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vKqePtJEOds33v8ASpMXaWDODAw/aqLixpouEikHNg3m2TUiOaZWBCwHAxugORVbb67ay80YDxzWj0iCw1BwhupIztk93xY/GqpRrqWRfgHFeEKI+5i4fTGPkKI13OysqM8Y5DhfatxpH5NNP1FAw1x0zyBts59Pe3rQ235ELOdA47Qnh8fZP/yrM5QRcoyPHwbmL+rlKnn7pxTPabiOMq0rO2c4MhAr2Wb8h1pGhY9oDgdfZP8A8qz+r/kssNPjaR9ddlHUWuB8+KpLJBi2SR5jLPIQSWZj0XAwPjzqIxL7tlT0xj8autZtLLS5GT2l5CBndOH+NZmfWrdCcRM2P0q0wj4KZPyHZNieJjTJeHhHCoc558IFQX7RQg/8O33/APSgt2ki/wAM33/9KtUWV2izeUKQUhGcfZGxoDOXIBUjP0iBj5Cq5u0kWP8Ahj9//ShntFHv/ux+/wD6U1ETZY90rDmfTFN7hepqsPaCPmYD96uOvoeUB+9U+SPBZlIl+rnHUnnQZiucqox9nFV515D/AGJ+9TPz6n9yfvUAWCFBu0behFIW4nJK7HlVf+fUx/Un71N/Pa/3J+9QgLN2TgZVCgnrQ45O7Uqy565U1XHWV/uSf2q789J/cn71HAInpO6qV4fQ0nEvNlHFVedYT+5P3qT87p/dH71HAck8ytyycAeFDzwrtx58AMVEOrJ/dH71N/Oy/wB0fnRwPkkMgZvovg8zTTEgB2YmgHVV/uj86b+c1P8AZH50WhcheEgEGP8AGlUKM8QoB1NT/Z/jTTqC/wB3+NFoKZKDhFIC7+IoTqHOcYNB/OAP1PxpPzgPsfjRaHTChWAIAHrTSJDz3+NM9vXH0PxpPbl+x+NFoKYQBh9XekYHPKme3L/dn5003qn6n40rQckQeld86bn/AKhFKpBP0waqssoWuzTuAHwzScAH/imAmaUGu4fANSgn7JNAjs5pVB8KVQDzU/KjRxcXQ/KppWRcqBBM0vdkVe6N2W1LWZAthYXd1n+5gZgPiBitDrf5Je1GiJGbnRb1hIgkBihMgAPjw5wfI1YsTZknrMcZbW+Tz8iuUVYXWly2sjRTQyRuOaunCw+B3qG0fCf6o/MVBxaNEcil0BE4PI1wonBnfu3FIQATsD8cVGidiD0zXfP5U1lOcBAPRqdiTH0OX6VAxQCeX7q4bVyscfQHzogPEu0ZHpTQhgx/2aXGTtmuPDjcMaa2M+7E/wAWoBDgpB32+NOBG+c01WwN4iP2s0olzyUAeO3+dFhQ7I6U9SR0PwppYKMtKq+orhLb7sZjnwAaiwQZDjchj5Yo6nhA26+BFAjaLgJEvXkWI+O9Gii7x1jHdb7qzSHGPgDRYFjbEQnB2Y7jmfHbbkcjrW37LoUnijlbE7ttCRIhBwOTBT8sHn51iLO0d3LLbxzR8j3E5bLHONlyefTHlWi0+P8ANM0D3umWt7HHhuFrxhwnI4uoI2GMEZG/hVc+UTie6dk4r9lt5ViuXThZnT2fiJlyRgDAIIORnyr0fT2uGiDm21BU4QWEkIUk75PLc9NyeQrxfsc51MRz3HYJpmldwtxBqkqo3X3gGI2GMN5DavRdMtzYWkBtrW50pGw3G98lwFwTsA4PECN8YBA8DXOyR5NkHwXmp6lAh4WuO4GCzCYogx0Xy8a827Taos3exRSiP3H74NKp7tunFyAOD1Na6+12y0mA+0dqppWKkq50d+GPPPeJAG6DB2rz3tN2jsriAi3vtevyG4sR6U3CuN+PhYjb1Ixg0Y4hJnmnaW5hkkURSQkOOAEybrjnkjG23xrGXRAY8ckZbOCQ3Pz22rSa1qLoFYwa7wzzFlluYFxICDwgDfJ9D1NZuUXUseJGnQZKqHQLw9cb7AZ8810odDFLqQXZQSQWOD9mmEgjkcUSRTGWR5wTseHiyd/Tag+9uO7kPrt/GrEQOJ8fwobctsH40/DlfdgbbqWobFlOCgXzAFMBCDvkH5U3B8z8KUjP0pMeoFMBiB95l9cUhoUmuG/TauJhHI5/CuyMHh4uePpUAIRiuG3/AIpcsBgg/eFJ/SNyQ/A0CE4wBSYzTiG+zv5mk4WxvH8TuKQzsdMUlKobh2TI8jtTh3p8vgKAGV2CeVOIH1sn5imjgycqx+dAITB8D8qTHjn5U4jI2Uj40oQ43Un40UOxmK7Gx3riu20aj1NIMgk8CgVEBAR4j51wp65bOFB8MUjKoJGN/I0UOxuCeWa7HjmkZSPoqfiaQb81/GkMX51wNKvDg5GK4gdMfjQA4ID9Un1FIVH2DXCKQHbiNKFmGcbD9Y0/2F+4woAccHyIpVDjlHRBxDm/PnuTTlOBsfmtCiJsGFfooHwoqQOegPqKLEsUmQUwfjvW27M9i7VbaPWNbiK2TDigtweF7rzzzWP9LmeQ8RdjxOTpGXUaqOGO6RWdmexd7riNclYrSwjbhkvJ8hAfsrjd2/RX44rYW69neza8NhYx3s687q+UOc+Kx7ovx4j51C1vtFPdhViWOGCFeCKGNeGOJfsqo5D9/XNZm4v53JLSGtqjHGvLOLJ5tS7k6Xj7myn7cX1w4zfzEDkvGQo9ANh8qPqXbrUL3uWnvJWkjjUKeM7DHLNeee0XBz/SJjzxRu/lHCCqPlF3x5ULKL/x0F2N5H2znvE7jVVt9Sg5d3eKJcDyJ94fAioV/wBjNG19Gk0KaKwuiM+x3MmYpD4JKd1Pk+36VZJJyp9+LfxFWNnqDwb8UiDz5U7UuGH/AB54vaxOv4+RnNV0W+0q7ktb21a3niPC8cg4SPhUArOBw8KEeletQ3endp7KPTdaQyFF4YLpVzLb+n2l8UO3hg1hu03Zebs3edzfRx8DDjiljyVmToynqPXcHY1myYdvKOjpNd6j9PIql/PwM8ElbiyqHHgQKQLHxZZlHo9OZ7QbcMeeh3pIZrUE8bcJPVV2rPaOkkxvd2xbh423P2qX2dOHC8Z/VGaOk9pI2Fkwf00/yoLXCrkqQf8A7VHshyKtuQPdmf0wR++nmLf3u8G3jQBqDhcZkwOQGwo636sv9fJn7PDzpKUQcZDMBuQl4h4pTjdFDgQEnHWpEVxDOV73hQjmccJ+YNEju7N5VgzDlv7WRuFR6nFO11sFfghg94PdhVGxvlc59Nqe5jWLIMqsCNuFQB/Gjyz2RmC8ILZwSJDwDzyKGt2hVu8kwEO3C4yd+mRvSteR8jzJH3Mfd3ExLD31MC+6fIjOfwokEdsElLajPG6gcAMIHH8f++tP7uXueNJJBCzcCuGQ5bwz8aPapLFMG7+440bu8NCJVycjB3OaQEqw0Ke4YS2eoyTcQBcxorMp6YwcnmOVaSw0XtPZ3AeLX9Qt5LcqxDiccLkYCEcJwxG2CN+VVaQSPC5uprqxndwskculgxcOfpLtlcdRitt2f7Pa5dRRz22pxavHbKAsltq5tJoowdgUlxld9scvEVXJ8FkTQ9neyHaK5e1vdB7UaxY3cgDy4UPGjZ94sY2GF/RK56YreaXpHbx+8F72rS9niPD3VuXiklAwfdk4lHMjOQeVY/QuyPaDU40uuyvarWNOtpHZu6uVkVEcMTguruuMnIJ5k53516FoehdvIC8Gr6+1/CiGIgThuLzdeAN1PJs8s5rFN+80wQC9T8o7iQPpEsNvCoIabVkFxKRywY1A+l1LDbnvWL7VJ2umt45rzSdKtbZojDI+p6rxvF1yx4yQCdxuSeWPHdXnYeGW1u7S5SzuYJmV2ginlSQgYA4gJWOeuOXpXnWv9m+zXt/sekajLe37f0jRJe8bSbbKHAPCf1s+O1KFWOV0eWX19qNwfbILzR7URgW0aRlVl8MKrLkfrbHzNZqew1GJZ5ZNQiCvJwM3fo3G2em+/LmNvOvQr3SuxNvrEOm3zXUlyhxdRyXcMa2x8FY/1jZOMDBJBrLz3WiwXDC00/T4ktnPE99I0pkAJAyuwI8lB8a3QaZlkmZsWN4AT7XGUJwC24JHgaWKG7wzpLENveIRuXnRjq9rIqhJjbb492ALt4nhAqOs2nN7vtDPxEDLOU/gatTRVyDML7M08WGOxyTTZLS3VyHngDAciM/uqQLSNkDwSW7KxIOZzxbeK4zjzxTfYoo98ZGf7MN+GQKkIgtFCCeEBvIRHemEBRvAPQqashGiAiS2liP2n2oL3lnG7II3mH2lJxn4mikO2Q+9wRm22HnTu8jcFO6ZSdxgAYosd9AJMvFKFHIYzRFnt5eIjhTPioB/