啃瓜子的猫 发表于 2021-3-10 14:00:11

关于STM32H745IIT电源配置的问题

大家有没有用过STM32H745系列的,
我用H745IIT这块双核芯片,配置电源寄存器的时候,使用的是以下的配置方式,可是会出现运行正常,但是无法复位成功。需要重新上电,把这个HAL_PWREx_ConfigSupply()函数注释掉就正常了。
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABFIAAACkCAYAAAC0PgodAAAgAElEQVR4Aey9B3QUR9q27XP+d793sXe9uw5rr71r89rGS7AxGWFMNhlMzjkJm5wRGZFzkkABBYQCKCFQQigilHPOOQshiaCEhMT1n55RGiUGr2ywtzhnmJme6qp6rrqre/pW9TNv5EfcIVprDgPVHLjhk0x+fn7Lj1bL5ZGfn0VyXCReVy9ydv0Wpm6yxjkpg8TkKBISEohLb15ncXEx1dXVlJSUUFVVRUVFBWVlZQrb3N3dMTMzU9jWtNyzZ88Q/wQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQ+DUIvPGfGynZ5Of7cVl9PqrLt7Hnoj/pGTnk5OUTcnklp06dQt2huZHy4MEDnjx5Qk1NjcxAkQwSyVBpvM3JyYmrV68qbGta7teAJNoQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAi8MaA3t3p0+nvvP3J13Tr2Y8BY1aw7oBl/aoUj0vr2DJzAK2Wy0klP/Q868Z9w5cf/otPOvViwIABskevTh8yeP4Odts2N1KkFSnSapLS0lIqKytlK1LKy8sVtkkrUkxNTRW2SUZK43LSqhbxTxAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBASBX4PAG+rq6ig8jl/mipV3vZES7nQF4wtNykj71JXLzSI/3hmry+c43rQudXUuGNvjFN7cSCksLJSZJ0+fPpU9SwZJ3eu6ZxcXF0xMTNosJ61oEf8EAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAEPg1CLzRak6U1nKltNN2yUiRVpbUrUapM1Iab5OMFGNj4zbLCSPl15CJaEMQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQkAq/MSBHJZoUABQFBQBAQBAQBQUAQEAQEAUFAEBAEBAFB4LdG4JUZKSLZ7G9NKqK/goAgIAgIAoKAICAICAKCgCAgCAgCgoAg8MqMFJFsVohPEBAEBAFBQBAQBAQBQUAQEAQEAUFAEBAEfmsEXpmRIpLN/takIvorCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCr9RIaZxYViSbFWIUBAQBQUAQEAQEAUFAEBAEBAFBQBAQBASB153AKzNSlE02a2pqSnV1NSUlJVRVVcl+CrmsrKx+27Nnz153xqJ/goAgIAgIAoKAICAICAKCgCAgCAgCgoAg8Dsh8MqMFJFs9neiIBGGICAICAKCgCAgCAgCgoAgIAgIAoKAIPBfROCVGSm/xWSzZY/CiAxbw5qwSMIelf0XyUSEKggIAoKAIPBrEBDnmV+DsmhDEBAEBAFBQBAQBASB/4zAGxaXD7NHfRN7jP3wj8kgPz9f4ZGQEIi/23VeVC4/P4Eof1ssNA+za+VKVq1cybbDmlx38yehSZ1SG7+9ZLN5pGSYctp4OseTkkgqr2xGvjjXGu8Mb9yKm32ksCE1VQ+jcCP0UlMVtv8yb57ytCqVuzEaHPXYwSanTezw2M/xMGOO+ziSXFTwyzSrbK1Ps3icqcd+t22yvu0JtMI69wUAla37NS+XmmqNkfceWdybnLawyekoGgnJhJcodlzSi3XsfxOX/6545aOdR1aBHXp3drDt3i2iX/W8VJTga/UuL88Ju4Ad7HC/yK2iEgraurvzNTi+KHteqNPBi84zr9VgiM4IAoKAICAICAKCgCDwX0rgjStHVrBi+ld033CTGz7JCiaKZHjExvrg5ajPi8qlBplhprODDauW8tPUqcyYOpUps2ex9rQOZkGpzeqVjJTfUrLZilJ33ML2MvPKWaJKn1BRK5iqqscUPYoh5lERUaGqaAac5lByXv22x1VVzaQVGjCL+TcWMNHbu9lnLW0of1pEcp43TknhRJU+5lFLhVrZVvU0nawsDfbeXsOSGwuZZzWPhTcXssRhJT219+CRltDKnr/S5opUilNPsdp2MZP1v2SgxSZWR2b8So2/omaeV8HTWExcf2T5tXFMtprHPKsFzLPagnpULP6PFfuVkHAKwzBDDDMLFT/4jbyrelZJbEoAyaVFSmn3tx7vzxuWbFJzDThiMYKul3bg8jPm5cty/nn9fPV7ZWdbo2s/gX7nh6GWfp+E5p52Qydf0fHl55wXpE63dp5pCEi8EgQEAUFAEBAEBAFBQBB4HQi8kR9xh2itOQxUc2jRSKlfofKCchEm2zhyZBvbTFzqTRNbrSUs2bKFJVoh9dvq6vttJZstJz3xApddljM7NJXCqoY/gZaWphGVqMvFeH9u3ZvFIc9tbAh1wj/+MrqJ0aSVljYb54zI1ax1XMcUX/9mnzXeIH0ZLy7JJyLDg8sea5lx/Sxa2WkkNS70gtdPCj3w9RjIfA83fAofUQ1IfQ6O0WSehSYB2WlUVxVT/CSZhMIksiqeUVEDT58+oOBRHPGFSaSUllFWXUNZxQNyihJIKEzjfmk2mcVJJD2II64wiYRHedyvqqbyOUqXa9p1ict+j/3NjZSaMsoqckh5EE/8gxRyKsooq4Ga6jLKSlNIKownriiHBxUvc7tVDc+fl1NSkkFaUQJxsjhSiC8uIKs4jftP5W1ADTXPyykqySCltlxCYQrpj4p4VFODpIQ6fvGFCaQ8ziK1qIFL4qM8HtZUy8pJ8T57VsLDh8EkJm9n7rVprHE/i7vU9oME4orvU1JVe1VYU8GziiySCuV9S3qUT/7T5qYcPKO65iF5jxJJKowjriiVtEfZPCzNIrEwgeQnxTwoe9DG+CbWj299/x7HkVgYJ9s3v6yYwifppDxIIL44i4KqCp5KBWsqqa64T97DBHm7D5JIKs4mr7yE6ufP5UNbO26RmQGo6c7kcLgVdrJY4xS0JiusdLztOx7yjrb9f934tjw/GvgpOz9krT1/RnVVo3GT+D0MJbbYjOUGhwiuM1Lam3OzduNIKEoho6SI8uc11LSNovmnStRXx0+Z+aGUroCENA/26w1hf2o8voUppBbJj0Oy+VZVzbNaCTbucKvHF6mQEnE0rutFr3/OeQFaP8+8qD3xuSAgCAgCgoAgIAgIAoLAr0ug3YyUvJxMsrIyyczJrTdN2jJSflvJZn2xvrufPdeOEFlTQ+PL2efPa6h89oSYB/bstenLN5dG0M/mGvYPqnjyTLroa/6NXvpCv89jHz9Fprc52pmZFujc3siPFvs4ExdFQXkZVS95sSMZKV4eKgz2MMS4MBfpRh6pz9U1VVQ8q6L6eQ0F6bro2HTm3dNfMD00l9ASiI09zB6jt/jLyY70cPXkXlEJ94IPs0TjAz44qcIO19lM1Pqcjofe4q2Tn/OB0Vp2ZBWTWInS5ZoG3+qFTtk97gUvocehv/CXQz1YEnyPe2VQUnSPe6496HjyL7ylsYTDwfeaVtnG+xIqKnxwdBzJd+c/4C1ZHD14V2cv03W+Y0ekvA0ooaTChwuOI+lRW+6Dkz0YanwBo7IS8qCe31+Ov0sP8+n0Od/A5WPjteiXFcvKSZ3Jy3NE3/xNPj72//iD+v/whwP/y5tS20c/4C2tHTimJ8r7XBJKbuh0vjj9rqxvHY03sDE6s4V48igu02et8cd8fvIt3jrbh+9M56PvOp2PT75LZxsdDt873Pr4nvi0fnzr+mdg8RYfH39Ltu/Gezoct/meHkff5S9a09mTHkqsVLAkkYfhO1hr+IG83UMd+VxrDmv9HSmurF2vVTtu3xx6kzf3/w//e7ADHaRYD72loDVZUErH277j0QLQZpvanB+N+NXPjxMtzY819fND1kBlHg+zDFhrVDtuEj/92cwPM2Pm5UZGSkkixe3JuTKP4iz9Ru2+xQfnezDS8QI+FSU0uausGYtmG5Sor45fy/NjjcL8aE1Xaxrrqs5IudyH/aG7WWnZgz5n5cehj43WoJ9VTF4Lq1RaPb5IQSkRR7PY29jwc84L0Pp5po2mxEeCgCAgCAgCgoAgIAgIAq+AQLsZKfKVJgmEuhpwdJoKwwaqMHTiKvaet8Evunnuld9Sstn8lP2c8NjPer8gyiUjoslAPasqIj5sPj+YzGWg5mTW3tjBpUIoaeXPu21+oa8qo6wgAnPv1ajfO4VpjAsJBWlklZc3/KW/Sfttva2uyqXgvhGXHKezwngYYw0GM+b6PFZ7mxNRUEZZFVRV5JCUrI2OXX8WhOcT/ATKytJJTdHF1mMS33r44FH4hEdP0nEOOsHCC+8zwmo1J30tcIz3xDPTHZe0mxy1OYRVTjxhSpZLa9LxVrlUP+JR/k2c3cfT69YVrmXn8qhaWgmSS26uERt0xrM96CZ3nyh/01NhYTCOdxewKeAq1xJc8Ez3xDPlNrdDNFl8qj+bgzzwKIXMvGD0bBdzMNaDG6nesnLeKbe5F3GFLbaGuORlcr+W33nrL/lIbzLL7xphFu/JjVAtdpmPYlJgCP61yYkrKwvJzb+NT9RqphgvYePt8/K2M7zxzEmhsEJSmLTMpYTKJ9H4Z3ph4T4F1ds7m6/UQeqfP5dvTmPnPW0s4m/jmeTCLZ/D7LvyOd1uXEA7OYn0h+mtjq9do/GVmpX1L9cBH++JDNP/ga6GW1l5xxjrCDc8YnTxy0sjW/JJqgt5+uQubvGeuKd44pnui33EZTTsh6CeeJ94aXGQNG5P4vCMt2eN1kS2++tiJHFO98Qr05/oJ5WUSEukpH9Kx9u+41HbeptPbc2PxvyUnR9ppBGfY8p+601oRDhhL+PniH3UGY7dmsRnWjtxqluRInF+3H6cMwsiMXLfhF2GE+6Z8rHwTr2NV/wV9ngaElPYklnXOh5l6qvjp8z8aF1Xgxt0JTNSHNh26e90ubqFY743cEmS5q89dyI02GStjmlOPEofX6R51M5cJGIve1540Xmm9VEQnwgCgoAgIAgIAoKAICAI/NoE2tlISSM+1A2bM3s5sn4ti2cuZuVOLfRdEupXqdTd2vPbSDYrrT2J4eadtez30ELvwZMWx+fp02K8fFazK9CMC4F6WPifYXtcDI9ayI8iVdCqYVCZTHKaKcdsd6EeqIdJsj8Jj//TvBiVPHuWTUrKdWyDNdDyPc0pnwMc8tzAMpebhBXIk81KK1f8PIexNPK+zEiRBfokmPuRSxnm6SczUqRtCWl32K3blYX+DtwtKJYZMVBJRUUit+0ncSLGB7cS5cs1BtoqF6lQZQbFObqsvnEWq5wU+QqPpykUZ5xlma0uN3MzUJ5UHnGZVqib/cSN7BTyK2v/fF1dytPH0bgEmeGZl0VWaTJBicYsMN+Pc9Fjiusv+kspKQrivPkiLicGEVkJspU/7gMY6mSKWVY+hVVQWuiLn+cUBtUaUfWx1jyBwtOsvrGfiwEe9Ztbe9Eql8pkguL0WKD/E85ZKRRLcVSVUZxlx22noQx096oft9bGtyByicL4yvrwrBjiVVlwawfz3W9xOzOH4vJn1JSn8KS8VD7mz7IpLb6Czt3t7LyzSZYwd+3NSSw1/oiZoTkNGgKelBZz2lAV/bRgolsLstH2NuP9JcajUdutvVSWn3x+dGlhfiQ1zI88N3xiDjPRzpSA4jJKZboqo/TRXXz9F9JNdzd36oyUZ9mUtBdnSS+xp5h6qTsL7Fexxkk+bpscVFllNYnuF1egnxpZv3qqNRb121+ivtbmh3/T+dGqrv6hoCuJ806drkz0cMA5r/Y4VF1KWXEgZnYTOVx7HKrv6wuOu+3KpbZR5c8Lyp1nGsciXgsCgoAgIAgIAoKAICAIvFoC7Wyk1P7iT04O+RER2J9fy9KVW1hyyLlFI+V1TzZbU/OExw9OsMNGnaOBnrSWlrXyWQWhiQ74l+SS/TSb1Pv+6CeGUvqshfXlQGGmIdax1s2Thz6NJTZRm+0W69kXZoVNZhQZpcqvslBWShUVMYQlbqbXxY2YpUTLEoC2dqHY3EjxYL/+MPZnKCZ5fPb0PvE+w9gV6oHF/docBkqUa9znVi+gZYUqqCiPwcFuGSdjPXEvfcTjB5743l3GiqgYQkrq0v82rrG119EEp+mzwvA06aVPFG7VUtij1AOPuNMMs7PjfnntSpHaAuXl97GzG8bpOPnKFWX5yXZvLyNF6l/4foYZnuZ+aSOTrwUDrLX+tWWkrPa5wcW0+wpI5G8eUVTkwh3Pxayz/oGFVjPlSYwtvmfF9c7MCsv7ZYyUX2o8Woiw6SZl+clzdwxtPj8qCxrmR7QFHqG7GOoTz/2nDfmWqEzgfsZ+hunvr00C3c6cn/rhHbGJQSd6MctcPmZS8mn5YzHzrE5xLTeV7KbBt/b+JepTjl9b8f5bQVcyzi0dXxpzbiLdVo8vLxFHayha2q7seUHZ80xLbYhtgoAgIAgIAoKAICAICAKvhkC7GSlJUVFERcUSl55Nfn4e+flZpN89xt5161iw4nIzI+X1TzZbQ2VFNn5uo1D1uo5hdtGvM0JVpZTmB2PoNo9tHse5Fu9N7uMCiiorW8y30nannlJRWUhOYQYFFeVU1tTea/Q8i6JH+iy+8BPaSeGy5LXShY6v51Dmh2UR+LiG6uoyHt13Jth3JoPu+tavbEhIc2Ofngpb4uMIL6mkWlZlDZVPswnxGIV6uCe3iiQjRblyjfvf6oVOXaFnjyBVjS1eZlyIu4tfohk7TNW4WfaIJtdMdXu08pxEeLoRq412cutBAQXyIKh5/ozyqofkPkoku6yEJyUBeMVfZJyNEQklpbJEurIKnz+jrCSNazbjuRDvhW+5fEWKMit6ZPu3l5FSHoBX5AnGGaqT8PixvH811VQWeREfMJMhjcat9fGdoTC+sv7Vrkhp1UipiSAwTp0ZJ4dzNCyQlJJSmV7ycmxwcPmWxRGNVjXJVqQUcdpwMTopgUTIkgRXUF6aTUZhNo8qK2QJkBsPVKs6kOL9JcajceOtvFaWn0z3l5vPj6qnOQ3zI+kWnuH7+N7Dl9SyytrEqNU8Kw8nJX4LA/T24SatSKnnPKKdOEu6N2a90X4iHuRQVt3IxGkl7rY3K1+fUkZKfbzNdeXYRFcS572XVVgXE0foE/lxqKamkidPErjr8T17ao9Djfvfqq5QPo7G9bXP61d0nmmfzotaBAFBQBAQBAQBQUAQ+K8l0G5Giu7Klaiu3MF++1Dy8yUzxRf7fYOZPGkSo3feamakvP7JZksofhLA6jOLORMXSGQLSWN/GdU85/nzaqqqK0hKM+Wi43p+slTnQmIiJc9e9sInltDE4yw+PRL1UB8SS2pTSVYmUJB9hOE2xrjlZMt+qUO60PHy+I7Bd725W1hCQcE9TN0W0vv4P/jqjkcjI8UONa2/0N9CDZP4RApkP5RTwpPSAM4ZLUYvNYio55KRoly5xgxbv9CpK1UFNVGYOOxB3Wouq+/uYYR3FHlPq5rlranbo+XnGrJzbnHZ6mMGe3jiWSTnUlKZR2CWAT8Zfcx8L0duFFQTn+rGHoORHM4skCXSldUnJabMNGeVgTpWqfHkS2aBkrdGyfZvLyOF2v7pf9/Qv7ICEiO12H35H/RxaRi31sf3Q4XxlfXvRUZK2V3uhm9h0OXl3E0v5PHT5zK93PJayFy9fyrcgiHV96S0gNOGw1GPuMtdWZLgUHxc5zPy5HxME0NlCZBl7db+17oOfqHxaNx4K6+V5SfT/aXm86OkrNH8qIkiKPUc8w1WY5JZlxi1gLxcE/Qs+vOulhp2kpFSx1mvvThLunfnstV3DPUw4l6RlCr5P/mnfH2tzQ+FFVF18baoq48VdCVx3qL5F97RUkMrUn4cKilJxDdcnRF6szlYexxqHF3rulI+jsb1tc/rV3WeaZ/ei1oEAUFAEBAEBAFBQBD4byXwhkrvr+nd6e+8/a+v6NqjLyqjl7P2gGW98eFxaS2bZ6jwonLRdnZc3ruFedNHoaLSHxWVHgwdvZjVx0yxCk2qr68uR8rrnmy27FEwIUELGWVniX3efV7mh3VfJCZXXzXW3ViHmq9rm0WfPr1PTlESvklO6HirscJDF6fCTB62uVfjD6MJjj/EzEPfsNBmMmNMv2ewwWAGG41hlM06DmYnk1ybH6S6PJmshAPMN/2O4QYDGWA0iR+uzWSv1RA+uNCXkS6W2OQ9JCHNlb063VnnrcFGu3nMMR7MYOMfGGO7l0sRwUQ/KZGxUq5cGvGZ2qgZDOZ7g8H00/iIT898ykca/RhsIPVVDe3MxkkjpTS/5dyPPcx+8xkMtTqM1uNySmqapv9tzKDl15WVWaRm66DmMJ/xxnIuA42G8a3VVNbf0+ZOrvRTv1BekUtshjEn3FWZajZGxm+M0QyW22hwLi2O+Ipy7ufZYOkykh5n/8qHGgNY6O+DR6oHPv4LGaDxIX8926OeX2aeDxetBjLm8md8dOJTvjjfvXZMxjPY5RY+hVKmF+W5lFckE5V2kDU2oxhjJI3FHOZZLUfTcRL93eVJgiUCrY3vPoXxDZWPh/63fH/xH3x0ritfXBog69/3plNQi39Qn0Q2N8caQ9t+DNUbxEC9wYw1X8SP9ss4duvffKY1m63RYYTV3m1VWVmEb+ACVM2GM+TyYAYajOQ746UcCAog5nEJVS8Vb/uOR8vqaL5VOX518+PrZvNjtO2eRvOjjJInEQRFnGar9WjGS+NmMJbxlitY4bWfkSe7MsRIDYNoD9qXs5RMOJeMbCMuOkxnhvEwufaMxzDs5o/Mc3PAqbDwJY4vytWXquz8yE5rNd7jjXRlE2fAWeu+fHmyK3PdtzHbbCpjJV1dGcN311dzIDyQUNlxSPl51N5cmiuo5S2/5Hmm5RbFVkFAEBAEBAFBQBAQBASB9iDwxoEDB1B4nLjMFSvveuMj3OkKJhpNykj7NCmXn5xMqJsDpjpn6us7o3MLB984kvNrc6c0en69k82WkJ1zA32rISyNjCe0pOVcJz93AOJTb2IZbsnN1HilqiityCc605FriT7ElhbLfjlIqR0pJL84AHt/I+zjjdAN1uSM7xnOBOhyKcaVyKoKSusqqi6l4kkkrtGX0A04w5kgI0xj7IlMv8mlgAvoJYYT/rgceQ6IQexP8MckxhSjoNr6ol2JfFJRmzizNkeK3ovKSf3z4qbvGS5I/VJ4XOCM7028ivObJ5HNOMYpFzWmujuTIv06Rl0ML/VcSeWzbEJSzDGs56KJZpQ5nvez5YlbZfU1L6cZYMi1mBCiqypl/MofhxOeqFfff/OMFBIKE0jJMK/fVsev+HEKnmFn0PRrEq//Jc7ER5JSKo3Iy3AppaIqEteYhnHTCjqHvsdEVBonuVVqfLNaHY8LgbrczC8lv3YqVFZkkZV+Be2Ac7IYtcMtsU12JTLdiEsBRjjmZ5FV+zvhNTUVFBe74hSpi3ad/hT08jLxtu94KC0ZpfjVzo/L3zWfH1EuCvMDKbFx4/nmq41upC32+ZHYB15CN8QRv7ws5JwN24mzFG1d8mlzTBvp/lzENQzjo4ktLX2J44ty9RW+xPxQRlfh+X54RWuiGWiKZ74X1pGGDbpS4PxyupIn5W4vLsoo65c9zyjTA1FGEBAEBAFBQBAQBAQBQeDnEXijboXIr/0sGSmvb7LZx+QVeHHj7mFuFD4m7+ddqf+8EXmN98ovjMDy3i6mXujCVPdLnIz0JqJQurFF8Z+y5RT3avtdeXkWiWnGWEQZY+w+i0U2K5l615HYp1D18gtS2m7sN/Zp1bNyYpOtuSWxiTBGO+AYO13msCoqmoiXSsL7Gwv8NevuL6H71yxE0Z12JSDOM+2KU1QmCAgCgoAgIAgIAoLAr0jglRkpr3+y2V9xFH4jTQVEarDZsDOdNWofhpvRiAxo1ntlyzXbsY0N9++7Y27fmX5ade1/y5gbBzB4CKW1OXTb2P13/VFp+X0MbwxmjLacTW+DMczzMCT4aWnDiqPfNYHXI7hfQvevR2SiF4KAICAICAKCgCAgCAgCgoAg0JjAKzNSXv9ks40xidcSgeqaKp5KvypUWfuoekpVTXUzOMqWa7ZjGxukBLzPnpVSVt9+GeXPKmWrUf7LF6TwnOdUPSujvJZNWVU5FdVVVMs+aQOq+KhdCfwSum/XDorKBAFBQBAQBAQBQUAQEAQEAUGgXQi8MiPldU822y50RSWCgCAgCAgCgoAgIAgIAoKAICAICAKCgCDwuyLwyoyU9kw2W85Tip4/Fo8mDPKfPSHraYl4CAZCA7+CBqT5Jo5D4jgsNCA0IDQgNCA0IDQgNCA0IDTw+9fAKzVS2ivZbPHzJ6Q+zxWPJgxinuYRXHKfoCfiIRgIDfySGpDmmTTfxHFIHIeFBoQGhAaEBoQGhAaEBoQGhAZ+/xp4ZUZKeyabFUZKy0KVLuyki8eARwXiIRgIDfyCGpDmmTBSWj4OiS8SgovQgNCA0IDQgNCA0IDQgNDA700Dr8xIac9ks8JIaXliCiNFGEjCRPt1NCCMlJaPQb+3E6aIR4yz0IDQgNCA0IDQgNCA0IDQgKSBV2aktGeyWWGktCxmYaT8OhfRwqwQnIWR0vIxSHzREFyEBoQGhAaEBoQGhAaEBoQGfo8aeMNc9xC71Tey29gP/5gM8vPzFR4JCYH4u13jReUa9ksiLcke3S3r2XzImGtukQr11ZVrz2SzwkhpeXLGFPlh43yRVatWMm/VSjZf98LEy51r148wZ9VK2UO2LTEaW38Tdq5ayYLa7XO2HmPnVVfF20ESFfeV1bH1GFuvuuL0qAC/n3HrhFOoFyf3rmThGnl/5P1ax4KNR9hpFoRtsg8m1hpslvVrFXNW7WK/UwAmXvbo6myvj0NVxw5dJ3uF2OpiXLh9F5sNbbiRl4XXowI8QhX3rSsne16zjjl7r3ItNFYx9p8RW8sGSxY+eUFcu3KE9dvXyfov9W+jjgkGluocdwvAJPGXNSZsbA3Yu39TLbufZEw3X2/ero3tWY5dNeCYZ9J/wCILr7wgtK4cYVV9vFtYo3mRNQfNsP7FOCvJMCscd+czLN+8RsZj6cmfF29bRkpQoi9Xzh/mSkoSQRXyuRqU6NPEn4gAACAASURBVIHuYVV+3KTK0g11jzWobj/I0Zv++Ny/h8Ptc+yTffYjSzfs4LSXLw5hN7G4uqV+nw1Xb2HhdYs7tofqt9XV9+PeHewzt8KzNI34JvmT2jyZPfHFw+sCWzeosry+b6os3b6JVed1sEpJIbI2jshMD6wuq7Jqa10Mtc9b17H0si13MhNIzXVRqn/RSYqx1cUhe960hqWHDbmTGFWbhyadxFJ/7pgfZNfeNbLYpXj3XL3KDYd9aPv5YuHVRn0bGph6PGn5+Nkyo3TiS/0xMz/I1vp2N7FdX4PtJ0zwSPTGw+syp9XX8OPuI+gmNYx56qNgInxOsX7nKpaqX+CKly8v1kF6fbxtt1vHRdlY0okvayuOKALCzNA73zCuktau3DZT0N/LxqFUvC3pZfcR1C3vEPQ8l+RaLTfoRXEsFdo4b8SVsHBSK6KISjFD/bwZNxOjiH6Z+SDKitxPQgNCA0IDQgNCA0IDLWjgjStHV7Bi+ld033CTGz7JzUyPuDhfvBwNeFE5uUGSQVKUM/baq1gxoiedRu9gl65nszqlspKRIpLNKvul9+eVi3lwj2umm5nw9ft8ojKR2RfdMHBz4upFVYb1/5T/7diXKaftMYiNwOaeLutnTGbi2O580rErn3w2nGmrDmOeVYDPw9qL0lgnrhpsZ9TkifT+/H06DxxCv/k7+fGSIw4/00hxDLBnz4q+fPHWp3T5bgTfzZzOmJmzGDt7OZN+PMJJdwtOnVnF9L5deKfHOIZP/YmtN70xcLNC49QSRkwazr/+3pGh2y5z+qYVhueX0r/be/yt21D6jZ3MmJkTGTN9DOPnzWHTnRBuZuXiHmjF2X2Tm5Sbzpipoxk+sifvdFvLOXu//8A8aP0i/l5aCJY3j7BffTmzlsxizMzpTFqiyhK1w2xf2InpJy054t/6/i2bM0qWf5hLQJY36psWMWnCSIbWsh4zczWqBt4YxCrWY3ldnb2XNNjrnPCzWfhkhWDnfIRlPy1n4hx5vOMXzGSi6iL+/c0mtH4hzkpzygjG1VadGUvmMFTlc76Z+hPT9cJeOt5WjZSHQdy6cYFJ4xZyNjKOgHL5XA6IucXJ1X34958+4euhwxk+bxqT581kyoKlzFp3CN2Aa1y+9CMLVDrzXq+xjJ21EnVnT2z8r2OsuZhx04fR8YOOjN6jjZ6zOTY6ixnU/V3e7T6E736YxOR5E5g0ZxRTl85mr3cgXo8ylT8BPvbE+dY2Fnz7CW991geVseOYLPVv0QymrVnGTxfMME+LIeJ5LuEpzpiemsacJdMYNfAzOnfvwv8NHMvkJQuYfMoSu5Q4UrMcWu/fkob+RcZcx/DIpCZxTGPyrFGMHduT975eg6G7lyyO2MJA3FwOcfr4UhavnCnr36yVK1i97yCHln/BfI3rqGse4fDKb3iv1yjGzprCoJ7/kPWv26hpTJj+A1990I25OlaY3Vf++Jr4KBAfn0OsXb+UGQvl7U5bOoMZaxbQtedGzNxtcbbbxboxX/D+37oy8aITDtmp8j4n2XNr70A6/vNTuszaxglnTyQdnFjVlg4CCSzP5cXtyrm0bP40j0+qz9e3rTi88PXX48T6wfT5/H26jJnA9HPmaFnrYaw5j3HT+9Hxg24MnbUTrZeIQ6l4kxywu7aViTMmoNLpfb4aPJjvlmxns6EtAY2MFEkvxienMXbgZ7z3zSzWWbvh/DiXgGBzjk/9hI+/6MN368+i5R9Cank4YZGazB8/lT03buP0sDkTZdmJcoKd0IDQgNCA0IDQgNCApIE38iPuEK01h4FqDi0aKXUrSJQpl5nsj8vVk2z4fjyHtNbzvepZjrZipLzWyWafpRBTFMrdGE9cYjzxyk8i8lEiUfmBOMfcwznGD7+iFGIqlCz3TDmxJZXGEZbtg3OMZ6sPj+w4wkqzlLookm7t8Qy1QX/3QCbqxWIUX3uhHO+Cg/ZM3putyem7UfUXjf4PUvD23MbMpXuZP2Eu+3csR9UzG/cHiglr76XHcnrxQNab2KCVrHjxrfQFbP0Kjyhc4jWZ8uFMNl134Zpsezp30++wQ7U/y41s0LQ3REtrC733euKUlY5zTCg3wiOwTY3GJdmWKd8t4rS9Gy7SapNgG3TU+tNDzQ6t4FQCHiXi5HuBIys+5+sNlmgFJsviVSwXi3t6Is5hHrh4HmP8zGMYugUTUJSBZ3okNwJ9MA/04WZSGu5ZqXgkhcjemwcGYp+egWeRkgyKMrjpcp1tC8aw9Z4LN3PT5exz07nreYe9M/ux5IwN50Ol+vLxK8rAJSGEGyG+svYsggK5GZWAW1E+vo8K8M1NxDUuAPMgX27EhHMjxB8rqa9B/lhGReNalCcrJ42Jb34arpEuWFqvYfS48UzfdpCLsrh8MQ+LwSM3W96Xwkx8M8KxCpa3aRUVjWNWbr1GGsY3F7+iJByj/LAK8sE8JAib6Ahck8KxDPbFOi4R19w82XjoqfVjjNoNLgcny/pzNzkYI+NjjJkq51wXh0WwP7YZuXgVFuCdFYdTlA/mwf7cSMrAsyAfz/Q47EN9sQgO4nZSOLfCGuK1iIrmdl4e3sUFSpdriEU+frf0lrJcbWtzI0VBBw1j7leQgWdSIFbBPliGR+CTL79gbnxyjQnQ4MKRRXTcZEVAcVqjeRtGeM4F5nw0g722TtyRudzJRBc7cnhNP9ZZWmHiro+Z4SZUjrgT9CiZkMxA7iaH4PMgnLB8G+YMXYieuzOhz3OJirfCYl8/+uy7iVl8EqnPYwmKOIfG6s/pud0cs9iERm0rcTzKdsLvygw+WHiey0Fh8n1LAggN3MfEMRNZa2/LzSbHIW/Txazft5kFpkHN2mqtf5pN+ieVs9zXtzaOSCKL4ghJdiUs5DBT5x7Gxj+A1Gcp3PM15cCy0aiHOHGvJLm2f8nEhDhyYm5fVmtZcc70Iroaa5hqEEBoSRYWx0bK+rfdK5eYwlhOLJyB+k0HbAqV4FH7Vwipf9b7+jJ5nyVW8QkkPc8l5n4AtlaHmTSrtn/3rTDTnsmX731KjzH7uRoQRHxtn3dOGciA7uPZ5l435mGEZZ9vWwe58vFtqV27xu228JeSxlps/FqK48a+Ps3iaFqff5AV55YOYLNfJG6P6ziFEZZ/kTlDt3Or1thKfa5cHMqXyyW2KBI91QHsvNGG2XXfg5Cbaxizz4jLwVFEVqQTl2qD0/mZjNyih1VUw0qd+IcRmKl1ZvExHc4EpJDYKq8cUp9nEJkbiFeCH/fSY4h6mktKTV384rmxlsRroQehAaEBoQGhgf9WDbSrkeJlcJIjK5ex8HIM0S77WLy+dSPltU42W2CDufZMurzZgT+92YFvd5mgZaWHwa5BdHjzz3R4syvTtG0wj1WyXIFyEyzY8wSHF31Ohzc7tPr4bNEJDntGN7tQaUnAL2uk+GbHYXV0MEsuWHNIT4dLGhvpe9Qfp2zFC+lf3kgpwCc7husHB7Lkog1H7W3QMt5P76VGOKV7sn7ScDr3mM7wQ4a4JOsw5Ts1rtj74t+ikXIf/yxvHJ220nuBDlq1xpGikWLB8XOnWP+TLv7FOXjdz8Gv+D4BKbbonJtNpw4deKtDB/puNeO4sSFntw7mjx3+zB87dGPCOVt0UpQ0UlJs0TY9SL/FV3BITZf1t/5ivjgfn/uZeD/Iw7dYqi8Nj3QHNqsOplPH9/hjhw688343eo04zL7kNBwfFXDH8RRqcz/nrb/9jU4/TKBLx4582KEDf3y/I++PWMbu5CRZOakNx3tm7P6hA+//9Q/8f//f//A/f/h//K9U9s/v8cev1nHW0V9uliS44ag5kY//8TdZmx+OWMkcw/AWjJQoXFPOMWPEh3z8fgf++K9v+Gb0dHZvnMD77/+NT+eeYodjnMxI0VXrTU+18+wPjuKOZJQ9vI9fYQPnujje/kdHhmtGcTWhAHPjnSwd0oG33v8nnTbeQickDZ1zO5nwxXu8834vFm2czHdfNcT7zpBlLHJOwiq7QOly9exrTb1WjZR6HfyZtxqNuUeILTobu/Hh+3/mj51ms1nrZrN5aX5pK6rTRjHzRhZhZY2PAy0ZKbkkPo7A+cQA1uhbcdHdCjPrvaj8aEBQkTu7pg3lq95TGXtKj7D8S8wZuo2b7l6ktGik5JDyyJMAr830X3YJs+BaM6TVi8fGfcsltSUj5XkOiQ/DcDr+LdPUNTjU5Dj0ckZKy/1TNFKuoaV9gl3rtUipziS+PJPk6hxSC2y4brOfgar6+D9IlsVff/yrziaxPJWEyiwSqzJJqkwnvipHdhHc2EhJrckhsSKNxKpskl/iAlnqn8W+XvTdd5Yz8WEESzxrckiuyiSurn+SkWK9ia9+WM2KHtM44XEH59o+95hymhXdp3OsTSOliQ6i64yyF7Sr7NjW6sVyX8+243iey39mpDSPo2UjpaVyShopNdnEFoSivXIwyzRuoBXjid3dQ8wcMZ/jWdH4Snqp41KZSFL0LhYs2sqGSzb41G1v9iyt3vJBY8NQBn/Snd6j92GQmEtcVZM50mw/8Xk9a8GmQXeChWAhNCA0IDTwu9VAuxkpURbqHFm3ip+2GeIXnUy2136WbGjdSHmtk81WxhORdB3j81Pp9tfP+W6bBZp3rmNyehqf/vlr+m25jm5EPBGlSparVO4LlnSR4h/niLmnTasPm7gw/B9mKCXIOiNFe0MXPu3ejy97q9BjgAo9en9N96+/4J8rzdEMqMt/kcHdVA/2TJzKUSsnrFICMLAyYPTECxinpuNZv4KkgF/eSJH64sKeiSos17JBw8sGrctq9B6+DyfPo8ydPpjunX9g9tK9XPXaT/8Z59Fxk1/sKxokqQRkJGFrcYVtM8Yx/KgfBpHylRdSOa31nfnwy+580bMzHXtOZMxybUXD4EEybmGWaByfRue/fEH/DdYcsbFE8/B0/vmn7vRYa8lJ32TcHihppIQYoaW9ld67PXDKylFsqxFf6QLf9p4LOxfPYqXxTY7bOaBz2xa9W+bo6Gowb9F5NO6F4ZQZhbXNKTbP+pz3+o1l0g5NDl235cTFkyz9YSiDT7tiEJMha8c7JwFHH3P09JcydMQc5q4+IqtTx8kBHY8gXDIz5f0pSMM7wQsDF3uObh/HlFUbmq/QkPXPiZ3zx7N43ymOXjNHx8qaUwd3snxwRz6bfZQdNoE4ZObglxeFk99FtqtOYNKIgQwYoILKhGlM36eLqX8GnnkF+NTGsWNpL8bqxMhWTnmmhGJje4bTO8fSXc1BtrrILT4UjXP7GPfFu/SdvpR1h/U5d90WHWcbNB2usmquGkc9fDFRspxNE+atGimSDnyvorF9JJ0XaXLILUo25lJsjvc0mdNzJIvPG2GcnthkXrqhfWgzSyau42RhLjHVjY8DLRkpKcQ8cOLE1P6su2LF1TArzEy2oTJyD0Ehh1g25zt6d53A0pW7sQvby6C5ZzD3D5a1Kb/Ab7QipTgeH3sDDswZw9gz3tik1uXaaNyHNl63aKTkklIaS6z5dEZtOsJmG2+FeF/KSGmlf1Ic17f9m487f03n3v/m894TmLTqkkI7qQkGmBltRuWgK0GPlDsWShd4CkbKz/xSk1QWTnDUBQ6uGc+s0d8yZFB/Bk2ewoKjWjhGpxBbmkuqZKTc2E3fucexOzydldombD6mztE9Kxl1wpdVfedxvE0jpYkOsnNprd35jdt9iZjk9Wk0i6Npff+ZkdI8jpaNlJbKKWmkSLf6VCURmniMjZu3Mn/qHFZv+ZGN9j7cK88koTGTmhRSy3TYMHkaS7acRT+/Nf1LRoo351Z9S//3v+Trobu4HJ9LrDBSFOdhY7bitWAjNCA0IDQgNPBfqIF2M1Lcj01l4dBudOs/CdUVS1CdpUK3nkMYveIk+i4JzfKkSDlSKioqePr0qey58eu6bS4uLpiYmLRZrqamhl8k2ezTOGLTLbl4YB2TZ6syYfos5q9YyMz9ulwMSyGwpPZLmLLllBBXQ/K8hgR/CgkXN6giSy6ZJC3db+1LYMP2OiNFd2sPes/fwdwdB9lw5CAbdvzEj/MH0nWrfe3tLwUEZAXh4qjODxN2ctHFH89HGVi53OCnCXNZ55jIjawGs6D9jZRzTPnwGwaPm8Y4WVLZn5i9ah3TVu/miGsgdqnO6F07xPB+mzE3WcKkjap8N3gOy8ZPRu3Sj3y1xhwtP3keD8kg0d74FZ98N4URc5cyZ8kqZi3cyOytxznmlcbtHHkcsnKbu/PZGFWmb1rI+FmqzGpqpEgX2g8SuRd1g6O7NjBm2o+MnDSb6YsWM2mHPke9Murra7q6ocX3/npoaW6k9yG/Zqt8FMrnBHDF8iJjJ21DIzQF1zqj5kE6HqEubJo0k52WzpjlyG9l0t3eh95rtDnoGoNzXgF3QxzR3z2OHrUGRH3dhakEBKszffZWtp6yadPIkfZp1ViQ+mdylrEqi9FwDcI1J4eAvAxcXU05t2Yg3bc30tWjHHzvR3Lj1mVOnz+G2pGDrD+oxk+7VjJxgxHGAfKkvtJ4tHQLmpPeXHrvvl2vU0t7C5b2/pJxx8zQ9k+UGTEBj3LwSvfn3PKxrL3qwMXEApQtV8+mrXglHeSE4Xr3DDNmH+SYe5B8pU9WEK53DvLD4jOc9grF92me4rwsNuLE5h+ZPWEXN57nKl7UPZeMlNPM+ag73/8whamypK4rWbJhDfM27kTTzxefB7exvnWAMQM24mK9mJnblzN8+CzWTprEYUNVemy6hllkjKxNmQGh1o3/GzKZsYsWs3Tljyxetp4lu45yKTSp4XilxHFDdmxpxUhJLYsl1XYBI9YdYL25h0K8LzJSrrfYvyMK/ZPiMN/5NZ0mLmfBjvlMm7+cxU2NlCgdzPQ2oHLKm6DHyud+aQ8jRbrlI6k8FE8XbS7rHOHQmf3sOrmNLQdWMHO7AfYxUbVGyl5UlmoTFHSG1TtUGTNqGqvX7EXbL5Yt3y1oYqS8QAeylUxKtKvs2MrKZZBUEdZ2HC+9IkWZOKRbgJQpp7yRkvpcutXVj5uXN7JozlzGbz2NbVEuCQrGpXRelJc7vGA081ft4kB4w7lS8XyaTerzOFzddLmodZ5zFrfxLMolqVl9re0vtivyFDwED6EBoQGhAaGB36cG2s1I8TXez+E105g2bRrTpk5i2ujufN65N4MWHOSCfVyLRsrrnmw25WkSkYHHmDTwG97540f8e9R81gUmEvG00XLh57koW+5Fk0iWPE9zuTyxoyz5pJSAUvGxWNMc45imf/luWZx1RooyF6j3wuww2tWfLwcukl18qeteYsuuDUwZ2I1vdrmiE1a7YuFRyytS/AuzcA+wxCQshluZDaZL4wvVll9LOVLOMuXDLvSrTzY7n4lLtrPe1g+bDKndQIxuXmLcF0vZs6M/ow+fY4bqBtZN+IaxCyfy5VbH+gtt2UqTDV35Z+8RsmSzw8eMZOD4aXyvboRpVib3alchSOUacqm4YHDTitOXHFs0F/wL0nD3OMkYlR787X8/5vPhC1jukYJ7gWLumJbja8QizBiti5vpveoGThlZLbYlqyPZBi0TdXovNsEpvYG79FlTE0tZA0JWb3sZKVL/tLfS67v9OCVLeWhqY4x3oanxUf9ZXRkphgxvjK1W0bnrSg7e9MKt9pYsZXRqaW/DCpWBrHCKxTK7ga1vdiwWhwayRNNGlqxX2XKN+9eqcSTreyb30r05u2we64xvcSkxGfegW+jtmMdkA29MkjKR5pvCHM+4hPqqxUydsAu357lNcjLUGSmdGVifbHYuM1S3stPNG09ZPhU/bjlrMOXLxZzY159Jp0+zcPVadk7uzuTlE+i62642H4r81o/r27vwab/hsmSzYyeMYNjkqYw7bojj41RiX+oiu7Vbe6QVKTFEmkxmzJZjbLvlpxDvC42Ulvp3zEChf5KR0pAjxQkb5+voGdoqtJOadAUzg42obLAkSCHvTMvHwboxaR8jpXkbccV3cXD8ka++UuW8swcRshUpe1FRlW7J8kfPUI3N27Zz0tCWqPxYdg5taqScYs5HbemgeZtSTFK7jrcbtfuyY9ykfEv1tbgipTKI0KTjTBy8FWuFHCnKxCEZKcqUa9lISalMQzpPOiRF4NU0YazXLlkOnBHHmt9iV6cB6fncqpHM/2kzUq6cxtvFa8FDaEBoQGhAaEBoQGjgZTTQbkZKfVJa6eeTs5PJ93nxrT3V1dWUlJRQVVUlW3VSVlZG423u7u6YmpoqbJNWrjQu9+zZs19kRUry0xQiM1y4qj+HId+P5uv+Qxi5dDYz9a9jn5FIzFPpr1a5KFvuZQalvcoqb6RkY+tuxMZR79Op6xd8+mUnOsoeX/Bp1268M+oQJ9zD8K69GG56MS9djDa9kG18gdr265aSzTZcIMv3TeSqxVVG/3k4Q0a8y9iz19hz6RQHl3bh8269+PdWJ7RD5YlbFQ2SVFxCr3P8+EIGjZzFat9QbuTL8700LVfXR7+ifFyionHLzZTFKyUUdY9x58LFeQwYNpYufYYyZMFcfrhogXFMiiwJat2+L3xOu4OewV6GDN3K1aC4hn2Lc/HLS8YxKgT7lAzcE+6ga3aMgXM1sExIlyVQldVdnItnQjAH545ks5kdemnyFSnKGBCy/dvLSEm7g67eXr4duBXL2BR5/4ry8A61w+LkJHrurDO2svHKjsc+OASnjAy8C/PlpktxBC5R55jw+RLUrDywrjVS9HZ9y5hLERjG5uNbkIGbnwVXDk+ix466+qSVJtYs79ebeWY+mCRm4ytL9JuPd1YERjuGskLnFidDlS/XeMzaNlIKCLifTID9eubv02azyU30LLRZPHodJ1OScX5yv7mRkqPLobXLmD5hF7dbNFKaJpttevKKxc7+CpPeHsbI0e8wRcuUEwbHOf9jF778uidddztwPVGeaFUyIBonmw1NNEP73HxGjJ3JtsggPMuVX7khO/60tCJFylNS4I/1vsHMOa7NiYBYhQvRFxkpLfZvzAyF/ikaKQ0r75KfZROaFk649FPOhY5YXd/NyO83YxsXXX8sTq3OJLksnoC0AHwLGn6iue54+p8bKenEPYnGLz6Q4OIUEqrk54DU6hBC008zvdMiDjm64lFvpBgRVKSYgLhlI6VpstmmOmi93bDG7TYxRuribv6sfH2BIVZoqqqwzNGP2w/kGkouuovP7Z/oNXQ7pnd9ajXQUrLZpnFI75Ut17KRkvg4ErdTA1itZ4VmVJP6X2ikSH8ASeLUilHMX7WNXX5N9q/jV5NN6pNwfFJ8cJYld05R0Hlznq3UU1efeBb8hAaEBoQGhAaEBn6XGnhlRsprnWxWSsaXYMP1XT35h8o4VPXtsM24g5XzKkarfMQ3u2wwT5B/yVe23Kv48qW8keKDkf15Jg3ajVZUDLfzpNwV0iOW21G3WD1oPnvsXTF/ZUbKfSztbFjw76/o2mU0qrbOmPle5tL6fnT62z8YfDaCK3Fy86WpQeJfnIdrgBUXNvXl/TkanLkn/5WipuXqLqg9kpPYPGIZ+xzdZPFKCUW1t/big77jma/pyNVoN/RurmFo34/ptlWeBLVu3xc+P8zH3t2aHdO+pZeagyyBqmyf7ChcnTWZMeRbxuy35XhAPhZ2N1j27RB+vBMnS6BaX+6OLtO+3c4xO19uP3xFRspDqX/WLFMZ1NC/lDisdE+wtM8HdNlgU7tCyIerlnuY8I/BqGo6YJWQJjdSsv1wcttJn7kXuegRWZ8kWFetPz13SPlQ0rgTaMuBLTPp/M4HfL6mrj7JIDFh4ddv023yWtTN/LkjS/SbhkeyExuHzGGXnQtmxcqXazxmLzRSHuUSUOSF+orNqE6fxvSdm+mj7iX7VaPAloyUGhs09m5i8YRd6EsrCBROoi3lSGl6QZaDq7sVql260b3bKDa63uZ2hA6m2/rS5Z1/MFIrhFvZ8n2aGikp1VmER5tzVa03Hyw6h35I+MudwFoyUp6EE+ajyYLB09nt6sjtxok8n+fyMkZKff92KPavNSMluiCevaOXcsrTGeeabHwDLTgyW4V++2zrj8XSxW+473kWjhjA5GM2aMUo8vzPjRRP7Bx2Me2jQWzQs8U9p9boeeJNkL8aAxZpYBoYSkq7Gymttxsc0KhdBX0pxq54/qmr77tmcTStLzLOCtOdvfhgYYOGohKsub63D+/NPoVeUGitrpQ1SJQt90sYKZKpZYLaD2OYv+owZ9NaYVQeT6rDUsYO/JQOsuTOTVZEKc25lfrF/i93LBK8BC+hAaEBoQGhgddUA2/07/UVvb94n7f/1Y0u3/Sh/6hlrFG3qL8Vx+PiGjbN6M+LytWtSIn1tsNodR9G9P2EDz7+jG+mqKFuEVVfX1251znZbHioPhe3D6LzP9/kf/70N4buN0PfyRijoyP425/+wJv/7MLA7boc1z+jVDnt0PhXMgH8Aw04tmkwnT55m3c69WbccXsu2dlw+fhMvur0Pn/65Cv6zVvEuNkTUOn2Ge+8/Rmd+kxmmYkbxhnBWNw5xrw+X9Hx7ff5pNswfli5HNUdS+jetzefffA2H/27K1/0kSew/aZfb7p8+jYD1cxkt1Y0vkBt67XtPRs2Tfqcjzu8J08wOWA0o1ce4HBMgcLPCtu6mbFpxLu8120ph+y98cx1xkD3J4a824s5ljFczyggINIGnSPT6PSvP/PWv7rxxajN7DZxkyU8dfC6wJzhPRkwYQPrt23myIYhDeV69pUn4R2gwtd9vuWjtyewwtKFy/euyMp98fGb/M9b7/DtDnPO3DDl/P7v+ctbf6DDx13pt0Gf4/fqEvY2XUnT/L13TjL29+w4tX8T8yeMZpCU/HfI9/SZvpLZe7W5cC+KO7kF3MuMwtzpEmu3LmDo2GGy/qkMmcgPc4+wycEXi8xMnGr71+b41vbP9p49W6f3RaXPp7z36QSqPQAAIABJREFU/j/55/91lcc8ZAQ9NhhzOSiegEfSmJ9k4QAV+g5QoWunD/jwX//kvU496TFgMD0GrGX7HV+kJK33MgO55rCDGXOHoDJEhR7fT2H0jPlsXTmWbtvkyWEDHnlhdH0H37/ZjXFzxqAySqpDincY/eYt50e3QG7kyJP/+qUGYmeuxtjR/en9bV++GjKGQeMnsXzGt7zzeY96ztKKlGW9ujLr4FHmLJnGyO9V6DF8NCqLNrNN15Vr8WmyxMjKlVM+XrmGpVu5MnEy2cmKyT/Qa/pOtsdmcrfoPkEtGSnPE7h6djPLJk3lR+9cIioaLqx8QqzYO+1zPunwHp90/YqvBo3kh7X7uZCRS0yjn0v38Tdh7+h3+fvXi7ng7klMqSM2xisZ+V5PljpE4lycS2qqFddPT6XzJ3/mT590pfO4jRy3dpYlKPUPPcvSUT0ZPHm9bJviBXVDfxS2Fztjf+0nxn75Hn/8++d06tGTvoP603fECAbN/4mdV51wzEki5nkuIXG30N3en6Ej+vPNvz/go08+5u//7iEr23f7FSzjotvsX0DYufr+7dqzUXY87VIXR+8+8nYH9aeXygD+9ZfxrHeQ/2xwwpN4/EJucvnYRlSnjGJEbf++nb2CJYcvYhQSTrCU+PWBFyE3VzNq3CC6dPyrrH//7D6GoZP3oFuQSMhLnZg9uGW7jfFvdWXqwtEMHjeolstQvlu8jM3+ftxNNkb72AwGdvmEP3/YhR4qk9hg7Yx9qjP21luY0L83Hf/yd/7v6xks17dCP8SKPS/UQRvtLloqb/fJyyQTrq3vzRbiaFKflJQ2KPICu5aNZ/T338riHTh6BJNWr+FIoD++te1Ken5xHLkoVS7VCkutxfRW6UWnD9/mX1260Fmlv6ztPgN68fX/vc2wfSbyFSmlwYSHHmbRxKEM6v4v2fj+tWNXBo4by483o3F90Ejjz5JIzTjKsjk/sfqEMU6N5mNj/Us/k2yp1pleHb9h1OqjmGa+5E+Hv5SmGvVP7PdKvic1HnvxWuhRaEBoQGhAaOBlNPDGgQMHUHic1MPI2qfe+Ai/Y4SJRpMy0j5NytUZJKnRAXgYHeD4Efk+J/WssfZJrq+vrtzrnGw2NtMVB8fT7DmrLntoevnjnuCDp5dO/bZjjq5Y+9orVc4xU3F598sM0H9SNjTVDTPrs2w8ekj2OOIUhFWIPzZOl+u37TK8zH7ti+ySlTnMxqManPMOxy4vgdvhdpw8eogtss/OcdRIn3NWDfvW1dv4WdZGanMDoTUzxTU2CB2tQ2w7Lu/jxqOn2Gt0g6vpBfjIfgZYXtfdpCDMrh9nu64tNrGScSH1z4lz5/TRi82QJ2RNVYxto8Y19L2lX/PJwScvnKtGp9irfY1LFmaYWJ2rZ9C4/xuPHmXj0avohsdgF+uhUK5FflYemMTKfxmntRibbvd7kIWrpzXntc6gJrE9dYZtBpbo+EfLE7fKVv7k4HM/kqu39Nh74bisr9tOaXDIyJVreTnclcyMl+hfc861vE+cYKOZJzZJ0q1R8jE/VT/mdWMiPTdwcZb1Lx2vPE80jU6y89QhNp67yPazh9mtNoqv6pPcysfozMmLnDG7yM7aOKR4txtZY5aXJYtDxudBOl5xnmheaajvoLEZZo5X2X7qKLtqOctyn/Trz4rrThy4qs3+c3J+269YYxaXxd3axLzKlWuq8bbibaRppz2s27SeYdstZaaS76OCVoyUXHydjnNwy0x6H/VQSIwalumPuaE6B87LjzF7zp7gpKVlsySZ0fn+3LY9wkFjGzwz40h9HkNQigOG2pexykwh7KlkFigem/bomWIdHoKUGDWhLARbyxOcNKrbpsQJsiwE33BTTp5VZ1/tMVB2LNQ8yUFzC25npxEttfs8F1n/bqpzUKMujtpnjWPsuemOZ36y0v0ztTdWOJ7WHX/lz4fZc/YKFimRhNZecCY/TSMs2AKjKyc5LPVT8yQHrl3HPCqcsJLaX/MpiSQ64gpHL0n71/XxJAd1Lbhdkkb0S128ytnra1xA/+YFjuoekdcpcbG04HZZGtGPvXB0u8wxWVsH2XP2HIbhIfgWNmWqg76vD3eU0kEb7VrUtttecTSrT0pyG4anqw7nauM9oHseTdc7+JVn1CdQVlbPSpVrquf6casbP3Vk52TJJJGSvWfacFH7CAcaldt/6RS6EckE1SWFl26texLNHe2RLNp5mkNOIUS1yCydqPvubBvYmQmL1Dji4tNKOSXmUYv1i/3+k+80Yl+hH6EBoQGhAaGB10kDb9QZG7/2s2SkvO7JZl+ngfo5fZFu7ZH+Ut70Ql68b3RRXHu7kmDy8kx87mdy3caAk/oX2a9zke0nd7N4/VSmG3hhmtBGMt2fyfx2sAdH9mxg6BedGLr1GGsv22ESHNNM38qWe5kxv5cWjpXdRQ7rXWT/1smMn7OQYTuucT2rAJ+HrRspqVkOXDPaS7+Zu7iWmkikkj+F/nPmu9hHfLkQGmhFA5UJRKZas33WADYYWXM9q5Vyz9OIKfbm+NptnHPxxOVxa+XEdqE1oQGhAaEBoQGhgf92DbwyI0W6tadxYtmmSWSlBLSvMtns70EYwkh5eXPgZS6u/9vLeqbHsXfOAL7tKU9O3GXgCMZsv4BRZnrDSpOfaZq0xNZQ7xjzB9clQu5Ex8Gr2Kp3p5mRomy5ltpobZuTvw2Hl3X6/9l7E+goq2xh27Xud9v+/75f2+u2fdXbuj69w9+DYHfb4gCiBofPvkoLCqioILOCguKAAgoyCMgkQwhkIISZQAJkYExIQhKSkInM80imSlIZqiqVoZI8/3prSKoqqaq3YmWAPqxVVNX7njpn7+fss/epnffdxajRpvEfZ+zby/gmvZZIpZ1ESncVV+ND+W76FL5Lyuaq2V/IbwcfI3QQm6hbwgbUCaQkref16evxjE/ouarplpBdXNkibvkRNiBsQNiAsAFhAyPSBoYtkTLSi83eDhsskUgRiRRbiQGXHG9UIF2VctVYnPhqTTnRtVXENQ4O97j6SmJqTIWQy4iqqSDW9EtAZgkbue2cYSAVLb6mKOvRNaq6nKuKSv3VKFI//ddIMXzJLuqsIF9bQn5nJUUiEI7IQHg7+Huhg72kViVF0q9OacspEOtQrEHhh4UNCBsQNiBsQNiAC2xg2BIpI7nY7O2yIZUSKUlqQyFM6YvekDwKT7L5+7lMkIqK2n3MYu6eQI4NlVyDNc4/mr6DxfEW71daZ9J6G7G+o+YEe7fO4W9SUVa7j/f52OeU/ueaR6wuLgh8PbrdLlxuFz1cObeir5Hrj8TciLkRNiBsQNiAsIHbwAaGLZHiymKzbXTQjEY8rBgoO1tQdAzxQ5lOdNgJPLdvZ7vdxzECYjPIHGr5XD3eP5q+ruZ3G/UnrbcR64dUacRfOYGX3TUprdljnInLIN/Kl4xYvX6qnLcLl9tFj586n+LzI9cHibkRcyNsQNiAsAFhA7eZDQxrIsVVxWYR/wQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQGAICw5ZIcWWx2SHgJIYQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQYBhS6S4stismEdBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBIaCwLAlUlxZbHYoQIkxBAFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBC444TnOlas/pQVB+OIyyyjpqbG4pGXd524sGM4aleTd4kg7+/5Yt485vU81rHjWBjXrfqUxnBlsVkxjYKAICAICAKCgCAgCAgCgoAgIAgIAoKAICAIDAWBO/w2zGf+1NE88skZAmMLLZIoUsIjJ+ca0ef346hdTbIHGxZPY8xoN6ZMmWJ8LOP7/ee5ZiORIorNDsUUizEEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUHAVQTuqEm7SKbH24z7KrTfRErPFSqO2kmJlA0bmLUyqE8ypqcPs4SKKDbrqikU/QgCgoAgIAgIAoKAICAICAKCgCAgCAgCgsBQERi2RIooNjtUUyzGEQQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAVcRcG0iZeGrjHrgjzz++OOGxyvvs3R7ABEZlnVXpCtURLFZV02h6EcQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEASGioDrEimFsVwJ8GbbmjWsMT1WfcTiVT+y3vd6n9t9RLHZoZpiMY4gIAgIAoKAICAICAKCgCAgCAgCgoAgIAi4ioDrEilm9U96aqLk+LFtwwYWLT3ebyJFFJt11TSKfgQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQWAoCLgskVKQnk5qajrpBSU9SZOSgiNs++47Ppvn1XPMlGQRxWaHYnrFGIKAICAICAKCgCAgCAgCgoAgIAgIAoKAIOBKAi5LpHjOn88bb8xnvmdIT9IkxHMuk2bP5uUVZ3uOmRIpotisK6dR9CUICAKCgCAgCAgCgoAgIAgIAoKAICAICAJDQeCOx//yMI/+52/45f1/5A+PPMbjL87ho+/8exIfEe4fsXTK4zhqlxUfjMfGT5g68dmeYrPPTpzKoq3eBKQW9PRnSqSIYrNDMb1iDEFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAEHAlgTvWrl2LxWOLDwcDYnsSH2kXD3Jkt1Ub6TNW7WpqCkm9do5jXtt7+tvudYxz11Ip7Kd+iig268ppFH0JAoKAICAICAKCgCAgCAgCgoAgIAgIAoLAUBC4w3SFyFA/S4kUUWx2KKZYjCEICAKCgCAgCAgCgoAgIAgIAoKAICAICAKuIjBsiRRRbNZVUyj6EQQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEgaEiMGyJFFFsdqimWIwjCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCriIwbIkUUWzWVVMo+hEEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBIGhIjBsiRRRbHaopliMIwgIAoKAICAICAKCgCAgCAgCgoAgIAgIAq4iMKyJFFFs1lXTKPoRBAQBQUAQEAQEAUFAEBAEBAFBQBAQBASBoSAwbIkUV93ao9PphoKTGEMQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAYYtkSKKzQrrEwQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEgVuNwLAlUsyvSAkNDcXb2xsfHx+8vLx6nrdu3crGjRstjpnaHTp0iNraWjo7O4eMeUtTCmkpC1mYkkZKU8uQjSsGEgQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEgZFB4I4T+9ayYtUnrDgYR1xmGTU1NRaPvLwE4sKO4qid6XNlBZkknDvAuu8WsWjRPOZ9sp713pfIrKmhyqxv82Kzhw8fxs/Pj6ioKFmPwMBAtmzZgtRHV1fXEJGsprDsCFsOTmFzYQGFre19xm2oOkl0WTRhDX1OyTqgVkYTfWM1S84t6efxKUvOrcOvrIDUakO7zy5/g2d5E+VtsrofmY3aymkq9+Sby5/pdV6RcJKTVQMEODI1HBlSDYBzUZEnJ7Nu0fmQq6/cdiNjFke0FK62l5He31BNhiku3Bb+fqigiXGGnYCr1+9QKXS7rLeRpUc15YogPC98yWdRZ8hUKgZ9Oke6/Y10+QZ9gsQAgsBtQuAOvw3zWTB1NI98eobA2EKLJIqUHMnJuUb0eV8ctZPalmUkEXv6IDs2fsu8udN5662pTJ29nOW7QkmvqaHSKpFiKjZ75MgRLl68iFqtlvW4ceOGPpGiVCqHLJHSqg4nLPVbpvn9SKZGRavRADo6mqlvzCCjsZ6M5PnsTtjK2sKqnmPNHR2yTUVR4s6+4DHcu+81pp16l5f33s+f9vyJRw/N4G3/t3hs85/5ICmCoNIwzke/zWs+v2dKSjVJKtlDjLyGrSU0Fm9jcfAc3tj/O54+uZRF6WX9ytmhayerMI4CdT2N/bYQB20ScIKzqY+8vG343fDD72a96dCt8yxXX7ntbh3NXSaps+vN1fYy0vtzFWhHnJvrbiN/7ypoop8hJ+DITq0FcvX6te5/sN7fKuvN0XyMLD0qKKn2ZePJF3nY42vCSvIGa/p6+h3p9jfS5esBKV4IAoKAXQJ31KRdJNPjbcZ9FdpvIsV0pYnDdjfzSTzmwd4vlvLptkCuRJVRXGx5dUtPXzU1mN/ac/DgwQElUqqrqxmaYrMtlOTvwOvyPKanllDf0VvgVqMpIaPAiz25cZyJepO1UV+wJOU8cbneeBVkUqLR2J0A85PKimOcvf41s1JLUHboiImZyOqI1WwsA41WyYHTs3DPvc51LajqI4iLeobZqdkElxeQq8gksy6XnMZKGro66ZGwW0dnRwOVDTnk1mWSqcgku76AYlU9Ld1dOHM9T1tbLTWNhj6kfvKalSi1SlTqYn2/0rHM+pvUaiWdu+jqbqFeVUxBfbZh3LoCihvraezq6pXPDEBZ+iK9vn0SKV0aNNqb3Ci9xpeeU1mb6s9ZaSxJl7o8yrQ6tCZFutrpbK2msiHbqG8uucpyKltUdHZ3m42mo7OrgcpGI5e6Aooay2lQl5FTl23QTZpnF/IzDN4Pl/psCpqKKFDWoOkwXenURXd3CypVMUVGfpl1BWQrayhTFlHdqkEj6Sxb317VbXKWmnRp0WnLyKszzFluYxVVrZbJQF2HEmVzHlm1ktxlFNTn2rY/ZHLuFc/+K1frazaaXS427LnIzJ412lpu1meSVZdLgVqDptNglDqdioamTHJqHayPfu3ATEC7L/uxK6v1ZpAvm+y6QqrV5ZQqe+ctu6GS6o5O2qUl4tR6c2QvLTRryimuyyVbWUaZUlqXxZQ3l1OrLqagNpssZRk1HVr0F9bJsD8JQ1enBo26gNy6rF7fI/mE2mwyldWoTOtIRn/DZs9OcB4Ofy/bXvR2Kdf+ZK4PmX7XfG1J8ahKo6S2uR+7srt2zE/K9Ls2/IF5fHPOrvrhZ+UPTP2ZxzxTTO71OWrZ602p91dD7Q9MrPvR18pfmfSVF2dM/dp+dsY/u3K9uVqPHv9c1t9+KNdiP+RKPWyT7edMn/WbS25DMpkNR5mzfx1JpkRKn3Z996cmG9fvLx3tO2X4e4O0Mte5DPn60d72ISfk67N/tvIHtgcRZwQBQWAoCbgukZKyD++NG/lmxRkqKquoqradRJESKubFZo8ePep0IkWqn6JSDdWlGLGcilzNyqMbyOzqxvJrZTftnWqy64L55vRjPLJnAmNOHyO4Toe6swvzr+6OJra7u5POrg7au7r1nzNPpEA3us52dMbkhz5ARjzG7MgVPO0+mgfW/pyfb3qI+w4uwlvTQJVpsPYqGsq9WXTgPh7a9HN+vvbn3P3jaCaE/khsqxpnCGZnr2XFAUMfUj//HbiXvYl7CQ2foO9XOvbzHTNZmxgFqFC3xvJj6ARG/3i3YdxNo3nm4I8c0Kh75TPJCdj8ItsSRVTiTEavvZP/Z/U/8c9rfsad0lhrf86vNj/E68lVJJsUUeXTkLqMRft/Y9T3AR7a8yaL4kJpaDddRyQNWkWDxptFB41ctv6FsYen4335de7b9CuDbqW14EJ+BlX74fLj3TzqP5ZHPVcSVZpvJKKitTWW0NAJjDXy+/mm0fzKYyWve4xlWXoUUVKZHtn69oK2yVlqokqmKvl1Htr8Kz3fBw4uYUlmee+HgdrSvewN/G/+ZcOvGH38dR798SHb9ieXs8UIdt64Wl+zoexysWXPfr32HJW4lpk7fs6/bLqf0Zcjiao3GGVVVSg+J37OfRscrI9+7cBMQLsv+7Erq/VmkO9ufrPpcZZdnsb/7Omdt98cWMSy8gbypTyeU+vNkb3EEhA1nQmbHuJXHq/zuseveGjTBKafms7G8Ak8sv5X/Iv766woTSZb0k+VTLUD+9M3q48i8vJoHtj0L72+R/IJ6+/m5+7LCDWto5Fsz05wtuXv7/Vb2MffN970cYm/l20veruUa3/S+nigz/rwPm61PmT6XWltmT4rxaMlUXvZGDiB0dZ2ZXftmJ+U6Xdt+QOz+Oacn+yHn5U/MPVnHvNMMbmX6UW7682cy169v3K9P5CzfuXsD0z6yosz5nPY/+te/+zY/mytt4Hsr1yth33//KDFfsiVevRP1cbRPuv3AR7ynsb01KNM8zJLpPRp13d/arJx/f7S0b5TZvyQ7E/W/kqGfDYI9H9YRjwyfNCxP+h/AHFUEBAEhpqA6xIpF9aw5asPef61BSyaNIZxT41hzP/M5NPtp4jI6JtUMb8iRSocO5Bbe6SEzFAUm60pWsWmiNUsiU9Ci5TSsPyn66gnN+UdJh5+h3G7J7M48Cv21IPadJWEZXPZ7ywTKZYfkwJk5KU/87td0/kg/CjH82I4m7qPb068xN+vJxNvLIZbXpvOgfClhJRfJvJmDDFlMcSVXiQ29wAro/aTVWf5JdlyFMt3LS3lZOfvYs+ZR3jkzB48i6S/bFehrDxJSPjLPHpoJbvSYilXN1FelYjn2ZmszbnKmdI4w7jFF4lJP8BnZ/dzuaoc60ooNr/IdjXRpM4jOu88H+99ja8TfDhcZtDl2s3rZKvbUZtqDnfW06aK4kpeDJHFUpsEzqV7sztkPKvyFOQaawSXV8Wz7/Rklkd7EpB3iZjCcIJjv2fVgf9gVKC7Qbe2DlzJT6LZ0pRIStJbvBa2gfXZIYSUxRBecADv2Mn8u+cKQo1/qamrSyQ04h0+TTjMiYJwPb+Y4otcTNnN+1ue4LPECCKkC39k6ms+kzY5S4061bSrs7l+8xoBEa+z4MKKPrdadbRVU1jkye7A/4/7vCYxL/KQbfuTydlcPruvXa2v2WD2uMix59K6sxy/9hGPHt9GeI2CJp3BKNvblZRVhLD1+KN8dO04Z+uaZNuBmXh2X8qST13O5aQtzNz5GyacWsSWuAAu5sUQczOS8NKzbAhcw8nKXIqdWm+O7KWZuppj+F2ayh+3PM/HKefYE/Yl8/ym8tKRL9mSfI51J57nk+SrhEgOQYb9SSAk/xcbMY5JkaH45MYQk3eYXeHz+N2ex3g3NYUbaslTy+tv2OzZCc62/f2Lg+bvm+TaC8jy96b18VcZ60Ou35XWVnX1eeJjX2OCz0T+sP9zFlw8zOn0SK5mexFfXUqlef7cYBU2/7ftd90t/K5hvc2wG98UTvhJOXHBZKdeIU/y3o0a/S29UkwuLfYhNHIS4yJiiaivkL3ejpQPhz8woJfjr5zhZ3NCzU40Gf2zHPuzvd6c31+Z5k1OvDQT1/ZLo9+IkbEfcqUetgWyPlNMbuVhVgUsZXfaZc7p92EXOZe5nU1n/s5DHsu5YNznyFnnzuw75cYP2+vccn8lRz5r7e2+lxnf5PgDu+OIk4KAIDBkBFyWSMk79DGfvjGGB/78As++9Qkrv/2Otds3s87dE+9Ax8VmpURKSUkJQUFBdh/p6emYaqQMfrFZ6dqTTE5f/JjVEXvxMf6F2Xp22toaiI79iJWJx9id6MPJhO0sy86kyYn6KNZ9Su8dJVKiw5/C7ewxjpUpUHaARnmN+KjXGa/fUKmgvYDr2ZuZ7D6Kd4IX8KGpiG3IHBacnMio3fPwLk6jur/BbRxrby2koGgzUwK2EFpRiBpQVMcSGDyRuYnXSWnSGMbNP8S7J74jTNlMQ0+SQ4NamcTOEzPwyr9OuukuFuNY9r7ISk1Umga2+s7HpySJTBvyoatArfRlb8TnLDtvKNq76PREZh36d6alVBrqyei5ePGuz0LCbhbT0N4OHVoaboZw4aIb465EEyHN9aDwy6KgaAlTAv7OlKA5zDu3hE9CFrA0aBazo8NIVUrfJqvJKT/F6qMLOV1RjEKST/rXqaGtOYvwpBNcrbnJTck85ehrxcoRZ1Nze+2kDVrMladwu3iMYzft2Z8MzqYB5TwPh76SHdiy54bkXnvW3CSl4AwfHttAbkszsVme7Lq6i11ZsRS25LH+2If4FqSQ0wHtrVkUOrQDOUBwar3llVxipecfmRl/jqjaBrT6y+vaaW0t4ELoa/yQFUuYtKjlrjczEW3aiyaCiOQvGLfnIy7UNVCWu5Evz37MhBB/cptqiQlz48vECPyt6g/a7E9SufUm1RWnuFynRdGcTPSNrSwP+ZL5108R3qzt9Tly5DMmZqKHw55lcpbWW3/+PuHq5EH197LsRWlnfZj7e7vrI7d3fWicjFu6Bsidz4ygFcyICOJieSUNWh1d2mJUWo3Rxs0MweZLo9898qF9vyvJZ8sfmOvbbkj4ObQrvT3LiQumW3rdmJ2u6K2NpkpCkT4bt6g4Q9yyt94aFRbrTdb8utof2POnA+Rnc0rNT3TY889m9tdhnDcX7q/069eRfzGXVcZrdYvj/ZAtvzGo+0R1GLFZ65gYcozrDS1o9Ps/LZqmKK7Fz2SU50ouSYkUJ/ZXsvadVsxsxw+Z+ytn/ZDV+I7e2pbPsD9wvE90NII4LwgIAkNBwGWJlGSPWbzv9gceGvsuy4+mU1hWSU1NDqHHdrN101pOFdRQZna7j5QEsS42W1RUhL+/v91HampqTyJlsIvNdnWpaK7dxNenv2NDYhS2ymN16FpJLThPgrqairYKSmoT2F+QikZneROQsxPqKJESF+VgQ9UWR0z6Up7Z/BjT/d9mRuAMs8ccZgRu40R1CRVOCdaKSpvJjwHT8MqLI72xlNTsg3x4ZCHHFA1US8VZpI1czlbcgoNRaI1/GTaOodUqCA52Y2uO8YoKs7HtBRapmeNESiP1ykucj5zJ4sBJvB9g0HnWyZdYcOL3vJlqLMwryXdjNW6+W1FoTPcESQNYbUgHhV8jmrYr7L/6IYuDZjDDfxqzjk7iw+OzWXQthozGZn3yLqnEh3m+WynVqKxuJTMDhkx9zT9i7xYqJ9pJG7T4qOccb+jlcLYa1/bbYdLXjj23ttZa2HNRWRy7jkzlbMMN1ge4D3LOAAAgAElEQVTN5c29LzM7eDn+pWeZfHgXIWVFSDMMkh1EOLAD2yQsztiRz3q95ZVEsNrHjdVlCvLMEpm6NgW5sW6sSOlNaDhebxZS2L41z3q9lW3U10KaGBODrr22z7imXh35A7o7oC2LhIw1fBvyMR+E+3FODa3WlwwaO7TXn2TPDv2ptR4mQa39hum4zGc5nG3JV5s+q/cL9CD4K1n2UiLf38taH87qYUykLIoNxL3EKhsncw4MzTKR/O7c/Vvs+13jensuKMhhfLM1bxaJD/3gcuKCE4kUc79rvt6s1rms+TUilWOn5rhtrjcn/JV8fuYj234ty/6MiVWH/sAJO3W1HpKGchMprtTDNlmzMwp/IlJW4Babi6Ktp1oftOehKFuNm89qIqREihP8QMa+00wE6aVN+8Owzh3ur5ySz2pwGW9tyyd9WJ4/kDGMaCIICAKDTMBliZS0I5+x+M3JvPreBtIKy6msrqbmZgmXd2/gh48XsjmxhuLK3lt8zG/tGZnFZrtoa60gNuwl5kcf50CFcpCnom/3PzmRQiE3Sg+xxG8VqXUVaDrNglrf4WQfkW5lKkmdwjcJ5/FN8CY0ejETwyKoazX+DrP2OjG57rxy2pdctcZQwFLqvVtHi7qYo6dfZWduDHGWORY7gc8gmkqjZKvv++wtvE5al1RwUkuLWipkWU5juxZdVxrXc75jyubn2Zh6nSK1Bp1OQ3VlICGXx/J+mvGveJJ8GZt5xXc1uc3NxgKbOtrro8mOn8ozkdcMf9kbBH7tHRoUDcXcbG1BK/10t1SstyyYiCvTud97DSGlBaAf14+P/L7mdJ2CWmPR0q5uHVpj4eDyFhXNHTL1tZpZ+wG8t7G9drI2hrI5945p95Xc+bXqxJ4e5k1ttrNrzyUW9lxbE0XQuadZVbCDd87sZO3R9zkU/CIfnf+ap4LOElVTqx9Snh2YS2fntV35LNdbXkk4q7yf5LPcbFLV7ej0tx920d5WQVLES3yXFsVZo6tzuN6sRLLJzzoBYf7FbqCJlO52dG1FlBR+y8Kjb7Mg4hihaqmwcROVjbVoTcVmzWS0KZ/cL06utmejbHI421pvFomUHn/1rcv8vSx7qZDv7w3rY3yf9bHIYn04GbdclkiRxpX87lf2/a5avr625s06kSLXH0j9XYt6jndTb3K9uUsf3xoVF0mIncp4U9yyt976JFKGwR844a/k8jNb5nZfyrM/mQmrnvXmeH/laj0kJQ2JFDv7Ibl+zQk97MI1nVSeJSptFS9GxFLU0oZOn9jWoWtJpTD3M57yXkW4/tYe59a5w32naXzjs21/b1rnDvZXOufksxre4Vvb8oFcf+BwENFAEBAEBp2AyxIp1ZUJnPr+fRa8Mp5ZR66RV1pBTUoI3l9s4NPZ7kRX11Bh9vPHI7/YrIoGVTwLt81ie24iGRa/+DLo86If4KcnUrqprLyC16lxPBNxgKj6nhK0P1EBLd1dp9kYuo2P9rzFmtOL2FzbhaqnJkwXuSVX+NbnBdaW1xoKWEoj6gt3HedDnzUElORSYyWFvcAiNVVpatnqO4Hv0iKJbJE2O8nEXpYKWU7ncH4ytS2RRN74nPHe84gqq6e5DWprozhz9T3e9v4tU0239tBFbnE43/o83ytfSy35aXtY4Xkvj12OMCZSXM8vvzSK1fsnMDM1lmR9seRuVM2JRKe+x7jAA0RUVuqr8FRWBuF16j6ejugtWqpqryKh3JsFB+5jenQoAaVy9bUE7YizqbW9dvI2hnI5m0Z08Cx7fi37saeHeUvb7Wzbc2O5pT13qxKpT53CgjNv8tSFAHbH7+JK5Mv8xWsCk5KqSVQZLpfQ24GPIzswl87ea9vyNVjJl1cSzFd77uJx/2Ucys2nVl8zSIVKE8/2A7PwLpZ8nWEsh+vNSiSb/Ox9sRtoIqU9n9rSFby09XEWxF8mTNVJJ1U0tpxg0cGNJJuKzZrJaFM+2V84XGzPRtnkcLa13iwTKQZ/5X1qrMv8vTx7kW9/0vqo62d9POr9vNn6cNLvuiyRIo0bhPepe/v63Zs+vX631qSvWfyQ5rKf+GZr3qwTKfLigvGWk4inGR8ZQ2S9Sh/fDoe9x1823suoi8a4ZW+99UmkDIM/kOKvzP2BXH5my9zuS3n2JzeRIt9OXa2HpKS6xcF+SLZfk6+HXbimk90ZJBb/yHv7F3K4vIEq/ZWPtVRVHcLL/3F+vecrgvWJFGfHdbTvNAlgeLbt7w3r3OH+qtZZ+SzHd/TOtnwg1x84GkOcFwQEgcEncMeYPz/MX/7zbn55/x/5/ei/MuaF2Sxa7Y/pp4oj3Bfpa584aldTU05B9EmOrZnFK8+N5sknxjDmhdeZ+fkeDoVkUVpTQ7VZIsX8ipSRWGxWKvaUnPguLwWfIqRagbFG6eDPSEsudTlf8tohN0Zv/1ce2PYA/2fP33n52CbOtKioAxqqAvC/9DyPbLuLe3Y+zntxMVwpvkJM3Hs8vvMe7tr2CM9f8iegqoH29irKKw+xJ/QN3jj4LOO8xzHO70WeCZzPW2EhnK+r61P01bGSUsZESVLiZywMmM/bEaep1IGpFIr0eW1bFbnlR/ghfC6TjryoH/fFA28wO3AXP5bmkdempYNicsv28KX3ONy8x/HYzvv0+t638zHGebsxzvtL9pTlUmwUSCosGJc4g/lHnmO85zie9HmesYdmszYpkexmNR1dTVRVBnIgaAzjvcbypNc4Xjr+HgtC5rAp6Hc8tGcan2ekkNIqyVdEZuk6Pgp8npcOjGPcwTd5+9Rcdp+bxBNXpKJ9hlt+XM0vrySBlR6v8vaZyTx/aIKey5P7n2fs8bmszS6kSGO436K9/SYllV58HTqd/zlobHfgWZ48OZklVz25VH2Tuja5+srlLK9dihP2J5ezY5uTfvN2ePSV7M+2Pe80s2egNZu6wk/4285xvHvtMufqsknI2MprW59jaYGCbGPhS7l2IIuLXfnM1xvklYTxrecjLI7dxadBb/PmQckfvMKLZ79hT3oyWWp1j69zuN5krV9/fBIXM33nA9z1wyM8fiGAmOTPWR34DPfvn8EHSUnER45n4oHHefnCSlZel+cP6movczL4fu5f/y/c++MoRnmOY5z3GJ7w/jP3ui8zFjMc4fYs068p7K63f5Pp7+cNyN/LtRfb68PS/qT1UVu4pM/6mLTNzWJ9yPO7xvn1egK33fdy3/bf8x/uj+t9qtuh1/gyp66nuLjcdSTL73bY8we9+tqfN8s4LdcfdGqLqMhby3tHxvKcz5M8fmAirx6bxqqA57hnx195/tI3fBT8nsz15sM38UPtDwzxXI69OMNP7vzKsT9X76+K7a5fSzuQrYeUt3OwH3KGn7z1Jle6FtTqdJLTtvJ5wAv8Tdpfeb/E3/znMi/6O17c/AfGH1iGT3aKk/tTR/tOef5eiudy17lruciXT64/kDsjop0gIAgMHoE71q1bh8Vjqw8HA2N7EilpFw9y1N2qjfQZq3b6xEtpDpnRwRzctY6N369j3Y9eHD0XR1ph7y09pgSNVCOltbWVtrY2Dh8+PKBf7Rm8YrNqKioC8Tn5LHMy8khRmxUTGLy5MPTcrkCjCMInyZ0d8TuMD2/2pYST0d6G9EMt2uY00gr295w/WV5MvjKf4vKTPcf2F6SR1izdO9OOTldJcfFJjqV4GM4nerAr/QQH87PI0Wj0v0Q0ELWkv7JElEQQpL+KwrqHdtp1laQUn+SgcVyPxIOcyE4hq6Ndr4eUjFE0xBIUvwP3Hl1NOkv6BxHboMB0U1VXVxsNDeFcyvDGS2qf6M2+rHAyVG3GgmZSka4KbpYdxCtxl15Xr7QAQorCySg7zL7Ew1yoqaBCX7pGQ1tHBuHZ+/BO3MGO5MPsS9qJT8SrPGkq1qtXybX8GpsVxKWHcCH/KN4989FXD2nerPntSPTAI/Mk0bWVNBoL0MrTVy5nee1uOmV/cjlb20//74dDX4P99Z2PvvYsFQRuRNscS0DyccL1tqZF0ZDDhaQA4pq1NBqzjfLtoH8OfY/Kk09fE8F7PKvzEjiafYzDyf2vI6l/x+tNjr2kEn/zHCel9Xp9HzvyMiiujiI+/zAeNwI4ebOSypsnCbjhweH8c5wrl+cPNJpiMvJ2sO+6yV8YnxM82HEjmuLmRn2yV45/GU57lsN5OP29fHuRZ38210ey5fqQF7ds2597kg9BCg0Kp0N3Ox1Wcas/vyvJZ93O2h84M2+y/YFUcFyVQXhWb9w6lnOOjLIg9iW6s7/gAgHZATLXWzxH0yNYPaT+wBTPHduLM/z6+kMbR2z5ZzP7c25cx/sDpVPx0obc/Rx25J9drYfVndj9SGR2yNpO473wzgjhnCKDc0n78E65QHyNVJ3PMT/rcW3vO237gx3x1vvJvvZna527bv8sXz7Z/sAMuXgpCAgCw0PgDlNiY6ifrYvNSsmU+Ph4WY/g4GC2bNnC4BWbbaa6LobTURs4Xd9sKKA6PPMjRh1EAh26FrIK/DmdfoADqQdwj9/A15emsygzk3S1E7+ZOYgy3g5dC84jYxar627gH/UVk3b+gUnhu9iYdpUbdc78ZtfI0GO4pfhHsWdhL8NtaYM7vpjfweUrehcEBAFBQBC4/QkMWyLF/NaeM2fOsHv3btzd3dm1a5f+WXq/adMmvv/+e4tjpnY+Pj4oFAp0OtcUUL39p1poaE1Ao1Vw4PRzvOL5MA/vfpjHfV/hvYgDJLdpjFfMWH9CvB8IAcF5INRc/5nr6e584WewdcneH/b7Avf0664f6Dbv8R/FnoW93N6GLOb39p5foZ0gIAgIAoLA4BMYtkSKebFZlUqFRqPR3+ojJVg6Ojpobm7m3Llz+Pn5YX7MvF2X9Ksn4p8gMGAC3eg622jTtdKqf7TR3qVDWNWAgdr4oOBsA8yQHu7q0iH9VLvB1qXnDnTChw5gDv4x7FnYywBM4xb6iJjfW2iyhKiCgCAgCAgCI5LAsCVSzK9IaW9v1ydRtFqt/goTKVkiHbty5QpHjhyxOCbVVTFv19lpXuJ0RDIWQgkCgoAgIAgIAoKAICAICAKCgCAgCAgCgsBtQmDYEinmxWal5Iip8Kz58+XLl/WFaM2Pmb+WCtWKq1JuE0sUaggCgoAgIAgIAoKAICAICAKCgCAgCAgCtwCBYU2kSFeWmK5GMSVIzI9JiRTpp5HNj1m3E4mUW8DKhIiCgCAgCAgCgoAgIAgIAoKAICAICAKCwG1CYNgSKa66tUcUm71NLFGoIQgIAoKAICAICAKCgCAgCAgCgoAgIAjcAgSGLZFiXmy2paVFf2uPVGRWKjwrXWUiHbtw4QIHDx60OCZdkWLe7hZgLEQUBAQBQUAQEAQEAUFAEBAEBAFBQBAQBASB24TAsCVSXHVFiig2e5tYolBDEBAEBAFBQBAQBAQBQUAQEAQEAUFAELgFCNxxfN8aln+7hOV+ccRlllFTU2PxyM1NIC7sKI7aXfLazPolc5k71/KxZL0XXpdyLfqUxhDFZn+idbSV01S+j5WXl7L43GKWx/vjX9nwEzt1/PGmpgxikz5h2YV1+JUVUNDu+DPOtaimXHGWfee/YGnUaTKUCtkfr64+x9m4L/gibCenlWoUOtkftd1wmDjbFsj5M2plNFdvrGLp5ZXsK2+ivM35Pm7lTxQV7cM/a2jWx63M6VaVvajIn/1Xl+v94OJzn7D43Dq25xaQqr5VNRJy33oEBh63Rrqut1X8uA3i+Ui3F718A+D8DxGnB8DllphvIaQg8A9M4I6DGxewYOpoHvn0DIGxhX0SHjk514g574ujdh6zpvPms08xYdo0phkfrz75Xzwx6QNmeST36VdKpNgrIivdwiOKzdqxzNYSGku2syRkLm/s/z3jTy5lUXqZnQ+45lRjYyqXot/m2W1/5oOkCCI0rum3t5cKSqoPsPHUSzzs8TVhJXm9pxy8qqg4jVfoazy5w42vShXkuSLJM0ycHahqcbpD105WwTUK1PU0WpwxvGmuC+N89HRe8/k9U1KqSVL10+g2PpSfv52DN/w4eLP+NtbS9ao5sivXj+hkj90d0JbFobAFzDs+kTcCZzIzcBYzA5exLjOH681O9ieaDwmBEW9XA6Iw8LhlGm64uDga97aKH07Ec0dcTPMmnvsh4ARn06f/IeL0ALiY+IhnQUAQGJkE7qhJu0imx9uM+yq030RKzxUqDtod+Wobe/ce57LZFS3R2+azbNkKlhxJ65NIcdWtPbdfsdkuurtbUKmKKazLIkORQUZtPlnKGkqVhVS3atB0WRpTWfoiVkestpFI6aKru4U6VTH5xv6yavMpaqijoauL3os25I+r0ijY6uvG6hsRhDUqUTbnGuSUZK2/SaVWQ0e3js4OJZUN2eTWZujPZ9XlU6yqo6W7ix4V+rTLIVeZRIbyKHP2ryPJiUSKRCWvJILV3s+wujibmLp88uskfrlkN1Si7OhE121k12fcDPqVzwz1T+Ws0Sq4WZ9BZm0O+WoNmk4DBZ1OhbIpg2yJU/1NFFqZ2akuDRrtTVJLY/li31TWpJzgjDQHigyyanMp1erQGkGr6iOIi3qG2anZBJXnk6O3KyOXrs5eOxgAFzNEZi9baNKUU1SbS5aylFJlFrm1RZQ3lVOrLiJfkUVmfSk17Vr0F8h0tdGpraayQWon6ZBDbn0ZlS0qOruNk2bUN1+RQaYigyK1iqa2JlTqIjIUmWQo8rmpNa6PLi06bSm5tYY1lNNQSVVrx4Dk07QbbNycaVubgpoG87lUO6evmST2X/azfuuyKGgqpEBZg6a9DXq4ZJJpxqCrU4NGnU9ObaaZXcnvT45d4dBenLQD+zB6zurXTEM82flf8NbRySwM38olve1nkVFfjUriApivrdxmJZUaJbXN/difQz1MQ3fR1dVCXUMx+XrbkvxVGeVaJeW12eRK/q+pXO8T7duLcWHKGFdntL/M2izym0opqMu1vX6R4cd1Br+Rr5BjLya9XfDshL+Cfuy037jlWC4TP0fzYfDPWWTVFlCtLqOkvpdzVkMl1R2dtFnEjwaz+GYjbjnh11yz3hzz6GnhxHw4Fz/MuRjiapF13O8RwvYLk4/V74EUGUjrV6lVGv29Ic71xkvn7cVmPHeCC3LmV6+ijs4us/1QXT6FjeUo1aVk12YZdGvXYfCnruFnINsPF+v4oW8ow29ILku2vr3zapOz1MRhnAbT+pXn/yTOZvyMnBusOfeKZ/OVU/bnQi4mfR35K73gMuKHTQXFCUFAEHAJAZclUqoqKqmsrKLaLJGyd84KNmzYx5mq6j6JFFFs1tb8qWhtjSE01I2ntt/NnWvu5M5No7jLYwWTPZ5iWVoUUS2Wn7UbqFChao3hx1A3Rhn7u3vTKMb7/cgBjYqqnq7kj2ueSDmZtRePwP8yyCnJumMGixOjKG+voqHcm4W+9/Lgpjv15+/ePgq30B+JaVXRc1FEn3b386DXVN5OPcpUrwEmUrweY3XKcuadGMWft0r8HuRe34V4lzdQZbpKpc+4d9KvfD184Kdyjkpcy4wdd/KLTfcz+lIkUfUGClVVIXgfv5N7Nxj4rU2MMhvVzsuWKKISZzBqzc/4+ep/4n+t+Rk/k+ZgzZ3ctflBJidXkWwErd8IRzzG7MjlPO0+ivv1dvUg9/otxFvT0GsHA+DSv4SxnIqajtumB7nLYzKTPe7iwU1uTD81nQ1hboxefxe/cJ/MitJksqUOVPk0pC5joc/dRnu5nwfdp7EwLpSG9lbDEEZ9R6+5k1+suRO3sBBOZZ0iJMyNO9f8gjvXjGZGonF9qJKpSp7Mg5vv0vO4/+BilmSUm4kqX76oUoONmzPNzl7LigPSXP7WOJcXzfR9va++66z0NZPE/st