vbeWLtYUYkh5AcrqWuy4JSIeMfFw056v2q67JS0tzHtZNTGdS/0OC7hiYaWFfaxl3zsokL0WK0uXh40fGbnYN/qtLHsVkQkf1lO37I4pEJLB6ZcFL7CoIgnEki8BIEoKXPxkUv7WJWbhR3zsvhppmZ3NRfIkKpkPHbd/Zy4N/ayzT12hmRHMXMnBzujg3jqtf3YHF4SIvQoZTL6DQ7eWZjJZUd/tZAh9uMdJodWJxu/vZvrXBWF7eikMGhxj5GJIegVSmYkxuNRinng6IGnB4vWVEGpuVEcsGoRM4f7g8q/rKqFLVSRm6snoyoQLYc6SQrSs/IlDAWDY8nJVyHx+tj+Z4GSlqMzMyJZPagaN7aVc8Dn5fy6W8nEBOkwaBVcevsbEJ1Kj490MS++l5e2FzFZweaQYLJmRHggzvn5Qxc85IXdpIcpuOR8wp4edkI7llRzMSMCGTHqZd13ZR0LhyVONAHcl5+zAl/Hm9eORqAdpOdHotroC2RIAjCfzsReAkCYHG4aeyxsqP6+HWibpuTTafZcdS2N/rrWQH8c8MR2owO1t88iUi9mlajg7s+PkRVp4XnLxnGqoMtVLZbWHvTZEx2F2tKWpmVGzVQW+z1K0bicnv54yfFhOnUFN7tD/D++MkhXF4fAUoF95+Tx/Obq3hibSvDk0JIj9TTZ3PS2GOjrU9Cr1Fy3eQ0Nh1u56OiRu6ZnztwfXtquyhrNbK9spOHvyzn6okpWJ1uzn12O9Nzoth91wx+9+4+kkIDiA7S8M7VY3hhcxVh/XW7xj+8gYyowKOS3/Pjgonpn5IsiDew8rcTTvgefxN0nYo/rSxhS0UHJd9ZASkIgvDfTAReggCkR+qp+MtcKtvNLHpuBw+fmz/QUBv85Qy+q7zVyJNrK/jLrwYRqddwxYQUxqaFkR6p596Vxby9q57B8cE43R5uWX6Ap5YMZmKGv7jr8sJGHlhVyqrfTSA6WMPi53disrtYNDyB6k4Lz22qYsGQWBb+czt3zs3izwvyUMplPLOxki8OtfLsxcNIj9TT3GvjsnH+RtVTsyK5YFQCJruLj/c1Yna4j7reqyamMSTeQKvJwYycKMb0rwbcUdVFUIASn89HfZeFhm4rpc1GpmVH0WFy8Nj5/unAT64fN7CC8Rt3fyew+4bb48Xt9bGlooMZOVHHHf0CWPryLlLCddy/cBCFtd24vb6Ba/puhfqbZmaKKUNBEP6niMBLEPpJkoTD7aXD5MDu8p5w35Y+Ozuruui1uojU+wusDk8Kxe1xMD3mC4YvHMqsoWPYWdWJzeXlrIJvp9YuGJlAcpiWQXHB9Fr95RqCNArajDYMAUrG95eYSA7XcuuHB5FkMhYMjuWK8SmMSwujIN7AnKe3UN5q4pFz8/EB+xt72Vvfi9vjpdPiHGhhVNFm4v7PSnnw3EEo5DL+tbWGc4Z8u4LwhaX+Hog1nRZW/nYCj64uZ8HgGMpa+vjXthrGZ4QTmaWhodvKGzvqmJsfzZxB/u+lttNCWKAKvcZfx+qZjZW8sLmKW2dnce/KEt65avT3lodICtMS2z9a9sCqUmwuD2tvmszWIx1c+XohH147loJ4A5lRejKjxDSjIAj/O0TgJfyiNffaBgIAgOWFDVwzOZX8+GMTxL9ralYkh/48+5jtPq8HydvH8CQtASo549LDMdpdPLn2MKtLWnl7WTI9PUVMzVoAgMnu5pFF+aRH6pny2EbGZ4Tzj4uGAf6g6E8ri0mL8Je2CFDJGZoYgtfrIyxQxZTMCEamhhIeqEYpl1HTaWF+QTQN3TZm5/lXC1a1m9lW2ck5z+zg/OHxPHpewVGjd9UdZs57fifdFie/m5bO85uryI0JIjRQTZwhgKlZ/sUE++p7WXWohVUHmyl7YC6SBLOe3sLCwbEsHpnAkAQDQxIM5MYE8cq2aoYmBp/wPfzLOfkDf372kuF4vf5E+oQQLbPzogcCR0EQhP81ooCq8Iu1u6abxS/s5NmLhw0ke8//x1ZGJIVy34K8//f5d1Z1cfG/vqYg3kBVu4lRKWHcPrmdypoVfNl8CY8uHs/sp7dS323lmYuG0mtzMSMnkqiggB8+OfDk2sP0Wl1sr+okK1rPpWOTGZ0SelRPSp/Px6vba9lc0cGMnMiBhuHgH+Wa8cQmAlQKRiaFMHtQFHevKCYiUM1Diwros7lY+J3RsQONvZQ2GblwtL8S/Md7G3F7fdz24UEePa+AxSMSuPbNQlaXtCEBN87I4IYZmce99l3VXbg8PiZknLhgqiAIP2/i+X3qxIiX8IuVHaPnt1PTGZEcMrBt1e8mnrbzp4TrOH94AnPzo/H5YGp2JD6fl3/sCOKzYiMLh3Vyz/wclhc2olHKueudfdicOVw1MZWlL+8iKEDJM/2jX9/15s5ahiWF0NBjw+7yMCE9nI/3NfH0kqFIkkRNp4XfvrOXv/4qnyEJBq6YkMIVE1Iw2l3c9P5+rhifQn58MJF6NdNzIvmqvJ2i+h5kMok75ubw0d4mxqWFo1IcXS/rrZ11fLyviXOHx6FWyDl3WDwujxev18ecQf5iqU8sHsLZh9tZV9pGQYLhe9+bh74sx+Jws+7myaft/RYEQfhvIAIv4RcrSKPk1tlZP9r5qzvNXDM5ldSIwIFtkiTjsfPHcvaQTmbk+oOVmf3/v/usHEL7K8WHaFWsK23l0/1NLPjOqJPV6eaBz8tYODiWL4tbuG12NpeOTeKW2VkDgZLP58Pj9fHvg9l9Vheri1uZlBnOY2sPU91uZmZeFIYAFQ+cM4g4QwCDEwxcNfHooqXfuGlmJr8aFjdQUwz8fS4vGPVtL0SdWsHe+l6GJYUMTFMez/OXDMfz0w+2C4IgnHEi8BKE06Db4uSaNwv5/fQMooI0KOUyrn69kIkZETy/dPhR+2pUCmblRdNtcXLl63v4/fQMYoMDeGZjJYFqBecOi+fXk1I51NTL79/bz6C44IHgTatSsOGWyeg1CgJUcoYlhaCQywj6TjX31IhAVt846ajXLGnuo8fiovT+2UiSxD0rirE6PYxICkGlkP1gXS2AWEPAUflw32dffQ9Wp/uE+0QHixwuQRB+mUTgJQingdvrpdfqwu7ycu2bRQRrlbz76zGEB6q/95jCA/+gz5yJ2+Ojy+LA7fFy/VR/E+1BccEsv2YcW490kBKuO+q4+P4+j/cvHHTS1/fwl+WUNhv5/PcTiQ7WcPn4FKKDNbi9PjaWt/ObyekEa5X/wXd+rI9/M/4/Os7t8bJifzOz8qII0pyeaxEEQfi5Ecn1gnCa7a3vQa2QkXec1jnfdaD0X+gDE0hN9K+OHPvQVwRplNR3W3ll2UjGpoV977FfV3dxz4piXr5sJIlh2u/d7xstfTaue6uIHquLzX+YOrB9XWkbr2yr4cVLhw+UhfipFNV1s+i5nTz4q3wuGp34wwcIgvCTE8/vUycCL0H4mahoM7G+tI1H1xxmeJKB7Ogg+mwu/nbBUOT/Voi0qM7fkPqZi4YOjID9kB1VnZjsbmbnRZ/ytVmdbpxu739Uff5UfF3dxbDEkGMS+wVB+HkSz+9TJwIvQfiJvL2rjkGxwQz+t9V/dV0WLnppF7HBGrqsTl5dNpIrXy/kzrnZTM+Jos/mIjjgxx2dsrs8R1Wqv+r1QspajGy/Y9qP+rqCIPx3Ec/vUyd+rRSEn4DL4+WBVaW8t6f+mK+VtRhp6rWhVsrYcMsU1AoZ1R1m/r7hCOtL2xhy/1qK6rqPOa66w0zXv/WT/E/UdJjJu3cNb+ysHdh2yZhEbpie8f8+tyAIwi+dSK4XhJ+AUi5j461TMAQcO3WX1r+CcVtlF2UtRnJighiWGEJRXQ8pEVouG5tManjgMced88x2xqSGcfn4FMpbjVw+PuUHr6Oxx8q7u+u5fmo6WpX/4+BIuxmPz4flO/0ep5ygNMTxtJvsROrFykVBEIR/J0a8BOEnEhMcQIBKfsz2jCg9H103lhtnZAwEYU9fMIRXlo0kLULPfQvyCNGp+NPKYp7bXDlw3PVT01ErZHxQ2MBT6yoG6nh9sq+RUX9dz/I9Dce81o6qLp7dVEVNp2Vg24ycKF6/YtT31vP6IaXNRkY/+BUfFB77eoIgCL90YsRLEH5GPixqJDtaz/CkUIYnhQ5sjw/RHpNE/2FRIzJJ4tyh8dz0/n4yo/SsL2tn/c2TuXt+7kDroEi9BoVc4o6PD7JgSOxRuVuLRyQwOTPiqN6IMpnEpIxwXt5Ww/j08KN6O56M5HAt105OY0zq96/KFARB+KUSyfWC8DPh9njJ+9MaFgyO5bHzBx93H7PDza7qLqbnRLG9shOzw41SJnH3imIeXlTAqJTQowKrb3SaHLQa7QyK85e46DQ7WLGviUvGJB13/16rk5F/Xc8VE1K4c27OwHaXx4tCJh3VD/LH1Gt1otcoj1nVKQjCz4N4fp86MdUoCKegudfGjqrOH+XcCrmM9TdP5k8naND97q56rny9kNJmI+PTwwnSKLni9ULmFcTwyOpyrE7PMcd8VNTIhEc3HLUSckNZO3/5vIzSFuNxX8egVbH5D1O5ZebRLZUmPrKRe1YWH/eYmk4L7Ub7yXyrJ8VodzHmoa94Yu3h03ZOQRCEn5oIvAThFDy5roKlL+/G6fae9nMXN/XxVVkbgervzwC4YFQCLy4dTm6s/zfLIQkG/jgvm/zYYBRyGccbF8qK1nNWfiwhum8T+c8bHs+aGycxLDHkOEf4xRoCjqmnde6wOCakRxx3/yUv7OTWDw+e4Ds8NYEqBddNTmdmbtRpO6cgCMJPTUw1CsIpaO2zU9dlYfSPkL/0p5XFvLungQP3zjpu0j2A1+tDJpM40NBLhF59Ur0Tv09FmwmHy0t+/Ikr7J+sTYfbCdWpKIg3nJbzCYLw8yee36dOBF6C8DNhd3nosTqJCT5+MNVpdjDlsU3cOiuTR9ccZtJxGnCfinOf3U63xcmm77QQEgRBOBXi+X3qxKpGQfiZ0Cjl3xt0AQSqFZyVH0NeXDAvXzaS6OD/X52sR88rwPEjTJmeyCvbamgz2rlzXs4P7ywIgvA/SARegvBfQqOU88h5BaftfOmR+tN2rpNV1mKkrst6xl9XEATh50IEXoLwX67H4mTl/iYuHJ2IWnH83LCfi+8rkyEIgvBLIVY1CsJ/uXVlbdz3WSmHGvt+6ksRBEEQfoAY8RKE/3KLhsWTGxM0UBz1ZHi8Ptxe789+hEwQBOF/jRjxEoT/cnKZdEpBF8CtHxxgxpObf6QrEgRBEL6PGPEShF+gmblRpEcG/tSXIQiC8IsjAi9B+AWalx/zU1+CIAjCL5KYahQEQRAEQThDROAlCIIgCIJwhojASxAEQRAE4QwRgZcgCIIgCMIZIgIvQRAEQRCEM0QEXoIgCIIgCGeICLwEQRAEQRDOEBF4CYIgCIIgnCEi8BIEQRAEQThDROAlCIIgCIJwhojASxAEQRAE4QwRgZcgCIIgCMIZIgIvQRAEQRCEM0QEXoIgCIIgCGeI4qe+AACfzweA0Wj8ia9EEARBEIST9c1z+5vnuPDDfhaBl8lkAiAhIeEnvhJBEARBEE6VyWQiODj4p76M/wqS72cQpnq9Xpqbm9Hr9UiS9FNfjiAIgiAIJ8Hn82EymYiNjUUmE9lLJ+NnEXgJgiAIgiD8EojwVBAEQRAE4QwRgZcgCIIgCMIZIgIvQRAEQRCEM0QEXoIgCIIgCGeICLwEQRAEQRDOEBF4CYIgCIIgnCEi8BIEQRAEQThDROAlCIIgCIJwhojASxCEU7Zs2TIkSUKSJFQqFenp6dx///243W7AX836xRdfZPTo0QQGBmIwGBgxYgRPP/00VqsVgJKSEhYtWkRycjKSJPH000//hN+RIAjCmSECL0EQ/iNz5syhpaWFI0eOcMstt3Dffffx2GOPAbB06VJuvPFGFi5cyMaNG9m/fz/33HMPK1euZO3atQBYrVZSU1N5+OGHiY6O/im/FUEQhDNGtAwSBOGULVu2jN7eXlasWDGwbdasWZhMJm666SaWLFnCihUrWLhw4VHH+Xw+jEbjMc10k5OTufHGG7nxxhvPwNULgiD8dMSIlyAIp0VAQABOp5O3336brKysY4IuAEmSjgm6BEEQfklE4CUIwv+Lz+dj/fr1rFmzhmnTpnHkyBGysrJ+6ssSBEH4WRKBlyAI/5FVq1YRGBiIRqNh7ty5LFmyhPvuuw+RvSAIgvD9FD/1BQiC8N9p6tSpPPfcc6hUKmJjY1Eo/B8nmZmZlJeX/8RXJwiC8PMkRrwEQfiP6HQ60tPTSUxMHAi6AC666CIqKipYuXLlMcf4fD76+vrO5GUKgiD8rIjASxCE02rx4sUsWbKECy+8kAcffJDCwkLq6upYtWoVM2bMYOPGjQA4nU7279/P/v37cTqdNDU1sX//fiorK3/i70AQBOHHI8pJCIJwyo5XTuK7vF4vL774Iq+88golJSUoFAoyMjK49NJLufrqqwkICKC2tpaUlJRjjp08eTKbNm36cb8BQRCEn4gIvARBEARBEM4QMdUoCIIgCIJwhojASxAEQRAE4QwRgZcgCIIgCMIZIgIvQRAEQRCEM0QEXoIgCIIgCGeICLwEQRAEQRDOEBF4CYIgCIIgnCEi8BIEQRAEQThDROAlCIIgCIJwhojASxAEQRAE4QwRgZcgCIIgCMIZIgIvQRAEQRCEM+T/APln5PLPZUhpAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sc.tl.pca(data)\n", "sc.pl.pca(data, color='leiden')" ] }, { "cell_type": "markdown", "id": "35a4bbcb", "metadata": {}, "source": [ "#### Load other necessary data\n", "**Auxilliary datasets:**
\n", "Transcription factor gene list: a list of transcription factors of interest. This list is requried for the network inference step. Data can be downloaded through pySCENIC_TF_list and TF_lists.\n", "\n", "Ranked whole genome databases: Databases ranking the whole genome of species of interest based on transcription factors in feather v2 format. Data can typically be downloaded from public databases, through cisTarget databases.\n", "\n", "Motif to TF annotation databases: Motif databases (in tbl format) serve as a reference for identifying potential TF binding sites in the genome and inferring the regulatory relationships between TFs and target genes. Data can be downloaded through Motif2TF annotations." ] }, { "cell_type": "code", "execution_count": 10, "id": "313fb32b", "metadata": {}, "outputs": [], "source": [ "tfs_fn = 'mouse_tfs.txt'\n", "database_fn = 'mm10_10kbp_up_10kbp_down_full_tx_v10_clust.genes_vs_motifs.rankings.feather'\n", "motif_anno_fn = 'motifs-v10nr_clust-nr.mgi-m0.001-o0.0.tbl'" ] }, { "cell_type": "markdown", "id": "3af8f5d7", "metadata": {}, "source": [ "### 2. Create a spagrn object\n", "pos_label is the obsm key where spots coordinates were stored." ] }, { "cell_type": "code", "execution_count": 11, "id": "0ff9b0dd", "metadata": {}, "outputs": [], "source": [ "grn = irn(data)" ] }, { "cell_type": "markdown", "id": "8d3205a6", "metadata": {}, "source": [ "[optional] set parameters..." ] }, { "cell_type": "code", "execution_count": 12, "id": "13f83012", "metadata": {}, "outputs": [], "source": [ "grn.add_params({'prune_auc_threshold': 0.05, 'rank_threshold': 9000, 'auc_threshold': 0.05})" ] }, { "cell_type": "markdown", "id": "abcde939", "metadata": {}, "source": [ "### 3. Set Ligand-Receptor data\n", "this ..." ] }, { "cell_type": "code", "execution_count": 13, "id": "1d23696d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " from to database source\n", "0 2300002M23Rik Ddr1 omnipath omnipath\n", "1 2610528A11Rik Gpr15 omnipath omnipath\n", "2 9530003J23Rik Itgal omnipath omnipath\n", "3 a Atrn omnipath omnipath\n", "4 a F11r omnipath omnipath\n", "... ... ... ... ...\n", "4981 ZNRF3 FZD4 omnipath omnipath\n", "4982 ZP3 EGFR omnipath omnipath\n", "4983 ZP3 CHRNA7 omnipath omnipath\n", "4984 ZP3 MERTK omnipath omnipath\n", "4985 ZPBP2 CD80 omnipath omnipath\n", "\n", "[10654 rows x 4 columns]\n" ] } ], "source": [ "niche_human = pd.read_csv('lr_network_human.csv')\n", "niche_mouse = pd.read_csv('lr_network_mouse.csv')\n", "# concat the databases together if you are using multiple ligand-receptors databases\n", "niches = pd.concat([niche_mouse, niche_human])\n", "print(niches)" ] }, { "cell_type": "markdown", "id": "c452c883", "metadata": {}, "source": [ "### 4. Construct the network" ] }, { "cell_type": "code", "execution_count": 17, "id": "32df5bdc", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "100%|████████████████████████████████████████████████████████████████████████████████| 3235/3235 [00:11<00:00, 280.82it/s]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Computing spatial weights matrix...\n", "Computing Moran's I...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-5:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-4:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-8:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-7:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", " File \"mtrand.pyx\", line 4641, in numpy.random.mtrand.RandomState.permutation\n", " File \"<__array_function__ internals>\", line 177, in may_share_memory\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-2:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-10:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-9:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-12:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-1:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 237, in __calc\n", " inum = (z * zl).sum()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/numpy/core/_methods.py\", line 48, in _sum\n", " return umr_sum(a, axis, dtype, out, keepdims, initial, where)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-11:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 165, in __init__\n", " self.__moments()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 213, in __moments\n", " s1 = self.w.s1\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 659, in s1\n", " t = self.sparse.transpose()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 503, in sparse\n", " self._sparse = self._build_sparse()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 603, in _build_sparse\n", " for i, neigh_list in list(self.neighbor_offsets.items()):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 1072, in neighbor_offsets\n", " self.__neighbors_0[j] = [id2i[neigh] for neigh in neigh_list]\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 1072, in \n", " self.__neighbors_0[j] = [id2i[neigh] for neigh in neigh_list]\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-3:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 182, in __init__\n", " sim = [\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 183, in \n", " self.__calc(np.random.permutation(self.z)) for i in range(permutations)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 236, in __calc\n", " zl = slag(self.w, z)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/spatial_lag.py\", line 88, in lag_spatial\n", " return w.sparse * y\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/scipy/sparse/_base.py\", line 590, in __mul__\n", " return self._mul_dispatch(other)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/scipy/sparse/_base.py\", line 528, in _mul_dispatch\n", " return self._mul_vector(other)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/scipy/sparse/_compressed.py\", line 489, in _mul_vector\n", " fn(M, N, self.indptr, self.indices, self.data, other, result)\n", "KeyboardInterrupt\n", "/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/geopandas/_compat.py:124: UserWarning: The Shapely GEOS version (3.11.4-CAPI-1.17.4) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "Process SpawnPoolWorker-6:\n", "Traceback (most recent call last):\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 315, in _bootstrap\n", " self.run()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/process.py\", line 108, in run\n", " self._target(*self._args, **self._kwargs)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 125, in worker\n", " result = (True, func(*args, **kwds))\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py\", line 48, in mapstar\n", " return list(map(*args))\n", " File \"/Users/Oreo/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py\", line 71, in _compute_i_for_gene\n", " i = Moran(x, w)\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 165, in __init__\n", " self.