梁工
发表于 2025-6-3 21:51:34
haiming8685 发表于 2025-6-3 20:46
梁工您好!这个版本的能不能做串口控制电机速度
串口通信与电机控制本来是无关的,各自独立,当然可以。
你将串口收到的数据转成控制电机的启停、占空比,就可以了。
haiming8685
发表于 2025-6-5 08:48:03
梁工您好!我把以前的10bit-OLED-PID程序和现在的V2版启动结合起来,经过调整不加PID时电位器调节电机工作正常,加上PID部分就工作不正常,这种情况怎么调值相关参数
梁工
发表于 2025-6-5 09:57:01
haiming8685 发表于 2025-6-5 08:48
梁工您好!我把以前的10bit-OLED-PID程序和现在的V2版启动结合起来,经过调整不加PID时电位器调节电机工作 ...
只改启动部分,别的都不需要改的。
mark_lhm
发表于 2025-6-12 23:26:56
梁工 发表于 2025-6-2 13:37
这个计算是为了抵消连续8次采样到相同的比较器输出,即,比较器过0信号出现,连续检测到8次,才认为有效 ...
了解~非常感谢
vilucnkk
发表于 7 天前
我改成了 1S供电的,做个手持风扇用,单片机是3.3V供电了,然后启动不了,一卡一卡的, 有时候用手转一下又能转起来{:4_167:},是要改什么地方好啊
梁工
发表于 7 天前
vilucnkk 发表于 2025-6-23 11:19
我改成了 1S供电的,做个手持风扇用,单片机是3.3V供电了,然后启动不了,一卡一卡的, 有时候用手转一下 ...
1S也是三相无刷的电机吗?如果是,PWM直接驱动AO3400、3401,反馈电阻也要改一下。
vilucnkk
发表于 4 天前
梁工 发表于 2025-6-23 11:40
1S也是三相无刷的电机吗?如果是,PWM直接驱动AO3400、3401,反馈电阻也要改一下。 ...
是的,反馈电阻怎么改好啊
梁工
发表于 4 天前
vilucnkk 发表于 2025-6-26 17:10
是的,反馈电阻怎么改好啊
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HSew44V6JwjT+Z4OmJu1Mjin3dgoEu/encZxrbjp3jbgSoHyzB00ffZVqueBx1onThVvz1zNxFPpoXAbd48jqMiE+f+KRdQrk6/1fK1RzC/udR2m1Rz/czdfgizr/W/dYdpz8+OhpV3EqfwWI0gXNpVPB3fPTwizrpioPnzXgdKKT3u+hZpjDNFwcm3ESnecLchgVo5/1eb6e+/PB99CtdFdezH81sr8Koi+b8Npgo8Xp9B4qW+Jn5CRBa7T+F2tVGEZtNNLu7F6fx3IRtVQd4ap+LaocCSOFcX9GLn7vM55K2KqgmeOdIRqwPRvPxAP3KVmXIzr/4s+08npjoGLG7J18X/JIC34zkzK1ZNMxfgn4HYqso0vsA7rwwSiS9x2+DD9ffG20zuBrzHc2JcaPY/vEDfxueuZ0eSsWGs3ioSVnN7cnchhRo5837mHNIjk04+/qVpqrrWT6a2V5l1EXzcJM+EPxMrtliBLdIHt0KjK2FIms4gO8qtGXx1UCOTW5GyUKV+cN9B3eSM0I+RhPrWhFws654Zl1vkoSbSYeSxDxRveW1floS5TkXKss1N9OmLNVVPF3WEKJtRVNx0bUSxRw2Y7bCZFqWFM61Rb9Rte4gdgfHzTg6wIse9l2YceSZxR00VNfc+K50Pw4anuVpnrL897YsuG+cdzRXJtSiYO3JXI29bptaBpqHzEruM7fSlRh5PhG4qfxxr1+FfnvfImlecOlcYDzwRmxxoKR84Ta0SvKJzR0L0XRxcFwQS2Fc9BqLY6/e9GhZgXyVR3Hizj4Wuw3EecYJtH1I4nkl8XJXP76xtSF3LXduG8sihbK1aw26u/agrNxbUvmRUxP7suC2gpiOnorTTHT8i8cGlinPMrx8XqoOOmi+aVcuP/oYI3ov54UmDO82ut6SikP9sWu1ireSDLeSdPT9BMl55jYruc/cSlNp5HnzcFNdYey3xbFfdJeIg30pVa0TbsPbUrVEDfptC0ZNJHdWdaZWg0HsiGm/VxK0ZwwtSufBJv8/aOzgwt8J3KzEC4EVbhBws8KgZkmX0hJuRg4mCDdUXJ7Ug5l31aC8yKgqZei7z3xHEqPskMKusbJHPer+uZQr2hqG8V7duur5ISbaV6JS075MXb2fy4HviI656Mc/XnGgL6Vqxh0P9+nSRH6yn80tPcgUNzxpUORbXM8k0LZpyFa+2NZN5jO30hUYfjambdCQk/5b4uXGLjQeelT3bA0VAXMd6PpXgBG8lZxzqUp9zzuxz9cIZW3rgvyySt8D0iTXqHvedK33I6P2PyToQTBRcseWUqVx2GzUs9GQRv2eN++VvL3kxciubuw3eh6qCVxI+99WcP+IyTg3dQCr5+7WwyuaQ07f8ce6F9pek9ohHV82Zr5pFdBQHhCx35Ffp/qj5j2rW+ngFr7hd