+1u/2u/mL/1P8Zd8KokrzoYfLL/iFGQNVfRSRl0Zz/6Zf6Nelwa7k9yfHrnBoLw44D5BLz5r5/n/xT6v/iX/67p8Ntr/u19zpvowQiQvQ027DnfxXoAdLojzYENiP/TnUwzRLKlSaGH70c2PUJsk/S/5qGtOTvZm++V4elPzfqel6n9i/vViufcf8oNZof7/YcBejj0/mL9sf7Fm/91ivXyQ/Hms/ftQZ/MboNX3tJeqytb2Y9HbBsxP+Ctlxy7FcJn6O5sPgn+/m15vGsOzSVP7HvZfzr30Xsqy8gXyz+NFoEd9sxC0n/Jpr1ptjHj0tnJgPZ+KHJRdjXA2xivs9Qth+YfKx+j3QGsP63ZvoYfT3hjgn7Tds+rV+9zm949mM505wkRW39ENW0aDxZqGfcT+09c88dWg63pcmc++mu/S+aW9pLZI/cBU/g6Yy/L2+ocz9nxx77kWsf2WTs3TWYZy27//67F+oorGlH86XX7fkbCVjf2+dsj8XcpHrr/Qyy45b/WkojgkCgoArCLgskdJz5YqUSKksoSbZg48/3syGPRcpNEuumNq56oqU263YbF1dIqER7/BpwmFOFFwhtjyW2JJLXEpx5/0tT/BZYt/baewFqrKqRDzPzmBtzlXOlMbr+4svuURs+gE+O+vDpaoypMoqzoxrnkjxzDzCxrN/4+E9r7E88QJnS/MoUjdTUJuOb/hSQsvDiLoZaxi39BKxuQdYEelDVp10G1IxOZWH+fbUUnanh3G+RGp3kfOZ29l0ZiIPeSzngtNXpITypfu/8Tu/z9kUd4YrhRK/84Sl72bpqW85XJlDMVAmSz7LJfZTOZfWneX4tY/56/HthNfU0qzr1A/Q3t5AWUUo244/ysfXjnO2TuY9CV3NNKvziMm/wOK9r7E8YT+HJXspjyWuIpEcdTtqwxBIG+HIS3/md7ve5sPwo5zIj+XsDU++OfESf09IJr7JkJ0bCBdLSqZ3KuprjuF3aSp/3PI8i1POsydsGfP8pvLikWVsST7POv/n+ST5KiGSAXbW06aKIiI/lii9HVznfIY3u0PG822eghxJPEnfhjDCE97lrxt+z4uXwvAvukzYtff47+//yjOXwglSNNMs/eWsU027OofEijgCI95gwYUVVldsyZfvdHU1RUVeeIc8yXs3avS3RrW0lFNasp9zUZMYFxFLRH2lc/qaMDl4bmlKJCXpTf4etoH12SGElsdypcAPn9jJ/LvnCkKl9SFxUQQRHjGRvwYd4nhFtZ5Bp66aqupDLN03keVJQUSpm5Hdn0y7cmwvmYPCRVozNYrLJGR+zBuH5vDZxd0GX1keT2xVCQ1tWj1ZfbvqCyTEvsYEn4n8Yf/nzL94hDPpUURne5FQXUplq3x/0ONP069ypkTypyZ/9QoP7XqfH5PCKKrPs2Mvk432YshwOuZXRkebwf52B/6O+7wmMT/qUM/6/fbEixbr1+DHp9uPHyqDvVyJeLWPvVRb2YsD83TutBP+qoezg7glRwATv/7Xb+98NKvLCUvaysyddzPh1CK2xAVwMT+W2JtRXCk7y4bANZzUxw9T3PrUcdyS69dctt6cuL3XiflwLn582ifuX8szj/tyZg0kH5udvxuPM3/iT2c88CoqolpdTUPlSULDX+bRw9+wO/0a5epmBmIvNuO5E1xkxS1pv1EVz77Tk1ke7UVA3mViC68QHPs9qw78B6NOuxt0a+sw7ktcw0+iLMvfO7P/k2PPVtNrk7PUzmGcxq7/67N/scn5IQvOViL2+9YZ+5NrB+YD2eIi119JfcmJH+ZjiteCgCDgegKDkkipKs0l0+ctFq7xY+fZnD5Xo4his7Ymspqc8lOsPrKQMxXFKNqNf/7q1NDWnEV48gmiayqoML9DQXKmtm7taS/gev5B3j2xhjBlM43GL9V0alArk9h5YgZe+ddJb3duXJWmmq2+f2RG4Ou8em4574XtZldWOOmqNjTSGNK42ZuZ7D6K6UHz+eDcYkMhyOA5zPd/lVG75+JVnEa1OozYrHVMDDnG9cYWw2fRommKIi5hJqM8V3LJ6UTKJZbv+yOvRZ7ncnUjWolVp4aWxuscC5nIuqxYwpQy5bOapp/MWVNBSsFZFh7bQG5LM7GZ+9h5dSc7M2MpaMll/bGFHChIIcdqfq3E6PNWpWlgq+98fEqSyOxz1nBA2ghHhz+F29njHCtToOwAjfIaCVdfZ7w+EaCSP282xuhzWBNBRPIXjNvzERfqGijP3ciXZz9mQog/uY0KYsLc+DIxAn+pnrCuArXSF4+Iz1h23mAvC09P5P1D/860lMreui6djWibIgm4upJ3Ty5h6vGZfHD2Q+ZFBRBQo0Vh+ouxmTA2581MvovW8jUpiA3vlU//F9koN2anK3plUSVRmz4Lt6g4IqSri4z9jd3zEX37q7Xoz0w8uy/bW7MoKP6EKQETeePsbOaEfszikHl8enYWc6LDudFgrIrTXk5DlTcfBWzlVEUh1VKvbYUoS7cyK9ibs1XlKKWlKbc/6Y+FjuxKv85/YJL7KN4OmseC0I/5WHoEz2ae+Tq3y3lgXPTQulRQv5VFgatxT4iwzVHXALnzmRG0gpkRwVy6WUWjVkeXthiVVoNWI/kDGXro9fXi3f0fEV7fYPSn/fsrW/aiSJ/day9y+UlzIa3fK0/hdvE4xysUKHWG9Xv96uTe9YvBj6+S4kelVfxQZXMl2d8QP6T7OdvLaezHXhrKLO3FNtSBn5FlV8a4Fd4nbiWz88R7+riV1s9atyWVrPnQ3xp6iZWef2RmwnmiahvR6u99bae1tZALoa/xgxQ/qgxx69WQYyQ6ilt6v7Yfj4ilfHnOsD4+DHy1r19z5XqzBcHGcYfzYbI/Y/w4LsUPo/31jR/SOnq4jz+Y7/9Kb9y3IUd/h9tbCyko3sKUgM2EVhQi1Y9WVMcSEDSReUmJpDRpDHFrAPZiMy4YBZHDxRC3HMyvyW/4LCK8ophGaV+n09JYEcLFi26MuxJtiB89/sCV/OTED5PfWNTXbzRnWfoNJ+zZNJ+OOMtpZ9fqRnoAACAASURBVMv/9bU/L97xWWifs2lAGc+y7E/qx8VcZPmrHntxEH9l6CmaCAKCwMAJDEIipYKyvAROzn+JlV5BnLhh+StApitSRLHZ/iYtk6QSH+b5bqVEo0Lu92mbgUr6ApOzFbfgYBRaw19oTaNqtQqCg93YmiNd4eLcuCpNJVt9/53XPP+N//adyktXArku7c1NnbfFEZP+Gc9sfox3/KczU18EUioEKT3mMjNwOyeqS6hQ+BORsgK32FwUbb3VWmjPQ1G2Gjef1UQ4nUiJYLWPG6vLLIvN6toU5Ma6sSIlAv+bMuUz6WN8/umcoagsjl1HpnK24Qbrg+by1t6XmRO8HP/Ss0w+vIuQsiJkXo/SI52cDZ+swCx33npGdvBCsr8bq3Hz3YpCo4KyjfpaPhNjYrCYD0Uj9cqLnI+cyeLAScwKNNjM7JP/lw9O/J43Uy0L5HZ1qmmu3MM7PmP4zdoHGH1wPqsqm2ky1pyxlsruvMmSz/BFNk5OIuXGap7bv6Wvvu21vfYn/4eogEY0bRH4Rn/IkqCZzDz5JrOlmiDHZ7HoWjTpjSZraaW1NYvzIXPZnBVFuLqR5rooYiLmMj8zi2S18fYo2f3JSKTItRd7djBgLtIVSs4lUhbFBuJe0g/8gephMrR+/JWr15ut/iwSeRj8+Nz9W2TED8lesvuxlzlW9mJS0nXPDv2V7LglXyZb/CwSWz01tp7rGz/M7TTTELeecxi3nPNrDrnItVP5WPQtHY5rTKT05/8s+A2KfK2otZnsCJiGV24c6Y0lpGb78cGRRRxTNFAtbRsGaC8244KRn2MuMufX2v+Z5keVxODzkxM/5O7/ZOpr0s/47Iizqbm9drLWr5FzT/w1dWz9Bw/TcVnPMuwP13ORpe+grDdZUEQjQUAQMCPg+kRKVS4FqSf5/Lk5uJ8JJ76f23qkZIqrbu25vYrNFnKj1I+P/L4isE6BwvjFsKtbR0uHkoqGbMo1KprMcg7SXNoMQNrrxOS688ppX3LUGotCeS3qYo6efpWduTHEaZ0bV6WpYqvvQyw4+TrT/Ocy99wq9kvF+HqKlkr9HeITv29JqbuJptNKYJMBKs8SlbaKl67EUtTSZiwEq0PXkkphzmc86b2KcKcTKeF86/UkH0lfHlVt6Lqgq6uN5uYcrlx5kW/SojirlCmfSU7j80/nDLU1UQSdG8+q/B28c2Yna4++z6HgF1l0/mueCjpLVE2t1aiO36o0Srb6vs/ewuukSfp2amlRl1NcW05jm1ZfSFZWYGZgXGxKaL2BtJVIqUnjes53TNn8PBtTr1Ok1qDTaaiqCCT40ljeT+u9CkQqoNrUlMz55Dn87eBkHvd+mcnSlRrJ50luauop4Gsuk815kyufwpBIuRb1HO+k3uR6c5devkaFdMvIFMZHXuu9IsXFiZS2dg01DcXc1Lag7eoCqdhiWTARV6Zzv/caQksLelXVNUHJcr64eoQd2VeIzTvC10eXc7alCZNVOdOfY7uSaS/2OJt/Qe0nx9GrXD+vXJVIkWv3kj/N2Mwr+1eT09xs9Kf9+ytpvfVvL1N77UXuuHa+yFomUqT5sBU/GvrGj87mPvby1ZGvLexFT727E9oqKVXmkqEsp7TFqkhXP1Nj75BDu5Idt+yNYnlO3nxIxcrDWeX1BJ/lZJGqNsQPqfBte1sFiREv8Z0UPwoMcevFKzH241aXfL8mSeuQixP2Yqm9/XeOx7WdSLZIBBjlW+Io7tsXp89ZXUc9JalT+CbhPL4JXoREL+bv4ZHUtRoKSjNAe7EZF4wSOOQid3778xtdOtrqr5IdP5VnTPFjEPjJ8/f2/IbZvrPdOXs2TaQjznLaydq/9HBe1eufjZxz4qeYcTaNKO/Zof3JtQOr4exxkeevZMZfq3HFW0FAEHAtAdcnUoqukXVuOU+/5U7AxRsWxWdNV6NIz6LYbH8T2U1lZRBep+7j6Su9xUhV7VUklHsz3/depl8N4ZTpW5GxC9sOuYvckit86/MCa8trLQrlNZQf5wOfNQSU5FKDc+MaaqQ8y6rUMMKKjhMWOY1xfgs5oDEVLZX6u4L3qbGMv+JLVH1vSVsLrbszSCr+kff2f8ihnkKwtVRVHcLrxOP8es9XBDudSAnms92/5Fd7vmRPWj61LaBS5ROTuornvN9mXXESGd0y5bMQ1k7CCrmcoVuVRH3qFBaceZOnLgSwO34XVyJf5i9eE5iULNXfMP0shNXgdt6qNLVs9Z3Ad2mRREr61icTc0kq9Dqdw/nJ+i/RsjYiejuQMW92ZLE4Ze8LtPkVQiWRRN74nPHe84gqU9LcDrW1UZy5+i5vef+WqWa39ugLqIY9xm89J/NFajypqhvEF33JZM/f8lhY75oxl8Pm+pArnzGREh3xNOMjY4isV+nlOxz2Hn/ecA+jLkYMWiIlvzSKVT5uzEiNIVkl1dXoRtWcSHTqDMYFHiCistJM1Q7ozuJI6Dd8d/ItFkZ+w4SYLGraOjBZlTP9ObYrmevIHucRkUiRqYe0zovD+dbneTN/2r+/ktZbv/ay8d5ee3Fivdlav5aJFEmPILxP3Sszfji2F71xSbdG5S3kda8HudNjOq/HxprZnPMvHduVfH8qd3R58yElUoL5as8vefzElxzKNcQPqfCtuiWB7Qdm4a2PH4a49a6juNUi369JejjmItdO5VIxtHM8rtxEyuDIB1q6u86wMXQbH+15izWnF7G5rguV8YevpESXvH2OJRebccHYzCEX2fPbj99oqSU/bQ/LPe/lscvG+OGEP7DUxPY7ef7e4Dcc7jtLnbNnk1SOOMtpZ8v/WSbyjJy9J/T6ZyPnFZ73mHE2jSj32YH9ybYDy/HscZHnrwZrvVnKKd4JAoKAfQJ3jPnTH/nzf9zN//7tH/jd6EcZ88IsFq0+0VPX5MruRXz6+hgctTMlSUquBxP2/d94fdM1zifd7OnHdN707KorUm63YrPt7RWUVHmzPHQ6fzvoxljvsTzh+wxPnJzMkqteXK6uoL6jmJyyPXzhPZbnvMfy15338sDWB7h3518Z6/0cY72/YE+Zoaiqtq2a3PIj/BA+h9eOvKDv7wXf15kVuIsdpXnktWn1txDJG1cqShtDwPknGf3DKGYnRuCbuokNR37N//7+Hv7L83FeiThFQFUD7e3VlFcdwiP0dd44+Ix+3LF+LzA+cB5vhQVzrq6OBlpQq9NJTt/K56ee52XfsYz1fomX/ecwN3oNL23+PU8f+BLv7BT7Vmw8W1zszdZTj/JfPzzMuxFf8uaR13jJcyxP7H+Rp44vYl1aEqlqNdLfU+XJ53rOtGZTW/gJf9s5jnevXeZcXTYJGVuZtM2NpQUKsk13YMjS2NCovV1JXOIM5h95lqclfX0m8NSh2axLSiS7WY2iKoATl55n9La7+LedY3g3Lobw4nBi4t5lzM5/465to3n+0gkn5k2OcGmEJ37M2zse4K4fRjPmfAAxyZ+zOvAZfuszgwVJScRHjmfigTH833Pb2JwSiF/QGMZ7PsUTXmN56fh7zA+Zy6ag3/HQnql8lpFCeLFBj4e3/oJ/Xv+v/C3iAiEFIVyI/hv/uv6f+cXWh416JMtYHyfwlivfBW8OFBdRkbeO9w4/xbM+TzDG91VePTaN1QHPcc+OR3n+0koWBb2n1/eXmxzoe8GbQzVyGEpf7BJY6fEqb5+ZzIRDRn+wfwJPHZ/LuuxCijQ9N9TpkyzSl466nPWsPjGVZ0+uZ59Ki9r089H6Wxfk9+fIrqRbDx2vo3ACnOAsl0tZVQy7/J/ghX0Pcu8PD/AfPz5s8DG+/5exl84QU1dnKGYt+Umvx3lu1z3cu/13/If7GH275w79nS9y6gxFjGXpIfkr0PvT0iP8EDiH13wlf2r0V7FbeMnzO64ZE7+dWkf2In+9FTu1fm3ED3/z+GGyPSm9Zmkve63sRWrZ1lpNzOWHeWr7A/wl4Ht2Vhl/CszUjZPPcuxKbtySO7Tc+cgrCePbfY+wJHY3nwS9zbSDYxnr9wovnFnJnvQUsvTxwxC3UtK32Y9bGRFUVzr2aylGny+Hi+P1ZrBTuVykdo7GdTZ+3Kw67CDuOyOd1FbKmDSQnLiUhQHzeSviNJU6MJV8k1rIsxf58VwOl46uZtnzq20rIqt0PR8FTuBFaZ9zcBpvn5qD+7nJPHFFKlZuWFPS/LqSn9z4IWv/1yZXX7mc5bVLdsL/6TmX9cd5kgVn5yzQgf3JtgN5+ko/hiDXXw2GP3COjWgtCAgCd6xfvx6Lx7b9HDod25MASbt0iKN7rNpIn7FqZ0qQ3MxLJf3Cfk5eKyWzuP/6KFJbqUZKa2srbW1t+mfz16Zjly9f5vDhw3bbdUmXu99W/9rp0FWSUnyKQyl72Rm/k52Je9mbeYro2kpDoTKUKBpjCY7fyR7pvMVjDzvjg4ltVOiLS0qVS6z725t4CP/sFLI6OtD0sOvbru+4oNEUk5G3G8/rh7hYU0F6TQKxWb0y+Bamk94s1WNpR6erpLj4FMfN9Nid7s+h/CxyNBr0VVukQrqqDK5keeKTKPXjjU9GKOcVGZxP8sQn9SIJNRU9Utp7oVRKsuxlb9JxohWxnMk4hLeenw+eWVfIMBXD1XciR75B4CwVS22OJTD5OFekwsE6LYrGHC4kBxLXrO0tCGxPUatz0q1LjY1XuJTh06++2uZ00gt9e+zkVHkxBcoCistP9Rxzet6sZOj7toqCivOckvhf92RnXgbF1VEkFBxhb1ogp6SfS684RWDaXo4UJBBXW0FF2SG8E3frZfJODyS06AoZZUfwTDyit7UCpVw9KmSsjxskOCFfUpOVnSYf4XjOeTLLgvFM3INv4UUCswON+u7rR98qC32TZH4XbWxWEJceyoX8Y/j0rKP+7NlsBso2siXsa96IuKz/hSrzG+uc6c+RXRlGdLSOCki3y3mgXIqJTtvJ3oRe36P3g9eN7DWSZ7O9fvck+RCs0JgVJ3akh9FfSf60o5KU7FMcSpT8s+SvjhJQcZSZPmY/127t14z2ktFjL/L9pNLJ9duhq3IQP8xsRXppx16gDU1LKj7H7mH8wdl8mnyNPPPcnVVXct7KtSt5cUvOiIaC4xZxxsZ85JVEsNrraVbnJXA0+zhHkqX468M+6/ihn99Mh3GrvdWxX6swLlC5XGTFVZlYpGaOxnU+flQ5jvtOyGdqqqqPJLIkkuCq/q5w7bt/6bvPse0PdsZb75scc5Hkkj+/Gto6MriSbdznJB/BM2knPhGv8qSp2LteUckPuY6ffH/fl19/+z95+srlLK9dhVP+T0ObLrMP5/19OJusSv6zPftzLRf5/kr2Plu+mqKlICAIOEngDlMCZKifRbFZJ2dKNBcEBAFBwAYB6aca84p8OZrmi2/YVN4LnMfkiFAy26DDdF+Pjc+KwwMn0NiYSlL+dtzjP+C5XW+wKvIEqXX630waeKdD8Em9vRTLsJcuBY31R/jE40+8G3mCgDqZGcAh0MHVQ1TXpXIi8ism7fg9k8J2siEt6paYS1dzEP0NDoEOXQuZBScIlHx0qi+747/n60vT9fXc0nuKgQ/O2P9IvXbotILzP9KEC10FgWEmMGyJFFfd2nN7FZsdZmsQwwsCgsAtSaC2NgL/0FGM3TeKUe7S4xlePbMOv0bQ3G4X7Y2gGSosdGdboIn5KEb5fYl7hvQbZiP7n2QvJ/uxlwPW9tJRgrJyJ7P2f8m+kiwKR7ZaP0m66xnufOl3683lT1JafHjICGi0tfidduNVT4ONPXHgVWZE+pHcpjG7MnjIxLltB2rph/N7EQcE59t2xoVigsDwEhi2RIooNju8Ey9GFwQEgduHQHd3F51dbbR1ttGmkx7ttHfq6BRXowzqJHd3d6LrYS7x76Cze+RnruTbSzfd3To69Hp19xQtHlSow9R5V3cnHbfgXA4TLjGs0wS66eyU/LLRR3e209HVqa8A43RX4gN2CAjOduCIU4KAIOBiAsOWSHHVFSm3W7FZF8+v6E4QEAQEAUFAEBAEBAFBQBAQBAQBQUAQEARcSGDYEimi2KwLZ1F0JQgIAoKAICAICAKCgCAgCAgCgoAgIAgIAkNCYFgTKVqtlvb2dotf7TE/Jv1qz6FDhzA/Zvp1H9Ox2+9Xe4Zk3sUggoAgIAgIAoKAICAICAKCgCAgCAgCgoAgMAACw5ZIcdWtPaLY7ABmXXxEEBAEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBkRg2BIpotjsgOZLfEgQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEASGkcCwJVJcdUWKKDY7jNYjhhYEBAFBQBAQBAQBQeAnEmhpSuFG8gd8kHyDlKaWn9ib+LggIAgIAoKAIDD4BO44vncNX3+7mK/9rhGXWUZNTY3FIzc3gbjLR3DUrqYml/TLR/Bbs5Q5c+boH0vX+HH2crpFf6b+RbHZwZ/ckTVCNeWKs+w9/zlLI0+ToVT0Ea+oaB/+mSfwr2zoc04cGLkEior88bn6NR+HfszHoUv4OHQt23PzSVGPXJmFZPIJiPmVz2roWhr86T47/nToZPkpIzmOCz+l98H4rFp5laup3/LppRXsLWuivG0wRrn1+2yo9Odq6VUuywrn1RSWHWbzwSlsKSygsLX91gcgNBAEBAFBQBC47QnccXDjAj6Y9giPfHqGwNjCPkmPnJxrxFzwxVG74uuHObXlc5ZOn8Gbb76pf8yY/gEbdp0iItMyOSMlU6REiqlgrFRA1rqIrPReFJu9neyvgpLqA2w69RKjPL4mrCSvj3L5+T9y8MZBDt6s73PuH/FAh66dzIJr5KvraRyJALo7oC2Tg5cXMO/4RKacfp/3T8/m/dNfsT4zh+uqkSi0kEk2gRE+vyN+fcgGPZCGjv3pQHrt7zODy/mn6zG48vUloqoL53zMO0zy+R1TUqpJGmI/N9T69iVg+0hHRzP1jelkNNaTkTyf3QlbWVtY2XOsuaOj3w+3qsMJS/2GqQd3kKlR09pvK3FQEBAEBAFBQBAYWQTuqEm7SKbH24z7KrTfRIrpChJH7ZI9ZrFh2TJWevdegSIdW7duHcsCbvZJ0Ljq1p7brdisTqdC2ZhOliKdnKZ6KjX1KJqKyFNkklFfSnW7Fv0fwLp1dHYoqWjIIqc2nfSadDLr8ihS1aHp6qKrx850dHaZtavNp6ChDKW6lKzaTP0Y9e066GqjU1tFhTLT2F82OfWlVLSo6Ow2623A8mWTo0wkQ3mUOfvXkWRKpHRp6dCWklObqdchu6GSylbLzZauvZ76phwyFJnkNZaSX5dDdk066bU5ZDVUoOzqROesvj3tHb3ooqtLQ52qiLw6g4yZdZnkNxWQr6xG094GXRo02nLyajLIqMmjXKtB0wVdnRo06jyyazNIrytHodUA8vtLKY3hi31TWJNynNOSvtIc1+ZQqu1Aa5oSh3bQQpOmjKLaHDLrSymtl+a3iLKmMhTqfuzKEQ7jeb2dNsSTlf85bx2dzIdhW7goyajIJL2+CpXEBXC9PRv5NRSRp7cZya5KKdMqKavNIqeunMqmMr29mLNqa1NQ3ZBORm02eWoNmk4jQIf8wDn766K7uwWVqogCo72k1+aRWV9NaX0BVa0aNDpn7MUI3MGTqznLnV9k8HPKDhzoqT9tXG+y1kd/6602j8KGOhq6usz8huOBNVoF5XWZZNbmU6Uupbi+1w9lNlRQ1dFJW7ehH9nzIVe+PpyN/rSh15+a7FSW3SPfTuVxdsxP38KWHn3igox45IwdyIxvev/c3WLf3wOq+gjio55hdmoWQWV5tuNRH31txGk57ZzRV+Z0uLqZRlNKZoE3HrlxnImaxprIz1mSfJ64XB+8C7Io1Ugx0PpfC8V5O/C8PI93bpRQ39Ebza1biveCgCAgCAgCgsBIIuDaRMqGDawMqu5JmkiJlM8//5zZe5N7jpkSM6LYbP9mUFUVgtfxn3HP9z/jPwM9WBzpwYbA5xi17pf8v7sns7w0mSzpo+1VNJR7sdD3Hv7Pxp/xszU/49fbR+EW8iMxrSp6/0hWxf/f3ptARXWle99Z731vr+/tb7Xv+m46nXSS2+kh3cmNRtPRJBq1FU3MoCZiYuIQB9QYRZyiUVsc0BhBjTghKKOIoCiTAg4oFiiizAqIgCiCDAUKCJaIIPy+dWqAqqKKOmVQSbJdq6xTp/bZez+//d/POedhn6eqVV7Y+2vL/diLvgHj8Iqx5VmXbuo2PK5XQl0+1RmLsfd5WlvfC7y0Ywz256Kovt/296GH798LvOQ1hnHpQYzx0guk1KVRlmbLSxu6qW14wX8Oc7OKDeBUXvfAI+xv/HZdN3rst+WNzS/xwprf8BuXl3jW3x4vVTVlrUfItLe1vKWNOuruJbAlyoYem5/Wcn6aNw705Y1djsRfz4e78cSnTKTHmt/y2zU9mJgST/xd6WI7nriYHrzg8lt+s2Uia1LipUtw2fV1X/Mb/h+n/8X/Xv2f/Kdk75rf0G3DS9imlZGmG2CLOjhLSNw4Bru8RDcPW2w9uvGSy2DGHRyH80kTurKEQ/t9mw7+g/9w+l/8x+r/renj2qf5jdtioiQuQFu5ztJzHXWqBLb429DDRRoPra7SvBi34Vle2jKROQfHqfWiz+rSpTUs8/sNv3V5gR4xccTf0gK0yA+s018d9+4lEBVlQ1+tXn7j0oNuHo7YevRl8cV44iut0Yu8Aelszm31dTy+cv1QW30WdCDHXO18Mz0//mQ4P0zNN5ceDPTfgp+qTs9vWG44PmUNE7c8zdMufVgcM4aPdrT5oaf97FlcXE2+9okE+faa8Aem+tdOp1rdZ7T5U51Ou21oY9Cm++cNdY+k07OydGqas5EfsoxPU8KcHe3OCzLORx3qwKh/Ms9vkn++c+9sx/5eF0hR9GGqYhn93XqYPx+1s9fMeVpOOWvslTsenV6uhcYHKnJuRbIirA+v77DhrfB9RN58gOpBC9o4o1GrZzkY58TyIGcutbRg+GcUo6LioyAgCAgCgoAg0IUIdFogpThnN+7O9nwy7CNGj36X0aNnYTfmG77f5k90TnG7QIpYkWJaBffvV6NUHif57KcM8RnBq76LmHE8kENZ8STkeJOkvE7pPSiqzMQv9luii2M5XZJIYnEiSddPkJi3G8c4H7JvFqkbKCo7z84wW5ad8SIs/ySJVxVEJa5j1e6/0iPcHa+rVylvaIQHt2ioO40iP5HThVJ9KRzL8sEtcgAr8yq4rM39Jq9/17hcGsDKkG9xy4zlmLq+GI5lb2ZDxEj+7LGMY7oVKQ9U3L9zmdSS84THfcbMY47MztT0XUeosaGcq1e92BH2Cn/0GsWM+L0cyE/k8AVPVgYPY2RSKue1yelk26ur3ML73dsppKV8yScnXViXE82R4kQUV/zxPWvL856OREt2NNdSW3GYU4qR9D4cQHBJObXN8KCpnPLyAL7dNZJlaYc5facW2fXdyeds/nHm7vyUZUm+BBZrxvh8SSqX79xH9UDTccs6yOZWxX72nBjDaz8OZW76UTxOLuFr/zG8H7iETelH+eHAUOannSZS1rPsmnbVOqg4SfKluXwWMI1Fx3eoNZh4I4nE8utUN9SrC8rTizV6TmFXxCS+zzzDocIkEot1uvqYP2+3Y0vaSa7dylPrxSeqLxMvKNVL7+vrb1BU6MuReFv6K86i0AZSLPMrwhr93byZQtSp8SxICuTAFYWGSeEJTmTsYMqP77AwRYGiTqMXhQy9WJBn69edzVnu+MrhJ3XSfP9OG/i1VoM62pDmm9z5UZbCrkOT+P7yGQ5dl/SSSFLhCc5m7ubbCB9iyoqQK/vaOzc4mbaJKdufYcjB2Ww6F0ZMfiKJJadRFB3GOWw1B0svc61De438uKz+yfOnOp36RL3TTvdH40cZ6F7SabQcncrk3NFwtX0nzw51eTnnIyt0IPf8JvnndEv+XhtIiY95g1e2jWNW7D7z5yO552k55ayxtw36Y99qaqwiN308I/dOoL+bLfPClrLjFtzRraI06pGyYBXrFU7MPZ+GdNYwHWwxOkh8FAQEAUFAEBAEugCBTgukKHP34OnryrQl2/DwWI+HRwDbFi5km2cAYbmmc6To8qLo50jR3yflSNmyZQvR0dFEREQQFRXF4cOHOXToECdPnqSuro7mZjNn5y4A96G70FQNuTOYdHg5k+OiOHGjjJr6JprrC6mrV1Gvyif50gZG7ejO2EPTmRHtgIP0OmzH9ODhdHebjte1i5Tdzyc5x4sJPrOJLblGjfR8clM9NSVRHI8ZQv9TZ1pvKGm6wZ0qX9xPLeC7I5r6ZoYNZ3LA83yRXmr4HLil/lWf5OyltYyM2k9KzV3tTX89qtp4ziVN4XXP5cToAil6kIoyZ+OkcGoXSJGKSEupz5zqx5CYYPaXVFDVBKqqcySdHs1A3Y2xNfbqtdvRZuO9SxRcm8+YkBF8dsiOadEOzI38mgWH7Jh+5hQXqrXZSxqLqS7zZk7oJkJKCjR/6W4ooOr6JuwivTlUVkwVILs+yWZVNZv8ZuBTmEq2qU5K9srRgUqBIu07+rvP4fjNaopzXVh8aC5Dog6Qd7uCs7E2LE5RcKB9/l9Trbbta66DW5uYHebEjiRF237jLUt6sVbPvnOIvVVNjTqYZFpXkl7OxdswNbOiTbt1qVRkTsUm/pxG93L5ydUfZVwuDmFV4GwOlV6jQpcP4IGKhrocFOkHSagooURaud5YTI0MvRij7PBzZ3HWNWJpfK3gp67SUv+sXNEva37k72FC8Bpiq2q1egEeqLhTlca24Il45Sdz0Yq8lnmFMSz37M6UpKPEV9ZQr+5zI/fuXeF49KdsuHSWk7oky5bslXQvp3+3zPvT80b+VPPIyeB2uq/MtGvTfatO7S3rVI4f0unF0vsd83a0Oy9YcT6yqAOpXzLrM++fpxj4iLmjPwAAIABJREFUe4lzgnQ+OhzM/qIOzkdy/LOV80iWvZbG4hF+33C/hjNn57AiNRj3VD9CkjazOCeL2zp/2Nq2tPYki7Bjc3BS7MRXt0qw9XuxIQgIAoKAICAIdG0CnRZIyQ77nu1+u1l3si1octl/Odu3b+f749farUiRm2zW1dWV8PBwDh48SFhYGKGhoYSEhHD06NFffCBl9tkwdhSauLttOEdC5kL+tfEtvjo4gSnqJJ9Sok/p9TVTwjdzoLyQEukG+oITNn6bqFDpngWRroyNbiip4VbVcY7ETWJumC12YZo6p4V8yMzgV/kywyihnvYGwWz/Kg6gSHfE5mwuFQ16d0f386gocsLGxwnFQwRSLN4Yy7bXmklZg6pBwe4z9syPnMKUg2OZFmSL/X477BPPkFlTq61MSpicw7Go6Wy4FE/snRpqb8aToJjOjOwc0u/oHo+SW5+MQMrD6qDIRR2wGpmQQFNDBblnbXBMf/SBFLN6eVg7dMNoQleyAily29UGUizqj2xSC3342m8Thao6C0vU5epFZ6SMd0vz0gp71a1ZCqRYW5+l/skwUb+IxRtKyR9c3oRNZCQV9ZoVUrrj6+sriIy0YdNlBQpTaRt0BY3e8woVOPnY4FRUQZ5eAMbkPLJkr9z+FZr3p5XFhv5UXiBFo9Ppvj/K0KkMP2TEyOxH2ecF685HFnVg1fmthrsy/L05zgaBWrnzQ245LVjL9podgcfyRWPTPTKuHCP5TjklDSUUVibjdyUDVZPhQzvNzXXUVriwNHwNLimn0TwM+li6KBoRBAQBQUAQEAQ6hUCnBVKOOtnh7LyWbefbEsveCF2C89q1zPBonyNFPNrTwfhZugCngAvXA5jvv5L0yhuoHugFK/SrrU8hIWsjI3xXcbm2VpMIsbmJhlunuXT+c/4Vl6j5y3zzRZIvr+bzje/hkpHM1TsqmppUlJWEEhnzLlMu6v1VX6rfUv+qDhF/cRXDTiVwVdVAk3qtbhNNdzO4cnkhfb1XEvsoAily7dVnZGG74b4KZdVVdQLZemn1U30VdUWRKE6N50XvNURfv9JWQ9NtKFzGd6cD2ZpzirN5gSwNWsbhu7ep1Jaypr46VRWb/KawsyCZi+rktfWo7kiJY4uoaainSa4OjANMXS2QItcOU+OLaV1JNzqJ8YOZkHGD5NpmtZ5rlMc4n/A5A3W6l9uu7ECKNC/9cfBfSlhlBRXahLbNLU3cbaziRvUlilR13NZN1we1FvXSJi4ZW5bmpRX2qluzFEixtj6L/ZNho14RU/Pjrv78kPSS686IcD8u31G1JoKVEuTevXONwPARbMtN4JxhjEWvhfabeYWxrPR+h4WXL5Fxp4Em9YLIZu433CBFMYzVF+M5JC09k/5Zsldu/0rN+9MCI3+qCSAOaqf7pHa6l3S6RJZOTXE29ENaey29yT0vWHk+stg/K+oz55/jFIb+XlYgRfb8kHk+1/K1aG/rOEgn3gYqa66Sr8znSk2lOnda11jD20zDvRsknBjGN2eC2V2qmzStnRcbgoAgIAgIAoJAlyfQaYGUVHcpkLKI5ZFtQZO0nVNxXrQIRxOBFJFstgNtWLoAp4XS0lN4h7zLgFN+xN9qS7VqWGsLuddOscpnCGuKKzWJEO9Wkn/RnWWez9LnhEITSLkbR9yFhQz0/pr4oipq70NlZTzhp79irNcLjDHzaI/ZFQYtWaRe28JE31kEFFdTpv7LbSVlZXvwCn6L/3JfSuSjCKQg015DSB1+yr8ezyofGyZmJJBWJ63qaaGuLoUzGZPoH7YbRWmp3vGN0JJDYPRynA6OZVbccoaczUHZ0Nj63Lc19dWpKtnkZ8PqC3HEqZPXppEQMw4bl3EE5KVRKVcHXT6Q8hP0jGldSTc6ZxQDGKhIIO5WnVrPASe/opfzs/Q4rtW9XH6yAymSHYfxDnmO/qfi1O1K4qi7X8b5Yi9m+D3LuNNRhOiiatJvxljQi564LG92mt/QNmUxkCJ33LT1WeyfZRP1S5iaH2eN5kduoeT/hrb5P6kCdWLPfcz0+Z7QwlxMrPnTb8ZgO68wkqXu3XgreDF7cvOpVOeOkhIgn2fzbjt8rqWSpUvyYNHeFmT1zwp/Kuk+QZbuTes0qdi7nU5NcTb0QwaIzH+Qa4eV5yOL/bOiPo1/HmzC30808PfyAily54fcchq0Fu1tHQEpYpvHxv3v0WtNL/ru30gUdJGfFq6juu48szbZsTk3hawW3aRp7bzYEAQEAUFAEBAEujyBp/r0/B96/fX3/O6FV3mlxz/pM9QO+1XBrY/inHKzZ/7oPlgqV5wTTaD7IiaMHkqfPn3Ur6HD7XHeFsEFkWxWphCucbloB4u83mLQ9md5bvMr/MWtD/28+jFoz0gWXb6pl/S1nOKyvXhEj2a0/0B1mX67hzIgbDpfnojkyM2b6iSK9Q1XuVT0Aw5hNrzn149+/mMYe3AaO47Y8s4pbdLN5lrKy8LwP/wWAzz78rZnP97f9xUzpMdUDr/Cn90/Z2FWGun35PZPWjmRRXrmJhaGDOEDqV2v9/ngwDSmn1nDsI2vMmD3YrwvhWrt7ccgr368ue05Xtz0Is9te5N+XoPo57WIHUWXSSsLJThmCD1cu/GHrX346twZYq/FcubcV/TZ+ge6ufZQ504JLatGlr0yR0MqlleYxHKPEYyLGIVNwGA157d9bei3fzprc65yVaW3vl8dLqnn5uUfcAoew6CDP7Crrp47eheJ1tR3/34V51Mn8XXgv+i/qx9ve9vQL2Aqa9NSyalTqR8duX/fkg5iCUmZw7itL9Jt/ev0ORrKmbRFOIUN5AWfiXyTmsL5uIGM9HuLD455E6CUB6eo7AzbDrzN0F0v8dz6F/nLlu4aDfoNo19MOGdu3gTk6kVKRmrJDp2ey8krCmJD2DQ+8RvapquzPzLMczWJ2gDdg/qrlOSvZeLefvzL+236+I1gxL4vcAodzLNb/9mqFzntXrNCf/fvl1BY5s2y6HF85K/Vi99A3j5gy7wzXpwoL+FW6wp36eahY73IG43O5yxvfOWOW0f9G2Hg1+TZqyllan70NZof9Q3l5BUHsSF2Gp/slfTSj6F+tkwJ28bWonzyGuotPIJl2KO8wpOs9OzJvLNuzD88ljH+/ei3+2OGRizHPTODS3dU1Fuhe3n968CfJnyv50/TkXRfakL3q9vpvoTrZT4mdDqqnU5NcTb2Q4aUzH3qwA7980KWQub5yLwODPon+/xm3t/31fP31Vb5A3l+TY4f0iVFlj8e0uOkJ3AJfJvXVr1G70AXItUex9z4PL79UlLf1OQJDIsKJbq8Up1k9vG1LloSBAQBQUAQEAQ6h8BT69atw+Dl6sfe8MTWQMrFmL3sczcqIx1jVE6pLODCuaPs99nWWt82nygU53Jb69L99LH0LuVI0U8sq7/d0NCg/k5KNrt3794Oy/2yks1WUVGTSFTSdjyStrNd7+WR5ktUhYqK1puwRpqayigsDCU4fZembOoudmQdZG9+DpdV0gW99E9FQ2M2ihwvfFO3sz0tEM/UbfgoRtBXl6RVnQS1hJKivfik7lDX5Z0ZxpFrCrKLgvBKDeK4OkmmFf1TJ9jUazfJG9/sIxytyOZomhe+GcdJUmaatXd7kgfbk6JIrKmgpDaTzILdrTxCigu5UnWFwuKQ1n27CzLJrJUslmev3OlTU1vB+axojufvw7eVsy9eOQqy6xpafz3HoL4iF348uYzPFCcolFb4631pTX3NzQ3U1Cg4ke2Lt6SFVFPtWtLBFTJLjhIiHZ/ixfa8bAqVp0m6Esiui2GElpSpH+EKu7iLwCtJbT+rrNdnU5s1tYUkXNzOrmRDnba2oZIST1ihFyzZodNzI42NZWTkhLI3VdK9pKt9hJYEMdlH72e1jfWXFkjw5aNkF0XhlepBm14st1tllf4aaWwqI6MwlL2tetnFrkuhJFSWaRI+GwPtQC/GRU1/7nzO8sZX6o1lfvUd6SDV2K+ZttDUXlPzw/PSKaN52X48dqXu5WBOBjmNjViRHkXdBXWOFO+BOOUlsS8nmMA0U/PSuvEw1ovJ/hnr2aQ/LVEn0m24o+d3O9C9cbvbU3exK7u9Tk1x7tD/mRos3T6ZdjTek3M+0lQqp39y69P45yPt/L2+ruqt9AfyztNy5pF8ezUlpTNPIWl5wQQmBRKcl9bufKQblsf7focbJWF4HxzEtKw80u+0XtQ83m6I1gQBQUAQEAQEgZ9I4Cn94Mbj3JabbDYgIID6+nru37+vDqjoAi66fb+sQMpPHE0zhzc23SX7yn5CL/rim+7L9nM/sDRmAnOyL5HZmgTVzME/w91Pwt67d4vJvepL4AVffE+OYWLodGwVUWQ3QKNYtfzIVFRTk0FKvitu579h8PbRrIoLJuNm+SNrr7MqFnrpLJKPr57ymxkExy3h062v8unJrThfiPtZaO3xERItCQJyCNRRfvMsEafXE1FVR7n+XxrkHC7KCAKCgCAgCAgCXYTAEwukiGSzj08BqvpK/COGMtKrJz3de9LXfyST4/xJb1BZ/RfZx9frh2/pSdhbWRnHwSM9GeCpYdzTfRAjI37A/zaoukZ2v4cH2oWPLChwZ3O4jnlPeu5ZgntWShfusaZrQi9dfojadTAly50le35+WmtniNghCAgCgoAgIAgIAoKAIPCTCTyxQIpINvuTx86KClp40NxI44P73Fe/GmlsftCaANWKin4mRR+/vS0tzTQ36/hK7xrGD34mxH6u3WxpecADA+5NPNDLSdNV7RJ66aojY75fktaaWn2oNMd/Hlozb5H4RhAQBAQBQUAQEAQEAUHgYQk8sUCKWJHysEMmjhMEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBIEnReCJBVJEstknNeSiXUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAEHhYAk80kKJLGCslkDVOIit9ln61RySbfdihFccJAoKAICAICAKCgCAgCAgCgoAgIAgIAoJAZxN4YoEU8WhPZw+lqE8QEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQeNYEnFkiprKykrq4O6eeL7969q16R0tjYaLDv2LFj7Nmzx2CftFJFv9yjBiTqFwQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAR+CJBVLEihTdEIh3QUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQ+LkQeGrfztUsXTGHpbsTScwuQqlUGrxyc5NIPBGIpXLScZknIvBf/S1Tp05Vv75d7U/giUxyjeqUyv6qks3eySc/3o81Dg7MdXDANSKL9PR0siJccXBwUL/U+8rKKMqKYKeDAwu0+x2WbmVncKqhnsoMj1XXsXQrW4JTqQAe5id3K/KzCFvjwMK5mv5o+rWQBQtd2RlWQFHFJdKjfXBV92suDg5r8IvPJz39NPF+K1rtWOEXz+nT8Qa26WxcuGwNrvtiKbjbQIOhReY/VadyOngrK9TtLsDBYScRWUWUYcxqBVuDT5Na3UDj3QKy9rmyftlCdb/atSuT3518Q9t0dmje2xjk3zHuiwMmx01tZQMNdwuI3efK9h8XsnSpA1L/1vsc4pDPeo5caM/UoN25C3FYE0ZWvjTS0r+2+ta02ruMtZ5+rHWOJF+vnCkuP/odIjFyPQfP5ZP+CPR3uyiLhJ0OLF6grysHHBYsxmFnAllFtylLjybC1YG5C5eyJiyf/IoG2rF3jSA6vczAXnP88u9o0ch6M60XQy4azqb46evZGjtMzzc9Rlp75fDTmNmmA2u5VOTnc8R1K0cK7lChnZim+/cI/EGQlf5AMtbU/HXQzCNXvfraaUjnU6X3DuaROX6n4zU61c1HyddFH4k28H8OK/yIDg5u7/9M+md5fqNDOxz0/ZBOp1fb+z89LnL5aXRl4f9fpH++2on+2QK/1q/b5m9X8+Md6s9oHjU03KakKIkLJ/bgtX0Za32CCU6tbrWydaOhgjsFR9jqeoSk/AqsctmtlYgNQUAQEAQEAUHgyRJ4KmD9TGZ90ZOeCyIIO1tgEESRAh6XL58j4dhuLJVTZivY+8O/GTfkY4YPH8sXX4xl1jxntu6J50y2YXBGF0j51SSbrcslM8yJaW8+x6uDxvKtfwbJyclk+H/LlwP/xm//NpCZHokkl5ZSmHGALZO/Ysbot3j15Td49R8fMnvBFrJvQ2OzViylyWQcWMfE8WN575XneGvIh3w0wwWXgPOUP2QgpfxyIv7zBtLrd3/jnfdGYmtnh53ddOymzuPruVsIT4rh8M7vmDOgF8+9NYaxXy1hZ+xlkpNjid05l/Fjh/PKc39njFMw0bGxJHvP4eM3nuXZNz7mw9FfYWc3lskTR2FnNwXX04UU1jbKU/6t88TuWcqUDwfw9+f6M3zsRoIyCilFYhXExrHD6f/c3/ngwyk47YnlVF4+l6KcWDtlMhMnTmasnR2Tp05h8pzZOO1LIKO8lnsy+VUodrBr5ts899Zoxn41mY/7/DdvvPEGfT6246uxE3jruTeYuUuBokLmuAF3bxWSfXQLjivmsfTf05k7