__moments()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/esda/moran.py\", line 213, in __moments\n", " s1 = self.w.s1\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 659, in s1\n", " t = self.sparse.transpose()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 503, in sparse\n", " self._sparse = self._build_sparse()\n", " File \"/Users/Oreo/anaconda3/envs/spagrn/lib/python3.8/site-packages/libpysal/weights/weights.py\", line 608, in _build_sparse\n", " row = np.array(row)\n", "KeyboardInterrupt\n" ] }, { "ename": "KeyboardInterrupt", "evalue": "", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[17], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mgrn\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43minfer\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdatabase_fn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2\u001b[0m \u001b[43m \u001b[49m\u001b[43mmotif_anno_fn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 3\u001b[0m \u001b[43m \u001b[49m\u001b[43mtfs_fn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 4\u001b[0m \u001b[43m \u001b[49m\u001b[43mniche_df\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mniches\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 5\u001b[0m \u001b[43m \u001b[49m\u001b[43mnum_workers\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m12\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 6\u001b[0m \u001b[43m \u001b[49m\u001b[43mlayers\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m 7\u001b[0m \u001b[43m \u001b[49m\u001b[43mlatent_obsm_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mspatial\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 8\u001b[0m \u001b[43m \u001b[49m\u001b[43mn_neighbors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m10\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\n\u001b[1;32m 9\u001b[0m \u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mmoran\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 10\u001b[0m \u001b[43m \u001b[49m\u001b[43mcluster_label\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mleiden\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/regulatory_network.py:176\u001b[0m, in \u001b[0;36mInferNetwork.infer\u001b[0;34m(self, databases, motif_anno_fn, tfs_fn, gene_list, cluster_label, niche_df, receptor_key, num_workers, save_tmp, cache, layers, model, latent_obsm_key, umi_counts_obs_key, n_neighbors, weighted_graph, rho_mask_dropouts, local, methods, operation, combine, mode, somde_k, noweights, normalize)\u001b[0m\n\u001b[1;32m 173\u001b[0m dbs \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mload_database(databases)\n\u001b[1;32m 175\u001b[0m \u001b[38;5;66;03m# 3. GRN Inference\u001b[39;00m\n\u001b[0;32m--> 176\u001b[0m adjacencies \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mspg\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdata\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 177\u001b[0m \u001b[43m \u001b[49m\u001b[43mgene_list\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mgene_list\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 178\u001b[0m \u001b[43m \u001b[49m\u001b[43mtf_list\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtfs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 179\u001b[0m \u001b[43m \u001b[49m\u001b[43mjobs\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mnum_workers\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 180\u001b[0m \u001b[43m \u001b[49m\u001b[43mlayer_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlayers\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 181\u001b[0m \u001b[43m \u001b[49m\u001b[43mmodel\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmodel\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 182\u001b[0m \u001b[43m \u001b[49m\u001b[43mlatent_obsm_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlatent_obsm_key\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 183\u001b[0m \u001b[43m \u001b[49m\u001b[43mumi_counts_obs_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mumi_counts_obs_key\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 184\u001b[0m \u001b[43m \u001b[49m\u001b[43mn_neighbors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mn_neighbors\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 185\u001b[0m \u001b[43m \u001b[49m\u001b[43mweighted_graph\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mweighted_graph\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 186\u001b[0m \u001b[43m \u001b[49m\u001b[43mcache\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcache\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 187\u001b[0m \u001b[43m \u001b[49m\u001b[43msave_tmp\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msave_tmp\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 188\u001b[0m \u001b[43m \u001b[49m\u001b[43mfn\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43mf\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mproject_name\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[38;5;124;43m_\u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mmode\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[38;5;124;43m_adj.csv\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 189\u001b[0m \u001b[43m \u001b[49m\u001b[43mlocal\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlocal\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 190\u001b[0m \u001b[43m \u001b[49m\u001b[43mmethods\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmethods\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 191\u001b[0m \u001b[43m \u001b[49m\u001b[43moperation\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43moperation\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 192\u001b[0m \u001b[43m \u001b[49m\u001b[43mcombine\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcombine\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 193\u001b[0m \u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmode\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 194\u001b[0m \u001b[43m \u001b[49m\u001b[43msomde_k\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msomde_k\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 196\u001b[0m \u001b[38;5;66;03m# 4. Compute Modules\u001b[39;00m\n\u001b[1;32m 197\u001b[0m \u001b[38;5;66;03m# ctxcore.genesig.Regulon\u001b[39;00m\n\u001b[1;32m 198\u001b[0m modules \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mget_modules(adjacencies, exp_mat, rho_mask_dropouts\u001b[38;5;241m=\u001b[39mrho_mask_dropouts, prefix\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mproject_name)\n", "File \u001b[0;32m~/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/regulatory_network.py:598\u001b[0m, in \u001b[0;36mInferNetwork.spg\u001b[0;34m(self, data, gene_list, layer_key, model, latent_obsm_key, umi_counts_obs_key, weighted_graph, n_neighbors, fdr_threshold, tf_list, save_tmp, jobs, cache, local, methods, operation, combine, somde_k, fn, mode, **kwargs)\u001b[0m\n\u001b[1;32m 595\u001b[0m hs_results \u001b[38;5;241m=\u001b[39m hs\u001b[38;5;241m.\u001b[39mcompute_autocorrelations()\n\u001b[1;32m 597\u001b[0m \u001b[38;5;66;03m# 1: Select genes\u001b[39;00m\n\u001b[0;32m--> 598\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mspatial_autocorrelation\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdata\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 599\u001b[0m \u001b[43m \u001b[49m\u001b[43mlayer_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlayer_key\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 600\u001b[0m \u001b[43m \u001b[49m\u001b[43mlatent_obsm_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlatent_obsm_key\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 601\u001b[0m \u001b[43m \u001b[49m\u001b[43mn_neighbors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mn_neighbors\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 602\u001b[0m \u001b[43m \u001b[49m\u001b[43msomde_k\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msomde_k\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 603\u001b[0m \u001b[43m \u001b[49m\u001b[43mn_processes\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mjobs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 604\u001b[0m \u001b[43m \u001b[49m\u001b[43mlocal\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlocal\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 605\u001b[0m \u001b[43m \u001b[49m\u001b[43mcache\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcache\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 606\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mmore_stats[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFDR\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;241m=\u001b[39m hs_results\u001b[38;5;241m.\u001b[39mFDR\n\u001b[1;32m 608\u001b[0m hs_genes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mselect_genes(methods\u001b[38;5;241m=\u001b[39mmethods,\n\u001b[1;32m 609\u001b[0m fdr_threshold\u001b[38;5;241m=\u001b[39mfdr_threshold,\n\u001b[1;32m 610\u001b[0m local\u001b[38;5;241m=\u001b[39mlocal,\n\u001b[1;32m 611\u001b[0m combine\u001b[38;5;241m=\u001b[39mcombine,\n\u001b[1;32m 612\u001b[0m operation\u001b[38;5;241m=\u001b[39moperation)\n", "File \u001b[0;32m~/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/regulatory_network.py:409\u001b[0m, in \u001b[0;36mInferNetwork.spatial_autocorrelation\u001b[0;34m(self, adata, layer_key, latent_obsm_key, n_neighbors, somde_k, n_processes, local, cache)\u001b[0m\n\u001b[1;32m 407\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m more_stats\n\u001b[1;32m 408\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mComputing Moran\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124ms I...\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 409\u001b[0m morans_ps \u001b[38;5;241m=\u001b[39m \u001b[43mmorans_i_p_values\u001b[49m\u001b[43m(\u001b[49m\u001b[43madata\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mWeights\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlayer_key\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlayer_key\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mn_process\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mn_processes\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 410\u001b[0m fdr_morans_ps \u001b[38;5;241m=\u001b[39m fdr(morans_ps)\n\u001b[1;32m 411\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mComputing Geary\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124ms C...\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n", "File \u001b[0;32m~/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py:114\u001b[0m, in \u001b[0;36mmorans_i_p_values\u001b[0;34m(adata, Weights, layer_key, n_process)\u001b[0m\n\u001b[1;32m 112\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 113\u001b[0m gene_expression_matrix \u001b[38;5;241m=\u001b[39m adata\u001b[38;5;241m.\u001b[39mX\u001b[38;5;241m.\u001b[39mtoarray() \u001b[38;5;28;01mif\u001b[39;00m scipy\u001b[38;5;241m.\u001b[39msparse\u001b[38;5;241m.\u001b[39missparse(adata\u001b[38;5;241m.\u001b[39mX) \u001b[38;5;28;01melse\u001b[39;00m adata\u001b[38;5;241m.\u001b[39mX\n\u001b[0;32m--> 114\u001b[0m p_values \u001b[38;5;241m=\u001b[39m \u001b[43m_morans_i_parallel\u001b[49m\u001b[43m(\u001b[49m\u001b[43mn_genes\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mgene_expression_matrix\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mWeights\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mn_processes\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mn_process\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 115\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m p_values\n", "File \u001b[0;32m~/Library/CloudStorage/OneDrive-BGIHongKongTechCo.,Limited/PycharmProjects/SpaGRN/spagrn/m_autocor.py:84\u001b[0m, in \u001b[0;36m_morans_i_parallel\u001b[0;34m(n_genes, gene_expression_matrix, w, n_processes)\u001b[0m\n\u001b[1;32m 82\u001b[0m pool_args \u001b[38;5;241m=\u001b[39m [(gene_expression_matrix[:, gene_x_id], w) \u001b[38;5;28;01mfor\u001b[39;00m gene_x_id \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(n_genes)]\n\u001b[1;32m 83\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m multiprocessing\u001b[38;5;241m.\u001b[39mPool(processes\u001b[38;5;241m=\u001b[39mn_processes) \u001b[38;5;28;01mas\u001b[39;00m pool:\n\u001b[0;32m---> 84\u001b[0m p_values \u001b[38;5;241m=\u001b[39m \u001b[43mpool\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmap\u001b[49m\u001b[43m(\u001b[49m\u001b[43m_compute_i_for_gene\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpool_args\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 85\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m np\u001b[38;5;241m.\u001b[39marray(p_values)\n", "File \u001b[0;32m~/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py:364\u001b[0m, in \u001b[0;36mPool.map\u001b[0;34m(self, func, iterable, chunksize)\u001b[0m\n\u001b[1;32m 359\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mmap\u001b[39m(\u001b[38;5;28mself\u001b[39m, func, iterable, chunksize\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m 360\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m'''\u001b[39;00m\n\u001b[1;32m 361\u001b[0m \u001b[38;5;124;03m Apply `func` to each element in `iterable`, collecting the results\u001b[39;00m\n\u001b[1;32m 362\u001b[0m \u001b[38;5;124;03m in a list that is returned.\u001b[39;00m\n\u001b[1;32m 363\u001b[0m \u001b[38;5;124;03m '''\u001b[39;00m\n\u001b[0;32m--> 364\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_map_async\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfunc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43miterable\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmapstar\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mchunksize\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py:765\u001b[0m, in \u001b[0;36mApplyResult.get\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m 764\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget\u001b[39m(\u001b[38;5;28mself\u001b[39m, timeout\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[0;32m--> 765\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwait\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 766\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mready():\n\u001b[1;32m 767\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTimeoutError\u001b[39;00m\n", "File \u001b[0;32m~/anaconda3/envs/spagrn/lib/python3.8/multiprocessing/pool.py:762\u001b[0m, in \u001b[0;36mApplyResult.wait\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m 761\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mwait\u001b[39m(\u001b[38;5;28mself\u001b[39m, timeout\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[0;32m--> 762\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_event\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwait\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/anaconda3/envs/spagrn/lib/python3.8/threading.py:558\u001b[0m, in \u001b[0;36mEvent.wait\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m 556\u001b[0m signaled \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_flag\n\u001b[1;32m 557\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m signaled:\n\u001b[0;32m--> 558\u001b[0m signaled \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_cond\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwait\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 559\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m signaled\n", "File \u001b[0;32m~/anaconda3/envs/spagrn/lib/python3.8/threading.py:302\u001b[0m, in \u001b[0;36mCondition.wait\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m 300\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m: \u001b[38;5;66;03m# restore state no matter what (e.g., KeyboardInterrupt)\u001b[39;00m\n\u001b[1;32m 301\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m timeout \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m--> 302\u001b[0m \u001b[43mwaiter\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43macquire\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 303\u001b[0m gotit \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mTrue\u001b[39;00m\n\u001b[1;32m 304\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n", "\u001b[0;31mKeyboardInterrupt\u001b[0m: " ] } ], "source": [ "grn.infer(database_fn,\n", " motif_anno_fn,\n", " tfs_fn,\n", " niche_df=niches,\n", " num_workers=12,\n", " layers=None,\n", " latent_obsm_key='spatial',\n", " n_neighbors=10, \n", " mode='moran',\n", " cluster_label='leiden')" ] }, { "cell_type": "markdown", "id": "db9108c4-fb19-4f90-b00c-bf7557efa9a2", "metadata": {}, "source": [ "## Part II. Interpreting the results\n", "The results of Gene Regulatory Network were stored in an AnnData object." ] }, { "cell_type": "code", "execution_count": 19, "id": "f2afbf39-b86b-436d-8fe0-1210beb3f135", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 50140 × 23472\n", " obs: 'annotation', 'n_genes', 'n_counts'\n", " var: 'Gene', 'n_cells', 'n_counts'\n", " uns: 'adj', 'annotation_colors', 'method', 'pca', 'receptor_dict_all', 'receptors', 'receptors_all', 'regulon_dict', 'rss'\n", " obsm: 'X_pca', 'auc_mtx', 'isr', 'rep_auc_mtx', 'spatial'\n", " varm: 'PCs'\n", " layers: 'counts'" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adata = sc.read_h5ad('spg_spagrn_gearyc.h5ad')\n", "adata" ] }, { "cell_type": "code", "execution_count": 31, "id": "ef57c05e-f510-4f49-994b-0a0de6bc4f11", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Atf2(+)': array(['Atp2b1', 'Atf2', 'Galnt13', 'Ube3a', 'Lrrc7', 'Adgrl3', 'Syt1',\n", " 'Sgcz', 'Akt3', 'Pafah1b1', 'Foxp1', 'Basp1', 'Hivep2', 'Elavl2',\n", " 'Stmn2', 'Rims2', 'Gphn', 'Stxbp5l', 'Kansl1', 'Cnksr2', 'Pja2',\n", " 'Tanc2', 'Mef2a', 'Grid2', 'Meg3', 'Fam19a2', 'Lingo2', 'Atxn1',\n", " 'Cdkl5', 'Sept7', 'Zfp385b', 'Zfp804a', 'Ntng1', 'Sntg1', 'R3hdm1',\n", " 'Ppp3cb', 'Epha6', 'Cdh8', 'Nlgn1', 'Rora', 'Zfr', 'Ttc3', 'Fgf12',\n", " 'Oxr1', 'Lrrc4c', 'Prr16', 'Dlgap1', 'Ptpn4', 'Arhgap21', 'Nbea',\n", " 'Camk2d', 'Lrfn5', 'Myh10', 'Gabrb2', 'Ralyl', 'Magi1', 'Kcnt2',\n", " 'Apba2', 'Frmpd4', 'Grm5', 'Cntn1', 'Ccser1', 'Kif1a', 'Nrn1',\n", " 'Kcnc2', 'Tenm4', 'Inpp4b', 'Bcl11a', 'Kcnj3', 'Vsnl1', 'Adgrb3',\n", " 'Pak3', 'Cadm3', 'Osbpl6', 'Ncor1', 'Dok6', 'Wdfy3', 'Efna5',\n", " 'Gria4', 'Peak1', 'Chsy3', 'Pam', 'Syndig1', 'Hecw1', 'Dpp10',\n", " 'Ppp3ca', 'Tmeff2', 'Arpp21', 'Gria2', 'Herc1', 'Snap25',\n", " 'Cacna2d1', 'Kif1b', 'Anks1b', 'Lmo4', 'Unc5d', 'Matr3', 'Csde1',\n", " 'Brinp1', 'Caln1', 'Nap1l1', 'Car10', 'Ppp1r9a', 'Cntnap2',\n", " 'Rgs17', 'Erc2', 'Arap2', 'Cltc', 'Rab6a', 'Nckap1', 'Gabra1',\n", " 'Cadps', 'Cadm2', 'Ywhaz', 'App', 'Calm2', '5730522E02Rik',\n", " 'Scn8a', 'Ppp2r2b', 'Mdga2', 'Ppm1l', 'Rims1', 'Gnas', 'Ppfia2',\n", " 'Ywhae', 'Aplp2', 'Ctnna2', 'Chd4', 'Trank1', 'Mapt', 'Rock2',\n", " 'Pcdh9', 'Sptan1', 'Dnm3', 'Mef2c', 'Fgf14', 'Camk1d', 'Sestd1',\n", " 'Psip1', 'Nkain2', 'Tcaf1', 'Atp6v1a', 'Zfp804b', 'Nucks1',\n", " 'Akap11', 'Grm1', 'Nptn', 'Ptprd', 'Ehbp1', 'Nrxn1', 'Map1a',\n", " 'Dlgap2', 'Map7d2', 'Abi2', 'Cdh6', 'Ndrg3', 'Eif4g2', 'Dock3',\n", " 'Elavl4', 'Unc80', 'Magi2', 'Epha5', 'Lrba', 'Gls', 'Xkr4',\n", " 'Ctnnd2', 'Unc79', 'Rad23b', 'Ssh2', 'Pak7', 'Pcsk2', 'Map1b',\n", " 'Ahi1', 'Plcb1', 'Sub1', 'Robo2', 'Csmd1', 'Hcn1', 'Grin2b',\n", " 'Grm7', 'Atrnl1', 'Thsd7b', 'Myrip', 'Dclk1', 'Jarid2', 'AI593442',\n", " 'Pcdh7', 'Camta1', 'Celf1', 'Rap1gds1', 'Kcnq3', 'Rtf1', 'Prkar1b',\n", " 'Hsp90ab1', 'Nefm', 'Ttll7', 'Syt7', 'Fam19a1', 'Frmd5', 'Kcnh7',\n", " 'Homer1', 'Hspa4l', 'Pkm', 'Cacnb2', 'Negr1', 'Gsk3b', 'Cacna1e',\n", " 'Tmem56', 'Dync1i1', 'Samd5', 'Nrg3', 'Ywhag', 'Serbp1', 'Map9',\n", " 'Robo1', 'Ppp3r1', 'Arf1', 'Osbpl1a', 'Fam155a', 'Tcf4', 'Mmp16',\n", " 'Dnajc6', 'Gabrg3', 'Ncam2', 'Herc3', 'Adcy8', 'Srrm2', 'Kcnq5',\n", " 'Gnao1', 'Tnik', 'Frmd4a', 'Cacna2d3', 'Pdp1', 'Pde10a', 'Stmn1',\n", " 'Fam135b', 'Eloc', 'Cyfip2', 'Rbfox1', 'Nrg1', 'Rbms3', 'Kcnd2',\n", " 'Bex2', 'Rtn3', 'Tmtc2', 'Dmxl2', 'Cntn4', 'Fam126b', 'Prkar1a',\n", " 'Snap91', 'March1', 'Pten', 'Kif21a', 'Ank2', 'Arhgef9', 'Ppp2ca',\n", " 'Kcnma1', 'Macrod2', 'Map2', 'Gabrg2', 'Lrp1b', 'Gap43', 'Man1a2',\n", " 'Ccdc136', 'Pgm2l1', 'Pacsin1', 'Lars2', 'Sv2a', 'Nrxn3', 'Grin2a',\n", " 'Cux2', 'Clstn1', 'Napb', 'Morf4l1', 'Astn2', 'Otud7a', 'Nmnat2',\n", " 'Cit', 'Atp2b2', 'Pfn2', 'Phf24', 'Adam22', 'Atl1', 'Cntn5',\n", " 'Phactr1', 'Hs6st3', 'Thy1', 'Rtn4', 'Clasp2', 'Dlgap4', 'Dcc',\n", " 'Slc24a2', 'Fgfr2', 'Pclo', 'Kcna2', 'Lsamp', 'Syne1', 'Park2',\n", " 'Prkcd', 'Cdk14', 'Snrpn', 'Grik2', 'Hdac9', 'Efr3a', 'Elavl3',\n", " 'Ywhab', 'Asap1', 'Rtn1', 'Tmod2', 'Zc3h7a', 'Celf2', 'Cd44',\n", " 'Eef1a2', 'Pak1', 'Pnisr', 'Cacnb4', 'Dnaja1', 'Nrip3', 'Cdc42bpa',\n", " 'Set', 'Rasgef1b', 'Dst', 'Slc25a4', 'Dmd', 'Cacna1a', 'Syn2',\n", " 'Pde1a', 'Rgs7bp', 'Plcxd2', 'Ghitm', 'Gabrb3', 'Rfx7', 'Atp6v1b2',\n", " 'Evi5', 'Oxct1', 'Rasgrp1', 'Dgki'], dtype=object),\n", " 'Atf4(+)': array(['Slc25a3', 'Sult4a1', 'Tspyl1', 'Ndufb2', 'Chgb', 'Cycs', 'Cds1',\n", " 'Scn1b', 'Ptprs', 'Map1lc3a', 'Slc6a17', 'Gabra1', 'Ap2s1',\n", " 'Rab6a', 'Atp6v0b', 'Hint1', 'Nsg1', 'Stxbp1', 'Gnas', 'Stmn1',\n", " 'Tspan7', 'Gabarapl1', 'Mat2b', 'Tmem59l', 'Faim2', 'Scamp5',\n", " 'Sst', 'Ociad1', 'Gde1', 'Dnm1', 'Gnb1', 'Vgf', 'Ttc9b', 'Cox4i1',\n", " 'Nat8l', 'Dctn3', 'Kif1a', 'Ndrg4', 'Cox5a', 'Rab3c', 'Cpe',\n", " 'Hsp90b1', 'Med26', 'Slc3a1', 'Cspg5', 'Nap1l5', 'Maged1',\n", " 'Spock2', 'Tbc1d9', 'Tbca', 'Slc25a4', 'Pitpna', 'Clstn3', 'Kif5a',\n", " 'Sod1', 'Bsg', 'Cox5b', 'Atp5j', 'Scg5', 'Atp1a3', 'Myl12b',\n", " 'Prkacb', 'Pcp4', 'Vamp2', 'Slc32a1', 'Usmg5', 'Syp', 'Rap1gds1',\n", " 'Osbpl1a', 'Mgst3', 'Nceh1', 'Arpc4', 'Lgi2', 'Cadm3', 'Mdh1',\n", " 'Atf4', 'Sept8', 'Atp5f1', 'Atp6ap2', 'Atp6v0e2', 'Stmn2', 'Ywhag',\n", " 'Atp1b1', 'Ndufc2', 'Ldhb', 'Hras', 'Stmn3', 'Caly'], dtype=object),\n", " 'Bcl11a(+)': array(['Kmt2e', 'Mpped2', 'Tanc2', 'Meg3', 'Atf2', 'Satb1', 'Cdk17',\n", " 'Slitrk5', 'Atp2b1', 'Stmn2', 'Cnksr2', 'Zfr', 'Syt1', 'Stxbp5l',\n", " 'Akt3', 'Sgcz', 'Ube3a', 'Rims2', 'Kcnt2', 'Ppp1r12a', 'Ttc3',\n", " 'Gnas', 'Fbxw7', 'Lrrc7', 'Wasf1', 'Foxp1', 'Sept7', 'Atxn1',\n", " 'Tceal3', 'Cdkl5', 'Pafah1b1', 'Grm8', 'Mef2a', 'Pja2', 'Nrn1',\n", " 'Galnt13', 'Frmpd4', 'Epha6', 'Dab1', 'Vamp2', 'Trpc4', 'Gabrb2',\n", " 'Snca', 'Kcnf1', 'Acsl4', 'Ppp3cb', 'Adgrl3', 'R3hdm1', 'Auts2',\n", " 'Pak3', 'Slc39a10', 'March6', 'Gnb2', 'Fut9', 'Lmo4', 'Exd2',\n", " 'Dapk1', 'Erc2', 'Nbea', 'Rab6a', 'Calm2', 'Hspa8', 'Cadm1',\n", " 'Ccser1', 'Anks1b', 'Kansl1', 'Ssbp2', 'Basp1', 'Prmt8', 'Sntg1',\n", " 'Abi2', 'Cntn1', 'Gria2', 'Nlk', 'Tox', 'Apba2', 'Ppp3ca',\n", " 'Sipa1l1', 'Mctp1', 'Ppp3r1', 'Kcnj3', 'Bcl11a', 'Sub1', 'Magi2',\n", " 'Mapt', 'Cntnap2', 'Adgrb3', 'Hecw1', 'Scn8a', 'Ctnnd2', 'Ncoa7',\n", " 'Camta1', 'Rock2', 'Ptprs', 'Morf4l2', 'Ndrg3', 'Brinp1', 'Cadps',\n", " 'Oxr1', 'Nlgn1', 'Ehbp1', 'Dpp10', 'Csmd2', 'Hprt', 'Unc80',\n", " 'Chsy3', 'Pls3', 'Ywhae', 'Serpini1', 'Hivep2', 'Gabra2', 'Ube2w',\n", " 'Kcnma1', 'Nap1l1', 'Mef2c', 'Cdc42', 'Psd3', 'Tspan7', 'Camkv',\n", " 'Chrm1', 'Rab26', 'Osbpl6', 'Zfp365', 'Nrxn1', 'Lrrc4c', 'Unc79',\n", " 'Atp6v1a', 'Pak7', 'Gabra4', 'Ywhag', 'Prkacb', 'Dlgap1', 'Trank1',\n", " 'App', 'Thrb', 'Cadm2', 'Sh3rf1', 'Nrxn3', 'Vgf', 'Capza2',\n", " 'Map1b', 'Mapk8', 'Cltc', 'Etv1', 'Unc5d', 'Celf5', 'Elavl4',\n", " 'Bcl11b', 'Rtn3', 'Cnih2', 'Kcnq3', 'Car10', 'Actr3', 'Dock3',\n", " 'Prkar1b', 'Herc1', 'Maged1', 'Slc22a17', 'Nckap1', 'Hnrnpk',\n", " 'Ppp1r9a', 'Tceal6', 'Cacna2d3', 'Glrb', 'Cttnbp2', 'Setbp1',\n", " 'Rims1', 'Fgf12', 'Dnajc6', 'Arf3', 'Agap2', 'Grm7', 'Robo2',\n", " 'Fgf14', 'Epha5', 'Adgrl1', 'Nrcam', 'Fam19a1', 'Efna5', 'Cplx2',\n", " 'Sptbn4', 'Gnao1', 'Grm5', 'Cacna2d1', 'Nck2', 'Adgrb2',\n", " '5730522E02Rik', 'Snap25', 'Cacna1e', 'Stmn4', 'Dlgap2', 'Gls',\n", " 'Btbd10', 'Grin2a', 'Matr3', 'Ctnna2', 'Nptn', 'Dlg3', 'Hsp90ab1',\n", " 'Grin2b', 'Psip1', 'Tcf4', 'Ppm1l', 'Cdk5r2', 'Syp', 'Nrg3',\n", " 'Epha7', 'Adgrb1', 'Homer1', 'Atxn10', 'Ptpra', 'Pacsin1',\n", " 'Sptan1', 'Ldb2', 'Runx1t1', 'Mdga2', 'Ppp2r2b', 'Myh10', 'Syne1',\n", " 'Trim32', 'Sqstm1', 'Otud7a', 'Atrnl1', 'Gpm6b', 'Ppp2ca',\n", " 'Mir124a-1hg', 'Fam171b', 'Stmn1', 'Nucks1', 'Nrg1', 'Slc35f1',\n", " 'Rap1gds1', 'Mlf2', 'Kcnab1', 'Flrt2', 'Itpr1', 'Chl1', 'Phactr1',\n", " 'Esyt2', 'Ssh2', 'Mtcl1', 'Srcin1', 'Trim9', 'Ptprd', 'Pcsk2',\n", " 'Kcnh5', 'Camk2b', 'Dmxl2', 'Caly', 'Ptms', 'Ank2', 'Dlc1',\n", " 'Sphkap', 'Mllt11', 'Crmp1', 'Hs3st4', 'Syngap1', 'Dlgap4',\n", " 'Gpm6a', 'Meis2', 'Slit3', 'Slc25a4', 'Hpca', 'Pdlim7', 'Necab1',\n", " 'Lingo1', 'Csmd1', 'Bex2', 'Osbpl1a', 'Arhgef9', 'Ywhaz',\n", " 'Neurod2', 'Dock4', 'Etv5', 'Ywhah', 'Slc17a7', 'Large1', 'Cacnb4',\n", " 'Kcnq5', 'Hcn1', 'Tceal5', 'Serbp1', 'Ube2e2', 'Atp6v0a1',\n", " 'Cacna1d', 'Ogfrl1', 'Pfn2', 'Dlg2', 'Gabra1', 'Atp6v1c1',\n", " 'Atp1a3', 'Cabp1', 'Tlcd2', 'Plxna4', 'Tcaf1', 'Tsc22d1', 'Adcy2',\n", " 'Fam155a', 'Gabrg3', 'Gabrg2', 'Syn2', 'Sptbn2', 'Thra', 'Ncdn',\n", " 'Syt13', 'Napb', 'Dnm1', 'Cpne8', 'Gabra5', 'Arpp21', 'Tpm3',\n", " 'Srrm2', 'Dmd', 'Tspan13', 'Nwd2', 'Snrpn', 'Prkcg', 'Gria3',\n", " 'Enc1', 'Ralyl', 'Herc3', 'Nkain2', 'Stxbp1', 'Mapre3', 'Npr3',\n", " 'Plcb1', 'Pgm2l1', 'Akap11', 'Kcnd2', 'Fam49b', 'Fhl2', 'Efhd2',\n", " 'Ppfia2', 'Tmsb4x', 'Usp46', 'Crtac1', 'Nol4', 'Syt7', 'Etl4',\n", " 'Lingo2', 'Lmtk2', 'Sprn', 'Cntn4', 'Map2k1', 'Pclo', 'Gdi1',\n", " 'Hpcal4', 'Serp2', 'St3gal5', 'Chn1', 'Khdrbs2', 'Efr3a', 'Thsd7b',\n", " 'Snn', 'Fry', 'Plekha5', 'Tagln3', 'Spink8', 'Kcnmb4', 'Celf1',\n", " 'Ttc9b', 'Eif1', 'Tomm70a', 'Dmtn', 'Cacna1a', 'B4galt6', 'Cnrip1',\n", " 'Macrod2', 'Madd', 'Eef1a2', 'Ssb', 'Pcdh7', 'Negr1', 'Dync1i1',\n", " 'Pak1', 'Nsf', 'Mff', 'Gng13', 'Ociad1', 'Pde10a', 'Lmo7',\n", " 'Rgs7bp', 'Ube2ql1', 'Rnf150', 'Itm2c', 'Cacnb3', 'Fnbp1l',\n", " 'Lrfn5', 'Camk2a', 'Kcnb1', 'Chst1', 'Camk2n1', 'Grik5', 'Svop',\n", " 'Rtn1', 'Akap8l', 'Arpc2', 'Lrba', 'Ptprn2', 'Itm2b', 'Atp6v1b2',\n", " 'Mycbp2', 'Abhd12', 'Psma1', 'Hs6st3', 'Mtpn', 'Rgs6', 'Camta2',\n", " 'Fscn1', 'Kctd16', 'Tenm2', 'Nptxr', 'Syn1', 'Phf24', 'Slc12a5',\n", " 'Cox6c', 'Slc1a1', 'D430041D05Rik', 'Camkk2', 'Chn1os3', 'Pkm',\n", " 'Tusc3', 'Epha4', 'Oxct1', 'Dkk3', 'Map9', 'Cpne6', 'Eif3e',\n", " 'Atp5a1', 'Dgkh', 'Calm1', 'Ddn', 'Celsr2', 'Shank2', 'Nptx1',\n", " 'Rapgef4', 'Grik3', 'Fxyd7', 'Olfm1', 'Ngef', 'Sorbs2', 'Arhgap26',\n", " 'Prnp', 'Sidt1', 'Fam126b', 'Pde4d', 'Adam22', 'Tenm4', 'Kcnip4',\n", " 'Hivep3', 'Ube2b', 'Ncald', 'Prickle1', 'Agbl4', 'Dnaja1', 'Stmn3',\n", " 'Tcf25', 'Pitpna', 'Unc13b', 'Tshz2', 'Thy1', 'Rap2b', 'Shank1',\n", " 'Dbn1', 'Sorl1', 'Syt11', 'C1qtnf4', 'Dynll1', 'Pfkp', 'Rasl11b',\n", " 'Hlf', 'Dgkg', 'Mapk10', 'Eif4g3', 'Ppp1r1a', 'Ckmt1',\n", " 'C230004F18Rik', 'Klhl2', 'Caln1', 'Synpo', 'Med26', 'Slit1',\n", " 'Msra', 'Actn1', 'Slc24a2', 'Syt16', 'Ap2b1', 'Elmod1', 'Nrgn',\n", " 'Myo5a', 'Rasgrp1', 'Tspan5', 'Cpne5', 'Tubb2a', 'Tubb5',\n", " 'Tmem158', 'Camk4', 'Nedd4l', 'Atpif1', 'Asic2', 'Cpne7', 'Kif5c',\n", " 'Coro1a', 'Snx10', 'Dgkz', 'Gpr158', 'Vsnl1', 'Ypel3', 'Prkce',\n", " 'Tmem181a', 'Atp2b2', 'Atp6ap2', 'Ap2s1', '2010300C02Rik', 'Uchl1',\n", " 'Aak1', 'Hk1', 'Sult4a1', 'R3hdm2', 'Snap91', 'Cyfip2', 'Lrrtm4',\n", " 'Ksr1', 'Mapk8ip2', 'Myt1l', 'Prkcb', 'Kcnh7', 'Ids', 'Foxg1',\n", " 'Dclk1', 'Plppr2', 'Cox6b1', 'Evi5', 'Tmsb10', 'Mapk1', 'Rbfox1',\n", " 'Rtf1', 'Tpi1', 'Idh3a', 'Mmp17', 'Lancl1', 'Miat', 'Ptprn',\n", " 'Actr2', 'Tspyl1', 'Selenow', 'Exoc5', 'Map2', 'Atp5g3', 'Gas7',\n", " 'Rasgrf1', 'Sgip1', 'Arfgef3', 'Ghitm', 'Ubb', 'Egfem1', 'Ksr2',\n", " 'Cers6', 'Micu3', 'Serinc1', 'Rapgefl1', 'Tnrc6c', 'Rasgef1b',\n", " 'Mef2d', 'Scai', 'Phyhip', 'Rheb', 'Prickle2', 'Arhgef25', 'Pde1a',\n", " 'Stum', 'Ext1', 'Actr3b', 'Chd5', 'Tmem132d', 'Dip2c', 'Sox5',\n", " 'Eif4a2', 'Fbxl16', 'Sptbn1', 'Gabbr2', 'Megf9', 'Gabarapl1',\n", " 'Rasgef1a', 'Nsg2', '4930481A15Rik', 'Junb', 'Sort1', 'Trim2',\n", " 'Fam135b', 'Ywhab', 'Mgst3', 'Frrs1l', 'Ephx4', 'Slc6a17',\n", " 'Fam49a', 'Ptk2', 'Arf1', 'Mkl2', 'Celf2', 'Trio', 'Gnaq', 'Lamp5',\n", " 'Ppia', 'Dtnb', 'Rnf14', 'Fars2', 'Sh3rf3', 'Klc1', 'Ryr2',\n", " 'Cdkl2', 'Rab2a', 'March1', 'Arpp19', 'Lpgat1', 'Clstn1', 'Kcnip3',\n", " 'Ptprg', 'Tpm1', 'Eno1', 'Ppp1r2', 'Gabrb3', '1700020I14Rik',\n", " 'Tub', 'Mal2', 'Pi4ka', 'Skp1a', 'Sun1', 'Rbfox3', 'Atp5j',\n", " 'Ndufa4', 'Rgs7', 'Sh3gl2', 'Actb', 'Ubqln2', 'Nell2', 'Arhgap44',\n", " 'Rtn4', 'Kcnh1', 'Ak5', 'Psma3', 'Stim2', 'Plk2', 'Add2', 'Vdac1',\n", " 'Hint1', 'Apbb1', 'Ptk2b', 'Mpped1', 'Synj1', 'Hsp90aa1', 'Gnb1',\n", " 'Nos1ap', 'Egr1', 'Syngr1', 'Agtpbp1', 'Ryr3', 'Calm3', 'Atp1a1',\n", " 'Ldha', 'Plppr4', 'Tmx4', 'Ppp2r1a', 'Sgcd', 'Brk1', 'Satb2',\n", " 'Galnt9', 'Dctn6', 'A830018L16Rik', 'Adcy1', 'Cobl', 'Gria1',\n", " 'Chrm3', 'Npy', 'Arl15', 'Kcnv1', 'Ntrk3', 'Plxna2', 'Amph',\n", " 'Atl1', 'Cap2', 'Cnih3', 'Diras2', 'Cadps2', 'Dusp14', 'Nuak1',\n", " 'Trim37', 'Rab15', 'Ppp2r2c', 'Kcnj4', 'Ankrd33b', 'Slc15a3',\n", " 'Nov', 'Ndst3', 'Pex5l', 'Nyap2', 'Mat2b', 'Arpc5', 'Sec14l1',\n", " 'Mmd', 'Snph', 'Fam81a', 'Unc13a', 'Vopp1', 'Celf4', 'Kcnq2',\n", " 'Ier5', 'Rmnd5b'], dtype=object),\n", " 'Bcl6(+)': array(['Nwd1', 'Nfia', 'Wdr17', 'Zbtb20', 'Nrxn1', 'Lsamp', 'Ptprz1',\n", " 'Atp1a2', 'Gpc5', 'Lama2', 'Appl2', 'Bcl6', 'Slc1a2'], dtype=object),\n", " 'Bnc2(+)': array(['Bmp7', 'Fmod', 'Atp1a2', 'Atp13a5', 'Alcam', 'Adam12', 'Igf2',\n", " 'Stra6', 'Trpm3', 'Sdk1', 'Rcsd1', 'Tbx15', 'Notch2', 'Slc26a2',\n", " 'Bmp6', '1500015O10Rik', 'Car13', 'Gjb2', 'Pear1', 'Slc6a20a',\n", " 'Mpzl2', 'Gm5860', 'Cdh1', 'Fn1', 'Slc13a4', 'Dapl1', 'Slc13a3',\n", " 'Ptgds', 'Prdm6', 'Lbp', 'Col6a2', 'Foxc2'], dtype=object),\n", " 'Cebpb(+)': array(['Neurod2', 'C1ql2', 'Olfm1', 'Ppp3ca', 'Hpca', 'Rfx3', 'Snca',\n", " 'Wasf1', 'Sema5a', 'Prox1', 'Calm2', 'Ppfia2', 'Bex2', 'Camk2b',\n", " 'Pter', 'C1ql3', '2010300C02Rik', 'Dsp', 'Ppp1r1a', 'Nrgn',\n", " 'Cpne6', 'Chn1', 'Dgkh', 'Dynll1', 'Rps7', 'Cebpb', 'Tmsb4x',\n", " 'Ncdn'], dtype=object),\n", " 'Cebpd(+)': array(['Fam163b', 'Dsp', 'Rfx3', 'Dock10', 'Ahcyl2', 'Nr3c2'],\n", " dtype=object),\n", " 'Dbp(+)': array(['Gpr162', 'Atp1a2', 'Kcnv1', 'Ptn', 'Slc1a2', 'Plec', 'Rorb',\n", " 'Dbp', 'Nr2f1', 'Clu', 'Fzd3', 'Itm2c', 'Olfm1', 'Pld3', 'Cdk5r2',\n", " 'Camkv', 'Cst3', 'Ttyh1', 'Apoe', 'Gpm6b', 'Fxyd7', 'Ddn',\n", " 'Shank1', 'Prnp', 'Itpka', 'Bsn', 'Bcan', 'Gja1', 'Synpo',\n", " 'Hpcal4', 'Slc1a3', 'Atp2b4', 'Napa', '1110008P14Rik', 'Tsc22d1',\n", " 'Klc1', 'Thra', 'Cck', 'Satb2', 'Lamp5', 'Nptn', 'Tbc1d9', 'Id2',\n", " 'Gapdh', 'Fam107a', 'Camk2n1', 'Cabp1', 'Cx3cl1', 'Slc2a1',\n", " 'Htra1', 'Stmn4', 'Psap', 'Sparcl1', 'Sirpa', 'Pcdhga1', 'Scg5',\n", " 'Gpr37l1', 'Pcsk1n'], dtype=object),\n", " 'Dlx1(+)': array(['Dlx1as', 'Dlx6os1', 'Cnr1', 'Gad1', 'Grip1', 'Tcf4', 'Maf',\n", " 'Dner', 'Nxph1', 'Dlx1', 'Rpp25', 'Adarb2', 'Erbb4', 'Gad2',\n", " 'Vstm2a', 'Synpr', 'Serpini1', 'Vip', 'Npy', 'Cck', 'Pcdha1',\n", " 'Slc6a1', 'Sst', 'Fxyd6', 'Slc32a1'], dtype=object),\n", " 'Ebf1(+)': array(['Acta2', 'Tcf7l2', 'Igfbp7', 'Cntnap2', 'Rbms3', 'Slc17a6',\n", " 'Atp13a5'], dtype=object),\n", " 'Egr1(+)': array(['Meg3', 'Satb1', 'Cdk17', 'Atp2b1', 'Stmn2', 'Cnksr2', 'Zfr',\n", " 'Syt1', 'Stxbp5l', 'Ttc3', 'Fbxw7', 'Lrrc7', 'Wasf1', 'Foxp1',\n", " 'Sept7', 'Cdkl5', 'Pja2', 'Nrn1', 'Vamp2', 'Snca', 'Ppp3cb',\n", " 'R3hdm1', 'Slc39a10', 'March6', 'Gnb2', 'Lmo4', 'Nbea', 'Rab6a',\n", " 'Calm2', 'Anks1b', 'Basp1', 'Prmt8', 'Abi2', 'Cntn1', 'Gria2',\n", " 'Nlk', 'Gabbr1', 'Cadm3', 'Apba2', 'Ppp3ca', 'Acvr1b', 'Ppp3r1',\n", " 'Kcnj3', 'Bcl11a', 'Sub1', 'Hecw1', 'Scn8a', 'Rock2', 'Ptprs',\n", " 'Ndrg3', 'Brinp1', 'Cadps', 'Oxr1', 'Nlgn1', 'Dpp10', 'Hprt',\n", " 'Ywhae', 'Serpini1', 'Hivep2', 'Kcnma1', 'Nap1l1', 'Mef2c', 'Psd3',\n", " 'Tspan7', 'Camkv', 'Chrm1', 'Sept11', 'Nrxn1', 'Unc79', 'Mark1',\n", " 'Atp6v1a', 'Gabra4', 'Ywhag', 'Prkacb', 'Dlgap1', 'App', 'Cadm2',\n", " 'Vgf', 'Egr3', 'Celf5', 'Nckap5', 'Rad23b', 'Rtn3', 'Kcnq3',\n", " 'Car10', 'Slc30a4', 'Prkar1b', 'Herc1', 'Nckap1', 'Hnrnpk',\n", " 'Ppp1r9a', 'Tceal6', 'Glrb', 'Rims1', 'Fgf12', 'Higd1a', 'Spred1',\n", " 'Arf3', 'Robo2', 'Adgrl1', 'Nrcam', 'Nrxn2', 'Gnao1', 'Cacna2d1',\n", " '5730522E02Rik', 'Snap25', 'Stmn4', 'Slitrk1', 'Gls', 'Trhde',\n", " 'Ovol2', 'Btbd10', 'Grin2a', 'Matr3', 'Nptn', 'Dlg3', 'Hsp90ab1',\n", " 'Grin2b', 'Tcf4', 'Cdk5r2', 'Syp', 'Adgrb1', 'Homer1', 'Sptan1',\n", " 'Trim32', 'Gpm6b', 'Ppp2ca', 'Mir124a-1hg', 'Fam171b', 'Stmn1',\n", " 'Rap1gds1', 'Mlf2', 'Itpr1', 'Phactr1', 'Ssh2', 'Trim9', 'Ptprd',\n", " 'Pcsk2', 'Fzd3', 'Camk2b', 'Caly', 'Ptms', 'Kif1a', 'Ank2',\n", " 'Mllt11', 'Crmp1', 'Syngap1', 'Dlgap4', 'Gpm6a', 'Slc25a4', 'Hpca',\n", " 'Ptn', 'Necab1', 'Lingo1', 'Csmd1', 'Bex2', 'Osbpl1a', 'Clip3',\n", " 'Ywhaz', 'Etv5', 'Ywhah', 'Slc17a7', 'Cacnb4', 'Tceal5', 'Pfn2',\n", " 'Ncan', 'Gabra1', 'Ildr2', 'Atp6v1c1', 'Atp1a3', 'Cabp1',\n", " 'Tsc22d1', 'Lrrc40', 'Gabrg2', 'Syn2', 'Sptbn2', 'Syt13', 'Napb',\n", " 'Dnm1', 'Tmem50a', 'Tmem151a', 'Arpp21', 