您看一下D2的作用是限制电池的方向,如果没有D2,电池电压会通过D1流到后面电路,R2,R3也失去了作用 ...
我当然知道它的作用,但是带来的副作用也很要命,另外,12.6V的充电器毕竟不是电源适配器,除非功率够大,否则在充电的同时直接给负载供电很不稳定。 jkwnejot 发表于 2025-8-6 09:28
请教梁工,如果我想控制oled的RESET,图中这个电路是否可以,我想R41的100Ω电阻很有必要,限制电容的放 ...
OLED的接口与MCU都是直接接的,不需要用三极管,RESET可以跟SCL、SDA一样上拉4.7K,IO设置为开漏输出。 DebugLab 发表于 2025-8-5 15:06
Q1的VGS始终小于开启电压,Q1起不到作用
电位器的开关不能承受大电流,给100uF大电容充电,电容两端电压不 ...
Q1的电路很常用,没有问题,用于接入充电时,断开电池供电,直接由充电器供电。
当拔除充电器,则Q1会完全导通,并且不耗电,电池给电路供电。 晓飛飛 发表于 2025-8-6 17:28
我当然知道它的作用,但是带来的副作用也很要命,另外,12.6V的充电器毕竟不是电源适配器,除非功率够大 ...
会稳定的,电池相当于一个大功率稳压管。大量的产品都是这样处理的。
恒流模式时,输入电源会优先供给电路电流,剩余电流给电池充电。比如充电器是1A,电路电流在0.1~0.5A波动,假设某一时刻电路电流为0.1A,则电池充电电流=1-0.1=0.9A,假设某一时刻电路电流为0.5A,则电池充电电流=1-0.5=0.5A。二极管因为电流变化,压降会有些小变化,一般在0.2V之内。
恒压模式时,则更没有问题了。
梁工 发表于 2025-8-6 23:30
会稳定的,电池相当于一个大功率稳压管。大量的产品都是这样处理的。
恒流模式时,输入电源会优先供给电路 ...
他这个用MOS和肖特基二极管做了个简易的路径管理,充电的时候,电路通过两个肖特基二极管分成两个分支,而两个分支之间的PMOS处于关断隔离,所以电池不会直接稳定负载,而是通过二极管间接钳位,充电器在恒流状态下,负载电流发生变化必然会导致电压波动。 梁工 发表于 2025-8-6 23:16
OLED的接口与MCU都是直接接的,不需要用三极管,RESET可以跟SCL、SDA一样上拉4.7K,IO设置为开漏输出。 ...
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60DbDCtetDdTaBPTKZVGA/DBnpIBnZrOuLw8oR1peDyL/CZOBMJdS/0rYMrr3qCJWBfjyZ7JPaWv0q/7AHVukPWRnf+Wgm0L8Qb4wuI5FM9ha9ZGsqlbIDDJanr6jQKQaFQaqqKnY0GIkbbPWNBgaOHD5kuX83YIfJcIODvtHgeJQDHbJWRqTPUBlw2PxgGx/YBLZBGbQyksmkPbamRh+kY2DAsRUVo/hX1yNy7qH3y4/8yhH7Hvty+eR/zJL3HNoi8sJzcvu1P5d/+75bCkOkVs697QL5zgmN/nOEkVFnZNj8gfKT5HsHFy4FOfMb57zifrllq/us+Q3noxiwh9j1qfvl1Yc/Io+bY/bdt1+ef95sW/BWSX7/KLd/ByL/CulQnV3dAKW3CdpruAwcikBMKcIOLs7HkfzGmPT0dNvBBf2XVkYq1W8HF5RDCwYoVwZdIWBTFwChHH5jTFwAFCojbDwAkX+FyIA+YY+QwDbyL/14ABnhdu3u3i6NjU0B5UAANGAnS7RBeuRf2iAKuoj6r9FOiBPG8EUHQAMD/fbspbFxiloxqBBSTY32bSMuKkSlnHLjEykWsrSBGBTrnDVhG6+GvAw0Gl3Dw+CChIEBSQP0idmsMBlpq1c0fm2njA4ENnGdoa7R9PZ229+vq6tXy8DgAv8e064vrJUPveFO+dZYC4xWtcinfnmefP71hZZVf1jOqlwlK2z+ILkzs1CGPoFuO5DnH5aPvvlu+fZTfmMhxvgN+AXsAt/K2/UF+dYbvi0f8qu+4y7qDz7wSfnmv/qPOxDJCBlsnW+4ASrMN3Cyoe/Y0SG79oq2FuIblUYG9KmTsW1bp9TXN9pZIK2M/v5e24dq9Qn/GhhIehm6MsCmOCGurq5Vy4B/wbY1NbXmk04G/AtyQgZb+AYIOTEvqt8YB8iAb4168jUuOT/DWDOkzccDdt26tVOmTm0JkIFy9Jp+eMcTv+LBGA991NbW+y1xcZMUzr8KxxsJU9BYARCmxpqaplpDa0Bh4Kz6ACiSkfWNJj6ocjRg64MoKNYFQNoIFXVAOVyj0QdACGDynXJ8XAfiBqiQwDZ8kBswMtAJ6QOgnp7t9vfr6xvUMjAwQJ/j2jWdlA23t8viK5+Q1Q8nBx/Cajl0H3nPOcfIpz50lLyscTS7PiRnJtpluc3PkLtyZ8s8m3fANzG4VObS8uef3VPwN04+/1i57EOzZMYoTckNLghehgZAIskV35X6Bf7m54NmyfqOk0Zd+8udbLgzdH2bd76Bcmh9A7PPMGdIABRdHg2RAd/A8SEBUFfXFmloaLIBkLYcfX09PsjX6RP+1d+Pyxz6E4VogAoJotBvoD/HjJg+eAkfU+AbQDseAIyPaCPa8QDk/UsfAGGMxtgYEgB1dm6W5ua9vJ/HB/6VTPaYfrjQyV9xwL+gD1xx0oL+K+9fI2EAxADIloEBUJ6iA6BRgF/Z4MXYQ2vXvIxosI3PaAFQHBgADYcBUB4GQMNhAJQH/rU7BEC61kMIIYQQshvDAIgQQgghZQcDIEIIIYSUHQyACCGEEFJ2MAAihBBCSNnBAIgQQgghZQcDIEIIIYSUHXwPEN8DZMvA9wDlCX0PUHLzZtn2TIdU4D1Ayndx9D3/vKRMW2vc/wAjQ6fPLN69M22aTNlvP1sfDXwP0HD4HqA8fA/QcPgeoDzwL74IsQAMgPIwABrOnhAA/eNXv5J75s6V7IDrUCcD/3rbbXLg/Pn+UzwYAA2HAVAeBkDDYQCUB/7FFyESUmY8d889kyr4Ac+23+VzhBBCIhgAEVJCXnLccZJQnjXtLF76jqHLrBJCCAG8BMZLYLYMvASWJ+QSGMD9O9ueeUYqKiusnLis/cxn5Ln2dpvf57Wvldd/+9s2Hxd72WnaNJl60EGqcgBeAhsOL4Hl4SWw4fASWB74125xD5D5QowAaMA2msbGKerOEA6PFOKs0YAd4qyZTMr+RceuAQbGwIBGq3VWOJoLXhImaQOgrG38sIfW4XG8k6EPgHA86gMZ+s4wZWSEDXK9vd12UHCDg04GOnXoQesbAB0q7KHpQH519tnSsWyZzbfObZPj7r3P5uPi/AvBiz7wiHwjRAZ8HGUJsSs6MRAqI6StAfgGyqBta2Dr1k4TADUG9V/9/b0+8NAHQBhcQoIXyEin+009cCKqkwHfgo86GTrceJAJkuH8K2eCF71N4BuwR0gAVAr/gl1RD21fDrsiSG9unhYkAz5aV9fot8QnCrARpGsZz78SyWRv0QEQnARBUH29/swDlcrl0KHqncTJyBkZeieBYoyIYBlo+CFOgrqgA5poGRigYFNtZ4gyGEm+DPrOMNQmyWTS1EHsGZC2LmgwTp+6cqAOCI6hT41Nfnve+fLMih/Z/L5tc2SO8h6eyDdQBq0uSiEjm3X+FSbD+VciUWmS2xYXBGLOrrp2Apxv6Owa0dPTbTr12qCBErOl6EP1dkVdUkFlgG84GfqgAX4B22LQ14LjowBbS2lkYDwQ4xv6/gv+5dqJ3r8wTqMeIW2+u3u7NDY2Bfk5fDTMN9yVmjAfdZMMo8lIGKMVHQCVYgYI0+FwFP3lK+ckqJj+8lV0CQxTnjrlolN3nSEugelnbyKH1za8TCY/A6QNHOAgrhOqVNvV6RMBkF4GGi5s4i6V6BovBhd0HpgBwtm+htCpbNQBM0DQp8Ymv1p4tjw9ZAbobffpZoBgU7Q36FNv1/wMkN6uzjecDJ1N3Bl62AyQu4yGGVsEUXrfcO0E5fAbY4IZoPp6NwOklWFOXO3sjdYmsEd/f9JeGtDqAv4FPw872cAZesroAuXwG2MSjSk4y9fKgG8AtHmtDIyPrt/Q9eWu33AzQJp+A0DGwECf1YXWNzC2bd26RaZObQkoh7vEqr18hXpgjId/jXb5ajwgA36BvmPUp8DcWX+xCZ6RKLA9TsLxehkwamnKgRRSjqgepSiHPuXLUXh/calU9XBn14X3FZNKV5fwchTaXmyK6qGTY/6xjdMRUpawcuRT6PFIsIleDp7XKLQ9XiqdLsLqEh0bJiPMx5FCdYEUKsP15SH6dGUoTd8zkf2X++1QGdHYGCrDSCmwL04KkRHZoRQyxkruFwghhBBCyggGQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIRMMjr//GefE9na0eFzhBBCSgkDIEImGb3//KfPifR3dfkcIYSQUsIAiJBJRu2MGZLz+crp032OEEJIKWEARMgko/olL5HnzV+kitZWu40QQkhpSaTT6ehkc1ywVH8ymZTGxil2pVUN2WxaMpmMXa5fR84ej6Xyq6pq/La4OBn4W1lZ7TbFJutlmLN0pQzUIZNJW11WVFT5rfHAcv9IFRWVNmnA8bkcZFTZFXI1wK7ZLPRZqZYBXTibQBdDV0Qvnt7ebvP7Camrq1eXA34OXbpyaMhJOp0yMnR2bT/nHFm/bJnNH9DWJqfde6/NxwU2hY86m+h9A7aFLrQyYFf4upOh9Y2U/RviG7AJfAP60MsY8HbVy9i6tVMaGhpNH4h+Qyejv79PamrqbH105GRgoN/IQD+sk5HLwc/7fV+ukwH/gn9UV6Mv18nA8ZATIgO+AZ3oxxTI6Lf+rR9TcqbvGbA+ru3LnYx+Ww9tW0Nb7erqlObmlqBywEdraxv857jkrH9BH/BzHZCRNXaBfxWONxKmkDECoJRtNPX1DbYT0OA6VAQv2qAhZ4/H36oq/QDlZKBD1RnYlSNjOyCtk8A4KAcarb4cTgacXW8T6CJrj9c2GugCOoEutJ0yZMA2GGi1Mvr6+syxYhqefnDIBy9638gHtvFl3H3u+bJhxQqb379tjpyyqt3m4+Ls6oJjvV3hX1GAPXG+EZ2whMlI22Ohi4mU0d293fon+i+tDAxyIQM+7AE/Rz+sLUPk5y6w1cmI/CtMhhtTEHgoRVj/Qn30Y0oUYCMA0vUbwPU9+rZmqmDqkrJl0LZ56GH79m3S1NRky6LB+dfAqIHHeKAeGJPgX87PdTgZmVHjjYRxnKIDIAQ//f1hM0AwDgoUEtUhokPF9Mp1DRd/tcqNjIMOSBvMoeFCFxUVCIBCZWDGQuesqIfrQPSzSE6fYWf50VlYiIyenm6rz5AZoIGBpNVDSJDuzuR0s0h3Llw4OAN04Nw2ee9999t8XJxvuAEqxK7RABUmAyc9E+sb6JAxyLqZTt1ICd9AGVxb08nYunWLOYlsMn2PPvhIJntMEKX3cfioO0PHiYJOBmyKQCxkJgq+gYS+XCsDvgEfDZnNQnsFIbNyGB8xLmr7Dfg3ZDj/0p/cY4zGuKZtr+jHu7q2yNSp07yfxwcy4F91dY1+S1zcJAXsAj/XgXEe43Rq1HijAk4XJ4FC24tNcK5C24tP0ZlXoX27NpWqLvm/E50muhzWu8zfkHKUQsbEpzyF9xebJoOPhpchkoEyhJWjFGUJTaXTRynSxLcTgJOWQvvipVLUZSL1UZrfBoW2x0nhMlxQXXhfMQm6KIWMsduKLvQnhBBCCNmNYQBECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAETIJ+b9Xifz+Nf4DIYSQksMAiJBJxm37PCYrzhC59VSRm1/+hN9KCCGklDAAImSS8ZeGbT4n8tepPT5HCCGklDAAImSSsdfLX+5zIlP2P8DnCCGElBIGQIRMMur33tvnkN/L5wghhJSSRDqdyvn8uGCp/v7+fmlsbLLL/mvIZNKSzWakurrWb4lHzpQ2m03b5farqmr81njkjJBMJoOckVHtNsYEvw8ZWFG2srLKb40HlvuHLrBqbWVlpd8aDxwPOSEyUA/Up6KiMsiu0GuIDOOL9i/0Cb1q6O3ttrqoq6tXy0ilBmwdtHaFj6bTkFGpssk57efIsvXLbb7tgDa597R7bD4u8AvYBWVAWTRMHt9Im39zQb4Bm+CcD/rQ+0a/r4dextatXdLQ0Gj6Hn1d+vuTUlNTY47X6RM+mkolbT+sLQNsirZSXY1y6GSg/4J/oC/XynBjCsaDarUM9D3QiZPhN8YEuoA9YFcNkT7h49q+HDIwTsMm2rYGXcJHm5tb1DJcOZJSW1vvt8QH/Q70UVNT57fEA2VAgm1ragrHG4n+/r6iA6BUKmUqNWAab0OAw2dNoTLW4VE4DU5G1jqKFjQ8/HyIo0EGltoPk4HgJRHgaAiiMEBh6X+9DJQFx4fZ1Q2UehkuKK2o0Nu1r6/PHJ+wjUbbkaFDhS5gV62PRjI0dj337vNlxYYVNt+2/xxZdUq7zccF9kAA4wZ8fUcGu4TaFXLCfcOEL0aGFmcTtLUQGSlfD50+QXf3dhugawdKgEDMnURCnzofRUCoPYkEaBrQh/YkEqDfgF0wYGuBDKQQfaIMIGRMKYV/YbBGnxEmA0GUPhhEW92+fZs0NU015VB2ogb4KPphbR8Kwn0Ukx0IsAv7aMI4TtGlczNASWlsnGKNpAGFQdJGdQCNDg6vn0VySkHHoZ9Fcg0XHVDYLFI02OoaHgaGaJDTNhp3lo9BrirIrqiPO0PXyXAzQDjL1zdeNwOUMAOMPkh3Z/mwibZjd2dysIfGrgvvXCjL1i+z+bkHzpX73nufzcfF+QZmgGBXnW9EMtyZsd43ogEqzDfCZgfRmeJYZxOdDJzV4nh30qOTsXXrFnMS2WT6L/iXTkYy2WPPrrX6RB+IurgTBV0Z0N4xJoTIwGw+ZvfcGbpOhvMv/VUFAN/AOB0SiIX3G5CRNDLgX9pALGfHaDcDpGvzsGtX1xZpbp4WIAPl6DX9cKPfEh/0GdBpyCwSxjbEC6PFGxVw3DgJFNpebAo9Hsk1lML74qRQGaU4vhT1QAqTYw4vUTnCUng5HIX3FZtCZeDY0pTBUWh/sSm8HMP/alJoGZBKJSNKhfbvqlSKcpSiDqDQ9mJTacpQinI4Cu0rNpWuLoX3FZtKU44wXSA5Cu8rNlkJBbbHSaWRUXg7ku70gRBCCCFkN4YBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAETIJKPzySd9TmTbX//qc4QQQkpJIpUayPn8uAwMDJiUlIaGJrvsv4ZMJm2X26+qqvFb4pKzS9yHyMBS/dksZIiRUeW3xgO/j3JgRdnKyomTkc1mbV1gj4qKSr81HjgecnB8mF3F1KPS1kcDZMC+FRVVahm9vT322Lq6OvNXV5d0esDrU2tX+GjK/H6l1Udc3vrpl8svpz1j84e/0CJ/+OI/bD4uzjfSth5auzrfgH/pZUTtFT4e4hvQa4iMdBo2gV0r1DJMf+l9XC9j27Yuqa9vMH1PtVoG+uHq6lr18dBlKtUfLAM6DakHfAv+ESIDvgFfD5GRTru+p7ISMty2uKDfwJyCfkyJ+h5dvwGcXQesLvRtPmt9dOrUZlsWDa4cSampqfdb4oM+A3WpqanzW+KBMiDBP6qrC8cKlZ/5zKf/0+fHJXLW0YQVgyuUG7C1QDFGTIAMBECQgcFWJwO/j3IA7UDrdJG1jVbbcFEXyAFaGe74nD9eJyObHSpDB2wCKir0Mtwgpw8oAfwcetDaFXpAXVAOjT42/GylrGn+m83P++v+cuKJH7T5+ETl0A/Wrq2hneD4MBl6feZ9I8y/YNcw/4IMZ1d9XQYGEHhggNINLgCduuu7tHVxJ4EhZYBdSyUjrL3CN+CjYeVwfh7mo3DPEN/A+Ar/DPPzUN8Q6e9H8IKTSJ0M6BI+qg3kAGRApzvTRxPmB9zoWQRouFBMU9MUtZGhFCRtVAdwPBQTEohhoASIlDU4A0eDrVYGZoDSVpeTYQYoOrPVgHpAJ6Fn6EYr3iY6Gb293bYOdXX16nLgzBj61NoVOBk4k4tv1zsXLpRfty+TjDHna141V957331+TzzgX9Ap6qHt2OEbsK07uw7xDfhXyBl61F6hT62MAVuHkMEWfSDaSYiMrVu32Fn0kP4rmeyV2lr9LCfaWSkGOcxEoRxam8C/YNvw8QAn5rV+S3zyfY/eJpitQPAS2m/At0IG/f7+PqNPzOzpfAN27eraLM3Ne6n7Dcjo7+81/XCj3xIf9Blob7W1+lmk8fyrAs4fJzkK7ysm2aMLbI+TIgrtKyZFx0Z/dckebVPh/eOn0ONdQjlAoX3FpTyF9xefjASbCu0rJrkylKIuhfYVm7yEgvuKSaHHI03rFNnnBS+pwP5ikj/a5ENkDP+rSTh28pTDUWh/cSk6Vi/DlcOVpdD+YlLIsUihv48UHQ9ZO+4rNkUgW2h/MSmi0L5ik5dQcF+xqXQyQuriBRgK7y8meQGGwvuLS+HHl0pG4X1I2tMHQgghhJDdFgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKjkR/f3/O58clnR6wy9PX1zeKdqn9bDZtl7mvqqoxf/3GWOTsEveQUVlZ47fFxckAFRVV9m98sl5GIlgGdJlIVPpt8YAecrkwGZE+KyoqA+wKGTljE5TBreIbF/gGQDm0MpLJXlMHkdraOvNJV5dMZsCUocLaVeujmUzK2sPVJR53n3uubFixwuYPaJsjJ6+62+bjkzHlyNh6aO0K34p8Q6vPUsjIZOAb8C+0NZ1vOJvAriiDXgaOd/rUyeju3ip1dfWmD6w2n3QyUqmkVFfX2HJofTSV6jcyak1eVwb0X+l0Oqge8A34aIgM1/dkjG+EyMC4FOZfGB9hDydDQ87IgH/p+g0HZAxYXejbfFa2b98qU6ZMNTL05YCP1tTUq/3TyRgwPoq+XEPO1gX+MVqskDA/UHTxBgYQACWloaHJdyLxgbOjQGi8GuCk0YCNIEoDZLgOVXzDi48rB2Qk1A6POrgBCp2yztGgi2wWg0spZKDh6ewa2QQytA0PNok6oQSiGAW9vT32WAwwWhmhHRnqEHVkLiCMR/s5JgBavtzmD2hrk1Pv0QVAzr/SphxVQXaFb6AeE2nXqL06/9LKSJl/ccKil4EOOWprWhnbtnWZk8gG2/doZaAfjgIgDbBHFABpywC/gJ+7cmhlIABCEKWX4fxLPx4A1ANoxwMAGaiDPgByfQ98C0lHzk5SoB5aGdDl1q1dJgBqVvVfIPKvmhpt8BL510CQDBdvpK2fFyJhChojAOo3Z9h90tQ01XYCGuAkcNja2nq/JR4oLo6HcmpqCldqPCAjcnhtIIbfRzng8NpGEzV+dGJaGVFACWfXOmukTxyvbTQYXLJZN8hpfQODC6iq0s9Y9PRst8ciANKWA4ML9KC1SdT4EXigLnG5c+FCeezmm23+wLlz5fT777f5uMAv4Oc4GwzxDXeGDrvqZKAM0MlE+wZkRAOUdrDt70+aMqCd6GV0dW0xJ5GNQYFDX1+P7UO1+oQ9+vv77EypVp/oMzAmOBn64AX+gUFOKwPHw9dDgrnIv6qr0eZ1MqAL2EMfRLngBf6pDaIiu2Js1LZX2LWra7M0N++l7jcQRGE2vr6+yW+JCyYYnH/V1TX4bfGALqI+cLR4Q+f5gWidFIQcO5RQOaUpBoQkAvXhMyUhRBjqEVae/LHhlSqVn+hx+ph4QssRHR8ixB0bXg4ICBISTKSLsLqA8HqElwGECSlNGUojpzRtvkQVUhH+26XRo88EESoEx4fJyPcXo8uZkACIEEIIIWQiYQBECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyo4JWQwVC5SFrPDqZIQthopF+PBXvyo9VqoNXQw1Wq1bv/I4dOlWlC/FYqj6xSqdPp0M7eKKWPkX3gh9atf1iRZDxWrbWhmlWQx1wNpj4J8vyNPLlklq+3a/d3z+fPvt8s8//tHmm2fMkCPOPtvmi6Gqvl4OOv10aTrwQOsb8NGQhUyj1ZSxoKq+zUerdYcsZIqVtsX7l86upVgMFb6B411b08lwi6E22YU3teXAYqhY8FerT/ioWwwVMnRlQJ8RrfitlREthooFVbX6LMWYkl8MVb+ifPhiqEP9S7uifM6O0SGLoaKtdnaGLoaKcvQELIYaLbabVC+GCtB/5f1rJAyAGADZMjAAylPKAOj2GQdLz9/+5vfsGqqnTJHTX3jBKLLS+igDIAcDoDzwUQZAeRgA5SmrAMg0gqIDIHRCMDIGF21niErBWUOcBMdjoNQaB4TKwLGQgXavdzS3XD86Ma0+SyEDNoEcHK/tyNBokBKJSrUMlMNIUusToPGjI62trVWXI5PBYAt96suBjr33L3+VO2ce7rfsWo775S9k79e91vqGs2uIb2StLvR2RVtzdtXbJKytAQRy8I1Qu4boE3R3b7cdMgIgLQg8qqpq1PpE/wU/D+mHSyEjm0X/hSBdLwO+4QLsEBkI0nHypQ08XKBfURHqX+F9Dwb8kCAfbXX79m3S1DTF+roW+Gh1tW6SAqAcsEuYj44tI2GUZcxeHAMDAzYiw9mLVjEoDDrEEMU4Z4XDa2dvXNCAv1rlRoqFk2mjdQwukAFdhsiIBjlto4k6EBwfYlfoBAGldnBA4zcighpvb2+PPdadHetk4GwwxCYAs1ndT3fInYcd4bfsWt5mAqB9Zs82vgH/CpnZwwxQxuoiRAb8K8Q3MLgAJ0NnV9gkGlzCfMO1E62Mbdu67FltyAwQZm9wlh8SiKEvRz+sLQPaO/SBWROtDOdfGKD0MtwMI8YUjAd6GaZGQYMtJggQAIX0GwgaXFvTBkA5O0kBfWrbK9rq1q1dMmVKs21vGuAb8C/MMGpx/uVmGLW4MTY1arwxIZfAMFhqFYPi4nhUbM+4BIZGg8FWJyMaoNBgtM4a6RPHaxteXoZ+oIymoUMulUymS2C9Hc/ITw891G8VOf7BB+XFb3yj/zQ2kQzYpJgOdfuTT8rKQw7xn9xv7XPsbNveUI8Qu8LHQi6joQyoT5hvpMy/boDS2hX6xLEoR4hvuHail1GqS2DoQ/WDXHQJDJevdDLQ3kt1CSxEBo5HH+jGA52MqO/Z3S+BRXYNuQQGu3Z1hV4Cy5pYoXeCL4FhnMc4PTBqvKHz/EC0jg5Cjp2coD4h+vCZkhAmDGUJKU/+2JJWajcnVBfhxzu7hMhxx4b66uRp+5FOJpbSlGFy6HRPqstEUgo97jm2iMowelkmJAAihBBCCJlIGAARQorgWbn6yP8yZ4fFpitk+v5Xy9z3tcuqp9z9O2OTlo5V7XLmMV+W+khGtZFxzI1y9apNkvTfik3alPsYJ6/mvN/7jYQQwgCIELJTSMumZ7tl9XUPyUmHflne/PXn/PYCJDvk6tlXyMHzHpLlDyfzwU7ayHi4QxbP+65MfdNd8tsuvz0GG666TRY/7D8QQsgQGAARQmKynyzb+BHZOGp6vzzSPlsueWP+6Y3ffny5nHVHt/80lBdk6bwbZfFv3aeW18+Ua1afbeU8/dDb5LLjvYz//T950zvukQ73qTgeXiknfEoRNRFCygIGQISQmFRLS2uLtI6aWmXW8W+TJQ9+QtZf2eKPScvyj/xCNvhPEck72uXin7t8y8J50rHmNLlozgwrZ8bRs+Xy9ovkroX+iZjf/14+vqLIi2HpdXLxceviBUyEkLKCARAhZKcx8+MnyScP8h+eeUJWPu7zlqSsvK7DX/JqlWu/cYxE4VKeJpn3rTfL8f7Tyvt3DKEKkZT29/1MrsXkzxEtMtNtJISQYTAAIoTsRGbI7Lf4rHTL+id81rJRZL9WmbVfndQdd4i0jYx+HE110uyzsm7TuLM6XXfcImfegBuvW2TJrcfKLLeZEEKGwQCIELJTmdY02kvdZsiCb71fHvnbJ6Tv3jZp9VtH0J2UrT4rR7aao8ag6yG56LQOweTPrCtPlkvy76EkhJBhMAAihOxEOqT9rugx+CY5LP+y6iJJy5rP/U5W+U/z3zrWBa1uWX52uyzHNbWjj5HbPr6f20wIIQVgAEQI2Wl03bpavvqM/3DQITK/2BmZdFI2PfygLH7T1XLsVe7psZaz3i7XnzH6ukCbrvuhnHkHcvvI9bfPG3umiBBS9jAAIoSUFhO8dD3zhCx939Uy7bRn/U3OVXLRje8s4oZk/8LF6i/L9GNWy9W/wtF1cvwXT5YnrntNgZukPY+3y7z3vWCz85afI4s4+UMIGQcGQISQmHTICYNvfC6QTPAybcZyueA6/96fqib56L0flG8WtQ5sp3Q86bODJGXVfz0gl/7keR9M7QDe9rzwIVmL/IltsuwM/QKMhJDygQEQIWSn0HLoPrLoypPkic6PyJf/tdFvHY/psmjlAnkaL1TsWCC3XTlDZuIe6mSX3HDGUnnDVc+6rw1h8G3PdfvJbTe+afRZIkIIGUKir68n5/Pjkk6nJZUakLq6enOmp1vtFcvkI2G5/1zRvzwcJyOnXu4flEoGSCR0cSR+HzKgy3AZFQE2KY0M868/Xicjm83YvxUV0IVORn9/0pahurpGXReUA8eiHLZaCiCj5+kOaT/yVX6LyNwH7pN9jj3WfxofV47ibNL91FNy1xGv9J/yv5XLORlafebbySb5+tHL5d8fw9aXyA+eeaf8q/2GJ7lZfvvDB+UjX/yHPI/P+75YvrT83fKRY5uHyFCWY/NaOffw++W/7aNgjfKJX39Q/vMou0fkkTtl5hs2yDNSJe/98fvkByfsGGiZY+vNscgumCu917/a60NHJpO29QiR0dPTI7W1tVJVNdrTceOTyaRsH6q1K0BdnAwtOSMjEywDfl5RoZfh+g34V6gM9D368aBUMtDeQ/wrnYZvVKploK329HRLQ0Oj9XUt8NGqqmojz29QsLN9NGF+oOjiDQz02wGmsXGKWjGoEApUU1Prt8QDxsHx6FQxyGmIZEA5MJAGJ8M93aKVkc1mrQzoUmtkNBjIgQxtw4MuIAeNRi8jbXWC4/W+kTIyxOpCG7yg4eL3Q4J0+DlkhPgGOqGejg65Y+bhfqvI23/5S3nxG9/gP41NJAP6hF3GY/uTT8pPXpG/wxi/tc+xs61dwuwa+cbz8rVZP5SPP4qtB8mdmbMGX044jGd/Jae86hdyu12BokrmfPcsuee8VlufkE65e9kN0ny2W0+s7uJ3S8/XjzA9/aPyoX1/It8yv9Vy1jvkqR8eXWD252E5q/JuWYHsmW+V/u8f7cuh841UCr5RZf1DK2Pr1k47uMC/tDKSyT4bRIUMcvBz9MPaMmSzOXtCXFOjP9mAf6HdV1fry4ETcwT6bjzQykjZv9o2D6AL1CFMhvOvYtp8YZxdq6pqrI9qwHgCH21ublH3G/Cv/v4+0w83+C3xQTmg09ra0R98GI9MBmNsatR4I2EKGisAQsNrapqqVi4cDU4fUinIgHLCgig3YOuDqKxteCEOX6oACPosdqAsBMqAsoQNlNCnm9nTdsrp9ICR4TohbWfY07Pd/n59fYNaxsBA0upBa1f4FRpub8cz8tND80HJ8Q8+aAKgom6EGZQBmxTjGwiAVh6Sf8Ycv4UACD6KmYYQu0YB0FdfdYMstgHQDLkrd7bMs98owMMr5eBjomUoquSM2y+SH57QYMuh9Y1U32/l7IZ75Ef4cPQx8vRD82TGHTdK4iTdYhczr1wk6xWPycM3YA/X1nT+1dW1xQRATabv0ft5Xx9mkept36EB/oUBCjK0ZXADFIKoOrUM+Bf68xAZbjzASbV+TEFbA9rxAISeOIG8f2lnPXJ2jMbYqA9estLZudkEQHt5P48P/CuZ7DH9sP5+PPgX9BESRGFsxLgCPy+ErvUEovRzstOhYSYfE20Txe8fPV/u+kI0F5OWFWf8WH4SuiapGQ8GS1LwTujyY0/qRzkmkJ3H6M41IQEQIWTPZubHT5bLj/Afks/J2R/6vX078zA2rZELZn5Zpk/7LzmswM3Nw9jULZt8VmZMken4e9z8HVahL5TaZL49yHDyW+Rvf/ug/P3vH5bffIDPyRNS7jAAIoSUnqr95LIbjhx8GWHyv1fLx1ftMHWzT5X0PZ6UTSYy2vCt38na6IXRBXhm2WPiF42XthOPFHuxo65ph1XoC6U6911QVzu4vYVPyhNS9jAAIoTsHI6eL8s+FN3LkJalZ94ha4YGOVXHyMXR/mfWyaKropXhh9P125Vy2if9/FHLIXLJGXzQnRASDgMgQshOY/YX3iaDq1d0PS5nfnbYcvAy+3NvkwU+nln7qRtlxptukWt/3iGbNnXJpkfXybV4m/TsdfIH+406WfTDE2UeZ28IISWAARAhZOfRdIx847r8Ou8dX2yXKx73H0DLMbLsiZPkope5j5t+tUEubrtRpk//ukw/cqVcPPg26Rb55K/eL9edyOiHEFIaGAARQnYqLae/S747+NbELvn0wnb/iLxnn1lyzYZPyPpbjpR5Rw+5Z8cQvU36z1s+KJ97XbFvkyaEkPGZkPcAhb6zge8BylPa9wC5F7xpcPrke4AA/Kp07wEq7qVoO+89QHgRIl6mWK32Dfeiuqwth/o9QKmUOTbsJZnQJ44NkTGZ3gPkXvap0yf8azK9B8i9F04ng+8BGgrfAzQU9x6gyL9Goms9hBBCCCG7MQyACCGEEFJ2MAAihBBCSNnBAIgQQgghZQcDIEIIIYSUHQyACCGEEFJ2JF544fmiH4PHI3547BKPlWkfe8TjcUB7PJgMMnA8Eo6njHB9glLIwOOjeHwSSSumVHXp6eiQX7x2tt8icuydP5O9Xv86/2lsUAQ8jlqsTfBbPz/m9f6T+61pr3utLQfabIgukLSPwIPJJANMtI/iMenosX4t8O8QXYBQGaWwCcoAKMMBGcW2+dEIlYHj0I8ODAyYuoSVI0QXIFTGeD6aSKfTrkUXAd5zgNTYOEWtXLz3ASnsPUDuvSL6d/i49wCZnOmM9O8BggznLNr3xUBGZtDhNOD9F0h454P+XS/Re4DCZKA+qIf23SQIrGET6FPrX7293dbZQ95vgneboA4h7wHCO416Op6ROw873G8VedsvfykvfsMb/KexiWQ4m4zvG3gP0NB3DuG39pn9emsX2ERr17x/hb4jCnbVv3+nFL5RmvcA9Ru/iNqJTsa2bZ32/Sh4D5CWZLLXvtsk5D1AeMdKyDt80GeU4j1AmUzKjwd6GfDR6mrde+EA2hp+P+QdPqH9BijFe4D6+2HXGlMW7Tt8srJ1a6dMnTpN3ebhX/39vVJXp395aeRf6Mu1YHzNZAaMPgrL4IsQ+SJEWwYXAPFFiACdEPQZEgDtOS9CdIPL5HgR4mQIgCbPixAxMIQNUJPnRYghMkoxpvBFiHnQVvkiREIIUQ7yO4fJVJaJRxkvTEr2pLqQ3QcGQIQQQggpOxgAEUKC6bpDZJo5i8eZ/NVP+o0x6bjKHV8o1dRU20tGuClzx31nmt8exPz2YX77YUZeMGmRDatELmgTmV4vdirdXsqrTsj0mWa7+Y0NfsF6QsjuBQMgQkgYXSIXnWb/7FF0/Urk2CkmkJonsvTnIpuSfgcwgdGmx832S81+850TvikydDchZPLDAIgQEsTys00qweg//USR224pnG5ZkbXpx/8tsuwz/gDQInLmm3y+hGz4qsg0I3eNr1frG0WWmHL86a8pefbZjKxfLXLJHLcPtH/YBEIm7WlBICF7MgyACCFqNl23wyWoAOoOFZl/auH07pMz8p5TMjL/PSK/+aY/wLBkjcg8EwSVElzOO/Zj/oPhonaRjQ+agMeU46B9M9LampOZc3KyxARBfetEZvsHdjpMudpKcdmNELJLYABECNHxpAk+3ueyM49wf3cuCWl/v8i1fpql7XsmKMm/ZaA07HA5b8HPRK453n8oQJ2p929MEDTLf157qf4eKELIroUBECEkPmkz0J9hBnyTbVkosvRst3mn8utKOesGn58jsuxCny8hG76Sv5xXh3qd6PJjYoKw2670ecOnP8f7gQjZHWAARAiJzYarRBY/bDItJhD5hkir27zzSFfKZ89NDM7MLPme8jfTFbL07fknyQ7e4b6da4dcwlryBRME+fx4zPiAyHyfT94kspJPhhEy6WEARAiJhwl8TviUyy5aXvp7cAqx6YcV8sVnXH7GJ0UueZnLx8IEUSvOqJQL73MfZ3xI5BETvA0W/3GR1dHUzRGmXvv5fDE0GV0s9HnD6gd9hhAyaWEARAgpnrTIxceJdJhsiwkgrh/j/piSYX7ziyboibj8Up+JyaoLK+Xsn7j8iOAHbLD/W+rmmO/4fLEcNeRptN886jOEkEkLAyBCSNG0n+9vQj5IZPVX3LadzaYbRL7tr1PN+ExOFihmnNrPFnnXMpcvGPwYOobcvDxjf5+JQeuQa3Idf/MZQsikhQEQIaQo8Hj4mTe5/GW3iszSrtcYk2u+4DOSk89/1GdjsPrDIif4ch90UVZ+//XciOCn1CSH3lhECJmUTEgAhJVitYQcO5QSiSkRIfrwmZIQJgxlCSlP/tiSVmo3JdJBqC7Cj7d26UoMPh4+0wQklx9tdxZJQBl+LnK1v/en7v3Z2LM/az4lMte/N+igizLy0NcyJQh+vE7GYOZMn9mJhLS1PCUREsyeVJeJpBR63HNsEZVh9LIkenq2FV1SLC2fSmFp+VpJ4BEKBQhgkCoq9LEXlslHpbTL/QMs+Q8SCX05SicDT6Xo9Ak9uKBQL8Mdnwusx+SQMTAwYP9i3SitPuBfOFZvE8jISE9Hh9z9yqP8FpE5990j+xw7238anzjl6H7qaVn1ylf7T+639p492/oX1s+Cf2iATXK5SvnxexvlvHaz4aiMPPLzXnnFDrM/z3ytSQ6/DL+Rky/+sVs+/C9uO3AyUA7YNU45KuSX/9Yo865zn9533zb56rHjHP9Ugxz1ykr5k8nWNYskt7rN4BX/mZTfLx4YXZ/tjdJ4qvO9fc33nv6vfpsfyljtNXlLo+x9njv+Ldckpf28lM3vSF9fn9TU1Ehlpb7/gn+F9X85K6OyUj+Nl7drWDkmh4yslRMiA/pE3xXab0y0DOgBPlpXV2f0oe+LES+E+DjKURofHT3eSJidRQdAAwP9kkz2SVPTVLViMpm0TTU1xT5gOpJ0OmUUkzUyav2WeKDKmUzK/q2uDpMBJ6usrPZb44FGB13AWbVGhh6y2TAZKAPk4PgQu6I+kIGyaEinXfACfWobb0/Pdvv79fUNahmpVL+VUVWltWvOyujt+Iv89ND8m/qOf/BBefEb3+g/jQ10mUoNWH0WY9ftTz4pKw85xH9yv7XPscdaH3V21XVE8K2/X1cp+/8/p8slGwq/fBALmR7sb05e8sTwp7Qi/7KLiMbxjbTImcYEy5E/KCfrnkjL4da/xrArFkM1aohuZt6Rzz2alk8fVllYxiaRudNFViN/oglUfjbyMfiBgaS3CfQ5XMbaT5n48Isuf9lDo8+SdXVtkYaGpqAgPZnstQuzatsafLS/HzL07QSDE/y8pqZeLQODZCYz4McDrQw3Hmj7coAxBW0uREZovwHy/qUd9GHXPlsPbZuHHjo7N0tz817ez+MT+VddXaPfEh/YFPqoq2vwW+KDvge2ra2t91uGo2s9AUAxkwM0Nl2DcyCyRH38RwWhxztcOcLqMnkI10c4pfHRUHtE/hnuoyHkchWy/Jv5MiyeaUpkPu6YouAHLDYBSLQdk0bqMvxWZKXPtr43h/cNxqb1PJHOB/M3PH/2nErZYAKrgrSKzH+9z98R/10+t63wmYNM4BbrEmF8JpePhlAKHw3Xhzs+rC4lMUkJmDzlmAwFGdtHd3kARAghxbDWRE/Ra3nOe3fG54qn7gyRDd83wc8bTSD2Ib/x9wk5a8haYjuy6FP5WZ9rordOF8OQe5XajIxdcAsQISQQBkCEkDHIyQfuS8lzz+Vk40YZNf1myHt6LluT397mt2lY7V9YCF7/Gp+JwYxZ+Zmf2V8wQZT/sPaSxKjrddWdaAIfv8r7ms+awKmYp7mwLMilPlg7SGTJeXYrIWSSwwCIEDImdftk7QroeM/NqGma/7Jh2j757eo7/UxQ8QiW2gAmKPExiZ4mkS9flxssz+Iz3MscC7HoRh+4meDnhONk9EtmHrwbyS4LYliyate9HoAQEgYDIELI5ONJt9AqaD0iIJAaQsu7MvK9d/oPJmC5wD9dNoL9RO6KVng33zvsTSJrCs0EJUWWnpZ/xxBWji/56vSEkJ0GAyBCyC4iIVcfaf5NuDTaZSjLkGUpjjLHlIasnPHN3OBludXvMwHMs/6DYZMJdlbe6lK7+fHF0WW934oc+yITMN3hPxuSv0rIsTPMNvNdMOM8kZNNQBQdv/K+/P1LhJDJCQMgQsikI3RZilHZLy3XXe3zhgs+6F7uCLA8xsmn5dOZ/pF2S9oESz7YARvXiKzZ5D8YOm4YfuzJHzPf8fsIIZMTBkCEkEnNjFafKREzPpSTy4/wH7C8R/T4OiGkrGAARAgJZsbH3ftHkIa+BHE4OblkXTHfK1ZeAcx31/vj1hsZBakSuWxIOe46w22ed2N+W8Fk9kfM+Hj+PWAFk5EfdzV5QsiuhQEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCyY5evBo+VWbECMFYy1lKa1eCxejlWg6/xW+OBFXPTaazCnlCv/os6oBzQpXb1X6zIDH1i5V/tyr3Rat04XruCsNNn+Grw8EboU7u6dClWg8cKxNBD2GrwA9Lb8cyw1eB3JW41+NnWR7EKe4hd4WNYoV/f5p1vxF4NfgipVMr8mwvyDdgExzof1fuGW60b+tTJKMVq8H19PXaFa61N4KNYNRwytGVAn+FWg8eq9DoZ8C/05yEy3HiQ8SvK64BvAO14ADA+wh4TvRo8xmiMjRO9Gnwy2WP64Sa/JT6lWQ0+Y8eVUVeDR0HjJFBoe7yULbCt2JRFCWwqvL+4BOUW2l5symYLb4+bQuuBVAp9hKcwfbpkqmHrESLLSDD/hNo3pAyRPaRSNziVBNMRu/Jkg3wV4E+hfcUmvIAQ+ii0r9gEGS4fZldQaHvxyR0fptPC23dlQhlcOcL0Wap+MCRFhLT5Uugj3K7ut8HIfcUl2CPkeKRSyAj1Kxwf2m84fxi7HIne3m5X2yLAmRzOxOrq9NG6KxBmLPRRclQpbYQLoBygPYMCkAE1aM9qAXSBM0mtDGdIlKMi0CbGGYJkuA7AHR9SjjCb9Pf32zLU1OjP5LJZN7OXSIT4V8YcXyF3HPwyST7/vN+6a6ia0iTvfvZvUlFdPVgOrV1h08i/wuwa2l7davAhMlAO4OqiI1yfIr29mL2pDTjLx5ntgDkefai+HPDzigp9GdBWoQ/tLAGAXzgZIeWAf2WD6lIK/8JsFvwi1M9d36P3UZQDZdD6KGwCH21oaAzyc+ej+n4YhPuo679Gs8mEXAKDkUOmK3kJLA90WbpLYLhUorOr0ycvgQH4FabUYY+Bf74gTy9bJqnt2/3e8fnz7bfLP//4R5tvnjFDjjj7bJsvhqr6epmxYIE07r+/9Y3wS2AZIydt6jLxl8BgTudfOrvuaZfA6upw+UqnT/joZLoE5m6J0MngJbCh8BLYUNwlsMi/RsIAiAGQLQMDoDylDIA0dr1z4UJ57Oabbf7AuXPl9Pvvt/m4MAAaDgOgPPBRBkB5GADlKacASNd6CCGEEEJ2YxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyo4JCYCwUJqWkGPJeITrlubZ05g8Bp1MbX8yFGVPamulqcsepBAlpdDjnuRXjtErlMhk0kVXd2BgQPr7k9LY2KReGRqr/2KFVv1K7vmVx/UruWOlWbcafMiK3yhHtLq0hmw2Z8uBFZ21q+5ixVyshAx7hK34jZXcKwPsmrE6gQztytBYNRy41bptNjY9PT3297FSdkWFTkjoqs7wr/xq8PFtctfZ58j6Zcts/sC5bXLavffafFycb6RNXfSr/EMGbBvuG/Av/SrsWNEZhMpAW0M70foXVj93+tTL2Lq1U+rrG23/pZWRX/FbZxP4KFbahgytPtHeoY/qaqwG7zfGxPlXyrQ1lMNvjInrvzJGhl6fru/RjwcAbR7+VVWlGw9gk3Qa/Ya+vbq+J2n1qe3/MC5t3bpFpk6dZsqiLUfOxAp96pXcUQ/0GdDpaCu5j4eTkTH+kTY+WjjeSCSTveZrxZFKpWyB3OCi7VDznaH5ebcxBlAsGo3JeRnxcTIyNh8iA/UA2sAjqgsabbiMRIBNsrYuOB4NWIOzK+oBGbqGh44MhMjAwIBja2rQGerqEgW2Tp86H0VdcLyTEY+7zztfHl/xI5vff84cOXnVXTYfF9gUtnX6nEjfiGTog+PS+JezK+qhlYEgKqqHVkZ3d7fpQ2tt36MvhxsotTZxPpoOKgNs6mRUB8pwJ19aGfAvpBAZLkh3Y4pShNUF+gvNSQ+AfyMYhH9p+g2AOiCYQxCmt0nO+Oh2aWxstGXR4PwLgS0CyvjlgC5c/4XAVj9JkZdReLIkYb5UdACEM2MMME1NU9UGQgeCAtXU6KI64GRkA2aRXOPHX/0sUtY6GpxMayDUAeWALrWBGHTpBlvdbANAGVwHoj/zcPqMzvK1vjFgZIjVp7bx9vRst79fX9+gloEzY+gzpOHlZ4Di2/XOhQvlsZtvtvkD586V0++/3+bjAt+IOkNtR+bOrt0gp2/zzjdcp6yTgZMvmNP5l86u7gzdzdiG+AaOd21NJ6Ora4s0NDSZvkfv5319PfZENCQAwhl6bS1k6MqAPgMzQOjLtTLQb6A/d2f5OhmlGFPgG0A7HoDQmWOQ9y/deGAsO2R2UBu8ZKWzc7M0N+/l/Tw+8K9kssf0w01+S3zgX9CHdhYJoP/K+9dIdK2HEEIIIWQ3hgEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARMgkZNtUkS17+Q+EEEJKzoQEQFgpVkvIsUMJFVOaYkAIluwP0YfPlIQwYShLSHnyx4ZXqlR+EoK2CA82/0W+8CmRKy8VuXf/Z/1WLaF6gH+6v3rcsWEmidpJkJASEekkhPB6hJcBhAkpTRlKI2cytPkwwstfGj36TBClEBImI+8Po8tJpNOpon8Fy/339yelsXGKXfZfQyaTtsvcV1fX+C3xQKWwxD3+VldX+63xwLHZrJNRVaWVkbXlSCQSUllZ5bfGA3rIZtNGRkWAjIyVA3tUVFT6rfHIy6gMsiv0WQoZ0AX0qqGnp9v+fm1tnbocqdSAPVZrE9TBtCuri8rK+DZ566cPkV+0PGPzR2zeS/7wxedtPi6Rfzmb6H0Dfg5dhNu10vq6hkwmZWRIkG/AJqbL8+XQyhgwxzof18rYurVT6usbbf+lldHf3yc1NXXq42EP+Dn64TAZ/UZGrVqG86+06Yf15XBjSiZIhvMNMTLQ5rUy4Bv6fsNo1OhT328A1/cMmOOr1e0V/QZ8dOrUlqByDAwkTT9c77fEA8e7uqSMn9f6rfGIZKDvgI8WImEaUtEBEIyDIKi+viFAuW6w1QceCF6y9q9zVg2RDHSoegOjLmhw2sEFQRTKEXXKGiIZaHghDg85rlPX2xU6gS5COkPYBgOMVkZfX589trZW3ym74EUfULpGh8BDJ+Pd17xFVqV+Z/NHy8vk1x9dZ/NxKY1d4V8ZWw+9f4X7BoIw+EaYDJxsJKwu9DJS/ni9jO7u7TZAR/+lleECD5xE6o6HPeDn6Ie1ZYj8PCQojfwrTIYbUzDoK0VY/0J99GMK+g3nX9q+HMAmOF7bXk0VrI+GycjJ9u3bpKmpybY3Dc6/EGDrghcAm8K/tJMlIJqoGDXeMAUtmv7+ZM5Ehjkj0G+JjznrMHL6/CcdTkbSf4qPUayVYYI5vyU+ptHZ4yEn97MFCCKLSy2tuZlzFuQu+/4juc39ToZxei91fNZfOcvKmXnl0/azcRAvI20/F8dduQU7lquYdMSSnPvVkaAOplO2etGC41EX2EdLd/e2XE9Pd5AM+Ke1qxL8Nvwzjl2HctYdZ+XkS0bfJs1dMddvjQ98A+XAXy3wK3MmF9jmU96uehkDAwPWJiF2jdprqG84u+pldHZuNnLC/Ly3Fz4eX5+da3O5JRfmcjP3w1CZT3WtuVyb2X7bQ7lcMb3z01fmj13wU1097lo4vAyx0hGmDF4ObAq7FCsPdZ05x+ih3dTVN1H4BlIIaGsF+40nzO8VKMeoqS6Xaz00l1tkdPz0WMb4WYFjY6QlplyFgF9tfr4zt+7ObO6SE01ZWoYf12p8Z95ncrlHNvoDCgDf7u3d7j/pQJ/T19fjP+lA/5VMjq5EXYhI9HRtkg0/Xy5XnH+U7H3gO+WGP/ntRdB1x5ly7KVr/SdCCCmO5JMiF8wUmTZLZPF1Iht2uLUsuUlktdl+8jEi9eZ7K83391RQ1w0/N3qYZ+q6v8jVv/U7JgtJkU2Piyy9VOTgKaZ8Jr8rST6akNOPbJEj35mQq+8wZenyOzybjO+0f17kqOkih33MjEtpv2M3JIEoyOfHxUTIYqIpaWqaqp4OxxSfiTDt9WstTkY26NogptbwV38vUnZwyrNq1bmSOGm53d56xjVy7XuMZxQkKR1rlsnSb7bLhshpWs6TO575nryzeeyp167bL5CZ85eKabuWmVc+Les/PsPqElN8mKosfup1k6y99TfS4T9BBnQx8vJCp7R/6gJZ6jvDWVeul0c+bnrHAjh9YhoaU9la3xgwMnAdXj8t39Oz3f4+LtNqZeDaNXQRcpnWnAlae2juB1h450K5+bGbbX7ugXPl/tPvt/m4wK7wUUzra6ey4Vu4jyjkngKUAb7hLvnoZODyO8wZcqkENsGxITLgGzjetTWdjK6uLdLQ0GT6Hr2fmzNjqaurN8ePr8+u201/MR+t3rOfyKIPiZwyd0Be9RJThv6EPLLKDLRfMEHQkMCo7XsiD1zoP+xAx1VmcDYDNFjw05wsOyl+PdrPFjnhJpdf8A0TfLW6fFG0iMw7TgSjSDSm3H9B3fjyXjC/+6Cpp9FJhwk0Ik6/PS03nqC/NxVgfEQbGdFvmP7zsENM0IX8qSIbTdlGI7U9Lf93b6V84fKErIkMZup6l+ms55m/wzDBSeIkl209Q8y44/KpFNr8+JeKZx5vUpP/EGGCraNMFz94mm18ZYEp8wmzna6hv9tuFVluAsiIloVGlzfaYg6CPjCZ7DH98I4/UDwY49He6uoa/Jb4oP+Cf+CSc0FMQYuGl8DymAY3OKU+9BJYdGlqTPrW5y4/On9pacan1/kdBeh7OnfbeTMGvxulsEtgw8GUPmTsaNeN32sb/L2WhXflOv32QkAGL4E58Nu8BJaHl8CGsysvgXX+LJdrsacVLi26xV3iwm/j8sKOZdhovj9jyPcXmM+FKO0lsGxuyRN6XcCmO14CG+3yziDGhL/5ZP77SF/esAsugZkyjsWgf5