20171214133931001.0TRUEThis layer indicates population, dwelling counts and occupied dwellings by census division for all of Canada. These figures are from the 2011 and 2006 census.<br /><br />Original data tables are available from the <a href='http://www.statcan.gc.ca/eng/start' target='_blank'>Statistics Canada</a> website <a href='http://www12.statcan.gc.ca/census-recensement/2016/dp-pd/hlt-fst/pd-pl/comprehensive.cfm' target='_blank'>here</a>. Digital boundary files are also available <a href='http://www12.statcan.gc.ca/census-recensement/2011/dp-pd/prof/details/download-telecharger/comprehensive/comp-csv-tab-dwnld-tlchrgr.cfm?Lang=E' target='_blank'>here</a>.CanadaCensusStatistics CanadapopulationArcGISService Definition.sdDwelling countsdemographicshousingpopulation & housing2011Canadian population and dwelling counts by Census Division for 2011 and 2006.Statistics Canada, Esri CanadaAll data is provided as is and is available under the Government of Canada's <a href='http://open.canada.ca/en/open-government-licence-canada' target='_blank'>open government 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JrfZjuZz2a2KX6cV7DidV3vIcraBjsA75YZYTWfK7YEqT5ZM2Hlbs3wyPI3lR9vcN/2feX7C1hTCChv2o9aAtXQ0Teh1q1qIBodK3udm8dqW4cE77pmu/wAFhf8AhRDlORetX6ASmm21h5v2oegFdAT1og11pTrTVc+72xjOPq474s2nkSXunjDlMHgZfE/JkGoXDPKc8654p5+Yzu3jJsWv42NxlyJMdxvBXK+TXq3i+xCGF8f+MMK51FE3oe3xFs3q1AUfQXBa/KTSJLLp3fasBgcjzXu0LaJnEnEuT5MyuGw2L17F3q5uT1uKuAStRq5ogKBSceo9SReutKQlaUyGvjbcbXSVAj5bqKu0fHIfWEhtN1EOIaeRydsStp37hXU5Om8d19L+t6N/VSUqTY1Y171fqthpdBloAtJJS2lKfiQSSKuBVxXN/J0HQtbYjPzHcBDexuBv0V6H1+tq9qHSu2rVagkWvVxVz3XNWvXSwF65Y8gcTpa8xmsrsE/gjXYOy8mHrXvRHpb1PQXq1x6D2/m61/N9Ba3offbVbmMVvf7/AP5jXix+3fuBt6K/hNG1C9q//9oACAEBAAEFABFD8mb1RFblLTKlrQ9FjmPG3jKZrcJbX5beDwmMXGwrr8KAkuycmXI64TRkmYGv6aegzPifzOjkrS/yXmx+hekBtOLI7knoqb8j0WOAEuPKcXCxx2LLhLKBjpbUmM6kPIiPqTGf/qLn2GO+QOtxuyWjIP8AwIYx7CUtLSS6tLjrEctlDgCm7SH+Mt7znFm56lm8PvuAfHavC4aNg3Rc0+UoSl35USprbbOG1nN5xGNxeOw8XyC5Re1eBFfjtRU5JaWFtPOvtKyIdblNzGGENPSVfCw06iROpcluOhKVkuNIYeXd9pr41Nn5U0jtcieASdrRpbst1dR2fgpfcEypPyOx1y8lM1vSouIokqPKvLOM45g5jKZLOZNgIMxCQEzGkNvRkuNu4Uk4xpaWiXHJyZzi2m4UN5DbTAJmNFaY6h2Ovx4oafZmtRFJXH8HuXHnJKpuPxMX8iGupefYfi4bX8ltDmLwuF1/HvvsRWOQPIrW8REyOUnZSaCFF9LKmm3lfDLUHFIbIrFkRHgoBLEwNsPrW6WpKW0PPtojRXTKE+bBxYixUbA8xEiw2HD8ScdlMlh5+8+YXL29weOU8c8pcX63wFq+QXpvGWn6FMQkrV5Fcgp2LMLWGmwoqKjaoxDry0BICiKUsKrI3YpAbWjp2pTcn2yeThQYjjmbzzCMRj0S1AihZQyjjrMNKext+SWh/rF4j5f/AMCfZfjOhlZa5z5knZSeGikPLWmmEDtU2oBq7NZLZsRjXl7drMeZDz2CyEsJFoP/AM+Sq9gb1NkfiRcUyvOvXJAABWro5JkTHXoM4tPzZkavFri7F+RHNMGLExcVnbs6215McwzHMqHLhK0OLCQuiQgXUpQ6oyWAw+bW7puqurx+oaxjsgBU2GZrEOUJsa5NG6iD1KSmu4VIdeyb7LDEdpawRIxuw5qZ45+H/Hfjviq23ZYWm6zkMhNzk/tUQphRU08ClSu932C2ygoe+8ewITTjjoZabJZKvwpwK7hKviCrV3BVP5ND9Tcf2Qpc7H49PFvH3JvOGa8TPA/F8D7D7UtaG0c9cvR92lNOh5ZITXykVIKHEocbSmBGyuwZod4qUkJWkXq4SLE0uKw84phDsaG9IaWEuU/IjxD+FInBLTLDXFfHu28x8v6d4EeL2rJgQoOJx/ptOujbtWa8f+VjnmvFHUBBf8WNMca/8l4/5j4o6GpbHj5xAwdd1TV9Rh/uGUUUz8k420kpaWe+gftUok9oQmfFTIj47LT8wxGhsQ6NhSk1474DU9g5h408u+GOXN8/4u1Xb9CLUgyWWUuJW2lVytHbTmTjBw45UtcdpsMZmJKyGNXpfIrrOr4fdo2ZkvR1r8CtMa37yIrlbnjizg6FxX/sQ4+3bZsX5AcF5pOS8mfHrEnef9inG2EmcS+fPHO/5+dzTw5jYmxeXPjbrCWvPHStwzGY8lOVMnBP7c6hxhxqlDq6WobQyb0ox4LuQQyw1HaNA3oLjvtJizgMett57iLxB5q8govhr40u+O+p+RXkXqvj7qu97xtnJG12SAWmlU1HcUQmSEobcdaYhsKKWWUkf0lceclnkZlKD2occaOUL5fTiIynETGgyl9pypXaTtL27pdW7y4g45OUXA2Xb9l1/apfKm2uLicp8k42Zw/oLPGPF/mryNiuSOfUiyFD5HGoqC438iKbH3ZDMwsdLYa2abSmtnbBk7OgGFschU3j/PSCdB2ZYlwUy24zz5dcitO0mK0hM1H5FIQGwW0KXntk1vUm5O9aqgu7jqMNPgnwc5zxta32ma5b5vxWycr43k7FZWfDaPc82HBkM1ExjaIefzFQcbAxbCjYlRNHqWx0l8V4GS1J0WDkBI4l1yS5idUh4bHwZSpMcR3LOMsIxIEevyPiGWweG2CndR02Gnxj/wBcGM5FGEweD1nE+Uu95PjbgFlIUX+68V1AGTyrkZ/HYlOKLRC6WoISVFVEm6WwUgC8j5O0dtvrMOSI1FOYTmle8zv+ZV6Ps3cR+Gk8Kf5Xxt/iH/Xtf7K/8u/6WX/bR/bkfuH7frX7d+IbU3/ce7u8eye2vut9P//aAAgBAgIGPwBUtwalNamJFADAGkaAMcAmNybWubntN8eFxSVbCudY0gxpwAui/A/xoepdnEm03Dg2cDBspwfyEox7JAfxCmAuu7l24LSLUZQ6PLCXUe49nsnG3HZen+gQ/nEh8krgscEQI1SyZIMGtxe5GjEpN0z05sGxNlkMkz7l8khxLnEk6W4MYuljbAYkv20rml7UVMLhc++icxQTFKBOQWrYUOCUq8CptSrVjhQIxFbvYdQhD9tOwtcORz/xNKOabI4Ct707eP1SREFjks9jrskHItyycC3LhrkaAQgt7/r4Kt+CC3M1BvHwu6f6YKF26lYVe3/88RQyE5OKRjHUcCel+mtjpc9DNM86pp3AJqkfml9LQAxqnS0KaZ6L6DvHR76QB26kYSHMjPyxBwuHSYvQghiDB9bieQDUTkECCwx5Zk3xpHOAJHbQBKnl7JTtBue2tJWgKwopSDDjbCje9ECmrXRozGD1Yl5BGUIxDu0GQ+HsR6YmiSEGZoBEGQ9s6sKQVs+jdE2Mm56luHaY42BXOOZ7A0C7nEhrRdxAodd9f7Lbb31IXAxwr5kG3AwJBAbJKTiS0tYgDFu4hrQA0BABYDup/SOkOZN6plbZuLYGnCST+b8DMTiUbjud9vtw6XeTPL3vcVc5xxJPsgsLU0mzNRAvj2/aPYUp4Kt6OodlWF67KIHHGiDRQVduVAVH1nbbYHebRySOA8Zgcox/DE86iEwcSSgprGKB9Z5+2VXoey0+b0z0J0u0aUMkj2Qxryc8gvTPQHJnUg3TNvP6nn/1twxpXSgIiaXXaxpUI0NDkDnKcJd91PeRQbNgVz5HBrR3kkCtx070PEZt2QW/qXtSNn80bDd57C4BuBuLVPu95M+XdyvLnvcVc9xxJOZP8MKNNAChfYe+vCPD7LwFNIzt76AXxCgAKtV8aHKlOFI0WrS1yk/VSnGkBoggFpFwbggi4IOIKkEHEWrdAdEjkEzlIeXO0/yxFQY2jJCuRJAArcdN27nP2rmtfEXBXFj8rfMWuDmql0BRTUXqz/kLYmPpwAdt9o8eKQkKJJmnBgxbGbuN3BAAdWyYWjTpA+6B2ABAB3CnySPDY2gkklAAMyTgOdQ9PbuYz03ZagkTy+F8uoq9pIbr0s0tDi1F1abFeBAx9re3dWNN24K6XEnvIyvgiXstY8Eox5n7a50Ewq2PthXOkaLUBi6tINqTKj2UTnXuFAAK6ukepPV23amwU7dzw7Q56kgPQFpbGTraHWDyq5ESbTcRyRpixwcPqwp+3e4hzY/McSEaGqQCXG2INlVApre+nehb4s9Lwu0OLCn6lzfmLnDGIGzWjwuTUVBCcqX29udEjA8HyvPicSfj7IKs2wppDaNvfS0HpfOiMjXOg1ca8oHvNFeILxc5UQWp3UjT4vb662PT2C8jrn8LR8zu8DDnzqHpsO2Z+ijaGhpAITtIOJOJOZozbaF+13H4oXGMr3Dw/VW+9C7Hr0s3SoNInejWve9FMTntu5jARqCjU5QbBKAyo3UVccXRuAUH+49xF6UHH66RbUQXcBexo5mj+L7axvwDTXOgXY0pN6xvQABJy5nsrZde3rn/ANVcwo1Ua1rsFCKXJfsHfw6r12Qgzxs0xNP35X+GNv8A1FSmQJqfdbmQv3Mr3Pe44uc4lzie8kmkFLxU0A/IIqBUH2gfV3USXU1avjVsaF6QDxD7KtjnWoYDgudeOwrC60gbem7babd824cbNYCT7/35Vt+p+oGsSPxNhCHxZF6Wt2ZnG1uEu53ErWQRtLnOcQA1oCkkmwAGJqPp3TCW+m9o8mM3Dp5ELTKRk0BRGDdCXHEAEYftrC/DlWdQ9P6Zs5NxvpCjWMBc452AyGJJsMSat832UWgXLSK0/eHslGgMaxIWrWrWLNNeJRSubahpx7axvW02UbgJpXhoUoLnE8qgO/3UssrQNWlGtKe4lPgaEPTdjHDGPwi573Yn3nj1jonSHNG8ma0IfvAOBLfeg7wozo9Bb6fnbvQ/S5zmubE0ZvdKRp0Jeyk4NBJraCb1RO3fgfmFsbSwlMGAnUADmSVGQy24g9Ubtrh85LIyHdmkADTnjqPOhp9YDSt12+WrL8z8P+blW2d/ubeeQE8waY1d26XafAvMOSoXv6fuJA0IQ6eRHFEVwBF87IFySnxdF2DGvJP5hazzdJ+6ZA0Oc0JbUSe0mhXtb2xov7U95QKfeavaiRhwU/N2UpJrxGkARKQ/GiSPEa2TeqbpsPT9avcV+VviItm5NI5mh0faeZG8hIy9oa16ZNviRcAgKP7OHZvmA3UjS5rcyGop7gvA9tBWvBUBAnd3rnnTmHEEigSa8Pyfb31qNhzoaMxjWknxZfuoFFpfLvTWIjj9VflRuc0ILAm5wwzNdP3m7AEcKyacwQEaTkCCVACm104Oj3E4d1FzSWRNu48zk0dhKe9KMPWtuzabAxWcur8wG+ooEBGHMXxFO8vr23sFKvDftIp+rrkJLRg06vhpVfdT4+kdMfM0Ij3u0A9tkLk7wL07bdZ2zdmzT4X69TS5U0nwhO1TamPk67ttLiQEeDhjga1Hq7ZD2MDnn/KD9dT/AOzemsDm4vmBc/Sl3MjBAJGKOKpfTiK2zf6tHtvLK6oIw1zihCuLi+yHAIM8awR3xApT8vLCkzrTLGCSfmwdgnceahedOLzblWkDupTjRbnlwK2ec/309ojcxwaENkJACkt+6tzYnnjZxlRoOFwSVzABKhM8OdSHo/S3yRNcS975Y2qRidKlyAdjT766hv8AeSwudK9rWCN+trWtbfxoFJcStrIBQhgSTrMrT5bMmjDW/saMhi42GZE2+3szpN5I5XOOJ/hkBgBYUDdKAFDglYUoFAjGpOo9NiRwvJGM+17APi9o/wAQzFKtWNag0aPsNDSbjDnQAYb5fD99OBCEFM8RTXJciiHm6LnhXhVaMY2jXyA/M5xIHIAED3klSuVOmc7xklT/AArWCF+pa1MlIfhaxPK3b8K6Rsy3S9sIc6yeJ3id9ZPfXUN9CHeQ0iNi9jCQo7ATcA3vehQz5V2CiDelpeOJoOGNH8vwmv8ASCUSKUXH2U5DjWpTqTtI+w4UxWgt+w5/FBRcl6RhRp9k9sav8vZ7YVcW7OVLpv2e2A+2oJpISOlwSNdK42VLhg7SUuBgCpSpppXhsMbCSTgABnyrfbmMpE+V7m9znEj6jRK4VqNJxC1bgtc6PhFqUgKprAVq0jBKtgcKuE76aNQvQCk+6rWHbnSsJQ59tIHeL6h7fAVFv+pPdB0coR+OUfyfhafxG5+6M6bs+n7dse3GQzPaTmedb121fpllc2IlFRryju4kWB50BlQacMj7ewrSl+HLglLSpWteHNaCfwo1da/L9u6rqtDsQewq3114qOjH9maUf66/dDY//A1hcTz1uaA3tIU8hXTP6L5n9M8oeXr1atPPVf2tw2fk+f8ApfM/MVPK1aW6MLr2arKunOh2ft58/wBlO1f6f7eX7aGOP1furlWeNWwrxVyq6VbDh//aAAgBAwIGPwDgppzzgAT8KGo+M3Peb/DIV5W3hayNSUaEubk9/wDdhS0SMKWh9CBy2Uj4i31hKO1H/jvV0fLN8f8A6fmb/KSPu1IWMVrFVSmGKBD9aUtStBBk8xy2Q+8fbz+lu+udblSEAtZGCkk0hHhij5nEuwY1XHCo+peoN6ZDEzREywZGzsACAuOL3orzc5AR7qJpDHKgONiRkvZSUTQb+JwHuVT9QPAn6ONY8EcAWmnQRyll1acdDh8pacRzFwWkgItNgMeh6kSN7C1NQ56iQQc2lc65UGROJBDiVxCoMsv20q0vDnU20bM3feogEG2icPCe2eQKIgPw3kOAaMaHUvUG81BiiKJnhihafuxt+CucrnZmpPXnqLYtk6bE4s2kcjQ5skgs+ctNnNj+ViggvU/crbwxu8Ib2q5Tc4ZqcEthRcI3IuCX+FFGEN7Ta/dj77clqNxwavxNl91/jS/2GFcqNa4immH8zsJJ/L94aHKewtHZVgrzgO0/sHacqN1ecT2n9wyGXHd9V6tvY9v0+Bup8jyjWj9pODWgFxNgCaPR/RG83G06AGkSSp5c05OIBCujiAwAIc9VcgQUXEq4lScye0nM0zrPWGvg9HxPu75X7lzTeKI5NykkwHytV2G26f0/ash2EDAyONgRrGNCAAcviTc3NSNY0ag0FyDAnC/MfZzo0aHC/C9WFY/Qtwj3cb0hn8D1JLRIANBAVBqALFtfTiTTnvIMh7MAOwcu3tPu4xt9RdZbDM/5WMY+WS1/lYDpthqLVGFQjaO3EPp2AflwPIQvUjzXNbi5wT5idODUzh6f0vYy7nfSFGxxtL3nua0E95wGZrbdT/5AmG32IR36SNyyvz0yyDwxtP3g0ufkrca2+x2O2ZDsoWBjGMGljGiwa0CwA/ib1anCUoSDcBSEzt2dpsKBcVPt+zgOyiOGNX+gtKlJRp8UzA6JwQg5+2RxGIoiXf7hxFmkODS3vQI8/wAzwV7MVmincPOieWOKICgBa5MtTSCioCqWqT016I3bZeqEpPuBdsQGMcZHzPODnAo0YXwib1F7HFji5QEJJCKSSSffTI42l0jiAAASSTYAAXJOQFzW46m/bSjq2/LXap2NZOyENCRua0u8vU/U8sDiULNVwgq1Xp26wDmhoGaA/etiCoRSBwPAGly+gprlw58OXArYVP0H0TKX9b3SN3flvbrjhAsA0lRJJ8qtKiNQbohi3m2kilXB7S0/WAtM3TWrG6Xy2gXc56BxAaPEbEXS5IAU1sPVHqHp4f6unbraJAv6Vjrsa1ps2Ytu9xGpq6QiGlz+gyJvytAHw/fjQvSDgaSudClpeOFWqxq+FdX9QvBMkTQ2MZOlfaMHlque0BLXrc9Y3m8kd1OaQvfIHEOLiVKEFQBkMhQg3U7N3tfwbhjZAnefEPjXTf8AkLqHpuHb9Yn1O27AXOjjjXSJ2xvs2SRCWm5axCLlaUm/0WSN+Uj68x3ghDwwoIOPZQ/sJJZZA2JoJcTgALknkBXV/SnThEPSbZ2Fp0gyPdEfm15NLroMeHRvTkQIglk1TOH3IGeKV3fp8Lf5nCoNptYhHtYo2sY0YNY0BrWjuAThh9B0kQ8RKkKQL4kYgEoLpf30GkFTysqKi4LScL0cK5HhjxtjR7qC1J1HrnU4drs2hS6RwavJrcXHsABreemfRkckeymOmXcu8LnsBu2NuLQ7Mm6YcItttoXSbiRwa1rQS5ziUDWgXJJsAKm6r1ch