'Tspan13', 'Nwd2',\n", " 'Snrpn', 'Prkcg', 'Gria3', 'Enc1', 'Iqsec2', 'Prkar1a', 'Stxbp1',\n", " 'Kcnv1', 'Plcb1', 'Pgm2l1', 'Fam49b', 'Efhd2', 'Usp46', 'Syt7',\n", " 'Clstn3', 'Pclo', 'Hpcal4', 'Serp2', 'St3gal5', 'Chn1', 'Efr3a',\n", " 'AI593442', 'Stx1b', 'Tagln3', 'Celf1', 'Ttc9b', 'Eif1', 'Tomm70a',\n", " 'Dmtn', 'Cacna1a', 'Ppp1r9b', 'Madd', 'Eef1a2', 'Negr1', 'Pak1',\n", " 'Nsf', 'Gng13', 'Pde10a', 'Rgs7bp', 'Ube2ql1', 'Itm2c', 'Cacnb3',\n", " 'Lrfn5', 'Camk2a', 'Kcnb1', 'Chst1', 'Pantr1', 'Camk2n1', 'Svop',\n", " 'Rtn1', 'Akap8l', 'Arpc2', 'B3galt2', '1190002N15Rik', 'Itm2b',\n", " 'Pitpnm3', 'Atp6v1b2', 'Abhd12', 'Hs6st3', 'Mtpn', 'Camta2',\n", " 'Fscn1', 'Tenm2', 'Nptxr', 'Syn1', 'Phf24', 'Cox6c', 'Camkk2',\n", " 'Chn1os3', 'Pkm', 'Nr2f1', 'Tusc3', 'Epha4', 'Oxct1', 'Dkk3',\n", " 'Atp5a1', 'Calm1', 'Celsr2', 'Shank2', 'Nptx1', 'Fxyd7', 'Olfm1',\n", " 'Ngef', 'Sorbs2', 'Arhgap26', 'Prnp', 'Sidt1', 'Adam22', 'Kcnip4',\n", " 'Pdp1', 'Epop', 'Ube2b', 'Ncald', 'Prickle1', 'Dnaja1', 'Stmn3',\n", " 'Tcf25', 'Pitpna', 'Igfbp4', 'Thy1', 'Shank1', 'Slc1a2', 'Nrsn1',\n", " 'Sorl1', 'Eif5a', 'Syt11', 'C1qtnf4', 'Dynll1', 'Pfkp', 'Rasl11b',\n", " 'Hlf', 'Tbc1d30', 'Mapk10', 'Dlk2', 'Ppp1r1a', 'Ckmt1', 'Synpo',\n", " 'Sgtb', 'Slc24a2', 'Nrgn', 'Myo5a', 'Rasgrp1', 'Tspan5', 'Tubb2a',\n", " 'Tubb5', 'Dlg1', 'Smim13', 'Camk4', 'Mir9-3hg', 'Atpif1', 'Asic2',\n", " 'Kif5c', 'Dgkz', 'Vsnl1', 'Ypel3', 'Hs3st2', 'Prkce', 'Tmem181a',\n", " 'Atp2b2', 'Atp6ap2', 'Ap2s1', '2010300C02Rik', 'Uchl1', 'Aak1',\n", " 'Sult4a1', 'Atp8a1', 'R3hdm2', 'Snap91', 'Cyfip2', 'Myt1l',\n", " 'Prkcb', 'Ids', 'Foxg1', 'Dclk1', 'Gfra2', 'Tmsb10', 'Mapk1',\n", " 'Tpi1', 'Idh3a', 'Miat', 'Ptprn', 'Actr2', 'Selenow', 'Kif5a',\n", " 'Gas7', 'Arfgef3', 'Ubb', 'Igfbp6', 'Micu3', 'Serinc1', 'Rasgef1b',\n", " 'Mef2d', 'Jph3', 'Arhgef25', 'Pde1a', 'Actr3b', 'Golga7b',\n", " 'Eif4a2', 'Fbxl16', 'Sptbn1', 'Gabbr2', 'Gabarapl1', 'Rasgef1a',\n", " 'Cds1', 'Tacc1', 'Nsg2', 'Junb', 'Sort1', 'Ywhab', 'Mgst3',\n", " 'Frrs1l', 'Ephx4', 'Rtn4', 'Unc13a', 'Tpm1', 'Nr4a1', 'Calm3',\n", " 'Tsnax', 'Ppme1', 'Eno2', 'Fam212b', 'Slc8a2', 'Cnih3', 'Baiap2',\n", " 'Ndrg4', 'Scamp5', 'Ppp2r2c', 'Syt4', 'Plxna2', 'Fabp3', 'Atp6ap1',\n", " 'Adcy1', 'Kcnh1', 'Fam49a', 'Rab15', 'Dctn2', 'Psma3', 'Celf2',\n", " 'Camk2g', 'Kctd17', 'Ctsb', 'Atp1a1', 'Fam131a', 'Copg2', 'Mmd',\n", " 'Nme1', '2010107E04Rik', 'Neurod6', 'Apbb1', 'Clstn1', 'Tyro3',\n", " 'Strn4', 'Actr1b', 'Cyb5a', 'Rbfox3', 'Opcml', 'Ldhb', 'Khdrbs3',\n", " 'Nat8l', 'Kcnj4', 'Mdh1', 'Mical2', 'Tmem38a', 'Tmem178',\n", " 'Sec14l1', 'Grin1', 'Atp1b1', 'Zbtb18', 'Arf1', 'Rprm', 'Lamp5',\n", " 'Ptk2', 'Cap2', 'Mkl2', 'Slc6a17', 'Diras2', 'Gabrb3', 'Fars2',\n", " 'Tbc1d9', 'Slc30a3', 'Arpp19', 'Pi4ka', 'Atp5j', 'Agtpbp1', 'Eno1',\n", " 'Ptk2b', 'Rangap1', 'Ppia', 'Gnaq', 'Eif4h', 'Ryr2', 'Rab6b',\n", " 'Tppp', '1700020I14Rik', 'Lancl2', 'Mat2b', 'Ppp2r1a', 'Fam81a',\n", " 'Vopp1', 'Pnrc1', 'Nell2', 'Sh3gl2', 'Celf4', 'Kcnq2', 'Nos1ap',\n", " 'Gnb1', 'Rgs7', 'Ppp5c', 'Napa', 'Cacng3', 'Ppm1k', 'Itpka',\n", " 'Klc1', 'Adap1', 'Tuba1a', 'Egr1', 'Slc25a3', 'Ndufa4', 'Scg5',\n", " 'Cx3cl1', 'Plk2', 'Ttc7b', 'Stx1a', 'Rap1gap2', 'Syngr1', 'Myl12b',\n", " 'Tmem59l', 'Brk1', 'Sept8', 'Spock1', 'Gapdh', 'Kifap3', 'Faim2',\n", " 'Sirpa', 'Ccl27a', 'Gda', 'Kalrn', 'Cfl1', 'Tbc1d24', 'Rnf187',\n", " 'Sncb', 'Tbr1', 'Arpc4', 'Rnf112', 'Clcn4', 'Tuba4a', 'Crip2',\n", " 'Atp6v1d', 'Car11', 'Eid1', 'Rph3a', 'Cyp46a1', 'Pcdha1', 'Pgbd5',\n", " 'Tuba1b', 'Grina', 'Hras', 'Atp2a2', 'Ddx5', 'Satb2', 'Flrt2',\n", " 'Efna5', 'Dlgap3', 'Cux2', 'Kctd1', 'Galnt9', 'Tshz3', 'Pcdh10',\n", " 'Rorb', 'Ddit4l', 'Kcnmb4', 'Pak7', 'Kcnt2', 'Dact2', 'Ankrd33b'],\n", " dtype=object),\n", " 'Egr3(+)': array(['Tanc2', 'Meg3', 'Slitrk4', 'Cdk17', 'Atp2b1', 'Cnksr2', 'Syt1',\n", " 'Ttc3', 'Fbxw7', 'Wasf1', 'Tceal3', 'Cdkl5', 'Pja2', 'Nrn1',\n", " 'Vamp2', 'Snca', 'Ppp3cb', 'Slc39a10', 'Lmo4', 'Dapk1', 'Erc2',\n", " 'Nbea', 'Rab6a', 'Calm2', 'Anks1b', 'Basp1', 'Prmt8', 'Abi2',\n", " 'Gria2', 'Gabbr1', 'Cadm3', 'Apba2', 'Ppp3ca', 'Sipa1l1', 'Acvr1b',\n", " 'Ppp3r1', 'Kcnj3', 'Sub1', 'Ptprs', 'Ndrg3', 'Brinp1', 'Nlgn1',\n", " 'Ywhae', 'Kcnma1', 'Mef2c', 'Cdc42', 'Tspan7', 'Camkv', 'Chrm1',\n", " 'Pdcd4', 'Nrxn1', 'Atp6v1a', 'Ywhag', 'Prkacb', 'Map1a', 'Dlgap1',\n", " 'App', 'Cadm2', 'Nrxn3', 'Vgf', 'Zfand5', 'Capza2', 'Egr3',\n", " 'Celf5', 'Nckap5', 'Cnih2', 'Anp32a', 'Car10', 'Prkar1b',\n", " 'Slc22a17', 'Nckap1', 'Hnrnpk', 'Ppp1r9a', 'Arf3', 'Shisa7',\n", " 'Nrcam', 'Cplx2', 'Grm5', 'Cacna2d1', 'Adgrb2', 'Snap25',\n", " 'Cacna1e', 'Stmn4', 'Dlgap2', 'Gls', 'Btbd10', 'Grin2a', 'Matr3',\n", " 'Sorcs3', 'Nptn', 'Dlg3', 'Hsp90ab1', 'Tcf4', 'Cdk5r2', 'Syp',\n", " 'Adgrb1', 'Homer1', 'Sptan1', 'Syne1', 'Trim32', 'Sqstm1',\n", " 'Ppp2ca', 'Fam171b', 'Stmn1', 'Mlf2', 'Itpr1', 'Dpf1', 'Phactr1',\n", " 'Pcsk2', 'Fzd3', 'Camk2b', 'Dmxl2', 'Caly', 'Ptms', 'Mllt11',\n", " 'Crmp1', 'H2afz', 'Syngap1', 'Dlgap4', 'Gpm6a', 'Slit3', 'Hpca',\n", " 'Ptn', 'Lingo1', 'Csmd1', 'Bex2', 'Osbpl1a', 'Arhgef9', 'Ywhaz',\n", " 'Ywhah', 'Slc17a7', 'Tceal5', 'Serbp1', 'Ogfrl1', 'Dlg2', 'Ppp1cb',\n", " 'Prpf39', 'Gabra1', 'Atp6v1c1', 'Cabp1', 'Pter', 'Sertm1',\n", " 'Tsc22d1', 'Fkbp3', 'Ccsap', 'Cux2', 'Lrrc40', 'Syn2', 'Sptbn2',\n", " 'Thra', 'Ncdn', 'Napb', 'Dnm1', 'Arpp21', 'Tpm3', 'Grasp', 'Snrpn',\n", " 'Prkcg', 'Gria3', 'Enc1', 'Ralyl', 'Herc3', 'Stxbp1', 'Kcnv1',\n", " 'Plcb1', 'Pgm2l1', 'Fhl2', 'Efhd2', 'Tmsb4x', 'Klhl23', 'Syt7',\n", " 'Pclo', 'Kcnip2', 'Hpcal4', 'Serp2', 'St3gal5', 'Chn1', 'Snn',\n", " 'AI593442', 'Celf1', 'Ttc9b', 'Eif1', 'Dmtn', 'Dcaf7', 'Eef1a2',\n", " 'Negr1', 'Nsf', 'Gng13', 'Ociad1', 'Pea15a', 'Ube2ql1', 'Itm2c',\n", " 'Cacnb3', 'Camk2a', 'Kcnb1', 'Chst1', 'Camk2n1', 'Grik5', 'Rtn1',\n", " 'Arpc2', 'Atp6v1b2', 'Ddit4l', 'Mtpn', 'Camta2', 'Fscn1', 'Tenm2',\n", " 'Nptxr', 'Syn1', 'Phf24', 'Slc12a5', 'Cox6c', 'D430041D05Rik',\n", " 'Camkk2', 'Chn1os3', 'Pkm', 'Nr2f1', 'Tusc3', 'Epha4', 'Dkk3',\n", " 'Cpne6', 'Calm1', 'Rilpl1', 'Ddn', 'Shank2', 'Nptx1', 'Fxyd7',\n", " 'Olfm1', 'Ngef', 'Shank1', 'Rtn4', 'Unc13a', 'Tpm1', 'Ncald',\n", " 'Prnp', 'Thy1', 'Eif5a', 'Calm3', 'Ubb', 'Vsnl1', 'Scamp5',\n", " 'Ap2m1', 'Plppr4', 'Nsg2', 'Baiap2', '4930481A15Rik', 'Ndrg4',\n", " 'Ppp2r2c'], dtype=object),\n", " 'Egr4(+)': array(['Atp2b1', 'Syt1', 'Snca', 'Arpp21', 'Dlgap1', 'Camkv', 'Cnksr2',\n", " 'Ywhaz', 'Snap25', 'Dclk1', 'Homer1', 'Lmo4', 'Grin2b', 'Ppp3ca',\n", " 'Mef2c', 'Syp', 'Dnm1', 'Slc17a7', 'Calm2', 'Sub1', 'Gpr22',\n", " 'Ensa', 'Camk2n1', 'Nrgn', 'Cdk5r2', 'Itm2c', 'Gria2'],\n", " dtype=object),\n", " 'Elk1(+)': array(['Snca', 'Snap25', 'Ppp3ca', 'Camk2b', 'Camk2n1', 'Nckap1', 'Gpm6a',\n", " 'Ptms', 'Itm2c', 'Slc17a7', 'Hsp90ab1', 'Tmsb4x', 'Ndrg4', 'Ddn',\n", " 'Elk1', 'Bex2', 'Arpc2', 'Calm3', 'Nrgn', 'Rtn1', 'Atp5g1',\n", " 'Olfm1', 'Syp', 'Atp1a1', 'Enc1', 'Snrpn', 'Ncdn', 'Calm2', 'Chgb'],\n", " dtype=object),\n", " 'En1(+)': array(['Uncx', 'Pou3f2', 'Foxa2', 'Gucy2c', 'Ankrd34b', 'Chrnb3', 'Kcns3',\n", " 'Oprk1', 'Ctxn2', 'Foxa1', 'Col25a1', 'Sv2c', 'Ddc', 'Serpine2',\n", " 'Fam204a', 'Grip2', 'Klhl13', 'Klhl1', 'Aldh1a1', 'Asb4',\n", " 'C130021I20Rik', 'Chrna4', 'Grb10', 'B630019K06Rik', 'Lmx1b',\n", " 'Tmem255a', 'Ret', 'Ndnf', '1700001C19Rik', 'Slc6a3', 'En1',\n", " 'Ntsr1', 'Th', 'Ntn1', 'Lix1', 'Vat1l', 'Trpc6', 'Iqcj', 'Pbx3',\n", " 'Slc18a2', 'Zdbf2', 'Drd2', 'Nr4a2', 'Fgf13', 'Kcnd3', 'Zfhx3',\n", " 'Dlk1', 'Apba1', 'Nwd2', 'Plcxd2', 'Zcchc12', 'Chrna6', 'Fam184a',\n", " 'Lbh', 'Slc10a4', 'AW551984'], dtype=object),\n", " 'Ets2(+)': array(['Atp2b1', 'Syt1', 'Ttc3', 'Vamp2', 'Snca', 'Rab6a', 'Calm2',\n", " 'Basp1', 'Gria2', 'Ppp3ca', 'Ppp3r1', 'Sub1', 'Snap25', 'Prkar1b',\n", " 'Camk2b', 'Chst1', 'Ptms', 'Ncald', 'Cacnb3', 'Slc17a7', 'Enc1',\n", " 'Bex2', 'Dnm1', 'Rgs7bp', 'Rtn1', 'Camk2n1', 'Vsnl1', 'Gpm6a',\n", " 'Lamp5', 'Nrgn', 'Ets2', 'Atp1a1', 'Tmsb4x', 'Cdk5r1', 'Chn1',\n", " 'Tubb2a'], dtype=object),\n", " 'Etv1(+)': array(['Tollip', 'Prss12', 'Chst8', 'Ndst4', 'Tmem200a', 'Igfbp4',\n", " 'Man1a'], dtype=object),\n", " 'Etv5(+)': array(['Meg3', 'Vamp2', 'Syt1', 'Dlgap1', 'Slc17a7', 'Adgrb3', 'Gpm6a'],\n", " dtype=object),\n", " 'Foxa1(+)': array(['AW551984', '1700001C19Rik', 'Ndnf', 'Chrna4', 'Rab3c', 'Aldh1a1',\n", " 'Chrna6', 'Fam167a', 'Drd2', 'Lmx1b', 'Sv2c', 'Ddc', 'Foxa1',\n", " 'Slc18a2', 'Chrnb3', 'Ret', 'Pbx3', 'Th', 'Dlk1', 'Aldh1a7',\n", " 'Slc6a3'], dtype=object),\n", " 'Foxa2(+)': array(['Chrnb3', 'Foxa2', 'Ebf3', 'Gm2694', 'Ebf2', 'Ntn1'], dtype=object),\n", " 'Foxc2(+)': array(['Lmx1b', 'Zic2', 'Zic4', 'Ahnak', 'Bgn', 'Gjb6', 'Msx1', 'Igfbp5',\n", " 'Fn1', 'Prelp', 'Tgfbi', 'S100a11', 'Tgfbr3', 'Trpm3', 'Gm5860',\n", " 'Nfatc4', 'Rspo3', 'Slc26a7', 'Bmp7', 'Aph1a', 'Slc13a4',\n", " 'Slc26a2', 'Anxa3', 'Car13', 'Fzd2', 'Wfikkn2', 'Mgp', 'Col5a2',\n", " 'Tns2', 'Bmp4', 'Igfbp6', 'Bnc2', 'Tspan8', 'Six2', 'Cmss1',\n", " 'Pkd2', 'Tbx15', 'Serpind1', 'Col1a2', 'Islr', 'Cped1', 'Aldh1a2',\n", " 'Hmgcs2', 'Rbp1', 'Ptgds', 'Slc47a1', 'Foxc2', 'Slc6a13',\n", " '1500015O10Rik', 'Tnfrsf11b', 'Slc6a12', 'Fxyd5', 'Lypd2',\n", " 'Slc38a2', 'Slc16a9', 'Foxc1', 'Smoc1', 'Prg4', 'Alpl', 'Slco4a1',\n", " 'Adamtsl3', 'Ifitm2', 'Fgl2'], dtype=object),\n", " 'Foxd2(+)': array(['Bdh2', 'Vsx1', 'Aldh1a2', 'Slc22a6', 'Slc6a12', 'Foxd1',\n", " 'Tnfrsf11b', 'Osr1'], dtype=object),\n", " 'Gata3(+)': array(['Gata3', 'Gad1', 'Tcf7l2', 'Plp1', 'Lhx1os', 'Gad2', 'Scn9a',\n", " 'Six3', 'Pld5', 'Slc32a1', 'Chrm2', 'Pbx3'], dtype=object),\n", " 'Glis3(+)': array(['Fut8', 'Dtna', 'Nr3c2', 'Smarca2', 'Rfx3', 'Maml2', 'Slc4a4',\n", " 'Dab1', 'Nlgn1', 'Acsl3', 'Msi2', 'Grm3', 'Rora', 'Cadm1', 'Ncam1',\n", " 'Garem1', 'Gria2', 'Gli3', 'Tead1', 'Myo6', 'Nfia', 'Tmem164',\n", " 'Mdga2', 'Zfp217', 'Chd7', 'Zeb1', 'Diaph2', 'Nrcam', 'Adgrb3',\n", " 'Gabra2', 'Pip5k1b', 'Abi1', 'Zfpm2', 'Prkg1', 'Rgs20', 'Negr1',\n", " 'Pcdh9', 'Cadm2', 'Nfib', 'Plekhg1', 'Farp1', 'Ptchd4', 'Glis3',\n", " 'Mapk4', 'Gpc6', 'Hectd2', 'Ptprz1', 'Auts2', 'Macrod2', 'Ppfia2',\n", " 'Grik2', 'Nrxn1', 'Ctnnd2', 'Csgalnact1', 'Trps1', 'Setbp1',\n", " 'Plcb1', 'Paqr8', 'Magi2', 'Npas3', 'Tnfrsf19', 'Wdr17', 'Sox6',\n", " 'Syne1', 'Dennd1a', 'Cttnbp2', 'Sorbs1', 'Kirrel3', 'Prkd1', 'Qk',\n", " 'Pde8b', 'Frmd4a', 'Gpc5', 'Ston2', 'Nebl', 'Celf2', 'Dgkh',\n", " 'Rorb', 'Prox1', 'Tjp1', 'Arhgef26', 'Gabrb1', 'Gja1', 'Slc1a2',\n", " 'Ptprt', 'Tcf4', 'Phka1', 'Pitpnc1', 'Pnisr', 'Dock4', 'Zbtb16',\n", " 'Ccdc85a', 'Tnik', 'Fmn2', 'Tmem108', 'Macf1', 'Iqgap2', 'Adcy7',\n", " '4930402H24Rik', 'Kcnn2', 'Trpm3', 'Nedd4l', 'Gli2', 'Pde7b',\n", " 'Ryr2', 'Appl2', 'Mcc', 'Lrp1b', 'A330033J07Rik', 'Carmil1',\n", " 'Dlg2'], dtype=object),\n", " 'Hivep2(+)': array(['Kmt2e', 'Atp2b1', 'Slc39a10', 'Cdk17', 'Satb1', 'Lrrc7',\n", " 'Pafah1b1', 'Atf2', 'Akt3', 'Cnksr2', 'Galnt13', 'Hivep2',\n", " 'Smarca2', 'Fbxw7', 'Rims2', 'Ube3a', 'Man1a', 'Slitrk5', 'Lingo2',\n", " 'Sgcz', 'Tanc2', 'Kat6b', 'Stag1', 'Sept7', 'Adgrl3', 'Kansl1',\n", " 'Mef2a', 'Zfp385b', 'Slitrk4', 'Zfp804a', 'Ttc3', 'Enox1', 'Syt1',\n", " 'Stmn2', 'Atxn1', 'Stxbp5l', 'Runx1t1', 'Grid2', 'Pja2', 'Zfr',\n", " 'Ppp3cb', 'Ccser1', 'Mapk8', 'Ntng1', 'Mctp1', 'Hook1', 'Cdh2',\n", " 'Dlgap1', 'Basp1', 'Ncoa7', 'Btbd10', 'Fut9', 'Dpp10', 'Nap1l1',\n", " 'Slc16a10', 'Cacna2d1', 'Dab1', 'Nlgn1', 'Numb', 'Car10', 'Cdh8',\n", " 'Fgf12', 'Fbxo11', 'Trpc4', 'Grm3', 'Pparg', 'Usp32', 'Cdkl5',\n", " 'Pam', 'Arap2', 'Sh3rf1', 'Rora', 'Osbpl6', 'Kif1b', 'Thrb',\n", " 'Arhgap21', 'Camk1d', 'R3hdm1', 'Nbea', 'Ralyl', 'Anks1b', 'Efna5',\n", " 'Il1rapl2', 'Sptan1', 'Foxp1', 'Cadm1', 'Wasf1', 'Ppp1r12a',\n", " 'Grm8', 'Xkr6', 'Ncor1', 'Lyst', 'Frmpd4', 'Sipa1l1', 'Prr16',\n", " 'Kcnt2', 'Fam19a2', 'March6', 'Gria4', 'Mllt3', 'Gria2', 'Unc5d',\n", " 'Ssbp2', 'App', 'Matr3', 'Chsy3', 'Hecw2', 'Ube2w', 'Dok6', 'Tox',\n", " 'Sntg1', 'Lrfn5', 'Ppp1r9a', 'Runx2', 'Mdga2', 'Baz2b', 'Arl15',\n", " 'Snca', 'Tmem200a', 'Calm2', 'Tceal3', 'Ldlrad4', 'Alcam',\n", " 'Diaph2', 'Kctd1', 'Cdh11', 'Nckap1', 'Chl1', 'Nrcam', 'Gabrb2',\n", " 'Ppm1l', 'Arpp21', 'Oxr1', 'St6gal2', 'Epha6', 'Ppp3ca', 'Unc80',\n", " 'Cadps', 'Apba2', 'Adgrb3', 'Gabra2', 'Gabbr1', 'Npas2',\n", " '5730522E02Rik', 'Morf4l2', 'Cadm3', 'Capza2', 'Rock2', 'Fzd3',\n", " 'Trhde', 'Ube2k', 'Hspa8', 'Flrt2', 'Abi1', 'Trank1', 'Hprt',\n", " 'Gabra4', 'Erc2', 'Rab6a', 'Cux1', 'Abi2', 'Enc1', 'Hecw1',\n", " 'Cacna2d3', 'Cyfip1', 'Cdc42', 'Kcnc2', 'Prkacb', 'Homer1',\n", " 'Ube2e2', 'Nkain2', 'Pdp1', 'Herc1', 'Gabra5', 'Prkg1', 'Lrrc8b',\n", " 'Cnot2', 'Cdc42se2', 'Prickle1', 'Ahi1', 'Grm5', 'B3gat1', 'Kcnq3',\n", " 'Myh10', 'Man1a2', 'Large1', 'Psip1', 'Gnas', 'Negr1', 'Rgs17',\n", " 'Phf20l1', 'Cltc', 'Cdh12', 'Mir124-2hg', 'Cntnap2', 'Cntn1',\n", " 'Efnb2', 'Snap25', 'Brinp3', 'Syt14', 'Nol4', 'Pcdh9', 'Cadm2',\n", " 'Map1b', 'Fnbp1l', 'Syndig1', 'Nkain3', 'Lmo4', 'Gls', 'Mef2c',\n", " 'Robo2', 'Cd47', 'Mlf2', 'Nfib', 'Zfp365', 'Pdcd4', 'Bcl11a',\n", " 'Hcn1', 'Atrnl1', 'Tenm4', 'Pls3', 'Farp1', 'Rap1gds1', 'Myrip',\n", " 'Ptchd4', 'Magi1', 'Grip1', 'Kif21a', 'Kcnj3', 'Rasal2',\n", " '9530059O14Rik', 'Dock3', 'Ssh2', 'Gpc6', 'Xkr4', 'Arid5b',\n", " 'Sestd1', 'Stmn1', 'Elavl4', 'Rad23b', 'Sub1', 'Tspan7', 'March1',\n", " 'Atl1', 'Ralgapa2', 'Nrg3', 'Mapt', 'Nin', 'Kcnmb4', 'Auts2',\n", " 'Macrod2', 'Tiam2', 'Ctnna2', 'Kif5c', 'Pak7', 'Frmd6', 'Ppfia2',\n", " 'Plxna4', 'Nucks1', 'Gnao1', 'Map9', 'Rgl1', 'Akap11', 'Slc23a2',\n", " 'Atp6v1a', 'Dnaja1', 'Man2a1', 'Samd5', 'Ehbp1', 'Camta1',\n", " 'Dennd5b', 'Amph', 'Cpne8', 'Dmxl2', 'Grik2', 'Adcy8', 'Asap2',\n", " 'Map3k5', 'Ndrg3', 'Spred1', 'Pde10a', 'Snap91', 'Nrxn1',\n", " 'Osbpl1a', 'Rims1', 'Zfp706', 'Sobp', 'Ctnnd2', 'Eml5', 'Nrn1',\n", " 'Prmt8', 'Nckap5', 'Rtn3', 'Prkar1a', 'Ywhae', 'Zfp804b', 'Acvr1b',\n", " 'Ptpra', 'Spcs3', 'Dclk1', 'Kcnq5', 'Ppp3r1', 'Agtpbp1', 'Fstl4',\n", " 'Cacnb2', 'Setbp1', 'Grm7', 'Tcaf1', 'Ext1', 'Elmod1', 'Arf3',\n", " 'Etv1', 'C130071C03Rik', 'Cds1', 'Atp8a1', 'Lrrc4c', 'Zbtb18',\n", " 'Trim9', 'Gabrg3', 'Plcb1', 'Gnb2', 'Fgf14', 'Ywhaz', 'Srrm2',\n", " 'Dync1i1', 'Mtcl1', 'Hs6st3', 'Khdrbs2', 'Magi2', 'Rgs6', 'Celf1',\n", " 'Ptprk', 'C1ql3', 'Bex2', 'Sept11', 'Pak3', 'Meg3', 'Brinp1',\n", " 'Mapre3', 'Tceal6', 'Tsc22d1', 'Epha7', 'Pcsk2', 'Olfm2', 'Caln1',\n", " 'Sptbn2', 'Kcnd2', 'Ppm1h', 'Tnrc6c', 'Napb', 'Wdr17', 'Csmd2',\n", " 'Dlgap2', 'Mef2d', 'Fam19a1', 'Grin2b', 'Rasgef1b', 'Actr3',\n", " 'Kcnv1', 'Mtus2', 'Ptpn5', 'Gnaq', 'Sbf2', 'Scn8a', 'Fam155a',\n", " 'Mkl1', 'Syne1', 'Unc79', 'Necab1', 'Arntl', 'Arf1', 'Fam126b',\n", " 'Mkl2', 'Ptprd', 'Itpr1', 'Phactr1', 'Ncoa1', 'Dennd1a', 'Immp2l',\n", " 'Cttnbp2', 'Dpy19l1', 'Rap2b', 'Herc3', 'Park2', 'Zcchc7',\n", " 'Sorbs1', 'Epha5', 'Tshz3', 'Kirrel3', 'B4galt6', 'Gm20754',\n", " 'Esyt2', 'Atp5g3', 'Grm1', 'Nlk', 'Esrrg', 'Sms', 'Glrb',\n", " 'Prkar1b', 'Cdh6', 'Pfn2', 'Ppp2ca', 'Cplx2', 'Adcy2', 'Asap1',\n", " 'Pi4ka', 'Cacna1e', 'Mtpn', 'Ncam2', 'Pfkp', 'Rfx7', 'Robo1',\n", " 'Dlgap3', 'Gnl3l', 'Ptk2', 'Htr1f', 'Ociad1', 'Nwd2', 'Grin2a',\n", " 'Fhl2', 'Clasp2', 'Ola1', 'Gpm6b', 'Pan3', 'Arhgap26', 'Gucy1a2',\n", " 'Ank2', 'Slc35f1', 'C2cd5', 'Gsk3b', 'Lmo7', 'Nos1ap', 'Kcnh7',\n", " 'Vamp2', 'Serbp1', 'Pde8b', 'Pgm2l1', 'Rtn1', 'Frmd4a', 'Cntn4',\n", " 'Pvt1', 'Slc35f4', 'Osbpl3', 'Evi5', 'Ust', 'Calm1', 'Rtf1',\n", " 'Serpini1', 'Efr3a', 'Synj1', 'Nrg1', 'Actr2', 'Nebl', 'Pclo',\n", " 'Fbxo34', 'Dapk1', 'Pfkm', 'Pkm', 'Celf2', 'Sorcs3', 'Slitrk1',\n", " 'Gabra1', 'Adgrl1', 'Dgkh', 'Rorb', 'Lmtk2', 'Mbnl2', 'Hsp90ab1',\n", " '2010300C02Rik', 'Ube2b', 'Rtn4', 'Myo16', 'Chrm3', 'Slc24a2',\n", " 'Hs3st4', 'Scai', 'Serp2', 'Arhgap44', 'Fars2', 'Snph', 'Map2',\n", " 'Ncald', 'Ywhag', 'Ttc14', 'Abcc5', 'Atp6v1b2', 'Dst', 'Vps13b',\n", " 