n/lxydL9uMz/gvDGXIJbCZxh4OZ1dtm79+TiQzm3vP9ZnRL4f+09h9yKWxecv9dg/8ipfASGHqZsplN1wmM/zHjh/f7s4OhpJOyoZbL5DDphwsJ98QzdXsQp68Wua9b7XLt1wk7d+fNyzCJ4RMcrpELjrN/rFcvk7kenM2P9bce+uJIk+bzmiW/7z8JJGloW9imIxUicz+gshvPu4/Gz6xuGpQVxOOKd8lN0h+jLjVzyDtTJ4RudbP7NSen5Rbz82N7iv7iCxbIxJdD2j/1C4o306AAdBEccQJcnzkXY9vGLwcNciqRXLYaUvzl8pa58k1t1w+6HA7l02y9H2L/TRoi1x0xzUyW/9wBCFkAtjwFRPA+Ms8uJx12REuPy6HmgHNfD/iYhMo7KkgCLrsIP/hrorBy/2TAmOvNp/FpamdfhpsAuTo0tebZw343BgYP/m0CZgtJnhqd2/u2K1gADRhtMj0qOGNw8wLb5OnO+6Si2aNde5WOrpWLJIL/JlA3cJlsuSNLk8I2U0wJ07XXuXzptu47DyfL5JW8/2LfHeT/LYJpLpdfo/DnNhd/DGfNyy93WcmCXW7pst3DDnJ/b+nirv/cfab3N/W/UQ2TsCFilAYAE0U3WvlN9Hd/a0HyYjbpqumyayF18hv/pmT9d+bLzN2VUNIr5FPf7Ddf5gnS78xb8wpc0LIJOS3ZjCPbvI9VaQt7gyu+f6ij/q8YdkdPrMH0nqcncywbHjQPoQ1OXhUpD0qjClgdDlsp2GCmXk++4+v1cuH7x7/xvYZH3d3AW38m8iSOX7jbgQDoAmhS9o/eJGs8p/qTpk3eM19kOOvkUduvEhm7+M/7yI23fBpudZfCJ/xyctlAW/8IWS3o2NNfiBv82fpcZl1jM8YVht5eywmuHi1z8pDk+RelrTIyi/kL3vNMEHsTr/9oUnk0x/yeUnIt95ZIYn9RS64SmTtM5MoMCwhDIB2Jcku6Xh4pXx63kw54abodrt/lW8sfr3PTzDpNXL5pf7GZ5kvl39qRFhGCNkN2DDk5eGtcR4vH8qR+UE3uVMHwIQsPgRv6Da5ItPVJb5XZ0ako00iG312QuiulI7fV8oFRvcnr/DbzEnoss/6/ChsuDTSTcK+AsS9CXq4zoamw6LLozsw+ysi1x3nP4Bn3fuIjpohUm+Om26C4sUIiPaQG+MZAJWYDZcebBwMjblAqp8mBx9zslyxKv+Ch9Nv/285fz//cYJJ/vjqIbM/n5YF+lc4EEImCXivSzAdExwY7GRa9vaZnc1NhQOSKNXuXS2HvC4hS6PbIw4VecDofpc9hIJLn/dk5ZHvZ+TVBe592PSwCT4REO1vylsvcuY3Zbd+ESIDoAmidc4l8uM/PSc3njBZrjE9L9//ZnQH4Gy55IOc/SGE7Brw4sLbbik+zdPOau0OmCBk5hyRJe0ifRtE2ooYIvAixEg3P1qWlh//d26YvnZM10RPb43Cge/aIg93Z6VznfnuZ0wZXuZ3DCUpsvzDItNMMLR8N50RYgBUYvAm6NtuuW2U9ICs37hROvtysnH1EnnPyybR7cXP3S7Lo1fCz1kkJ0+SWSlCSBgdg6+ADmCGjHxQo2Tk5KjjczL/VCk6jXiDcSDPPOUzOxtTdjMEDEtPPyRy2fF+v6H1rTlZaoKUS8y2YkcILHHidJOTd80fkPeckh2mrx1TW3TX95jkpOUIkYs+J/LAE+ZTnysrAqJZQ4My419nHinSPmleolQ8DIBKzLRZ84yDzR8ltcnM1lZpmYSPVT3zo29LdJ/j/AvPlD35BIuQPZ2ZZkCK6Pibz8TFDHrRDcF1BxU/GO92pEU6d9XTVkaJuCdraJpxtMjl7SYYWm5v95FNdyfk2EMkfxlssmDKjrIiIHqk05R39ZDZKRP8XPwVn9+NMAFQzvwpLuXwvJtl5L7ik/nXytGlfBnAyP3FJfNvYF3c4dHnoeS/U2yKp48I9zmvjqHfiZs2yc/viVrbPDn5RKyxVuh7oyfUAWUZrpd4KeTYfHKE+Jij0PZiE4hr1x3TUArtLyaBcL2Wyi7h5Si8PV6KKLRv/IQiRL6+4774CRTaXkwy/9o/O253aUa0dpNh9YP4d8fvOMbS6Vp7nKNt9o77h7LjvmJTnjB9OvI5sON3xkh/EPmFyVlm4cbvAt8pKkWMtj1ix/0u7Xt6Tu7x66shoLjA2LC9q/B3XRqK2+b0GDH0u8WnYmW0zsnJA0PeBt2xCreKDf0OGPq5+JT3SzB8X7GpmP6iAgsVFpuwsBgWnSu0r9gEGTm/kKgmYdFNlCGsHG7xPJSl8P7xUyaTssdbGZmsUaYjF7NcsXRqfgdmG/o7rhxOLyO+X2TKbH1Abo96gHeeLifVFf7eWClfhtSIfcUmLLoZYhOkSJ8h+gj1L/x2NptVy8hmIysbO5tGXOg7xSanC71NXF1C9enkhJQj1CZI+TqUwkdDZGSDZaAPzWbHOP7orJznI6DkDTm5Lzl8P3QBGaPaNZmTW6OnkEyvc/rxw/cP6fKsTobuKzZl8m4u2WAfNfoYJq/wdwulR39ir+JY5rxF72OjthNT0cGijTH2oX0c+el++c/D/XdNEHTyB3LyQoHv2jREgTlTf7fdjW0jvjteesqc+u6fkGnVCWn8cM7qc1TfGJpelpHzovI+nJNHh+xD31WUjAIJx6GNhMUKboxGXQrtR6rADxSb0BAAKlZof/HJRWeF9+2KFEWHhfYVm4aU32rFM+w7YyenT+dshfaPTEN+aci2fBr63RjpV7+Qu73YV7/ltVJb6DvjJleXUJ1CRuF9xSV3fJiMYH0GJqfHiLByIJgKq4s7tngfHZnyZQgvR1iCPgttLz45Ij8r/J3xEnD5UH2McXxlSj5wif0pEwEl5MNLEoW/N0ra+IOEfNEvbVD3/qyc3rjjd9w+y7DtcZI/HgTowh2OvM1advzOqClVId+62h9kbHr6PBcY6tJoNhlWsB32DU3me1Up+fflmcEXMyZ/VCEfMgFawe/771gG5UZbd/jueOmArLQ+657oSv44gVUxCn9vRMpJX/QU2OE5ObTA/uGfd2Ua/7fNP8XD1eDzmCh7cHXp2KvBe6BHyDBRu98yDk8syc3c4XdMpOxl6Ff8Xnf5ob78rbnLHvIbY4I6cDV4B36bq8Hn4Wrww9llq8Fvz+UWDVmxe+jK7vjtQqvBWzbkcrP8MUjX/81vH8Juvxq855EhK8LXvV/fTkDpVoNPDyuXGBveVWhh9RKvBr/sPXl5r/zP7bYc42LGixn+mLoP+W0G+BVXgye7BY8/Gt3/M0sOK+rpAELIpKdJ5Jrl5rTGf8TK7iffYJ9eHpWuVSIHm7OsaFHMBT8TWbQnPhGaFlnzKZGjvug/1+Xkxs9n/IeJJiezPidy0ZAbjM80Zd3ZLLjS3gJl+eN/NskbF1dIxxjO0vUrkbnH2VdEWS7/sM/sRiQQBfn8uJgzKDHRlDQ1TZWKCl3sFF2jrKnRP1PgZGSNDNysGx9UGdcY8be6usZvjYeJce01RLzgsGrVuZI4yfQ0hplXPi3rP17ccwSoA8oBXVZWFvGmqyevlsMOWWyfzIh+B7rEdc6Kikr79s9B7jhzsEyy8C7J3Rit8rIjG+TzMw+TzyIGav2UPLLxipHLchSB02fW1iOR0PrGgJEhUlVVbfWqoadnu/19vA1VK2NgIGn1iXJogF+ZM0Frj6LsugML71woNz92s83PPXCu3H/6/TYfF/gGfLSqqsrWRwN8C/d4VFZWB7R55xsoh9Y3UqmUOVa8f+nsCpvg2BAZ8A0c79qaTkZX1xZpaGgyfY/ez82ZsdTV1Zvjx9dn18/NQN+WH6jEBDSXfFLkra8bkFe9xJShPyGPmMDn2m+ItA958ggryD9wof+wAx1XmUDJ37A7++Mii4csmzEWx56aD8jazxY54SaXx3uATo52FAlu9J5l6hKNKfdfUDeuPLzRGjeF32bqO/QFfh+4Ny1f/9esejwAGB/RRkb0G0+K6bf9E3ULTf9wo91akLx/VUnyDpFpJmiNYpDLHjJBxtH+AzD7E2Y/wHuArn2Py6dSaPN4E/Q4vmWGqflD5Rk2XGds9D4bcw0yY4753vFmu1+8G8ustJvfXj3kbdx4g/Rvhqwdhz4wmewx/bD+fQUYH6GPuroGvyU+6L/gH7W1o8QbpqBFw0tgeTD9HE2pT8pLYEPKZAIgv7EQd+VM23Hf+9frchv91rigDrwE5sBvay+B9f7xj7krP/Da3IfeIrmPvFlynz3n5bmeh3TXJeEbvASWJ2qvob7h7KqXscsugQ3lb7ncolfj9KKIdGgud/06f9woDL0EFicN7YmGXrLSpOiSHmy64yWwolNrLneNqSt8AymE0l0Cy/cby04cUtYjcrn1Q7uUIZfAVGmUsmz5n2zuuBcX+H6hVGX8aqU/cAjwbV4CI7sX+03n+38miG333y9/bmuT9a98pbR9+3dyzi/NyeL/iJz0wz/LhmOOkcdf9zrpuj16UzchMdlP5Pq17s3CS8yZOmZOhtJiPrddKHLbQ+47i47wO/ZAbF3NWd/1qOtGkYsmcV0XfMuU1eexOjyWntjZtLwxJz9a1yXr7s/JZUZPM3fwFfsuo6NFLvu+yMbtRo9+5ml3hJfAYk55Pvfcc9LR0SGbN2+202tNTU1ywAEHyKGHxr95BnVAOYq+BFYA6BLlGHEJLAYoA8qCMmjt6vTJS2AAfmXOBK09irHrxiuukL9/+tP+09jsu3ix7HfVKCsZ7gB8g5fA8sAmODZExmS9BLZhwwZ59tlnpbu725Zt7733lhkzZshLXvISu39H4KP9/X1SWwsZujKgz0il+m1frpWBfgP9ubtEoZNRijEFvgF2yiWwGAy9BKYDl5767NiobfNoq52dm6W5eS/v5/GBf+0Ol8B0vVEZMjAwIPebs/S77rpL1q9fL88//7y88MIL8swzz8j//M//yI9+9CP529+0r1wl5cqmK68sOvgBzy9ZIs/9+7/7T6Tc+ctf/iIrVqyQBx980J6Y/fOf/5RNmzbJY489Jnfeeac88MADNgAlhIyEAVARIBJtb2+Xp59+2m8ZybZt22TVqlXy17/+1W8hZGx6fvc7ee4Tn/CfimfTl78sW40/kvLmmWf+Ivfcc49s377dbxnJU089ZfsuQshIGAAVwZo1a+Qf//iH/yR2urexsdFe/sI09lB+9atf2YCJkPHAbI6W56+80udIOYJZnV//+tf+k6Ompsb2Seibhl6SwowQ+jBCyHAYAI1Db2+vnU6OqK2ttdfV9957L5k2rUVaW1tl6tSpfq/Ya/C4REbIWGQ6O6Xz1lv9p/hs/+UvJfn4ZFstkewq/vznJ2zfFNHc3Gz7or322sve/4M+CgFRxLp16ySZHOsNQGQoeEQfMWSchLHB3dfltx055NUDZFLCm6DHuentz3/+s/ziF4NL5dlOBk7+h3/8QboHuv1Wsz3XKrXmP/DXir/KqqpVNj8WOTx9Du2jsShvAJxsMtDwrSAFkStqb6gE8C38vtY/AW4CtJoIKIeVYY4fTZ+HP7pNPnL1kBdpKLjhggNlzRv29p9G4mzijBJm10AZg3a1/9p8XErhG6WRMbZdi8E9+FDEe1rG4J2pd8pLcy+1+X7z36ZEtJqVyJSaKfLqfV8t/f399l7FiLlz58q//Mu/2Dx0wZug8+x4E/TQdxSpOULk6XX2dTtFw5ug8+yKm6AZAI0TAP3+97+3CeApFpxZPdn5pDy+ZfjZ9/TK6fKiihfZ/POZ5+Wz2z5r84QU4qSHRT77Y/9BybVvN0HQHP+BlBVfaP6C7F3hgt/ns8/bPmcoh+19mBzccrB9ahWDADjmmGNk1iz3mlP0fQyA8vApsDx8CowMMrRhR7FideVIBx96Rpgx/xEyFpkStLxSyCC7J1m7IKujokA3HvVRUZ8FQmZFCdkT4QzQOBE/Hi297777/CeRF73oRSaqrZeOrR3SM9BjtyFIauprMsp0QdDWpq3y7IuftfmxwO9nTbSN4yuU70dBtJ41ckJkoAwoC47XnslBhhEiCeMX2ssD8As4I3xLK8OeyZk62HfOKGVksml7rPoMyvwH/xzLJi9e93d5x8fCpoB++Zl58pc3v8x/GknkGxWmHNr375TEN4wuoJMQu2aMb+DIEP8qjQwsf2NCDqsLnYz+/qRUVbv3KmnLsd/G/aS5r9nms4ms9NS7vgg0VjfKQc0H2XuE8KqOiHe84x32nWUANuUMUB7OAOUpq0tg5kdiBUBovI2NU6yhNcDhkUKcFcdDOXpnzRmluHdjjOes+J2bbrrJ1N01ENQbNxnW1aH8kJORrq4u6evrs/tBW1vb4LX2sYCjoS7oULUOj4aPBGfXOjycJJeDjNAXIeZsg9EOtnBU6BQv3dN2qL293fZYNBqtDHTq0APKocXJGPtFiP/X3CyZMR5hHo9XbtwoVfvu6z+NBL6byaRsGbS+Ad+CbdFOtHZ1voGXZOrt6nwj7EWIeNGma2vQhU5G+ABlTpC2Ri9C1A+269c/Jr/+9W/8JzHyGmTatGm+bnhRYp99WSt8AOCk7ayzzrJ5BwKgZFDwAptiTAgJXuBfsG34eJAx+tSdEIOo76mq0tsEbR7+FRIAQUZIewUIbHEDfCKhk4F+vKsLAdA0dTlcgN1r+uFGvyU+8F3oA0G6lvH8K2EcuOgACFEyHL6hAY9ZKs8oTYGcs9YYJfmNMcGbaRG3hTiauy6OwXb8jmzdukfl4Ycf9p8c7q22CaMT1zFH4Cbp449/h/80NvYM3egCutQ7GmRgtgEytDbBWX7WHh9iVzg96qHtUNGRgZABqq+v1/4+OmX9QJmyutB3Qi7AHk/G3z/2MXnhmmv9p3i0vPc0OcAE5mMR+Zezic6uCIzhHyEySuEbaPPoL0JkIBgMaWsAQRSOD5GxfftWE5A0BA6USbn33tXDXs8B8IAGdL3jyw9f97rXymGHHeY/Afe2cgz4Wn2630nZeujt6saDkMDDjQd407heRr7v0Qe28C/0WyEynH/pT0QBgoaQExbYddu2LpkyBVd6dH7ufAOzg/U2rwH9F/wrJLCFXzj/KtzWEqYRxJgBygdAWgPlo3U4q6bR4PKV61C1HQiOjTrUYmU8+OCv5IknnvCfCjN16hR529veNuyx+LGIjIPOQ9toIhkhAzaOjwY5vV1hE5zl6wdK1wlhoNSf5ff29tg6hARAGBgqKmAT7QDlBgacgUVn5IVIP/+8PP6qV0lm8xa/pXhe8Ye1Unf44f5TYWBT6NSdUeps4nwjdHawNL6Bdou6aO3qbOIubYb4BurhdKGTgcGlvr7R9D36uuAsv7c3Kffdd7999cZYvOIVr5A3vOFY/ykiZ/tyDC7aMsCm0EeIDPgWbBsSiLkxJWwl98i/tGMKwMmw6zf0AVDev0ICDwS2IQFQVrZu3WrGsWZ1m0c5BgbcJVZtO3H+hdmbkAAIM0C44lRYBu8BitFo1q5dK4888og5duRNzrjkNXv2bDsVXSzRAAVd6gMgrgU2lN1tLbCun/5Unnr3u/2n4jhw6VLZ5/zz/afRiRo/Blpthwrf4lpgefKXwKBPnYxSrgXW09NrX3KIexV3BPKPOuooeZUJsncEPsp7gPLAN0BIEIXxEW0kJIjiPUB54F87/R4gU1AGQDFAR4z1v7Zs2WzyaZkypUn23/8A+wKyuDAAGk45BkBg6x13yF8uvFBSQ97ZUogKE1wf8J3vyN4LF/otY8MAaDh7YgAU6RP3+/z9738fXAwV/dFBBx1kdV4I+CgDoDwMgPKUUwCk643KGHRahxxyiLz2ta+119UPP/xwVfBDSETziSfK4Rs2SOsnPiHVra1+a57KlhZ58cUXy+GPP1508EPKCzyYceSRR9pZaPRNL3vZy0YNfgghDgZAhEwCKqdNk5d+6Uv2ya6bv3GCfOwckUvOFvnGF14rr+7slP2/+U2p2X9//21CCCGhMAAiZJLxwoxp8j8zRX55mMhzM6b4rYQQQkoJAyBCCCGElB0MgAghhBBSdjAAIoQQQkjZwQCIEEIIIWUHAyBCCCGElB0MgAghhBBSdjAAIoQQQkjZwQCIhNHdJV1jr8U4Kpse75Ckz+8Mkl2bZNMmk17Ymb9CCCFkd4QB0G5O150L5YAj/5/c/uSOg3xSujD4F52eL7DNpHGCh7VfmCnTpiTkyC897rcUR3LVBTJz5sFSP+0Cad9J8cnqD0+X6dNNmnOtjFwqkhBCSDmTyGazsRZD7e9PSmPjFPXCiJlMyi5Qpl+4Dsv9u8UVq6vDFkOFrKoq3eJ3+H0nI2FkbJa1t/4m9iCLcmARPyxoOL4+Z8ixp86SYStFvbBSTj7gFLndBxAzL/yxPHDtfGm1SwC1y1kV75Tldk8AR1wlT/3xEvPrhWk/p0LeeZPI8Tdtk5++t8Yu4jfugpfPLpdTXnmWrOwy+eOvky13LZIWk8WidbAJFt7ULq7Y09NtdJmwC+itOrfSlm28OuzIrl4MdUcWmqB22fplNj/3wLly33vvs/m4uIVysZDpxC6GijJgYcOQxVCdb4QthorFdnFsRcXELoa6desWu0hkyGKoWGjSLWSq0+dkWQwVvoX+3C1srZOBMQW+7sYDnYxoIeY9YTFUjNGoR8hiqFiwd+rUad7P4+P8q9f0w41+S3wi/4KPakH/Bf8YLd5IGGUVHQBhRWYYuaEBK23rGh4c1a0MXW0dTkMkA52yFsgAWieBozkZ6FDvk3Nq3y0/cjt2EqfLT/t/IO/wnyJyL6yRr51/uvz7PX4l8X3fIV9e8QP5tzf81pepTl598ukyCxHGKFg74B/TiQ32Y8/8Qm544BmRw78kf3rk3+Qgv3k4z8jXjjpUPvHYvvKJX3fIf8zK2Q5gzM7whZ/IOYefLj9C8ON59aW/lHs+/zqZavUJGeMNLn+QGz74Hflfk3vd+78j573KbQV9fb3m+IR1+HsW1cu7EEeMVYfn75Yv/ddPTE3ystBg4N9o/FofxYANXWj869y7z5MVG1bYfNsBc2TVyatsPj4I0jO2DPqBMms7IidDN7jkcgiinF21MlAP+EZI4IFADHrQBnIAvuF8XNtviHR3b7MruYcMlBgY3GCt0wV0iSA9RIY7kUyZeuiDhuhEMkRGacYDnFS7AFsL2jz8O1QG2kmIjyKYQxlCguPt27dKU9PUgHLAv1xwrO1DYVPoQzvRAVz/lRnVNxLmB4ou3sDAgJ8BalIrJjob1EbartE5hw+TgdkbUXdCruFi9gYO/6BcetDZBWdbup7d5O5zqWuV1n3spjymHJHyE5mtsmmTm8qpa22VlhFt6Ay56ZkrZY7/FAHjZjJZ2X7fp+Qt878mG0y1Ws76mTz5A5EPVZ0kK+RQufLxdfKxl/kDCgAZ0SA3aNc7z5aqd5tB+PAr5Yn/++iQ2ZOfD6lrUjY96yKZun33lWZTZje+JWTWvz8od/y/HUKOZ1fIqa8+W27HIa+5Utb99CD5whGnyQrzufWUG+V/f3CK7FtVzAzQKllo62a08pOU3PROtxX09vbYY3HWcM/5NXLizWbjiDoM4cmvypGHXiobTDaShYEBetB2ZPCvKADSyDin/RxZtt5puO2ANrn3tHtsPi6wKfwcQQNsq8G1NQRRmEUKafOYbdUHYpglMJq1+tQGUdEAFRKIoVN37UQvY+vWLqmvbzD9l34GCP1wTU2NOV6nT/goTmYx86ItA/wLgy0GKL0MN0uJAEgrIxpTnAy/MSbwDRAWlKLNhwVA0cyxtr3CrvBR1EMrA7qEj06d2mzLosH5VzJo9gblgD5qa3VXi0wRBv3LzTAWwBS0aDBbtHVrZ850in5LfEyFjJw+/0mHk5H0n+JjFGtlmA7Ab4mPUaw9HnJG5+nckiNsjJObeeXTflse6BEyEITmnliSm2m+JzIzt+QJ/4UiMMb1MtK53D9/k7vs1MtyjxhxudxduQVFysPvQ8Ywu/5sgS23HLHE1GIokdyx04717Wy/KGcCELf/6CW59baMhn/ellvU6re3viP39bVbrX3GJl+GBT/zmzzm7DrX09NtZdy10MsdUYchDOo9Lwv+ObZdxwa/Df+0dlVw1h1n5eRLpkwmzV0x12+ND3wD5cBfLfAr05EN942YmIHB+hfajBZz8mVtMr5vjE7UXkNkwDecXfUyOjs3GznQh15Gby98XK9P/HZfX09QGeATyWRvkAzoEjJC9Ambho4p8A2kENDWQvoNkPcvLc6uIW0efrV58z9s29cCn+jt3e4/6YB/oS4hoA7J5Oi+oTt9IJOTfWbL5bdcLrOGnYB0yiOrVsrKW0dPt//4dvnJbT+xfwe3PzjaHU1HyeJbbpPbTLr+QhM6GFrPuEZu/dEtcsuK/5Yf//eP7b5rTpxu90myQ1aef7BMm+duRG457npZv+YSmRmVcZ/5cn3HernmuBaRTXfLR2Y1y+HvXyprX/D7CSGEkJ2BD4SKgjNAeSblDNAwipupGTeNMXty13nuO5g5QR1SqaFn+X25p29ZlDOBzqCs2Z/5Ta7T7x1JX27d196Ra41+V+pysy68PvfIP/3uYXAGqBg4AzScqL2GyOAMUB7OAA2HM0B54BOcASKTgFZZ8A03YzNa2nH2Zlj6yjzxczk7sFZ+Y+/NnScn7HhjknTJytOmycGnLbX3JEWs+fyxMi2BG60LpXo58t/ulk1yqMx+I675JmXtdYtlyYND7pYuE3o2bfI5kb4XOBVGCCE7AwZAuzEbvnqynPIfq+SZMd+jM02OOn6+zD919PSeU94j7z753fbviP3HzZSCt6BtekTWYJyeM1/amjrkK6+qlurqV8nVT2Jni8z/3m2yoLVOZl14mzy9bom4i2XF8Gq57H96pfPBJbLoK6tl2XvGeHxtD6Xz6ad8TmRrB55PI4QQUmoYAO2mJH9+sbR9bKXcfvmJ8vK9XiULr/mtdA2ZbcmjvAdoaLpvw4g3Nid/vlJWm78zj28b/m6iiJZ5suxvffLI9+bLjCMukfW5nH0yYKyEpxcGBn4o83D4Gy+R6z86y8kqM148kH93xotT+vdoEEIIGZ2EGXhw/0NRDAz0SzLZF/R+gHTavbRK/yLESEZ29EfbxgFVzmTw3odcwKP0eAQU7xXBixBHe3SyQ64+8mBZ/KgJFK58WtZ/fPiD2KgDymEfl+74uhx2yGLZIDNlyRPr5ZIxHluP6PrV1XL+GYvl9mf9htZ5suTWZXLJGzFr0i5nJk4IfxEiOGKJPL1u6IsEk7J8fr2ceXtU1g656oiD5dLHDpWr/vyYLD5E6xvuZWQv3HelfOYnz8jsD14vi17tdw4jX7fZH79NFh/jtoL+/j7zb4V9RHjNN0+Rq39lPrYukGu+cXLhS3mbbpOLPrxcMJm14Gc5WXaiexkZHiHVvyIh7EWIdy5cKNc8d7OkzaHn59pkwX0P+D3xQDuDj+IFhNpHYjOZ8BchogxoLyEvQsQjxqapWX2izWmATXBsiIz8i+qgT50MvGSuoSHsRYh9fT32XUIhj8GjrUz0ixDR/6E/d48662SUYkyBbwDteAAwPqKNhDxKn/cv7aP0OTtGY2zUP0qflc7OzdLcvJf38/jAv/CyTrzwUwv8C/rAS221oP/K+9dIGADtxgEQyGZ75KnvnyVvvvAndhBvWXiXdNw4T1oGg4Q6mXXqmXLUKFeSOu5bKqufwcsSz5Cjprn7cUaw/3y5/DPz8jM93cvl5ClnysrBwGi0AGicICw6/tm1snJNhxxwzDvlVS8V+dtXXy3/8okNgwHJSEoY3A1hMgVAj92MFxiJHDh3rpx+//02HxcGQMNhAJQHPsoAKA8DoDwMgEaBAVCewQDo+bvly5/72SjLYHTKIzetlLVJkbpXz5czj5nmtzvw+0joOxJb/yDLbl0rxtxjBCyz5aLvLZKhF4agSxi5YstD8rWP3y4zv7FE5tljoyChTa7f+IAsKnidynzr7ISccNOh8uUN/yeLX17cy+66Vpwg0xa0S8upS2TpqQjqNsqPP3yxrNi0ryz4+rVy8vSEtBw5T9oOXT0YhLXuN7RC/gWKUQB0x5mSOGm5nHF7v/zwhGICoNWyeP8zxS0WMZzIndEhJzdt8pcFd/z9wpz5/Y2y5DgGQENhADQcBkB5GAANhwFQHvjX7hAAoaBFw8fg85gG5x6rffzLg49R7/y0IHeX//0I04HYcphBxm+JiB4VX5C7rXNjbuPGwmnZqfjOoblPPvjX3HPPPVfwO53DzLU+d9lBQ8tUOLnH/n0ZRnuZYrTdv3TRBEC2Lk99eab9HD2WHofYj8EXAP4J/9CC3w55DP6Os87KfcmUG2nFXD4GD/gY/HD4GHweNx7wMXgHH4MfCupgAkL/aSS60weSp/FQOfPCRbKoYGobvG9mxnEj959/wfly3qLzzN/zZNGps/zTVpgBGvldl9pGeSS9AE9ukLU+e1u0KnqBdOat+Mbj8sU3HSAvfelLC37nomFrcc6UM983S1oPbZMFg+WaL6+2hUfZz7fbzjxC/wr0MUl2+ZXquyRZ8KZvDfmV87u6/SZCCCF7Nj4QKgrOAOUZnAEaK+LvWJKbhRkImZm7fIPfNgToETJsxF/qFyFG8g69PHe5nwkxQVjOBCfDUpudzanLvfrk83ImICuwr5iZmKdzVx6O7x6au+rPQ30jmoWqy7Xu1zoktVi5qhmgaImOUfSkmwHKv1gRM1ecAcrDGaDhcAYoD2eAhsMZoDzwCc4AlTsbolmY6dI6/i0oYWxaIRe/b6VsimZFNjxiF/iUpjo/syQy+0PXy/XfuEau+Zb5+z2XLnkT9hwkZ1z+Hbnuiqtkid+e30cIIYTseTAA2omsffAul2mdLUeNchNyqdj042vl2utOluknLRe8OxmXcywzZ+ZfQpjeIFe/qV7qj7xAVkaPzkckfyEXvmJvmTb707Im+OXDSUkOfXHQEZfLb/62UTYOpmWywO8ihBBCJoKKXC5r7/ouLrkrCoX3FZfc8XoZ2Sz+hpYjKkOYjLHr8pQ8cIcPQo6bLa8u+J2hCfIchfePlvD7G+Tar/3WHjv7Hf8qzWb73zvW288zj3iFvbZjqXyFnP+NT8nsJ5fKyfsfLBe3bxG8NcdS+xa58q5PyuyHr5Bjpx8rS9b15o8b8Zs7pL4t0mlnnh6Xz7z5pVKfqJejvvGU2RdJ2FFHO253n82nwX8tw46J0uDeAvvcfpdM3n8v/zujpfw33W8OkaFK0fFaGUPKM27Zx0qQE1KOKIUdL4K/YeUI04NLeV2EyHLHZrN6Gfm6hMrQH++ONVIK7is2RWUIKwfqEqLP8DIg7RkyoEcw0TKQnIzC+4pN4TKiPrDQvqxUpNMp+5hYMSmTQcLj34X3F5fSg48+6tKAPT7jH2/TpUhGSDmgC8govC/9f9fLtY9a+8np899a+DsmuTKYZOrj3U6yo8kcJWVWf0u+aldMeId8YOHeZtuz8rBdp0LkVS/fT4zJLNlsSpqO/qz88q8/kQ/8S69sHkhJdbTPlKPpNZ9x+w7sk95E5bDjhv5e96Yn5OE7vymXXXiCHPWSRqloOFq++Cf3XTx6jkf5myu6zXfTZugzPLlMLhm8YRppifwG23MZyUBm1OCMDqxO/ecdf9cmv280PWXtawHS9rHpqPyDvzNq8uXEV7Mmb2UU+l6xacDIGMM3xklomBFowIW+U2wK9XGkcBmurcEmhfcXk0rZXgdG7Cs2Rf4VJiPqQ0shQ5vw0tGQPhT6dPoIqQd0GS7DyQnxL+cboTIi3yi8f7yE3w7pN1xC3xNmVyTnX3qbIIWUI7JDqIzINwrtR6qI3jlQTMJ7BfCeg0L7ik+Q4d6Pokl4x4KTEVYOVwZ9OZwuRju+W275zJfExiR1H5QL5hX6jkuD5TD1cW/BSJhthb9bOKXllu98zwQdhnefKSc3m225P8ovfoENc2Tua81n/3qNRCR333fKNeufk2Un7TNknylDKu33PSyfPqzAcUj/vFHe9ZJD5bUn/Zt8cend8odNQ6917Ssfu/sf0tPfLb/+2BHm+5WuTsk/yE+W/kBuGEy/cLpJVBgHNDIrfM2NDqxeC/1ulKKdo+jJ+YW3y+BX/e+Mmnw57Vedb8WzwY4J78zR+/nwd7u499Zo06B/FdhXbApv86Uoh16fUSpFPWCb0HJARqHtcVJ4OfAOolLYNUwG6pAwJ1uF9hWb0FZD/QvHI+FdVYX2F5NcvxHqGyhH4X3FpnC7wiZh/Q5SSDkiO5SiLmPZxNjMfaHYBMUU2l5scg3XOYo2QYaTU3h/cSlMhnOSwjK23fVhufhON3zN/NximVszfH/hlB/03CBcZPr7D+Q7P8VRdXLRh8+SBmz73d1yOza1HiuveQnKiQ9Gbma7/OTc/eSN//k72ebLNLjvzz+Ut+0/VY5YfI9s87IH99lG6dNL3ihzDzW/9rI2WfCZa+SuhzZKX+ppufJwfHOaTD94b2kYrK8P6vDCQzudGqW7/D1AXnf+hwb1Ofg5kjMkRYUyFNJTJMPZx38x+p1Rky8nML/pbDreMWOlwn5RbBr6Urmw9hZWjlKlSJ9RZ6RJpagH/Clcjjs+rC5hfSiSG6AK7ysuwTfC+/JS6LMUdXH+lQ9k4icno/C+YlOYDKeDcBnOrqWQUXh/sWmiZbh6II2hC9/PklLRtVIuOs3diCwtF8nSjw5f/qLUbLjuq2Lv/jnoY3LRHLtJVi9fameE6k49Ydhbo6VKZPp+02XN54+VGW+7VjYMnbw59D3y+Ytny4avniDT3nT18H3DmCmXrctJ3xMPyLLPXSTzjm6VOu1LSyNmLZbbbrlNPlZw3S9CCCGk9DAAKiVd7XLmjJNluQ0eZshl910js0ODg7HoXi6fudwtwvH6f/uge9orvVpW3mDDH1l02mxsGUKLzP7CI7Jx+XyR+y6Wts9Gr0oEZt9//Uo6Vy6S1oeXSbu9RjUKpa7TfrNk/qnz5dX7+c9F0SHLPnWBXPC+4emiD10sH7z4Irnw/RfK1Q/6rz65TBbv8L3h6WpZ479KCCGkPGAAVCKSj14rc2ecIMvt1I/I7K/cJZcf7fI7i45vX+4udcm75aJz3XP2m779abkW8c9Bl8hFb7SbRtB6xm3yyNpHZMMXhs0PWVrec71s+OdqueRQv2HSkpS1ty6VpdcNTz+84UaTfmjzq6MgLrlWVu7wveFp9ShruRFCCNlTYQAUTJesueoEmXHkxbLaXfeStu+tl998dPDtOzuHZLtc8Vn7qkNpueijcgbWnOtul0sudXMZsz92cf79PwWY8epZ0lJgJifZtUmSyaRbFmLUy2BKnl0pn8aMy4LLpd1vcnTItW3TZf8ZB8gBJr3mMtSrVWYUWvdj/7YhT5ONTOecd7ZJ5xTcN3rKL1lCCCGkTMjFgEth5MkOWQqjc81lbsmLqpm5S9o7/TfGB3qEjLRyKYy+J27LnX/onNzXO/xSGH0bcw9c2ZZrabko95shb1OPloQotLSE23do7ssb+t2rx5fPt9/Np1lFlGecpTAGl6J4JHdZa172jM88YreC9V9wy19EqfU914+zfEVhhi6FUTxcCmM04FdcCiMPl8LIA5/gUhh5uBRGHvjE7rAURgL/mI6/KIyD2KX2m5qmCu4y12CMa5/tr6kZZXn6InAysnbJfw2oMt4