8o5HkahHQpQgnZ/hycDbnKnl7rJfOZWmgrD5WeNZj7qm0z+vjZTbqpja276w6SP/qx1bkWzWhWo3m0Gq7298dYva+f3x75ZD4Y5OzFlX3C8mxQzJVntJgE3qw1tFnMspXBT3+fS1bDYrt4mbslwq1S5JwtXz8XTcy7LtlyNqR2o70yjfb+dPN3fn7LVxnDJ7FVEn+GnIE4scaaJXSlqd/fAa+NGNm5czfg29XFYfpMI1V28ho9kvre8fSMb1y9hZLNS5Mphg41NDgpU7cjU/Y+NLv4GQzU8ntuYYg5bTYYzRHJ+fH3qDDrAy7AzjK1dhJpjzpocY8jD6Ft9B/datnzXczYLFiyIXeYOpGGhEtiPnBe7Td4vby9sx+BT5p2XQg8y9LfxnDXmfqQfLtW/odtmfa1MdY0JtWrids2o9ic9Z0mzgvxmMl2H9PYMK6dMYMKEyUz18MBDv7iPakPZ3JX5wy12m2Hf5N51KVTcngX+hqqtwd9wjo0fwJJ7KhRHnbGLM4hbxYUxvzD0mG7Gm3DfjhSqIg/K1jVB29WeGrcGKGcZFcytq7e4e2M7Q7+vxMATCpBes9JehtsHrrnV5Me5j3Xj3HpVpOvWD6AOwKNOafofUiQ5FOCOey1sv+vJbOO4LJjLwIaFKGE/knnxthfGbvCpBOB2B/d6dUzgpuHVhQ3Mn72Sw4EfCVrwI8Ud/ibw2TOe6ZfH2/tStoIzR4xuEAxqfm7fAm6fW8Qzy9+Uwi1iC9MXxHZakKJeEnBuH+sXTmZwl59pVL00+cv8zqLzz42eReidlEL4u2MNKlUoRZvVz+M2nxl0kD5y/5gPKxevYueFE0xuUJ5ePgE8ePCABw+uMav5l7RY+hyN+hbudUrTxfuOft8DArYNoOLXnZi7eS37tF3LDZkaf39gs0NJWiwxMyej4i5LfilL2X+UoHjzufibHcxrnJfcI1EeVJyftqtf8/Hjx9jl/W76lK6Cy+nQ2G3y/vcHGNOqL+seqgi7b9wRQc7rGVuGObL8rgI0n3j//AE3zh9j7+Y1eDpUIm+xDqx7qSHy+GCqNZ0Xd5oz9V086xWj2y7TNlQFb54GEaowrspKvFxpT5GWy9GOtTZxKXp3V4p8N5Ebxs2RwKerK5i+Xaeb4vCAeNNvRe3uQZkmOrvUt6dSM28DZj1ScNezPt9PvBH/RkPzgQeHlzKgTmFs8ndgY7jcE/M1OyYM5u/bgSxsXhUX7ZhGiciPEbrzRXWDCdWL0l32M4lxbv6TvyN/29W8No7Lx/fs7lOaKi6nCTXZfmBMK/que4gq7D73TMeTyPrWN4WbsXAaLdxK9t4fp3am9BtKxZhhFsbHf37rAm6fX8wzx2NTuClec2PPcmZ4LmDP/YjYoQAm1knPl9N31JmYu1td1/yCVG4znKWHHvDObwSVak2O/8xNm4+awPlNyJu/GQsDjWodJmXE/FQ/YGbDSgzzM9Rywvi7bWE6bpKfvdxnxg9lcToaW7uQp9+qWtaZY4bDYzIyWvmwg27lf2FFsOGBkNG+6EA2961K3py2VHRYxpVQYyAYHWe8qnnCroV/ce6VSX5JjmdTcWPBPOQKiO6j4fGiZhQpUYHKdiUpWaEerXqOZNrKrRy/8ZSw0L30Ll2V0WcDWGhflxGnjat28tjrs4yoVJ7B8uDmpD6qW3jULUabtWaaJIGwta3Ib/8XhvH2uuwkIt+/j2kaVRzsR6k4NTfQPJ5Dw3z1mSVPLhq+Eyf7CZyNeMHyX+szOd5D2Fgj5WbiEt+MxPgxpObRHJpUGcJRf1885h8jxABa6R0Bl+7yTj59EoWbhie7FvLXuVcmN1FJjWcD1Y0FzIsNjM5Q9b34cNNEEXLjKLvOyMDX8HReE8zCzdwz6Fj3P5s1AbfPJtSZ66j0bjW/FqjLiPVrcO//Kw0aOzBxs7/+dTW6Qdyl+8vPO+J+VOdHUrWeB7dj2KTi1fNXMQ/htXeqNeI+z9LloCDQtw/fVXVgkktTSlXtg8/DJKpGWoCZwq0Qv8vdHDUPmd3IDNzsHDlianSMCxqer2pDzcHHTZobNYReW41T/QrU7rmEcwFHmdSsJAXK2eP695VEZ1GJydp0JUm4KTkzdgjrQmMTSm92Mqb3RDZeeM6neFz9RMDxYxyZ3x77iedN7Jcv9OtpX6gOnklOpKwgYF4zStSZwlWzOqm5MfE7SvY9GC/2sZaCYn8fSlQcgX6yGN2uT7vo8U0nNhoPmwj1oWub+YlMPyXxaqU9+au5cd1wTknv2NP3e9qvlmdJUfP4r/bUbL+Q6yY8TxxuxtYarycNN+WZsQwxDoycXNuRpTrO6/eyZlB9Cto1ocfgyazY589b7f2E3NzdyDzcak6KVws2tuhzWRdw+1wincl+yj0