'Kcnab1', 'Tbc1d30', 'Appl1', 'Cacnb4', 'Lin7a', 'Chrm1', 'Ywhab',\n", " 'Trim37', 'Foxg1', 'Nrxn3', 'Klhl29', 'Cntn5', 'Gabrb1', 'Epha4',\n", " 'Clstn2', 'Arnt2', 'Dmd', 'Gnaz', 'Ppp1r2', 'Caly', 'Rasl11b',\n", " 'Slc2a13', 'Mapk1', 'Camkk2', 'Ppp2r2b', 'Gabrg2', 'Ywhah',\n", " 'Ptprt', 'Tcf4', 'Rnf14', 'Cers6', 'Map2k1', 'Prnp', 'Abr',\n", " 'Myo5a', 'Plekha5', 'Atp6v1c1', 'Kcnb1', 'Nptn', 'Dscaml1',\n", " 'Lpgat1', 'Set', 'Megf9', 'Lrrtm1', 'Ankhd1', 'Hdac4', 'Micu3',\n", " 'Pnisr', 'Kcnh1', 'Acap2', 'Abhd12', 'Plk2', 'Otud7a', 'Dock4',\n", " 'Usp46', 'Sh3gl2', 'Cap2', 'Exoc5', 'Zfp697', 'Tmx4', 'Mat2b',\n", " 'Tnik', 'Fmn2', 'Kcnip3', 'Nae1', 'Rnf150', 'Camk4', 'Mllt11',\n", " 'Rbfox1', 'AI593442', 'Tmem108', 'Adam22', 'Agbl4', 'Hace1',\n", " 'Macf1', 'Kitl', 'Cacna1c', 'Ildr2', 'Chn1', 'Nsf', 'Oxct1',\n", " 'Nuak1', 'Sorcs1', 'Dnajc6', 'Arfgef3', 'Kcnn2', 'Sun1', 'Slc4a3',\n", " 'Tusc3', 'Snrpn', 'Ptms', 'Lancl1', 'Gpm6a', 'Trio', 'Rab15',\n", " 'Spata7', 'Nedd4l', 'Bcl11b', 'Cyfip2', 'Cdk14', 'Galnt9',\n", " '1700020I14Rik', 'Meis2', 'Acvr2a', 'Pde7b', 'Csmd1', 'Nmnat2',\n", " 'Trim32', 'Pten', 'Etv5', 'Apba1', 'Mmp16', 'Mast2', 'Cpne4',\n", " 'Phf24', 'Dip2c', 'Etnk1', 'Gng13', 'Nme1', 'Ryr2', 'Cnih3',\n", " 'Tomm70a', 'Camkv', 'Zdhhc14', 'Med13l', 'Lrp1b', 'Tspoap1',\n", " 'Dynll1', '2900055J20Rik', 'Syn2', 'Rab2a', 'Slc6a17', 'Rab26',\n", " 'Syt13', 'Vti1b', 'Arhgap33', 'Sphkap', 'Rgs7', 'Ngef', 'Fry',\n", " 'Dlg2', 'Pbx1', 'Fras1', 'Pcdh7', 'Efhd2', 'Ogfrl1', 'Sybu',\n", " 'Actn1', 'Nell2', 'Ctnna3', 'Kcnh5', 'Miat', 'Dyrk2', 'Rgs7bp',\n", " 'Fam49a', 'Plxna2', 'Ddit4l', 'Snx10', 'Ak5', 'Frrs1l',\n", " 'Gabarapl1', 'Ssb', 'C230004F18Rik', 'Snn', 'Tspan13', 'Pde4dip',\n", " 'Lamp5', 'A830018L16Rik', 'Apbb1', 'Hdac9', 'Akap8l', 'Ndufa4',\n", " 'Dlg3', 'Mycbp2', 'Arhgef9', 'Ptpn3', 'Camk2g', 'Crmp1', 'Rapgef4',\n", " 'Ppia', 'Syn1', 'Adgrb1', 'Prickle2', 'Kcnh3', 'Dtnb', 'Hivep3',\n", " 'Tmem191c', 'Arid1b', 'Calb1', 'Smyd3', 'Kctd16', 'Dock9', 'Nrsn1',\n", " 'Syt7', 'Myl12b', 'Msra', 'Vopp1', 'Slc17a7', '2010111I01Rik',\n", " 'Dpp6', 'Fam193a', 'Serinc1', 'Ntrk2', 'Cacna1d', 'Fhod3',\n", " 'Atp5a1', 'Dgkb', 'Kcnma1', 'Pkd1', 'Fam49b', 'Arpp19', 'Cdh10',\n", " 'Vgf', 'Agap2', 'Hpca', 'Ckmt1', 'Ano4', 'Mical2', 'Atp5j',\n", " 'Adam23', 'R3hdm2', 'Fam135b', 'Dgkg', 'St3gal5', 'Tia1', 'Slit3',\n", " 'Gnb1', 'Lrrtm3', 'Ap2a2', 'Brk1', 'Sidt1', 'Sh3rf3', 'Gm1976',\n", " 'Shisa9', 'Prkce', 'Ptprs', 'Egfem1', 'Mir9-3hg', 'Pcdha1',\n", " '3110039M20Rik', 'Tspan5', 'Slit2', 'Ubb', 'Cadps2', 'Ncan',\n", " 'Unc13b', 'Rab12', 'Lrrc40', 'Dennd6b', 'Slc22a17', 'St13', 'Ank',\n", " 'Tceal5', 'Prkca', 'Pde4d', 'Pacsin1', 'Neurod2', 'Srcin1',\n", " 'Ube3c', 'N4bp2l2', 'Madd', 'Nr2f1', 'Cnrip1', 'Pde1a', 'Arpc2',\n", " 'Ptprj', 'Sec14l1', 'Psma1', 'Add2', 'Tspyl1', 'Syt16', 'Fxyd7',\n", " 'Ly6h', 'Mapk10', 'Cd34', 'Cdh18', 'Xist', 'Junb', 'Asph', 'Astn2',\n", " 'A330008L17Rik', 'Cit', 'Hsp90aa1', 'Psma3', 'Sgip1', 'Fam171b',\n", " 'Mink1', 'Pde4a', 'Ndst3', 'Celf5', 'Ogt', 'Mir124a-1hg', 'Coro1a',\n", " 'Nrgn', 'Galnt18', 'Ppp2r1a', 'Synpo', 'Kcnj6', 'Vsnl1',\n", " 'Tmem132d', 'Shank1', 'Rasgrp1', 'Actr3b', 'Gabrb3', 'C1qtnf4',\n", " 'Sv2b', 'Dlg4', 'Ndufs4', 'Iqsec2', 'Nov', 'Zmat4', 'Dcc', 'Tpm1',\n", " 'D430041D05Rik', 'Gda', 'Rasgef1a', 'Slc25a3', 'Sept8', 'Nav2',\n", " 'Sptbn4', 'Gabbr2', 'Pex5l', 'Nsg2', 'Ldha', 'Rasgrf1', 'Kcna2',\n", " 'Mkx', 'Sesn1', 'Samd12', 'Scn2b', 'Tsnax', 'Sel1l3', 'Vps29',\n", " 'Ksr2', 'Ano3', 'Eif4g3', 'Ksr1', '9330182L06Rik', 'Fcho1',\n", " 'Tubb2a', 'Chd5', 'Sort1', 'Svop', 'Hk1', 'Thy1', 'Gramd1b',\n", " 'Ube2ql1', 'D630045J12Rik', 'Me3', 'Gria3', 'Hsph1', 'Cntnap5a',\n", " 'Prkag2', 'Hspa12a', 'Prkcg', 'Egr3'], dtype=object),\n", " 'Jun(+)': array(['Crlf1', 'C1ql2', 'Tspan18', 'Slc39a6', 'Car12', 'Tanc1', 'Ehd3',\n", " 'Tdo2', 'Neurod1', 'Prdm8', 'Jun', 'Ptma', 'Sema5a', 'Bcl11b',\n", " 'Ak5', 'Pgbd5', 'Fam19a2', 'Tiam1', 'Dgkh', 'Epha7', 'Plxna4',\n", " 'C1ql3', 'Sybu', 'Cplx2', 'Prox1', 'Shisa6', 'Pter'], dtype=object),\n", " 'Junb(+)': array(['Cox5b', 'Enc1', 'Lingo1', 'Olfm1', 'Lmo4', 'Wasf1', 'Nckap1',\n", " 'Cfl1', 'Tubb2a', 'Synpo', 'Ppp3ca', 'Dclk1', 'Snap25', 'Atp1a3',\n", " 'Hsp90ab1', 'Atp1b1', 'Ptms', 'Nrgn', 'Ndrg4', 'Atp1a1', 'Cox8a',\n", " 'Calm2', 'Rtn1', 'Serinc1', 'Junb', 'Ube2ql1', 'Sorcs3', 'Lmo7',\n", " 'Sptbn2', 'Egr3'], dtype=object),\n", " 'Kdm5a(+)': array(['Grin2b', 'Meg3', 'Cntnap2', 'Malat1', 'Sox5', 'Cacna1c', 'Ptprd',\n", " 'Nrxn1', 'Grid2', 'Lsamp', 'Fgf14', 'Celf2', 'Kcnd2', 'Ctnna2',\n", " 'Dlg2', 'Grm7', 'Pcdh9', 'Prickle2'], dtype=object),\n", " 'Klf12(+)': array(['Dtna', 'Lrrc7', 'Akt3', 'Hivep2', 'Rims2', 'Ube3a', 'Sgcz',\n", " 'Kat6b', 'Gphn', 'Stag1', 'Adgrl3', 'Kansl1', 'Zfp385b', 'Zfp804a',\n", " 'Sema6d', 'Enox1', 'Atxn1', 'Stxbp5l', 'Maml2', 'Slc4a4',\n", " 'Runx1t1', 'Grid2', 'Ccser1', 'Ntng1', 'Cdh2', 'Fut9', 'Dab1',\n", " 'Nlgn1', 'Acsl3', 'Msi2', 'Fgf12', 'Grm3', 'Arap2', 'Rora', 'Thrb',\n", " 'Camk1d', 'Cadm1', 'Xkr6', 'Gria4', 'Garem1', 'Mllt3', 'Ssbp2',\n", " 'Gli3', 'Chsy3', 'Peak1', 'Nfia', 'Dok6', 'Tmem164', 'Sntg1',\n", " 'Dach1', 'Mdga2', 'Baz2b', 'Arl15', 'Zfp217', 'Zeb1', 'Nrcam',\n", " 'Gabrb2', 'Cadps', 'Adgrb3', 'Nxph1', 'Erbb4', 'Trhde', 'Erc2',\n", " 'Cacna2d3', 'Kcnc2', 'Ube2e2', 'Jarid2', 'Zfpm2', 'Rgs20',\n", " 'Ppp2r3a', 'Negr1', 'Phf20l1', 'Cdh12', 'Cntnap2', 'Thsd7a',\n", " 'Brinp3', 'Nol4', 'Pcdh9', 'Cadm2', 'Robo2', 'Nfib', 'Cdh20',\n", " 'Plekhg1', 'Tenm4', 'Farp1', 'Ptchd4', 'Magi1', 'Grip1', 'Glis3',\n", " 'Dock3', 'Mapk4', 'Gpc6', 'Xkr4', 'Nrg3', 'Ptprz1', 'Auts2',\n", " 'Macrod2', 'Ctnna2', 'Ehbp1', 'Camta1', 'Grik2', 'Unc5c', 'Pde10a',\n", " 'Nrxn1', 'Rims1', 'Ctnnd2', 'Csgalnact1', 'Utrn', 'Fstl4', 'Trps1',\n", " 'Grm7', 'Pcdh17', 'Ext1', 'Zc3h7a', 'C130071C03Rik', 'Sash1',\n", " 'Lrrc4c', 'Gabrg3', 'Plcb1', 'Fgf14', 'Srrm2', 'Hs6st3', 'Magi2',\n", " 'Rgs6', 'Meg3', 'Npas3', 'Kcnd2', 'Wdr17', 'Dlgap2', 'Anln',\n", " 'Sox6', 'Sbf2', 'Fam155a', 'Syne1', 'Ptprd', 'Sdk1', 'Dennd1a',\n", " 'Nrg2', 'Magi3', 'Park2', 'Zcchc7', 'Sorbs1', 'Kirrel3', 'Esrrg',\n", " 'Olfm3', 'Ncam2', 'Rfx7', 'Robo1', 'Srgap1', 'Lhfp', 'Cdk8',\n", " 'Clasp2', 'Tmtc2', 'Arhgap26', 'Ank2', 'Prkd1', 'Kcnh7', 'Frmd4a',\n", " 'Slc35f4', 'Gpc5', 'Nrg1', 'Nebl', 'Celf2', 'Rorb', 'Mast4',\n", " 'Ttc14', 'Tjp1', 'Vps13b', 'Arhgef26', 'Nrxn3', 'Cntn5', 'Gabrb1',\n", " 'Dmd', 'Ppp2r2b', 'Zfhx3', 'Ptprt', 'Phka1', 'Pitpnc1', 'Rbms3',\n", " 'Pnisr', 'Otud7a', 'Dock4', 'Sik3', 'Ccdc85a', 'Tnik', 'Fmn2',\n", " 'Rbfox1', 'Agbl4', 'Macf1', 'Cacna1c', 'Ptprm', '4930402H24Rik',\n", " 'Sorcs1', 'Kcnn2', 'Trpm3', 'Gli2', 'Pde7b', 'Csmd1', 'Mmp16',\n", " 'Appl2', 'Mcc', 'Lrp1b', 'Carmil1', 'Rgs7', 'Fry', 'Peg3', 'Dlg2',\n", " 'Pbx1', 'Pcdh7', 'Prex2', 'C230004F18Rik', 'Mycbp2', 'Tnrc6a',\n", " 'Camk2g', 'Bcl2', 'Hivep3', 'Arid1b', 'Smyd3', 'Lrch1', 'Kctd16',\n", " 'Msra', 'Dpp6', 'Fam193a', 'Ntrk2', 'Cacna1d', 'Neat1', 'Kcnma1',\n", " 'Lars2', 'Astn2', 'Cit', 'Dcc', 'Fgfr2', 'Lsamp', 'Cd44', 'Hdac8',\n", " 'Ptprg', 'Lama2', 'Pde4d', 'Ank1', 'Xylt1', 'Tia1', 'Cdh18',\n", " 'Samd12', 'Shisa9', 'Ptprn2', 'Ntm', 'Mertk', 'Shc3', 'Kcnip4',\n", " 'Pde4b', 'F3', 'Mapk10', 'Luzp2', 'Cpeb3', 'Sfxn5', 'Adarb2',\n", " 'Nav2', 'Rmst', 'Csmd3', 'Grik1', 'Cacna1a', 'N4bp2l2', 'Dock1',\n", " 'Asic2', 'Sox5', 'Dscam', 'Lrrtm4', 'Cntnap5a', 'Malat1', 'Sgip1',\n", " 'Egfem1', 'Pcdh15'], dtype=object),\n", " 'Klf9(+)': array(['Atp2b1', 'Fbxw7', 'Gphn', 'Sept7', 'Grin2b', 'Cnksr2', 'Rora',\n", " 'Nlgn1', 'Stxbp5l', 'Magi2', 'Camk1d', 'Syt1', 'Mef2c', 'Pcdh9',\n", " 'Dlgap1', 'Lsamp', 'Cadm2', 'Ppp3ca', 'Gnao1', 'Nrxn1', 'Prkce',\n", " 'Plcb1', 'Dclk1', 'Tcf4', 'Jarid2', 'Phactr1', 'Pitpnc1', 'Mdga2',\n", " 'Adgrb3', 'Enc1', 'Peak1', 'Syne1', 'Kcnq3', 'Tmtc2', 'Cyfip2',\n", " 'Cd44', 'Trpm3', 'Gria2', 'Zc3h7a', 'Cdk8', 'Qk', 'Calm1', 'Celf2',\n", " 'Slc24a2', 'Ywhah', 'Macf1', 'Chn1', 'Klf9', 'Cmss1', 'Malat1'],\n", " dtype=object),\n", " 'Lef1(+)': array(['Vangl1', 'Shox2', 'Edn3', 'Lef1', 'Adgrl4', 'Sh3d19', 'Prkcd',\n", " 'Mctp2', 'Vav3', 'Lhcgr', 'Synpo2', 'Olfm3', 'Ptpn3', 'Samd5',\n", " 'Rbms3', 'Atp10a', 'Lrrc7'], dtype=object),\n", " 'Lmx1b(+)': array(['Lmx1b', 'Foxa1', 'Sv2c', 'Crabp2', 'Drd2', 'Klhl1', 'Ddc', 'En1',\n", " 'Fmod', 'Ret', 'Th', 'Chrna6', 'Slc6a3', 'Chrna4'], dtype=object),\n", " 'Maf(+)': array(['Gad1', 'Igf2', 'Alx4', 'Erbb4', 'Rbms3', 'Gad2', 'Dlx1as',\n", " 'Atp1a2', 'Maf', 'Camk1d', 'Slc6a1', 'Fmod', 'Mrc1', 'Dlx6os1',\n", " 'Sst', 'Nxph1', 'Sema3b', 'D130009I18Rik', 'Slc13a4', 'Csf1r'],\n", " dtype=object),\n", " 'Mbnl2(+)': array(['Atp2b1', 'Cdk17', 'Lrrc7', 'Pafah1b1', 'Atf2', 'Akt3', 'Cnksr2',\n", " 'Galnt13', 'Hivep2', 'Rfx3', 'Fbxw7', 'Rims2', 'Ube3a', 'Lingo2',\n", " 'Sgcz', 'Tanc2', 'Gphn', 'Sept7', 'Adgrl3', 'Ttc3', 'Enox1',\n", " 'Syt1', 'Atxn1', 'Stxbp5l', 'Pja2', 'Ccser1', 'Dlgap1', 'Basp1',\n", " 'Dpp10', 'Cacna2d1', 'Dab1', 'Nlgn1', 'Numb', 'Car10', 'Fgf12',\n", " 'Cdkl5', 'Kif1b', 'Thrb', 'R3hdm1', 'Nbea', 'Ralyl', 'Anks1b',\n", " 'Sptan1', 'Foxp1', 'Wasf1', 'Ppp1r12a', 'Xkr6', 'Ncor1', 'Lyst',\n", " 'Frmpd4', 'Sipa1l1', 'Gria2', 'App', 'Chsy3', 'Hecw2', 'Dok6',\n", " 'Sntg1', 'Lrfn5', 'Ppp1r9a', 'Zeb2', 'Mdga2', 'Calm2', 'Nckap1',\n", " 'Nrcam', 'Gabrb2', 'Arpp21', 'Oxr1', 'Epha6', 'Ppp3ca', 'Tmeff2',\n", " 'Unc80', 'Cadps', 'Apba2', 'Adgrb3', '5730522E02Rik', 'Capza2',\n", " 'Rock2', 'Flrt2', 'Trank1', 'Erc2', 'Rab6a', 'Enc1', 'Hecw1',\n", " 'Cacna2d3', 'Frmd5', 'Homer1', 'Ube2e2', 'Nkain2', 'Jarid2',\n", " 'Herc1', 'Prickle1', 'Grm5', 'Kcnq3', 'Man1a2', 'Plcl1', 'Negr1',\n", " 'Phf20l1', 'Cdh12', 'Cntnap2', 'Cntn1', 'Snap25', 'Ttll7', 'Strn',\n", " 'Pcdh9', 'Cadm2', 'Map1b', 'Lmo4', 'Gls', 'Mef2c', 'Map7d2',\n", " 'Mlf2', 'Tenm4', 'Farp1', 'Kcnj3', 'Rasal2', 'Dock3', 'Ssh2',\n", " 'Gpc6', 'Xkr4', 'Sub1', 'March1', 'Nrg3', 'Mapt', 'Auts2',\n", " 'Macrod2', 'Ctnna2', 'Pak7', 'Ppfia2', 'Map9', 'Akap11', 'Atp6v1a',\n", " 'Camta1', 'Amph', 'Grik2', 'Nrxn1', 'Osbpl1a', 'Rims1', 'Ctnnd2',\n", " 'Eml5', 'Ywhae', 'Dclk1', 'Kcnq5', 'Ppp3r1', 'Agtpbp1', 'Grm7',\n", " 'Ext1', 'Zc3h7a', 'Atp8a1', 'Lrrc4c', 'Zbtb18', 'Trim9', 'Plcb1',\n", " 'Fgf14', 'Ywhaz', 'Hs6st3', 'Magi2', 'Meg3', 'Brinp1', 'Pcsk2',\n", " 'Edil3', 'Caln1', 'Kcnd2', 'Tnrc6c', 'Csmd2', 'Dlgap2', 'Fam19a1',\n", " 'Grin2b', 'Gnaq', 'Scn8a', 'Fam155a', 'Syne1', 'Unc79', 'Mkl2',\n", " 'Ptprd', 'Itpr1', 'Phactr1', 'Cttnbp2', 'Park2', 'Zcchc7',\n", " 'Kirrel3', 'Kcna1', 'Cacna1e', 'Ncam2', 'Ptk2', 'Cdk8', 'Grin2a',\n", " 'Clasp2', 'Tmtc2', 'Arhgap26', 'Ank2', 'C2cd5', 'Kcnh7', 'Serbp1',\n", " 'Pgm2l1', 'Rtn1', 'Frmd4a', 'Cntn4', 'Calm1', 'Rtf1', 'Nrg1',\n", " 'Actr2', 'Pclo', 'Celf2', 'Dgkh', 'Mbnl2', 'Hsp90ab1',\n", " '2010300C02Rik', 'Rtn4', 'Chrm3', 'Slc24a2', 'Mast4', 'Hs3st4',\n", " 'Scai', 'Ncald', 'Ttc14', 'Dst', 'Cacnb4', 'Nrxn3', 'Cntn5', 'Dmd',\n", " 'Mapk1', 'Ppp2r2b', 'Ywhah', 'Tcf4', 'Map7', 'Plekha5', 'Nptn',\n", " 'Dscaml1', 'Palm2', 'Micu3', 'Pnisr', 'Acap2', 'Sytl2', 'Otud7a',\n", " 'Dock4', 'Sh3gl2'], dtype=object),\n", " 'Mef2d(+)': array(['Snap25', 'Atp1a3', 'Hsp90ab1', 'Ppp3ca', 'Atp1b1', 'Ptms', 'Ttc3',\n", " 'Syt11', 'Dclk1', 'Map1b'], dtype=object),\n", " 'Msx1(+)': array(['Osr1', 'Wnt5a', 'Ahnak', 'Msx1', 'Atp1a2', 'Col1a1', 'Wnt6',\n", " 'Ptn', 'Cnn2', 'Serpinf1', 'Dab2', 'Bmp4', 'Id1', 'Fbln1', 'Mpzl2',\n", " 'Tnfrsf1a', 'Col1a2', 'Stab1', 'Pear1', 'Maf'], dtype=object),\n", " 'Mtf1(+)': array(['Stmn2', 'Gnas', 'Wasf1', 'Tceal3', 'Pafah1b1', 'Bex3', 'Vamp2',\n", " 'Snca', 'Lmo4', 'Rab6a', 'Calm2', 'Hspa8', 'Anks1b', 'Basp1',\n", " 'Gria2', 'Ppp3ca', 'Ppp3r1', 'Sub1', 'Morf4l2', 'Ndrg3', 'Ywhae',\n", " 'Nap1l1', 'Cdc42', 'Camkv', 'Atp6v1a', 'Ywhag', 'App', 'Capza2',\n", " 'Map1b', 'Rtn3', 'Cnih2', 'Prkar1b', 'Maged1', 'Nckap1', 'Arf3',\n", " 'Snap25', 'Stmn4', 'Hsp90ab1', 'Syp', 'Atxn10', 'Ppp2ca', 'Stmn1',\n", " 'Gap43', 'Ssh2', 'Caly', 'Ptms', 'Rimklb', 'Mllt11', 'Crmp1',\n", " 'Gpm6a', 'Slc25a4', 'Hpca', 'Lingo1', 'Bex2', 'Ywhaz', 'Reps2',\n", " 'Ywhah', 'Slc17a7', 'Tceal5', 'Pfn2', 'Syn2', 'Thra', 'Ncdn',\n", " 'Dnm1', 'Tspan13', 'Snrpn', 'Prkcg', 'Gria3', 'Enc1', 'Pgm2l1',\n", " 'Abr', 'Tmsb4x', 'Gdi1', 'Hpcal4', 'Serp2', 'Chn1', 'Eif1',\n", " 'Rpl17', 'Rpl29', 'Nsf', 'Itm2c', 'Chst1', 'Camk2n1', 'Mtch1',\n", " 'Rtn1', 'Arpc2', 'Atp6v1b2', 'Nptxr', 'Cox6c', 'Pkm', 'Cpne6',\n", " 'Atp5a1', 'Calm1', 'Ddn', 'Aplp1', 'Olfm1', 'Prnp', 'Ube2b',\n", " 'Dnaja1', 'Rpl37', 'Stmn3', 'Pitpna', 'Thy1', 'Eif5a', 'Syt11',\n", " 'Dynll1', 'Ckmt1', 'Nrgn', 'Tubb2a', 'Tubb5', 'Rps14', 'Atpif1',\n", " 'Cpne7', 'Atp6ap2', 'Ap2s1', 'Uchl1', 'Sult4a1', 'Ndufb6', 'Mtf1',\n", " 'Tspan3', 'Atp9a', 'Cox6b1', 'Tmsb10', 'Mapk1', 'Tpi1', 'Psmb1',\n", " 'Actr2', 'Selenow', 'Atp5g3', 'Ubb', 'Serinc1', 'Pde1a', 'Rpl13a',\n", " 'Eif4a2', 'Fbxl16', 'Gabarapl1', 'Nsg2', '4930481A15Rik', 'Ywhab',\n", " 'Frrs1l', 'Rtn4', 'Calm3', 'Chgb', 'Ldha', 'Atp5d', 'Sncb', 'Arf1',\n", " 'Rpl14', 'Cox17', 'Sdhb', 'Atp5g1', 'Gapdh', 'Gnb1', 'Rplp1',\n", " 'Gtf2h5', 'Tuba1b', 'Ap1s1', 'Rpl22l1', 'Wdr89', 'Tpt1', 'Cck',\n", " 'Mdh2', 'Atp1b1', 'Atp6v1g2', 'Celf4', 'Nme7', 'Gm21949', 'Apbb1',\n", " 'Rab3a', 'Rps17', 'Dctn3', 'Tomm7', 'Usmg5', 'Ndufa4', 'Napa',\n", " 'Atp5j', 'Brk1', 'Fam162a', 'Mt3', 'Nov', 'Klc1', 'Cox5b', 'Dctn2',\n", " 'Rps10', 'Rpl5', 'Rpl21', 'Pcsk1n', 'Actb', 'Crym', 'Mal2',\n", " 'Cox4i1', 'Atp5j2', 'Clta', 'Rrp1', 'Zwint', 'Ly6h', 'Snhg11',\n", " 'Gpi1', 'Cox5a', 'Myl6', 'Ndufv3', 'Hint1', 'Rpl11', 'Rprml',\n", " 'Vdac1', 'Hdac11', 'Mif', 'Dpysl2', 'Dynlrb1', 'Zbtb18',\n", " '2410015M20Rik', 'Rpl36', 'Ptk2b', 'Vps29', 'Ppia', 'Ndrg4',\n", " 'Tuba4a', 'Ndufb7', 'Atp6v1d', 'Sec11c', 'Rogdi', 'Hsp90aa1'],\n", " dtype=object),\n", " 'Nfatc4(+)': array(['Zic2', 'Ahnak', 'Bgn', 'Atp1a2', 'Col1a1', 'Crabp2', 'Bmp5',\n", " 'Fmod', 'Nfatc4', 'Bmp7', 'Slc13a4', 'Lama1', 'Perp', 'Vsx1',\n", " 'Hmgcs2', 'Rbp1', 'Ptgds', 'Slc47a1', 'Gjb2', 'Foxc2', 'Txnip',\n", " 'Vwf', 'Slc6a12', 'Fxyd5', 'Olfml2a', 'Slc16a9', 'Foxc1',\n", " 'Adamtsl3', 'Mpzl2', 'Gfap', 'Wfdc1', 'Wnk4', 'Asgr1', 'Wnt5a',\n", " 'Zic1', 'Pbxip1', 'Fgfbp1', 'Mgp', 'Lum', 'Apod', 'Krt80',\n", " 'C230024C17Rik', 'Tnfrsf1a', '1500015O10Rik', 'Anxa1', 'Islr',\n", " 'Fbln1', 'Myoc', 'Igf2', 'Fn1', 'Slc26a2', 'Slc6a20a', 'Col1a2',\n", " 'Colec12', 'Slc6a13', 'Lbp', 'Slc22a8'], dtype=object),\n", " 'Nfe2l2(+)': array(['Igf2', 'Plp1', 'Qk', 'Nfe2l2', 'Cldn11', 'Glul', 'Gfap', 'Ptgds',\n", " 'Mt1'], dtype=object),\n", " 'Nfib(+)': array(['Atp2b1', 'Zcchc11', 'Ube3a', 'Nr3c2', 'Rfx3', 'Cdk17', 'Dtna',\n", " 'Lrrc7', 'Tanc2', 'Akt3', 'Stag1', 'Cnksr2', 'Ccnd2', 'Adgrl3',\n", " 'Atxn1', 'Kansl1', 'Stxbp5l', 'Hivep2', 'Smarca2', 'Syt1', 'Maml2',\n", " 'Nbea', 'Mctp1', 'Epha6', 'Nlgn1', 'Wasf1', 'Dlgap1', 'Lingo2',\n", " 'Apba2', 'Basp1', 'Dab1', 'R3hdm1', 'Cacna2d1', 'Frmpd4', 'Gli3',\n", " 'Zfpm2', 'Ncor1', 'Sema5a', 'Cadm1', 'Mllt3', 'Ppp1r9a', 'Meg3',\n", " 'Large1', 'Msi2', 'Snca', 'Anks1b', 'Calm2', 'Slc4a4', 'Sipa1l1',\n", " 'Ywhaz', 'Prkg1', 'Gucy1a2', 'Arhgap21', 'Sub1', 'Ptprz1', 'Rora',\n", " 'Adgrb3', 'Pip5k1b', 'Csgalnact1', 'Ncoa1', 'Gria2', 'Diaph2',\n", " 'Npas2', 'Nfia', 'Garem1', '5730522E02Rik', 'Gabra5', 'Psip1',\n", " 'Unc80', 'Lmo4', 'Cdc42se2', 'Gabra2', 'Mdga2', 'Atrnl1', 'Glis3',\n", " 'Lyst', 'Pdcd4', 'Ncam1', 'Caln1', 'Dock3', 'Slc7a14', 'Ywhae',\n", " 'Erc2', 'Mapk4', 'Nfib', 'Matr3', 'Nckap1', 'Capza2', 'Eef1a1',\n", " 'Ssbp2', 'Pcdh9', 'Camkv', 'Dlgap2', 'Ctnna2', 'Rbfox1', 'Ppp3r1',\n", " 'Arpp21', 'Nrcam', 'Phf20l1', 'Ppp3ca', 'Nkain2', 'Zeb1', 'Srrm2',\n", " 'C130071C03Rik', 'Npas3', 'Nucks1', 'Dlg3', 'Plcb1', 'Atp6v1a',\n", " 'Mef2d', 'Magi2', 'Robo2', 'Dclk1', 'Auts2', 'Zbtb18', 'Ptprd',\n", " 'Xkr4', 'Arhgef28', 'Farp1', 'Bcl11b', 'Dapk1', 'Fam19a1',\n", " 'Zcchc7', 'Ppfia2', 