NgL/V1TV+azyMiU050vYudTyan3x0taxtbZPZ+/gvFAHqgHJAl5V9T8jqVRukS1pk5vFtMhMzOkUAXRpHsXe04653C15KOGR2Z9PDK+U3HSIzZs+XWTvcZ4MZn809VTJ1r6nSWFslFb1/8uUwNM2QY980S1rHLUtSHr3nDtnQ2SyHn/BWOWxK5BtYZLRLklUt0rqPs3fyhU3SZcpX19QqLUPlJrvk2Re2S23jvrJPCx7RzT8JFYeenu32rv/6+oYYMjbJ2lt/Yy+DtRw5T954sFh9wq4a4FemI7T2wJMpcblz4UJ57Oabbf7AuXPl9Pvvt/m4wDfgo3ikFPXRAN/Cu0nco/3aNo+2lrXlgG004J0eMCf0qfUN2ATHhsgwwaA93rU1nYyuri3S0NBk+h69n5uBQerq6s3xOn3CR81gK7W1kKErA/qvVKrf9uVaGej/0J/X1qJ/0MkoxZgC3wDa8QBgfEQb0fYbIO9f2hstc3aMxtiobfNoqyZIl+bmvbyfxwf+lUz2mH64yIGsAPAv6KOursFviQ/6r7x/jYQBUIkCIA3DAiClwxcMgGKCMqAsKIPWrk6fToa2U3YvZzOxm9GntkPVBUDDQaNjAORgADQcBkB5GAANhwFQHvjX7hAA6VoPIYQQQshuDAMgQgghhJQdDIAIIYQQUnYwACKEEEJI2cEAiBBCCCFlBwMgQgghhJQdiUwmU/Rj8HjkEW8Jbmycon4k1j1ynZbqav0ji9Fj2/pHFnP20Vz8rarSPwaPR+zw9CceEdbgZOBR+rDH4JHwyKP2sce8DP1j8LBpNpuzj03qH4NPmX8hQ/94cG9vt/1994iwTgb8HHrQ2hV1wGO1sIfGrnedfbasX7bM5g+c2yan3XufzccF/gWdogxhvuEeg9fatTSvSIBvhD0Gj9csuLamf4Td+Ub0ygmdjG3bOqW+vtE+Bq+V0d/f6x8/1+kTPtrfnwx6hB02hZ+715HoZMC/MpmU0YVeBo7Pjwc6GVHfox0PgGvzeM2C/jF4+Bd8C32xjsiuNcau2kfYs7J1a6dMndqi7jei1yyEPMKOcuDVAnhVgxb4F2w72isSEnhLos+PCwQNDAyYxhvy/gl0qHgnSLXJ+42xyNnjoWBt0BDJwN8QR4OBQIijIaEDCpdREWCTUsjImCS2A9BOLGKgBa7R6ToyvAMD+kSnrO3Y0aEiAEI5tD7q3s2ks+vd550vj69YYfP7t82Rk9uHLxxSPPBzBOmhds16m4TIQFvT2xX1QH1CZcAlnC70voHj3YmCTgbeVYX3kuC9SFoZ6XS/H6x1x0OX6M/dO2smUkbW2sX1wzoZrt+I+vIQGWF9T15GyLgEH9WPB5FNQk420N67u7dLY2OT14cGlGPABra6PhRE/qWf6EC/g754tHczqWaAmpqmqJWLs0Ek/Uur3EsMMdsQNgPkOlTtS6vgJG72Rh/xRzLcYKtrNGgwrgMpxQxQiIzwGSAMLmgsIQODmwFKBL0kbk+ZAYJN4V8oQ5hvTPwMkPMNd9KjlVGqGSB3hq6XgbPrhoY9YQYIfo4XIYbNAGGQC5HhxoPMJJgB6rf20I4pUb8R0l4hA7Mm0IXWN9BWu7o6pbk5ZAYo62eAGv2W+EBG2AyQm+jA1R7nXyPhm6CVQRSMwzdB5ynFIMc3QTv4JuiR8E3Qw+GboPOUYkyBbwD9STXfBD0U+BffBE0IIYQQMglhAETIJATnwrrzYUIIIcXAAIiQSUZ/R4fsa/4iZf76V7uNEEJIaWEARMgkI/X3v/ucSHbzZp8jhBBSShgAETLJaHjxi31OpLa52ecIIYSUEgZAhEwyph1yiM+JTNlvP58jhBBSShgAETKJqajRP5ZLCCFkdBgAEUIIIaTsYABECCme5Auy9tZ2uaDtaple/1+SSPhUfYVMP+a78ukbnpBNSf/dcUlLx6p2OfOYL8u06rys+ulflxM++6CsfcF/LS6Pt8tRXtaZd/hthBCyAwyACCFF0C1rrloq06dcK0ed9pAs/Xn38EAnnZZND2+SK85fbr5ztVxw+zjRS9c6WTzzCjl43kOy/OGkdLlllCzJTV3S/vnVctSLrpaLze/EIv2sXHHqQ7LWfySEkNFgAEQIGZv0c/L9t39Tjr30WdlkA5U6mX3hMbJs9dmyceNHbFq/erZcdqJ/7X26W5bON4HSVc+6zztigpSrj1spVz/uPra8fqZcE8laN1+u+eg+0mr3dMu1bV+Xi39lPxTF2s/+t3z6Uf+BEELGgAEQIWQMumXVhSvkwvvdFE3LcbNlfd8n5DffmycL5syQ1tYWm2bOeZtc/rNLpG/dLJllv2mCkUt/KBesGnk9bNMNP5XFD7t8y8J50rHmNLkoknXEkXLRVy6SDWtmykz7jbRcu/Bn4mOlsfnVLdL2xZgzRoSQsoWLoXIxVFsGLoaap9BiqE8vWyZ/+va3ZeuGDX7L2OTMf1jMQlOCdHe3ZAbc4owV1dVSPWWKzWtAOYopxZR/+Rd5+fvfL4csWuS3OJ777rWy3//zl7OOPkbWr5knM8dx1a47bpQZJ3VIFz4cdKQ8tOEkeVVltBjq3+XqI5fKYszS1B0iD2xfIG2jyFv9wStk7rcReNXJJ9d8TD539BiLoXavlQv2/5ksNT8684gW2fCo/XVZ8LP/kGUn2iwXQx0C+j4uhpqHi6HmKafFUBMDAwNFB0AQBEcJaXhYWRqFqq7WBS8wMI53q0trnTUKgNxgqwG/j3JEHaoGJ8MFQBUV+gAIjuJk6Jw1kgFnD7ErnB5l0MrIZFL2r9OnrjNEp45j0QFoO+V0ut8cO3wl94c+9CF54rvf9Z/2TA5873vlDTfd5D8Z0o/Jh/f6qXzHTuLsLd/teL+c91K7ZxxekBve9j15/y/cp/f++FK5YV7O+dfzD8rbD/i1/Nxsr7voXbLtq4e7LxXiruVS855nbPa9P/64/OCE0XyjR1add628a5kJll7zGvnjv2+WV57qjjv99k/JjeY4gP7LtVd98IIBH8e7tqaTgSAdHTICQq2MgYE+24dq2xr6QAzY7iRSVwb0XxgPQmTkxwP05ToZ7gQuTAZ8A4QEL9BFRQX8K0RG5F+68SCyqwuu9cFLT882G6RrxxSUwwXY+uAl71/awDZnxzX4x2jxRsKcjRQdAAEoB2gHF1Qqm3WdoRZUCpXTR7jmvNiUA4TIQDmgBr0MpwvoUjvzEslAw9OfDYbLiGyC47W+UQoZON67aEA5Mubf4Tb505KrZcPlV/hPeyYvu/giOeLyz/tPhrtXSsvp7j6euvPfLpu+8gqbL4bkj2+VV1zWI687+SA55b2vkpOPcLPGiSd+KW9795/kL1v6peVTp8r/fni6P6IAQ37/lOUXyXffjrY20je23ml+66yNkpSpcvnvzpWLn84fd+qPPizXvcNmvV2dDO1AGZ30oK1oZcBH4erOvbTlwIkTTjb0ZUBdQmS4fsOdOGnrAZugL51oGdAFCBmXYBP8fqgM9H/a8SBvV7QTrQzYFv0oxgSdDDc+ZowutIFcKWTgeDfWjyYjYZRVdACEyLK/PymNjVPUigmdroRS4CSolHYWKS9DfwkMDd85a9glMJwBwVG1RoYu4fBodNpADPWIOrJwGfrLaO4sDB2Z/jJab2+3PdbNUuo6w0KXwDb//veyZe1aSW/f7reMDhoU9AE9VCjr8Y/f/layRsaLXvc6qdT6l/HvXA4DtrHrOLqoqKuTvV71KnnRscf6LSJrPvJFeeM17t6fM26/TG4+SVcXzOyhI3KXwIqXsfayq+ToL2H6qUr+3+pL5GumaLDJMLt2/UreuffPZZXJzrr6PHn43/YTufMmqXyXmwE646efkZvfabP2bBLHOv/S+4bzcX3gsHVrpzm7bhxZlxjg8kJNTb26raHvQ19eW6ufRUJ7L8UlMPhHdXWYDPSDuCKglRFdft/dL4HBrpBRUwNd6Ppy2BU+2tw8LcC/svZSXH19o98Sn8i/cJlWA3QBGZkMZpEKy+A9QEqHh4F5D1Aep08nQ9uhTuZ7gOIAv8JgC3uEdGRORnS/SXzgG/BRBB7xA9tn8/fqSItc9dSHZPHBWrs634gVAHU9JGdOb5fliH/qDpF7tpwqbcYczr8iu74gS9uulQtwPW3Om2Tj6jb39NgdN0ripA7keA/QKMC/eA9QHvgG2N0DIGNZ3gM0BIyNef8aia71EEL2cP4pGwYfJ2+WmQf57C6hW9o/fK8LfgwzP/dmmVNgPNhw1TIX/JiwZ9lKH/wQQkiRMAAihBQgLbidfCLYcNVSOeEmd+kNT57d9tECC8I+3i5nXuqe9Jq3/ExZ0GKzhBBSNAyACCGThg1f/boc5gMbaZkhd91X4LH7IW97rjtjniw7Qz/NTggpXxgAEUIK0CIzduk1pbRs+KIJfj4WBT+tcv2as2VegZmdwbc9mwDptm8dY0pKCCHxYQBECCnAi2SGexWzYatscA9V7RzSXbLy/KvlsE9Fwc9+smzd+2XRoe7jMH51q3/bc5UsuHF+wQCJEEKKgQEQIaQALXLU66MnJ7rkkT/4bNGslQumfVmOOukW+eqPn3FvhS5EskOuftPX5eQb/B3PL5spD3QskgUFbvsB7ddt8LLSsvykq2VwNfqhyT8BBpafFG3/unz1Kb+REEIMDIAIIQWZNW+GRCHQitv94l3F8vMNsqwrKWvv2CCXfvcZ8eHNcLoekgtm3CiLf+s/v/4YWb/uNGnjrA4hZBfAAIgQUpg3HiMfix5/v/khWTrK4u4j6ZblX31iMOh5z6LXj3xEHe/5mdEuSze5j1gUtfPBeTJznFe5tH39w4Mr0I+absxPH82/Mdp+jnzgQL+REEIMfBEiX4Roy8AXIeYp9CLE3r//3b4JevtTxV1HgT4SRpfaN0H/83//V7LGz180+1i1TeDf8A/UZTxdNLzkJbLXUUfJlIMP9lscm5d9V/Y5y0cpmsVQW2bKgxvny+sGF0M1dUk/K1fPXjq4IvyMD82XR75x5Jg3M6dSWMdrjMVQh8IXIY4LfIMvQszDFyHmKacXITIAYgBky8AAKE+hAOiPl18uaz/zGf9pz+TIf/93OeqLX/SfHJnM87L0rd8ZXNi05bhjpH35PJm9j/u8I12rbpGj5m0QF35UyaL2S+Q7x1VZ34gCoDUfvkKO/aZ7zw9mfjpuHP9JLgZAw2EAlIcB0FAYAA2Fb4ImpAQk//EPn9tz6d240eeGso+cd8tJ8sGXuU9d9z0kx77oCjnq7HZZ/vMO2bSpy6QOWX1Tu5w56wqZNhj8iMz+yjly/fE7dDxPtssiH/yINMnJc9Ky+tY1snKc9PM/FbyLiBBC1HAGiDNAtgycAcpTaAbobz/7max+17ukeupUv2Xnkenrk2wKC8OaBlpVJVUN+jOgYklt2yZvWrZMDl6wwG9xwLewYG9larP85N9WyMnX4RH0cahqkkt+tkiWHO/mdYauBfaHy66So74YP5g59IvnyLrFL/X+NY5dOQM0Luj7OAOUhzNAecppBogBEAMgWwYGQHkKBUBxgF+hQ4U9NHZ9cOFCefrmm22+de5cefv999t8XOAb8FHdYqiOwQCostr6RnLTE7LsW2tk+a0b5ZEnk9IVTeaY32h99T6y6INvk8ULZ0jLkGrnA6Bu+f7cb/r1u+LBAGg4DIDyMAAaCgOgoYwbAJnOqegACM7e398vjY1N6obnBtuMcTRd8AIDu8E2ZxxN66xOBkDHrgFOgnqAEBkoBxpNRYU+AEKCs2sd3slA8IKbZXV2xSAJm6AMet9wsx6u0elkYGBAZwyH15YDfu6CUm1Hlg+ANHb99TnnSMeyZTbf2tYmb733XpuPSy6H4BjBCwb8EN/IeBn6Nh8aHOd9A/rUDrYY5GBX6EInA77h7KqXsW1blw3QEQBpZSB4wSCn1acL0pO2H9bLQAA04E9EdfWAb8G2bjzQ2jUaUzAe6GRgkES7dcGLTgZ04foNffAS0m84cjYQc8G1rs3DrvDRKVOavZ9ryBofTZp+WBu85Ib4V73fFhc8BOLG2NHijYSJ0mIEQGlbIJx5VFRoHT5rG59zkqJ/ehBzqHV2HKt1NCcjaxzEDdgaIAMGAnB6DaWR4YyMQV8rI7IJjg85G0R9nAy/MSb5ciCI8htjkkwmbR3c4OA3xgRnDU6f8A1TqZhAD/nANr5NfnveInlmxY9sft85c2TOqjttPi6Rb4TYtRQySuNfaPMJc7zevyK7TrSMnp4eMzDU2v5LKwMDNgJ0p0+tj2KwrVGXATaFPkLqkc1ioMMJXKgMdwKnxfmoC9K1oM3DLzRtPsLJQACkVIYBM67Qhbatwa7d3d3S2Niorovzr1TQbBjsms1Chn5Wbjy77vJLYDAw0sRfAktZI+kvgTkZ6JT1l0pcdIpGo2147gwKHYheBsoAfeL4ELtGjob6aMAlMJDv2ONTmktgYVPZ8A03U6Cbyi7dJTD4FwZK/SUwzOy5Qc5dAtMQ+dfgY/AK3Bm6mwHS2hUnbzg2RMZkuQSWTPYGzXLCR0tzCSxpz9C1MuBbCMTceKCV4cYD/VUF51/ov0JkoM3DHhN9CQx2RT30J/eluQTW398rdXWNfkt8YNPwS2DRJdbCs0i61hMAFDM50DW2PDjr8FklOL506gitz+RgcrhHKQoxGexRCh8Nr0cpbDo5/GLywH40D44P1Yc7Pqwuk8Ukk6cck6EgsOnodt3lARAhhBBCyETDAIgQQgghZQcDIEImGZsff9znRLZ2uMe5CSGElBYGQIRMMpKbN/ucSH+XXVGLEEJIiWEARMgko3r6dJ8zDXTvvX2OEEJIKWEARMgko/bgg+V58xerj1UecIDdRgghpLQwACJkEoIHSN0rMgkhhOwMGAARQgghpOxgAEQIiU3XHSLTEiKJs/2GnUjHVSI1NdX2zclYIgAvHS42tXsZhBCyIwyACCHxeFyk7SQTBPmPhBCyO8IAiBBSNMlHRY49UmSt/7yrmf1xkdtuKT4d5Y8jhJAdYQBECBmfdELWXCUy3QQ/a9J+2wQw4405mX+qFJ1a/XGEELIjExIAhSySVqoF1sIXz/OZkhCiD58pCSHC3KKGIeXJHxteqYlfiC98kcfSEF6OTb+olncemJBjL9Ve9nIFKI0+QoSUyiClsG14WSZenyhDaXRaCjET3+YnntLo0WeCKIWQMBnOH6JUmEQ6nSr6VwYGBkzql4aGRqmo0MVOWJ4+k8lITU2t3xIfyMCS/VVVNX5LPKAYlAGKqaqqdhtj4mTgVDhhZFS5jTGJZCQSFVJZWem3xiObzZqUsfaoqNDJgC6gTxyvtytk5Gw9Erj7VEE6DX1CRpVaRm9vj9VnXV2dWkYq1W9laH0DpNMDRkalyq7t55wj65ctt/kD2trktHvvsfm4wDfgX9Cn1q7ZJyrklTMrcNuPw7j6x36Sk43vTMgKfD4rK+kfjP3Avmuvert2LKmSQ/7d5c+4PSU3naj1r5S1K3Sh940B307g535jTLZt2yr19Q3Wv7Qy+vt7pbq6Tm1XtDP05dXVtWpdZLM5o9MwGeg34B9Oht8YE9f3ZIx/1ahlwDdASJuHb7h+QzceAMhAn6Hty00zs/0X6qFu88au27Z1yZQpzaYsOhlo7/39faYfbvBb4oMxCfqoqanzW+IBXWBshH+NFm8kTCGLDoBSqZQNgtB48TSGBhQISRu8AHTsUA46VA2RYoA28ICBUQ4QJiNjOw+tw0e6iDp2DS6IQgAUJgP1wfEhnSEIGVySyT7zb0Jqa/WdshsoE4H+5QJbjT7vPvd82bDChheyf9scOWWV7lkm2AM6DbLrE9Uy64hKGwDt+/as3PL9lLx+nyo5p7ZSfoQvnJmRfrNtNO4+v07etcxkDsvI448MyIyCNqmSrx1VJZ94zGQPz8qfzPcOcjssz3ylVl7xSXfc6bf1yQ9N8KUBusDPIzDV+heCdOfjSH5jTLq7txv/rLcDpVZGNMihHBrgowjSnQxdITBQYnAJCeRc34PgJURGdAKnl4F6AG2bB1GArR0PAMoR0pc7u6ZsPbRjNPoN+GhjY1NAOXLWR7XBC4AM1KW6WjvRgeT8a7TANmF+xHytOHDGgAGmqWmqWjGoEAoUohgnI6ueRUKV4Wj4q1euOfM1nSE6j9GUOx6oA8oBXWobHnTpBjndbANAGVAW12h0dnX6dDK0nTI6ZHhjSKfc07Pd/j6CdK2MgYGk1afWrvCr6ExOY9c7Fy6Ux26+2eYPnDtXTr//fpuPC3wDPoqBVhtgZ/6Uk1P+n8hZ383JyS/P2/VMo1o7R7XQ1PdGu6kg7WeLnHCTyZjA5ql1IgeP4htXHymy+FGTOULkafO9GW6zBY/BH3ypyy/4aU6WnaSzqztDd4FtiG/geNfWdDK6urZIQ0OT6Xv0ft7X12POruutr2uAj+IMHYGYtgzoM6JBTisD/Qb689pajAc6GaUYU+AbQDseAIyP6D+1/QbI+5c2EMvZMRpjo7bNox/v7Nwszc17eT+PD/wrmewx/XCT3xIf+Bf0ETKLhLEx718j0bUeQkh58LKs3HLvgLznZf4zIYTsITAAIoTsNix/V3EvQjzzDn8AIYSMAgMgQgghhJQdDIAIIbsNxb4IcfEsfwAhhIwCAyBCyG5DsS9CnLWfP4AQQkaBARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECNn5PJaQDT5biI4nfYYQQnYRDIAIIbuErm6f2ZFHRdqTPk8IIbsIBkCEkJ3GzCN9RhJy9bcTPj8EE/hccZ5Ih/9ICCG7CgZAhJCdxowzRF7v82s/kZDD3mf+PiOyaZPI6m+LHDtD5NMPi7S0+C8RQsguggEQIWTnsZ/IdUt83rDhOpGjTNAzfbrI3A+KrDGB0KxPirR/yn+BEEJ2ERVYtTVOAoW2F5tCj3fJiimwvbgUHRv91SV7uKHQvuISjg053iVbCEOhfcWl0OPzyUixqdC+YpIvyYjtxScvoeC+YlOojNDjkYZSaH8xyR9t8iEy8DeSEyV8zjP0+4XSoR9JybYNWfnUO0VahixyPWOOCY4eycnvr8jJvkNkjpThdxjMpwL7i0s4OqLQ/uJSdKxehiuHK0uh/cWkkGOjFCrD4epSaH8xKQLZQvuLSRGF9hWbvISC+4pNoccjRRTaV1yKjg+XAQrvLy6FHo8UKsMcbVOhfUiJVGpgSHXHxnxX+vv7paGh0S77rwHL02ezGamurvFb4gMZWLK/qqrab4lPJpO2fysrh/TIMYDyUI9EImF0Uem3xqMUMrJZGBIyKtQ2yWazthwog14GbJKzMlAfDZFNKiqq7IKWGvr6eu3v19bWqcuRTg9Yfep9A3VJWV1q7Np+zrmyYflymz+grU1Ovedum4+L86+0t0mYb0AXWn2WQkbeN8L8C8dqbBIB34B/atsJ2L59q9TVNZg+UN9/DQwkbR+qtSt8NJXq9zJ0+oR/QR/V1bV+S3zQj8MuVVX68QC+BR8LGw/Cx5R0OmV1qe03AGTAP0P8C3aFPkPsum1bl0yZ0qwuB2TAR2tr6/2W+GBsg3/V1Oj9y/U9o/tXwhQyRgCUMpXql/r6BrViQh0NDTcabKuqwoIXyAqVgZs7Kyv1wQtkuEYTJsMNtjqbwElgk5AgCnY1WjHHhwxQzq7QhVZGX1+fOVYCAyB0ZAiAdDaBX7nBFjLi63PVueeZAGiFzR/QNkdOuXuVzcfFNf5ssG84GeiUtXZ1/hVi11L4VzqdD4CUImwfGA1QWhnbt28zAVC97QP15cAgh+N1dkU7g587GbpCwC8Q6IcMtk5GJkgX0ZhSWRkqA32P/uQr8q+wfiMsAIIMTFRAn9r2ijGlu3ubNDY2BdQlZ8uhDV5QD9gU/ah2ssTJyFjbjiYjYQpqvlYcCH6SyT5papqqNhAaHQbsmpo6vyU+TkY2QLk5q1j81Ss3O+jwcDYNrvHjDF0/2wBdwsBoNFpnRRlQFpRBa1enTydD2ykj2oc3hnTKPT3b7e8jSNfKwJkL9Km1a9T4YQ+NXe9cuFAeu/lmmz9w7lw5/f77bT4u8A34KIJ81EcDfAtnUBhc9G3e+QbKofUNBB4wp/MvnV1hEzdA6WXAN3C8a2s6GV1dW6Shocn0PXo/7+vrsUFUSADU399nz9C1ZUCfgUAMfblWBvoN9Oc4YdHqsxRjCnwDaMcDgPERbUTbb4C8f2lnkXJ2jMbYqG3zaKudnZuluXkv7+fxgX8lkz2mH27yW+ID/4I+MFuqBf1X3r9Goms9hBBCCCG7MQyACCGEEFJ2MAAiZBLyy7eIPDDXfyCEEFJyGAARMsm4ed//k1XHi9x3nMh1hz3utxJCCCklDIAImWT8s6Hf50RemJLyOUIIIaWEARAhk4x9DpvpcyLNBx3kc4QQQkoJAyBCJhk1TVN8zuSn5POEEEJKBwMgQgghhJQdDIAIIYQQUnYwACKEEEJI2cEAiBBCCCFlBwMgQgghhJQdDIAIIYQQUnZUYNXWXZmwWm2h7cWnrP0bLidcRinK4JKrU0gqTVnCyxGWTDVsPUpRjomuS1jKU3h/sSncLyI96vVZCt/M+8XElqMUKV+XkfuKTaXRqZESWI7QhHq4chTeHy9NfF0KbS8+lab8pdBnuIxsCWSElsPpcyy7JFKpfvcrRTAwMGCX/G9oaLTL/mvA8vRY5r66usZ8KvqnBzFlNsdnbOGrqqr81niURkbOyhBJSGVlpdsYk2wWMtKSSFQEyMjaBHtobVIKGbArdIJ6JBIJvzUekAGfqKjQy+jt7bXH1tXVqWWkUimrh8pK+IbOR9NpyKg0MuLr85z2c2X5hhU233ZAm9xz6iqbj4uza8aWI8w3wmSUxjfS9m+Ib6TTaGsJL8NvjAnsivYaImPbtq1SX99g+p5qtQz0w9XVterjYQ/4eXU1yqATAhnQR1VVjboc8C/YNkSGG1MyQTLgG0A7HoDIN7R9OXB9j67fAK7vGbB9l77N54yPdsmUKc0B5chZH62trccntzEGqAcCGNilpgaxgo7Iv1y8MZIK90PFpaEU2l9MciCDCGz4vmKSPdrmdccjDaXQ/jjJ/FtwezHJ/It/LIX2F5MiCu2LkyIK7SsmgajzKbS/mGT+tceDQvuLSRGF9hWbHMhofdT+Y/8W2j9e2pFC3ykmDaXQ/mJSdGz0V5MiCu2Lm0LkmH/t8aDQ/mLSUArtLybhpCmi0P5ikvnXp+Hbi00Olym0v5gUHWv+HbEvToootK+YNJRC+4tJjrB6IJl/C24vNpl/TT+qlzGUQvuLScAFxaUoh05GnlB9OgrtQ0qYQML8KQ5EdMlknzQ1TVVHl4iSEa3X1NT5LfFxMrJGRq3fEg9UGVEh/o4WGY5HFJ3CUXAmpyGKTvOzDfGBLnEG5M4adGceKAPKEnLW4PTpZOAsSAPOXOCN7sxYdyrX07Pd/j7OsLUyBgaSVp9au8KvUimchcEm8e268M6FcvNjN9v83APnyv2n32/zcYFvwEdxVov6aHBn12lTj2q1b6AM8A2UQ+sbODOGOZ1/6ewKm+DYEBnwDRzv2ppORlfXFmloaAqafenr65G6unpzvE6f8NH+/j57hq4tA/qMVKrf9uVaGeg30J/X1mI80MkoxZgC3wDa8QBgfEQb0fYbIO9f2pmonB2jMTZq2zzaamfnZmlu3sv7eXzgX8lkj+mHm/yW+MC/oI+6uga/JT7ov/L+NRJd6yGEEEII2Y1hAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOxgAEQIIYSQsoMBECGEEELKDgZAhBBCCCk7GAARQgghpOyowMqv8RKWpy+0vdiE4/UysEIsjseqt4X2F5eiMoSUI+z4UqVIH4X2FZ9KUxfoxJVHm0pRDidjYssRfnye0HIM/atNoccjwSZ6OSKRr4em0ugipC75MoToI7wepZARUgeXXDnC9VmaNj+R/Yb77VAZkV3DZJjDTdLLQAKFtheTIjuUQsZY9UgMDPQP7W3HJJUasEv+NzQ0SSKR8Fvjkc1mbKqurjEF8BtjguNR+MrKar8lPlgmH45SWVnlNsQESs1m0yaXCJDhjARdVlRU+q3xcDIyRkaFWkbkKBUVFVaOhsgmKINWRiYDfYrRJ+qh86++vl6rz9raOvtXQzqdsrpAObQ+msmk1DY5d9W5snzDCptvO6BN7j5llc3HBfaATuGfervCNzJBds37Bsqh7TfS1hYhvgGbuPaql5FOD1hdaNsa2L59q9TXN0hVlb7/SqX6bR+qrQcIlYE+EG2luhr10No1Y/viUBnw0xB9Ot+Af4XJcH25bjwApfAv2BW60LZX2HXbti6ZMqXZlEMnw0ixsQL6YW0fChmIOaqra/3n+KDfSafT3s9HUgGDxUlwUvwptG9XJlcObUL5o1Rof3EprAxICDjCyxBejrAylDaFlqUUdYEMo9YAvYYeO5RC34mTQsqCFHo80mQow2RK4fowEgpsj5MchfcVn8LLYf4vsC1uKoU+Cm8vNuH4UBl7SnJ6gE0wxo3cX0wqhS7HlWGivaLjM0R0yWSfNDVNVUeGOGNAxF5TU+e3xMfJyBoZusgQVcaZMf6OFhmORxRZQonaMw/UAeVwsw26s4boDApnDO7MNj4oA8qCMmjt6vTpZGjPPHD2A290Zy9w3vj09Gy3v48zbK2MgYGk1afWrvArnLnAHhq7Lrxzodz82M02P/fAuXL/6ffbfFzgG/DRqirYVesbOLvGLFK12jdQBvgGyqH1jVQKZ9c4Q9fPIsEmODZEBnwDx4fMInV1bbGz6Jj10Jajr69H6urqzfE6fcJH+/v7zBk6ZOjKgD4Dsw3oy7Uy0G+gP8dMgVafpRhT4BtAOx4AjI9oIyEzUXn/0s4i5ewYjbFR2+bRVjs7N0tz817ez+MD/0ome0w/3OS3xAf+BX3U1TX4LfFB/5X3r5HoWg8hhBBCyG4MAyBCCCGElB0MgAghhBBSdjAAIoQQQkjZwQCIEEIIIWUHAyBCCCGElB0MgAghhBBSdjAAIoQQQkjZwQCIEEIIIWUHAyBCCCGElB0MgAghhBBSdjAAIoQQQkjZwQCIEEIIIWVHIpPJxFoNvr8/KY2NU9QrQ7uVx9NSXa1dudet5J7Nhqzk7mQA/YrfbiV3t7p0qIyw1eCRsPKvdvXfUshAPaBXrB6sXw0+Zf6FDP2q4b293dYmIStlY4Vrt0K/dlVntxo8dKmx69l3nS3L1i+z+bkHtsm9p91n83GBTWEXlEHvG2kjI2N1EdLm4eshdnW+EbYafDqN1eArrC60MpxvwK7Qp07G1q2d0tDQaFeD18ro7+/1q7Dr9AkfRV+OVcO1MmBT+Hl1NWTo6gH/SqfTthxaXWQyWA0+68cDnYyo76mq0q8GD9+ALvWrwbt+I6S95u1aY8qikwG7dnV1SnNzi7ockDEw0Ce1tY1+S3ycjH4jo95viUvO+kXev0aSMD9QdAAE46BAaLzaRhMNtiGOhkaDACjE0dCpA80ABTDYox5ALyNrZUSdsgYnI+tlaG2StXJwfIhdoZOQwQUDJQgZXPr6eu3v19ZicNB2hgheoE+dXeFfaHRORny7nrvqXFm+YYXNtx3QJnefssrm4wKbuuBFH5S69orgJUxGqXwjTAYGOQS2qEeIb+hPFMD27Vulvr4hoP9CX5y0gYe2HvBR9Ofoh7X6hE0ROKAeWhnOv0oxHmSDZOT7Hm2bj/wLJ8R6Gc6/EADp2hpAIOZsopMBu27b1iVTpjSrywEZKAf6YZNVgf4L/uX8XAf8ArYdbbIkYX4gxgwQAqCkCYAwA6TthOCsmaBKQQYUrO1AYBDn8CEy3CwSGr7W4WEc6AKO6gb9+EQyXKesH6AgJ0QGBlo4LHQRMshBryEyent7rD7r6vQBkJu90c/KAScjmimIxznt58iy9cttHgHQvafdY/NxiRo/6hHmGwii9LM3pfANBJTABWJaGSl7LAYYpQhrV5QhJADC4FJfH80A6ejv7wuavUHfh5PZkNmbaJDDbL5Wn/Ctsc7QiwE+Dl/XXhEAzr9CTqrhGynjF2EBUCn8C2M0dBESAGGWcupUzADpZbgZoAa/JT7oM6APzHRqGc+/EqagsS6BJZN90tQ0Va0YdEIoVEilnIysutGgytFgq7+M5qbW0HloG000QIUMttAlBhjtYAuiDiRkoHT6DL3MMWBkuMuS2k65p2e7/X2cYWtloAOBPkOC46gj09h14Z0L5ebHbrb5uQfOlftPv9/m4xI1/qoq/ZQ6fAtn2CGXwFAG+AbKofUNDC4wp/MvnV1hExwbIgO+geNdW9PJ6OraYk4im0zfo/fzvr6eoMu88FEEUbi8oC0D+gwEQO5SnE4G+g3055gp0OqzFGMKfAOEBFEYH9FGQoKovH9pg6icHaMxNmrbPNpqZ+dmaW7ey/t5fOBfyWSP6Yeb/Jb4wL+gj7o6fRCF/ivvXyPRtR5CCCGEkN0YBkCEEEIIKTsYABEyyejbssXnRJJD8oQQQkoHAyBCJhlb/vQnnxPZ9te/+hwhhJBSwgCIkEnGAX1TfU5k/23692gQQggZHQZAhEwyTvnn4fLe/xY5+TaRhX8+xG8lhBBSShgAETIJmbVW5JiH/AdCCCElhwEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsS6XS66NXgsWJuf39SGhub1KsQY2VprNCK1Wqx8reGaOXxqirtyr1YDT5j/2KVax1uRXmsYKxduRd1wCrGWEm5oiJURoV69V8c71aDrwywa8aWBfXQrwydsn+dPnUyent7TBkSQatcY4Vrtxp8ldJHsRp8ytQDNolv1/ZzzpH1y5bZ/AFtbXLavffafFxgD/go9BliV6QwGWmT0NYm1jewKjR+P2Qld/gGjte2V7BtW5fU1zcErTze399rV7iGTbQ+ipW23QrqOl3Av9LpAVOPWvNJJwO+BR91MnS48SBj2muIjJTVY8hK7hgfsRq881Edzr+qbP+jBXaFb2nbK1Zy37p1i0yd2hJQjpzx0T67krt2nId/Qachq/yP51+JgYH+oovnAqB+aWhotIbWEHWoocELjKR1VhyLMgCtszoZpQiAsrZT1gcvWSMHARA65RCbIHgJkwGdQIZ+kIM+IUM/UPb19dpj3eCgk4FOHXrQD3I5P9hW2sEyLqvOPVc2LF9h8we0zZFT7r7b5uPiAqCMtUmYXZ1vTGxwDN8QX44QGWhrFYG+EelTJ2P79q1mYKi3/Ze2HKUY5DDYYmDQlgE2hZ+jL9fLwACF8QB9uU5G1H+FBC8uiNKPKSAfYOsDoLx/6QMPjNM4sde2eegBQfqUKVPV5Yj8KyR4gX+VIgBCGi3eSBjDFx0ADQzkZ4C0yoWjRTNAGoxevbNmbQegAcZxnaE+4s/LSBgZOodHo4VxQhoNZLhBDmceOmd1AWVYAORsgrN8/UCJDsRo1jZebYfa09Ntfx8DDGaCNKDRQYbWrq7xuxkgjV3vOnv4DNB779PNADnfcDNAervmZ4C0MtLpyDcgQ2cTyHC+oQ+iogEKfq6VYU4YTRnQTlAOvzEmW7d2Sn19ow9g/MaY4Oy6urpOrU/YI5oB0uoC/uUGKH0QBf+Cj7pAzG+MifMvNwOklYH2Cqqr9QFQaL8B3OxzlfUxDcasPjhGAKSTgdnaaAZIXw7MACVtP6wl8i+czGqALtB3wb9GizcSpqAxAqB+SSb7pKkJkaF+kEOhQqI6JyMbEES54AV/9UEUzn7StuFrg6hogHLBizYAcmdQcHZ9AIRLFLgEFjJQuqDUDVBa3xiwTgt9ajvUnp7t9vdxiUE/yCWtPkOCYzRc2ENj1zsXLpTHbr7Z5g+cO1dOv/9+m48LfAM+ig5Z2xm6AAhBlP6M0g1QOEPX+wYGKJgzJAByA5Q72QjxDRzv2ppORlfXFmloaLKDlLYcfX09dnDR6hM+iiAq5FKxG6DcWb5WBvoN9OdukNPJKMWYAt8A2vEAYHxEGwmZRcr7lzaIytkxGmOjts2jrXZ2bpbm5r28n8cH/pVM9ph+uMlviQ/8C/rAZTQt6L/y/jUSXeshhBBCCNmNYQBECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsYABECCGEkLKDARAhhBBCyg4GQIQQQggpOxgAEUIIIaTsSKTTqaJXg8eKuVjiHisZ61cNd6tLV1frVnIHkOFWl9avuutWL8fK47pVd6MV5aPVpTWgDm4l9wr1yr1YMRcrIeN4rU2cDKzkXqFeXRplQH0qKvQrbUOfIGSl7d7eHluHujr9CtXwc+hSvyKzW70c+tTYtf2cc2T9suU2f0Bbm5x27z02HxfnX1jJXb8KO+yKFCIjaq9OxsT5RiaTMv/q2yuIVvnXtlewbVuX1Nc32tXgtWAl95BV2NH3YSV3rH6ul5Gz+sDK41rQ78AuYeNB2soJWckdK4aDkDEFbb6iIsy/0mn0PWH+hVXp4Vva9gq7bt3aKVOntphy6GQYKTZWqK2t95/jgz4DOt2Z/pUwyooVAEG5aLz6wdZ1qFVVemeNBtvKSq2z5rwMdKj6AAgy0Hdg0NfgBqiwAAgyYGR0YloZOB5yUI7wAKgyQIYLSkMGub6+XquL2lr94OA6IdhE25HljIy0lxHfJqvOPVc2LF9h8we0zZFT7r7b5uPifMMFxxMZADkZkyMAyrcTrW9gkINdoQudjO3bt5oAvd4OUloZAwNJO+BrbQIfRX/uggZdGdAHoq2EyIBfoN27wEMnA74BXw8ZU5yMXFAA5HwD/jWRARBsgpMvfXuFLrdt2yZTpkwJKgdiBQTpWlAO1CUkOIYM2HY030iYAThGANQvyWRSGhuhGJ1yXbSOGSC9YpyMkIjfzd44h9fJiBSLDlUbiOVl6GcbosFFO9iC/AClHyidPqNBTisjZW0CfWoHyt7ebntsXV2DWgb8HPoMCbDdLFKlyq53nX22rF+2zOYPnIsZoPtsPi6wK+yCMoT4BmRgYJhI34jO0J0MnV0xuLj2CpuE+Absqg+itm3rHDIDpJPR39/rZ4B0+oSP4gw9bBYJZ+jRDJBOhvOvaJDTyYB/5a8q6GQ4/9KPB8C1ef14AFKppPXPkJMvBMeoh7bNw675GSCtDPhXn+2HtaAcCKJCZpHgX7DtaIFYwhS06AAIhUkm+6SpaapRjL4jQ6FCIkMnI+sbXnxQZdcp59RBFIyDs3x0HtqzBtQB5XCDrT4AcrNIUaccH9eBuAEqJLANH+QGjAw3Da3tlHt6ttvfr6/XB0DoQKBPrV3hV+gMYQ+NXe9cuFAeu/lmmz9w7lw5/f77bT4urvEjeNEHQPAtDC7o1PVt3vkGyqH1DUyFw5zOv3R2hU1wbIgM+AaODwmAurq22NsI3GUKnYy+vh47i6TVJ3wUAxQGF20Z0GcgIAwJotBvoD/HjG1I8BI6psA3gP6k2o2PaCMhs0h5/9IHQBijMTaGBECdnZuluXkv7+fxgX8lkz2mH27yW+ID/4I+QoIo9F95/xqJrvUQQgghhOzGcAaIM0C2DJwBcmT6+2Xzo+uCbAK/go9WYAZIcRb2P5/6lDx51102/5LXvU7e8b3v2XxcssYeGeOjlZgBUtokY/yiYb+XSN1e+wS0ec4ADYUzQHk4AzQczgDl2RUzQAyAGADZMjAAEul+5hlpP/ZY6du40W8hoKqhQd62erW8yARjGhgADYcBUB4GQMNhAJRnVwRAutZDyB7IxvvvZ/BTgHRvr/z93nv9J0II2TNgAESIp7WtTepe/GL/iURU1tbK9Le+1X8ihJA9A14C4yUwWwZeAnOke3rsPUCJAJugEvCNCuWLEEH33/8uqWRSmg86SG0T2COTzkhlVch7gLJSv99LpOHFrepy8BLYcHgJLA8vgQ2Hl8DywL929iUwBkAMgGwZUBaUQWvXPSUAAmh00KfWrvArdKiwh9aueRnRYBsf+AZ8lI/BOxgA5YF/MQDKwwAoTzkFQLrWQwghhBCyG8MAiBBCCCFlBwMgQgghhJQdDIAIIYQQUnYwACJESWrbtt06EUJIOcOnwPgUmC0DnwLLU8xTYPe9/e27/csB93nd6+TtP/+5VNWPvtoynwIbDp8Cy8OnwIbDp8DywL92i8fgjeGLDoDgJDAyGq++0aBDzVhHw2CnAZVyHare0dDwQIijoRzQQ4ijQRfoxMJkZL0MXWeI4yEHx2s7VNQDTo96hHSG0KuziU5GX1+v/X04vLYcCMSgi4qKwr6xafXP5QETAO0JvOHGH8pBZ5zhP43EtVcEtiHvEiqVb6C96gMPyAhprwB9IMoQImP79q22U0cApAUDgzsB1OkCoC9HP6y1CWyKtlJdrTsRBeh3YJeqKn3ggePdeBAmA+jHAxeIQZehMlzfo/cvZ1cE1/rgeNu2LpkypdmWRUfOlgP9sHacRznQ3rQTHQB9F2w7WmCbMA0pRgCUspWqr280itE1mqhDDQteXIeKM0oNMAjKASNpnRW/7wIPUTtrNpszcsKCqCh4KUUAFC4DgxyCKO0A5WwCXWhl9PX12WNra2vVMsbrhPpfeEHufOWrzN/NfsvuScIM5PMeeViaZ870W0bi7IoZRv2sSWkCoHDfiAKgRAIy/MaYlGKA2r59m+lD603fg0HKb4xJePDiAv2Q2VbYFPpA4KGthwuAMiUYDyb6hBj6hH+FB1HwLW0/DFyQrp/Nh13ho01NU4JkhAYvkX+FzMqh/4J/jHaykTCdU9EB0MDAgJ02bWzUKwaOhgKFKCaaUtcqBo0f5YCCtWdhzjjRJTCdw0fGQTCpbTSRDHdWqrVJ/iw/xK7QCeqh7VDh7CBERk9Pt62Duzygk4HBBZ3QWHbtfe45eeF3v/OfhhP5F8qh1Sd06XwjQIYJsDMm+MCK9IkCJywtRxwhUw85xH8qjPMN+FfY5VEE++4SmNY38rODYf4VXQJz2+IC38DxbiZKx9atndLQ0BjUsSeTvSbI1/s4fLS/Pxl0ogCb5i+B+Y0xgX9lMhjk9DLceIBBLmRMSVmdhM3KYeZYf0sEgD5xshHiX7ArfCuk78Fl2ubmaUEycCkOtyJowZiEIGq0y1fFkMlgfEyNGm/wHiB1EMV7gIbi9Fk+9wCNBfwqulSitWtehr4zhG/ARxF4aGcsXADEe4Ai8vdoQJ86GbwHKA/6DfTnvAfIkfcvXb9hLMt7gIaA/ivvXyPRtR5CCCGEkN0YBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOPgXGp8BsGfgUWJ5SPgW29tJPyJM/+IHfE4+c+Q9PxsStxQHz58ux111nfYNPgeXhU2B54KN8CiwPnwLLw6fACCHB9PzlL/LYV74i/Vu2qNLAlk6TCu8bKz1x/fXyz//9X18KQgghhWAARMhOomG//aS+tdV/2nVUVFdL0wEH+E+EEEIKwUtgvARmy8BLYHlKeQms+4kn5blVq7DR7y0OfNvZtUIqYtZj37e8RfZ+zWusb/ASWB5eAssDH+UlsDy8BJannC6BMQBiAGTLwAAoTykDIK1d8zKiwTY+DICGwwAoD/yLAVAeBkB5yikA0rUeQgghhJDdGAZAhBBCCCk7GAARQgghpOxI9PZ2F30PkFtaHvcU4H4A/XVjXK/V31/h7m3ANUbcU6AhkgFCrnHi+qK7p0AnI5vN2XKEyYA+s/bas/YejVLJwLVjXHfW3w8Am+SCZOBeEdxLUFWllxHd26X3DXdvQ4g+I/8KtQn8C/oMk+Hsqm3zqAfqA32G+Ea4jLT5N2HrohRh7yfAfTchMty9Iu4+Ir2MgaB7iOCjuOcu5H479F/ReKCtB+wK/wqV4e4/1MtAmwfaMQWE9hsA/hXSXiO74h6iEBm496aqqsbI0fdfuK9Ke58ugAzoQ3+fLhJiloxtK4VIdHdvM18rDjgqhLmbGbWNxnWoIY6G46POUAMUU4oAKApe4LAanIysl6EfoCDHdcp6m8BREgn9IBeVA/XQ+gZ8C4TJwA23rhNSirAynD51NgGhMqBL6APHa2XAJkhOF2G+4QZ8rQwMUKF2LYVvRDL0voFBLsQmAEE6yqAdXAAGl5DgBfbA4BISeDgfdTfIa2U4H9WfEIPIz0PGFNQDwXFY8DLxARCADNfmtX1P3r+044HzLwTp+pvKI/8K943R/SthOgVT1OKAUvr7k9LYOEXd8FAhpJA79nE8KhaiXDgJ0CrXGQdng3B4rQwXUDoZusYbGTik0eB4JyP0KTAEpfrgOG8T6EIno7e32zZ894SMTgaebHEDlL5DRVtxMorrDJ/64Q/lT9/6luT8IA2gz8E6mL//snChHPrhD7vPRQDfgI+GPMEV+Yaz6+7tG+iQUYcQu2L2BrOLaCtatm3rtE/HjHZWWgzJZG/QE1wAT4GFPMEFm6ZSSSOj3m+JD3wLtg0fD3CWr59tCB0PAPoNnESGBGKQAf9E36HF2bXW+roG2HXr1i0ydeo0db9hpFgfratr9J/jg/ER7Q1+rmU8/+Jj8HwM3ncgfAw+YiIeg182ZYqku7v9p9E5/YUXpHbvvf2nsXGNn4/BR8AmODZEBh+Dz4M+g4/B5+Fj8HngX3wMnhBSFPX77utzo1M9dapNhBBCwuEMEGeAbBk4A5RnImaAtqxdK0/deKPkjB0AZMAmeAt0wtvkwJNPln3f/GabLwbOAA2HM0B54F+cAcrDGaA85TQDxACIAZAtA8qCMjAAmpgAaEfyMqLBNj4MgIbDACgP/IsBUB4GQHnKKQDStR5CCCGEkN0YBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsSAwPJopfCwOvo8brv+vpGqajQvj4dr9bHa/G1yww4Ge7V+mEy8Npw7SvH8apvJwOv1te/Lhwy8Bp57WvLoUvoAq/E1y5VEMlAGfSvxYdNckEy8Npy2CRERl9fnz22trZWLQOvToc+9XZFXVLWHvrX0WO5FixxEmJX+BeWWqkMkJG1CbqYeN8wZ2xWhs3GBssuoL2GyIBvhNgVdHdvt6/md0u++I0xQT+MZRu0+oQ9sPRMVZVeBvwLfu5k+I0xcf6VMf6l1wV8I2Q8AG4pHyzDo12CIrzfAM6/9O0VREvoaGXAN7Zv3yZNTVOCZKAc2uWqAHwD/lVdHSYD/jWab5jaweuKTWDoX20ChbaPn4Y3kpH7i0mlkBElJ2vk9uISKLS9+DS88xq5v7gEhv6dmBTp0tVJmyIK7Ssu4fdDypA3ych9xScQnZsU2j9+QjnC61LK+oBC+8ZPURnc3+H7ik/m38H67LivuJQ/NvqrSSC0HIW3x0ug0Pbikiu/ydm/w/fFS+Zf+2fH7cWlUB9HCvULpFKUI0+hfcUk86/5M9HlKJU+HSP3FZeGUmi/+Q0TqUW97LiUYjFURNpIE78YaspG/PrFUJ0MKFF75uGiUyyoysVQAc5IgTsbhIPGZ/IshtpvdaG1K3SZXwxV6xvuDArHa2cs4J/wr5DFUCP/ClkMFW0eoC5au+5Ji6FioUm3kKlOn/DR0iyGmjT9sF4GfCuTwUyBfjFU+DjKEjJTAP+CTvaExVBhV+hC2+bR95RmMdRee7VIC2wavhhqtNhuvd8yHF3rCQCKmRzoGluenKmLzwYwadQxSdhz9BHqXzg+SlrCfTSXC61HaWzKdjKcyaOPUP8ohY8ihQmZPONSOJOnKpOhIGP3obs8ACKEEEIImWgYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsoOBkCEEEIIKTsYABFCCCGk7GAARAghhJCygwEQIYQQQsqOyv/4j//4T58fF6ysioQVc7Wr/2KlWazyql/t1snA4nXa1W4BVlHHYm36FXORIMNEkcpVsvH70SJ8Ias6Qx+wh94mkYwKtQzYFFXR1gNABtDrM7/iN1Ye14IVqiEjpBxulX/YRG9X+CjKEGZX1KUyQEbU1lAPvQzzry2HFtdeQ/0r3K6Rb4SUo78/aVeC1660DdLpAXO8ftVxgL48pB8GkBHS1pyfT4bxwPlomIy0+Te03whr8yBvV217FUkm+6SuTr/KP+yBVdhDVsaHPdDeQn0DOh1NRmJgoL/oJVsxuAwMDEh9fYPayDAOCoQgSmcgNzBkszm1cl2jy1hDaxtvJANoDeSM44IXbcNz9XDBS4gMlAPHa+3qyuEGSu3gAN8AKIe24fX19dpja2vr1DIwuOBYfSeCxp+2utDaBLqEPkJkwKawS5hdMbg4GVq7YmBwvqGXAV1ABmyitWsmk7LHhgSE6NQjH9fK2L59mx1c0PdoZQwM9Jk+tNYfr5GRs/15VZX+ZBa+AZ2GycgYGRnbl4fIQEJAqJWBegB9m4/6jQr1eOD6DfgX2qu+34AMlEHb5jGewEcbG6cYOfpypFJJqampM590+kQ5UBf4uQaUATLgXy7eGEnCNIJYAVB/f780NDSqlZsPgHSVAqgQKjbRAZA7GwwNgP5/c2bUmzAMA+FO2guoUGn//y8yOqqqbSLG8sWpIvECPSMNP1bCpPbd+eKS47+H3CsNkD5cbMhRz3cwQB4hq4PSI2TvYYAMG9YTlfPGV+qp98TMsQcb1JPwYBQN5AxqT4hh+EkGaF+Gfnm4MaoB0noCvngXzzafS+j1+goTZV8V1DB8YaL0HPCV8GwsqCc88+kGOXz4CmHJ76FyHmxcLn1zOHSuHCHMSYd35cn2QDNijMlE6V7hEb4+0kGfNkAUltVY2x7lwgA0RNWcoRaW41cuDK9sw/YmE4/mIMoQXyXN2hwPaaglAgBhVLfOGWzI6bcGq+c65FRshJTDREgV1HEc8v+zpVRzQFzqqfYVXK2DUu1rzfGZ8ygBNsAoJl8VVLDFBofbtc55w4ZtPLQcCCHtNHxpfaWe/NaTA2zUnmg5+v47XSLbpD06zqdpLJ8otHqCr2WZ8oBSz4BmxLhkLVdzoBvoORcWffPinylgg/AYMeYjHPGYqIov1UTd8oxmNqqch6vn86npuq+C8+0BvuZ5TDrclifbA3xRDy4LaqBfFV/30TR/FcGz5blF780AAAAASUVORK5CYII=梁工,是这样吗
jkwnejot 发表于 2025-8-7 09:50
梁工,是这样吗
不要用IO的低电平直接给一个1Uf的电容放电,瞬间的浪涌电流很容易烧坏IO,建议在IO口和电容之间串个100Ω以上的限流电阻。 jkwnejot 发表于 2025-8-7 09:50
梁工,是这样吗
不要用电容。 晓飛飛 发表于 2025-8-7 02:22
他这个用MOS和肖特基二极管做了个简易的路径管理,充电的时候,电路通过两个肖特基二极管分成两个分支, ...
你如果手上有12.6V、1A的恒流、恒压充电器,可以按下图测试看看,负载电路的电流波动为0.12A/0.52A @VC1=12V。
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