dQqfcT+BGMa7cLkeRP8ApTzBKd1hjI8c1JjiRz7shIx0x/lV5o3YbWNdT2iwifuBs1zI/dwj9s4Hwqag2U5M8cauToznczk4Kpnwpvssy5IXh/Vr0rTvyb2sDAan2ltlYfUtonmx+0eEfvrU65+TvsemnWR0/tBcpcPGTOWt+McWfAEY+Zq9advqc6f9WxRlS5PB2t5SeL38+O9MEEuG95/vGvR738luoz8TaXqNlqS9EjfupT6I4GfgTWO1DRL/AE+d7e5WaCZDho5kIYeoNUywtdjdh1uPL+llasUqrxlyM88kbfhTi5GVaWMfHH7qItkcZbgz1Kkj+GKesCcmjLjxx/pVdNGm0yLIqBeJpeLfkpzTDFCcETc98MeVSpLdIhkQxgH7XOhm1LjIjSMfaPX50nF+BpoArKpI7w5HXOBTgeIH+lxnwxRFg4Dw8asfJaVowB7pXP6tCTC0AEAYf1mSPGm9wy78S48RTpVkQnvCR8MUHd9uLI+NQdeCasKEOCRID486QgYyXHzoYg58J+VcYD1OfjSt+A48j1jjbky/OuaFB1HwNDEOOh+VdgjIB5+NK/KH8GEM2BjIPoKT2lsY8PKuUxMN2IPpTkhEgyGH3qOezFx3G+1S9DimgPId3Y+po4tmBxwBs+dafsz2bhaMatq8YFijHu4S2DdMOn6g6n4DfOLceGeR0U5tRDDHcw3ZXQILe0TWdZXjt+draMT/ALwR9Zv+mD947csmia52rvL24eR53Zm5kbeWAOg8ANhQ9c1xr+dmZi3T3RhVA2AHQADYCs7LcIzHCn1zWyUljWyDOZiwyzT9XL18ePz6hnvJpHMokcnxJpj30shy0mSOVRHkGdgxNOjkfkFz61m3s6CxJdiQt1Ivvd5IWHLHKnyajK5VW3PAu/wpbe3ac4VfePgtTZ9OljRe9hcDhG4HlU1fkmtPJrcolcZJebDj+NL30w+lxY9K4qkRIMTH1wKbHKFzwrIPIHalfvIOHuJ1reyo4PGduW9bDSdVtdasG0XWS72ch4kkXeS2kxjjTP4ryYbc8EYeK6APvRN686tLK8C4YqhHoRV+OXZ9DBqMG7lcMr+0vZu67Pag1pdKrgqHimj3SZDydT4H5g5B3FUjQScuQ8q9bsbnTe0enDRtR4Y9y9vcMufZ5COfjwHA4h8RuN8FrWlz6LfT2V5Zd3NE2GAOR5EHqCMEHqDVObTpcroXaPWOX/XP9S+vvM+bVgN+XjSBQnM59DVkhtyMd05z0OcU5oYFYcUqxDwOKzemux0d77laJAT9Fh+NEVHfaM4+BqeLKGXJE4bbOAR/CmNBHAg47to1JyADTUH3FuXYheyO2xOT6ZpDb8OxbFTfb4gzK7LJxY99oweHzG1Shf2UXFlUn5ENGCPmDS2xHcinWOJd27z4CpCnvgcyPgD64qzSe3lhM/HCinYRgZdfUHp5inW1n3yNdLfhY424TyyDvjYb/hTUUugWyrC3Kr/R54T1zsaVPaY5BIHPGDnIxVvBH3MqSx6pC3F7vAXG48CG2q1ZLOQJawX2jScC5jnKrDKw8GOeEn132qLS7gmyvTtTrU6CC91G+liLDizK77DoVLcJA8MUay0y41m8drG6juZh7/Cg7tgPIED0wM1eaDqdlLMouY9K1YJxRrDLHGjscbZZXRufJt/jyreG47P2qpb6p2H1GVXi/oigieKQj6yNkMSOWzEHwBqqUki2KbMHZntV2WbgiN9pwGXKhnTyJxtmtJD2m7bXaJLM9zPZzsITwWjO77bhH+1y24uvKvTux9hpFzp8svZ/T9XuVMbI0NyUMcZxlkEMh4c4GOZ9etaO81fT+yfZ1VvdOW2t2UpJbS97aKDzwkcYfLeaDHmKzyyK+hbGDrqeX3fY7tDd6f7Pb6ZrdhBcN76Xc0VpD3ZBJJ7yRuI4/wCxWY13sRf6TZzyaLe8Ng78InW7toTJnfhAjfffP1vhvWqftB2GvFaZuz2hzMpKhV9vnkx4sPdweXM7VVXP5QdK0EGPQuyXZXiTbvrmwlzxEBshpGJU+WTuOeKlHd2QnR5TLoJNzJbs2XBYDDBg2Nzg8j/Gh/7KamljLqUdtdGyi+nMowibgbk8tyPWtfN+UbXr3Up9WvIRNfSpwK9u5hwMcggBGMfD1rLan2juNUVxf3d87DBRZQGHwB2GM7EdK0pvuih12ZWEx8RieS24l5szg/iK6OGzcbzWmBzJkwfhUdljm4jGhx4sKCbCRveAU/A1O34I0iweGwsgHe4hl4tikEpYj8MfjTVuI0wbQBc9TxE/6fCoQsJOAsytgeAzTBZso4+Ij44NCcvAUvJNaWG4JWeaTi6kw5zStFbRgr7TLjGxERqEXuFHCGb9o5pyGV2PFw5Pgp/hTUhND2uIwxQNO46McLVjo9rd6teRWNnYTXUsp4Y40HExPy/HkKkdndB1LX7+OxtrcPxAszseBI0HN3Y8lHj+87V6Kuoab2NsZNO0aPvZJBw3N464e4/RHVY/BevM56acOGUub4Odq9YsfsQVyf5yDsNB0LsrGJNSjt9X1ED+q52sB8D/AHrD4L+tUTV+2NzfSf0kpZVGEUABUHgo5KPIAVSXevyTse9gjwTzHumoDakJMqvd/Gtm6MeInNjppZHvy8stBq6O39JJJ60+XXHCIqs+AuxBIHM+dZyS7kB3jA9B/lRvzgwjj9z6pznP2jUfVNH/ABF4LmPtBdof6xgOoznNXcPamLVbZbLWLZL22AwveN/SReaPzX93iDWLF6WOyH4EGipeScW0xTy4BUlk7MhPSRfKVMldqOxMttbPqOlXDX2mLuxYYlt89JFHT9MbeOOVZBluFBUklfDlXomh65d2k6uk6tjbGNiDzBHUHqKTtL2Oh1S2k1bRFWEKOK5sUye7HV4+pTxXmvmOVWXTqS3QLtPq5Y36eb9n9zzN4SejfEU0QzKBzI6A8quPzdMMhJCoP40JrGVchJAW/X5VgeE66ylaZJDsem3LFKryYxs1TY7WVm4VljcjpuTTyqIMs0bH/vzpKD8j3Iryyn6anPiRSp3Y3UlfUEVKLW2/PPhkEV0acJyNs9OEf50KIbuASyS8lcY9aXEn15AB45zT2niViGi4jnnjlTGv1X6EOB5kCnaXVgk+yGlCR7rI3qTmh92zf2YPpmnvqBZcBBnxO9BN1IRuE9QMVByiSUZEgWbEe7XLZMThv3UVD3wwhfP6J/yrRdm+zxuI/b9S7xNPU4ChiJLlhzRPAeLdPWr8eLe6SM+bOsUd0mN7M9lI7pPzjqHGmnxNjAOGuHH1F8B4t09ama5qTXUm7BERQiRoMLGo5Ko6AU/XtYmuSI0VYIYwEihj2SNRyVR4fv5mstcSOxPExPlmtcpRxR2ROfjxzzT9XJ+y8BJIxIc8bfPNB7kknGceOKitxcgCPSrLQuz19r157PaqGIHHI7nhSJOrOx+iP/AyaybtzqjqY8MpPbEHFZPKwVQWZjgADcnwFa7TuwQtUEmvXg08EZ9mVOO4I81yAn7Rz5VLgn0/snEYdJImvsYfUXUh/MRD+zXz+kfEcqopry4uGYs3Fk53q1JR+J0selhi5y8vx2NXZXHZnSpQsGkLPj+0vZ2dj+yvCo+RrQ9r/wAoOla6lr/+3tGTuIEiwtsDkAcz1rysScJ95snyFElaJypM/vcC7HbpTTvsaVr1jg4xivkagzdldQXhudGFqx+vZStGR+y/Ep/CoN92IW5haXQL5dR6+zFBHcj0TJD/ALJJ8qpFSI7mVfnUuznELArcYwehqXxRk9bDldZI/LgzlyJ4GaMpIrKcMGGCD4HwpkN/NCcb/E16W02ndqoxBrWfaAOGPUI1HfJ4cf8AeL67joelZTXuydzo06pMEljcZiniOY5l8VP7wdx1FVOElymZ8+lUVujzH86kSw1idZFYTFSPOtfMq9s9LjtC2NVt1/3SQtjvR/csfP6pPI7cjtiIrMq3Mp5ZFXulFoXVgxyOoq/G21UjgarDypw4aMtcSPA8kUsdwjqSrIx3UjYgg7g+VRzIpACEKf1Tn8a9R7Q9nYu1Vi2sQ8J1OFM3Mane5jA/rB+mo+l4jfmDnz86WikthAOhJ4s1my43B1Zt0mpjmj0prqVbJI+3eHbx2ofcF988WNtjyqzNnwvwmQKCOke1NNoJNlcHwxkVTss1qZWtbP4AVwtzjLE1NazEf0klHmASKaLYH3l74eXWl6ZJTIeeEEBGPqaTvpF2UYzsfOp7MkQy/GPXnTDPC3Rcnx2pOPvGpe4io3Efe4cenKiqjj3lYY8alRJM+cWqgdPexmuDXCBgsbKT9gZ/GltCwcQYpho1cE5wVz+Bq3sNe1vT0RbC4nhhXACYDR7HI91gV/Cq9Y70plu+AByNgT/nRFv75S6oCC+M4jAOR12G1JpDTZp7btJr3tKSm5uLGQLwySWMIiZh4sqFQx9a08v5Y9ehhNo+v9obuQAhRcLboFPhwsrkg+PumsZbzJqcgE+lQPLJ9OMXJQucYBQtngPlkg+FFbRoZ7oxw6TfW0q+88b+84U4wR7oBP76qcE+xNSa7m2l/L7fP2aGjS6cZJgvCZ5Z0yRnwWNcnzJz61SXX5U4/wAxfmq30S3ij2Z/aJ5puNtsH3XUDHMDB6VUy/k/1+3ga6udJ1C2jj/rGmRUAycDBzuTty8aprnTY4p5YFFsssIPetcTrgEDJAAOT6b0Rguw3J9y0vO2+t3ttHby3NnMIwCGkRiyrzCBiTwg+WCc7mqi21C9nnlDWNvO0oIRUDe7nqoB3+OarmS7WMhT/RncqrcIPy3pkmrakXkPtc6lk7shHI9z7O3SrVwQ6lqvctEO9Syxk8piX8yRvtQfaNJIUG3VtwG4JTt8wKpF4m5qT670jxON+H8Ke9i2ov5NS0biUKkqKAAQmW3+JosV/os49448VxwnHxFZjgNKFIPPFCySQtiNE/5syHh4BnkeEk8+u4qz0LSJ9cv4tPs2jeeTJChcYUblmY5AUDcnpWa0uyuL+6htbWEzzzuI440XJdicAAeNepI1v2F0eTTLaSKa9nA9tuk3DEb90h+wp6/WIzyArZp4Ob9xztbqPSW2PMn0LW6k07stpR0vT7gOTg3F0xAa4YevJB0X4nfljb649pbHesc+DAVTahq080jNxA5PgM/Oq1nJJcg8R6liDWmeZL2Y9DJp9I17UnbZZzxQq30wTn7dRZTEpADRZ+9UJY5CSc58uEGrLSNB1LVZWFlYtclPplUwqD9JuS/E1n3X2Oni00puo8g4lXf+lQDyFSJSqop4iRw9AfE1pNO7FRow/OGq6fASd44Q0zD4j3fxNa3tL2I7GW2j6adO12d7qSIm447bIRs8uYx16mpKzq4/6LllFyfH59P3PHnu+Fie6f8AWJxTl1FkXIVh+1Wruew0km+m6xp163SIsYJPgJMA/erL6xoeoaXcd1qVtcW0uMhZgVyPEdCPMVBuSMuXQZMf6o8D4NZlj+rxben8avdD7UXVtMsiAoykEMCRisf3hj2LMQPLNHhvsHCoqnzHOrMedp9TnZtMpKmjadptLGr2j6tosaQuilru1RRgeMsf6P2l+rzG3LATTT7pJKWUdMc61Wj9pLuxkSSFwpU5BXpSdptAgv7V9c0uIKgHFd2qf2B+2o/uyeY+qfLGJZ8anHfAz6bK8EvSydOz/wAP/BlFnjQAB0XPPhTHzobPDvwxEjxOBmhtCpOFO/hTO6ZDsK5rbOwkhzXLfVVUHgF/zphuH6gH02rjkbFaT3T5VC35JpIUSqw3G/rSqocnAP4U3hAG2K4qw8cUue4BO7x4mhlR5iuUld8kU8TAnfNPhi5Rp9J7PQ2MaX+tRuqEccNnnhebwLdUT8T0wN67Ve0M95JxFlVVAVUUYVFHJVA5AeFDv7priR5Zpi7scksxJJ9aqZihJw2a6MpLHHbA5ePG8kvUy8v6Ie9+zEFjt++gm5V8+63wNM4MnYE+oq50Hs5JqjtI79xZxY76fGeH9FR1Y9B8TtWa5SdI6eDT+pLbFCdn9Em1aRzxdzbRYM9xIPdjHT1Y9FG59N61t3ren2dkNM0le4tlPE2WHHO325D1PgOQ5DxNRquoiKFbGyi7izi+hGGySerMerHqfgMCs5JISxLE/Kp79ipHTfp6dOOPl939vd/Jcz3xl4uE/HNV81zKSR08wTUD2gocqDnzpwnL8woPmah6lmKUrDtPK3Mn8KK0pwoZd+BeR8qiFWYdRnzzTpInXgwzD3F/dQpNFTVh++Od1cedFiuiD0J/SqFGsvLPz3qx0+xnvJo4Y4GlkkYKqRqWZj4ADcmh5tqtijj8E6yuZsjhGPQ1stFvJLmA6bd2pu7W4IzDvxFujLjdXHQj0ORtRdM7A2ejqJu0t57M439gtmVpz+u26xeh4m8qt07Zx6SrQaFbW+lxEcLNFkzOP0pT7x+GB5Vgf9TcnWFX/B09Onj5kUt7+RfVYX7+XuLWwfBjub6UQnf6rJu3FtyAOeYpbXsN2fsdrrtLI8g5rZ2RK/ekZf3Vd2PbF5OOG6AuIJhwyo5yHHrzz4HmDVF2j0aSwxdR3BksZjiKR23B58DeDD8RuPKpvUy53V8F97I59HicXkgrX8Gn0Ox7LWE6Pb3ustMhBVyIVwfgD++ryf8AJp2S1edL+HVbmxtp5F76FYUZISeuxHCpPkQDt4V5Ba6l3T4E6rv4H99bDs52pNrMp79XT6Lo24dTzBHUGielz5Y7fVZyN+LBLfGCsjdsPyY+z6hPD2d1TT9RiViqI9wIZWHkHwpPo1edavpepaHcG01awubOYjISdGRiPEZ5jzFegdp4msJxf2jyzadO57t3feNuZjbPUdD1G/jTNN7VO8DWNw8V1Zt9KzvEEsJHkp+ifNcHzqiE9XpvZye1XzNcXg1C34+DyuS5mj+hwgDocn99Mi1GWN+J40lHgdv3V6nf/k/0PXIzLoFylhdn/kLifMLnwjlO6+j7fpV5/q3Z2+0e9ks7+we2uIzhoZcqw+Hh58jW/Bq45v0un47lU8Th1RHjvY5SVX3P1jnHlkijK7HiV4uPi5cScx03BqJ7Lcx7mGNccssalxtqAjVi0axxn3QzFlG/LB2+Fa7ZVwJ/ug4Q8MkIOzFWLDOfDO1aODR9MVh3V7a3LcJPDFMqvgdcMQD8GNU/52v55lZ4IJGTfCRqo+AzVhY6vd20lvLJodhKsBxIZIgplQ8wxO2cZAIGd6i2+xJUTT2Uv7disFtMDPgL31twtgjOBzB26g+hqaYNItUeO+tbu3SXHDKXMhXHMKCgJGfEjY4zTpNWs0kttYtNMudOVFZWhg1VUCjwjIIZRg4Ix1NbXst267MtY6cmrapfWSxhi4lljuGfJxhWCEmLxWQ8WwINUyk0WximUuidjey/a7UInsEvrLT04BIOD2mRjk5B4MMOXPhOxHhW3/8Ao92bmt3SOdp8ACGNNUliLrnbijeFnB6YAx6VP1LVewV7qKXWnXljPwssyxW1lHLJhd+qqVzjJ945HSmah+WTs1osMjSabJqDvHwolpxW8SsDk5BckdNx4bbVmlOT6FyhFdTy/WPyfNNZ3Udno09x7OwLSrfJM8agbKVCj45AIwNqqV/J5C0EjQWOsGXhURWrWgZ5GPI7HZfMZ6DrXrMf5b9C1Aj826TqGiggBhZ6ZFcuW6ni36bbjPhVXqPaaGVm16+utRv1hAiSPU4J7aRlOP6sW7bLjJwVHImpxyS7og4J9GeTJ+TzWZrq7tE0q4FxbZ7yNyInjx4qWzny51VzaRZ29mkhu1Mxb3o+MOUHmMbeGM1rLztHoF9q8zi7TSkcMokSxldMHJI95uPfbfGTnfFB/NnY+P2eNNeM14eJ5GgYpEoGMAMVbibGegHnWiMypxMWYAWKiSHhJ2wMUJrAg4UZOcEA5Ga0+rXHZttSMenz3MtuzFWkl4UlYeWeXUdKgSWGncMZgtYpGA94SXRPTY7Dx/CrU7IPgo/Yi5wDnB8akwaXxsQY2bHwq2hsbh4iYNOtVJOONFLn0GcD/wA1ruy2hyaZbL2i1aImdCfzfasoAZgcd8y8uFSPdHVhnku92LFudJGTU6lYobmStE7Pp2I0xrqePg1q6j4SvM2cTD6I8JGHM/VU45k1l9SnilZpHPEfscW9Sdb127up5JpnDuSc495s88n/ADNZq6vbmc5jVEIOchd62TnGEdsTnafBOcnkydWNuDI7Hu4iq9MHf50GDT5biZU7mRnYgAcyT4AdTUjTLXUL67jtoBNPPM3CkagEsx8K3FuIexkWbeWO41dhh7lN1g8ViPj4v16YG5zcPlnodHoZZOW6iu4Gx7FWuhIJ9eDSXIGRp6Pjh/8AVYcv1F38SOVM1PtFcyxC2i4YLdPoQQqEjT0UbfE7+dVF1rF7OSTJzPPAzVdNqLRghmDsfEcqW9djp+vHDHZi4/lk8385biYMT0NEutRupYogzELw8viaomv5pPong+OBSteSokYHCxKnn+sajuRR/wAqRZxXcyN9NR6mr6x12XuPZLvur20PO3nHHH8AfonzGDWPXUJyfeKjHlmjLqcgbO58xtRGdE8erlHuaC/7GWmrK0+