'Zfp706', 'Nrxn1', 'Fgf14', 'Cplx2', 'Hs3st4',\n", " 'Rasal2', 'Brinp1', 'H3f3a', 'Anp32a', 'Gls', 'Pcsk5', 'Nrg3',\n", " 'Gnao1', 'Ube2e2', 'Fam155a', 'Fam49a', 'Cttnbp2', 'Rock2', 'Ptk2',\n", " 'Prox1', 'Trps1', 'Pgm2l1', 'Dennd1a', 'Rgl1', 'Setbp1', 'Frmd4a',\n", " 'Trim9', 'Negr1', 'Serbp1', 'Arf1', 'Ptpra', 'Sptbn2', 'Kirrel3',\n", " 'Ncam2', 'Abi1', 'Ctnnd2', 'Prkag2', 'Rgs20', 'Gm20754', 'Csmd1',\n", " 'Csnk1a1', 'Grm5', 'Arf3', 'Cadm2', 'Mkl2', 'Nkain3', 'Bex2',\n", " 'Tnrc6c', 'Mmp16', 'Celf2', 'Enc1', 'Kcnma1', 'Epha7', 'C1ql3',\n", " 'Wdr17', 'Plxna4', 'Grm7', 'Camk2b', 'Gnaq', 'Pde1a', 'Cnrip1',\n", " 'Cap2', 'Otud7a', 'Gabrb1', 'Iqgap2', 'Tsc22d1', 'Syt17', 'Sorbs1',\n", " 'Cacna1d', 'Eif5a', 'Foxo1', 'Rprm', 'Dscaml1', 'Tspan13', 'Lmo7',\n", " 'Nrp1', 'Hmgn3', 'Pitpnc1', 'Macrod2', 'Pkig', 'Cacng8', 'Acap2',\n", " 'Hpca', 'Cnih3', 'Grik2', 'Fam135b', 'Fars2', 'Dgkg', 'Thra',\n", " 'Csmd2', 'Slc44a5', 'Macf1', 'Actr3', 'Celf5', 'Grin2b', 'Foxg1',\n", " 'Nebl', 'Ywhab', 'Pnisr', 'Kcnn2', 'Ryr2', 'Caly', 'Gpm6a',\n", " 'Lsamp', 'Rtn1', 'Pter', 'Neat1', 'Cacna1c', 'Cnih2', 'Map2k1',\n", " 'Hsp90ab1', 'Park2', 'Neurod2', 'Prkd1', 'Celf3', 'Chn1', 'Fmn2',\n", " 'Dock4', 'Hmgb1', 'Tcf4', 'Syt7', 'Myo5b', 'Adgrb2', 'Kcnd2',\n", " 'Kcnh7', 'Tnik', 'Cers6', 'Arhgap26', 'Ptprg', 'Syne1', 'Dynll1',\n", " 'Ank2', 'Ncald', 'Plxna2', 'Asic2', 'Lrp1b', 'Tpm1', 'Nfix',\n", " 'Gabrb3', 'Calm1', 'Cacna1e', 'Sgip1', 'Trpm3', 'Egfem1', 'Ptms',\n", " 'Chst1', 'Gpc5', 'Phactr1', '2010300C02Rik', 'Syn2', 'Dpyd',\n", " 'Mertk', 'Mapk1', 'Serp2', 'Grin2a', 'Ptprt', 'Plekha5', 'Chd3',\n", " 'Shisa6', 'Dip2c', 'Arpc2', 'Klhl2', 'Plekhg5', 'Rbfox3', 'Astn2',\n", " 'Nsf', 'Clstn2', 'Kctd16', 'Ntrk3', 'Tle4', 'Nptx1', 'Appl2',\n", " 'Med26', 'Actb', 'Miat', 'Slc17a7', 'Hivep3', 'Agbl4', 'Ttll6',\n", " 'Dgkb', 'Nell2', 'Acvr2a', 'Tjp1', 'Mmp17', 'Ak5', 'Psma3',\n", " 'Ogfrl1', 'Ccdc85a', 'Stim2', 'Tceal5', 'Shisa9', 'Dmd', 'Nedd4l',\n", " 'Dlg2', 'Tpm3', 'Ahcyl2', 'Fbxl16', 'Fgd4', 'Zbtb16', 'Npy2r',\n", " 'Dsp', 'Meis2', 'Pbx1', 'A830018L16Rik', 'Rapgef4', 'Ptprj',\n", " 'Cyp7b1', 'Hrk', 'Mink1', 'Neurod1', 'Rasgef1a', 'Syngap1',\n", " 'Ppp1r1a', 'Slit3', 'Gria3', 'Rgs7bp', 'Slc1a2', 'Synpr', 'Sybu',\n", " 'Hpcal4', 'Itm2c', 'Fam171b', 'Prickle2', 'Add2', 'Pde4d', 'Cpne6',\n", " 'Ptk2b', 'Sox5', 'Myt1l', 'Prkce', 'Lama2', 'Mycbp2', 'Tubb2b',\n", " 'Id4', 'Prex2', 'Msra', 'Plppr4', 'Dgkh', 'Kcnip2', 'Tusc3', 'Fry',\n", " 'Plppr2', 'Neto1', 'Camk2a', 'Mmd', 'Nt5dc3', 'Me3', 'Galnt18',\n", " 'Adcy1', 'Ryr3', 'Tmem132b', 'Xist', 'Kcnip4', 'Csmd3', 'Celf4',\n", " 'Btbd9', 'Hnrnpa3', 'Nos1ap', 'Xylt1', 'Dbn1', 'Tspan18', 'Tmsb4x'],\n", " dtype=object),\n", " 'Nfyb(+)': array(['Slc8a2', 'Lypd1', 'Rbfox3', 'Egr3', 'Adgrb2', 'Lin7c', 'Mmp17',\n", " 'Crmp1', 'Pop5', 'Gpr39', 'Plppr2', 'Abr', 'C1qtnf4', 'Syt7',\n", " 'Atp2b4', 'Mef2d', 'Prkar1a'], dtype=object),\n", " 'Nkx6-1(+)': array(['Igf2', 'Foxd2', 'C1ql4', 'Apod', 'S100a9', 'Tagln'], dtype=object),\n", " 'Nkx6-2(+)': array(['Ddr1', 'Mobp', 'Nmral1', 'Gltp', 'Vmp1', 'Mbp', 'Hcn2',\n", " 'Arhgap23', 'Sept4', 'Cdc42ep2', 'Myrf', 'Jam3', 'Csrp1', 'Tubb4a',\n", " 'Ugt8a', 'Gpm6b', 'Rnf13', 'Gpr37', 'Inpp5a', 'Myo6', 'Pls1',\n", " 'Dock10', 'Gjc3', 'Qdpr', 'Efnb3', 'Grb14', 'Rap1a', 'Rpl37a',\n", " 'Pde4b', 'Car2', 'Pdlim2', 'Dbi', 'Pip4k2a', 'Phldb1', 'Cdk8',\n", " 'Otud7b', 'Serpinb1a', 'Atp1b3', 'Slc38a2', 'Mapk8ip1', 'Ppp1r14a',\n", " 'Cntn2', 'Glul', 'Rtkn', 'Gatm', 'Fa2h', 'Evi2a', 'Tmbim1', 'Ermn',\n", " 'S100a16', 'Stmn4', 'Cd81', 'Nkx6-2', 'Tnni1', 'Gsn', 'Unc5b',\n", " 'Tmem63a', 'Mag', 'Ppp1r16b', 'Traf5', 'Plekhb1', 'Tmem88b',\n", " 'Rhog', 'Bin1', 'Cers2', 'Ndrg1', 'S100b', 'Apod', 'Smad7', 'Mcam',\n", " 'Ninj2', 'Lgi3', 'Lpar1', 'Efhd1', 'Ptma', 'Mal', 'Scd2', 'Cmtm5',\n", " 'Foxn3', 'Josd2', 'Qk', 'Plekha1', 'Tsc22d4', 'Sept7', 'Slc44a1',\n", " 'Lamp1', 'Cldn11', 'Clic4', 'Plp1', 'Pllp', 'Kcnj10', 'Gjb1',\n", " 'Sgk1', 'Slc12a2', 'Il33', 'Gjc2', 'Tfeb', 'Slc6a9', 'Cd82',\n", " 'Adssl1', 'Sema4d', 'Plekhg3', 'Gng11', 'Micall1', 'Gstm7',\n", " 'Ypel2', 'Scd1', 'Cdc42ep1', 'Gm15417', 'Erbb3', 'Tmem229a',\n", " 'Plxdc2', 'Klk6', 'Kazn', 'Map7d1', 'Wnk1', 'S100a1', 'Phgdh',\n", " 'Agpat4', 'Tmcc3', 'Tmem123', 'Phlda3', 'Mog', 'Degs1', 'S100a13',\n", " 'Dock5', 'Arsg', 'Padi2', 'Dixdc1', 'Galnt6', 'Litaf', 'Cdr2l',\n", " 'Opalin', 'Aph1a', 'S1pr5', 'Lap3', 'Trf', 'Ddit4', 'Olfml1',\n", " 'Trim59', 'Prr18', 'Cnp', 'Sec14l5', 'Npc2', 'Gprc5b', 'Cryab',\n", " 'Gal3st1', '9630013A20Rik', 'Tspan2', 'Rdx', 'Cdh19', 'Cd9',\n", " 'Klf13', '5031439G07Rik', 'Daam1', 'Pde8a', 'Arrdc3', 'Hapln2',\n", " 'Rhou', 'Mtmr2', 'Zdhhc9', 'Cd63', 'Serinc5', 'Pla2g16', 'Slain1',\n", " 'Bcas1', 'Rnf7', 'Ppp2r3a', 'Sh3gl3', 'Itgad', 'Dbndd2', 'Olig2',\n", " 'Nudt4', '2310022B05Rik', 'Kif13a', 'Cyp2j12', 'Epb41l3',\n", " 'Slc48a1', 'Hhip', 'Pacs2', 'Fth1', 'Olig1', 'Endod1', 'Ddc',\n", " 'Elovl1', 'Sox10', 'Nfasc', 'Tmeff2', 'Kcna1', 'St18', 'Edil3',\n", " 'Phactr3', 'Elmo1', 'Gphn', 'Itpk1', 'Ano4', 'D7Ertd443e',\n", " 'Plxnb3', 'Ptgds', 'Fez1', 'Secisbp2l', 'Kndc1', 'Hipk2', 'Creb5',\n", " 'Kif5a', 'Arhgef10', 'Map7', 'Slc6a3', 'Reep3', 'Sparc', 'Sec11c',\n", " 'Hepacam', 'Chd7', 'BC049715', 'Rcan2', 'Zfp536', 'Enpp2', 'Daam2',\n", " 'Selenop', 'Plekhh1', 'Wscd1', 'Cd44', 'Plcl1', 'Frmd8', 'Gfap',\n", " 'Carhsp1', 'Rab31', 'Arpc1b', 'Tmem125', 'Aldh1a1', 'Psat1',\n", " 'Sez6l2', 'Ccp110', 'Clasp2'], dtype=object),\n", " 'Nr2f1(+)': array(['Meg3', 'Cdk17', 'Atp2b1', 'Stmn2', 'Cnksr2', 'Syt1', 'Ttc3',\n", " 'Fbxw7', 'Tceal3', 'Pja2', 'Bex3', 'Nrn1', 'Vamp2', 'Snca',\n", " 'R3hdm1', 'Tceal9', 'Auts2', 'Slc39a10', 'Lmo4', 'Erc2', 'Rab6a',\n", " 'Calm2', 'Hspa8', 'Cadm1', 'Basp1', 'Prmt8', 'Abi2', 'Gria2',\n", " 'Gabbr1', 'Cadm3', 'Ppp3ca', 'Sipa1l1', 'Ppp3r1', 'Sub1', 'Scn8a',\n", " 'Ptprs', 'Ndrg3', 'Brinp1', 'Ywhae', 'Serpini1', 'Hivep2',\n", " 'Nap1l1', 'Mef2c', 'Cdc42', 'Tspan7', 'Camkv', 'Chrm1', 'Nrxn1',\n", " 'Atp6v1a', 'Gabra4', 'Ywhag', 'Cd47', 'Prkacb', 'Dlgap1', 'App',\n", " 'Cadm2', 'Nrxn3', 'Vgf', 'Egr3', 'Unc5d', 'Celf5', 'Anp32a',\n", " 'Car10', 'Prkar1b', 'Slc22a17', 'Nckap1', 'Ppp1r9a', 'Tceal6',\n", " 'Nlgn3', 'Spred1', 'Arf3', 'Adgrl1', 'Nrcam', 'Cplx2', 'Nrxn2',\n", " 'Gnao1', 'Grm5', 'Tmem191c', 'Myh7', 'Cacna2d1', 'Snap25', 'Stmn4',\n", " 'Slitrk1', 'Grin2a', 'Nptn', 'Dlg3', 'Hsp90ab1', 'Grin2b', 'Tcf4',\n", " 'Cdk5r2', 'Syp', 'Adgrb1', 'Homer1', 'Sptan1', 'Sqstm1', 'Gpm6b',\n", " 'Mir124a-1hg', 'Stmn1', 'Phactr1', 'Ptprd', 'Pcsk2', 'Fzd3',\n", " 'Camk2b', 'Caly', 'Ptms', 'Crmp1', 'Syngap1', 'Gpm6a', 'Hpca',\n", " 'Rab33a', 'Ptn', 'Necab1', 'Lingo1', 'Bex2', 'Osbpl1a', 'Ttyh1',\n", " 'Ywhaz', 'Etv5', 'Ywhah', 'Slc17a7', 'Tceal5', 'Serbp1', 'Cabp1',\n", " 'Pter', 'Tsc22d1', 'Cux2', 'Syn2', 'Sptbn2', 'Thra', 'Napb',\n", " 'Dnm1', 'Tmem50a', 'Arpp21', 'Tpm3', 'Gria3', 'Enc1', 'Stxbp1',\n", " 'Kcnv1', 'Pgm2l1', 'Abr', 'Fam49b', 'Syt7', 'Lingo2', 'Map2k1',\n", " 'Farp1', 'Hpcal4', 'Serp2', 'Chn1', 'Snn', 'AI593442', 'Celf1',\n", " 'Ttc9b', 'Eif1', 'Dmtn', 'Madd', 'Zfp706', 'Eef1a2', 'Negr1',\n", " 'Gng13', 'Itm2c', 'Cacnb3', 'Camk2a', 'Kcnb1', 'Chst1', 'Camk2n1',\n", " 'Grik5', 'Svop', 'Rtn1', 'Akap8l', 'Arpc2', 'Atp6v1b2', 'Mtpn',\n", " 'Camta2', 'Fscn1', 'Tenm2', 'Nptxr', 'Syn1', 'Phf24', 'Slc12a5',\n", " 'Camkk2', 'Pkm', 'Nr2f1', 'Tusc3', 'Epha4', 'Calm1', 'Ddn',\n", " 'Aplp1', 'Shank2', 'Fxyd7', 'Olfm1', 'Ngef', 'Sorbs2',\n", " 'A830082K12Rik', 'Prnp', 'Tenm4', 'Kcnip4', 'Ncald', 'Marc2',\n", " 'Thy1', 'Rap2b', 'Shank1', 'Slc1a2', 'Eif5a', 'Syt11', 'C1qtnf4',\n", " 'Dynll1', 'Ntm', 'Dlk2', 'Ppp1r1a', 'Synpo', 'Syt16', 'Marcks',\n", " 'Nrgn', 'Rasgrp1', 'Tspan5', 'Tubb2a', 'Tubb5', 'Camk4', 'Atpif1',\n", " 'Coro1a', 'Vsnl1', 'Ypel3', 'Atp2b2', 'Atp6ap2', 'Dbp',\n", " '2010300C02Rik', 'Uchl1', 'Sult4a1', 'Cyfip2', 'Nek6', 'Prkcb',\n", " 'Ids', 'Dclk1', 'Plxnd1', 'Atp9a', 'Mapk1', 'Tpi1', 'Miat',\n", " 'Ptprn', 'Nsg1', 'Gas7', 'Ubb', 'Micu3', 'Serinc1', 'Mef2d',\n", " 'Phyhip', 'Calb1', 'Ext1', 'Golga7b', 'Fbxl16', 'Sptbn1', 'Gabbr2',\n", " 'Gabarapl1', 'Nsg2', 'Ywhab', 'Frrs1l', 'Clstn1', 'Prex1', 'Cfl1',\n", " '6330403K07Rik', 'Faim2', 'Rtn4', 'Icam5', 'Stx1a', 'Fam212b',\n", " 'Fxyd6', 'Calr', 'Cspg5', 'Arpp19', 'Grin1', 'Dusp14', 'Scn2a',\n", " 'Vdac1', 'Bsn', 'Slc1a3', 'Strn4', 'Klc1', 'Pcsk1n', 'Mapk8ip3',\n", " 'Rbfox3', 'Tpm1', 'Tuba1a', 'Cbx6', 'Ppia', 'Tbc1d9', 'Calm3',\n", " 'Pi4ka', 'Kctd17', 'Kifap3', 'Apbb1', 'Nme1', 'Clu', 'Car4',\n", " 'Ap3m2'], dtype=object),\n", " 'Nr2f2(+)': array(['Cnr1', 'Bex3', 'Stmn2', 'Nr2f2', 'Basp1', 'Camk2d', 'Snca',\n", " 'Gnas', 'Bex1', 'Ywhae', 'Camkv', 'Tceal9', 'Zcchc12', 'Pgrmc1',\n", " 'Bex2', 'Eif5a', 'Rtn1', 'Cnih2', 'Dynll1', 'Penk', 'Syn2',\n", " 'Hpcal1', 'Tceal5', 'Tubb2a', 'Pnck', 'Nlgn3', 'Calb1', 'Gjb2',\n", " 'Mtch1', 'Cpne7', 'Rpl21', 'Calb2', 'Itm2c', 'Col1a1', 'Ndn',\n", " 'Nov', 'Ly6h', 'Tuba1b', 'Fxyd6', 'Cpne6', 'Stum', 'Pcolce',\n", " 'Timp2', 'Gap43', 'Pea15a', 'Nptxr', 'Uchl1', 'Pnmal2', 'Nsg2',\n", " 'Fmod', '6330403K07Rik', 'Icam5', 'Lypd1', 'Rpl22l1', 'Igf2',\n", " 'Pcdh19'], dtype=object),\n", " 'Nr3c1(+)': array(['Nr3c1', 'Atp2b1', 'R3hdm1', 'Sept7', 'Kcnd2', 'Ldlrad4', 'Homer1',\n", " 'Mef2c', 'Kctd1', 'Pcdh9', 'Nrxn1', 'Plcb1', 'Tcf4', 'Ppp2r2b',\n", " 'Phactr1', 'Ptprd', 'Celf2', 'Osbpl1a', 'Kcnip4', 'Pde1a', 'Ntm',\n", " 'Pcsk2', 'Dlg2', 'Camk4', 'Arhgap26', 'Clstn1', 'Nrgn', 'Sv2b',\n", " 'Rgs6', 'Kctd16', 'Sub1'], dtype=object),\n", " 'Ovol2(+)': array(['R3hdm1', 'Snap25', 'Syt1', 'Mef2c', 'Car10', 'Pcsk2', 'Camk2n1',\n", " 'Nrg1', 'Phactr1', 'Vsnl1', 'Lmo4', 'Col8a1', 'Dclk1', 'Slc17a7',\n", " 'Arpp21', 'Nrgn', 'Ovol2', 'Kcnh7', 'Egr1', 'Kalrn'], dtype=object),\n", " 'Pbx1(+)': array(['Atp2b1', 'Dtna', 'Lrrc7', 'Akt3', 'Cnksr2', 'Hivep2', 'Rims2',\n", " 'Ube3a', 'Sgcz', 'Tanc2', 'Gphn', 'Stag1', 'Adgrl3', 'Kansl1',\n", " 'Ptpn4', 'Ttc3', 'Sema6d', 'Syt1', 'Stxbp5l', 'Slc4a4', 'Grid2',\n", " 'Ccser1', 'Mctp1', 'Cdh2', 'Dlgap1', 'Basp1', 'Foxp2', 'Fut9',\n", " 'Dpp10', 'Dab1', 'Nlgn1', 'Acsl3', 'Msi2', 'Fgf12', 'Grm3', 'Pam',\n", " 'Rora', 'Thrb', 'Camk1d', 'R3hdm1', 'Nbea', 'Ralyl', 'Anks1b',\n", " 'Foxp1', 'Cadm1', 'Xkr6', 'Frmpd4', 'Prr16', 'Kcnt2', 'Garem1',\n", " 'Gria2', 'Ssbp2', 'Gli3', 'Chsy3', 'Peak1', 'Nfia', 'Hecw2',\n", " 'Dok6', 'Sntg1', 'Mdga2', 'Zfp217', 'Zeb1', 'Cdh11', 'Nrcam',\n", " 'Gabrb2', 'Arpp21', 'Oxr1', 'Unc80', 'Cadps', 'Apba2', 'Adgrb3',\n", " 'Npas2', '5730522E02Rik', 'Dnm3', 'Erbb4', 'Lrba', 'Erc2',\n", " 'Cacna2d3', 'Homer1', 'Nkain2', 'Jarid2', 'Zfpm2', 'Herc1',\n", " 'Rgs20', 'Prickle1', 'Grm5', 'Kcnq3', 'Large1', 'Negr1', 'Cntnap2',\n", " 'Cntn1', 'Brinp3', 'Syt14', 'Nol4', 'Pcdh9', 'Cadm2', 'Map1b',\n", " 'Lmo4', 'Gls', 'Robo2', 'Nfib', 'Cdh20', 'Atrnl1', 'Tenm4',\n", " 'Farp1', 'Rasal2', 'Dock3', 'Mapk4', 'Gpc6', 'Xkr4', 'Tspan7',\n", " 'March1', 'Nrg3', 'Thsd7b', 'Ptprz1', 'Auts2', 'Macrod2', 'Ctnna2',\n", " 'Gnao1', 'Ehbp1', 'Camta1', 'Asap2', 'Pde10a', 'Nrxn1', 'Rims1',\n", " 'Ctnnd2', 'Csgalnact1', 'Nckap5', 'Rtn3', 'Dclk1', 'Kcnq5',\n", " 'Tmsb10', 'Setbp1', 'Grm7', 'Fam184a', 'Ext1', 'Zc3h7a',\n", " 'C130071C03Rik', 'Lrrc4c', 'Trim9', 'Gabrg3', 'Plcb1', 'Fgf14',\n", " 'Paqr8', 'Srrm2', 'Khdrbs2', 'Magi2', 'Rgs6', 'Meg3', 'Npas3',\n", " 'Caln1', 'Kcnd2', 'Wdr17', 'Csmd2', 'Dlgap2', 'Grin2b', 'Sox6',\n", " 'Gnaq', 'Sbf2', 'Fam155a', 'Syne1', 'Unc79', 'Pard3b', 'Ptprd',\n", " 'Phactr1', 'Dennd1a', 'Magi3', 'Cttnbp2', 'Park2', 'Zcchc7',\n", " 'Sorbs1', 'Epha5', 'Esrrg', 'Adcy2', 'Asap1', 'Cacna1e', 'Ncam2',\n", " 'Pfkp', 'Robo1', 'Ptk2', 'Cdk8', 'Grin2a', 'Tmtc2', 'Arhgap26',\n", " 'Gucy1a2', 'Ank2', 'Slc35f1', 'Dnajc1', 'Nos1ap', 'Kcnh7',\n", " 'Pgm2l1', 'Frmd4a', 'Cntn4', 'Evi5', 'Gpc5', 'Efr3a', 'Nrg1',\n", " 'Pclo', 'Celf2', 'Rorb', 'Lmtk2', 'Kcnd3', 'Hs3st4', 'Scai',\n", " 'Map2', 'Tjp1', 'Dst', 'Vps13b', 'Cdc73', 'Cacnb4', 'Nrxn3',\n", " 'Cntn5', 'Gabrb1', 'Dmd', 'Slc1a2', 'Ppp2r2b', 'Ptprt', 'Tcf4',\n", " 'Phka1', 'Pitpnc1', 'Myo5a', 'Plekha5', 'Hdac4', 'Pnisr', 'Kcnh1',\n", " 'Otud7a', 'Dock4', 'Sh3gl2', 'Sik3', 'Tnik', 'Fmn2', 'Camk4',\n", " 'Rbfox1', 'Agbl4', 'Pid1', 'Macf1', '4930402H24Rik', 'Kcnn2',\n", " 'Gpm6a', 'Trpm3', 'Gli2', 'Galnt9', 'Meis2', 'Csmd1', 'Nmnat2',\n", " 'Pten', 'Etv5', 'Mmp16', 'Phf24', 'Dip2c', 'Appl2', 'Mcc', 'Lrp1b',\n", " 'Cdc42bpa', 'A330033J07Rik', 'Rgs7', 'Fry', 'Peg3', 'Dlg2', 'Pbx1',\n", " 'Pcdh7', 'Miat', 'Prex2', 'Plxna2', 'C230004F18Rik',\n", " 'A830018L16Rik', 'Camk2g', 'Prickle2', 'Bcl2', 'Tle4', 'Hivep3',\n", " 'Smyd3', 'Kctd16', 'Plpp3', 'Slc17a7', '2010111I01Rik', 'Ntrk2',\n", " 'Cacna1d', 'Nr4a2', 'Astn2', 'Kcnj6', 'Dlk1', 'Xylt1', 'Cdh18',\n", " 'Gabrb3', '9330182L06Rik', 'Satb2', 'Dcc', 'Kcnn3', 'Sgcd', 'Sdk2',\n", " 'Adam23', 'Slc6a3', 'Tnr', 'Th', 'Wnk2', 'Mical2', 'En1',\n", " 'Ppp1r12b', 'Nav2', 'Ogt', 'Fgfr2', 'Nyap2', 'Grik3', 'Galnt18',\n", " 'Cntnap5a', 'Fam189a1', 'Slc10a4', 'Malat1'], dtype=object),\n", " 'Pbx3(+)': array(['AW551984', 'C130021I20Rik', 'Slc39a4', 'Serpine2', 'Gucy2c',\n", " 'Pcbd1'], dtype=object),\n", " 'Pknox2(+)': array(['Lrrc7', 'Akt3', 'Cnksr2', 'Hivep2', 'Rfx3', 'Fbxw7', 'Rims2',\n", " 'Ube3a', 'Lingo2', 'Sgcz', 'Tanc2', 'Stag1', 'Adgrl3', 'Zfp385b',\n", " 'Ttc3', 'Syt1', 'Atxn1', 'Stxbp5l', 'Ccser1', 'Dlgap1', 'Fut9',\n", " 'Dpp10', 'Cacna2d1', 'Dab1', 'Nlgn1', 'Car10', 'Fgf12', 'Pparg',\n", " 'Rora', 'Thrb', 'R3hdm1', 'Nbea', 'Ralyl', 'Anks1b', 'Efna5',\n", " 'Sptan1', 'Foxp1', 'Cadm1', 'Ppp1r12a', 'Frmpd4', 'Sipa1l1',\n", " 'Prr16', 'Kcnt2', 'Fam19a2', 'Gria4', 'Gria2', 'Unc5d', 'Chsy3',\n", " 'Dok6', 'Sntg1', 'Lrfn5', 'Mdga2', 'Calm2', 'Nrcam', 'Arpp21',\n", " 'Oxr1', 'Epha6', 'Ppp3ca', 'Unc80', 'Cadps', 'Apba2', 'Adgrb3',\n", " 'Trhde', 'Trank1', 'Erc2', 'Cux1', 'Hecw1', 'Cacna2d3', 'Ube2e2',\n", " 'Nkain2', 'Herc1', 'Prkg1', 'Grm5', 'Kcnq3', 'Negr1', 'Cdh12',\n", " 'Cntnap2', 'Snap25', 'Brinp3', 'Syt14', 'Nol4', 'Pcdh9', 'Cadm2',\n", " 'Fnbp1l', 'Lmo4', 'Gls', 'Mef2c', 'Robo2', 'Atrnl1', 'Tenm4',\n", " 'Myrip', 'Grip1', 'Kcnj3', 'Rasal2', '9530059O14Rik', 'Dock3',\n", " 'Xkr4', 'Arid5b', 'Nrg3', 'Auts2', 'Macrod2', 'Ctnna2', 'Ppfia2',\n", " 'Ehbp1', 'Camta1', 'Grik2', 'Pde10a', 'Snap91', 'Nrxn1', 'Rims1',\n", " 'Ctnnd2', 'Dclk1', 'Kcnq5', 'Fstl4', 'Grm7', 'Ext1', 'Lrrc4c',\n", " 'Gabrg3', 'Plcb1', 'Fgf14', 'Srrm2', 'Hs6st3', 'Magi2', 'Meg3',\n", " 'Brinp1', 'Pcsk2', 'Kcnd2', 'Ppm1h', 'Csmd2', 'Dlgap2', 'Fam19a1',\n", " 'Grin2b', 'Scn8a', 'Fam155a', 'Syne1', 'Ptprd', 'Phactr1',\n", " 'Cttnbp2', 'Park2', 'Zcchc7', 'Epha5', 'Kirrel3', 'Prkar1b',\n", " 'Asap1', 'Cacna1e', 'Ncam2', 'Grin2a', 'Arhgap20', 'Arhgap26',\n", " 'Gucy1a2', 'Ank2', 'Kcnh7', 'Vamp2', 'Rtn1', 'Frmd4a', 'Cntn4',\n", " 'Osbpl3', 'Calm1', 'Nrg1', 'Celf2', 'Chrm3', 'Tbc1d30', 'Cacnb4',\n", " 'Nrxn3', 'Klhl29', 'Cntn5', 'Gabrb1', 'Clstn2', 'Slc2a13', 'Mapk1',\n", " 'Ppp2r2b', 'Ptprt', 'Tcf4', 'Plekha5', 'Kcnb1', 'Nptn', 'Otud7a',\n", " 'Zbtb16', 'Tnik', 'Fmn2', 'Camk4', 'Rbfox1', 'AI593442', 'Tmem108',\n", " 'Adam22', 'Agbl4', 'Cacna1c', 'Chn1', 'Camkk2'], dtype=object),\n", " 'Pou3f2(+)': array(['Ntm', 'Pou3f2', 'Slc6a3', 'Dlk1', 'Slc1a2', 'Ret', 'Gpc5', 'Glul',\n", " 'Ptn', 'En1', 'Msi2', 'Fam107a', 'Plpp3', 'Ddc', 'Aldh1a1'],\n", " dtype=object),\n", " 'Prox1(+)': array(['Kif26b', 'Slc39a6', 'Prox1', 'Lmo1', 'Stxbp6', 'Nt5dc2'],\n", " dtype=object),\n", " 'Prrx2(+)': array(['Tbx15', 'Slc26a7', 'H2-Aa', 'Car13', 'Igf2', 'Lbp', 'Zic2',\n", " 'Slc38a2', 'Anxa3', 'Col1a2', 'Ddr2'], dtype=object),\n", " 'Satb2(+)': array(['Kmt2e', 'Atp2b1', 'Slc39a10', 'Cdk17', 'Satb1', 'Lrrc7', 'Akt3',\n", " 'Cnksr2', 'Galnt13', 'Hivep2', 'Smarca2', 'Fbxw7', 'Rims2',\n", " 'Ube3a', 'Lingo2', 'Sgcz', 'Tanc2', 'Stag1', 'Sept7', 'Adgrl3',\n", " 'Kansl1', 'Zfp385b', 'Ttc3', 'Syt1', 'Atxn1', 'Stxbp5l', 