3qnextEgCFsEYOoQtObyUMrsNQDRZqn6F6n6n1Xexbbp0QV8kjgxje9xzOQFybAGkSmPPyte0nuW9KMOBvVhWGNIv0erdd3MbnQbWB0haLl2kWaMbkoLCt4OkxbfZ7WRxLQR5j2KMnOTO4GAwp++671Sfdbpx+aRxd8BgB2AAcehde60xx2O3c4qPuuc0tDvcp7ihyr/AHHL6m2z9iWamtY9r5nnJjYgdWsmyFAMXEC9bx0Ho7bO6cT+UHyvEoAOMhaC0kjJoABspAvuDP6R2T2k+ANllbpF/mJ1ajhhpGNHV6GcqWTcjHTn+X+L/LzrdNd6T2H6h3+m4SS6Wdmpq+NORYtTxs6rtYi8qHM28Ycy6o0u1Wy8QJTneopuvdQe9jWj8tr3+TqH3xE5xY1x/lAAyAr5q7aDDYAkDuUp9X0MLcLcVrru49N9Nk3fXvILII2AE+ZIdAehIGmPVrdybQ9T9Vjgm2oIM7YXmSSDX96QaQC0OKOcwuDSblL/AEVS/wBKffMgcdnE5rXPsjXO+UHNTR4PLnxYFxJ1G+PIJllTJGlWuAPA9vC9DgL1evzJWtKE3IFhib5CusdO2En/AHO/LdsHYAtcdUunMjy2kElBey8A7pOxI6NHKGzbh50xs7Wgm73AXLWKQMUUU3eeld/L1bq43KPiDGxHySEBjbrILmu+dXfKVGBqP9T6G6kNZQaYi++P3NSe+o/J9D75rXFAZGiMDv1uag5mo5/VHqKDZPKrFC3z3jsV6tjU5gFyDNab1D0x1B/WJQ9HwthEcjWITrashD0IA0t8RJUCpYdv6J6kZYw0uBge1A67fmAF+V+2tMfo+eFq/NO6OFo/63A/AGttvfX/AFUvY75odq5GMcflEszmqWnAljQAUVyFa3bz0WTdiUJp3MrpGtAIKNADAqgXKnJU43rXFIQ1Plxb7hiD3FOVYUq8VrlTS+Rr4y42zaCSiO+8lghA5G1aYS49p0uACZEkBDyxqKH1N1ry905oDI49vNJZ3yND9IjV5sNUgutghroXT+m7LdwbbaRPc8bmMwyulkdYmMl2lrY2tDb31E5058hdB6W2zx+onGJOPkwrYyuGJwjadRugOz6L0bZM2/TNuwNYxoQAZk5uc43c43cSSeFjVytYcB4jWNFrgC0hCDcEHEEZigx7idiSjXHGMnBjj+A4Mcfl+V1kPFFvRa5UNrY+6tb5mlMTlif3ZZg0Cx4KtUXxBwNFDWBTVpUoi3wzxCZUS4gNHbQlG7eyAtCNDQD3kuBK9gACDnTY2BGAACr0GbiJj4gdSOAIBH3kIIBF74ivVXXBJrhl3bmxlV/Lj/LjAXLS0JlXRumb0xneTF25foW3nhr2tcc3sajSRa1qNLVuKUnFzXtBYQhBuCDiD2g9lWNY0hpM6bqYCi8se740GiJqKtwDftvnzouVwciWKWv/ABoNaPCP7/jmtBzmguHt3VbGsaStz0zbztd6o38D2Qxi5Yxw0OmemAAJ0Li7DCodntYzJuZXBjGjFznHS0DmSQBXQ+nbn/ydvs4Y3/42Rta7liCOygKT6Ro8Maz4JwtRKcLmsK5Vu+gel2R731Uwlr3G8G2cLEPw8yVv/tt8IPzuxbU3VOs71+438mL3FSikgDsaFKAWFdC2nU4fM2cLZNxpVNToRqZ/iDX6SQMU7FonPgvAfQWlq4q+HG1XrlXv4WrxUB6Gi6c7rBdc7x0rY2tQ3YI2O1yEoAHljALlxwr1H/uryv8Acf6l36jy9GjzLLp8vwIiYe+68Orfrf0f9T/Tf9t/9jT5jvPRbaU06tHiRNeVc6CY0OIWjw5VyoV//9oACAEBAQY/AEmIolso4oD7CwJ40XoAnoNDce0hq/bUUpX4b6yktslZnzaJy2CLDaWdnCwlPIGpQmlKmupFcACBZSxO4JjjBYH4Hfb46geqiae6iNySAO4slRKlR0CAhVFdgg1dZnyLL5bPZeews8a9/ksheXNy9nioFtsTZc2lPCzs4UCCNQqsoo1d9S1pJO0UouG5F2NxQxsIlHojDamrKyueiWwMsKGnvlcyvyYEVNHp8NRQRoFSlVht4uVB05HiKL+E9d9BIo5Le1NS80w4yuqGgEKHlwDf3HSSQAMTKrXEZIq0IWjCNmqQyIoI0IYvcrluJI404V4O/wAGKjQVTRnRV+a0XdlP9pPp8TqxkK/pTw3trIrbDuSUuIQG6B2MTev5h6nX+PeS3n1HnXhVvbY+6VoFFxmvGYIorbE54yrQTXMbKLa8JAYzKsjE97U85hQQRyMslZAD+iPfHGvFvcOXU8QT/XT7F2ARgqgAk8SQoBNKk/OldXi9yKS6fL5B7spB9PIZBNwBniJZ+6KUYksa/mPU8aeu4+O+39NH1IUkn7K9PtGpUgftyHgRJUKOKsjOlack7qApyG61qNdwKVDkNQ02ZvxCm9FFdvlrjFsrbs56Kqj37bHpqLDWzFbW2eO9z15xDpb2iOGisnG/K5v5QB2q17SnlQNt2rW2itYTI7rDApAMkjVLsSWZ5DWg3oooqgAU1HcICiP3CO5QGqMy70JHVdPLQ+3kVA9eLBanrUUrrNLFtImblZG3/DJa2T8gKe4MjUHoT8tQRUZxM4heVlAVuciB6mtXKRoa022OpSpq3bYqV6rKfctD05I7CvptoAtxDW6OfT3UPME1A5cjpuAUWx4BdtuSyEPxPRuVKaRSzwpOTEZo1DdslSR1UhagbEimjIqiVV3jaR2Yvty5MxJBJJJ+VdFOpVRIyCtRStNxQEVFKadS5YyJVUWppUcadPb7ev8A46Z1bhyJJI2oFDKXJ/KDT+mj2yT+oVDcuopuF/2r8fU6ht+0jG3KXTmaoia0V2imUexhJIhf8JpswPTWD818dvLmI42cR5THRzFFy2BuSq5jCtO/Ls2+SswV9wdY5AjqAVB1gPJ8FdG58b8nsY87iweBAxYJ7VtKqMzDIm4crd86OksbqQKCpPrWn27aa0tJrmZJTeX0n1Lo8kRma3QRqY44x2mZSQCK1BNTp6bbKAfmdq/dpiWARAftLfHb09NHl7YeQ/EQOXEA+/4AEdP66dnkWCFKNJcTnsxBR1oW97VJH4QeoHXUU909xgcMQGFzNEEzuWjbcNYWMwP7ZbSDpPOvcI3RQdLY4uzjs7VWLlVJkmmkNeU93cPWa6uGqau5J32pqHw7x68ktvIsxCl1k760mMVxhcKSe3FFLGRJBf5dlIBBDR2ysRTuKRDGJv00HsXn3H5SEswCIORfkTsBt92iqwz1BCKe0S5SvURGhKf7jQEfHUs9nIbMyKiz99Vliuni9sbm2LwSRNHB7CwYclC1BpXSSy2iXscMc22Mk5TrWNlE5srko8gSMtXtyOwPp0rC8btLbzRiSAqSECOCebA8SCCPwncHbrqHugskcMkaV3QySsu5A/E4RKA9BXQcRlFReMaKCg9teIVRQAEnUkDS9qN0HccUfte41jTkvukZCd6+2ldfSwMOxHGqxuAXKlAAUNRQ+hrpJmkd2k/6yg9tQPypVaE8W30CKceCFtzVgaluTVNAaDTqvIIxL1WiVVgAUqdwrevrriCo4dAvxWtEB9RX5nXcjkMcgB7bAj2sASKgggqRWoPX7hq3mZe4zKJJYj0nlZO2FIclQnM1FdhrzibJyQv4fbZ23j8ZhZma6hzxs2uPKEthyCJiBbXFlyBWr3RJUikgICxM08zEW8YB99PxMdvZGm3JjsK67dCzuAXnapaeQCjMSRUAdFX0XppuINa7bH0+46eOMAlGcEkjjEFPulkJFEVVIoT1PSp1FisPBPeXbxdyOKBVV1QmjXVxczfoY2xVd2mk9Pwh221He5QwZTNLJ3Y5CJJsdiyKhFx0VyKz3Xq11KpkqaRiMDcsxLMxJZmJZmJ6lmNSSfidC0txBkvLb6AvjcS7cobOJwQmVzIRg8dop3ihqHuWFBRAzavszmL2TI5PJzyXV7d3DKGmlNFMjcQFihjUBFRQERQFUdBqURotREDK6oO5yJHaLSgAnuw78RQADetdH/dX76/H4k6gkB4dx2jkNSaoY2+W5BAp8NM6krzuS6U5DirMN1/MpJqeuxOofncXwNASzUvrqrMDUOdj8D89F4wPYnEM+9CQKkAUABHT5HUQjUxgOrSsenEbsFPxJFNPDaRq0lOFQeIUt1oadR1J0BIyhU2H5mkZWPIinQFjt9mlMlXWgdAdxU9DQ0Fdc1O4Y8lA2Ipt6dQNOkpNAKqtSOVD+AkUO/8A4aV55I7eNpRHHyPFTNJy7ca+tWIoPnQdSARJaSpPE7TIksbDtO0fcjfhIaIwDqQCDQ+mol5CsdBw2qwVq9ASGINDt8NZb+GcjeWKSC0n8i8DRsdbpNc3Fq15c+XYiW9gjiub66ls50u4FmkcrFayhB7QNS3+YyFpYqDHHPd31wlpbQJJKsdtbxz3DIiLJKQBU8nc/ZTs/VW3c4CVVFxCZKcuIdAHJJDmnxqaal7GQtIobee5t7y+Se2do3gHN4IlWRkSZYPezOQqJ7qHX09lNbYnGpGLx5Lu4Rb/ACMDTyWhvba2fuXVxafUwvCblkaLuqVUEiggx+FikUsncyt7MAJsnelye67FpZ2ghSioJHJNORCk01NdXU8Fra26GW4urqaK2toIx1knuJmSGJPmxA1c47waYeR59qxJlBbsPHMaSPfOss4jlzNxH+RI0FuW3MjAcTd5LKXNzkMlfTtNdXdzIZrq7uZCBykc+rbAKAFRQAKAAa5N7hyHuG6uwqOfzVTUJ6Ab9SdcJWKswcIyqzyIAtTKFUNVIy1fcCBXamlMpBehqQOKvueJGw4sVpUGhB9NRijF0B2CkgEn1YUANdAmvKg2/wB229fU11fY1hTsy/V2gA3ktL+SSSij1aC6EiH5U1WlasT19vAENsOrcDU16U6VA1xCUH53+ZJ5NTqaL00yq5WMndtgTuSR8qjSr2vwinIlgSPiVoePx3IJptqNqgngtd+pII9BtuOuu+siSI0j8e17lqrkceQ2PFlofs1JLeXMFugWR1R5UDsENWEaAl39xANAeJO9NJkchYT29vDEq2MbXUnbyVneR91zeQo8YZVmRDwaPjyRXV2U7R21pbw21vGx7cMCCOOPuzNJIUVdl5ySMx+Z1EwBqzwoSuxAfqxG4PH56sMxhclfYjM4y6hyGKy2MupbTIY2/gpLBd2d1Ewkimic1BqQRUGqkg4zFXn+N4/E2y4eXM461wsFzF5Tk8XNb3DX+TlvhNPZLe3cPc7Fk1tHCXPE1ClfGv5JsMTdY2DyI3d3dY218hvbuPH5mwvMjh81icfk3Md1dWsF5DKgduNw8bhZCxqSuc8oxd0jyd6eyxyX81rJNNPj7rGw5fM29uIYJLu0tLx/pY5I/YzcigQKjZvIeNWN7b33kV1e3mXur7K3+TluZr/JS5e4o17LL2oxfTMY1WgijpGtI1VQqKGYsaAIpZj8eKjckDVp4hi762usN4800mUkxt2brHZXPSSntv3lCx3UeIslSMVBWO5efjUUYljUV2qBU1OygAblmrQD1OmB6j2uAQTHUe6Ko2LkGkh9Pwj1rTYAU+zfeg+wakugWVSGt0hZeLx9t6uZyQGEocEAAlQPidFvzBXZaEgkgbAnbpqvtoArk0FAQoclRt6/drataV9K1rsPmST9urfJRRl2s1nhvWUlmmxdyqLdIiilWtHjWZabtxbrUaSRGDq6q8cinkGVgGR1PQqQaj5a4sPwkEKPwilNiSaALXYn0I9db7L6elPsFK1+Z3+AGuIqvoKdQQdmHzDb6lTIXcNtDLG0IDgu7G4kS2VYY1q7kzXCBfQFwDTT2lqknjeEitreKynaIplLh0aIP3LcmGezFtJbMpUMgkEin3AEM120PenM09wveIaK3lu1P1n00AAijS5dmdlIYB2YilTrmN96H7en/qG320+GviDqR4CDL3LYRs4JVGlukj7rCo5CMHkQKcuh+OghkaQoqoZGpzkK+wsQgA5OV9APlqsamaUsEijQryklbZY46+2voXY8V3PQV1mMvmsBbS/xRa35y38a28lvA2Wy/lWTml/yXybBRtOl9d+IWcdrHbo7wPFd5Be/C1I2Z2huoZredSecVzHJDKD68klVXrXQlHRpTCi0Ys7qgd+NBxpGrCtTXcauvDvDco1vgLWNrPPZOxkCyZ6+5N9VaWt5H70wlqCIj22AunDMxMfFdDYCtKKKD7lAFNgP6fLSyAchXdgfbHsQREf7jWhk+5dty7xUETGoUj3L6Gp9V20dwdwep26/L1Oo+shHsZqhSeX4nO9Klh0+J1HZZLJW1hNeWc91As3cVVtoLi2s5p5ZwhhjU3V7FEvIrylkVQCTrI467zePsZ8TdWeMu3yN1BZWpyF3ZpkIbKC7uZI4rm5THSRSSKhPAOu5JoDZ2eXsJ7znOotFuFS5l+nhhmuTaW0hjluIoIrhC8iBlQNTY11T0+FNulKEGu1NNi2r9NKJLjEsa0WIe+5x/L+60J5RjqYjT8p1WtACCfh7QaMR68an7idV9amo+Hy+Y+frq5ulgnujBA8v09rGZbiYIpPat4hvJK1NgP8A4ajz99Gfo+EoxFg6AqsEpZHuLyCQPzuUKUXcoSSygDiT89q0NfT0PqP/AC0Pn6/Dr/qSNEH4EfdTf/TT2lhMYUhqLzIhVlEctf8A8azBJjmuwCDIxqkR61aqhoUyHeiLI7pfwRu7hGUkfVWq29wi8j0IcfDXK8t7YQsVV7m0lnZrVnZxWeKSMHtMWAZ1JaOu46kYv+PLjJS2mCthPmvLshCpAuPFcPapf5HGYG5jZ45MhmiyWQcEdhZHffhvYWOKtYMXYYqztMdi7KwT6a2xuOsLeO1sbGySPj2baztoljRR0VdLb3V1Fl7RRT6TN28OUhC/BHuVa4i+1HUjT+B+IwQeN2sFgn+XT4i6u2kvb29UTDFQtdTO2PtI7Fo/qEidWkZyjNxUqVVdlA/EsdFC1FXHKRUCIvWhYffTUiBi3E0PJCjSLtvwf3JET+XqfzVFBriwqD1BFQR89fAKooNvWmwHSm+ieiVpQfGgIJP2/dpGADRvUBvsqpDCmzBgQfSo1ZzZaxF1JZd/6XuS3AEX1AjLzxLFMscM5ES0lAMi0opFTS6nlwOOdry4S7uF7UggN0lra2S3EdqsgghkFpZQxtwVeSRitTvq3ymPwVhZ5KzguLWC8gRxNFBdLFHPCGMjKY3SFQAQabkUqa7aESP2rhJEmtLg9Le6Q/oynYkxVPFwPxRsRpJuPbmDPFd27Cn0d5BI0VxbshJMhjdaqWoCrA8TomrtKXA4gFzIhWgCgAsZUK7fFTQdANE16bbHqK/hHx36noenTrvUn1Na/wCuuQPp6+nrvTcp/qvp8NDb3f29T91K1BB6jam+pLKCQwWML9q9vI3HcnlADPYWTrUK6g0lkBPH8K+6tFhgiSGJFCpGi8URR0AH27n1J3O+vaw5k8Btui/puHUjYSP6f2jfqRTGeOeJ42XM+SeR5TH4HD42zm4ZGS9y84s7aSwgW3uXu5UmkAKBQRGWcMCu3i15DZyZH+UsZ43Pi/KPKEyt5NjJMnmFifN2OHxokWwjxthwW0gl4M8iRGSo57azXk9/xNvh7KS4SJmCi6vGIhx9kCfW7vZEQ/BCx9NXmWyMzT3WRvbm/unkJD3V1dSPcTzzA+6OFXYlV9EG/oNV5e3brsWpsrtTpT8q9FHzqdc1PGRaUf0PybapHz9NOrjhKgPND8tuS16g1+7/AF1/yih6UpUmmgegp69dtqn5VqdGSFVZgWLxvKyQspIJaJQGjjdmFWJU0ptxBJAheqSGu7CV6txEhjM3aEbvEh3oW6HfY6BBrRQy8dloSUKnkAxYMhB6D7dMetNtwAtDuu4ZvcoB6ilKbjUpgRXnEMjQRueKySBSY1ZhUcGegJGrG4/dLyVYU7lyHkoGvbkqgub6I1kW2hmDIYaiNK1p7dJcqpW3zBhjuYwKmDJcRHbTEei3i0iY/wB4T46Y9CwZTQ0opNGSNhurbbuN69NurS7FVk7UvEUKMwLI7KPwrJQg+gIqNjt9tB/TbVKigqTQ/D4nU1niHW7vAjgSxlTZWLkqplvLp6QFIi3IRhmfnsAKk6xdtao80dhkrK6mg5cZb2OKR/qjKarWdnmMxBIDMtD10BcXNvbKXSNRNMoZpZZEiRQjMzO3ckAC70JHL0BxuJ/ijwPyLyO0vb2W2yPkhsvpcJgYzaS8clk8retFibCCC7NHaeYc+2wRXLKDY/yz/Ifk6ebfzJb2F9Y42PEpKvhvhUN/3YpZcZc3ipkM9nDaysEneOG1sXlk+nVqq66eSV0iijR5JZZXWOKKKNS8kssjkJHHGiksxICgVO2o/GMDKG8TxN4LqS5CN3/IcrAkkUV2qOVWDE2ayv8ATiQcpWYylaFACg9hqCyg8mkANQZJCOT7ipGy7dNU6mnIgegO9WJoFXfqaDQ3A5dOIdwdwOtFVtz6VGubuUCMql0T3gFjVAWlFWPpXp/pqSasgSM0YusQqfiBzbqdW/jvjmNuc1nbkqIrKzjF1PGgHJ5WjCpBbxxoatJIeK9SV0hBIcUK7MDHTZX96rVyN12pTfeo1ay/kjuYi/WgVjwP2gF9/lXVOtKlCvrtVk/3VpyWnrUfm1t7iSrbU6Upy60pT1O2iaAV+0AH+5acTyHx6UPQjTNOvEPDLbySBTvFKCSrFGTkA29SPYSSNSWkgPaljMEsQYseAoKSOd3kQgEN1VgCtKaSwvTWftvJZ3kxEUeVgjbi0kZI4/WRVHeToPxj2nY8yUrXkqbyUHuWqnZeLivu3PQChOo+8rySTHjDa24JublgBX6aMcgVoQeZVYwOrDQGRIgtnXkMXaSsVZK0U5C7Vi8zOwNYkKopBqWBGlihijhiQUSONVjjQAflUAIgpWp/rrwr+J8B9HhLTyu+iS68vuUN0uIxdpDdX2euZLJgvcuLHHWzNbREgyMF3HI9vB3eX/j6P+QvJ8LYJj5fKfML3JR/vaxXT3Md1lPE8RkbXxZrpj2+5WGXuPEGJqTq3xOIsLDD4m0