gllm5mwmfLH/03P0v1ThvAtWQlsHgdlcPGyHBVhggjoQeVX1przRnBZvU1dTz2HaqMJqDLDdABY70LxHyEg+svn9IefKprbLp1DLgx6hXj4l9H9v4+Bjrc42bhbzxg1e6HfyWc4eCbBG2Dg+oPiPKqbV9HuNFujb3VonFgMjq2VkXoysNiPOo0V9Ipx3G36xqzHl2Pk8/qdK+YSRo+0fY6Ce2fVtJiCw44ri2X/lz9pfGP/48jtg1kHtXj/tNvMVqtG7S3FlKjqJEKnKkdKlap2etdbgfUNHgUXGC01gOvi0Xl4pzHTI2EsmGORbsZlw6ieB+nlfHZ/f7/P34ho1GzFST18a4WqtzwKI9sucvFw7+NIEgXGJHHkD/AK1i2+TqKXgCYAFPBvj7NM4ZB9Qn41I79IicByfFuVIt3GeY5csLUaj5JJsCIlY+8pU0ncxb/wBIvxOKL31s7E5APmDS97bn6IBPktKkFsRrmVuWG/GkVnbcx7eRoCRluvxrS6X2eitYVvdX4o4mHFHbA8Mk46E/YTz5np40RcpM04NI8jqPQ7QOz4vx7ZdSG109Gw0u2XI+ogPNvPkOvgbLV9ZXu1tLRI7e1hyscStkL4knqx6k7mqrV9ckuiEXhSNF4I4kGEjXoFHQf9mqc3BGScnyzipPKl7MTa5wxR9PF+78/wCibLJPISQwPjihEsfpRrnyNQmu2Zs8sedMNwTnPGM+dV70YZNslvwKdwR5bUneRKMlgB+rmonPfiOT4iuCMemfhScytEtZYifXqoqXgOUU5I4Fxgnwpuj6LeandxWtnaTXE8x4UiiUsznyAr0W10HQux8azasYNW1RUXFkG4raBsf2jD+tP6Knh8S3KsefXLF7NW/BdjxOfPYrezP5PrrVLddRvJ49O0rOPa5j/WY5iJecjemw6kVqhq+mdnbd7Ps5G1qSvDLduwa6mHmw+gp+ymB4k1jNf7X3+sTF7mdpNgqjYKqjkqgbKo6AAAVnnun3Jc7+FY9uTO7zdPHb/Zbccf6DW3d8ZHPvsT5nGKr3vJMkDJ8jvVD+dCueKdzkAeYpi613Q+o2xBDLz89iN6344RSozubZoI9VmjJ4eFByxir3SO0kJja1vO7uLaYBZI3bYjyPQjmD0NYD/aAhcCEM32mbYj0qVY63blkEymIAEluDjyeg5jb4fOtUNq6FuLVSxs0Ov6QbOdWiIexmJMN0gPvDqGXOzDqB6jYiqu0mmt5AAyk5HOtDoXaPS7izawv41nhnxmOKQAow5MFbGG59dxt1oOq6JPYTq/FbCFirJJJCxVgeWCOQ9eRGDWhUuUU6rBGa9TF0/gsdG1V545rC8QzWdx7ssWcHnsVPRgdwf4ZrP9pNC1DQL4QiRpLaRe8t7hRhZU8cdGHIjofhXLqV3BdOUeFgCRiEZVenMf59a01leR6pZvpWsqpt3OVdN5IJMbOuTz6Feo254xOeNZY13OFulpp7107r/JkrC/1CzkHBK5Pkd/lWz0/Wo9fsRpnaWJby0RcRzcYjntM9Y36D9E5U+A51i9a0S40W8e0u5GQgB0K7JIh5MpHMH/vcGocOUbIlBPmd64eo0nPho72DUKUbTtMu+0nYK60CNtT0/Un1HSA3CLqDfu2PJZUyeBj55U9CeVZY6rcQTO6NKuQFPAQmR1yAMVs+zuuXmmXHeRTphlKOjgMkiHmrKdmU+BqbrPYK17RW7ah2XiWG7xmXSQxPF4tbk7sP+mfeHQtyFOPWTxvZm+f3LZYYyW6HyMSuvxrFJbqlpPb8PFwXsR4+I4yFdB06Z2+NTBY27WbyDTrl5FjBSSJkuYnJ6Fo8FeuM5qgubKS3LCUqpBIII39KjRyiBw6cQcH6SEqfnXTUu9mf3GhF1aukcM+itaSxj+tWSRmY53LIWGwHID/xrNG/2budPt7HvtIttTmc8V3c3FwqHAJAZWULGSdshiN+Q51jE7e69HbLatevPbqCoiuVEy8J5j38kD0xUW217HeC5s7SfiYuC0XvZxjGQQeHrjxpPka4PXLL8nGp3s6rFpnZ3UDGP94ih1d2aUbEGNixVcjYZz6UHWPyUapplhFqE+ganYNNOITb94kgjHm3xG/jnYDFed6N2w1TRrvv9Cv5NNlc4WO2ypXJ+ip3O/rWv/8ArJ247yS5vru8uicIJFd4GTyzHgY8iN6rqafBP2X1C6h+TrtvpVq8sVncLbuyxpCt1FKzsd84Vvd2zgjJ6VhdQ7Pa3BNK9xZXMboQrg5JXwH79q2835adU12E6VqL372uMxwxyqWLdWd/dZuvUY33otv2j1m2dJbPSrK5VcsYry/aV4zz4ghkHQcxnPjmpJv+4TS7Hndloeq3Nxw29vctLsQERi3rtUy70ia2j7q5gnvbwks8LgoYMfbJOcnwx8TVjqnbDtVcyXF1bTG29pPdzS2kCx8Y3KoTvyHIDGeZyd6ofzldyyB7yF5+EjB973fTnVsUyttBY7K7Sx9putPgEDEIjSyAMx/RGeI+uMCmwLpzPGfaBaPxYYsG4ceIKgnA6+PShyRQXFz3bWs9vK+DiRWGQeXTOPhVz2X7Gf7Rag8UVwsdnbjvLm7KkCFM4zg82J2Vep8s1bGLk6RTlyRxxcpcI0HZTQdBvFm1G7u7y406zK8ThGhjnl5mFQxLHoSQBgeZFE1/tdb6reSPIwjAwBHw4ThGwUYBwAAAB0FO7QXkUsMOm6aqwWlspjt4FYEjqST1YncnqfhWFvYzxEgFvX/Kt1elGl1ORjT1OT1Jql2X53JWoajAz8UJXiz9G3jZVx6sxJ+VRrVptRuYreG2MkshCIi+8zufDb/vxoVlZm7mWONH7xyAqjJLHwrbxaWOyloygr+dZlKTtz9nU841PifrH9kdc0JSlz2PRaLSRye1LiK6hre+sOyFjLaxKtxqEq8M90jAhR1iQ4+j4t9b050MuuW87SSSqECjIDAkufDb/SoV2heQs0g3PLnVbLbSPnBDDOMAGlJyNOfURrZDhIk3erwTSkIJREPo+6oPy/1qOJ4pMlFwT4iorQYzkYx4rTPZ88nU+S1Xul3MO6w8hbOxx5hadwyFIxxgjhPP9Y0lvZynkG+FbbQfyfX+p2lvf3csOnaeVOLq6yA/vH6Cj3pD6DHiRWfNqoYlc3ROEHLiJjYrZ3PU/s1aabodxfyiKCNpGP1UQk/hXoFunY/s/wC7bae+rXC859QOI8/owqcY/WZqlL+UjU4SI7acWluv9ja8MKY9EAFczJ/Uckk/Sh8+DTDCl+tlDqP5K9e0u0hnuNFvMTJxrwQM5x47Db41n3sbnTXxNbTwEdJFKZ+Br0TWPyqapfR26Pe3GI4xw4cgjc9Qai2/5StRUcEl/NOh5xT/ANKnyfIqjT6/WJXOCL5Rxp+yzNW1+l7ajTtStu8tM5XDYeI/aQnkfLketZvtFotxorrJCRNZSk91couzfosD9Fh1X5ZG9enfnPszrO2oaRHbO39vpzdwwPiU3RvkPWnnsdL7PM+lTRa7YyL/AE9sFKy8P6UWcnH2kJxz2ro4f6rCT25fZf53LpYYZ47Z9fP39x4nHeXCMT3hPrVlZa5cxurCcoVORg4xVn2l7Kewo99p3eT2I+kGGZLfyfHMeDfPBrLlimxRjXUjkceUzharRuD2zRqrqbTe1LE3xS0vzsLtF9yU/wDVUdf0xv4g1mdY0O80eUJdW4VX3jlQ8cco8VYbH/vlSw3WPoxkeZNXOna3cWsTwMElt5N3gkAeN/VTtnz5+dWS25evXyc+Mcmn/RzHx9vt/BkSjA+NIWY7H8Nq2M2maBqe8Jn0qc8wMzQH4fTX5tUSXsRqbZNkLfUVHW0mVm+KHDfhWeWmmunJphrsX9/Hx4+vT6mXC45E0uWHn61aXGgalaMRcadewkfbgcfwqN7FLnAjfP6hqn02jUs0ZK0zVW9pp/Z3Dq0d/fLuJCuYYj+iD9M/pEY8B1qp1HUpr2Z5JpWd3OSzNkk0Oa6aTJIJqI7hicqaulLil0Ohl1NrZFUgbtjPU+NBfJznFGKjHlTSuRsDVVGNzbAcJ6VyqfA0YQknY/hVxoXZXVNekdbC2MqR7yykhIoR4u5wqj1NVTlGC3SdIUU26RTJExOxIrWdmuxFzqVuupX066bpedrudSTLjmsSc5D6e6OpFXFrp/ZzssnFL3Ou6kOXEpFnEfJThpT+thfI1Va32iv9Ynaa6neV8BRnkFHIAcgB0AwBXPlnyZeMPC8/Zff6l6hGHM/kX912osNEspdO7OwNZxOOCa5dgbi5Hg7jkv6C4Xx4udZS/