'Pja2',\n", " 'Zfr', 'Ppp3cb', 'Ccser1', 'Dlgap1', 'Basp1', 'Btbd10', 'Fut9',\n", " 'Dpp10', 'Cacna2d1', 'Dab1', 'Nlgn1', 'Numb', 'Car10', 'Cdh8',\n", " 'Fgf12', 'Grm3', 'Pparg', 'Cdkl5', 'Pam', 'Thrb', 'Camk1d',\n", " 'R3hdm1', 'Nbea', 'Ralyl', 'Anks1b', 'Efna5', 'Il1rapl2', 'Sptan1',\n", " 'Foxp1', 'Cadm1', 'Wasf1', 'Ppp1r12a', 'Frmpd4', 'Sipa1l1',\n", " 'Prr16', 'Kcnt2', 'Fam19a2', 'Gria4', 'Gria2', 'Unc5d', 'Myo1b',\n", " 'App', 'Chsy3', 'Hecw2', 'Sntg1', 'Lrfn5', 'Ppp1r9a', 'Mdga2',\n", " 'Nectin3', 'Calm2', 'Ldlrad4', 'Kctd1', 'Nckap1', 'Nrcam',\n", " 'Gabrb2', 'Ppm1l', 'Arpp21', 'Oxr1', 'St6gal2', 'Ppp3ca', 'Unc80',\n", " 'Cadps', 'Apba2', 'Adgrb3', 'Npas2', '5730522E02Rik', 'Cadm3',\n", " 'Rock2', 'Fzd3', 'Trhde', 'Flrt2', 'Trank1', 'Gabra4', 'Erc2',\n", " 'Rab6a', 'Abi2', 'Enc1', 'Hecw1', 'Cacna2d3', 'Prkacb', 'Homer1',\n", " 'Ube2e2', 'Herc1', 'Prickle1', 'Grm5', 'Kcnq3', 'Large1', 'Negr1',\n", " 'Cdh12', 'Spats2l', 'Snap25', 'Brinp3', 'Syt14', 'Pcdh9', 'Cadm2',\n", " 'Fnbp1l', 'Lmo4', 'Gls', 'Mef2c', 'Robo2', 'Bcl11a', 'Atrnl1',\n", " 'Tenm4', 'Myrip', 'Kcnj3', 'Rasal2', 'Dock3', 'Ssh2', 'Gpc6',\n", " 'Xkr4', 'Stmn1', 'Sub1', 'Tspan7', 'March1', 'Atl1', 'Nrg3',\n", " 'Kcnmb4', 'Auts2', 'Macrod2', 'Tiam2', 'Ctnna2', 'Kif5c', 'Pak7',\n", " 'Map9', 'Dnaja1', 'Cpne8', 'Dmxl2', 'Adcy8', 'Ndrg3', 'Spred1',\n", " 'Pde10a', 'Snap91', 'Nrxn1', 'Osbpl1a', 'Rims1', 'Ctnnd2', 'Eml5',\n", " 'Nrn1', 'Rtn3', 'Dclk1', 'Nrep', 'Kcnq5', 'Ppp3r1', 'Agtpbp1',\n", " 'Fstl4', 'Setbp1', 'Grm7', 'Ext1', 'Atp8a1', 'Lrrc4c', 'Zbtb18',\n", " 'Trim9', 'Gabrg3', 'Plcb1', 'Fgf14', 'Ywhaz', 'Hs6st3', 'Khdrbs2',\n", " 'Rgs6', 'Celf1', 'Ptprk', 'Sept11', 'Meg3', 'Brinp1', 'Tsc22d1',\n", " 'Pcsk2', 'Caln1', 'Sptbn2', 'Kcnd2', 'Dlgap2', 'Fam19a1', 'Grin2b',\n", " 'Rasgef1b', 'Mark1', 'Ptpn5', 'Scn8a', 'Fam155a', 'Syne1', 'Unc79',\n", " 'Necab1', 'Arntl', 'Fam126b', 'Mkl2', 'Ptprd', 'Itpr1', 'Phactr1',\n", " 'Herc3', 'Epha5', 'Tshz3', 'Nlk', 'Prkar1b', 'Cdh6', 'Asap1',\n", " 'Pi4ka', 'Cacna1e', 'Mtpn', 'Pfkp', 'Ptk2', 'Nwd2', 'Grin2a',\n", " 'Fhl2', 'Arhgap26', 'Gucy1a2', 'Ank2', 'Nos1ap', 'Kcnh7', 'Vamp2',\n", " 'Serbp1', 'Pde8b', 'Pgm2l1', 'Rtn1', 'Cntn4', 'Extl3', 'Calm1',\n", " 'Serpini1', 'Nrg1', 'Pclo', 'Pkm', 'Celf2', 'Sorcs3', 'Gabra1',\n", " 'Adgrl1', 'Lmtk2', '2010300C02Rik', 'Rtn4', 'Chrm3', 'Smim13',\n", " 'Slc24a2', 'Hs3st4', 'Map2', 'Ncald', 'Ywhag', 'Ptn', 'Cacnb4',\n", " 'Trim37', 'Nrxn3', 'Cntn5', 'Epha4', 'Clstn2', 'Dmd', 'Slc2a13',\n", " 'Mapk1', 'Camkk2', 'Ppp2r2b', 'Ywhah', 'Ptprt', 'Tcf4', 'Myo5a',\n", " 'Kcnb1', 'Nptn', 'Hdac4', 'Micu3', 'Kcnh1', 'Otud7a', 'Sh3gl2',\n", " 'Zfp697', 'Fmn2', 'Rnf150', 'Camk4', 'Rbfox1', 'AI593442',\n", " 'Adam22', 'Agbl4', 'Cacna1c', 'Chn1', 'Nuak1', 'Wdr82', 'Sorcs1',\n", " 'Arfgef3', 'Sun1', 'Tusc3', 'Snrpn', 'Ptms', 'Gpm6a', 'Trio',\n", " 'Rab15', 'Nedd4l', 'Cyfip2', '1700020I14Rik', 'Csmd1', 'Pten',\n", " 'Phf24', 'Ryr2', 'Med13l', 'Tspoap1', 'Cdc42bpa', 'Slc6a17',\n", " 'Sphkap', 'Rgs7', 'Ngef', 'Dlg2', 'Pbx1', 'Pcdh7', 'Efhd2',\n", " 'Nell2', 'Gfra2', 'Ctnna3', 'Kcnh5', 'Miat', 'Rgs7bp', 'Fam49a',\n", " 'Plxna2', 'Frrs1l', 'C230004F18Rik', 'Pde4dip', 'Lamp5', 'Hdac9',\n", " 'Akap8l', 'Arhgef9', 'Camk2g', 'Prickle2', 'Kctd16', 'Nrsn1',\n", " 'Msra', 'Lancl2', 'Vopp1', 'Slc17a7', '2010111I01Rik', 'Serinc1',\n", " 'Cacna1d', 'Fhod3', 'Kcnma1', 'Pkd1', 'Fam49b', 'Arpp19', 'Cdh10',\n", " 'Vgf', 'Hpca', 'Mical2', 'Adam23', 'R3hdm2', 'Fam135b', 'St3gal5',\n", " 'Slit3', 'Sidt1', 'Sh3rf3', 'Gm1976', 'Prkce', 'Ptprs', 'Egfem1',\n", " 'Pcdha1', 'Malat1', 'Satb2', 'Ntm', 'Opcml', 'Ephb6', 'Coch',\n", " 'Sema7a', 'Trpc3', 'Cabyr', 'Lamc2', 'Lrrk2', 'Ankrd33b', 'Stard8',\n", " 'Ier5', 'Hipk4', 'Plekha6', 'Usp2', 'Igsf9b', 'Pantr1', 'Acsl5',\n", " 'Tnnt2', 'Frmd6', 'Mkx', 'Cd34', 'Cpne5', 'Kcnj9', 'Pamr1', 'Cux1',\n", " 'Ddit4l'], dtype=object),\n", " 'Sox10(+)': array(['Chn2', 'Dock10', 'Pacs2', 'Pdlim2', 'Sema6a', 'Desi1', 'Clic4',\n", " 'Tmem88b', 'Gpr37', 'Frmd8', 'Nfasc', 'Edil3', 'Fnbp1', 'Hhip',\n", " 'Mapk8ip1', 'Rnf13', 'Daam2', 'Plekhh1', 'Mt2', 'Ptgds', 'S100a16',\n", " 'Itpk1', 'Tprn', 'Adssl1', 'Dennd5a', 'Gsn', 'Tmbim1', 'Ddr1',\n", " 'Sema4d', 'Clmn', 'Cdc42ep2', 'Plxnb3', 'Plekhg3', 'Ppp1r16b',\n", " 'Mcam', 'Kndc1', 'Gng11', 'Tulp4', 'Abca2', 'Phactr3', 'Tmeff2',\n", " 'Elovl1', 'Gstm7', 'Ptma', 'Hcn2', 'Gjc2', 'Ptn', 'Smad7', 'Cd81',\n", " 'St6galnac3', 'Myrf', 'Pllp', 'Plat', 'Sox10', 'Rhou', 'Trf',\n", " 'Tppp3', 'Grb14', 'Ttll7', 'Gpr17', 'Fgf1', 'Nkx6-2', 'Cntn2',\n", " 'Dbndd2', 'Gab1', 'Ugt8a', 'Creb5', 'Cpox', 'Klk6', 'Gatm',\n", " 'Tspan2', 'Fth1', 'Scd2', 'Cnksr3', 'Ftl1', 'Mbp', 'Tmem229a',\n", " 'Csrp1', 'Sept7', 'Foxn3', 'Ppp1r14a', 'Otud7b', 'Rassf2', 'Efnb3',\n", " 'Il1rap', 'Rcbtb1', 'Tsc22d4', 'Carhsp1', 'Erbb3', 'Bcas1',\n", " 'Tmem63a', 'Lpar1', 'St18', 'Syt11', 'Nmral1', 'S100b', 'Bin1',\n", " 'Rdx', 'Kcnj10', 'Rhog', 'Olig2', 'Olig1', 'Arhgef10', 'Rhob',\n", " 'Cd9', 'Ankrd13a', 'Myo6', 'Anln', 'Slain1', 'Gltp', 'Serpinb1a',\n", " 'Car2', '5031439G07Rik', 'Gabrr2', 'Atp1b3', 'Pde4b', 'Plin3',\n", " 'Galnt6', 'Opalin', 'Rtkn', 'Traf5', '2700046A07Rik', 'Plp1',\n", " 'Gstp1', 'Zdhhc9', 'Gna12', 'Plekhb1', 'Ndrg1', 'Tubb4a', 'Mal',\n", " 'Sgk1', 'Mobp', 'Qdpr', 'Gprc5b', 'Nkain1', 'D16Ertd472e',\n", " 'Secisbp2l', 'Fa2h', 'Enpp6', 'Tns3', 'Scd1', 'Cd82', 'Sept4',\n", " 'Scrg1', 'Cryab', 'Pde8a', 'Arhgap23', 'Sparc', 'Rcan2', 'Cers2',\n", " 'Map4k4', 'Tmem123', 'Gjb1', 'Padi2', 'Mast4', 'Phgdh', 'Sec14l5',\n", " 'Ano4', 'Plekha1', 'Unc5b', 'Zfp536', 'Fez1', 'Qk', 'Tmod1',\n", " 'Sez6l2'], dtype=object),\n", " 'Sox9(+)': array(['Id3', 'Tmem47', 'Atp1a2', 'Rassf3', 'Slc6a1', 'Id4', 'Cldn10',\n", " 'Fgfr3', 'Oaf', 'Syn3', 'Clu', 'Slc1a2', 'Mlc1', 'Fgfr1', 'Mfge8',\n", " 'Sox9'], dtype=object),\n", " 'Srebf1(+)': array(['Atp1a2', 'Qk', 'Aldoc', 'Clu', 'Cst3', 'Paqr8'], dtype=object),\n", " 'Tbx18(+)': array(['Igf2', 'Fbln1', 'Serpinf1', 'Tbx18', 'Col1a2', 'Elf1', 'Zic2',\n", " 'Osr1', 'Lrp1', 'Cald1', 'Bgn'], dtype=object),\n", " 'Tcf4(+)': array(['Gphn', 'Snap25', 'Cadm2', 'Syt1', 'Lsamp', 'Dlg2', 'Nrg3',\n", " 'Magi2', 'Setbp1', 'Cd44', 'Dok6', 'Camk1d', 'Nrxn1', 'Gria2',\n", " 'Cdh2', 'Ctnnd2', 'Hsp90ab1', 'Tmsb4x'], dtype=object),\n", " 'Tcf7l2(+)': array(['Otx2', 'Gata3', 'Zfhx3', 'Tcf7l2', 'Zfhx4', 'Pax3', 'Lhx1os',\n", " 'Cbln2', 'Six3', 'Calb2', 'Htr2c', 'AW551984', 'Slc17a6',\n", " 'Mab21l2', 'Tal1', 'Syndig1l', 'Glra1', 'Steap2', 'Chrm2',\n", " 'Klhl13', 'Scn4b', 'Fign', 'Zcchc12', 'Cacna2d2', 'Patj', 'Pnoc',\n", " 'Prkcd', 'Esrrb', 'Plxnb3', 'Abat', 'Nrsn2', 'Smim17', 'Arhgap36',\n", " 'Ctxn3', 'Phlda3', 'Pld5', 'Enpp6', 'Kat2b', 'Cygb', 'Rasgrp2',\n", " 'Camk2n2', 'Nacc2', 'Nova1', 'Rgs10', 'Scd1', 'Cnksr3', 'Tmem163',\n", " 'Irx1', 'Svs5', 'Cd59a', 'Rgs16', 'Foxp2', 'Gad2', 'Zic1',\n", " 'Sema6a', 'Gphn', 'Plp1', 'Ntng1', 'Rbms3', 'Kcnj10', 'Hdac8',\n", " 'Cdh20', 'Kcnc1', 'Rmst', 'Atp1a2', 'Camta1', 'Grid2', 'Ntsr2',\n", " 'Mal', 'Camk1d', 'Rora', 'Aqp4', 'Aldoc', 'Nefm'], dtype=object),\n", " 'Thra(+)': array(['Dapk1', 'Syt1', 'Cdk17', 'Ccnd2', 'Slitrk5', 'Ttc3', 'Lmo4',\n", " 'Chd3', 'Meg3', 'Fbxw7', 'Zfr', 'Tceal9', 'Arf3', 'Basp1', 'Jph4',\n", " 'Tceal3', 'Stmn2', 'Pja2', 'Gnb2', 'Pafah1b1', 'Cadm3', 'Prmt8',\n", " 'Cadm1', 'Bex3', 'Smarca2', 'Atp2b1', 'Snca', 'Thra', 'Ppp3ca',\n", " 'Slc39a10', 'Cacna1e', 'Dpf1', 'Sipa1l1', 'Shank1', 'Grin2b',\n", " 'Chrm1', 'Vamp2', 'Tceal6', 'Ywhae', 'Anp32a', 'Nrn1', 'Morf4l2',\n", " 'Rab6a', 'Nlgn2', 'Abr', 'Gnas', 'Bcl11a', 'Matr3', 'Abi2',\n", " 'Gpr162', 'Tlk1', 'Hspa8', 'Snap25', 'Tcf4', 'Stmn4', 'H2afz',\n", " 'Nrxn2', 'Anks1b', 'Hnrnpk', 'Adgrl1', 'Ywhag', 'Cacng8', 'Gria3',\n", " 'Tsc22d1', 'Erc2', 'Adgrb2', 'Cnksr2', 'Ildr2', 'Tceal5', 'Set',\n", " 'Vgf', 'Gap43', 'Scn3b', 'Mef2c', 'Cntn1', 'Capza2', 'Gabbr1',\n", " 'Arhgef9', 'Nap1l1', 'App', 'March6', 'Cd47', 'Gria2', 'Celf5',\n", " 'Nlgn1', 'Grin2a', 'Usp46', 'Gnao1', 'Calm2', 'Dlg4', 'Gabra2',\n", " 'Kif1a', 'Bex1', 'Wasf1', 'Ppp3cb', 'Cnih2', 'Miat', 'C1ql3',\n", " 'Ndrg3', 'Acsl4', 'Nfib', 'Egr3', 'Hsp90ab1', 'Eloc', 'Prkar1b',\n", " 'Pnck', 'Tmem50a', 'Hprt', 'Fscn1', 'Prkar1a', 'Camk2b', 'Ywhaz',\n", " 'Cplx2', 'Cltc', 'Nlgn3', 'Sptan1', 'Bcl11b', 'Rtn4', 'Camk2d',\n", " 'Bhlhe22', 'Nptn', 'Chst1', 'Maged1', 'Cdk5r2', 'Myh7', 'Mapre3',\n", " 'Ptms', 'Pcdh8', 'Unc13a', 'Pls3', 'Grik5', 'Ppp1r9a', 'Pkm',\n", " 'Ptprs', 'Nckap5', 'Ssh2', 'Chn1os3', 'Syngap1', 'Syp', 'Syt11',\n", " 'Tpm1', 'Ube2e3', 'Enpp5', 'Atxn10', 'Tenm4', 'B3gat1', 'Dyrk2',\n", " 'Tmem35a', 'Pdcd4', 'Arhgef28', 'Slc6a15', 'Dmtn', 'Neurod2',\n", " 'Ncald', 'Ube2w', 'Cacnb3', 'Ctnnb1', 'Rtn3', 'Slc17a7', 'Ppp3r1',\n", " 'Mlf2', 'Pea15a', 'Kcnh3', 'Fam19a1', 'Gls', 'Grasp', 'Fam171b',\n", " 'Rin1', 'Negr1', 'Grm5', 'Pcdh19', 'Nckap1', 'Hpcal4', 'Cdc42se2',\n", " 'Sorbs2', 'Atp1a3', 'Actr3', 'Ddn', 'Sfr1', 'Gpr39', 'Mmp17',\n", " 'Enc1', 'Gdi1', 'Homer1', 'Adam11', 'Crmp1', 'Sprn', 'Psip1',\n", " 'Bex2', 'Prkacb', 'Ankhd1', 'Sub1', 'Prnp', 'Thy1', 'Dlgap4',\n", " 'Palm', 'Syt17', 'Prkaca', 'Snrpn', 'Gpd2', 'Eif5a', 'Rps23',\n", " 'Pter', 'Prpf39', 'Celf3', 'Syn1', 'Calm3', 'Arpp21', 'Syt7',\n", " 'Gnl3l', 'Ppp1r9b', 'Eef1a1', 'Pcbp1', 'Fxyd7', 'Serpini1',\n", " 'Itm2c', 'Dlgap1', 'Akirin2', 'Dcaf7', 'Nptxr', 'Dnm1', 'Lrfn5',\n", " 'Smad3', 'Stxbp1', 'Tsnax', 'Slc22a17', 'Rab26', 'St3gal5',\n", " 'Pgrmc1', 'Atpif1', 'Ube2b', 'Jph3', 'Akap8l', 'Sult4a1', 'Tomm20',\n", " 'Tusc3', 'Mras', 'Rab3b', 'Pfn2', 'Actn1', 'B3galt2', 'Rapgefl1',\n", " 'Psma1', 'Klhl2', 'Prkcg', 'Arl6ip1', 'Rheb', 'Synpr', 'Akap11',\n", " 'Atp5a1', 'Chl1', 'Sertm1', 'Ppme1', 'Eno2', 'Efhd2', 'Galnt9',\n", " 'Celsr2', 'Pcsk2', 'Plppr4', 'Camk2n1', 'Map2', 'Gpm6a', 'Slc8a2',\n", " 'Nos1', 'Nsg2', 'Ptprn', 'Mef2d', 'Cnih3', 'Mpc2', 'Pgm2l1',\n", " 'Baiap2', '4930481A15Rik', 'Ryr3', 'Tmsb4x', 'Ndrg4', 'Grp',\n", " 'Ramp2', 'Rpl29', 'Scamp5', 'Dcn', 'Ap2b1', 'Bsg', 'Ppp2r2c',\n", " 'Atp6v1a', 'Syt4', 'Hpca', 'Slc15a3', 'Tpm3', 'Ckmt1', 'Fez1',\n", " 'Prex1', 'Cnr1', 'Rpl6', 'Marcks', 'Neurl1a', 'Ppp1r1a', 'Lingo1',\n", " 'Ipo5', 'C1qtnf4', 'Crtac1', 'Pam', 'Gria1', 'Camta2', 'Arpc2',\n", " 'Rwdd1', 'Fabp3', 'Fzd3', 'Atp6ap1', 'Kcnma1', 'Ndufv2', 'Syn2',\n", " 'Caln1', 'Snx10', 'Slc12a5', 'Tcaf1', 'Amph', 'Adcy1', 'Atp6v1c1',\n", " 'Clip3', 'Gpm6b', 'Synj1', 'Dlg3', 'Cers1', 'Nov', 'Scn2a',\n", " 'Map1b', 'Dynlrb1', 'Hspa2', 'Cacna2d1', 'Apbb1', 'Dnaja1',\n", " 'Pcsk5', 'Prkce', 'Dclk1', 'Ndufb5', 'Ppp1cb', 'Slc7a14', 'Hpcal1',\n", " 'Shank2', 'Nucks1', 'Mapk8ip2', 'Ran', 'Pnrc1', 'Slit1', 'Cdc42',\n", " 'Cyfip2', 'Cpne6', 'Mea1', 'Rps10', 'Rps21', 'Dbn1', 'Ywhab',\n", " 'Kcnip2', 'Rab2a', 'Calb1', 'Hrk', 'Ssbp4', 'Prkca', 'Celf1',\n", " 'Zbtb18', 'Ociad1', 'Emc2', 'Ubb', 'Hap1', 'Arhgef25', 'Rtn4rl1',\n", " 'Cyth2', 'Sirpa', 'Dynlt3', 'Ubxn11', 'Eif1', 'Gprin1', 'Ptpra',\n", " 'Hk1', 'Adprh', 'Atp1b1', 'Ubqln2', 'Snn', 'Rps16', 'Hnrnpa3',\n", " 'Sncb', 'Ankrd63', 'Arl6ip5', 'Plppr2', 'Sptbn2', 'Fbxl16',\n", " 'Sez6l', 'Atp2b4', 'Rilpl1', 'Rpl36', 'Ephx4', 'Ppm1e', 'Mal2',\n", " 'Serinc1', 'Ccl27a', 'Mkl2', 'Ppp1r2', 'Polr1d', 'Atl1', 'Elmod1',\n", " 'Pfn1', 'Ptk2b', 'Atp1a1', 'Mtpn', 'Psd', 'Rasal1', 'Arpc4',\n", " 'Foxg1', 'H3f3b', 'Reps2', 'Tspan13', 'Psmb3', 'Fam131a',\n", " '3300002P13Rik', 'Cryl1', 'Eef1a2', 'Cmas', 'Rasgrp1', 'Nptx1',\n", " 'Fars2', 'Gnb1', 'Coro1a', 'Camk2a', 'Park7', 'Actb', 'Actr2',\n", " 'Rab15', 'Nsg1', 'Tex264', 'Dynll1', 'Vti1b', 'Synpo', 'Rap2b',\n", " 'Clstn1', 'Atp5j', 'Itpka', 'Rnf112', 'Celf2', 'Strn4', 'Grin1',\n", " 'Tesc', 'Dctn2', 'Pi4ka', 'Csnk1a1', 'Rbfox3', 'Tbca', 'Opcml',\n", " 'Gabrb3', 'Stk11', 'Sez6', 'Stum', 'Chmp4b', 'Aes', 'Cbarp',\n", " 'Caly', 'Serp2', 'Creg2', 'Rhob', 'Wdr89', 'Atp5g1', 'Npy',\n", " 'Trim32', 'Rpl38', 'Serbp1', 'Clcn4', 'Wfs1', 'Meis2', 'Atp5d',\n", " 'Astn1', 'Eif4a2', 'Tuba4a', 'Dbp', 'Nr2f1', 'Lamp5', 'Nrgn',\n", " 'Pfkl', 'Timp2', 'Ndufb7', 'Celf4', 'Tpi1', 'Pfkp', 'Atp6v1d',\n", " 'Rasgrf1', 'Slc6a17', 'Mllt11', 'Ppp5c', 'Mapk3', 'Kcnj4', 'Gpr22',\n", " 'Brk1', 'Tomm70a', 'Ensa', 'Ube2ql1', 'Rasgef1a', 'Phykpl', 'Nsf',\n", " 'Rbbp7', 'Dennd6b', 'Atp9a', 'Dgkz', 'Sptbn1', 'Tyro3', 'Adgrd1',\n", " 'Oxct1', 'Atp6v1b2', 'Phyhip', 'Rasl10a', 'Arpc5', 'Khdrbs3',\n", " 'Mapk1', 'Calr', 'Vstm2l', 'Trim2', 'Rps26', 'Slc25a22', 'Dgkg',\n", " 'Ap1s1', 'R3hdm4', 'Atp8a1', 'Nfyb', 'Tbc1d9', 'Eif4h', 'Sdhb',\n", " 'Nme2', 'Ncoa1', 'Cyp46a1', 'C2cd2l', 'B4galt6', 'Ldha', 'Klc1',\n", " 'Calm1', 'Lrrtm1', 'Svop', 'Fam163b', 'Plec', 'Ppia', 'Myo5b',\n", " 'Chn1', 'Rtn4r', 'Zfp706', 'Fxyd6', 'Nhp2', 'Txn1', 'Gabarapl1',\n", " 'Madd', 'Dpysl2', 'Eif1b', 'Cpe', 'Rpl19', 'Hnrnpab', 'Fam49a',\n", " 'Sort1', 'Rpl17', 'Hdac11', 'Rps7', 'Cttn', 'Olfm1', 'Kcnc4',\n", " 'Pgbd5', 'Klf13', 'Gnaq', 'Sdc3', 'Rpl11', 'Camkv', 'Gng13',\n", " 'Rprm', 'Tspan7', 'Arl4a', 'Gabra5', 'Sv2b', 'Cbx6', 'Cdh13',\n", " 'Cnrip1', 'Stmn1', 'Junb', 'Sh3gl2', 'Spock2', 'Rab6b', 'Fam81a',\n", " 'Ctsb', 'Myt1l', 'Kcnf1', 'Napa', 'Galnt16', 'Dnajb6', 'Mtch1',\n", " 'Nell2', 'Tagln3', '1700037H04Rik', 'Rtn1', 'Eno1', 'Nedd4l',\n", " 'Lancl2', 'Fam84a', '2010300C02Rik', 'Slc4a10', 'Slc25a4', 'Gnaz',\n", " 'Kalrn', 'Frrs1l', 'Ndufa10', 'Sqstm1', 'Mff', 'Slc30a3', 'Arf1',\n", " 'Ak5', 'Med26', 'Tubb2a', 'Ncan', 'Kif5a', 'Nme1', 'Apaf1',\n", " 'Map2k1', 'Hsp90aa1', 'Nos1ap', 'Mgst3', 'Cycs', 'Pdss2', 'Scoc',\n", " 'Ogfrl1', 'Ppp2ca', 'Vdac1', 'Slc25a3', 'Rpl37', 'Aak1', 'Rpl21',\n", " 'Hspa5', 'Spcs1', 'Rangap1', 'Gas7', 'Cox6c', 'Rpl31', 'Pja1',\n", " 'Atp5g3', 'Ypel3', 'Cadps2', 'Tspan3', 'Sem1', 'Tmx4', 'Arl8b',\n", " 'Ssb', 'Ly6h', 'Minos1', 'Ap2s1', 'Ier3ip1', 'Tuba1a', 'Rpl30',\n", " 'Ywhah', 'Angel1', 'Phf24', 'Cpne7', 'Gm5441', 'Lgi1', 'Ppp2r1a',\n", " 'Ociad2', 'Itm2b', 'Vps29', 'Ndufb6', 'Ap2m1', 'Ndufb3', 'Cetn3',\n", " 'Arl3', 'Tuba1b', 'Mat2b', 'Mtf1', 'Icam5', 'Uchl1', 'Fabp5',\n", " 'Gapdh', 'Rps20', 'Cspg5', 'Kcnq2', 'Gadl1', 'Lrp11', 'Ccsap',\n", " 'Cacybp', 'Akap5', 'Capzb', 'Fcho1', 'Napb', 'Lancl1', 'Trh',\n", " 'Ap2a2', 'Mpped1', 'Kifap3', 'Rab3c', 'Skp1a', 'Fibcd1', 'Otub1',\n", " 'Tmem191c', 'Pkig', 'Ndufa6', 'Chgb', 'Gal3st3', 'Selenow',\n", " 'Atp5k', 'Tmem59l', 'Rpl39', 'Marcksl1', 'Fam189a1', 'Nme7',\n", " 'Arhgap32', 'Rpl5', 'Nek6', 'Pcsk1n', 'Ssr2', 'Rpl18a', 'Tmem30a',\n", " 'Snap47', 'Ncdn', 'Gpx4', 'Limd2', 'Ttc9b', 'Dkk3', 'Aplp1',\n", " 'Stmn3', 'Pitpna', 'Ssu72', 'Syt16', 'Tubb5', 'Rps14', 'Pcp4',\n", " 'Med28', 'Atp6ap2', 'Prkcb', 'Ids', 'Cox6b1', 'Kctd4', 'Pdcd5',\n", " 'Rps15a', 'Psmb6', 'Psmb1', 'Tspyl1', 'Swi5', 'Pnmal2', 'Ccdc106',\n", " 'Pop5', 'Pde1a', 'Actr3b', 'Pnmal1', 'Ctbp1', 'Dctn6', 'Cfl1',\n", " '6330403K07Rik', 'Ndufv3', 'Stx1a', 'Matk', 'Cbr1', 'Arpp19',\n", " 'Sowaha', 'Bsn', 'Rpl3', 'Mapk8ip3', 'Rps13', 'Dctn3', 'Strap',\n", " 'Rpl27', 'Tmem38a', 'Rps19', 'Car11', 'Hras', '6530403H02Rik',\n", " 'Arpc3', 'Lrpap1'], dtype=object),\n", " 'Thrb(+)': array(['Kmt2e', 'Atp2b1', 'Satb1', 'Dtna', 'Lrrc7', 'Akt3', 'Cnksr2',\n", " 'Galnt13', 'Hivep2', 'Rims2', 'Ube3a', 'Lingo2', 'Sgcz', 'Tanc2',\n", " 'Kat6b', 'Stag1', 'Adgrl3', 'Kansl1', 'Zfp385b', 'Ttc3', 'Enox1',\n", " 'Syt1', 'Atxn1', 'Stxbp5l', 'Runx1t1', 'Grid2', 'Pja2', 'Ccser1',\n", " 'Mapk8', 'Mctp1', 'Hook1', 'Dlgap1', 'Fut9', 'Dpp10', 'Cacna2d1',\n", " 'Dab1', 'Nlgn1', 'Msi2', 'Car10', 'Cdh8', 'Fgf12', 'Trpc4', 'Grm3',\n", " 'Pam', 'Rora', 'Osbpl6', 'Thrb', 'Camk1d', 'R3hdm1', 'Nbea',\n", " 'Ralyl', 'Anks1b', 'Efna5', 'Il1rapl2', 'Sptan1', 'Foxp1', 'Cadm1',\n", " 'Ppp1r12a', 'Grm8', 'Xkr6', 'Ncor1', 'Frmpd4', 'Sipa1l1', 'Prr16',\n", " 'Kcnt2', 'Gria4', 'Mllt3', 'Gria2', 'Unc5d', 'Ssbp2', 'App',\n", " 'Chsy3', 'Peak1', 'Hecw2', 'Dok6', 'Tox', 'Sntg1', 'Lrfn5',\n", " 'Ppp1r9a', 'Mdga2', 'Arl15', 'Calm2', 'Zeb1', 'Ldlrad4', 'Diaph2',\n", " 'Nrcam', 'Gabrb2', 