Gv81tQ47CNem5+AwvDRcWrV1q7s+oj22ZXxi9YAUrV67ULwsZZV+KnDmK0M47xKwH8oS6/6g2jivG+UU9YKtrc2r9MonD8i249Ir9Q2rwReHv6bPwWMLv1pKbHmsXp5Gjh34m9kk4VP2CdvIANXkapnpFqd/XMOjZE3n6rRIl+nLA7EVb7rVwghH2juw16iIY9eQoC/q3oMGvQ1h57mUMpFE+4+DkX7CzzUWhSi3p5/43xwPeJNpRJY4gWrhVxjW2r36c3fCJXT3K03rl0/jNdSZH6n6qeb5rKH8M2Ymuw2gE/vs3c/BCAM/evuehVweKF+3KDlMAxMkrkttenaleoy+bnxgHSE3kxyjdc1TpJX/Zf0nDOU9MajxxMkKxrxdf2Q0ibkVRg0JhnC982DaUgVvf6fL+eJ3NPpf5EAfc8vi84uSqZBjWoOD+Xw60HLSXmBcKqO8yvX4+yjofJVKKIvRthDZO0ttV/FywY7InTpZnKKnsmkCXf7n5dVcPyrdeyVNDbVH9iL/71KWUbV5K/9AVN69jBH6M44T8PicezmpA0V9ncfTUKU7pl2NLOlH627Fx/w9xpfxsfgm4fTahzmRHpfccnTOVrQkMMpUHUv/t5kzvHj3o3r27fulBj97OjFl6gudxr2ExzmifxXzjorujV4RwfvVoOrd2YMz6m/ref/pDpbecmdGGsnlsyPNVddqM3MZjw8XEkJvqKuO/qxT7KhbC+LvTN/TZEYYk916rZWfSLDmGWlVHYr6vxkfOuPdn+kW5w4OCl5d9mTa0Nz0HTWPz1dcxzayGonXfEh9u+TDK/h/ky2FDjpxFqN3Pi+tJjf2TE8sX5Hr5KNW4N8NdXXE1XYb8QfUvbchXbxq3TP2OawTI3czXjWLQ7FNxutIrQs6ywrE+xXLlwCZHXqqNPB2/RqfNS8nry+sZ+0dTWg1bh388+6N5uGsSHRvVpWH9byj4RVMWPjRpZjWxSbG7B0VK9ueQIpp7PuMY4DycMRMmx8yGr5sVfzKD/uhAv4nyoO7JDP/9e/5Rthbd1z4wqhVqeLKuJ983nsxl5QeuLnGkl8cx4rbySrze2JGKDr6814Tiv8WD7vXLUapYAXL/YxgxrdYmNpr/qebu9HrkK9WY3sPNxMV1CH9U/xKbfPWYFhMYDS8Or2XzzdBEbkTk3pn1KGIObt+4xGlyNW+X9W8VcLP+GFu1h6obG5m3/Q73/bxZMHsRG/2eEGF6kxujgETYLV8mj1nGlbi387ojpDAe331OlFF6tVpPAs0rLu47SaBxTUURSVQCoIi+4YvX6bdI0ntu7PRm4yF/XidUw4uxz7ASTfCplczwvp6seQKVL86zacViFi406kWp76G3cOEilnnv43ZCry03FC295fzaeaw99zqBC2sU1xb2Z8Cc47wwveFQB3F81Vw8J4xh0sIdXHud+PM45b1FODTvwczjLxOttcmmRe9xptavc9F22FR94pNp2Qb7Lf6O5KbPXNYk6KcShbH54edx/70dY/eYjOuzpDzlC85vWsHihQvj9mSVY7NwIYuWebPvdmiSGsQtSs2deV3ovia2s5W8X31vM3PWXYt7Yxc34WfzS8Dtswm1cFQokN4KSEhGNwbpXZrIXyiQmAICbompI/YJBYQCQgGhQLZUQMAtW4ZNGC0UEAoIBYQCiSkg4JaYOmKfUEAoIBQQCmRLBQTcsmXYhNFCAaGAUEAokJgCAm6JqSP2CQWEAkIBoUC2VEDALVuGTRgtFBAKCAWEAokpIOCWmDpin1BAKCAUEApkSwUE3LJl2ITRQgGhgFBAKJCYAgJuiakj9gkFhAJCAaFAtlRAwC1bhk0YLRQQCggFhAKJKSDglpg6Yp9QQCggFBAKZEsFBNyyZdiE0UIBoYBQQCiQmAICbompI/YJBYQCQgGhQLZUQMAtW4ZNGC0UEAoIBYQCiSkg4JaYOmKfUEAoIBQQCmRLBQTcsmXYhNFCAaGAUEAokJgCAm6JqSP2CQWEAkIBoUC2VEDALVuGTRgtFEi+AsHBwfzzn//ULiEhIcnPQKQQCmQjBQTcslGwhKlCgZQqEBERQc6cObGxsdEuuXLlIioqKqXZiXRCgSyvgIBblg+RMFAokDYKPHz4kPPnz2uX+/fvp02mIhehQBZVQMAtiwZGmCUUEAoIBYQCKVdAwC3l2omUQjihRwUAACAASURBVAGhgFBAKJBFFRBwy6KBEWYJBVKjwOnTp6lSpQqVKlWyaKlWrRqXL19OTZEirVAgSykg4JalwiGMEQqkjQL/7//9P1xcXBg2bJhFi3zss2fP0qZwkYtQIAsoIOCWBYIgTBAKCAWEAkKBtFVAwC1t9RS5CQWEAkIBoUAWUEDALQsEQZggFEitAocOHWL8