wBVlkKtIc5RdyOe1VksxydxnzoNwzOVJJ+gu/wqzBpFHnq/JGeZvjsGk1HiGOHA8RUZpg/U/tGhZTfLfhTWlQbBfnW1QSKLsfwk/RwfPNN7p+YGT5UIzMT7oC46gUqyuds/LnUlQUxxhfqCCfGnRgqdjSLLIN+InyosdyeLLRgr1BNTSRF2SIXAUjgkyOo5CtToepwXMQ02/upREzBop0J4raT7QHMqeTL1G43ArICeJdwSDnljlUy2vUWVGEgJBHNcGr4NCw5ZYpXXBO1uC803UJoLiNBKrZ4wccSncMGH0lI3B86Sy1i4gkEiySd4P+pn99XNneW2v2o027kRJoywtLhzgISc92x+wT90nPIms7dwyafcSQz28iSxMVdGUZUjmDVi9nldCer08ZL1Mf6X+Uzc2Gr2/aOxGm6rKysuTb3JHE1sx8vrIeq/EbjfLata3ei3r2d7F3Uy4IZfeR1PJlPVTzBqJaaoYWHBwZ8wRWrsb607QWI03Vmwi7wXKjL2zHngdVPVfiMGrZY45lx1OGnPSytL2fHj3r7fjy8V25O7Fl8sVc6Rq728iurugU7b8qp9a0K60S7MNypKkcccsZ4klToynqPxHI4NQUuCv28DzNcjPprtSR2cGoUkpRZ6peQaT2/iZtQuU0/V8YXUMELOegnUc/8A1Bv4hunn2v8AZXUOz941nqFsyyY4l5ESKeTIw2dT0IodpqbRcmlXyzWz0rtTBe2kek6zYw6lp3FxLHI2JISebRN9RvwPUGufH1NN05j48fD7Gt7cvuZ5xJpcob+q4fA8Qwds7GhyafJGxVkPPGelb7XOw2safbvqOgX0l7pCHvDNF/RyW3/qpn3envDKnxztUDQL/wBk1W2OsNpF1bo3C6XFy0CnKkZPdHOdx73CTt13z0MWaGSO6JQ4yi6Zm7PSLu5iMlpZT3C54cpEW3xnG3WimzuSEl9lkt2xjgETcLkHr/rXosWrdi9WmRpdMuLO84yGvdN1WN5QyH3WEZKcS9Q2OI+tTH7YNpFhPaSazqur2hfvWjvo5YZuEgZjzxcDA4GxBXcnOalu9w1H3nmd7qGrSRz2k913SNhpISSMk7j3dyTgj4YzyqokslUHv5FTHR1wT8OdejX/AG27Krd9/D2PtLfHugSoJcrnf3UZFBHQ78hy3zQa5qPZrVDqN9bxJpzyuht7OOF5Tyw3E5IAzz6+VNPyhNeGZa1vXsC7WzzKWUoeFyoZTzBA5g+FHn7R61dp3c2o3LR5zwcfCvPPIYo09lacI7meGTYMSrbDIzjfqORqVovZe81q9W0s0RnILMzNhI0HNmboo8f3mrI4m3wVyyxgm5HaHa6v2m1IW8d1O0sgLzTyStwom3E7tz4QMePQDc1rdS1e10PTF0XSM+yRnikkcYe4k5GRvPoB9UbeJJbuSx7OaYdI0h+JWIa5uiuGuXHI45hB9Vfidztir6aSViRxGuhGCwx/+jjOUtXO3xBdF597/wAflDvr5pQcoBnmfGoyXckgVCsZCciVBxTBA0jY4TnzrV6LpUeiWqatexBrlhx2cDjYeEzDw+yOp35AZzNymzvaLSKbrol1JWnu/ZS2N5cEDWJ1yg62iEcz4SEHl9UHxO1JcdoZpZFN1J3sY+pvv8QQc+dRtSupryd5ZJGZmOSWO5Pj61WyIoBPvN6VFyfbobNRnjXp4+IomvqcEfEYzcOSdlLbY+JoL65N7yxQxop5cQyRVeeLoCKLDC7EDhzVTyNdzBSZMTUGlwro6nxVtv3VbaHoVzr9/FZ2FrJczuCQFPIDmSeQA6k4Aqx7Kdh59ViN/ezR6bpMTcMl5KueJhzSJecj+Q2HUir7Ue1Nnp1k+k6BB7FYHHeMSGmuiOTSv18lGFHQHnXOza+bfp4uX9EXwwKt0uEWlhpPZ3sYqvO9tq+qgZHF71pAfIf2rDxPueAbnVdrvaifVpe/ubpppSuCxOdsnAHgPIbVkLrUllYlpfePjUSeViI8Z+jzz+kahi0zb35OWOeWltjwi2nvskjIb1qM12eLAXHoaqZJ8bF/xoRu2G0an1raoIotl7Pd7Rc88A5DzNMS8KnG/wAapJb2RVjHGB7nrjc0I3zHbiB88UtqGmzVxajw85goq50vtS1kyNFcMrIcgrkEeYrAx3sZHvYyPWpMWphTsisOm9UZNPGS5LseaUeh7XZdotJ7S49vc2t/jH5wiQcTdMSpykHifpeZ5VjO2X5OZ7aUT6dHGO9yyJCeKG4xzMLePjGcMOnhWYh1yZMCKNFPjzrVaF28urGFrO4jgubObAmtpxlJMcj5EdGGCOhrPieXS8Q5j4+35RvjqIZY7Mq4PM54micq5bIOCCOR8MUxJFB3L17DrXZPSu2UDXWkySS3KrxMhHHcxgeIH9eg+0P6QDmGFeW6t2du9LdRPHiN893KjcUcn6rdfTmOoFdPDqIZVuxv7r4mLPonBbo8x/OpHW5xsGx8TUhLuTn3mcVW90yHY13EQdwR6GtKyNHPeFM0Nv2l1K1HDDf3MY8EmZf3Gj/7Z6zjB1W9P/32/wA6zazkbEH5U7vAw3wPIirFnl5M8tFjb5igrAA4H76EyO3PYeRFa4flG1mYf71cw3Z8bq1hmJ+LIT+NGg7eX2H4bXR1IQkFNMtgQfuVxXqc/wD6L5/6Oxsg+/0/2Y2102e8lEVrHNPI2wWJS5PwGa0Vr+T7WUQSaiLfSYT9fUZRET6R7yH4LR7nt7r86mM6ncxRnbghPcr8kwKo5dQmkZmMh4juTjc/Glvzy6Uvr9hbca68mljtOyuhjiZZ9duR1kU29qD+qDxv8SvpUfVu119qUKWxdYrWL+qtoEEcMf6qLgD15+dZd53JyzE0F5mIwKUdLb3Te5+/8oHlpVHgsJruRgS0uPjUN7liNmJ880AMzA560hBB34fnvW6GNIzuQ7vHY/SrrhyWUYGQi89+lcrAjcDHrR3UsFwNuBdyPKrlHgg2Qh3w3GD6Cncb4PFHn8KPwMhPdlSD40vclt2XPo2ae1huRGDoDuN/DnTcruCMVKMKKNwBTRDkEpgegzS2sNyApCG5HNPNqxHMkelIYjnbjY0qJcAjh4vQ5FCS8Dt+RncEdKdGQrrkjYj99G4CRl4x55wf9aNFbopV0QcXENqah4IuXkbHLwyFo2yQx/fWkjaPtRbR28hC6rEoSCQnHtCjlEx+0Pqn9k9MZt++LtwRuuGOeXjUi1nuEOVCg9cirYsu0+Z43T5T6oE5ltZWSRMlSQytzBHTyNSLa+UMCvuN61oJbVO1MOVUfndRjY/8WB0/9Qf+4efPLS2rW7kMsgI6cPKpe1Hp0FqtLFe1HlPo/wA7mz03XIbqz/Nurx9/ZMeIANh4m+2jfVb8D1Bqs1zsvc6dH7baze2aWx4UuQMBT0Vx9RvwPQmqO2kIbHeEeoIrS6Jrdzp7ERTrwOOCRHXiR16qynYjyNaLjlVSOLLFPDLdi+Xb/TMx3zo30lOP0sUWPUJozxDCDyNa+57M6Vr/AL2kzQ2F0d2tpWJgc/oOfoejZH6QrP6j2dutGuO4v7Oa3l54ZcZHiOjDzG1Y8ula6mrBrYS46Px3Juh9rr3SrpLm1uZ0kXk3Fj1HmPI7Gra403s72v4poTBoOqOc7AiynbzAyYWPiMp5LzrIBu62SMkeIWrHT9UW1xI9sHBOOJ2YD4Y6/wCdcvJpNst8OGdGGe1UuhA1ns/qHZu99l1OwkhcjjUSfRlX7SMDhlPipIqRo+uW9kTGdOm99eFzBdOpYdB+r4jPxFbzSu01/qOm+wPp9lqGmK2ZIJoSyI3iGB4kb9JSDXXP5MItc4rnsxetBNHu9lduAVPhHMQA3hhgp8zU8eZ9Mqr39v8AX8e8UlXMDL2smlX7zrqmoHT4iSyf/p7yOMn6CsC2cADdjnz55qoNHTWbu4i0yMtDCM94zYHDn6RJAxnwNTdT7F65p90LOa31A3OdrdonDHpkL19RVzYdgo9NAuu1FyQBuNPhcGUn/qOMiMeQy3kK6OLDKfMeUYs+sx4/1dfqVOh9gdQ1Zn7hkitEP9PePjuUX1G5J6KNz4da0d1q0PZyxbStD72OE7TTSEd5csOrnkB4KNh5nemazr0s8CWunS28dnbDENtbNhIh14QTknxJyT1NZK+ubu5Y98S58H/jWyKjiXHU51ZNTK8nEfH3G3vaC5aU97LnGdkwPmRVU1487nESZPU7mntbMWwRjyxWj0HszElsNV1JM2gJ7qHi4TcsOmeiDq3wG/LNJzmzt6PSKb2xQPR7SO1tRquqIrIf+GgIx35