'Ppm1l', 'Arpp21', 'Oxr1', 'Epha6', 'Ppp3ca',\n", " 'Unc80', 'Cadps', 'Apba2', 'Adgrb3', '5730522E02Rik', 'Nxph1',\n", " 'Rock2', 'Trhde', 'Flrt2', 'Trank1', 'Erc2', 'Hecw1', 'Cacna2d3',\n", " 'Prkacb', 'Homer1', 'Ube2e2', 'Nkain2', 'Jarid2', 'Herc1', 'Prkg1',\n", " 'Prickle1', 'Ahi1', 'Grm5', 'Kcnq3', 'Large1', 'Negr1', 'Phf20l1',\n", " 'Cdh12', 'Cntnap2', 'Snap25', 'Brinp3', 'Syt14', 'Nol4', 'Pcdh9',\n", " 'Cadm2', 'Fnbp1l', 'Lmo4', 'Gls', 'Mef2c', 'Robo2', 'Bcl11a',\n", " 'Hcn1', 'Atrnl1', 'Tenm4', 'Farp1', 'Myrip', 'Ptchd4', 'Magi1',\n", " 'Grip1', 'Kif21a', 'Kcnj3', 'Rasal2', 'Dock3', 'Mapk4', 'Gpc6',\n", " 'Xkr4', 'Tspan7', 'March1', 'Nrg3', 'Mapt', 'Auts2', 'Macrod2',\n", " 'Ctnna2', 'Pak7', 'Ppfia2', 'Ehbp1', 'Camta1', 'Dmxl2', 'Grik2',\n", " 'Adcy8', 'Asap2', 'Ndrg3', 'Unc5c', 'Pde10a', 'Nrxn1', 'Osbpl1a',\n", " 'Rims1', 'Sobp', 'Ctnnd2', 'Zfp804b', 'Dclk1', 'Kcnq5', 'Fstl4',\n", " 'Setbp1', 'Grm7', 'Ext1', 'Zc3h7a', 'C130071C03Rik', 'Lrrc4c',\n", " 'Trim9', 'Gabrg3', 'Plcb1', 'Fgf14', 'Ywhaz', 'Srrm2', 'Dync1i1',\n", " 'Mtcl1', 'Hs6st3', 'Magi2', 'Rgs6', 'Celf1', 'Sept11', 'Meg3',\n", " 'Npas3', 'Brinp1', 'Pcsk2', 'Caln1', 'Kcnd2', 'Tnrc6c', 'Wdr17',\n", " 'Csmd2', 'Dlgap2', 'Fam19a1', 'Grin2b', 'Rasgef1b', 'Sox6',\n", " 'Mtus2', 'Sbf2', 'Scn8a', 'Fam155a', 'Syne1', 'Unc79', 'Fam126b',\n", " 'Mkl2', 'Ptprd', 'Itpr1', 'Phactr1', 'Ncoa1', 'Immp2l', 'Magi3',\n", " 'Cttnbp2', 'Herc3', 'Park2', 'Zcchc7', 'Sorbs1', 'Epha5', 'Tshz3',\n", " 'Kirrel3', 'Gm20754', 'Esyt2', 'Nlk', 'Prkar1b', 'Adcy2', 'Asap1',\n", " 'Cacna1e', 'Mtpn', 'Ncam2', 'Robo1', 'Ptk2', 'Htr1f', 'Grin2a',\n", " 'Clasp2', 'Tmtc2', 'Arhgap26', 'Gucy1a2', 'Ank2', 'C2cd5',\n", " 'Dnajc1', 'Nos1ap', 'Kcnh7', 'Slc24a4', 'Rtn1', 'Frmd4a', 'Cntn4',\n", " 'Slc35f4', 'Gpc5', 'Serpini1', 'Efr3a', 'Nrg1', 'Nebl', 'Pclo',\n", " 'Celf2', 'Gabra1', 'Dgkh', 'Lmtk2', 'Mbnl2', 'Myo16', 'Chrm3',\n", " 'Slc24a2', 'Hs3st4', 'Scai', 'Ttc14', 'Tjp1', 'Vps13b', 'Appl1',\n", " 'Cacnb4', 'Nrxn3', 'Klhl29', 'Cntn5', 'Gabrb1', 'Dmd', 'Slc2a13',\n", " 'Ppp2r2b', 'Ptprt', 'Tcf4', 'Myo5a', 'Plekha5', 'Nptn', 'Pnisr',\n", " 'Kcnh1', 'Otud7a', 'Dock4', 'Sh3gl2', 'Dlc1', 'Exoc5', 'Sik3',\n", " 'Ccdc85a', 'Tnik', 'Fmn2', 'Rnf150', 'Camk4', 'Rbfox1', 'Adam22',\n", " 'Agbl4', 'Macf1', 'Cacna1c', 'Adcy7', 'Chn1', 'Ptprm',\n", " '4930402H24Rik', 'Sorcs1', 'Kcnn2', 'Gpm6a', 'Trio', 'Trpm3',\n", " 'Nedd4l', 'Cyfip2', 'Cdk14', 'Csmd1', 'Pten', 'Mmp16', 'Phf24',\n", " 'Dip2c', 'Ryr2', 'Med13l', 'Lrp1b', 'Cdc42bpa', 'Slc6a17',\n", " 'Carmil1', 'Rgs7', 'Fry', 'Dlg2', 'Pbx1', 'Pcdh7', 'Sybu', 'Nell2',\n", " 'Ctnna3', 'Kcnh5', 'Miat', 'Fam49a', 'C230004F18Rik', 'Hdac9',\n", " 'Akap8l', 'Mycbp2', 'Camk2g', 'Ttll6', 'Syn1', 'Adgrb1',\n", " 'Prickle2', 'Hivep3', 'Arid1b', 'Smyd3', 'Lrch1', 'Kctd16', 'Msra',\n", " '2010111I01Rik', 'Dpp6', 'Fam193a', 'Cacna1d', 'Fhod3', 'Kcnma1',\n", " 'Fam49b', 'Cdh10', 'Mical2', 'Adam23', 'R3hdm2', 'Fam135b', 'Tia1',\n", " 'Slit3', 'Sidt1', 'Sh3rf3', 'Prkce', 'Egfem1', 'Tspan5', 'Slit2',\n", " 'Tshz2', 'Unc13b', 'Pde4d', 'Pacsin1', 'N4bp2l2', 'Pde1a', 'Syt16',\n", " 'Mapk10', 'Cdh18', 'Xist', 'Astn2', 'Cit', 'Sgip1', 'Ndst3', 'Ogt',\n", " 'Mir124a-1hg', 'Grik1', 'Nrgn', 'Galnt18', 'Vsnl1', 'Ntrk3',\n", " 'Ldb2', 'Cux2', 'Atp2b2', 'Lingo1', 'Dcc', 'Fgfr2', 'Lsamp',\n", " 'Pknox2', 'Cacna1a', 'Gria3', 'Gabrb3', 'Dgki', 'Cobl', 'Ksr2',\n", " 'Cpeb3', 'Sox5', 'Camk2n1', 'Dlg1', 'Pcdh15', 'Myt1l', 'Psd3',\n", " 'Rnf169', 'Adgrl2', 'Hdac8', 'Ptprg', 'Rbfox3', 'Xylt1', 'Plppr4',\n", " 'Rasgrf1', 'Samd12', 'Ptprn2', 'Satb2', 'Aak1', 'Cacng3', 'Dnm1',\n", " 'Shank2', 'Asic2', 'Nav2', 'Sv2b', 'Ntm', 'Csmd3', 'Slc4a10',\n", " 'Eif4g3', 'Gramd1b', 'Camk2a', 'Kcnip4', 'Grin1', 'Rimbp2', 'Rarb',\n", " 'Il1rapl1', 'D430041D05Rik', 'Sgcd', 'Chd5', 'Wnk2', 'Gria1',\n", " 'Kalrn', 'Ddx17', 'Arhgap32', 'Gpr158', 'Sorbs2', 'Slc8a1',\n", " 'Pex5l', 'D130009I18Rik', 'Mgat4c', 'Id2', 'B3galt1', 'Ftx',\n", " 'Cntnap5a', 'Tmem132b', 'Csrnp3', 'Copg2', 'Mdh1', 'Etl4',\n", " 'Lrrtm4', 'Astn1', 'Pdzrn3', 'Klf12', 'Cmss1', 'Galntl6', 'Srpk2',\n", " 'Malat1', 'Scn2a', 'Tenm3', 'Dscam', 'Scn1a', 'Nyap2', 'Tmem132d',\n", " 'Srsf11', 'Prkcb', 'Fam189a1', '1600010M07Rik', 'Adgra1'],\n", " dtype=object),\n", " 'Vsx1(+)': array(['Osr1', 'Zic4', 'Foxd2', 'Igfbp5', 'Col1a1', 'Tfap2a', 'Fn1',\n", " 'Bmp5', 'Pdzk1ip1', 'Gm5860', 'Nfatc4', 'Thsd4', 'Bmp7', 'Slc9a2',\n", " 'Krt80', 'Dapl1', 'Foxp2', 'Bgn', 'Slc26a7', 'Slc26a2', 'Col6a2',\n", " 'Tbx15', 'Lypd2', 'Foxc1'], dtype=object)}" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adata.uns['regulon_dict']" ] }, { "cell_type": "code", "execution_count": 32, "id": "f572ee04-8bce-4811-859f-0df1335dcc91", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Atf2': array(['Scn2a', 'Scn1a', 'Dscam', 'Cacna1b', 'Lrrtm4', 'Cacna1c', 'Ntm',\n", " 'Atp1a3', 'Il31ra', 'Nrsn1', 'Il1rapl1', 'Scn2b', 'Opcml', 'Sv2b',\n", " 'Stx1a', 'Adam23'], dtype=object),\n", " 'Atf4': array(['Gp1bb', 'Thy1', 'Nptn', 'Rtn4', 'Nptxr', 'Sv2b', 'Stx1a', 'App',\n", " 'Lingo1'], dtype=object),\n", " 'Bcl11a': array(['Gp1bb', 'Sirpa', 'Scn2a', 'Tyro3', 'Dscam', 'Scn1b', 'Il1rapl1',\n", " 'Lrp11', 'Opcml', 'Sv2b', 'Stx1a', 'Tmem59l'], dtype=object),\n", " 'Bcl6': array(['Ptprt', 'F3', 'Mertk'], dtype=object),\n", " 'Bnc2': array(['Mrc2', 'Thbd', 'Tgfbr3', 'Asgr1', 'Anxa2', 'Cd36', 'Slc6a12'],\n", " dtype=object),\n", " 'Cebpb': array(['Neurod2', 'C1ql2', 'Olfm1', 'Ppp3ca', 'Hpca', 'Rfx3', 'Snca',\n", " 'Wasf1', 'Sema5a', 'Prox1', 'Calm2', 'Ppfia2', 'Bex2', 'Camk2b',\n", " 'Pter', 'C1ql3', '2010300C02Rik', 'Dsp', 'Ppp1r1a', 'Nrgn',\n", " 'Cpne6', 'Chn1', 'Dgkh', 'Dynll1', 'Rps7', 'Cebpb', 'Tmsb4x',\n", " 'Ncdn'], dtype=object),\n", " 'Cebpd': array(['Grin2a', 'Adcy1', 'Crlf1'], dtype=object),\n", " 'Dbp': array(['Gp1bb', 'Camk2a', 'Scn1b', 'Nptxr', 'Sv2b', 'Stx1a', 'Lingo1',\n", " 'Nrxn1'], dtype=object),\n", " 'Dlx1': array([], dtype=float64),\n", " 'Ebf1': array(['Flt1', 'Cldn5'], dtype=object),\n", " 'Egr1': array(['Gp1bb', 'Rtn4r', 'Ephb6', 'Scn1b', 'Pcdhga1', 'Lrp11', 'Chrm3',\n", " 'Cckbr', 'Igsf9b'], dtype=object),\n", " 'Egr3': array(['Gp1bb', 'Sirpa', 'Rtn4r', 'Tspan5', 'Kcnj4', 'Sort1', 'Pde1a',\n", " 'Scn1b', 'Atp6ap2', 'Sv2b', 'Stx1a', 'Tmem59l', 'Cckbr', 'Nectin3',\n", " 'Adcy1'], dtype=object),\n", " 'Egr4': array(['Gp1bb', 'Lingo1', 'Sv2b', 'Nptxr'], dtype=object),\n", " 'Elk1': array(['Gp1bb', 'Plxna4', 'Camk2a', 'Lrfn5', 'Grin2a', 'Nptxr', 'Crlf1',\n", " 'Epha7', 'Lingo1'], dtype=object),\n", " 'En1': array(['Il13ra1', 'F2r'], dtype=object),\n", " 'Ets2': array(['Gp1bb', 'Camk2a'], dtype=object),\n", " 'Etv1': array(['Epha5', 'Tspan13', 'Pde1a', 'Grin2b', 'Atp1a3', 'Ntm', 'Sv2b',\n", " 'Lingo1', 'Ptprs', 'Ptprd', 'Cntn1', 'Sirpa', 'Scn2a', 'Adora1',\n", " 'Scn1b', 'Chl1', 'Rtn4', 'Ntng1', 'Nrcam', 'Rxfp1', 'Hrh3', 'Nptn',\n", " 'Gnas', 'Sorl1', 'Sv2a', 'Gpr161', 'Scn8a', 'Stx1a', 'Atp6ap2',\n", " 'Grm5', 'Sort1', 'Grin2a', 'Cnr1', 'Thy1', 'Nlgn1', 'Cadm1',\n", " 'Npr3', 'Scn2b', 'Opcml', 'App', 'Aplp1'], dtype=object),\n", " 'Etv5': array(['Epha5', 'Camk2a', 'Tspan5', 'Pde1a', 'Grin2b', 'Atp1a3', 'Ntm',\n", " 'Sv2b', 'Lingo1', 'Nrxn1', 'Ptprs', 'Ptprd', 'Gp1bb', 'Sirpa',\n", " 'Scn2a', 'Cntn1', 'Kcnj4', 'Scn1b', 'Rtn4', 'Nrcam', 'Nptn',\n", " 'Sorl1', 'Htr1f', 'Scn8a', 'Chrm3', 'Stx1a', 'Atp6ap2', 'Nrxn3',\n", " 'Grm5', 'Grin2a', 'Thy1', 'Cd47', 'Nlgn1', 'Nrxn2', 'Opcml', 'App',\n", " 'Cadm2', 'Tmem59l'], dtype=object),\n", " 'Foxa1': array(['Gucy2c'], dtype=object),\n", " 'Foxa2': array(['Ret', 'Ntsr1', 'Gucy2c'], dtype=object),\n", " 'Foxc2': array(['Mrc2', 'Gpr182', 'Thbd', 'Stab1', 'Notch2', 'Adam12', 'Cd248',\n", " 'Lsr', 'Cdh1', 'Anxa2', 'Asgr1', 'Mpzl2', 'Gjb2'], dtype=object),\n", " 'Foxd2': array(['Mrc2', 'Cdh1', 'Thbd', 'Anxa2'], dtype=object),\n", " 'Gata3': array([], dtype=float64),\n", " 'Glis3': array(['Fgfr2', 'Lrrtm4', 'F3', 'Ntsr2', 'Mertk', 'Ntm', 'Il1rapl1',\n", " 'Fgfr3', 'Trpc6'], dtype=object),\n", " 'Hivep2': array(['Camk2a', 'Fgfr2', 'Ntm', 'Il31ra', 'Atp1a3', 'Epha10', 'Oprm1',\n", " 'Lingo1', 'Sdk2', 'Adcy1', 'Gp1bb', 'Sirpa', 'Scn2a', 'Scn1a',\n", " 'Scn1b', 'Ntrk3', 'Ptprg', 'Il1rapl1', 'Cd44', 'Rxfp1', 'Tyro3',\n", " 'Sorl1', 'Cacna1b', 'Lrp11', 'Stx1a', 'Atp6ap2', 'Igsf9b', 'Rtn4r',\n", " 'Lrrtm4', 'Nptxr', 'Nrxn2', 'Opcml', 'Dscam', 'Tmem59l'],\n", " dtype=object),\n", " 'Jun': array(['Camk2a', 'Igsf5', 'Grin2a', 'Nptxr', 'Orai2', 'Cacna1e', 'Gpc4',\n", " 'Adcy1'], dtype=object),\n", " 'Junb': array(['Camk2a', 'Gp1bb', 'Sirpa', 'Epha4', 'Tspan13', 'Grm5', 'Grin2a',\n", " 'Pde1a', 'Grin2b', 'Atp6ap2', 'Nptxr', 'Nrxn2', 'Cacna1e', 'Sv2b',\n", " 'Stx1a', 'Nptn', 'Ptprs', 'Adcy1'], dtype=object),\n", " 'Kdm5a': array(['Cntn5', 'Lrrtm4'], dtype=object),\n", " 'Klf12': array(['Scn1a', 'Opcml', 'Il31ra', 'Il1rapl1'], dtype=object),\n", " 'Klf9': array(['Fgfr2', 'Ntm', 'Il31ra', 'Ptprd'], dtype=object),\n", " 'Lef1': array(['Ntng1', 'Vipr2', 'Cldn5', 'Il31ra'], dtype=object),\n", " 'Lmx1b': array(['Chrnb3', 'Ntsr1'], dtype=object),\n", " 'Maf': array(['Mrc2', 'Thbd', 'Stab1', 'Tgfbr3', 'Anxa2', 'Mpzl2', 'Gjb2',\n", " 'Gjb6', 'Slc6a12'], dtype=object),\n", " 'Mbnl2': array(['Camk2a', 'Sorcs1', 'Fgfr2', 'Pde1a', 'Ntm', 'Sv2b', 'Ptprs',\n", " 'Adcy1', 'Scn2a', 'Scn1a', 'Cacna1c', 'Ntrk3', 'Ptprg', 'Il1rapl1',\n", " 'Adam23', 'Cd44', 'Cacna1b', 'Cacna1d', 'Lrrtm4', 'Nptxr', 'Opcml',\n", " 'Dscam', 'Aplp1'], dtype=object),\n", " 'Mef2d': array(['Camk2a', 'Tspan5', 'Tspan13', 'Pde1a', 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dtype=float64),\n", " 'Prox1': array(['Plxna4', 'Gpc4', 'Cldn11', 'Adcy1', 'Cacna1c', 'Mag', 'Lin7c',\n", " 'Il1r1', 'Epha7', 'Pde1b', 'Ncam2', 'Igsf5', 'Il1rap', 'Orai2',\n", " 'Thsd7a', 'Trpc6', 'Itga8', 'Crlf1', 'Npy2r'], dtype=object),\n", " 'Prrx2': array(['Anxa2', 'Tnfrsf11b', 'Gjb2'], dtype=object),\n", " 'Satb2': array(['Camk2a', 'Tspan5', 'Pde1a', 'Il31ra', 'Sv2b', 'Lingo1', 'Cckbr',\n", " 'Acvr1b', 'Gp1bb', 'Sirpa', 'Scn2a', 'Scn1a', 'Kcnj4', 'Scn1b',\n", " 'Il1rapl1', 'Tyro3', 'Cacna1b', 'Crhr1', 'Stx1a', 'Rtn4r', 'Sort1',\n", " 'Lrrtm4', 'Nptxr', 'Dscam', 'Plxnd1'], dtype=object),\n", " 'Sox10': array(['Lamp1', 'Itgad', 'Jam3', 'Mag', 'Mog', 'Cldn11', 'Aplp1',\n", " 'Adipor2'], dtype=object),\n", " 'Sox9': array(['Cd81', 'Ntrk2', 'Ezr', 'S1pr1', 'Plxnb1', 'F3', 'Mertk', 'Ntsr2',\n", " 'Ntm', 'Gpr37l1', 'Ptprz1', 'Cadm1', 'Sdc4', 'Fxyd1', 'Gjb6',\n", " 'Cd63'], dtype=object),\n", " 'Srebf1': array(['Cd81', 'Lamp1', 'S1pr1', 'Adgrg1', 'F3', 'Mertk', 'Mag',\n", " 'Gpr37l1', 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Atf2(+)Atf4(+)Bcl11a(+)Bcl6(+)Bnc2(+)Cebpb(+)Cebpd(+)Dbp(+)Dlx1(+)Ebf1(+)...Satb2(+)Sox10(+)Sox9(+)Srebf1(+)Tbx18(+)Tcf4(+)Tcf7l2(+)Thra(+)Thrb(+)Vsx1(+)
Cell
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50140 rows × 63 columns

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" ], "text/plain": [ " Atf2(+) Atf4(+) Bcl11a(+) Bcl6(+) Bnc2(+) Cebpb(+) \\\n", "Cell \n", "Cell_1 0.156431 0.111644 0.098457 0.000000 0.033453 0.085540 \n", "Cell_1000 0.212292 0.218080 0.164389 0.053236 0.056976 0.215377 \n", "Cell_10000 0.111001 0.060451 0.075737 0.000000 0.032233 0.107542 \n", "Cell_10001 0.081370 0.148219 0.101323 0.086841 0.028692 0.177124 \n", "Cell_10002 0.139363 0.371802 0.186718 0.074740 0.000000 0.286048 \n", "... ... ... ... ... ... ... \n", "Cell_9994 0.081529 0.192922 0.121566 0.000000 0.011434 0.107356 \n", "Cell_9996 0.253249 0.273179 0.174062 0.058310 0.078524 0.259639 \n", "Cell_9997 0.190197 0.204892 0.185552 0.089932 0.016441 0.182882 \n", "Cell_9998 0.240043 0.216039 0.157211 0.226659 0.027269 0.211629 \n", "Cell_9999 0.143029 0.303464 0.129246 0.171726 0.023894 0.087445 \n", "\n", " Cebpd(+) Dbp(+) Dlx1(+) Ebf1(+) ... Satb2(+) Sox10(+) \\\n", "Cell ... \n", "Cell_1 0.000000 0.170651 0.122474 0.000000 ... 0.099124 0.030581 \n", "Cell_1000 0.060005 0.180853 0.053370 0.000000 ... 0.124200 0.023578 \n", "Cell_10000 0.000000 0.134629 0.040831 0.000000 ... 0.079151 0.021887 \n", "Cell_10001 0.000000 0.187842 0.034786 0.000000 ... 0.062423 0.040046 \n", "Cell_10002 0.000000 0.324644 0.075673 0.075543 ... 0.104446 0.040820 \n", "... ... ... ... ... ... ... ... \n", "Cell_9994 0.000000 0.079788 0.091360 0.000000 ... 0.072796 0.048270 \n", "Cell_9996 0.000000 0.178899 0.204684 0.163190 ... 0.140081 0.041906 \n", "Cell_9997 0.052197 0.216455 0.096070 0.000000 ... 0.139947 0.031018 \n", "Cell_9998 0.000000 0.173408 0.153566 0.083944 ... 0.146612 0.053716 \n", "Cell_9999 0.000000 0.420941 0.067038 0.000000 ... 0.073910 0.077494 \n", "\n", " Sox9(+) Srebf1(+) Tbx18(+) Tcf4(+) Tcf7l2(+) Thra(+) \\\n", "Cell \n", "Cell_1 0.043982 0.108448 0.000000 0.282513 0.121834 0.123972 \n", "Cell_1000 0.023990 0.059154 0.000000 0.368584 0.047002 0.218843 \n", "Cell_10000 0.069703 0.349720 0.000000 0.320939 0.076905 0.085574 \n", "Cell_10001 0.135491 0.336981 0.000000 0.172192 0.035783 0.144633 \n", "Cell_10002 0.137917 0.359795 0.000000 0.311838 0.066502 0.279441 \n", "... ... ... ... ... ... ... \n", "Cell_9994 0.059478 0.116394 0.000000 0.124870 0.011098 0.116962 \n", "Cell_9996 0.123377 0.315487 0.000000 0.347189 0.114236 0.220211 \n", "Cell_9997 0.139405 0.583368 0.000000 0.314701 0.095673 0.242292 \n", "Cell_9998 0.107629 0.365332 0.000000 0.579174 0.114361 0.212512 \n", "Cell_9999 0.173375 0.530861 0.018987 0.336947 0.084933 0.217689 \n", "\n", " Thrb(+) Vsx1(+) \n", "Cell \n", "Cell_1 0.103947 0.0 \n", "Cell_1000 0.112490 0.0 \n", "Cell_10000 0.074182 0.0 \n", "Cell_10001 0.052906 0.0 \n", "Cell_10002 0.090039 0.0 \n", "... ... ... \n", "Cell_9994 0.060993 0.0 \n", "Cell_9996 0.146768 0.0 \n", "Cell_9997 0.116345 0.0 \n", "Cell_9998 0.162407 0.0 \n", "Cell_9999 0.068903 0.0 \n", "\n", "[50140 rows x 63 columns]" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adata.obsm['auc_mtx']" ] }, { "cell_type": "markdown", "id": "e52be4bd", "metadata": {}, "source": [ "## Part III. Visualization of the network" ] }, { "cell_type": "code", "execution_count": 25, "id": "13c85f0e-9ea0-44a0-a605-7fa0ca83831f", "metadata": {}, "outputs": [], "source": [ "import spagrn.plot as prn" ] }, { "cell_type": "markdown", "id": "c3587377", "metadata": {}, "source": [ "### Regulon 2D spatially distribution plot\n", "`plot_2d` plots the spatial distribution of the regulon activity level, with each point representing a spatial location and the color indicating the ISR value of the corresponding regulon." ] }, { "cell_type": "code", "execution_count": 29, "id": "d265482b", "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "prn.plot_2d(adata, adata.obsm['auc_mtx'], pos_label='spatial', reg_name='Pbx3', fn='Pbx3.png')" ] }, { "cell_type": "markdown", "id": "133b72fc-9ac3-4d03-810c-d9737c9bc43a", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "id": "29a499b8", "metadata": {}, "source": [ "### Heatmaps\n", "`auc_heatmap` visualize the activity levels of regulons across cells, allowing for easy comparison and identification of trends or patterns. By clustering the cells based on regulon activities, one can see whether there are groups of cells that tend to have the same regulons active, and reveal the network states that are recurrent across multiple cells.\n", "#### 1. regular heatmap" ] }, { "cell_type": "code", "execution_count": null, "id": "b1c504d4", "metadata": {}, "outputs": [], "source": [ "prn.auc_heatmap(data,\n", " auc_mtx,\n", " cluster_label='annotation',\n", " topn=10,\n", " subset=False,\n", " save=True,\n", " fn=f'{out_dir}/{method}_clusters_heatmap_top10.png',\n", " legend_fn=f\"{out_dir}/{method}_rss_celltype_legend_top10.png\")" ] } ], "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": "3.8.12" } }, "nbformat": 4, "nbformat_minor": 5 }