data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7svQeYXWd1LvzueurMaEbdluUmyUKWC+7GVJsOAZyQkEBIxQZyk5BAcrk35f43hRQSIITQHGwgEAIB27iR0GwMGNtgXLCNi2zJkm11TT9t1/u8a33f2fucObIF5L/5/+fJEMXSzJlz9v72+63yrnetz8myPMd/ff3XCvwnrYDT7v2oAMzhgJjNAPmbK/+CA+SO+Vku/zC35PBH8uVYqJv/ykvsD59mAYZ3yRH+2n/Ssg5/7Og9zu8O3sf/v+7qP2JxnZ0HnhqAS5eEkIvhIAbgIXMCJI6LzM2Qu/x+Bidz4WQB8twF0cn38HIHHv9eehapmyPrf2PU4tvv5eD/ii8Lav3vj2/CczjlC9JtIptn8NMOv9RP/9nlXVd+td6R3qFbguJPCsJR61ReOv58+O4c/KhmyL7jj3K1o9bKue/xIwBg6VOcnFYugZslsnCpANBB7qWAG4lldHMXbhoiy10BGB+nl7sCQv4vz3MxkKmTGQA68jtLvxReeoWDly/Qcxz+34+9eIq3rARCA76+9S5BftRK50cK/szsPP0FvRP9//Y+FIplz/Hj2JdRazT8PvZazPdzF/mI+z3ST5dlOUIUDiON/3bueaz87cEdKu8tD3noE/JMn3pmHhh/7KZwnJSQhJt7QO6J1Uq8hJCEA08Aq/uPALR/4/W78DIF56gvAnbUl16bXkrxmvJ7lHfOqHXSUMIpY1/ei5ukiA/4GcNLIBDiRupfWxFylK9VLezgQx++H13fMgAH16F8+6OuQz/v8GtUXI+xfiWrL+8tFt8swtOb9P7b2Ws5/DWVPtmGXUPvPwKAQ7toBAAz5MhyuloHbkbX6sB1MvNHASbxITGKDKlYO7pp49r6npXoUStQdkLDYHsqAFogjLaeQxHWEnwfGQB5kRbs5c8ZDcBhk2As7MBDX7rGhwPgqL03+oH/+ACUzfajBOSlRTjc5lz6DEd7KufuHdnQlRvXYB7WsAUkuFKkyJ1UYj0v9eCnLjwnh+vQsjEWTJDRtaUekNISuki8DKmbAa6YS3o+AS9to9mEGOmFjaU5nAUsg1P/vtQCqptQazn4dXgAZsyxuDXKRtT4G/s9fl4mLxxt/fRjNfAtx5pHagEt+Mqvt95o9L2M2IYDLxxtARWAer9HGguWrd8SDzniYelmLUDYv49hAA4H5S79k7g5G7kQgmID4Uhc50pi4XKdCUAvQUoA5inc1IebBZqsuEDmJvJeDi1mlsOlFWUM4nhiJbMha8uL7H/u0MqUN4aCYJQbLtAzyoKpZaN7LK2YccGjAGhwPLC8ZRc82lrlcLg4NvIbcR/6vg7ybND1H866jwZhESsfHhBmI5Tut++CfwwAqvVbGjaN8lhl8NkFlGdSxICF5Rt+00FXY37dAE7tV2ooGUcseSb/ZjzIBIRrTwfrE7LyIPjQmcjwxQRjznjR8WCDsWKBh2OhwliXr3E0SJfGroezgKMAqDjhdS91bRp3Wres13h4y2FT/6wULwKuuzTpKgA47MZH2X/9Xtka9xObwwZluhHKMa8FYD8EOPxHDdzj4eK/wxmMUV5CAPzjANAV4GjikbmxuF3elZv7cFIHTprAzSM43gJyZ17A6OQ+kFWQ5zVkboDEpVX0BKZMUPi7NhP+/zIAyw+8bIWfDoB5zk1ZfB0egBZ8R5haGhDmTAzN11NZwP8bADxczD4M8h8PgHS34lQZ76Wa5Tr8nocgyxCmbQTxNLx0P5x8D+Dsg4NFtSRZFTlWIHHWouevQRRMIQqaQB7CzTxxx9Ydlf9rF3ZULFR2U4M3/h9vAcuG5Ue1gP8FQOtRik04BEATMA/5IzHasrmMixZSWf9kbo7YJZcHBHmKanYIlfhhhNF9CJIH4SVPws2m4eZdpiHIESBzliHyjkEUbEKvshXdcDMSdxXSvGqstObEdM19a2OMwo8CwIJfK93wsHsRI1OiSEpxUMGNSayxhCAqAKhv+pTBO2Pjp7OAEorY9ykooOKSR2W5aiU1JDhyC2gZF73wwarV8BKV07pBOmgwWS2MhKHZhukWSzOVPkABaLJgyTUcBwy+0yxHmmXI0hRJmiFnwuA68sd3XIRwEfK1HhD5fEAZqvksar17EHZvRCW6HWH2GDzMCWHtJuT5GAqSiqH7rSHx16DrnYZu5fmIqmeh661C4gbCH4o1lAxZKRouLT9LqiZChNuFt/FXcbcCDMtfjuAVNeaxvophhElgzMMoFrnIGPVTBqsV8sA1wNWNMoKUNkmzAWgBEHk3EwPaZKcINQ8HvvJFL4VJOWEb5T36v1F6+/5ayB6zVSWTrZZqT2ISSKHJDjGOlEWu/hoUm9BepTwFvlySTn2ONCrl61AAbk9yfjg/gEvUi1K02zE6nQi9KEaapsgzkrUufM9D4Huo+z4aNR9+HcgDIHAj1HsPo9b5Mqqdr6ESPwLfmYfjxJKAuCn/+MgdV/IR0jSp6yF2jkYUXIB27aVoV84Ul0wryRcxrPRSgtCV5CVm2c5T7vEpF9jcYQGXcspnLIwFi6TuhhQXC6SlQ/0A/ozkOleF31f6yPxQQSXJFnk+m72W0S1v0s8SyxbKAlDAZ6zuwJMxD69/HcNVIOMadLNYS7R0M44qItiPE47WXK7eFSmlHGlCo5Miych0qP3T5+7DoxEiVjzAcw0hJ29irHcJXcYMFPUeMh9lq2jIfefu7XGuJhzodGPMzceYX4jQ7UQQoQy5LmN1BKiei7Dioj7uoTkJjNVcjOVzaCx+E/XOVahHdyNI22q3nBTImYAQQsx0Qy2euF2AVA0aiJwN6AQvQav6asS1k5AEIVLurCyRxMXLWVP2kPD1tFZC+wzGisP2oLBXw4F83g8nZDdzRbiQcv9M38tWjj/jdRsA9stkhQkZBGABhvL12IRgKffHEphxgQM3YN7fgmtJrbqgPkaFJMPfG52QqJXLSPuYUmecJGJ0Ou0IcUwQJuIFScMFYYBaJUStGqBeCxCEDjwWtlhmIFBNRUhBZ8QpUl2xm1YKsIbxLW01Wt27tsc5P4iAm57pYn4uQ6+XiRt2HBeeNQoGvfKcfMCtZWg2gaPGgTXeoxjrXING98uopU/KcyWtIh/K2MftqinOqsL1ZW4Hjkvr6CNPp9B2n4VO/XWIGhegV5lCz0mQ5wQgE5OKmFkS2xkBLab86QGoj7Fs8k35UBbciBukDqwqHrV+fN9BK6i8qFnIvrUy1mbAAj4VAC2fWZgAru1/BgAdYSRo7RhquUhzB704xsJiD3PzXXS7iVhChl1qtXP4rocg8NCoh1g2UUVzLEQQuFL54iYcoOnMGqoLNmsqD8MYpJKVFAv9/UeTvN3uYXqmhYX5GL2ehyw10ZetHtj4QKiXHCkB4qYIXGBVrYN1jTuwyrkKE9ntqObTckGZS0tVUaLZa4lQwUkDOCnjwFhIaYkLsip62IxO42LE9VeiE2xAy3OQsq4s1i6UAFCNhcZRFlZPxcAbR62vNXVn7tg++EzyIeS5JBGFEIHgsK5WvZ21Sv1PNhVtiU4H3LL+owjdCwtov68xrCMxlf3cAZtpRAnm9f+hFpBCEXolAtBBmrvoRhnmFnqYmeui3aHlc8XwyJ1miYZfTDxdB2HgoNH0MTVVR7MZwvMskc/Nba25Ak82v4BRg0ABqlumohieeHC+eW8vn5vrYG62gygi6n1dmPKTNtZEg3uNjcSXJQ4aXhtrGnfgqPoXsSq4HfV8Gm4WiaWDW5X4Lfe7cPMevNiBk1A9E6Dnu0g9B14WIsY69GoXIam+Bl3/FLS9CmI/BW2oS3ObGWtB/DP9to+8VCkZ8GLGwmkMZMlkDXiyjIugZCzzAHVBGv9Yi8TfYUzcTzyGaoSaIRcEcxlwFriF/dXX2iqhFXoRgP3EpRScDypThmPKQXFI3/UZUpyJTdka2eqPumV1gxSLWOBHcS7gOzTbxWI7RZx4SLne9HwsHwpYFVziG2h0ghwT41VMLa+hVqMr1E3Ilwk9J4bHCEsMkyFeMycATcxtwEX37nzhxoWcfp/Jhw2UB7V3xZLa2qjYB4I0cxAgx2TlURxVvwFH1b6MZe52BGkXDt2m7yHzWH7L4KUp3CRHmjbQxmrMeavQxjjytAHky5EGzwBqFyCtbkBSqSAPuVspdPCl5qxJQZEJHi62shaob4NsimoQKq6FD0KyfrNxM63p8v5ttm+W3FijwVjSAlCtp80kbGw4YHvVHg4lC7qJiwSk+LFNJOx2GgTgcFKhG0ctMK/bWm4FnK6V0kUswbviVnkx/HGaAe1ujIOHWpid7yEy4Mvhl8Cq9yZ3JqjN4LkZqjUXk5NV1BuhcMEppXl5LslKNQwkUfUILmWwdOPzfTxT9xcDoUyAc9mVB3PehNb1NPAuUsEBu2KeLSsefHrUAvLiPDScGayu3ox1jWuwwr8L1bQNN6vB8XM4fgse68KJgzQL0c6OwqH0VOzPtmAuOxpxPCav9bxxuOEauI1JVCZ8VBukerSWLHuXMSNdMKVeIu1amvUVplFBxsWXXSaWEkjTHEmigbMNkcXdCAtgQMmKYB9vNjM+MgAOanqK3ynXi3Wdy5RMKakpZ4nihQ4PwOHy6KhwRMGpFBq/0iRHHGeg5ePfW+0IM3MdtDsJUllXWj8C0F4ja/UCbxPF8L1yeG6KSsVDWPVE7ZRksax16LuSpDTqVTRqIUKfMbzeg/XQvCRNZpUhcD70+b25XSDPY2BpY5UR4NNLE8tEFyYKF6mAtDDlP4DVtVswGdyLStYFbWPgdVAP9qKGGVG+tJO1OBA/E3t652E6fQZa2SQSAZgHHwEc3wNZmFrTw/KJCiZqVVRcXZCUYlchE/lvChzMAza7qXy1apeYyOTwPE+onF6UodOO0e3GiKNUXC4B47vM8lxUqx6qkuEZa2tbDiQ2HKzbjraAjHvKrysDsLi6/kYfICOHLZ/lFUcDcNjNjnpSNjvVz4Nwuq1WhNn5GN0eAehIttvpxYgTzfQZk7mupxtWNolN+nTDS1wnniLWDUsPJ69SwQXVUGEAjNUDTE01MV6vwHMgtE7USyS55bpXq4G4b48A/fCVu3Nq+8SHS+yjJth+Dde1xc+TmOa1eBliZkJZjFo2hwl/D6reQb0kL0XVm8Wk/5j88ZwIc/GJ2N05FwfjU9DJlotQVcAiVshD7in3FLoullVDrJqoYHI8FOonIqfopXBlhyoo7TMsGw5r8NOMkjEC0BfAzc91sbjQQ6eTII4IZD4Z7lCAuK83A0wsq0pwTZpBs1915LnQM4VgU52SVZZYkcHTA7Ao4NsrtoHCaBlU2ZWqVdLnYt2uul5r4YtVUICqTEzAl5Hb7eLQ9CJm51L0El82lVIxuYCTlonxG42QuEqH66e0F72OMA+5I7wwXxz4fB29oCOKeBGY0NMhRTUEpqZqmFrWQOg58tmzM1102owpgUajgonJGhqNEM5Hr96dy0XwCiQYZujPh1MEvHrjevMu3VqWixNkUJmCfFEuxilkrOcwS3aQejFCdxHj7j6MB0/Cc7tYTFZjJjoRrXylcHtKCVCwyszY1PgyVxKPmgNMTfhYvbKKWiPQzJtENK/PEsaGYe9ntqa6QOClXF0TZzHBmj64qK4mZrXHVLOFjNWkKqwAY2MBpibrGCPN4JsaDB+CZOH60BTgBoBGZqXVF5u09LdufxPbOKzY2KZ60o8PyzZs2HUPJl1lANqY0IYYNtkRqVyJvO71Yrn/mdkOOpGLJGO7hN1SXA8WG/Sa6DEkbyPtZbyAZrUKQBu+uHwdKTWVmojhIAD5x/dzNBshVixvIAxczEwvYm6mgzjWdSOlMz5eRXO8CucjV+3Js5S8n8aBLmVRhsFX3A3WQW1Aag0EL1L3MR2d1nGV0eBDieGjC5+8n0N3XUGcNZCKC7XEpFy64Yn4bZbhPFAn06g7WLWyjmWTFbgs+bm0gMYapbxhXp7UhGRBc6nmMNY05LnjgIt/YP8CmOnT7eTM8iTeYYWFSm2lCFw3QSV0sGwiwKoVDTTrgfBcJNIVsKpr7FMyfZm+TURMrGTCFAspm2Ez62UVwbrP0UnUoAC2nLyULeAg2axhkfyx2QxZCnomU19utyIc3L+IhcUYacaVZcuEcSJWx2nfRbyRwNwkWIPJVSmYGPD8fWttxLe1KumaBnzfw/R0C63FrnCtYkEJQt+TgobzoS/sMUmIluPkgQ6phweK0Mb1aVbUz7V02QWsaj3lZbllyhXcdHl8CNxiJYehLxYTzmxLyBdZgDDIMTlZwdRUVd2iR5dKclzyehXB2mQEQJQAnV6CrhDpzGiBbifB7GxLKCaxZAZ8wti7FoCEYgzfzVCvulizuonlkzWJaSTmkU+h2y9VSvqGineideEiBhy0YmI1SgCU+HM4tjGPs/z9IwFgH5h9Kkc3qlRp5A1cRF2GID10u5kUCAZyHeMp5MkNGRxLRJubGwjNBtFX/pd6Ht9z0WhW5Hm12j2JAcXJSmig3KKs2T98Ya+kKOU0vrzbFG+DUZZawWLDGRs2WjWSaVWFr5b4QiysQXHhpLRJSQDoqxpGHnuKet0Rlyj8n5OjUg0kw6oEtCgai/KrR05rvof5eQKQ1IA+5CRJEUdMSOxnFwQpAUhFjxClwnnFCL0cq1Y2sGpFE55sKL1utbylbLiUrPFh6wNcmoRYquTHA+DQuvdrwCO+3wcgg3kLQK1T0+JzA2aUnRugWaPSp6tU+N4HhhqQ4jlZQn543yinOJgsyb+YAHLTMZ4U4NnKsiawfNaSEX/oyv0iRigkHSb+s5asTwcsNb62hmwvdNSuzuneUwKA8YWvIBwmesQNmqXoB7zM3BL4XoYgoNHU1wRBgPHxEJPLKmjUmTRBQDYz08WhQz202qRbDMlnrHBK0quvQCkstDga06fCWBR0D06O8WaIZeO1Po9Vq3qo13wEIeMes3X7m0hdMC17uYJiV0sASH7RtBuUXXDZs9jXD1rAIwdgnxynNZaKA3ndVIlhx5PKh+VCZFsN9GcYJ2T2l73FMg1k5W3Dt2/BVs4IZUXE3GkIJx7LuHWHSgaGBiIqcZmE7Mv7cZT1qUOudKTYrXQl5ZikbIwFaLSATPOZvNCSuLbKULzSMkXaGmhqvSyUp7Qsmal+mLjOdYQyWbEixPKpKiqhK0X0/fsZZCeIIooXfNPFpgsh1Q/Gt2IuzUOV52HiN9n9SjGIpXZdw2HpvqxVGRuGGBvn5wXiToevXltnhqyktfUlrV55G49at6cm2Accn/yj/3p53qYDT7hcVeoI3yaAk6YbI+aw8aKxcmZZBq1b2aqp1dK71v+vq1ho0ASsA/ulb1L0Gk3dnWvEzcC4Wjzdx67ZXY4eLPNQxChDcd7AEpSuuLDWehWajtjihZLCdheVPZm9GU1JtFjUL3pIaMXvKjDk/zO+CHKMj3uSLNTroaT5+/cvYH4+Q5KGQtPo/uDFmwrPQMxmMmQDwYF74nXaWibvwcnh+xReeBJUN5s1CaytKzNxQ+mOl4JErl1KfcN9JIMWbgBQxjxqhnv41+mn6fvr76s+0zbcF60njDdU8aOtD4q6siUcvHIFYNn12r8XlzNM/RSWdNgbOkZ3ycBbrbFuCucLXz8wdHfqCsuuZtQCyC+ZoNVeuH2dfdZ0O779h/0UA+jymtrai9WQ2Z2mj1lhqXyhoe8ogK04mFxWF4lQtxdhdqaDVoexXwDH8YUAVaGAKT/196zdIKUL6q98sbtFPGmSMcailQpj0Srq9aoBoLU+tkRoCvCj8GdcksT7pc6/wwFrMMs9QgAaK2u7GvlfWwsu3KMEvX01Ud+IjQizLLA1OivCMjU0SzeEjfEKWAzGy3I9AngLQH0b55Z7O0OGs4Ria2pHQLQ0e0itzZAFFg9P/y8fbN6o9JryW1rVnaXu7Aag9dGyqVos7bhTt0mAVUNfsi2W11jLjknZSbKhcYflwuSBmg8ceLiFRxk2gqBIslhC1kBdAZ7vaxmyHzZr5qTxzLBp77+rrTX/vwFAG8AUJVQFnglnLMqMX1JieTAILxKJ0jLYDdzfhKUeG9vja7se7eMVYKrxWmIBjVsTUr/UfuDcu71oTO9nu3bxy9bLPkDj2iSsNy54IKmwIZaJO0lcD3i/gShWb9hGLAZn/QK27Bq720zMJrwd40kmNeY6Gbrp9Si3JwA0woV+tjdC+iQ5ayknsc+lSInsD61NLkfpRaH9PwqAo+I//Z7t+S2Mg3Wh1lJpgKJZrzINwxtC9fFFqFSArVzaK33XaultEa6IN40VNHAzEC/GlCgdNwhmtYAqPyMILeid+3ZaABY3ad9gqaFV89svpVu+0L5w0OoO6d+Ly7W7Ux64Sc8F/Pb5ynO3N2Rgob+uFtC8VBQX0tBt5OUmydB9UUrz+upcW/IyI0HMolgXI9SAFauW3XKpEjTwgMw/Cv6sWIBh92ofcrl0NuxqywC0PxPJWH/zlzbzED1mvYTWdE2MN+IBFp9ZcJFW+V6+5QH8lPadMXJG3GUemVnq8jMUtZkYC+X8RBSiLswEVaaAca8AUK+0uGnls/TCCkvXv3izIsywBCr9AHiQ4hgAgaVZ7MMUM2xAVvLR9se6h4x76QsOig4uDUtMaawUwyiYVDqkt6qWUTJsEzeUQxiJMU1DluWr7OIXedyAhy5xaSaeNLFwnxQfGFo0+Ls2BixbHQu8pRSMTQKGmVj7vMxGM+5V1qPMYBhXWb6C0VUUZQSMQxi64IL97FstE8f2PZ+xSP2omnOCjGZP2iukhqSNZhqqqTpaHtW9u/i2ikaNlVgR4S4qRJrDmZi9CSWWSZ/Zwne5F7dwaIM7q8iANHPTP+URGf0HMhBb2LhFQaevMUlDCVF9lyU0hM2TzPSnEQN4VAOo76eW1IJqdPBfPB07mauU2ZqNcDhaqrjuYrOXv7eURx0apWY+3L7/4Of0eYdSI9SgCXz6bHp4swz+22ba/K5ixFjnsrrMWGapkFqayxRqkVqRRCJqmiBw/i8AcImk/DAAtGn6ALiGdrr8s+DanjJmMgAsHrC1gAPRiRGhKgC1VHSkADSgtdSKydXLnmTYbvavZUhCNsoC6u8eDoBq+QYBZWO+cifeTwrAwbVaqsIZDcABUyqyLn3mwsfmsUj5WXevkthfYgHZj8tOJNu8Y6iD8s0utYDFQyt2sbFuRwRAekmbxQ1PNBgMwMtjxJ4KgDZffnoAFuronwSAw2A7nBUcxesdHoA2wx4Gkn6afgb/2Ix3cO1GxaHD17nU6pZs/FDdzQJQs9zCAg61B5eoakvnqTopY6OZkwmx36x5qFGMQACKYNrEe/yPbZouW4NRO1srC4d3VXY02ZBh75OQRUzRjx40Kx1RcCweQcHiW3DJzwbcsFoIJYntp5tJoOXmaH2MfUqlTEeMAsooi1Z2oUcKwsOBYNSG6vNH5UTAvkEpNtZa9LB1X5qFPFXiU76upfFoOUew4Y/pMLQ9IHYrUF/KqNv0m/MzE6qK8kSLCI0AzZovVtD5wc5MBKmanugbl0noctD8dLtnSWxCscCgmLjffVZCRqnoranuoBUd/diHF3JggwgJ22eJjLWw9cfyQyolEaUk7KlANWojPpUVKbAyIiU1PyxbwEFPM7R1zebUvXb49zvcRrHfP5LrNXtT6tgD90DNYH+qQyYyOAt+2iN53JITkDvVxi9eakoAIkG16mJ8rIJ61YPv5haAqtEqALh0N5Uv4nAuYxCAukCsPZe/Rk3jHC7tPPUC2biwZBPNzh+gGAo9QgmAAq1+8mIfogbTgw/0sNdgUr9RG+CpHvyRJCZLLeiATSr1qoz6pGI+4NNtoCMFYDlT53vKVFyRWlHWpsmnmgxXuwxZRzfddGRkCUBfJH6a+VI1VKn6aNbZL0IgYwiAhnK0qo5+ltOviAzWMw9n8ovYxOyAktEZBuCozTzsgZcu92AAvtR1WWql+E0lQI8EgGS4jfaUk//5P5NxSy8vF9woPXifWu9mg70O3jycYfrJAGiI8EEPO7Sxh1JRReHI2syPD0CrmtZqigKQQgWNBz0q4pHBd1OEHlAJXFWW8zqoDWXnnO9K9ssql8efqQs2FrAEQAuCopIw+NAlDe8zx+oSyrGkyOZFe2oslsRjWoCWP+VQVSZkaLymvF0pJhywWOZBGA2a1SFaYAhYBCFGJzjgba0LHnZrZoIpG6w4AEma+Tm9wWBJqisEYSGiFVLHlghNpUf6A1PApxCWXYpk+zkrsU8VHd5tHg4QhVE+MgCWXfMoL2WJYtGumxCZbRV9Padcq4LKth1oG6cmOvapeOR/Reehr6WfFUA5OQL2AgUQYS81m2oBtaRqCwhWMCFKnR/slPykr9RQG1FO5QeTDL0YlYxaCFLUmXFYJclF9o5yGBEnXJnzQ3SoOZ8Y5foqm7caF96Im2XwqcUT/RqF0yo/kOZ28ZhGhm/mwuhUXVvaUcBxIRNyl4IvluLKUaaVIpm8RGLEDPBzZL6DzM+QiDqaTTZ6V+xxEfagtFEGHaL+i6VC3hO1njIRlryi0v3wYwdBzDe2DeOjQfhUFklBZeurparIQMRQ3rDFVQ4nEgI2qntyFz5vOGdnY4rUiwQkKgNmk4WecqBKUmKDL/WRscRHV0uwUdRg+F+qgkU15OaoVXI0aw6qFVcmZ+h4Fj5xpcEkuZMNbcqGFoBLfYfpYZBKh3VduoDSPtyvybBnlwBgF1WiUnlpLFItS+Yp+AZckNl+qkLmmSMx8qiDpNeRVr2gGsLxfBnvASdA7rAfgxMbuCh6IyzDaeWNMnOCn5oVBQy77ETIIACx4DNTXbnQQYa0wtmGBB2ndvF3dAX6/cJm+sHAcy51ymn2b8ExVO82IYuUoPIMIdeER6jENLHFSo8KNcphj4G42VJmQ5QqjKUAQ19zGBdt117m6/gx/NRBNQplmm3kJ0jCBXhow0+N5M0NRDEILre/AAAgAElEQVTj5rHoOTOnhhRjSN0AuasbLEw5Rk93ubTM8Ht+jrGGg0bNRcW3cjwzk4cZsWn3sNctlpcuuOjuHxGIm/a9UkFGGs3Fp7uOjFkTayg9Gsp0c+qLSOxlV2XwaBXyGA77hdM2vLwFN2/DyReRp23kWQdRr41e1IbrBwgrdXic/ebVAacGx+WfOlK/hlgWo47cqcrEfWkoEsvLkoxpOJIBSLw+bhYKW/nwI+ROD0ngoOfTYikg+0eNjYrrh75npWHF7GhOfTA8nGyOJb+gDVrS8JeilqYIIlrDigLGZGgCELaIyqbR9F27zxjcs0utoBKGciXzgTbrH03DFABMkfmRWPdKTACyG7ELx38SfrwTfjQrZ7zkbkUneqcREqeBxDsBsXc0Ui+USRfSUygD6M3webFmKcIgw1jTQ0MyXMaEuqEl+mLINmIutgJQFqCQ89hlFBO+BIBi12TIuIKMN+2J22UMxKcdeSliL4GHHmppC2G2IJNSnWQvnHgPvHQf3HQabjIHCAB7yBGL8ZeGTzeE4zbgOgQa/9uAG4whqUyhW1mNyF0nY35TZ0IGXuYewe/ASwK4PBZChmcyLMiw78mduPmGzyHptRGnXZ2yJTeo/IBpjzkC+KmJ0YZUbjE7XEn7qHVy1+BXP/4zvSIueTDJDkNpchIASgmQKmxPeDKNX32xPJJE+FW8+NW/hqkVa5/iGo8MgCIO4GYVg0Evxbs5iDD7Lqrdm1Hp7NSkygnMyJc6usEzdIhouAlxwN7tWCfdct63dELm8J0UvsfJCBnqNVfcry/3QU9lkhCGNgNKcuNNdUi5AV/fxRjjvwSAfYWdEo0gyDQi1K3Om+sBWAAwi0qyD/V4F/zkSeTpbiDdDSfbCzefhpctwktjif8EDqyESG+Io0d8cVICQrapA/yvW0HiNRGHq5GG65F4G5F4m5F66xF7y5A4XBB107bDi3HeV6/7NI5a7uP0088w4YM+AHHpMul66cY73JPWdlkVOwhwTdOSBOoDUxHMO/S1kBpvSXIjJwSUZGalD6NVlnGcQuyqtOz227+N6XYVF738DT8xADVg0KetIW6EavYY6p1rMda5DrXeDh2lLDJ+HxGOQ7vycrRqP4VWeBxSL4Ung6lqSJ0QPOsvdFI0PRfV0BEX7PscaEnrZ+XFig9pxVCVcN9qS8B0z2OFHMu2F2p1wLy4f5aYKfzz4gWoXEiHcbyAUP1cB8ABBMkOVKNtqPceQtjbLpYvxwzgzMN1e3CdiINKpE3SdXQ0hy53QXtIfYbfEnZTMzAFZhW5N4HUX4fUOwlxcLLszm6wHh1/hbhogivMHfhBhjvu/CbuueUbmKwHcmiO2GsvgeNRqq8Jx8Colqd4zCYXlYyYQIITqTcQGf+IqoPxKrTO/KOxpkaao+gaYpvukVRGxIfsVjA338H5L3gtTjjpNHXbIwO9I7OAYr+lPzsHr9xDC7X4Loy1PoeJ7o2oRfulE5FJWexV0fHPxGLlDViovghtbwquwwkYQJBWJT7PKgmqFWC8wqFEHOuhLQHag6QjWC2PTffL7LlcZBCp1p2Ppjl/oG5Yx00M3KPpH+iPDTON3BrfmVxYhkkuwk+fRBjfj0rvblS796PCuCI5CAdtdVteKgkt7UUaq7v1vYrWFe35cxIwaCyZZTyRkzNICmqGjeW5HIRYQeY3kYRrEFU2oROegcXgdCxkR6Eb+zJjJ/I5BSDF3m0P4abPfhpz+zm1P8HqVTW87BWnY+UaEwEuKc8dBoXGQ8iRE4xp892Iu3fBwV6dVTzCCWtUZ5vwjdsxxfkBEHKGikyA5bpU8c1b12Ni/Vux8eTnYuWadTKz5akAqD9begXl5I/j1TgihRKpOHcRYD9qva9gov0FjHXvQyXpSjNT7OXohivQCV+IduUNWAzPQNdtIMhS1OMcFSYoJJKbHGmiogJp65WPL92rUcVpedf2nRfXKHHuHduSXGTmcgPsXBuqNPQbWOzdqX6ZO0k6/Zl7ZrNwk22odO5AvXsH6tEj8AR4i3DyrsyKlmE2pk+BLXkps8I8hOcz3iPoIqPjs5ZXB6UzU2ZDuqy/7Cw5eA6IlB7I/AricAr7o5Nw8w/W4b6HYrTjBF3hDjjGg2lajGrawdpVdNM5pg92MLU8xG++4wKMj9kS5PDDs4G/vW+1+kpKk4J4EFnnNiDdDhct/b5tlLeElzwPwwYIS8DYSz2HHtZoh3ibhEhcb4Y4q+FfrtmC8RPegxNPfrZxnE9hmvvNQ4OvGSa/may5TlfFd3mOSroNje5n0Wx/GY14n1wbryp2q2hXnoFO9WL0Ki9BJzgGMZPNBAgToOKlCKsZauMUFPgITGxXzNOxElMjv9dwVstypU0iDfrffTDOOatDx2WRlNWYrH/xIwAowbTDnt0ITn4Qbvc+BO1bEHa/h3qyHWHWEm8uNBHnuXCkBtN3gpZRV5Iji2k/a3A5GZ8Px2eWSjduOSgXHBnC3mAC1COpJDeQykE4TpKwwCik9kLSwBU3noTH9q3BqskmAiFGiWe6WR2iyCDf43wZnnbseHj0scfxxkvOwnlnrzXuf4T1cHgID100kwY92UlVvnuRda6Hmz6qI0iYDRLsAioO6OG8G21F9OT8E2bkCl4xcrLb+X06Q+U5+RorCk2zKv752megsf59OOmU5/4IADR1QhtlLSkv8rOFJUeQLaIR3YpG+5Nodr+LIKeX4ibh+qxEK3weOrVXIw63ijvW+dwVuHlN+rRrjQzNBukWHz6fmfUORgQiEaCcmKo0nhg3KUqYUmgOGRXn3PbDXs5mb5/iwD4ASxKoJQCk40wROosI850Iet9H0L4VYeceBMluBLR64FlxCg7HDLGRHWDqJQnBI53z7DhXs60DwTWj5gMVWjfNkCR6BrFH6Q6ts0pW1IoId53j3+9ehX+7+xSsW7MMeRwhjUP0em2kaQ9ZwiQmkYNN2MAUhj6cMMTu/XP4qZ/eiJe8+DiZ6DT8ZTvx+mU4glFGKexF3v46kD4k8RJ/vnvPcnzjJg/HnejgrLNnUHE7OkmKe0bOxdMxZ+ojdSg6v5iFyhFmkrWTptLnmGYVfObakzF2/N9jw5ZnPZXp6/9sWHzBH5QFpOriONQ2lw1cTx7HeOdajHc+h2r0CAd4IPM5QIB13tXoBmchrp6NzF/F1UPkcVD8WuTeRviVFWiOu6jXdZKZhmLmORo2VaNA09consGey2y1gUCr1YPznfu7OR+Kz6HT0vCl54PQAqrmy0zLMh/BYLvidFHNdiHofQth7+uo9O5F0JvVBeUUBLeN3Iv0/WSenymuGsWwTNSkdWDPpgzRMUmPmcXH+TDCmnPIUMI5xSkcc30CCNIUMq2Ks+c8vPsLx+CJ/Wvh5RwzzAE8FeQEjEzfqgtQOPuFU1uVHI+R5F38wf96GZ6xqdnvniuetD12gSQ4r5WWnsdHPI6k82/wk+3y/pzc2onH8NFP1rDmmHXYdt9BvO7iDjZuPAAnNZ18ANrpOB56eBw7dwHLV+Y4eVMPU41ZCU3IpcpRFuYgG7GhWQWfvkYt4JbTnz8AQBUI2If99CW68i+zoYvj9Lykg4nuXZjsfArN7lfgZ9MaEnCiAq152kTmrgLC5cI+9BCi7R2FbuU8JOH5COrHYGJZBfVKjsBMXx1JgpaYAds0ZQ/GSRIHc3OLcG65vyMApBv2fI3v6PokjBFydBCAXh6hke1DPboDbvcrCNLbUEn3wOPMvThQwPgRnICxG4FEoBjXIKJETptix77RHRpZtwLLFvRNZirtbno98jPflwoJ3YTusBy9pIp3fep4PPFkiICnw/J/dM0sNRFsMnojRyAuGEhioJd08YqLT8DrXv9MVJgRW7HFwF/obpXrk4pAeghx70sI4kf6c5EZi7aSSVz2qQBrjjoaO+6fxc++pocNG/fJUQIE6cz8BD77xTVI/JfiuGPPwsEDO3Bo7zV45ct2YuPxh6R2zEHsOUslJmW0ABw77v3YfCpdcPE1rFCxZbojMZN0+JmToJocxGTrq5hofxJhcrcQ+VKIM+FBKmMzAj07xvPR89ag7Z+HTu2l6FWeCb8xhcnxAM3AlREAQwUOcylDpLgMSxJaQ5U0CbCw0DUAZCApFkYqzKU3MP2l/QmhrCN2UE22o9r9Drzoe6g4jyPIFoAoRp4kSNNYJj66QQ1weMSCTBI0sQdnCRJQqaiuPZ9N5GZiFcttUp3QmSbMMlmm46T2jO/J+NGrwvHqxrTruy54Z+LPPvQk5vYclGmnvTTGhhMnsHb5uJSTYjfFwztmcWjfAkLHxco1FQHyG375NGzZsgx79rSRJLb0bqkU5fqWTXqYWhbCTfYi7d4MJ71fCXi6Vp21KOWpJ/Y0cft3Kzh2bY4zzliA7/Uw3xrHodkKbr5lBRrL34xX/ewbUQnqyJIUd935bXz9K3+Ml79wD9ZMLGD55JxYQ8uyEoCfumYzxo97Hzaf8vyB9PYnAaCwlXkXY71tmGhfjVrvSrj5k/2zV5SJEJjqCGYO2AvGEQdnoBe8DN3KBegFa+HXA0w0QzRouCQ0L8bKlbWkpW1TDIfn+3JUcpzJ4FCxgBy6QwJRjZCRqJsOK+WsikyQWS3pliB+CH62FyH/Tbok7SDNFpDylEy/DsfhqUesZPAy7LAcukeClMw5P1OnGGQyzYBj/xm0EnCM+2gR+N8e0pT8IuU7DcAZk+xZCtpeiOnquXjvX74P7Sd2SrZ7zunr8IafPRcTjQytno/v3L0d1335B5g+FGH5shou+eULsG37k5haG+Kcc1bi2usfQKdFukczVkkkZAP4OO3sNTjrDA9O+0a46QOYnW/gvm01jNczPGPDIuLcwYPbmoh7PjZtSjFZn0XudbFtzwpc/6V1CN2tmFms4jfe9idYsWpSrCLfv9vr4PLLPozO/KNAbwfOP/9enHv6IeVHGbFmFXzyixswfvzfYutpL1ERr/laCsDDcYMjbGKeIkjnMda9F2PdG+Ck30LuMnRy4acR3HwRbt5SSYJTQ8+dQNc/AXHlQqTBCxH5JyDxAngVB416gHrdRZWkM6NAwwEdHoCaZAnBnmaIZGIZ4HzzB+3cD8jHaVzBBWKwrn0hhqgdIJgSONkCnMycA8eLl6J7hBSLyJwIOWu4nICfESgSDhsQMjnREh5VtTpul9PbmWB4Mk2TyUsqSQr3H7PWGJmU6jgmrSaglgNu+LpqBYsI8ME//yO0H7kP5519FH7ptWdhcszH3gOLuPKGe7F/bhFHHb0GT+6ehu8meMsvPAd3PbgTaQ14xcuPRxIzAxVmUmvLfWtPXdsu5NGN8OJH0E59fPBj49i3t4HWfBdv/CUf+w/G+NpNHmqOi01bEvzK6zpiYS773DE4+Yy/wdlnP0e2Xr0+ZpIsOiyZqIxOm0M7U+zbvxuf+PBb8Ftv+iGmmoeknh5nFXziixtQ3/huPPP0lyCPClXvTwZAChFmUO9tRy2+F7nzGBK3J2FALZ5GmDwMJ90um57JR6+yGR3/HHT9ZyP1T0aGcXG3bCoKODGsyekUQEUqONqjLbnOCEKSvK6GdZpHcqJZH4A6G1AtlbBcLo9i0gZnGQhpMlljJvruUc4GzpiEk2SkaoJHt/IMYVY8eb6HUaCoszJdXprq6WEodkxECs8HwpC7g5Psi3RdKyIKY0cYaTNg0ckQNVz04h4+/d4/xVlrF/HK5x2PyQZPVWrhwAzw6K4OVq1uYP3aZXjiiUM4cLCNTcdP4Ts/fBR56OBFL9yARx89gLirU10pKeNCNGsVnHjCAtzuDXAl4Ugw26vj8k9U8IoXH48PfXwazz1nEnfeexDnnONj7Uofl//zHP7yjx00wzY+9PFNeM0vfQbHHn+iDnRnsiGBEs9F1vkokpkjRTeO8Xd/dQl+8dU3Yt2qA2J9SMMQgJVN78EpZ70AftuogAw99qOqsQtbyIJBC0E2jzBbFHEGn7ifxhiLGFZ9FU78TWTOLLLKJuTNl6IdPg/z2UbEzjhIXQfG4DhhhrCZiPSq5vlyiGU5Hn26/pT+EHVaQNt9Lz2yhiyWCp5o+qlg9WS2n74pg2aqW5T/soeS8PNZZtIBQuS8tMTMB6DRkp0AY7gG2QqmSkDX4GcyoZ6MBQ0gGUM5oIZ/9JiUPoVEAMfVHK2KhyyK8IWP/A0u2ryAi05eg8DJMdu+G43qcQiCFf3r0GunUCHDlTffh/pEDec/ay1u+PI2dOmCJRDn9bSxekULL3zuE6g6DxveitxjgF4yjq/e3MTXbmnhrW84Bv/w8UP42dd0sHptBX/7ni7e9QcOVqyexpVfOhoz3V/D819yMUKXyhejg5OBR1q208JjhEcfuBc/uP1P8d8u2Y2aP6s0TFrFJ6/ehGDze3HSOc9HrZvCiZmFGxNg+L1hizPYEjFoiWylSzINobyUBWdtm2f7TUR3o9H6PLzoJkR+iqT+bLgTr0XbPQvTSZMkDYLcQyUJ4JMPpaqmnmC87mKsEgj3WgbdUgDazL24B6mof+sH3ZzuVubo8aRzKhjE/fIS2cmkMupKhcMlmdnpgS46NKjIcDkVX0polteT4d6OnJKprzWxdEl1068T8rxhqikCHmSjBHYmEnrWEg1/JgAyf7wcnUaKnheKMvnQzu348hV/jktediy2rG8iinbDq9URY1JmXgeZj14KhH4sdviDn70Vz33eBpx+5ioBKGucTkqg0C3sQNq9CX6yTSoDGcuHYpUquP37q3D5pz28/g2TOHPzHN53eQsbN9axdqqOL149i7/4kwyNxl602lO48cZxPLi9hi4a2PWEi/G6g6llFeza28NYPcHUMopgExw1tYBXvzjCyqlpOmZd9ayKT161EeHm92HDuReimkbwW1TIFLHgqIc97J6XtipobZ00qwhocyBgZSM5gGbv6xjvfAZBsh1p/RlIJ1+DuPpczKerMZ84iCgWzjyEmY+Az9VNUG1kGKuzDsznZ4aW98UlQ91oo0JSBWCU08oJPZKyxGbjPx1bq3J9bSARsSjrfnJGmJ5aKO5E1MU9OEJbWOpFxQNyt7b+YvAjBAp3s5mSxFdUBIDCuiCW04z4INhJpWpnW4aTs+fCHN0K1cuqT2UQfc9Xr0f62A341VdtQcWJkToevnX7Djzw6BNojtXQXlzAz7ziOYiiDJd9/kb8zjsuknrm7d/bhahjxAROjCS5FysmHsU5WxdEtCAAzTPMtRp413smsPtAgBVTGV72whQcxP2Fa1LkaQ8XPd/HK1+yCNdtqQYxCxCnNRyaX4aPfizFL7zex1HLY3z0CgfPv2gMW0/cI+sa+F14DhVERrbusE5bwaeu2ojqpvdh03kXycaokdvu2VEkJiQpxVyiNB4S/i4BIEtxEmYo88AQKGCZsrcD1e6/ota7Dp4zDmf8NVgMn4fHpytoJy4a4yvgV2vaYSanJKSUhGBZ05NqCKfiy5kfRsfI+7KtvSNwV0qoJAmJciYEcpZXxjKSWkBVNhjhjhBELNM58kGkO7SvgDfCrcRKA/UVXEQKHXVAJAGSmIlVVuigQapKjmyDEp1shdIeClZ4BJ0oczlb2k69KgoJTJKimoeurycJcyHlc2YP4MufeA9eemqIc7eOI8hdLLaB7U8cwmI3x1FrxzHWbODKa27FiaeuxYUXrsNCK8LXvrETSbsLN92HJH5AssDVK1NccF4bXthVMakc7Bdgz/7V6PUoQwJWLpvDWLWDvQemEOURjlq1gIrfNcPWbcXDxe7dDfzDx5p48UuaOG/rLL5wgws3qOK1r5xGJWTJkvEnyW4d3EMgxnkVn77qBFRO+jtsOPeFcg31JIW7aKZKGF+s4lV9nip152MyzUmlhiTlrY3YhIIEUQBp3OvlXdR79yHofhFe8gDc4HQk1ZfhUHI0HnlsH/bvncXE+AqsXLsa1WV1OKGLPElRSROs4Tkuy2rwQx1moIUeYyxK87JtRD8MRqkF33RPLxfRoHR48WyPTMpVVdM47FFvRTgw60ztH+5wgs8cIigcHQvdqkoWKyW1ByA2Z0mQY2SVRfVuRvNGjlBGtaoLZo2R03x5jJT2kSjXVxSwVa/UafiIjfrClPbhU/Wyazu+88V/xLnHOnjW1nUYa1DdmyCLQ+zcPYObbr8fa45u4qdeswk+K3SSBPEDH0fW+zqcaBccEUXwOq3aubxsRTOVPu6Cnhqlr2JMGcdV3PfIOK6+1sUvvLaCHbsCbPvhAi55Uwe16ryEKJCas2XDjQu++niEJ/0dNp57kcTA1SxGpcWB2EzEyh1wZn3obEySouGOuVapMVuQKiOhp56YNol0Hn78fXjR7fCcEAjPRRScjFZaw/T0AvY9cQgLsx2R3ftNH341ELFsNc+xcf0qnHDcSplSq2oY7bWRLjjDTsumKIKnAQwKVr92d1fm0vOCQjdGs5qi2STHw0n0lN3YtyD4UkQxh0EC3ciVczf4DPjhPmv+UlZiKYcWAxJ3yekI5sJ4xphMtldMG7WKVlrY0ML34HR7sYClMXADwzCrGVqhL4ICffyFoJSlu5ldj+DqD/8p1vozWLVyHG61in17FnFwxsemLVX8+pvPRNVvy5haiYPSPUi6N8FJt8HP1YJpe86INke7fAMXZNdnqbNJ+VCo0E4b+OBnWMRfgek9u/G611Rx/PHTUn+VrFhiZzvpxyQhXywB0HHh5wlqDBV69owVG9RrlUjV2uV+k2GXbJkObZ0MGVpR/RLPIE3vBLAXgXsCcm8LIncSvYxnrGTo8CjXmQXMzs2hE7XN4TU56pUQJ65fixOOXYll44F4L4pNRCVlBqOL2M3mBJqKlcUwarm/emc7p0slcdKsJFg54ciU+CDgEe0SLhhXrG2X7AUlANtdHtvEsIAxgAvfMyP5CbjUEUvWi4F2kiNKVN8nnfKSnPBFmpXKmcB0+0Ytw+SD4CUQVSlS4sFpYOsZOn6AlAJHmnBaZtIk+3fjodtuxeMP3IfpXQ/hrW84F02/hU7q4Mbbd+LuBw9h62lVXPqr52GyRnfRBfIDyDpfA7IHtWfFzHNaskplbGXmnDq6TXGBh1dUE+Beoln8jbdN4c67Pbzmp3o4cf2C+TzjqiUcHg3ATedepEeZUSUYpQiEklHw2dnZFoC2vaAc+w1SNrxk9ujkCGVCWoI8mUGMR+C4EVzneCRYi14WIFJ8SkzO+nq320Mv6kkhgQIQ4mNyookVkzUsG/PQrPM84RS+AJBCY9pZAtDa38MA8N9vm8kroYeq72Bq3MWqZb4cSWCzVmlb6JssPWwuJqjk2CXGiypGZHZV5GiaxcYp0ImATpegNUSkCRO0+GUlrRSo8jCTDlzPR1BhiKtLXAYgy8rdWo7YCyQxoDXNohh3fusb+N7XbkDTi3HJmy7FXd+/Gwv7vo1f/emTsTgH/ONnf4gtz3oFdjx6H/Y8/j38yq+cic0bOsh7/w4vfUjFpf3uWH5yKG5xlFsVeqg/Ori0Q0b0hChOVBWTp+PiCUJHKw2FG7VBXKFAEhrGWEACUBXYDipJgmrLBNeW2jKJne3lXdKKWZJk6Qg8CjSYfLCrjZTDHDKHanUHSb4MUdqUs+Tk/EJjZIsB6womGiFWM3jaUY2zusc8LF/moV5lFVZdsCuO3gLQJE0jbKDz5Vv25PW6j0YtwKqpKpaP85RLXRSV+OiUAYnGcp6ozVKaenWCRW/Y9u+WIag6sDhx0OnxaNAUvZ4CU3aqdLRp3MCa7/z0DA4c2I+x5hiWr1wFP2BQYABonjONT6dOWZBaDrfTxo1Xfg5BZwE/86qX4zP//M947kUXYvOmLfjYB/4KWzf72LFjGquPPR8vfsVrcM1VV2Fm9gBmDj6A55//IJ59xnaEbltwpm5QGjf0mkYAikb70IEpBEGK8UlWgniWMXcoY7hRLttooRl2MDYWQtqYdOGmaGIYjHJYIykg3cQsxf3TF49F5aT3SgzI78aOK26z1iJNwAei9s6+nXbJ2tnQVrVWviaTLJKpyNlAVoFLVVLGMmciKsYocdBLPcQpK1hmNKtRKskUCFE163FbWsnIELo5JicCrF4ZYqzOURyFaTkiAN798KGcsqha1cXUeA3NaiCdTP029r7aVmPAJKHMie7UHLdp0n+B3rAojWBLHXXFrRyLnRy9mCoTPZzQtm7mSYQDe/dg147HsGLlSqxbd4yCm6acgaEoiIGskqNdo36ObYEd3HTl5zGVxfjF1/8cKvUa7vzeXfjS9dfhN37zN7Bn906896/ehRXr1uNtb/s9zMwcwuc+/6/4nd99h1jNj334HVg59SDCZmymHLCCQ+Om8Z+2bJqQnWpuOQkywB13pFi1MsSa4zsIEwYugfB53KWM6XLWqe1EeGkC1h5lEWcKQc/3VpDLiZSUeQkJrkogEbPmIe6/fwJnvfR/48TzLhRxqza9A9VODKdbjD2znWZCv8lppwVVY8+BthUK/XzWm9kRF+p5NnkkrpYKmCjrocdznRP26Wjd2k4dE6smFTOGXgzFjKjEyTAx7mPt6grGGx4CUj1CN1oJu05eUBtS9ML0SfTZdpxzchG5PapbK6bPt/Dc6gyl3zehlEq7ynzP15u1Rk8ROBQ+aaaVpg46XWBhkaUndr15iOWUTHY0UToV4+DevXh85y6sXr0Sk5NTmJtroVZvYHxySlXTjP8aGboUlCLFI3feim3fvQ3veMtbUB+rI84y9Bbb+MTHPoYeYszPzuDeu+9BfdkktmzegqjTxfnPOR8vfNFL5HTinTsexLv++g8xt/4U9KaOVwtoqt/ScE1ZhMcJCdo/liFG8v1vAJPHoHr8JrHC3czB7sUOuqJvZFLEB8zEhtcbmfEervQEs4NMgJQF8EnruNzI3IUVBFmkkx20vQtBHmHF44/g0p95LTad8yzJWwMzvawSpXDbth3WNo9xo6tXYvOPPRRRhwkV/1YBB6s+rPt0F9oAACAASURBVGKRrWCikiGLGC7RCkaGhQhNjF56vKUCBcGnhw7qylCUsGpFgKlxT/hcYRglbjVGRugyM2ihFBJIshKneS71W4e3T9wT/cbnmbTeDiZUotPelBnMYYA3HLjbDFWL0A7iBGh3MsQpL9lDxGQmoXqPAEwwe+gQ9u3bi0a9gihOsG/fHNasPRpHrVuPIKjISiSNFN3AR9Kaxec/8j689Q1vwMYTN6KXJujFEdw0xd7de3HzbTfhjJNPxYf//oNYv2ULzj/vXBzcuw8vuOgFaDTHEPo8bMbFtV+6Hp94aA+C570RETkgo7SWB2MmOokIm+vz+EPYd9N1WH3xLyMfX4VO5mHbXAeHuh0kEltVdKxH3lN9n8lKtWNOsi+J6PWEZFt3JlhDcb+ZCGj55aOSZjjxu/+K33r2qTj57AtUyq9xAoIkgd82ekj7MM2UCj0dXikYjduskkuZBWkflTEmjHmVheB7JmQ0UoYHbEoivRbquXL9CtbgtDRbx7UwYQVr+ZSHFct81FgVkes1fS6GS+b18MSs4kAdMicMYZI8T0VIoBdFhb/aMR09UZy8rf7f5l/FzZXosFK2qDeosBcbmmeSDUuJzfGQ5nTNuRwgzSyr12nj4KEDmJ6exvx8G35Qx/r1J2BycgWkZEEAjuWIAwfb77odT9x1K37nv/2GCBe6Jh6Rhy0Bew/Tew/gvf/znRg75lj8zh/8IaohJWKmMdvxUKlUMTc/i7d/4GNoPedX0V3B3hDLWZlRHUIZMdacxvy1V2Bi6wXIt5yLOEvxyHwbj0c68MhHG2G3hcyva+8yxbZUc5s+X44tqXV7CDtdJAEQVfka9lkwlEiRUBkugmTaxFSmE2y+7V8EgKeddb7GjRr1CgDzOXOCQr8ZiBZH5/bZ6EkSBVMW43/pvRi76KwKqoxMFi9cLDN76hx50j3r+6GOQbH5UanKom5dAaknCkAqIeNjOZZPeJho+KiykCEhBa9aT20i8PisLJ6IJQVgnOUyXEg65mk+BxXQ2oIxeMSUnaMywMWOwKGYYFkEltT0zDarZqZaJkkdLC7EWFjsIooidDpttNoduflafQz1+gQcN5SLl3BlEoj9HF//zBV4ztaTcO7Z56DVbmH7Y4/hhONPgOspReIhxj333ItvvPtPkCyfwhv/6C+xYuVasyIpWu0F7N+/H5s3n4QPXPFpfLuxCcmpzzON8aSG1O1SVB2kXXRuvQHuzDTqL3k95vwGts33sK+bieULkwQTD9+C5mP3I6o3sXjmy7DYnBIWka7Xz3qYeOwebNj2fRzbdLC/C+yYXI/9Jz8b7Qpr0VQQEbBGbODG8LIUG2//HH7zuafhjDPP7c9tZNrhJwmSg3rCvcZlauUooeMfJoy0NHHM41E1fNLz8gg9T85LFt0pQwBpMufzph6Tz4YW0EGesC6ujUb9Erxkv9qqYdVRdqQBueJqEGG8CayYCCWPoDhB/Kh4TG27IBQ0eaH1o8CF/T9xltMsU7peJkZKxmzgr5bstOyXzcQMadKHobWA4oKN9oMt0bqtWEHRSkqrFePQdBsHZ9o4cOCQZL+rVq9FtdaQA+0I0oS7mfqYVR56eQ9Xvv+v8bZf+xVMrlyJudkD+MTll+PSS9+KanNc3j/IElxz/bXwr/0Udjs5Lnjbn+Gkk0/uk4oPP/wAbrjhBrzjHb+Pb3z7W/jIg/vgXPhGjUm5AeXBcNyaA//xe7D3lhuw5qVvxNzydXh4ro3dPZWWO1mKsc4CGt/6PFZuOh2LD92O+c3nYubYM2Xns1y1fMdduHDv9/E/33AxVq87BnMLs/jsddfh8r0ODpz+anSDCnpCc2nWT28dpjFOuv1f8NvPOQ2nnHlBny1gDOlHKZKDFO0WU/q59jJ3TwS9esqoWDyTF0rJS+Iygk8LBQI+Jk8a0StIqHlhfEczLeugx6qrVdUkVN5HSrX6WTQo0jbr9FANEkyNhZhshqhR5CwTFnRuDP8ryY54QUr8fC3fJUmSF7Oclb8Z/CrSEeuWRdlnvq2/Kz/RI0kt1yON8ToVs8+nGZOuCl9KrRx0OzH2H+rhyX2L2Pbo47Jzjz/heEwtXy7NR1IPNufL+6uAdryAGz76frztTW9Cc7yJudlpfPyKK/DmS9+CenPMPKwIH//QZTjrhzfhyV4E79W/jBe98mLtT4GDhx66Hzdcfy3e/ru/h/vuuQN/ctuDqL7sNxBxfByHK6YZ/M4M0oVZHLz5OizfcjbaW8/HA3M97O9ou2casFmqjlrcwtRdN6Kx9yGkTozZ57we7VoTUw98D2v3bkPz0E68/3+8DVs3bTRj5nLMzU3j7X/2l7g/buLg1LGY2fpcLDaXI5HuBQ9hmuCk2z+Htz17q8SAOlUhBysrAQF4gBmooagk1ktN/d4TMa8ARSpU6kbphfh3ObaVMbj0fvAB8nX6xESS5+jZytrERwtVnGxqAaiiZSO9UnWqqWiyVTdFPQSadQ/jdU+YFZZYdXiUWmQKgJOE/UcuKlUPThRRDWMnihqRaB+BZfBZbkn5d63Tqh3Ufk/OA7GTEswsFDOWVYMBU0i3gwoNgdVqR9h/sIf90ym279yDvfv2Y9Xq1Thm/TGoVms6GFL9GYJVOVrRHP7tsg/gbW/6dTTGxjA/N4MrrrgCl176ZkkwGPAnaQcf+aM/xC90nsTuXop7n/l8/Nwlb4EnCmzgoYfuw/XXX4e3v/33cfc99+GvbnkA3it/XcArI8oevh3Vu67EsmQOuztNOK97J36AJg6QVRcTU0Hik5KOpR3BTTPUFvahV5tErzKJdT+4Cr9Qm8GrnvcC5FGM0085BRU59FhBw4b7Bx98EK04xv07tuP937kPjzzvTWiFtOC0gAk23f55vO3ZJ+Pks58Fj7V1J5fMO4xSpAdIBJu40CSGKqFjry1V51ohl4oE5VcCQAWNjGE0YZU1DP0zP2guhOlQkFkxskRy4sbNMHuDD2ENpAbLWFhHlPDU+cDNUKvoMbecF0NlOysocZwj6kr7EOoNPW7X6fW6MppDT/TW7HeQgtFPk+8Z8JSFAjoLRAllmnjJf6ys3czus79rz6XRUQ3anLK42MX+Q13MLrjYc2AWj25/DPV6Eyds2ICxsTEjHWLMkqG6Gmj1FIC/fcmb0BhrLgEgfdj03H585vffijcv83AoznBN5Rj80v/zZ6jVmgaA9+N6WsC3/x7uuesevPuW++C+6s1CKlcXdyO56m/wv165