H1j/0wfvHYdah6t2lub+dppm45Cc55Z/78KPrU9xqlw0ryIRgAKgwqgbBQByAGwFUkkBBICknxNQlKXRdDo5ssIR9LH0/n8+g2TVJmzxKu/Ty/fQDMGfOxJ8yaIlm0rYAOfStL2d/J/qGrx+2P3Vlp6nD310SkIPgvMu36Kgn0rJl1Kxq5sxRg5vgora1N0yxopZmIUKASWPgPE1vNM7G6P2bVbvtSS1yBxJpKMQ3kZ2G6D9Ae8evDR21PTOyMJh7PRu15jD6rMoEx8e6XcRDzBLn7Q5Vi76+luHbjc+JJPOufLJl1PC9mP1f2/n4FyjDH15Zoe0Xa6TV5FHGixoO7ihjXgSJByVFGyr5D471mbi4D5OQV9QKgTSOd/q+I3qMZpFzw8QHnvWvDgjjVJFM5uTuyYxG55D1Bpks6hIsPnCnYb/WNR0lcjmPu0SQ+6mVVjw9Bjqa1KKrgq+Iw3AxkcRPhjGKG0wbOc48M00lCcEY9K4IBnBB8qKJD5mBWPBx7g/eaEd+TCiyRcQjxsODw8zQ+7HpScRpiAMOtODkcq4IPDPnSEdOlR2hYaO6dNg5qXDeb+9sfEVXrGTyp6jh8ai8dklKjS6Zrdzp8ivDKwKkEFTyP8K3Fn2r0vtFG0GuRiKeXAa7SMOsp/60ewf9cYceJrydZOE896lQ3LIc8WKxz0vtb4On5Rqw6qUOhtu0H5PEgi9stJokt5DhJBIZLZz4LLjKH9GQA+dY/UdIvNLkCXVs8JbdSwOG9DyPwq80PthqGiyFrW6eLiHCy5BVx4Mp2YeRBrS2faTRdUQx3ML6VI+7NZBZLdz4tbucD9kj0qcdbOHGaP7r7fb5GmsGbqqfu+3/AOHmJRh9Uj0phQfWJzXqU3Y+01FeOwt9M1Liz/8Ax9ybeX/+mT//ACDVDqHZO0sGK3dvrVgfCe2H7zw5rTj1WLJxCavx3+RB6Ff2yX58TCifxosE+O8xn+rbrUMfCiRcI4zn6hpbDBYb2g/a/Gk9pblzqMWXpk1wboBTUUIK8zE8hQizE8vlS8Q6gV3egDbn6VISHAtjdiPhTuJscyR4k0HvW6U0sx2JJo3UPaFIzvkYp7yMOEKxXCL1x0qLiiuSCoztwL+6hSDaFW4kQYZVYeJH8aKksJ5F4yeeDt8qh7jkcUnGw+sTTU6FtsnrIn1nx5hqIJ4gxDSj1zg1WcWeYFLwZG1SWR9iPpouGhU5BHvAZwy70wiVRtFGVPLBqtWSVQRxNj1okd9MilRK3xqSyIj6bJhEqDjaFU/S510c/duCZCckclz1oaaiWBPdpxeGTvR4dQjdlVkaIkjJxkVNSXZkXF+BssryMxVmOCeQx1rlmmx72FHjii3DsS5WZZd/qv59RUccEicRWQEeBBqVkUuCfZ35gbKScTDwXcfEVo5Ra9qI+MOF1jHLYC8/gJP/AJevPHKkbHBkZT4MaPAyW8gI7zOeYXIqcZ11NWDPtuElcWdcd7C7I8TIVOCrNgg+BHSlh1GWEYIXA8TmtMsdt2phxc3EceoKAFupdlm8Fl8D0D/e8Rnb7SpdPuXtriPuZkOGVtiP+/HrTaa5TI6jSqK3LmL7/f3lha63wqDEsYcHk2R8iP3Vfaf24uIrf2S7tory1/w8/wDSJnxAPL4Y9axIgIP78dKkpb3MacRDmM82K5x/lU45ZLqcvLpsc+qNwsnZ3VAO7tbvSTyJt5RJH4/QkOfk9T9I/J1oet6lEj9qYYY2IDvNbMrL58yv415+kMvDxCVTg4Ck4NWGn6vc29xGHnuVKsB9LON/CpboP9SMstPliv8Arm19f5NVedhdO026kH+0tn3KOQpjtZX4xnn0H41Osr3s/pn9HPeahfqPqOBFH8su3yIqhS7udRVQ8Wn3nEoK904VjvupxwnPljr1qJ+ap7mQItneRu31Vj4135YqLhjf9o448/SWR/RHokH5RzaWws7GO1GngFe5ILLg8wSTxD4EVT6ha9ndaB4bi90iVt9wbi3/AIOv/urEXC6hbwmKLT8IjkmYwsWONufIDyqPBqOoWquvHMqtjK7geI2/GuflhJO8T2/Dp8un0OhhxQS9tX8evz6l9f8A5MtebMumrFq8HMNYyh2A802cfdrOvod7aTmC4t7i2mzusqMjfjirvTtXvJAOK6dF2OAvWvQ9O7SX2hWqPqOp3LuVylpM/GB4Fw2cD9Hn44rG8+qjw0n819zq6fRQycxdIw2idlBBCNR1mFza84os4e4P8E8W68h4iJr2oSXczMQFUAKF2Cqo5KoHIDwrZ6p+Uie6YB4tMuSAB79nC58vq1XDtzNHDM8VppMTDhwyadDkb/qmq3rdRVbPr/o2SlihD08bpd/eYO3tL/Upu6sYJbljt3cEbOT8ACavLfsFfLhtYnttFTmfbZf6THlEuXPxAqVf9vNYuojC2sXXdNt3UbmJfurgVn5p3n4jvvzwedTvVTVcL6/YwN4k7fJoVvOyvZ//AIWzfV7peVxfLwwg+Kwg7/tsf1aqNd7c6lq0nFc3DSlRwoNgI18FA2UeQAFU0kJYMeI4HiRUR1GPdHzFENGt26bt+8Tz8VFUjptRkfOZZD8c1He4Zs+8xJ6gb04xkY4YwT8qY6HJ24P1RnFboY6KHKxoeRuXAfUYNLlQN1A/apvcFlObk4HQ86GkMPGR3u/jVnKFwFIU/wBo48hSOscap/SNjhPP1NN4SM8M+APA0WRZnSMmRWHDzxvzNMQEXCFcbH470MSpn3o/lRRCxODEduuK4RH7QHyqPLHwEaaMrHmPA4P4mhgrJyUD9qiXEaosZwzng6DzNC76TBXuuEHqBvTfvEvcLg4xgAdTtT1ACkgcXoc0Lh49g7g+DCu9mYZIKj40vgMUyFdwAB60F5SeQwPKiiB87cJ9BSMoQYYjNRaZJUDDseu9OWRgOZpONegBpONRzGajQw6XJxvvRorrB2YioQk22Fd3h/8AFVuCZJSZeLqkqwRjiBGW/hVrp/bzW9MUJaapeQKPqxzsF+WcVk+M9ynPm38KQTgdTVE9LCXElZZHK10ZH4fKnRggPt9U0wA0SMnDc/omtSKwe/QYrtzzNLk+dKBmigG4pOHrmn93XBTjpSoLGbV2Kfil4fOnQWMAoko3X9Rf3U0D4USVOIrv9Vf3UJCsFjI513DThGaUIfCih2D4fjSrxDkB8qJ3ZPX8Kb3Z8zT2isUPtvgnypC4P1K7uz4U5QV8PjT5FwDBKnIUfGixEF1ycbj99EVeLfCHxpy2uGB4SdxyNSUWJyQ1hD3jEuCMnyNKscEmwmCn9POPnT3hCuwCNuep86GyEbdyBTojYT2UnYFcjoHBzREW5tthgeAzigCAjHCVUnpzzT+7uE3Z+XIYyKkvgL9yZBeXobODt48q01jqi6lbx2WqW7TRqMRyIQJYf1T1X9E7eGOdY0XTr9FviKNBfSp7wZyT+ltVkZ13L8OaUH7jQar2ZuIR7RCiXdnnAnTIAPg4O6HyO3gTVYVu7cju0dCnUN0/yqbpHaW5sJQ6tIpAweB/pDwIOxHrkVdH8zasgnBuLC6ySJIUzGT5x52/ZPwqfsy6FstPjy84nT8P/D+/zKJNYuhHHHcWqywqcHB4Sy9QOYHwFX2lX1nPPwz2XdQqA0Re4jXBO+Dty26ciOW+KjJ2Ru5ci3ujd27t7/sr8ZA8Shw3wxypdM7C3d7dxW0VvO0xlCqqxluM88cOA1FSRneiy3TiFuba6nmZ7SGzniABUtICr+WcAH5jkabNrGvWqGKAxw8WNluC+OeOZ5eWKsD2N1GHgtLZoZwAc29yGAO/JQQCDnIwDzzU207J3EwaS80my01QoJaePgA8h72SefQ0K2VrR5LqMTGHWdW98SniLYGSAvD+rjGM1bdn9FfWHMXdTqoPvyZBhi8CzkgD8T5Vt4uz+i26G4Kw3M0fLuCqxjI5btk7elZ3XJ9Vlyw9tgjRiIxFGsaIMDkqnIG4/wAzS4Xc0Q00Ic5n+y+/T5WHurW37JKRCxe+OALlyGUHwjGdj+kd/DFZq/u5ZGbvLlFkLbq2zZzVdc2EyTOlwjxyqcsJVZSvXf5g/Glj0yWGPvpoJY13y5k+l8D+/FVy9rqPJqnJbY8JdiQWYBg08XEgy3FgfLfeu9rRY5VM6fV+iQetR7uK3tZWLXEcrMu0UCs6qfAsQMnxxnlToNNmktpGW1bdVbJgIGM88naqvSizO5sDLfwsSrM0mOWU2NR2uhzjj4W5BlNP9lX3xyEQyxDAY+dDRoVkdQ8Pujcs3FnzGOfwoUIoLbEaeYg9/Gf1hnH