145ZDotYtsqNBSPewTFYweHTsRzbMMGInx12X41m7Mh+PNdrKUcVeWp+jbWFFCdsYcX8eXw9dTp2dnZM/2YqX8+dyZu9V6DQlpPazT2+Bf+N8/jWQVNOanfl6m14TH8Ve7cYDmTLtEMmP6mDNYUZKLbYMXuGHWMGvarm9+qgMdjNmI3dFgUZhTWUJkfg/+2H/OuVl3h93A6CM0oozo0ldvvXjP34DZ579g0+nONNRHKpLH4KXYxJhsLkcZHGzbKuCqywo/xyBgHzxzPwhVcY8KFuvtlhN/kr7KS5//kPuBzIlsVPMlOOrkxyqSkkOdSfcSMcCMqqpvyeBtrj8weTrfMHUvdKkzvwL2311eXKn0dy+AVGa3Q66O/P8ebwsXy9PZaIiAhid9ozfuwgXnnuTUZO2EBEQIBM/yxvvnXoh8bp+6EOdOpg6P/M++c2fjKmDwj/rD2/mfbPshgCXdmPWzOP7t2robjwLGnRXmz/biifzV3G7KCi9hjulVOdFYTDiHG4hiZzsaZ9EbFHEBAEBAFBQBDo6gSeUl48TrbHOPovjTYZSJGCHuqXhXI3QpewZOZMhs0IJCVFSWmpEmXmYWL2HWX/3rx2AZpf26M9dXkKzq21YWpQBamlWlmUplLqP4nnJ/lzuHUntNyvpSFlFXNnbWTxZ18TsHouq1IaqL3fYqCn+uoKImfYsClMupk3+OohPpRSXerPjOcnseVwKtnqGlSoapLxnDOQVQcVnFSEodi9Ept1F6movUNl4VXy8q5TWFlKdUU8M2xmEqlIpwqQ7D3jNIABTmdQ5NUBVVRm+XNwzv/Qb0kMipzbVvSxgAvxAcwZtoqoq7Xc1MVgGm9SezWaVSMXcTIhi6omFYUJwfxo+wpj5wdz+FKlui+V11M4sOlzeg78hk1HM7mmvVm0xK8qZT+HPRyZ5l9IlaqJBJeRODk54ZIAqqoq/KdNw+NwCimSwcgYN3X/otgydjhLwlK4VKnSHKhSUZuezprJk/lRW58hv3Ju37pFZf4FqtI9mDbZg5SU6+pjpXKJTv2Z4HSShLzbNAGqyuukh3sw+SttOandxCO4TbPFPT2V66q2dlXpyfhPHsRKzziOF2i686j0VxQ0W83P1IV1aaoCv9G9GDbQlqVh8STdvieJiIozTtgMcNIEhKzgp7HEwv9yueTK15UsO7TdqquoZpPNDHwUqVxU3aJaWczV8iqarvrzw/Zw9usGRFveLL+fwEWVtId9P8zk1UVxlNforxPryv5Avn+RNY+s4CeNb9BUG9aeq0Dt1tRjI/m/IGbYrCVVG7iUdlvyL9phtejvO/JDd6ur2/xQhUanm0z6v88M/J8hF+Gf1WPRqoOPO80/68bY0ntX9+OGejF/PjKwM8GFHTvcTAdSpLWFt8uJc+zFXOdg9iSp0J3WDepQf5CuexqoKbnK1Ut55F+tpLYBmg0vh9ofJvYIAoKAICAICAKPmECnBVLSPKbi7OzMsogyysu1wZfyw3i5rGfFtJ3tAim/tmSz0oWI3EBKU10lea5DcPQ+RfD+/Sh8HBnimkdlnXSb3PZP7oV62xEdbZm6cYLGugou/zgYR18FBxQKFKE/YvNNOBXVF9kwaii9eo1l1IaDrTcSKdobCcMLL+lCHVpqL6M8u4bBU4NQpEqPacj914J0A7N74hCmBFSSpju0LI3KfdMZ8v1ZFLm1UBlP3J7VDLHZQFn5bZpbNFdaLS0t3L1ZTPjXLzJvayQHL2natcivpZnm5gc0aa/Y9AMpUg3NTU00N7egu56zOG6t/dtIubIWbfc0nWlp4UFTEw+09RnyO0aIhwcb5uyDlmaampqRbJL+acr1ZaCTL3vyyqiUdra00NKsV05qN8yVoTMiKK+629pfdQUtLTQ3NfKgubn1wtSiHeoD5d8oaotjNhAgLTKQblDH9eL7ZbYMm74N95BL7QMpVvDTtdnhu1wuFfJ1JcsObaf0AymKeA8C1tjx3mZpnjfw4IGkPZ2yNAeY5fcTuMS7O7Fo9Ei+PtRCdb0+rcfjDyoeyh/odK8fqNX4F+P6ZM0jK/g9ikCKxfkm1w/pdDrYhP+7dcPA/xlyafPPxvz0FWF++xfmnwd3nn82z8zwm67uxw31Yv58ZGCVhUAKjXW05Gxk9uTVOLnHU2xwsP4H6bonj/1zh/Le8714Z+gGovLgnuHlkP4BYlsQEAQEAUFAEHgsBDotkFIcspils2bxoX0waWmllJamcSrYnknDhzNoxBoOK5UU61a3KJX8GlekxC3pwT96vs3rb/alb9++9H3zdd5+/e+8PPcYJ3N0a1vvorqZgY/tBEKPJVFwq4CkY6FMsPUh46aKu3qysBgI0CtredPUjZPUlxR8bAeyareCExkKFHu/x+b9DVSkbmXB+Pfo330MC75ZT2rGj7w/wZfTSTfUTRleeNVBdTVFkaG4ffkpn2+5QtL1+5a7pFfifmUW+RHf8cH8aE5fvKn+5ubF00Qv+JDvjhWTVfWA6iRf9jt/jc3y81TcNqy/WfqL/54vcNgUjmeC5plta/kZB1L0uic9XGF53PLCUfguN9k/w7o0N4qKxd350z968lqvV/n7Pz9j/Owg42I8uFfOzZy97HKwZdrQAbzXty9DRnzBN2uDuJB1l7uSYKR2/Vdhs/YCFRYfqZJhh7YX1vIzGwjQBVKmDGTt0fNsWLyQHbsCiLlitCLFCn7tQJnaIZOLNbpS32hbskPbl7qKcjbZdMemz+u89tpfeP3dYdhsyqXCKGCq67pZfg/N5SLha52Y/4kje6pBpXt0UN1g1/YHcv2LVM7iPLKCX+cHUuTPN50OzPkhnU4Hm/J/d6sM/J9cfro2Lb3/kvyzKX7G9kv84mT4Z+PjzH3u6n5c1jwyNs5SIKXlLtw7wJpRE5i30JdIpXEFus9SxCSXoNmDGfzMa/Qe7EJkLtSLQIoOkHgXBAQBQUAQeEIEOi2Qorx4ghDXJXzz2aeMHj2ZyZNHM37SZwx5dxSffLGcAKWS63qBlF9VslndyoEVbzNkxgaWrHPDzc0Nt3VL2DBjCG+v0D3+AtwuoEqxgSm2zsSeu0I99Vw5F4uz7RQ2KKoo0Hsixtob2Y41Jt04eTPj+X8yfPgYxs2ezezZc7B3WMQ3izYSknSVkqpUzkVu5fN3V3Ap1J5p/17AyPemsvLTL/Dwnc87C4+jyNI856K+0Fz6Bv8Y+DmjJnzN7KlzmWW3jHmrdhFx8Q66p1o67pPet401VF9RMOeT2XhGZpBflk9GpCezP5mD4ko1NY0g5RLwd5pk+ma0vhoiZzB7Uxg7tM9BWcvP3A2Mupdyxi37gHp1UdvNcgHp0d5sUrOWeM9m9iZNUlWJX7xjb3qMWsi8lfZMm7KAeSYCKdBIU0MZhYowjvh54uPmxrYtzrisncekRaGkZVdAu3b1uBpvyrFDe4y1/MwGAnSBFO0jE3Hhm9jhsp7lmwPJOuPEv3SP9rSzwzw/Y7NMfm5Xn8lSVulK/0bbrB3aZuoqKtlkMwyH75Ywb96XTJtga1q72vJm+bWzQyaXqsP4LlzI1yNdSAIMQ4+Pyx/sfCh/YN6/GNYnax5ZwU9/fDvl0R4r5ptOneb8kM7/Df7RRDDunqH/U3P5dy8T/tmQn65Ni++/IP/cxs/8PJL4nZblny2S0xbo2n5c1jwyNtVSIEX9IGohnpM+xd7ehR0XjCvQfZYivDXkx4cT7hPEgfA0CmugySDwqysr3gUBQUAQEAQEgcdHoPMCKUolBQkhhGyYxdixY9WvWf9ezOQv5zHHbh2xSiU3jAIpv5pks9pAiqlHeyqCpmKz9pw2jwjcLThNyup36TVwOktWueLr64vrqiVMH9iLd1encLqgbU2KqRvZ5sZ73M4+Slp+ufpiQ76UdDdOPfmgNdnsLGbMXscWRT6FNVJikQJSY/Yy8R/2eK/qz3hXH+bMdWSTbW/GT/ucN1acbbVDuvCKW9qLl/uNVCfjG2v7CSNHj2eMcygZtfUGK2vk9vFe9U2OOXzK0l3H2Re1j+O7lvKpwzFuVmuSntRlBBK6aTY2809Soe5vW80P7lRS7P4RDq7h+JzTLGW3lp+5GxipFVnjVnAYxd412KxM1q6YySc5Ygfr7OzaEgd/s42dp0uNcsykkRwbS3TA+TaDOti6V5PDhWPf0ef1+QTGZFMjteu3wiQX42pk2aE9yFp+ZgMBRoGUvMLzRO90YfnsWewMcuKdftocKVbwM7bL5GeZXKzRlcGNtjk7tJ3Rf7TnXG4sZyO8WH+snLp7pn93yyy/h+VSFMQOe3smjXQhF9S3NW2cHo8/+Pwh/YE5/2Jcn1SuLVeTmXlkBT+D8dW4EWgs4tYVD8YO+p5zFnKkGPtna+abbmzM+SGs9jJwAAAQtElEQVSdTgfPO9He/6luGvg/9Y2xCf9szE/Xppz3X4p/HmzSP4/TJHbvBP8sh6VUpiv5cVnzyNgwi4EUzQFBs0dib6/JPWZchfgsCAgCgoAgIAh0ZQKdGkgpaQ2WlKNUFnPtkj8ea51ZPT+wXY6UX+OjPZYDKfcoSg5n88d/5M1/9qB7z570VL+60+Ofb/LHjzcTnlyENleqyWSGTXUV5G6ywdFHwQFNxliZ+pNunIyTzRofWkV69CEm/N8P+HTYH5i46yi7d+9i36ye9Hj9bd5ckUT8FU0iU8MLrzqqCo4TsX0mo4ZP4ocLhRTUm08tZ9xq6+eG2xDnyHxnPxYtWISf83wc4+C2LkdmVQqJweuxfW8JyRnFVNc3qm8OGxtUlOWexX1id77bdZxobVJVU4GAjviZu4EBmeNWlULCIXdGTPLhcmEVDa0/w6TJNxIyw4YN2sTBxvx0DJqbHlB5tYQqVT33uEd9bQVF2QWUV6na6mu+QdV1bya/MptdRy9QoOayEdv3V5KcU4mqQfunvOZGHqiqKCm4wvUKFbfvybRD2xlr+ZkNBBgHUuqgKmU3kRs/YZT9bF59cyWx0g2qFfx0vDp8l8ulTL6ujG+0Tdqh7ZR+IEXOVDXL72G5lB1k19y52I10IVP65RADWI/LH0x8KH9gPD/a/IthfcbldCYazCMr+CnTFRz4ZhDzIwvI1Ga9bq7OpvjIQvrZ/EBs/BVdEzL8s3XzTVexWT/U6v8Wt/d/eYkG/s+Yizl+ujZlvf9C/PPwiab8cyXW+2dZ1KSQSZf348Z60VlmMI90O3XvFgMp0nmoFv+vP8He/ntcpWVxpv41P4DaEgrzc7ioTm6vTZZuqqzYJwgIAoKAICAIPEYCnRpIuaRUkqZedVKCUplI5MovcVnkjPuhsnaBFJFsVn33iOGKlEukKnyZZrOBhNIqqhobaVS/qqgqTWCDzTR8Faloc6XKuFC3RklybpwgT6FgyWtv0KfHp3x/KoWsrAMolvSn13+9wKidJa2/SNTuwqulmduXYzm5rB/PfeVHZGvGWGv62AgtObjMnozN6zZMnu1CTov+DWALpSmH8Brze/qP9SQgTZN8tSw/Dq9l7/D7txaz/VQuSm0OT2sDAWZvYJA7bi3kKk6xqt+/WOOXQH6Z7k/aUFddgesMG5wsBFLqKqvZ/N4s/OLSuMQl0qLWMfEPg1nppVdfXR6V53/AZspeTqWUIqXDLU05hde4f9F/ZQJx+dp268qoTvBj1uABjF0XR8gluXZoxsxafmYDASYCKbRkkXJqMSN6/F/+T/eFRKr/0i+fnzxVyeUiX1fGgRTTdmh612mBFB6SS8sZDqxaxdyRLkRKvzJjAO3x+INYx74P5Q/M+Rfj+tqV09poOI/k85PqO2XU57q8OBQr+vGHcT5E6v36muX5Yd180w2PeT+k0an3mKct+r92XLT+2Zifrk15778Q/9y3vX++U135EP5ZHjV+Bn68nV60phnOIyN7LQZSpD8JRbF+pC329jsI0vwQnVElUpypGqJmMeqdP/Gf6uT2Z9uXEXsEAUFAEBAEBIEnQOCp3j3/h55/eZrfPf8q/+j+Br2HTGHWquDWwMep7bOYZ9sbS+WUp4LZOW8KQ3r35u23+/LJJ3b84BpAtCKLnALtr/joPdrza1qRUp0WQvB3NvT4724883JvJmw+Q2xsLGc2T6D3y8/Q7b97YDNpGuPGjeK91/7KM93+So/en+EYkkZa9TUun9nGgt49+Ee3Z/jra+8xxd6elStn8Haf3rzyh2689I/XeK23JoHtO2/1ptdL3fhoVbRVK1KK0mJxHfU3/vJ/fs+fX3mdnn0/4gv7jQQVwV29Jw1uJEWz9cPf88eeDuxX5FBfn0JS4CJGPdOXb49UoM6Zey2WuB/H0v3F3/G7F7vz2geOeIWkqROjll/0Z+Gw3rz/yVL1Pus0L0VA7pG+aybfzvmWmbvS1atz9H/b5L6qhBup3uycOorhNgPo3bcvA4Z+yCj7f+N99jLXau/ReC2WMztk8rt5mZvhCxnx/iC6/+n/48UXX+RP3Ufw/ggXwm/WcVMZQ8jGKfLGbWMIh/LLyUsMZMO34/lk2CBN0uG+QxhgM5XxrkGcyCvnepJGL638er2lLdeXt3r356Vuo1kVLf1EdTaph9fyxf/bi4kTRzBUV9+godhMmsMPqde4qtJkvrivqqXs4jmi1zuy8JOP+EhKdjxoGP/6Yh7zXfZz8vgePFfLtMMK/d28fIbwhX15f1Bf/vnys2p+z778T/oOep++C8M5c/km12K92DzhNV5+phv/3aM3HziGEJJWiurqcRLWfsQf3lrGYe0jE/dqLfOzmE9XT3QWuVwo51Y9yNFVnhV2FKWdYbNtH/7nv/7AX18zP9/k8JPMeTgudZzY4sS3o8az5Izeyi7gsfmDzD3W+4OO/ItefRsdHdV+1/I8ks9PSgpaeWkvW6bZ8qnNAPW8HDT0Q8bNXoZP2nVKpPkmx7/MnM+XU2TOt40hxGSb8UPDnTV+SKtptU7TLPs/s/5Zj5/ks63798vwz/mJQZ3kn+XS69p+fFeA3PMRSP4qYpHG3/ft/if+8pc/o/b3/YfQ94ttnEkraoPy4A4U7WDB+MU4/niEbN3K0rYS6i3pZ5LPLOlOv5f68NkcD+JL2/4AYVRUfBQEBAFBQBAQBB4rgaeknyw2eG32Y29EYmsg5eKJvezzMCojHWNUTnkxkbh9fmxzdmb9+g24u+/leMIlcq+3D6IolUp+Tclm60uyyIzx1ySYdXMjNLGQK1euUJgY2rrPPzSUoKAg/KUktG7uuLkFEpNZQkl9FZWFiUS5ubFT/Z0/4eHhxMS0HatOXKv+TpvEVteGJu+rLEHVlBSSEOiGp7uuDh8Cw+PJqAG9J1BQVRaSfcQT7/0JFJZIvzQk9S+FGJ9wzpfUq5O+UmVom5t/DMlZJeqHBxrrS8gI9yEwSLdPVvcMCtXlx5OcnEy8bmWFwbdtSfsO+Hmq+Xr6BRKmyKCsoVHz+IJx/4zYSTzVYyTxU1Wiyo7Cz3tn61i5ufnh7acgW9WAqi6frPhweeMWn0V+XSONDWVkKMII1PbPzc2Tnd5hRGWXUalqxFgvhuMr9SOKxMJKqrTsj+0M4lhUEH66+jz98A5XkF3fgP4i6ObGBmoyFJwM9FMnpXXz9MMzJJaEHCU1ymz5dlihP7Veotzw3qnTlfZ9pzduUdkUVqqoupJMYmjb9/4xmWSV1GvY58TgF3JeqzVpoC3zM5CDjA8dclHpHnixrCtr7LBqvlngpzHx4biUxOxk5+IpvLsuy+AXnazq3+P2B8bz14x/iT92zMDvmp9H1ujKsg7a+T9T/iUmRu3HZfl7yW8oTfshL50fatV5Iw+0yaf1/V9oR/7PDD+Nz26tWPbGL9I/e4U+hH+Wi0xzDu2qfjwzy/D6paN5JPn7S6b8lbsnboG6awYNl8Y7N8ly/5g5jj7sjCnBdHjkHrUVF1n3bk/G2rngHXvFTDm5rEU5QUAQEAQEAUGg8wg8JQU1nsRLCqT8mpLNdt6QiZoEAUFAEOgkAqUpxO/ZhM0Xzpy6WsttXdyok6oX1QgCgoAg0I5A421qr57C+Qsb1uyJ53RpuxLaHfdQ1eTj/60zwbG55JqOtpg7WOwXBAQBQUAQEAQeKYEnFkj5NT3a80hHUFQuCAgCgsBPIHA9JQWPKdPwSK/iuv4Spp9QpzhUEBAEBAGzBFTXqUr3YNoUDw6nXMeKxbNmqxRfCAKCgCAgCAgCj5vAEwuk/NqSzT7ugRXtCQKCgCAgh0BLSwvNTU00t4B+viE5x4oygoAgIAhYT0ByNs00NTXT3CK8jvX8xBGCgCAgCAgCXYHAEwukdNkVKerkofZ8KiXj7JTXDJZ5xXLxcY+2bDtE/x730Ij2HiGBrq77R2j6z7pqMW5da/jEePy08RD8fho/cbQgIAgIAoKAIPAzIPDEAildNtmsQfLQtgSYhgnWrNkfyrHkK5Q9bjHItkP073EPjWjvERLo6rp/hKb/rKsW49a1hk+Mx08bD8Hvp/ETRwsCgoAgIAgIAj8DAk80kCKSzf4MFCK6KAgIAoKAICAICAKCgCAgCAgCgoAgIAgIAq0Enlggpcs+2tOKRmwIAoKAICAICAKCgCAgCAgCgoAgIAgIAoKAIGBI4IkFUkSyWcOBEJ8EAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUGg6xN4YoEUsSKl64tD9FAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQMCTy1z8OJpcsdWLo7kcTsIpRKpdEriRMRrjgtsMPObhp2dt/htOUIJxKvGpVTcjXxBEc8nPjuu2lMm/YdC7YcIcJEOamNLpts1pCP+CQICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCQCuBpwLWz2TWlz3ptSCCsLMF7YIjSVHbWfvvr7Ad8wnjvhzPuOF2TPjMkbVbj6LI0gu6ZCk46rcdp4XzmTt3AhMmzMV+8QY27ztlWE4bqJECKSLZbOs4iA1BQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBD4GRB4SnnxONke4+i/NNpkICVo2TL+vWw9W05moiwtRZmSgr/dl8yc6czyw22BlGv7l+Ds7Mxs/8y2YMzR1Xh4eLBk/7W2fdpAini052egDtFFQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQMCBgMZBSXlZGmfQq1wZNystJdbdjnbNhICVyuZ06kOKe2hZcUaa64+Lsgt3yyHaBFJFs1mAcxAdBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBD4GRCwGEgxyJlSWogUHFk6bT5LnYM4UdAWNDmsDaR4pLXtU6Z54Lx0KXbf+LQLpIgVKT8DdYguCgKCgCAgCAgCgoAgIAgIAoKAICAICAKCgAEB+YGUomwKE31w/3Y63633wT/uAlf1EtOaDaQsWoSdnUe7QIrcHCl79+7tMJdKc3OzgUHigyAgCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCj4qArEBKUWYy5yJ247n1e1Z850JgQgoX9IIo0qqVw8u/xMnJiR/PGK1IcXTEbrb/QwdSAgICRCDlUY2+qFcQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEASsItBBIKUcpbKYvOw0FLu347pgKV8ujuDElWLy8jLIyckh+1pb0OTkxjE4OjqyPPRGa9Dk2qlNrF3rzIx1J1v36R4VEo/2WDVOorAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAh0AQIdBFJKUCoT2bliLFOnfsdy9xRKy8opVypJ2zmN9evXsyKyLZBSnuKOp6cnyz3SWoMmkSumsmiRM46HpKBMW1lpWySb7QKjL7ogCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCVhF46s3XX6Xnn5/md8+/wt9f68WbNpOZtXI/ytJrKFM3M+fDnrz8zB954c89ePPNN9WvHn9+hv7jlxr8/LGy+DLnD3jyw5QvWssNGL+K7/ckcFEvKa0uoCJWpFg1TqKwICAICAKCgCAgCAgCgoAgIAgIAoKAICAIdAECT7m4uGDw2rKbwIhElGU3UObFErHbnS3GZVxc2Ln/GCcyDVeZXL9wnrgDvq31bT8QR9yF6+1Wo0jBFJFstguMvuiCICAICAKCgCAgCAgCgoAgIAgIAoKAICAIWEXg/wecf084imlnawAAAABJRU5ErkJggg==