GkevnMQHr38En135Ijx+9DkY23U/qg/eBKc2hXjrc5DtuBPhzF7MnnMxFibXSPZYTdo465sfxycuuRjHnniCypdM005/gq/ZwdxcLG/9zl+9B1dv+VkcnFojrn8YgPaIb2bZQRQjOUCdpB16WYzN1WSjAIk9xcByeDYWNK3VxkXb6VUKVPulxHOhhi+Dz8q+pMlJxq6pl9JhaTqsUpvLtJ0iTiJEBF/iCvjYmDU+5uPotQ264EjyAjs5y8Z4arEKJYOabJXH93oJ2r1YPqxe1bqxqKcFiGYchtyJyYAYgMrOM5bQ3CVb89qdHvYf6mD/dITd+2bw+JN7MT42geNP3IBGgwB0ZZYJgV5dlaMdz+NLAsBLjAueweWXX443v/ktagHh4ofb7sfNf/Hf8ZtTDSwgw8e7FVz8x3+JtWuOFUDQBSsA34FHHn4Q77r228hffQkc1NH55j/j5F1fxzveeBqmxkP83bWP4e8bL8L8uq2YuO6jWL56NbIdP0DrtJcgq9QwdtvVmH7Br+HA+q06GDPP8Yxv/yPe9+Jz8Kxzz1NSv8RRqeMzDwgpDuyZxm+9/8P49rPfgpmxKVnjkQA0E7n8boLkEN2qAsZWKKwWz+RP/TkxutkVZBJLm5ZbCzQFp4LZWkq+3iaedibN6F4U7SGii5LqGAl2M8Om14vQ7nTQ7XURJwniLJCjdCXTyGOEjBeXMQnJUo0BLT9lRKLcDNLknWSSsdjj6vm9PXsOYdfjBxCGFRy7fi2WLx+TyQo6D7goqmu8oHyU5aXKD4O7vRsl2HdwAQ9t34fHdu1DFOVYe9QxwgH6vq0Jq8S/ujJHN53HDR/9B7GAzXG64FkBoHXBjJd27dqBf/mzd+LXG1UcSCP8e3MSb/zv/xtTYmHoghWAv/v230Mn6uLyz1yJW+d7MvTyxPQgtq4ax57H7sPxxzXw+Qc83PL830RUGUPzsXuwrFJB8M3PYPpZP498+VGY+rcPYO5Zr8X+9Vvh5qzS+Jjaez9O+uHNOGd1FXUZ/GTaDzQzQyrVkVhk7g/t7eGelRuxZ8sL0JMZPe4SAKruT+cx+6StDpJ4NuDjpi8dm6AUiZFjlUDFT1ZqZvDgH3uCvSriKauj2y7UzOXKShmEdtgQy6hMekS4wPvPaeUytDo9tNoEH0XNvPFAR+1JdMaW2wg+1eY5pQ0GfnqUuopCW60Odu/ej/m5FqaWL8Oa1StQrQVYXGjjnnu24a47t4mLPOe8U3HiCWtQqaoiRkMR6wa0fijvL+7bDkGy2YiqXg7NtfDAI09i15PTqFTHsXLFWtRqY1IxUT2gSo6CSfZrzRoAXioAnJtlDFgA0JCO+Pq/X4cH/vWT6FYrePmlv4ctz+R8QP3chx/6oQHgO2Sx24sd3PfgfUizGFuecTrG6zXsePRh/NMXPocbqpux8/zXSvw1sTiPFTf9E+JqgEPP+UW4UYSVN3wA8xe8CvvXnw0np7yKi5xg2fw0/NYeBtmoxBFiv9rn80izeAmntTbQmViGztgxiNgWIbNrgsMA0NDUiwm6h8ipaQMZBcJqwTROsxbNxm22TG8FBdb92lJYAUAmCLGAuaBZlH4rK2oEhKKQ19JcnsVIqaphD3biotvN0OrG6PRSxCSebX1Jpj9o5UyHhJoTF/oAZKucUSPTNe7bewi33XonHn98NzZuOhFnnnUKli8fxyIf1r3bcd+9OzDeHMNZ52zBscetQKWi89/Y3qlKal2wQp1hXZHZXSbQ5Cs7tIIUPx5sIUlC+AFjtUBKePIlwysBfyxH5M/h+ss+iLe9iS6YFnAOl19+GS5985vRaGgQzy/WrN//t3+Nk7acjFe88jVSGuIDZia87aH7cdmHP4J3/uEfYNWqFTrpk+UxZprcRCkwvzCLP7/8U7h21QU4uPEUBFGEY2/+LJrbbkXrmS/G9HFnodcYx/IvfQidc1+Fvcc+04hKSyrlHBhf3IOpb1+NzqnPx4G1m8U6rdp2K4InH8XMea/CfH0cfuKLcFZvd9ACbj37WaIZijmgicPcZ2J05h3IfB3ClYOlOF2VxDe5PpbihiyiWr9i4ICKljXut6QygaXvycRW5fVl4JVjQ/tc1VWnEiLxV9ttcroxuhFdMhXxhWxX5h6aSozMwhHaieVAYwGZICTCVusv79s7jW9/+3vY+diT2Lx5I84971QsX7FMLvLggQUplVWCCo5eN4WxMRKZ5KI8BJTKM6u2NeJ+SjMagMRhnAOLvQQHptuYn2fGVEGaBkWPrgAwg1cF4sosbvjHD+G3L/l1jI03MD83j8s/djkuffNbUWuMmwlVyml+4pOfxClbt+KMM88S4JHwJem+7YF78cd/8TdYv/kU/MqrX4lnbN4siy7ViDzF49u344NXX4WvNI/D7q2vREKJWLSIld/9EirdGbRdB8n6M9BedyrGf/hNLG44FXPLOEK3f9PyvIKsi/XfuwYXtp/Et2IPOy+8BJVeF1u/9Sms91J856jT8fiW5yLjIHbh5Og8lIaxWTAByNIgLbAMADiYIWqzbYE0kIZHhQUsEgfrLq0BUAAW3siCtAxAC9LD9XPYuFAAaKourIbEaQayGfPzHalsabVLVfHaCJiTxNDZQdI5SSNERoLD0PsuWAFIn81rbbcjPL5zL2Zm5rFi5RTWHbNKUmfaena1d7uRjDyr1QJtaidJSvMtu8r0+5qBl0Uqo/xf/8skOVTeteMU07NdTM8wYwqQpWbcrsxZMzo2thpXZ3H9FZfhty55E8bIA87P4CMfvgw//3OvQ73BhniNZ7mwV111FTZs2IBTTjlFdS0kYD1g+yOP4d1fvhljF7wcrTtuwgkBsGHdSrmHR/fO4rszbezd8FxMH3cqOgGHG5ksP08QUA3lM6OioocxDD+ugsRQUeWba3YO4NRvfh7v/KWfxj9dfSVuPe4VSDs78drOdlxw9gV497U34sELfxE9d9xIzxQkS5MQnchaiVMkhxxEvUIYov3bRelUzmfzigzZgqkPQInR1TPZP9Zdi3Pt54lakC2XmxWAFCFTcKqlOBqPTjfGwkIbi62eEM0ybs4cx2DHz7L90wjdjOLcFbwYAKqpJD8VxfTpehUJU+ce45IMlWqAkMffgOJSikcjVCoV1GoVbVYS1YVZDOnlVUKnTHLrDiyshL057v1WlGJ6rofpuRTdHglTPWdEhaLsZTW/6s/i6n/6MH7xZy5Gs1nH3MI03v++DyDqxaDkX/BgYs04jnUGjVQIMgQpj35IkcQJ9mw8A1OvewfcOEbr4F48/sROdBIgbq7A/NRydKtjpo/HF0Gp7HrGdxwZYmbl+VlXFDOcALFUP5ijHs3j+FuuwoWrPdyx+yAePuvn4bRbOPXhL+G45eP41uIy7Dr3pxBJ5qgDgkYmIQQVZ/p1EnQOkcglq8DuNkOamSMQzIz9flZrXaWoYPqVA6O0MwDka+TnpplI/iVJg0rppA9I5vNomwSBVfCDjohKmHAQfDGxwkxY+kHMc5O6M99N2t2s3kgGRY1RY6Ij8o31py+nzssQkdwDDEwXW22p4zLekCyOqg7XQ71eQxhId4/hf0xnlBEyGFqxqIQsAZ9mZNw0i90EB+djzC4CnR7JZ1alJbJWrbIw7myS7+BL112OxYdvw1Gra2jFKR54+ACay46WA270y8aZZjvLpufPQhFdpN057Fy9CeM/9z+w6Ad4ZH4Re7vM1pSo1jnkHjKvp9Pi6b7ZdMVjDaga4ohgErV5gtRl/EaC2u6QwgYSNMvm9qO5bxu6E0dhdtV6meLfPPAIKq2DaK05DQvNJjK/B48VAjMGdsACnsP5gHS/Cdy5DO1Z8qfK1yn5rH/XSWaGOus/UuNy5RUmJrfqPDuhVck1tXRm2UT1HjvCSPS6qRl5p5tbT8As8YN5JrRcTxgTLpzK8ZXFY32ZG4UCC9UIUlpHQ1ULHRy1XJrhCgBaLsj6eF4VTXe31xOrYeM6WpXAD8DBln1h4ZBJLx7D6L9pjKK7j6qY2YUeDi6kWOj56HHGM+uFIgJVtyTjGzhizUtw1/dvwPi+r+Dil56MfQsO/vbDNyAJ1yFnkChqEmNrJei1S89PUil/1pvFIytPQv66d+LRVow9XLxc+1O0QK9Jj7zexi0M7mkJdLiB4k1ObtLwQOYVDsWAUiUyBXlRB5vpY6SKGItKPwzjbtZFxWuonjDMUmy67XP43WdvxZZzniWbh3L86AArCar9E0vkq55PyG4BryKIANUkw3KvRWnBWk3L96rH0C5ElfVn6JLnbaWIegSiUdL8n/auLEayszp/VXeptbunepkZ98x4POMN2zIIEhCBxBZYYpVCEilKHiJH4cEEheSFRYr8kCgowQQQKIpEpERKnhKQkCISgTBhiQIWECJCwAw42B7P2NPTM9NLdVfdqrvWjb5z/v/e2zXV7baHID+4hZmtlnvvf/7zn/Od73zH+DG1Aa182CmrQhYWBIXXY04uPifpKVJFDHJwxL87NZkjt9xzcPYkMeMpA6wGmjY2sCwI2UcGIbelnerfVWOKwxmguvXROMW17QjboxpGmY9EBs5wkha7rLSuySqA5G55jp88/k1MLnwGD77rXjxzJcZf/s2X4S6cFDFFZfvqAIYalbhk7BfZyIrUMxhOoiHOLd+Gtbf/IdYSejVjOsU6WYUHO12pCsiX3sTeo2VP77nn0v0XZlkyg9Uj25qTnbMkTOnaRMSCzv7nP+IDb3gl7nzd6yU2bY8zBBts89T4WmVTiL1ZjqZmw6UTsVMqS+Oz/lCwWY2U5XlJyy0ZR7liv0EQIhyT/a6UPGsi9lcLgIsBiq64ElCZ2RJBUTBcdb0VL+SXqREyTFro1nDmRAunjs0wwGnD4ZcV7FfjAqter/r6qlEe1gA5qS4IUqmEbAVqgKZ1GtFgA2vn/0fiyJUTtyNOYmxfu4RxsI3/+vd/wukTTWxuDnB5PcLRVVWStxPPwjjCdhCg5tSx3J0TzULqbzKOGyVDPJUCu3feh5hyI893sT+nf9d5czRAYP7i9/DGm1