4Vxcke7C/CeZLUnt6rE5JijC8g30mPgAM/jios+qKHAt+Igj3mdQN/IA8vU1JSjEWxsksjFWGCoHMChNbRyAmR2+dR31OXuykSKgIwWb3m+Hh/wB71HF5Oo/rCfXeh5IjWNkoQQgMBxEjrn/KnLGqjdZGJ5Dx+dQkvJY2yOA+qiiJfHi4nVS2c8QGTSU4jcJElUUtkQgHxOKkseBEOEX3evXc1Be4Z1zkEHwBGK6XHAhkAb3djx8tz41JSroR22Oa44XI75G/Z2pwlJznuiPHlQBJABu7Z8Bg0yRlkI3DH9bOKW4e0mT3EPBFgbhR9H1PjQfaQ4GFb4nAFDkhVVTJ4fd6+pobBPt59DScmNRQc3ajZcbdRk5oMlzI3IhcfZpuA23E1J3TAZDAioNyZJJI4Sv1Yn1pO8I6AUqq58KIEb7IpJNjtDONj0z6V3EeoNc7KGxsfjQ8g9BQ3QJWPBXP0vWuLL0I9aYADypeHI50rY6COxaNADkZb+FDJxzzSlMRrjxP8KZhvOkwQUAnpmnR5973ce6aapIH0ifhRYmHvZP1T0qaIgt8cvwrgjdTiiNwnyphVSOTE+uKKBMTux1akwvjXEY5IB6muHF4qPhSGOUAnGRtS48qZw+OTSgqgIyoppiFw3lRJM4A68K9fKg94MbEn40V5lyuQc8C+fSmmgaYz3/L50q8ed8fCuWYbgr8a7vlUHl8qVryHI71JpfdxkvQDcE8lGKUXBxgj5Ub0G1hVMYz9LFcO4brigmRWH0ST5mlUxkcgD+tRuQbQ4iGMgL8WzSxyCNgTITuNtqjmSPh+iSR57UqOvEuwzkdKe5dg2sMbyRHbhBzxE5Jo0d5EXBeF+7HMK2T+I8aiSMOJ/ocz8aasgXljPkKNz8htXgmmWERqySP3xJ4k4MADpg5360e0cvIFa8jC/8AUymNvHBFVvtL44cLjOfo0/21yMFISP1KamLYWveW86s0s0fEBuCgJOOWCP4+FMKWvCzLPAeeOYPPzqrW4yCHiR/PJBpGZD9Rh8c0/UI7C7WwmfuxFbJPxgFQjAswPLYHx29aMDdWsojaBYWUj+sDZyPlVCGgCE4l4gRjYY+dSI9YmgGIZ7kLgBkd+JTz+qdsb/jR6hJRrob7Q9dEs3czLpUiuAuJHePAG/PB8zv516D2Z7QpYXEF1oN3NDfQSqrQ9/HKJCc4ZQG3XHXh25ECvn177viWCRxMc57tMZyc0lvNwzoRz4huR50vUfY1Y9ROHc+kru7vxJx69bi7SYv3ktheMJAcEsWjYjPP/LaqO71bTNPntRb6rqojBPex3CSRsqrjZSnECd842wBXilrrV5acDQyAFG4lJUEg4xz59eVWun9s54IJo76bU52ZOGPhuRwJg5AKOrAgZPIjnUHOT6slPUyn+pnpmua32KZ2XVjcmRAe7iAlZlU/WbBXhYnOxzz3qhs77Re0Goqmm2N874YFEEpLgEYyfe35dcdT4VkLTtLG0YN08xk4uXcRSoi75I4zkHfYDAFRLm7S7hmSa6uCxIKRsWIXyxkDl5HlQr7MzN+Tba1cQaOrxQaTPI5bKK2VXi3OQ7+8yjwCYPj1rEy6/qcssRuwGMSd3Gy+4VXfbI59edQmsYIu7KXBaVx7wEbAp5E43+FEuL4Wlp7Ja3zThjluBMIMjcDiGc56+VNOupFq+hJOrXRAit7f2cu2zAe8c/pHptRLzWruez7kXrKsYCOTLxM2/p4bbVSvfzSBF4YgEGBwxgE+p5mmrMXErOFJOOnnT3WLbQaR1Kle/jxgbKuM48T40xhbLGeASO55FiAB8Mb0MhOI8DgjO3TPwNIYuLct05k0hrgYxdueDgY2AG1N97kDRMcA2y37qarNknC5PlyqNErB5Pyrt6fz586TgpUOxux9a7pShK7B9aVBYisy/RJHoae7Hhjzv7p5+ppuB4U5x7kf6v8AE01YcDDgcxXbdD+FJuPOnAUhjmcgJjlw/wATSBlP0h8RSuNk/V/iaZnG2M0+RBPdX6J+dIXboTj4U0Dw2rhxeNOxUKZHIxlqaWJ5k0ufEUuARS6jXAwYpeEUpUdKTB86VDs4Kf8AxXA4POlHrS7UIQ4t/RpueZ6elN4vDBpzYEa8+Z/hTCAalyIXvT0FLEGPHufomie1p/g7X7rfzVb6B2ktdI9u77QNJv8A2m1e3X2hHPcs2MSL730hjaiPL5Ym6XCKAZB5mn94/wBr51Ia8jJOLK0+6381N9qT/B2vyb+al07kuoHic7lq4OwH0vwowu0/wVqf2W/mpfak/wAHa/db+ahfEQAuT9Y03nUkXSf4O1+6381L7Wn+Ctfut/NQBGxT5QQV6e4v7qOt2g52Vr91v5qtu0XaW11ue3lh7P6TpwhtooClsjhXKjBc+99I9akoqupFyd9DPbnqaTFS/ak/wVp91v5q4XaDP+5Wh/Zb+ao0TsicJrgvjUz2tP8ABWn3W/mrva0/wVp91v5qNqFuImKQCphu4/8ABWn3W/mpBdp/grX7rfzUbQsjDHnToweIAeIqSLqP/A2n3W/mqbo+sQadqVtdyaRpt2kMqyGCVHKSAHPCfe5GpRiJy4Kpyyu+/U/vpvEMbqPhVxrGsW+pandXkWj6daJPK0iwRK4SMEk8I97kKhe0p/gbP7rfzU3GujFF2uURNj0pRgHcA1K9qj/wVp91v5qQ3cfL2G0+6381Kh2R8rzGQaTLeJFSPa0/wVp8m/mp4vEA/wCBtPk381AEMhjzya4CpntqD/kbT7rfzU5byNudhafBW/mo2oLIaoTy3osEb98mx+kP31JW7tv8DaA+PC/81X/ZnXbXSNVs9Qm0fS9Qjt5Q720yMVcDoRxbipRgmQlNpdDLo8sJJViKd3gOS6Z5fR2HOtDcazps08skek6Wquxbuwj4XJJwPf2xTzBE5cxaZpUjJ9KJeMsu+OXHSca7jjK10KBlsnTiEsisQTwlM4OdhnPLHXHwo8t0sUKRW94s2AeIPCD72491iM4x41LlUuC66LZxrnH0JMfi1dY2NxqE4gtdIsWkOR7wZQMc8kvtijaw3EaXXZu6hiS2gtzFnMsS4d8+J/0qKXEwLDhdjucnBz6VZ3HcWSKJLXTroMckQq5AIOMcXF+7IqLNqlu5Ai0XToFHTEjEnrkl/LlT5QEM25LHKsMdCK7uP6KQ7dOW/Wpcd/Eox+bLRfMLIR/86vdP7Rw22gajYydnNKuGve74LtopOODgbJ4DxdcgGpximQlJrojIYRdiCfWmhschVxLJ3YR5tOsQj5K5Vt99/rVHM8Z3XT7LHkr/AM1QcPBNSIIcYPujJ8elcQOo+VSWu4x/yFmPRX/mpBeoOVhZ/df+al8RkbhBGxNdwHGxzUoXsfWxss/qv/NSi+j/AMDafdb+aikFsh7+FIM1N9tjP/I2n3W/mpPbIzt7Fafdb+ail5CyKAw6Gnup4EJGPd/iakC9RTvY2fyf+arXWO0tpqVlptvF2f0mzeyt+5eWFHDXJ4ieN/e+lvipJLyJyfgzpFKAehqULtB/yNof2W/mp8d6gOfYbQ/sv/NUEkSsjSIeFMj6v8TQ8GtFrvaW01aDTo4dA0mxaztVt3aBHBuCCT3j+99I5qn9qT/BWnyb+apSir4ZGMm1yiIQR0rsnrUz2xf8DaH4N/NTTeJ/gbT7rfzVGiSZGyCOVJipPtcf+Ctfk381L7Wg/wCStPk381FARa4HxzUn2tOtla/Jv5q43kZH/BWo/Zb+aigsj8QNLjPSje1J/grX5N/NTlu4x/ydr8m/moQAWT+iXbqf4UPhA6YrQah2ktLvQtO01NA0m3ls2lZ7uNHEtxxkEBzxfVxtVN7Uv+Ftvk381OSQotkUClFdSiqqLLEFdTqSmIQVwp2K7FFBYmaWuxSgU0ISuFLXUUBwrqWkpiO2rq6lBFACV2aXHrXcNMBKXBxzpQoxSlQPCigsbwkc67OKcDjlv6UoHF9UU6FYwNnmBTw2BvTgq4wdq4Q5BI5eNNJitDOP0NO4tuVOMDLjb6W4PjSYKbbZ8DRyAucrnhNHNhOIklMbhXGVyCOIeIPI/Co4I58jR4JJkQ8FzIgByFAJBpiJIsIwyhXDxsOLiVSGA67Hw9elNXTnc4jZnwCSFUgj1qRbzTJI4mspf6ZMokTtEA2MBwBz2z86tbPUNN7vutT0xposBVubZuCTIxtjYEAbcs5OTnbD4EZ57IxgHhkBO+CmKsNK0vUbsNPpdhfTzRAnigHGV5ZOAMjmK2D6T2f7Qagjjtd7PctwxC31eBxw+7sueQA23z48+dWd12