RY7TE4iytcZi7VF2VbfH2MUFpEBTqEqfUk/8AHyXxZb+3xU+fwt3jbPKXiXEljYXspjkt57+K0DXMlkWi4SBFYhXrxYDiZsFP4xOpjungOdaVx4tInI1yKZ8Q9qeyYKzL20e4lI4CMMdrGOXyPOLk4lrkb23gszbXbsKsLa0nrJaxxtspeWUsvUA7at1g8l8rt5I5S9xI64a4W5jK7JHB9BBFaOJN+dJWINPnosf5ByfZ5s3/AOvWbTlBNySMucmEB7ACkgfjqwFPbqyrn/LjDBIZb2Dv4n/uElAAVnGOV7BRToqyEA7EHfUFfEVuVgG8d7mM3dQ3LAbSXsL5ARXEgO9aKK706Uax8XwGMwcEhdrhrK2iW6vC78wb2+7f1l72+i913YACpJ31btb4K5RWXJic3TMphe0sIpbSNVEakx3N/KyKTxVljPFvcBpeeBnX/tj3clZm4G8W7aAWiQtbfUUaFRPRlE3BgFRjXSoKgJyVaggmNWIjI5BSAEAoWANKbVqNAlVQ8RuFJV2GwlYgFmmPqTseopuNdQxFAxWtQSSBUMqsATtWlK7VrrivUivQk0rvsKmlNbkFhQdtgeRFAFkl2oqqdip9x22AJOpCZO1PCfqoLpjvb3MALRzkkhQtBxcdDGSvTSGzs47KP8E1/M6zQpItBKtnbBUNxIGOxYiMA1JbpouoeW4kFLi9nkM1zcgbjuMQFiSKlVjQCMAmg218OtCTQKT15/8A02pufynfpyqQy0c0ADbNGFKu7lPi9VCk7EVIqKHXg1n5z5DiPGPEUy/7hmMjm8lHiLCe1wcRzM2OkyErxxwtk5bOO2BZl5d0ipIoch4B4tlcpHmoxdy4a7zOOTFYry1bORhcjxqWW4a5mlWJTNHDPFBNLACyqSpA/wDZc+J41I5U9tRxJFelRyH9dfZpgKV4jhWvEGtQhWhWlKkE7LTfYikhmkthTvSSuVmNJN3YtzddgKD06ahkRldZURlIOxRhXl9mqCgBqdwzclavKqIC3Fwafl+R9dHtiTsmjRswIaRPw8pivtaQOCpFeKsNho29orX9yhobe0CuiEggrcz1FtboQSG5MGodgTpZMk4miKLImOR3axiYmlJmcLJkJ4ipVmcLGGFVQbErZQxRRdsvJarGixhmbeaA8FHJpaclJqeQp66uLSwyEuKu5mtGhyNuiST2ot761uZ3jSVWiYy28LxUkBjPOjAqSDHYy/yfLcWqXGOkLDHCyu2trO0gjuYJLm0jS5mkuryNpJKyCNxMCAvAKwi8h8sXOYg2+ReBlx9jbSpdXuSMuPhEUMMc0djiMUrCQPKzPKykMQpBCp7IY4hHEsxRWZIyxeUryI/UY8ifidYfJtAbjE/xpir/AM3vZyD2Rk4+OI8cgBp7mfK3/eHT22zUr/wtb7+Rs99LdX9td3WF8ax0Ml/5Dn/pI5CFtbKAMbSymuVEJu7gxWyuSvMsCBPgvO/Gov4rxUuNN3jfKMlnpczZNlIZP1sRkBa4y3js7e6tm5W84VqyoUegZTqZsZ/MH8c3At4xNN3PKsXZGOIsE7lMhNaMyBiASAaeupBe/wAy+Al4lLNHYZpMtKQOvbjxMd60pqOi1OvovA/EfIfPEQgS5e9nTxHEuanktlHeWt9l7kUGzyW8CmuwI31PgfNMRH/FSGy7+Ozmc8hhyGDvb0XEMX7XNdx4yzXGzvDKZVlmKwkIVLAkatr6/wD5X/ji2sr2a5t7S6bzPASQ3M9mwW7iiaG+lq1sxAfoAT10frv5d8YyEwUsLTxr9w8oum9eITA2V9GrH0DOtdZLxX+NsPd/vIjhfx7KeaqmOtfJpKyi9sMFgra6F9LmrdFWWC2uZo2u4ufBO6gicW9hf2Hj45I1zc4TExQzXfGTlHHM2VlyqJCp/KipVgCTsNEfqW1wyfmDy2kT1/CRRpASB6hwlfiNld1HBgVjkj4NAwO5CSRgR1J6g0b46UbEMeNGIoa0AQ1236KfjsdqUeZpxBElAwnkAhjWvuRTKQ0bAdAD1HTXDFWE10nI8ry5LWFgak/9OV0a4uANv+nHQgbEddG3zd/dXIZCltjrKQ4/CiQJSGGeOMi9uObACry8WPUb6WGCJIIk2EUaLGqkbEFFAHL4+uuPxaq/85oCvyEoAH/MF+egwPwIIJBHQgg7EEacT0iu2aiXAUiORYyrVuQlQrM9QXC7ke7pXRkLQywjmztDJHKYYgzkyq8crmcxJSo4qSNuoGpIUDGSa2ukiftvSKYxmisSBxZ0DJQVO/yGoc34VB4jHhXu5ceL/NeWYfGmGS1mjiva4tbi5zfbsjKHkd7dFZSChIIr5RJlvI/FvLfI/N8paTz5rxG4ubzFQ4TCxTW1ji47y6hgaaZMjPcyS8F4A8BUkGn19+IMz5pmIbhPDvD1n4S5GeIBHy2XaM92w8ax8rDvS7PO/wCjDVyzJlvNfNMvLmfIszP3ru7nRVhgt41P0uPsLQfo2GLsLchLeBAFiSlPcS2lYByJNx3N/QVVvRnVq+gJG9N9cii9agUHX1oKbtT79BoVMSj8xA+W1D0ofga/LRDOZCnvqCDU70Uq0ZY9K/i+700KSxBHNCApJ33YEEAdPj6aLsiHkB+GNE5BdhUqK8QOnTXFY1WlKUUHpU+oO++o5UJSaGaG4gljJjkhntpY54LiF4yrxT280avG6kMjqGBBAOocBm5mb+RII7m6e7MFvbWvnVnbEs1xbpBwii81toW53VskaLkkVriAd4TRmoUgCgJoaA9KfAV1yiPHls6EcopR6rLGarIpHWo1GlpcpaNezD6aLhHcRpbqQtxxFwGZ57dQTStdwacd9K1wZ7+43QT3spnlBei0hVgLe3koNiiLXp1pXuPcRMFJR3UllqHdUIegjdnCb8SQHBGl4ywnmiyKBIwbg34WoUqAfj0+eraVZI5HuLWOeYxkMvcJZO5VarWUJvTYsCRtqObxFcVNbLYZGKW1yzxQCbOxEx4mOOVgT+33TXDNcktGU+jRUI7zMqyrbeFPD9ZB9QpmuhFb2Mt2huFU/UrJdXsNpGxVw6BjI36ZKKGsZMpcRC9+htBkFsLcQWy35hV7lYjNJcNFAJi3b5NVl9xNSQMXYYzHRTWl0cbBhrBsRkJm8ouZbLP33kCQ+SpIuOwt149bYyErbSxu94sxADF043U/j38d5OAyYDya/wAVkr+DJxRjKYuKdMfBDgpcTFeXL3TxgvA3akZJleFZCGU3n7B4X5Fhbm48esxHlsfk/Isf+5S5jyO2w5hSwx+JTNXvj7WjLeT25iF+0KqPpiSKfx//AB9bxxrL434xibG+MQKpPm7i3W+zlwOao/6+Zu52BcB6EcqGo15HcYZMilj4dZ2/gD/uDQlZsl4xf5OPKXeNiiLmHHXV5c1jVzzd6swHTQArX0NSaqABTfcgn+ukRRUCg4jbubgCrdFHwoC3qKaKSsyGtQm5Dp8DJX3kU+w0rTqAyM3JUoIzTeik9fQj56+JIA+exNBQfboQW5kvsmwqcRj0+qu2r+eaND27OMitXlZBXcV3BSZr7G4eAqeFjDZjLzr8DdXks1tD3K9ViXiPieuiwvcDck+0CbH5C0NKU5cobycFj9lBoqMbg7hjtG6Za8hSu3ukSTHswQfAEtqCW6z6Yxop4biFfHbZre7tZ7aRZ7a4t8teNNdQXNvOivHLEkboyhlIIB1jLpPN8zFkMV4/JiRkZLMzXUt3JDcxjIL2LqygaKZ7nlKs6TzyNFGRMpUakjh/lHy03Tx476iT2MrLaTWskxitTO6WBv0tGV2jCkhmrUFwWjlSWMKQ8UsY4TW0qisc8UlAsciVr8GFRSm2nsb5RHfIgkBUNHFe24PEXlspUMNwBInWNvkQdLyjWgrxVTIqryqTssi1FST8idBFSPiG50Ks1WIoXJaQ+8j166tp0LQoLWGzYW7vEoa2U8onSrop4tyQ9Sp+IOlCKihfw8lMtDv7j3S45VNeQAau9a76rJVuNQncd5SlaHiGmZgNxUUAJH36tbjyvKx4e3u0yEtpHP3hPfLi7J8heiBI4pDEYbRDIKrzkpxjV2PHQjl8lw0R7phit47+KRqx3kdkFSKLvSLxu50QtRnZmqKirBZbzyLFjuQi4jjN2ArWhS+eK9uZFNLfGSHGzCNweMrpQMSyk4n+W7ycN/FPgmbgyUOQg4yReaeaYS5SWw8bxZVWg/asJcwpPkpa+1VjgUcpSVkurqVYYIRJdXVxIeKQwQq09zPI35UiiRnY+gB15dlsPjL7OxeXfy7/ACtBanFRW7SxYjCZzJvj7+7jlksu1fZ2ze1uLaBwJWgkeT3rGTrB2sOLy0Nr5Lc28GIvbqBLUPFdYaTN2c13bTSLd265C0jrFxRyikGXtsQCZTSg6U9X9SB6KAdh/wC7Rr+IVK0qDUb0r16j7tWyTLcXN7eLxtMbZRd/IXjJXk8cIIEcI/NI5VFrudD9yuf2GwYb47FTCTKTIduN7luPC3r6rbrX/fo2+OtYbSNjyftA9yZ61Mk8zFpp5CerOzHRCkAetNqH1Hy0K1671O+vvrX7dMem3X4Vrv8AHV3Gcr5VD9bHerJPb524jnjfIRtHezwyKvISXEZAlFTzVB6V0y/vGfggktMLZOkN+JHkHj11e3VjcfVXcdzeJxOUlTtrIIgSrqqvEp1I8t/5BIJLW3te1Pkzdwr2LLK2T3KwXUc0AurtMvJJK/Hk0oDV3YG5sLa+ylw02YyGciv8hdvd31pf5CQSP9PLJslrEfYIgAhj9pB66rMEW5hlltbtEqFW6gYrIIwanjItHUbkKw1V+EAPrcSLCSPiEb9UinwXVuhu4h3blpy8cUsguCgdCFX2OUgFByIC1H2a3lnc/wCyCOP7CDJO5ofs0wtlEZcBWkc92cioICSBFSEr1HBeVeppq2TM4myzItrhp7AZCzS6eK6ZQhmtlk5lLluIBoSRTdqaaJfHMQ1xNJ3mjjhHC2mQvIXScOrPNAXZgwKxW6mi0AoMZ/I38uYC08c8IyFljp8N49bKR5P5bh4FMuLL3UkkreOeNSW036MlPqpYWAgjij4S6sMD43hcV49g8Xbx2uOw+FsLfG46zgijSJRDa2qRx9xljBeQ1kkb3OzMSdfyN5ThLsY/OftdrgsJeG0N32b7yTJWmEeSNKGOOaOxvJjHK3tim4N1AGj7u3DGI+cpUOUVRwjYCoMkpXZBXkS3oKkKjSc4gHNvLSoMUhHMsacjzI9/qjbU47a7QRldQWK+lT1Na9SD9/ppMZjIUvc3cR9yK3ZiLaxgJp+4ZWRd4LVT+FfxzN7V9SJbyWVshkLsJ+45KZQJ5eNaRW6D2WljET7Iloqgb1O+uSmqkbHpv6/eKaJP9Pjr1+P/AJ76oKda/fTfVamtKkfZU16dNEitCRUfMAjpT56WlRHValN5K1HHiNjyr0odRlOI2UEJvF+YuyNt+oJOQkAHHluppQf8AmOWxFfxXF5JOzRmn/y7OKNEmb/mnQfHWeAkvJf/ALeH6p5YLS3cXPd6W0dncXURkMVCSGEwGxBG+jX8e/Pr3OVD+KvuLfbvpfgbe37QqO0sPbXa3ZRRoeVaGgNa1Fdz7vh19D09Pwjb+4ka2r0PWvI/JSfwrSu4r8h66YWtWlB/Uc0Wdoih7gs415hIFNO4UZpT+YAauX/nGTzgeLrbQdqDwWCyaae6aYBf3m7nuFyNrgYbcOX+ggmuJJmUewKGbwn/APn/AHP8G/xrF/4j3v3Uy/4/2B+3cznKZevZpT6j30p+Wn/D+PP2s5IeI/5tdf5j+3CU47j9IP8AGv8AIgCEP/d+f01Pb3ac/d29R8OXYqeNd374H6huaUAnYbgfgC0CEip0/P8A6HIAf3iY0q1tXYyqm7jZSuzEHidSjD9r9xZ1EclyQI4Lap5SQxEFbqU79tJHhQN+bjXVz9Gbk331H/ezkQq5c39DyOTUM3FiKdoITCI6dskb6HLp68a1p86ab6beKvvDVEfy7Z3NafLp8qa3pTen9v3aHTXpX1rT59NCnKlPStKb/wDp0f8AT46//9k=