我之前公司有用过STM32H745ZIT的双核芯片,一样的配置,能跑起来,也能复位,还跑了很多外设,网口,ADC,等等一起跑都成功。

难道IIT和ZIT配置会不一样吗,


啃瓜子的猫 发表于 2021-3-10 14:03:02

H745双核的电源比H743单核多了一个SMPS电源模块,还不是很懂,我之前这样配置能跑,所以直接拿过来用了,结果不行,有大佬研究过吗

eric2013 发表于 2021-3-10 14:48:55

H7有个硬件设置手册的,里面有特别讲解这个电源问题,你可以看下,在ST官网可下载。

啃瓜子的猫 发表于 2021-3-10 14:57:51

eric2013 发表于 2021-3-10 14:48
H7有个硬件设置手册的,里面有特别讲解这个电源问题,你可以看下,在ST官网可下载。

有文档代号吗,

啃瓜子的猫 发表于 2021-3-10 15:20:28

eric2013 发表于 2021-3-10 14:48
H7有个硬件设置手册的,里面有特别讲解这个电源问题,你可以看下,在ST官网可下载。

找不到,请问有手册代码吗,我去搜

eric2013 发表于 2021-3-10 15:45:55


啃瓜子的猫 发表于 2021-3-10 17:53:33

eric2013 发表于 2021-3-10 15:45


谢谢。。。

啃瓜子的猫 发表于 2021-3-10 18:04:19

eric2013 发表于 2021-3-10 15:45


很奇怪的是,我的芯片复位之后,
VDD_LDO电位变为0伏了,这个电压是芯片内部的SMPS根据进去的3.3V发出来的

我不配置HAL_PWREx_ConfigSupply()函数,就正常,复位能输出1.2V.

啃瓜子的猫 发表于 2021-3-10 18:04:42

附上代码
u8SystemClock_Config(u8 xx)
{
RCC_ClkInitTypeDef RCC_ClkInitStruct;
RCC_OscInitTypeDef RCC_OscInitStruct;
HAL_StatusTypeDef ret = HAL_OK;

/*!< Supply configuration update enable */
xx = HAL_PWREx_ConfigSupply(PWR_DIRECT_SMPS_SUPPLY);

/* The voltage scaling allows optimizing the power consumption when the device is
   clocked below the maximum system frequency, to update the voltage scaling value
   regarding system frequency refer to product datasheet.*/
__HAL_PWR_VOLTAGESCALING_CONFIG(PWR_REGULATOR_VOLTAGE_SCALE1);

while(!__HAL_PWR_GET_FLAG(PWR_FLAG_VOSRDY)) {}

/* Enable HSE Oscillator and activate PLL with HSE as source */
RCC_OscInitStruct.OscillatorType = RCC_OSCILLATORTYPE_HSE;
RCC_OscInitStruct.HSEState = RCC_HSE_BYPASS;
RCC_OscInitStruct.HSIState = RCC_HSI_OFF;
RCC_OscInitStruct.CSIState = RCC_CSI_OFF;
RCC_OscInitStruct.PLL.PLLState = RCC_PLL_ON;
RCC_OscInitStruct.PLL.PLLSource = RCC_PLLSOURCE_HSE;

RCC_OscInitStruct.PLL.PLLM = 5;                        //4
RCC_OscInitStruct.PLL.PLLN = 160;                //400
RCC_OscInitStruct.PLL.PLLFRACN = 0;        //0
RCC_OscInitStruct.PLL.PLLP = 2;                        //2
RCC_OscInitStruct.PLL.PLLR = 2;                        //2
RCC_OscInitStruct.PLL.PLLQ = 4;                        //4

//        RCC_OscInitStruct.PLL.PLLM = 5;                        //4
//RCC_OscInitStruct.PLL.PLLN = 192;                //400
//RCC_OscInitStruct.PLL.PLLFRACN = 0;        //0
//RCC_OscInitStruct.PLL.PLLP = 2;                        //2
//RCC_OscInitStruct.PLL.PLLR = 2;                        //2
//RCC_OscInitStruct.PLL.PLLQ = 2;                        //4
               
RCC_OscInitStruct.PLL.PLLVCOSEL = RCC_PLL1VCOWIDE;
RCC_OscInitStruct.PLL.PLLRGE = RCC_PLL1VCIRANGE_2;
ret = HAL_RCC_OscConfig(&RCC_OscInitStruct);
if(ret != HAL_OK)
{
    Error_Handler();
}

/* Select PLL as system clock source and configurebus clocks dividers */
RCC_ClkInitStruct.ClockType = (RCC_CLOCKTYPE_SYSCLK | RCC_CLOCKTYPE_HCLK | RCC_CLOCKTYPE_D1PCLK1 | RCC_CLOCKTYPE_PCLK1 | \
                                 RCC_CLOCKTYPE_PCLK2| RCC_CLOCKTYPE_D3PCLK1);

        //配合DXCFGR寄存器
RCC_ClkInitStruct.SYSCLKSource = RCC_SYSCLKSOURCE_PLLCLK;
RCC_ClkInitStruct.SYSCLKDivider = RCC_SYSCLK_DIV1;//得到sys_d1cpre_ck的时钟
RCC_ClkInitStruct.AHBCLKDivider = RCC_HCLK_DIV2;//
RCC_ClkInitStruct.APB3CLKDivider = RCC_APB3_DIV2;
RCC_ClkInitStruct.APB1CLKDivider = RCC_APB1_DIV2;
RCC_ClkInitStruct.APB2CLKDivider = RCC_APB2_DIV2;
RCC_ClkInitStruct.APB4CLKDivider = RCC_APB4_DIV2;
ret = HAL_RCC_ClockConfig(&RCC_ClkInitStruct, FLASH_LATENCY_4);
if(ret != HAL_OK)
{
    Error_Handler();
}

/*activate CSI clock mondatory for I/O Compensation Cell*/
//__HAL_RCC_CSI_ENABLE() ;

///* Enable SYSCFG clock mondatory for I/O Compensation Cell */
//__HAL_RCC_SYSCFG_CLK_ENABLE() ;

///* Enables the I/O Compensation Cell */
//HAL_EnableCompensationCell();
return xx;
}

啃瓜子的猫 发表于 2021-3-10 18:05:08

这个配置电源寄存器的代码
HAL_StatusTypeDef HAL_PWREx_ConfigSupply(uint32_t SupplySource)
{
uint32_t tickstart;

/* Check the parameters */
assert_param(IS_PWR_SUPPLY(SupplySource));

if((PWR->CR3 & (PWR_CR3_SMPSEN | PWR_CR3_LDOEN | PWR_CR3_BYPASS)) != (PWR_CR3_SMPSEN | PWR_CR3_LDOEN))
{
    if((PWR->CR3 & PWR_SUPPLY_CONFIG_MASK) != SupplySource)
    {
      /* Supply configuration update locked, can't apply a new regulator config */
      return HAL_ERROR;
    }
}

/* Set the power supply configuration */
MODIFY_REG(PWR->CR3, PWR_SUPPLY_CONFIG_MASK, SupplySource);

/* Get tick */
tickstart = HAL_GetTick();

/* Wait till voltage level flag is set */
while(!__HAL_PWR_GET_FLAG(PWR_FLAG_ACTVOSRDY))
{
    if((HAL_GetTick() - tickstart ) > PWR_FLAG_SETTING_DELAY_US)
    {
      return HAL_TIMEOUT;
    }
}

/* When the SMPS supplies external circuits verify that SDEXTRDY flag is set */
if((SupplySource == PWR_SMPS_1V8_SUPPLIES_EXT_AND_LDO) ||
   (SupplySource == PWR_SMPS_2V5_SUPPLIES_EXT_AND_LDO) ||
   (SupplySource == PWR_SMPS_1V8_SUPPLIES_EXT) ||
   (SupplySource == PWR_SMPS_2V5_SUPPLIES_EXT))
{
    /* Get tick */
    tickstart = HAL_GetTick();

    /* Wait till SMPS external supply ready flag is set */
    while(!__HAL_PWR_GET_FLAG(PWR_FLAG_SMPSEXTRDY))
    {
      if((HAL_GetTick() - tickstart ) > PWR_FLAG_SETTING_DELAY_US)
      {
      return HAL_TIMEOUT;
      }
    }
}

return HAL_OK;
}

eric2013 发表于 2021-3-11 09:08:10

你的电路跟这个匹配吧
https://img.anfulai.cn/dz/attachment/forum/202102/25/102317gfsfdxs9s4xj14fq.png

啃瓜子的猫 发表于 2021-3-11 15:43:08

eric2013 发表于 2021-3-11 09:08
你的电路跟这个匹配吧

好了。。可以了。

我也是按照那个电路图来的。

用的是Direct SMPS Supply

是SMPS模式外面的要接一个电感连接到VDD_LDO,
然后电感焊错了,可能是型号不对。导致复位之后SMPS无法输出一个1.2V给VDDLDO引脚。,气死了。



啃瓜子的猫 发表于 2021-3-11 15:46:05

C:\Users\dell\Desktop\微信截图_20210311153905

wangguolong 发表于 2024-1-18 14:40:00

我用的是STM32H745ZIT6,连接ST-Link下载程序之后可以运行,但是断电重新上电之后,程序不运行,ST-Link也识别不到芯片,找了几天还是这个方法有效,把HAL_PWREx_ConfigSupply(PWR_DIRECT_SMPS_SUPPLY);注释了就没问题了。看来下去得好好看看电源这块了,H7好复杂

wangguolong 发表于 2024-1-18 14:41:13

啃瓜子的猫 发表于 2021-3-11 15:43
好了。。可以了。

我也是按照那个电路图来的。


我试了用焊锡丝代替电感不行,必须得用电感
页: [1]
查看完整版本: 关于STM32H745IIT电源配置的问题