dx7NRpgWfmmZxM2ugdvQ2u18C1S0+IAZ08ey/ac4vaWWjuhfGh2n/1CLYxufb52Ckewg9k41SWS1GA+C8NUPSbhRFT8kKtsymclODretxICwUbPqWTzoLkJZ1LSQ85Wm6G1RUPt9/cxfLCIQ2wSkq1xjcLIxKCYYm/HLhs1V0VjCdYuxpibSPFMHGRE/ZwHaTjPi499X1pDT1++hUYjwLsbK4L8h4hROSkyIJdfO9rX0FvrglXMq+6AMpbUYxffNNbpVLy9Hcew/z8AvcnJ9YijMfIPAd33v9OGR5jPdDPyc72/RptYdRBgB49m8S/vOIM7dq8KDT0lk/Da7awduGcLPrJW+5Gq7Og5AHpn9HUtQqv6Aazd2mNQttFmXDQANMkk0Rid8ixaUlB8Rd4ypARqo6ImTC/U0IpCb/UWO3AQ4ndyR/UlFuvr1bDfDvD2RNNnDnZFmGj645ga+X2KVXLL1Xjm3bLfH01JjzsYtLFh9EEFy4H+OnFIXbGdRGe9D0XLY/BqgPqF0oTE49QQztngjCczxH2t/C5T/0Fus4ErijP16SBunn8BH7t99+P7Y0N/PMn/xy9dgN1GTPlIg4TtFdP403v/aAwZAryxGEv+v/pdSIoJl1lDB8UevEQYWHM5rWmsEmoLGqZKZRTkSoEjzbpz/ZF+JMnAelOdrK5mp9CLEIKlmqG1FF0gqmsQYrdAY/eWI5jbU8oCwl8jw3FCrBbwiLldcphLqxsGrhOPiUBQD5DoDReD9CbA2473cbJo02ZrLnHAKsutvr7Kkti+tlbnKmKwL+Q9eHuZM/wxbUA587vYHPIkJVSD3Vp+Wv5dTSbvkhCcMdLYhSniNMI9eNsdtrF5z75YXRcxoseHBpgOET7xC1420MfwmB3F//y8YfRa3AeCWNJB1k4RPemm3H/ex8WzuFL4ccipJYUK60M9RRzMeDuANE4QxSmUmclm0SMUDh26iVVncKVZjGSQ/if75Mo4ul9Z8qSTuJYB00bsLhe1+ayMM5EtZ44sMbae6foaSxYCsqrMyL0xh4iaXxGnaM76hlcNxO9bt+rifQzybIy6bWeYb4NrB5tCdGD84SvM8CqB7Teb9oAq4mKjfteSAJSXXBrgM+uj3Du6T42BlRGYE8CO9JSeBQY9z34rQYc9gpT3jVMELHGOl9HY2GIz/7VR4wBUiyWLaADHLn1Ljzw7vdjOBjg8x//Y8x7DIB1nlwSBmidOIU3v+dhFlNfEjFgEa2JEBTjKbZujdHZdjDqpxiPE8QR+7JNeUHAizITJeCr3qbk8XHjEiqjd4yiBKNRJAao66qzm2mArCezaYlQikJwitrsRW01Gdmz9tKK6srRSnKF6yRot3KZmNlte+i2XbQ4OVOk9EnXo6eeyMnWpL40j/FqFrzHMAw6MyvWm/W6aWT9YK9Shv0iVxtlOL82xBPP7GJrSPqVL3QjFu2lP4OIufQJm/RfcDDVsu4t7eAzf/8xzDMTMzXQcTDGkVfcjTc/+EcIRwE+/6k/QTcJUSe7ppYiHUXwTp7BW97zIUD6SF4aPxqmC8tORtw2hyGCyxHCkBkpvZjKnli4x04el263qVknqnLrotlsSI2eBihkVTPcRzwYY2aj7SNlWGFSmwqJsvH3/JS2YPXEtaBG0mmzwcYkYKnnY7FHw3fRcCX3k6NXB/wY3iDV/BxKvwgda5LvlzhUjc/+fvq1dlfMyoAt1sS7kJsRuzOSb9q2IwHwTpBJ/Pf0pSEGIcfgUCZLhz0LxCEPyojtCMalLBDeAMeEffXzj6DrM0DUhqogGKF397140++8D8l4hC/89YfhBjtw3ZY04ySjGP5L0AAJVDCEIPbZSEKEz46x06cei85ZkWPTAJsCsVvtTjFa1VzmTxWl0DqxFhi0V80MjzEuzmDXSIVASma8kUvRsq2paJg0xjCa1EgZj2do1GMsdGpYXm5hZakpTeri9agZKP0gOh1Uw8qaNMCTTCuTq+hYsox8wLLvcxoHfD4PaLfILCM2qtBqMHJDvBECRdoDy0tMUhfrWwn+98IIlze0M18unTRyU7MsMXxl04rQkYl3ovE2vv2lj6Hlp5hQdZ8BdTDC8qteg/t++73I4jEe/fQjSDfX4Xntl7QBKjZYQzOJkF0ZYfvKSKRNhDViZ6NUddxK4k2hPlC6rHJNJzKZwPRzm3KYWqpqPmrRTIlT0sjOjaCCtypvZ2RHrGyydA7VJ2h4CRa7KU4c9XHs6By63QY8Tyl5ogZhoG2ptQgPURVFeS1FNYUGWN01BxnUCzmoTIQiDZm8YKq8SZzDagKDZwE/XQyCHOfXQpy/FGEYcvybkeadagXV2FRduOW9MeiOxn18+0sfRbPFhmtfDH04GGL1ta/DG37zIUyiEP/26UcQX1uD3+i8pA1QJ9FnyNZDDNYCobGzJ1qwzYrg4+x1mI7YSm+op5S2chZDSTXFLdou7SYXeQ/G3+KJ+UxTqZ9rTYcnjnQ5wXdSLC7UcHrVk4y22+GYDW1isphfeZ1WaF4jXW2aUmEr8YA28ZgFMB8W17v+oXBXcQo6ZXuJ92i/CB8GjwNSeEbjHOvXIjzzXICr/QwpXyPysZbOtbcjX69TtUk0BqwjiXbxrUc/ilaTQS41o2sYBAPc8sb78Jpf/V3U0hhf/9tPYPDc6oPRaQAAFLJJREFUU2g0ui9dA5TplTGSqyF21kKpryrCy6Z8JXkcvBazDbDqXBRKMbR8zXWNVzDvtV2NNA4p5TETt0MUDZmA0EoeY66d4eYTbZw52ZWxGFbQSsKtCqPa2oVNZHkPFk8sDLDacFLNam/MG9KpJ8KY1QmYyu9T3cAMg3GCjc0Ia+tjbPQTjCJmv4QSOCJqOvytmrcKqttdlMYDfOvRR6QdkAqf3KDDQR93veWduPctv4VJmuDrf/cxDM4/gSYHWyCVgLx56ja8/aEPIHaaKntha52MUYSBULJ2Xojn3887lWB3oeJnppZz+tREpNKSqxGGa4nB+lQgXkeYldSp/Y3wegOcxm3tOmtYZcBjk2rI4W9uWRsW2TdsjU97fYRMMEngORFuOuri1lvmsNJrokkhU1OmrZZqq89i2gAFtGYMyCSkWuutZrP7ldysxzxoYQT4FEMhdlVDnNQFSA3TCQajBFu7Y2z2SeOZCPmAwSkdm40NZsee+pCrLYIpPeAX/wwYb0gALTBLGmDpzlfjjb/+EOZOnsbX/uETWP/uf8D3dEQqT7bJ3DH8ym88iNVX/xLqHmeLaHxC5m7G/zNSaTdufOKDDDPTqGMJzsYSGKv1GRpphORKjP5l0ogVNOazV6zPRmflkTprXaTXt+SV7PGWZX3YNigJXqPKXYUShiFOSOBttWoo0m6oVDlV0yjrlGC+k+HMzR2s3tREp+nIHD5pQTdddXvnyuh1Vw2wmtAKDFMUl/f5gP0y32kjscYrnycdW3VE4QSbWzE2t1OMwhzjNMOIBe84RkjlVHbqT8zEpKkSUnXxbXKkutS2GpAjjXbwwy//KU7Mx2i4GZysjsgBdkc5tmqLuP/dH8QPvvqvwFPfQK/LoTpKTR+lDi4Nc9zzjgdx9pffithpCGVclt8MlLlR4xNOiuhvM6HS7F+YIyJi5IixM0QIr4QI1gkql16X7xPDMdmpMk90g85aDyv6U7HBglZv10kVDayn0w3HjWDPG+pii4yyyxnPCVwvh+uzxEYmsM52YC/0Ss/DLafaOLJQh8+KC+f8VU6M6RNsv0RW1tTigHaX0HhU9VTjtWoMYRfEQi/VP+/5vWFQkE2xvZ3g4rMBrm6kGKWuzFdLa6zJMrtS3bznK4WV31cezaJPxz7YaIAffeUjOLkQSiZMCEPEa2vAc1sh2vdw1FWA/MnHsHykLZR7BvuE5gdRHc/mK3jgfQ/D7a2KDrNUIjigeqbg5AszSc3ujD6KoTuxEsOF9/IUThgieC7GsG/HAVQ+3x6HZlyF3YCzutSES1oRp6yuRdm6yfEb/FAeMxXjM8OCCKk4tQS+z1knDrpdB52uitVrzwlVtKhIm4oO4NHlBlpN2grJyOSEzg6bZhmfXc8bMsBq3DjLEFlPZIfU5SsjPHNxhP4uJ1k2ZbqkjvPSUVU6aWn/n/Ji5eA37lxfLzeXT/DcTx7F9oVvyowz7ZLWuIqe8MjqL+CWO+7A97/+WWRZbCTUVCdZBJLay3jg9/4A3dVbISJV0n9LFYMDRMoPbYfWoxpVWGORLmONnQjDy2NEwcFcnMITVgbAVI/UwruJCsJeUuzemM/w80TvxRqgFNFkU3puinZzgsVFHytLbREebzdJcNBsWVh9SQ1Zwpq7zojzWF1iD9CUB5y2h6ojs+tpkYzrPKCM6zKSDvJiA2yqkSi7U+KSPTINNqjVNJ+U/TGlyHIX/UGGtSshNvt1jOIGkokrXkZn8bLSYQ1w70LY4nnxq/GqNoAujiIpG02QpxQdTwTYlqI4O9zIJHY5DZ6ddn2gFSJ29RAWgREhvU7gtLrI2/PozPckIqKY5MHb4rAWaDaMMkPh5QmccYLgaoZgSzVcnvfHwFLFgllZtLK/UgUBBKa5rnZR9IuQhMB1U81vKU0o6ReZ1G87zRwrVH491pKJTh2/Bp/wi6hmKbVWlbX4Ph2ry/mAcloKY6Z0I1WvZ38//XfWo+8xQJmMZIRstOVOsyDVgDGSG6SlqP8ptGH0w1VAkV11m5vbuLR2GZ35eSwsLWMYAVc2MlzZyDEc1TUJEH06wzkz4KoA1XIf5WwQ+Wwl/Ra5qpAcjc7KngUsbLgKXevG4fr4DcBvR6g1E0x8H7nP6T9kd7Ny3kBOINvo2ThGyMjwSAq1d+k90sjcPAVLLFWPaXl21Uoqj3YnDhFtJBhu5kgi++z2etm9J4FqbMsKEPuclWAYB8HvFVaPAavtSVFAN8JY1rZLKhcoxUonQFHKrtWY4OhKA6dWO1jseWh4kMFBnmkGk1NBYm+NBU27kt6tEF32wkTTRlc9cquhhFwfcUBx3XIzilQWqDtjtYn+Jw80YyDKbiYXdfphOaa03kESokxfyOrSU3zuHGGPBu64+zY05zriCZ9bT7B+NZXJRQmzTVlHjYlITReBSa4wZXslFjMT1AtBQro2Ux6yHlhqmUYq2DA2CkjFWKc+MN3xRLPYxtJacuEteshapMoLV9e0AdjWQXvkW3a0FVysmrztezXCS3Xdrrq45PXlqI1TJDuReLw4rKoSKEPbnCvqkWzGaTJghjGMkwWKsSFHQY3Xvl7Z91LnMqqkhmetMEe5UaSDjWMLODvPdQ1FPoZTC5WhfPMCTqx2BU9lCc0OotbmIiUvmAPbQDj6vcrG0ay9yoiajv0sdGY9OTeBZMsqz2Y8it6lfIFu9InUCKVXOM0Q7AbSQbSwMC9FbgXn1QhV9kH2InZ3Rjj3+I/R39nGXfecxfGTxyT22thJcf7SGOtXObSZNEsOPzR0bRm7oDJkRCc0AzR1X8nWzALJuDLTxWVtQZ5zuUjSACZ/VFqH9SxaHdIjRNpIG4A3B7TmHbhtF7nvI3XIPVR4RF5nMwnr9yvlL/ls2bhklrCCkErzUC1mvTlFvDtBOOBkcNP0U2wIo3A6/dlW3I4bghR5UTpQPp0VGrLeTe5KSwhq9BQOV6pMhRFjtp6EhiSekrLmCEWKrBRMQtQmIywu+Dh7ehlHlzsytVSoqlbTpqDka0ZfzXC5DjYZtMZ3UE+x1Zbm+64zQIULdMG0jKYBObveqQ8TBLu4+PQzoj93661n0DtC8XDT/ys2xAZlLWjT1V84/yTO//QcTh7v4cwdt8HrHkGQebh0JcJTFxPs7rSQZaxcUDQ7Qo2S7TKzTiJD3QCGcsQ4jfwyz63JcVmqeSldnNcn05UIo3HesHTaSSncbiXjvoy8lyVgmemerL6Q9Oq1fLjdGtx2DTUO6qGXZyhiWdMWqTXXRa8th4ZKSiAd5sjYzDNOkcWlHvJ0nCf+WBytkixKX2vtXa2cDsyvQ3hzqoCgr1VvYtQHRDCc1SWymnkK6exll8MffaDZqKPd8tAkXkdyr1uD6xnechZjkkZoNz0cXZrDXKepopLs57CVkmIdyl7i6v1YTHYWflx9nXUaVYMVD5gkifGAVgRsIqxc5TCod5pkMXa2N/Hjx5+Um7333ldgeXlZuGS2HVENLxE6PMVntjcuYu2nj6Fd6+PEqdvRWrobqX8TNocunroY4do1Lbz7XgTHjbUhJqW+CLWjqeSk5xMfZNPL0e24WJjzZIgOJ6vzQUojjMi+MuPOMB4l0qE/HE8wign5VLl+ttqhKguW/q78Y7pV07PKY5pYGeEFLxdMTKdBatM9f5QWRS09/ucg4bBL2bGalWtse1B2aze7bng9i2W4skhdMFFoNlzh1C1wHm/LEQOicWg9fCLDgsKQDUSR9NQEYw9hRDCY7bMZWu0JegsOFnsNzM97aLUY66onVS+laIFVPeWxLDoz5jTklZUVousb2a1xXXca2aR1qjXDZu42BpTziU6PBmj/oM83lbkXpERxYWSaThJid2sLP/7heXms97zqDiyKASoAqTQhxgNMYiJMMMJ4cAHBpa+gweHRnR6c3muRt1+JcX4C69sN6f9tNYF2K5Ydm048BGNqslAhgQ+VBMca5ubIL2tIZnZkzpX0n9IfOhxPszmpoqSQJvpdtnfuxNjo59gJdKKTbfguExmz6EV3mFH8l2ONRsRiuUrLcgM0GjU0fereqNHLSAZJuCgICWUqGxUo1TzRpdvzU5leqaGBKtTrlHrilwkcJ5HvmZ/zsNhrYnGhIQMXW1Qec9Uz2SiJl0mPNxpTEiPBVr+GzT6JuhE6LWB5qYljK6RH+Wj4fF5kLKt4kUpUyeQRDVDM8CBtSDeqeqL7uLdbpiifTTWnTWe4s+rWFjWx/8b3CJLBGFADQ7p84nOxAMUpe2I5n4JK3ex837yEp598HJN6grN33YOF5TNwnI7RezZHt5SNyLgNEI8uIL3yBfj9R1GvBUjbtyPrvg55+/WYuHcgwzz8BhU0FYogZENjGbJDbiPAdn+Ehu9iZaWLpV4T7ZYDX2j3hG9sqcz0JNgHSi+aTDAYZ7jaT3D5ipH6iBn/qPI7sznlppVTJnUDKjTDDcSJmQ1/gmYTAsb25puY73pocCZeIUGnAptRmGOnH2Jnd4TBOEeQuogJNakOWYFdlrK2qtyg8yppCuwBjODXYsy1JljpNXB8hThcA+0WKw3afllMzjGAtsUimKiwr3owykVnOxiO0G37WFrqYr7TQIPVD+HkGX6Veb+NjgVwkpZKbmQlK4jaKWNk2XDXwyvVasy0sVU93PQRXP1zUU5kFmxLW7IATDzYQ0CMJ8/gJzXUggHGWz/AxrVvIvMG6K2+Ft3F++F6FORRRrGN13LOu8hD5PE6JptfRX3zi8izdaTN48har0F97n74c69C3T0iJR6ZFsn8W+JNjvYChgHFDWN4vov5TlM8EKVfJTapwhGVnawZmkoHc+B1EE+wsR1hbW2IzY0I44j1ZhohpxvpQEQN2A3Cye59Me4QvpfgyBFXSJa9I/RCPtoe9Y6tkKdR7jael3T5wSDEtX6EKzs5tkf0vFLUNfVckxhIrZqbgWbHE4b3k6LhpDjSAVaXG1hdaaM35+nAFw4Gtw3AFZ86Ddfw0I8nbCxKEEaxAMWtpg/fYf2Wmb/1xxW/bMe5yu7TvcKkh0wlSRIMtb9qgNOtGXzri+0FssYoMIwGkjqmgdmcDJmup3DyEbx4F7XhGuLN72A8/AYyP0Jj+c1oLb4LNe80ICi4xlcC4wg0k6CWBagFTwCD/wYmO8i8HnL/DJzmHXAaq6DUleRoFkI0lEgZWC24F+M/smZV8rV4iMWDK4C4vcwVMx42nWQI4xzb/RiXnhvi6gYpTsxW6VIUjNYCvors0Ptz0F6rmWGp5+EoG2d6TbRa9NKQRVX9IYU7+D9VKFBpNBocPe+1nQxXtkJs9wNpb+TruJhsDuIcZrpa3mOckaAxwSQJpeJw4lgXp453RGHel+k4iTg9acQSbZuD6kW2QV1lU6ScKnw79WB741FtxyxQAiNYLpxq288rEm/mvTPabKtFCHoy27o5HXUc5s/FEcxp6XKLdUdGRnEEqpP2geGPgN3vIt/+EbLxM8ibR+AdfRuc5XcA/qoG8IXhGfxDjCpDLRsA6bYOQSFXr95G3emi7rRk4eTHyAoQYZfMjnVaCgqZhyCwiRmJq4Ta2RrW+mHlTs85eooLndSxsRHi0touRuEEddK92OZJXCxlIw6P0QRpGkv8dWylg9XVOYk5OQPXqacamMvTUS+rPDoN4K2ErQC9nA4aTbDdD3H1Wh/DYYBmq4lutyMiTgwphA9HgxVkgRWjMdpNV2Ybc/p4Qxg7hG10gqdI3j5fr7VJ7oUSJXxRAxCbAYzF2wsw3yaYhqBqcSuj3V1S8koTqlK7yhNP//1g+tzBZihJiMSAJusRbHzCIyJFNr6KaPsxTHa/AS9cR435incCzvJ9cJbeADQo7sh3WkBaP6UAP5gRczgep20LYMzQ24Vba8hsCr16BbLztG7GA+Sos13PxlrSQ2AXncmqBYYt6Ft5SMYAZQHZ/0q9ktyVEWHseeWpyGO97inRgozjcZghGI4xCsbwXQc3HV/A8lIHDZ8sD70vXUBbbrIsYvUYRVAt0IgOY6HnGw5HMnyn1Wqj022Ljl/Vjrjm5CXyNfQgrbYvHlIW2sA8kk0b5YHq9iqOL/sbSaLpxRX1LMkJduy2kekQbFVV9G14Kr9K4q5JnZ0BaGHAWcyb6b87jKeb9RqJF5mEyG/M3hZcjVWKPEMY9BH0n8AkfBqUIlOWSA9O9xZ4c6dR8zqmKqUaIerXFUFS9JzGlUl1g30CJGOwGcWt+6YCwpfqIkuxRRwwC+AVpq7Z3aKbIsmbPe6rT7/8vdyHHTFm+hBElUQ4pqqdp4RLxQ0J98hA5nEsG4ez6ppN1yQbVsZC/V5Rf7Onoe0clHIZ4SpTNeD3miGH0qsrqmIVB21F5wyeJ8eYGKj54OK0tQ1cs8yvuvGqny1P0fyjuWYbrQgbXVsiNKM1mbgp9dFzKh/TNaXOkqT6Yo1sv/dZ+EZiwCJzMYutxgPpIU3iEfIsNA1FfJCMSRqouQ3hzRVPtoAZyliFu5ekAAsfaLygHtImDTZ2ZOwinVYkQpiZF7IecmzYRKE0tINQNl58qYlMz0DjtcNVph6JkCssoq8Gp/rHtr6pxrfv95mqTBXnkndUSlOFYVU+RCJmw3CpVhiu/54D79S4jYPMY28WyyKBhUDsPdprt6AyN80sUunPyggtbCMnb9kTYjPZ0uqlGC4PSSLVchNTzmFPXFLu3GqobCpAxXXLfrRWVbkbycCEGVLOIbOL+GLc/XU0pAMo7eXD0MYd+zOrNWHWAkwX2u3nVY1qFlRhX2c3fwFLPF+8dwNWYEtn9jsPKqvRCG8ktpu+zCpWyH+ztWGh5NsX68xZrT3aUETfaBQ2i7Fcs6g/e4qkZmdWtaLLS7IUq1kXOb1YL8YAp9H56mfMimkKv1oh4E4bxkHrvl81oPqe6vdOL8Z+r7sBW9v3rbOglOr9KxtKhc5fzLPf74un79l63ZniRHu/2DI4yqC/PD4PhgZ0M884VKb+qoi7zdXz+/cDNA+7KDfy/qoXeyHfZ712dUH3W8Qbub7DXtNhjaH6uup1/SwNcPo7xDKqlPzD3ZS1nIMN73Cf9fKrXn4CUxrRLz+Ql5/Az/sJ/B/Qyjcz2/amYgAAAABJRU5ErkJggg==234567avgThe average tempture of this week was 4index1The highest tempture this week was 4index1There are days over 75 degrees this week4data:image/png;base64,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88,90,81,29,61,71,28Sunday,Monday,Tuesday,Wednesday,Thursday,Friday,Saturday1064448903