WXs/bpNqnZiCfTpccer6LeSMqKWA3HGy+O2xJPPaobkT2sxGmXcwuDG17FYI68E4MjjiI6t9Lhbzxt4YqcdR0Dhm4rjVpbt+FAqlDE2DzJBUnkCNhyzvXoMeldltTm4+zZa4AYuIL/AIZlbYMwAKEhvVuh2ql1HSrJ7R7FI47u+aYGWGys1skt8DOHndBtjOR4gHekpphsaMNq76JaT2raYl3OVQNP7agAZ+oCgnYeZquWRZ1YIgwp54GTvtsf3VpB2ZM1neX/AHUz2dq/v8BLAHfCkgcWf0sBfAmoaaMv5tups2du3AJ4kP8ASSSIWIwrZwMdR9LbO1WJrsRp9yplDWSkzRsruuY1ZeE8+eMcudRXuC0BR3cAndMnB/gKkm1h4eHvmkYHAPFlR47065XT0tQyPcSTlt1OFRRjlnm2D12p8iRWg8WdjsNyWpplI5KgGMcudOLB1VXAXh2yOvrXLAsmSGx5nlUa8EhgkBGDScOdh+6iNBwnAZCfJqTuGI5iin3C0C4DSYx0zReFhzYbeFN33wrEeJFRoaYPelHF50/AxuPlSiPPLeigsHuen4V3D8PWicAGc13Go65ooLB4Ndjzp3GN9q4HwxQA33vWkz5UQKc7gVxXHhSoLGDB613D512cdflSZ8jQM6lrs11ACV23jXUmKQxa6kxXCgDiaTNcaTaojRwBpcV29dQAoFdikzXZpiFrq4GuoA6lFJmu59aAFxXYpMV2KYC4rgfKuGa6gBQR4UuPCk2x0rgVxvTEdwmlCt0pcjGQKYWbxxQA7BHM1wZgOVcrNuelPVh9YqR8c00IRXJ+lsPKncIOQHXPrTkEcrYTh6/Spe4lCLIITwMcBuE4b0poQPuWxnfFcAVGMHFOET5BJCZ5bc6kxMoZFlh4wAd4xwsR4/D0oSCwJlMhzgcgMYwK5HOcBQwPQKdqe0pRQOBgDuCyk8XpTZb5WiCLbhWB+lkj8KdryJJjyQMhE3J2xz9KstQ0eG2WJodSguQ8SysAkiMpPThZR8wSD0NV6ajZd0qyWc6sCOIxTgBhjfYqcHrzx5VZ2+pnRLr2rTtbv4neMxgcI4wm3usCQMdRsRsMeS3+CSh5K2K6lhkRoDMJEPuMGIIPl1qZDqOqRXMVwwR+Fg4S4QMr+ueY+NTrLtrwxtBdxxXTmVWFzdqzHh6q2ASVI2xzHQiha9rUd1dyzWek6Tbxy5wtrh4xuN1BAK8hz33OedR3dg28WH1vtTd60yzSR2sc5w7SwCQnI8SzEZ67ePOrfR/yo9ptNK2rT2joEb/ioQgOepYAZJwBuNxVX2d7WQWUMUH5i0384iUmLUXmaPYjBSQNlGTG2CAKPq0uo6kUlOgWHFJkvDDIruByzwglozsck9MfGL54onHjmyTrH5QtUkuY57LU9IhmgUspsrTugnThUsu58ANqqrnt12p1G3ki/ON64mAjlkUnvJl5BWI5jltuemcbU++7IX8URurjSorBV/sPaR3k3LZEJLHbfPL91U93pUlsneOssHFwlYjuRnlvsd+fKhJCbZcf7TX62dvp721zOsLcTQXKAxh85yEAXr0YnqKbrN7rWrxQe3xW6wcX9DCjpEOW+ED+6OfIAVnpmgWExvDdJcqRlmk2PjlSMg586iFmc9T03NHQZcSW6Wt7cWL30dgq5Evs8pmRyPq+4eFvnjzqK7QiVo47i5kg295olDZHXGTjfPWq7lThKVGAoPmRmhMKLATRu5Zsxx5x7yZP4YyaZNdxFh3UCKi7HOTxeflURryRo+7HAq8XF7qKDn1xn4VyXA6qM/LNSUyOwle0xPsIsKN8ZokkqysXKBSegIA/fUPvi+Sp4T6Cm8Uu+HO4wd+YqW8WwltJCmUduBs4wRy9aE08ZBCtyPM9aisWySdz1JpN/EVH1GNQRK416EYri4PI5qIc9DShmH1jS3j2Eji8QfnmkZxncH4ihB/E0QOjbE49DT3WKqEwDvkfOlI33anALwn6J9aZjA2UUAjsqM7kmkLL0zmkz5YpD6UrGO4s9fnXZ86biux8KVhQucdK7i8qT4ikyPGiwHZpM12R0rseFIZ2Sa7NJiloAQgGk4fCl512/Q0hicRpcmkDVwNAHUu9Jk1woAXBpcUgNdk0xC70oNMLY8Kbkmix0F4gK7vB0oW/WlB8qNwbR/GT0pwyw+j+NC48UnjvS3BQUbZ5/Kl41XmSTQd/GuFPcG0IZveyFGPA9aQy5OVUL5Dem7UnERypbgpBDIWG4Wu4geYWh8VdseposKDcSDkWHxokd60SlUIxzwcnf51F8q7FPcG0lJqM4V0Lkhxw8zkDNAZ2ZuIsxPiedDpc4pW31GlXQJ7RNlD3shMeOD3j7vp4VwlbJPE2Tz3503iBGSMUuFPIihCCxvHhg5O4290c644YAlyceJoBXwNdg9adhRKW4ePIRkPnwg/vFT7LtFe2kpcmGRGVEdGhT3lUnAzjKnc7jB86peXI0vF5UrsEqNvc9p9A1qCBdQ0a0t7kNwSXFtEUymdiQhALdM4+FdLdaRpcsqdm+0GpwRzLws80fs8fPIUujEtjzWsSGpQd996ANVddpgLc6dfW1lqIib3LuGUq2Nx7rBRsR9oE05O3b6Wjx6DYJpgaNozKsnHOwYYz3nCCDgkbY5+VZePgd8PIyDx4eLFLN3Ydkjl7xVOA3Dw8Q8cGgCaL5JYeCWRmX6TKwBw2eh5nlQ2SBuMkBWBACYx/351ALMOppUkZc78/GpbvItof2Z5CeBc+S70Jkxtv8qIt9cJGsYdgqkleFiME4yfwHypsMkauC6M++68WMj1o4CmDCVzJiiNcER8Hdpnq++f8qYG4vs0uB8gxtTg/jg+tKV23U0mw6UugdRyyZGMKPU0hIPQfCmgjPI0uR02p2FC8A3wTtSFCOgNJk+JrhtvSDk70wKTenBgeddw0DGU5WK+OK7FcBSAcHG/vH5U7jQ5yfwoWMV1PcxUguRjakyRQ9xTg23M09wUKD60vunn+6kB9D6U08J8R60WFDsKOVdv0NJvjnSbikFDuIjnScQNJxc6XG3Q0BR2RS8Q603OOld7p64oCj//Z", 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Subfork / coastal rhythm studies / 07
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Tidal Resonance.

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Three coasts. One day. Different rhythms.

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\n NOAA tide predictionsSix-minute samples /\n UTC
Heights relative to each station's MLLW datum\n
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\n Coast\n Units\n Palette\n \n 12:00\n
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\n \n \n One day's tide predictions at three stations\n \n \n Ribbons trace predicted water height. A shared UTC cursor selects\n an exact six-minute sample, also listed in the station cards\n below. Dashed lines indicate local zero datum.\n \n \n \n
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\n Shared height scale; separate local zero references. Ribbons are\n six-minute predictions joined by straight segments, not observed\n waves. Negative values mean below local Mean Lower Low Water (MLLW),\n not negative water depth.\n
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\n

\n \n \n
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