+PFpupw8eTK1Zon0QoFMU0DALdOkFwULBdJOgVGjRlG6dOk0XWRYio9QILsqIOCWXSMn7BYKCAWEAkKBBBUQcEtQGrFDKCAUEAoIBbKrAgJu2TVywu7PWoGgoCBu3ryZ7EWefuvixYvJTieXJU+8LD5CgeyigIBbdomUsFMooFfgP//5T5xJkA2TIaf3tzzZcnR0tIiDUCBbKCDgli3CJIwUCsRV4PHjx1y6dCnZS7169WjSpEmy08llPXr0KK4R4pdQIAsrIOCWhYMjTBMKpLUCP//8M7/99ltaZyvyEwpkOQUE3LJcSIRBQoH0U0DALf20FTlnLQUE3LJWPIQ1QoF0VUDALV3lFZlnIQUE3LJQMIQpQoH0VkDALb0VFvlnFQUE3LJKJIQdQoEMUEDALQNEFkVkCQUE3LJEGIQRQoGMUUDALWN0FqVkvgICbpkfA2GBUCDDFBBwyzCpRUGZrICAWyYHQBQvFMhIBQTcMlJtUVZmKiDglpnqi7KFAhmsgIBbBgsuiss0BQTcMk16UbBQIGMVePPmDdWqVaNmzZq8ffs2YwsXpQkFMlgBAbcMFlwUJxTIDAV27txJvnz5tHNS5syZU7u+Z8+ezDBFlCkUyBAFBNwyRGZRiFAg8xT497//rYWZ6cTKMuzCw8MzzzBRslAgHRUQcEtHcUXW2UeBFStWYGdnR6NGjaxuqVSpktm3CMg1uMqVK1udv3IM5ViuXbs2+5yAwtI0V0DALc0lFRlmRwUcHR3JmzcvXbt2tbqlcePG5M6dG9Oam7xNfkOANfos+zZs2LDseCoKm9NIAQG3NBJSZJO9FZg4cSIlS5bM3k4kYP2nT5/48ssv48GtYMGCVvt+Ntm3adOmJaCI2Pw5KCDg9jlEWfiYpALWDDfZ+cuXL1OoUCHkF47KtZrChQtz9erVJHXJrgcIuGXXyKWd3QJuaaelyCkbK2DtcJNDo1KpqFOnDg0bNtSuZ+NwJWm6gFuSEln9AQJuVh9i4aAlCnwOcJN1+FwGcQu4WXLWW/cxAm7WHV/hnYUKCLhZKFQ2OUzALZsEKh3NFHBLR3FF1tlHAQG37BMrSywVcLNEJes+RsDNuuMrvLNQAQE3C4XKJocJuGWTQKWjmQJu6SiuyDr7KCDgln1iZYmlAm6WqGTdxwi4WXd8hXcWKiDgZqFQ2eQwAbdsEqh0NFPALR3FFVlnHwUE3LJPrCyxVMDNEpWs+xgBN+uOr/DOQgUE3CwUKpscJuCWTQKVjmYKuKWjuCLr7KOAgFv2iZUllgq4WaKSdR8j4Gbd8RXeWajAqFGjKFasmIVHJ3CYFE7Azpm4DB3FpKnueLhPY8nG1czf4A+ax3j3+VE7O4g8Q4i8NO44n+uqBPJKp80//vijdiB3arKXwgPYOdOFoaMmMdXdA/dpS9i4ej4b/FUghXNt3TSmLf6L5bOnMnvvU5SpKSyFaQsUKIB8w5KaT6J+Rt5io+ckps+ahMtEX+59Sk1JIm16KCDglh6qijyznQLt27fH1tY25XZLL9nrVJ2qXX0JVBiyiSRgZQdq9D2A6uo4fvyhJ65uE7UXXbduFbFp6EWo4dAM+i5btizffPNNikuTXu7FqXpVuvoGEutmACs71KDvAQVRh51pNPg42mu9Joj59k2Z80CT4vJSmlCeQ7NLly4pTU6ifu57zvZuDRl8MhLQ8GThT5TttIlXUoqLEwnTQQEBt3QQVWSZ/RSQ7/JLlCiRQsMlQnd2o2Th3/F5a3KF0wTjvWIXYffu8iLmGq8hYFRVmq4OS2F5KU8mT78lgzxFHymUnd1KUvh3H+K76c2KPf/h1fKWFG/rTYgsgyaYhS3q435bnaLiUpNIfguCp6dnyrJIws9l3gtplqc166N02UtvVtIidz1mBcYEOGXlilRpqoCAW5rKKTLLrgqk6pmbFMq6tnnJ9bMX70zYJuuhUpo0zGkCGF2tGWsznm2pmltSCl1H27y5+NnrHfHdVKFUSkghm+n8dUFqOG/g0KpB9J19gQ/xD0730yQ1z9yS8vOT/1S+s2nIgud6xxT76VGoED0OxNRl090/UUDSCgi4Ja2ROCIbKqBWq0nO4ubmpq25JSeNfOz//vc/UF1lXBUbivQ+ENtUl4hmmoDRVGvuTWrZJpedXHtbtmxJu3btkp1OLktuWq1iU4TeSVzEo65Mpl4+G2xrjeS4aRUvEV0S2pUSP+Wam4eHR7L9lG1I0s/o4ziVzEm9aXe08ZZer6R5jhI4nzS5iUnIIbE9QxQQcMsQmUUhGanAzp07472Y0/Qt1Gn1u23btqAOwL2mDQW67CA6SUc1BIz+lubeqUUbyEBOKz+SykcLigB3atoUoMuORLyMuMSMXqPYG3CCyU2KkL/mGPw+JilKogfIQE7KvrTYnyNHDg4cOIA6ST8lwq4sptdPTegwaCqzBzfE1rY9Phn9ADVR1cROATdxDlidAv/+97/x8vJi5cqVFi+zZ89m3LhxFh9vyPvcuXOAgpODypCjyliumun9KCmMmqs0dxlTvSV/h6de9sePHyfb3qlTp2prNAb7Lf1++PAhKE4yqEwOqoy9Snw3JRSKaJ7Mb0Ztt2u6/eFnGV2jMG3/fp8qZy9cuJBsP0ePHs28efOSlW7VqlW8f//eAj+Namjy87k/i1NhqJ+uE02qPBWJ01IBAbe0VFPk9dkqoHnsRauiRWmzKjDOhV/6cAXfzbFvvNbcHUP1ln+TBmzLBK01PPZqRdGibVgVaIw3iQ9XfNl8NYwHMxtRywA31NyY1AiHTR8ywdbUFJmUn4aqqMTLnb2o0didS4ZNqSlWpE1TBQTc0lROkdnnq4BE+JVldKtTmbqdRjJjyQqWzpvFrBWHeRpzo6/h7rga2K/LnmjTxlYK58qybtSpXJdOI2ewZMVS5s2axYrDuvFsUugppnTqwpRNJzi1Zxljx67ljlHFNducH4n6qeB94GV2LhrLoPEbuSOPCBCfLKeAgFuWC4kwKHsroCIsKICb/vd58dG4diN7JRH2+AGvYmCXjT1VhREUcBP/+y+I5yZKwoIfEvgqkmzfOd6cn9IHgh88I1SRCd1As/Epk9GmC7hltOKivHRXQKlUcvbsWfz8/Cxejh07xq5duyw+3pD3v/71r3T3J6ECwsLCkm3v/v37OXjwYLLTRUREJGRGum9//vx5su2VOxUdP348Wenk56dy71PxsQ4FBNysI47CCyMF1q9fnyG96+Qeeg0aNDAqOWNXhwwZkmF+Dhs2LGOdMyqtXr16Gebnxo0bjUoWq9lZAQG37Bw9YbtZBeRxUffv3ycgIMDixdHRkaJFi1p8vCHvDx8yr7OEQqFItr0//PADzZo1S3a6//73v2a1zoiNssYGvS39lueWlOFv6fHycffu3UOSRFNjRsQ0I8oQcMsIlUUZWV6BVM1QkuW9izVQnn7rt99+i91gpWupmaHESiX57NwScPvsQi4cNqdAmsDt0xOOzHfCaVkAcZ7cSB+44jWJSXPm4TlvN08MHUpUzzjk2RP7hg1o3nkiOx8lMjjanNEp2JYWcPv05AjznZxYFmDspTwcwItJk+Ywz3Meu2Od5NkhT3raN6RB885M3PnIgoHuKXDMJElawC07+GnitvhppICAm5EYYvXzVcDBwYF8+fKlQgAFQZd349YgF+VGXjYa66YheG07ajkeIQKJNxs7Udv5MGGoubt0AE5L9nH29Fam2Jckd+VRXEjnbvPyGwG+/fbblPupCOLybjca5CrHyMuxvUE1wWtpV8uRIxEgvdlIp9rOHA4D9d2lDHBawr6zp9k6xZ6SuSszKr2dBPLkyUPPnj2t3s+UO2j9KQXcrD/GwkMLFJCfzxQuXNiCIxM7RMkJp5JUMIab6hKuFYvR64CuVia988K+QDOWBYdx/fL9GAhKIctoZtuQeU/Tt/N8/fr1adq0aWJOJL1PeQKnkhWM4KbikmtFivU6oKuVSe/wsi9As2XBhF+/zH0DA6UQljWzpeG8p+k+RCB//vyMGTMmaV8SOyIb+JmY+Z/7PgG3z/0MEP5rFUiTZkmUnHIuFQdumidzqJ+jJp739U14ymM4lijAn7tMqmjvV9P6m0GcMtmc1uFJi2ZJlKdwLmUEN80T5tTPQU3P+/rmWCXHHEtQ4M9dJua/Z3XrbxiU3k4CadEsmR38NBFY/DRSQMDNSAyx+vkqkF5wU11ypZxNE5ZoX3AmTzl/nmF2ObBfbTzLrkSIdzc6Lg9M9xpNusBNrp2Ws6HJkhD9q3BUnB9mRw771XFOKCnEm24dl5MRrz1LF7hlQT/jCCx+xFFAwC2OHOLH56pAesFNfWsS1XI0YtELfRdzueZWPDftffVvupTnLXm5m/GuvgSlb4ukNrTpAjf1LSZVy0GjRS/0cJNrbsXJ3d439nSSXrJ7vCu+GeFketXcsqCfsQKLNVMFBNxMFRG/P0sF0gtuRG7HoVBlxhpeFxDhQzvbakz01zdTRt1kjftqrmfQ/ITpAjci2e5QiMoxbwuIwKedLdUm+uvPpShurnFndUY5mV5wy4J+fpZ/VgudFnCzUChxmHUrkFZwO+lUkvIul2I6ikAEh/qVo+niYG2tRnluGFUbzuGBXEuLus16j6WcDdXV6qQPN9hzLDBdhU4buJ3EqWR5XC4ZeopAxKF+lGu6mGDZFeU5hlVtyBydk9xe78HSs6G6Wp30gRt7jhFoPIogHTxOm2bJrO9nOkhnNVkKuFlNKIUjqVEg9XCTeOO/nRG1bcjTaAL7AmKfqUlvjzC20wAWbFrDhJ7OeN1VgMKfBS2LkiNnHm239Tx5cpPDxo7Bp9J3rFuq4Sa9wX/7CGrb5KHRhH0E6MGM9JYjYzsxYMEm1kzoibPXXRQo8F/QkqI5cup9zEPuHDbYDT6V7mPdUg23bOJnas55a08r4GbtERb+WaRA6uGWRDGaSF4FhfAxnWssSVhBquGWaAEaIl8FEZLZTqZVs2SCvmYdPxM0UexAwE2cBEIBIN3hlkVUTl+4ZREn0x1uWcdPYUnCCgi4JayN2PMZKSDgZl3BTnWzpHXJ8Vl6I+CWwrBHB19iy8zBdO/WCyeX8biNdmHM9A1cfG3S7mR2vkGJ16dm06tlA+o368aMU2/0XahTaIxIlmoFBNxSLWGWyiBlcIsm+NIWZg7uTrdeTriMd2O0yximb7hI/L+1ufk1I7m10ZNJ02cxyWUivvc+ZSlNPjdjBNxSEXHliYGUztOGdR/lwbkh7HOqQt7yjuw3PGTH/HyDmme7mb/0CPeC7rJvVF3ylRjA0XSemSIVbn4WSQXcrCvMKYObrIGSEwNLk6fNOnR/6304VclLecf9xP6tzc2vKfF2ezcaDj6JPKpD82QhP5XtxKZX4hU6mXVmCbilQnnVBVcq2urhJvPtuhvVcn5F/0PGpDI336Aqpqu49HwRTSsO44xhpvhU2COSplwBAbeUa5cVU6YcbiouuFbEVg83UHHdrRo5v+pP3L+1yfya0mtWNMtD6/X6wfnSG1a2yE29Wek7tCMrap9VbBJwS0Uk4sJNw3OvVhT8wp4Vz4ynmog/32BskWqe+Yxj8mHRLBmrSeasyW+aTv3EyZlje3JKlV9WmuqJk5NTYCYdm/KJk03gpnmOV6uCfGG/grh/a5P5NdV3cf/OhoYLnusfMSjY36MQhXocyCQFRLECbqk4B7Rwy12dHrNm4tbvF5r87Mwiv9cm8wMmADdNCCdndqRiHhuK28/nhmieT0UkUp+0Y8eOqXzlTeptyIgcKlasmLpX3mSEkWlQRu7cuenVq1cKctLBLXf1Hsya6Ua/X5rws/Mi/F4b37DKrZcmcCOa404lyVlvGnfkhhvpNSub56CE88kU2CCSpIUCAm6pUDGm5hYWyKrWX1Gqow8vTP4Dchu+6UzxxkVG3lmEfaF8/LYxzHizWM9gBUSzZAYLns7FpUWzZFjgKlp/VYqOPi9MbljNwQ2ksCss7vUTTToMYurswTS0taW9T+xg/nR2WWRvooCAm4kgyfkZA7ePIIVsoXPpYvy6MjDuW5iTgJsMv+NOZWm+9GWW7TGpDLnG7oUj6dXdCdcpHnh4eODhPpERjoNY5R9O0Nl1THXuTq9JewiJB3dQ+nsxuHtvRi3ex6Ubfvh4DqZ7d2dGu+vymjxmIH0GLOWKfjYnKTyAnTNdGDpqElPdPXCftoSNq+ezwT92uqfkxMmSYwXcLFEp+xyTFnD7iETIls6ULvYrK03nC4tXczPWRiJ0558UrzAUP9EiYyxMhq4LuKVCbtU5FyrYtsb7g5yJxPuDTlQs3Ijp143PaCXx5xs0LjSMrX07sEA7D5/x9qy1rro4im9s7Vn5Jrb3V/T1WczaI08XFc2BviXImbsa466Y9IyRQtnRvSQ5c9Zluv6dZoojjpTI8xs+honxpQ+ccZvIFvktzi/34lS9Kl19A4nplhMZwMoONeh7IGZLmosj4JbmkmZqhqmB2zmXCti29kb3t37PQaeKFG40nbh/6/jzThocll7upFeNxrhfkvtbik9mKSDglkLl5XFuvkNqk8emDB0XHuN+mHzR/4if67fkLfETI5Yf5WGkufkGJd76dKJ0ueYMmDyTGZPHMWPvM5PaXgqNSsdkqusT+NYEbkihvNP2j1ZyamQvHNoX46vO23gfyz80jxbRr+vv1LBtzHz9606UpwZTxtYIbvKtQfh7whSh7OxWksK/+/DWKA/ZLU2wNyv2GGiY9o4KuKW9ppmZY8rgJo9z82VI7TzYlOnIwmP30f2t/XD9Ni8lfhrB8qMPiUxg3knF+0Au71zE2EHj2Xgng17zkJkiZ/GyBdwyJUAK3j99wMOnb/lkchHPFHMsKDQe3NT38NlwAV09Tckp1xFsODWaKvkaMMvw1mmiOTPBmaVHPKmbINw0BG/bxGklSKHraJs3Fz97vTPTRKtCqUw/sQTcLDgJstEhKYNbahyU+BD8gGehCjPnbmryFWlTqkCK4aZUKvn48WOGLv/9739T6qdIl0oFtHDLXZHfxsnPyaYytmtdvh/uFwduWyKDWNq8AGUHHtcOZJXe+DLE9QCh96bHh1uub2gzbCQjh3ShXrUB2jFEqqvjqGJThN7p2PyYkAwCbgkpkz23ZzzcsqdO1mx1iuB25coVChUqpB0XJI8NyqhFHrty9OhRa45HlvUtfs3tAZt84tbctkRD+L4+lCr4K6teKAmY7ch0fxXq+2bgFtMsKfF23078lKAOcKemTQG67Ejf176YE1nAzZwq2XebgFv2jV1aWZ5suMlgK1myJKdOnUorGyzO5+bNm9qyBeAslizNDowHN33OUlQkUZKuWVKGGyp/ptS0pdrwmbgMXsdLiSTgZmSi4iSDyuSgSswbnY32IaFQmHRWMd6dynUBt1QKmMWSC7hlsYBkgjnJgltywRbx8ABzhnana+9xeF0MISr4DMtH9aJrN2embb2l63igCuGS9yT6O7qzJSA8SQmyEuAWLVrEmjVrWL9+fYYs69atY8aMGWg0ZvrbJ6lc6g5QXXOjmmmHEs1zti3w5alGyQmXoWzS9veQeOndhi9zlmfICV0HEPVdT+rYNmTuE53d8pycX9u2Z2O8Z+4aHnu1omjRNqwKNO72L/Hhii+br6Zf7zMBt9SdH1ktdWbAbeXKlaxatSpDrgWGa8706dNRKNKvF3FWi2ty7LEYbpcvX05BjU0ieHlL8hbtxX597/iIQ/0pLXcLN+r6rr4xld4zAizuMZgVAPfvf/8bGxubTFlOnDiRnBin+lhlyBW2jm7MFzbFaTpoim6c21Q3nO2rYD//Hk8v+jCodlX+XH6Sh+ESRJ1kZNe5yP1KNG9usWdKCwrZFMHeYx9XbpzHZ1AtctuUx2HRYe5qu6MZmSiFc2VZN+pUrkunkTNYsmIp82bNYsXhp/rne0bHpuGqgFsaipkFsspouMl9EDLreuDj45MFFM96JlgEt5SBTees9HYd7b74mgGH9XRTnmNEeVuaLQ3W9ypSc3/ucBY8Sl5tJLMB9+bNG+3JvGHDBv7zn/9kyHLmzBltmXI8rP6jCiMo4Cb+91/w0bgSl06OC7ilk7AZnG10dDRLliwhZ86c2mnGLl26lCEWyOXKcFu6dGmGXAvka86tW7e0ZYrHNOZDnCTcUgM2XZGhbPqjECV670fbSBWxlwF2ucndeAFPZZ6pA5g1fAmPk8c2bdaZCTgD3Hbs2GFe2XTYeuPGjc8HbumgX2JZCrglpk722KdSqahfvz5yxzNDLapAgQJs3rw53R0wwE1+TJFRn8ePHwu4JSK2zYcPH0hokWsKadF5JHxHF4oU687uCImPu0czatZIquWpz6xHGtS3ZzJi2dP4c7clYrTxLgPgDhw4kKAfCfln2P7+/ftkp3348KH2xMoMuB0/fjzZ9srNqGFhYclOZ9DI2r9dXV0pXry41evTrFkzWrVqZZV+rl69GhlmBrAZvuUmyrdv31rsc0quB//617+05WYG3ORrUEr+n5KUfuNGja/RmbVuYzgBEvretGlT6m2L3EvP4kXovO0Z20e5cSwiAI9aeajteZtr00awMjgF1TYjq06fPh3vhE7In7TePn/+fCNL0nf15MmTmeZnWusm8suc57VC9/TVfezYsel7ETDKPSAgIFXXg+rVqxvlZn2rNr6+viS09O/fH1kA+a4ndZ9PHO7/NQVbOjBgkh8KNDycWY881X6n61AvXqTiBiIiIoJGjRrRtWvXBP1IyD95u3y3N3PmzGSnXb58ufbEyogmD4P2169f15Y5ZcqUZNsr9+yUn0UkpsXnvK99+/bId/jWroH8f65du7ZV+ung4ID8qhtTgMvb5F6MlsR27dq1TJs2zaJjjfPz9vbWlrtixQrD3zXdvwMDA7Vljh49Otn2yudAw4YN093GzCwgyWdus2fPThPAKU4Nxs6mPC7ndWOVNE/m0yiXLT+vSvls+AawyU1KGf0Rz9wyWvH0LU88c0tffTMid/kmXJ5cwhhu8vO3Pn36pHvx2e2ZW4cOHWjZsmW665KZBSQJN9m4NAGc8jyj2rrFvNYEKZjl7Tuy1miW+eQIkZlgk+0UcEtOtLL+sQJuWT9GllgoN9XVrVtXC7hcuXIxfPhw1Gq1JUlTdYyAW6rkS5fEFsFNLjn1gJMI/xAeZ1LRqNBQjF8OY6mHmQ022U4D3GrUqMEvv/ySIUuDBg20f9r/+7//s1QqcZyFCgi4WShUNjnsyy+/xNPTM8OsNcCtWrVqGXItkK85jRs31l4Ptm3blmw/Rc3NRLLUA84kwxT8zApgk82W7wa///577YksP6/JiKV169ZUqVIlDZ6BpkB4K08i4GZdAc7oQdz/+9//+OGHH7RNfRlxLZDLaNu2LZUrV+bp06fJDp6AmxnJMhNwWQVsZmQRm7K5AgJu2TyAJuZnNNxMis/yPwXcEgiRDLgKFSrQt2/fDF2+/fZbMqPzSAIyiM1WpICAmxUFE7Q9X+Vej+JjXgEBN/O6aLfKz33kMXAZuRw6dCgRiz6HXRLh19Yxbdpi/lo+m6mz9/LU3ET5qmcc8uyJfcMGNO88kZ2P5On6owk+v4kZQ3rSY8AEvI494IMUzbMzyxnVqyeDPNdx/rm5zD4HXUHAzbrinO1qbp+ecGS+E07LTObYlT5wxWsSk+bMw3Pebp4oITr4PJtmDKFnjwFM8DrGgw8S0c90k9L3HOTJuvPPk5yHVcDNus737O9N1GGcGw3muLYXjoag+fY0nfPAZHYXNXeXDsBpyT7Ont7KFPuS5K48igvaicOVnBxkR742fxOmVUPi3aFhtOnni5Z/2V+hFHsg4JZi6bJkwuwFNwVBl3fj1iAX5UZeJnYqVQ3Ba9tRy/EIEUi82diJ2s6Htf9d5clB2OVrw9+6PzLSu0MMa9MPXwv/yAJuWfK0/cyMsrGBzFg+M5kF3Kwr4NkLbrL2Sk44laSCMdxUl3CtWIxeB3Qv75XeeWFfoBnLXkgoz46gQv7f8Y0CKewcM/u7sjPY8iEPAm7Wdb6nqTfRwZfYMnMw3bv1wsllPG6jXRgzfQMXX5ucYAk1N+it0QT70r+dJ5dib9di7cwMqBmXGWuJ1a8JuFlXiFMGt2iCL21h5uDudOvlhMt4N0a7jGH6hosY/61Vzw7h2dOehg2a03niTqNWD/m9g15MmjSHeZ7z2C23IVr8UXLKuVQcuGmezKF+jpp4yu+Okj/KYziWKMCfuxQxcNv49BiTe7qw/ZnJdSeJcgXckhDoc98tv3SzdJ42rJPfoakKYZ9TFfKWd2R/qGE+sYSaG/TKaZ6w5s9/kK/4AI4m9D8whk1Grn9mwRVws66ApwxusgZKTgwsTZ4269D9rffhVCUv5R33o/1bq++ydIATS/ad5fTWKdiXzE3lUReQW/01wWtpV8uRIxEgvdlIp9rOHNY3Gyatbny4qS65Us6mCUtC9NcT1XmG2eXAfnWoDm62ValTswjfDT+he/Fz0oXEHCHgFiOFWDGngOqCKxVt9XCT+XbdjWo5v6L/IeM345ppbtBmpuLBXy54rh7Fd6USgVucgiO4NKMXo/YGcGJyE4rkr8kYv4TfTi293M14V1+CYualVnJ2RAXyd1jGQbcGFClcn3En38UZWB+nuM/oh4CbdQU75XBTccG1IrZ6uIGK627VyPlVf+S/tRR+ncv3Dc0sEiHLmmHbcB5PNSouuVakWK8DaBsRpXd42Reg2bIXFgobH27qW5OolqMRiwyT78o1HBeaHwAAIABJREFUt+K5ae8bpa+5dWDZQTcaFClM/XEneWe4p7agRAE3C0T6nA+JCzcNz71aUfALe1Y8i6GJ9k7QtLlB1kx5eykjF1wn8vYUalgIN3k+zma13bim/W+Fc3Z0DQq3/dv8XVvUTda4r+Z6pHGE9HD73ZcoKRS/iQ0pUqgeY068/ewBJ+BmfJ5k//U0g5vmOV6tCvKF/Qri/K31Er1f3ZpvBp1CoXnCnPo5qOl5H10DoZJjjiUo8OcuC8WMDzcit+NQqDJjr+phGuFDO9tqTPRXxzRL+kZJhPpNpGGRQtQbc4K3FgJOwM3CsHyuh2nhlrs6PWbNxK3fLzT52ZlFfq9Nei+aOWmjr7Fg1AoCVKBODtwezKRRLQPcQH1jEo0cNvFBDoDqDQ8fvdX9saJus95jKWf1zaPShxvsORaoBa3fsHLk7+CDlnlSGGenNKJIoTqMOPjSxO7PK6oCbtYV79TCLXf1Hsya6Ua/X5rws/Mi/F4b37DqtZJC8O7WkeWBGpA7f5SzocmSEP2Noorzw+zIYb/aQmGVnHQqSXmXS0a9JSM41K8cTRcHa/NUnhtG1YZzeKABpd8wyuXvgI/uj0zY2Sk0KlKIOiMO8tKMqaZGCLiZKiJ+x1EgpuYWFsiq1l9RqqMPL+KdWKZwi+LC5K64brnIlStXuLTFkYpFO7Ds4kPeGlo74pRi9EMK5dSUTnSZsokTp/awbOxY1t7RNYF+WPcrNvm7su+jPwtaFiVHzjzkySMvuclhY8fgU/8m+NImhtbJS64KnVlyVB7nJhF6YyYtCtpgk8eOFoPmsetO3Pk/jUq36lUBN+sKb2rhJjdLhgWuovVXpejo88LMjZ/Ey93jcfUN0u1T32JStRw0WvRCDze55lac3O19LRBW4o3/dkbUtiFPownsCwiNSSO9PcLYTgNYsGkNE3o643VXgdyZbdPQOuTNVYHOS45qx7lJoTeY2aIgNjZ5sGsxiHm77hCeSC1OwC1GYrFiToEYuH0EKWQLnUsX49eVgfpmCUMKE7hpnuHj1IIff/xRt9SxI49Ncb5rMZI9MR1RDGnNfyvDgnkY+IpIY5BKEbx+LY+GSfuPMuQauxeOpFd3J1yneODh4YGH+0RGOA5ilX84QWfXMdW5O70m7SHE2Ca9KUp/LwZ3782oxfu4dMMPH8/BdO/uzGh3XV6Txwykz4ClnHls6IHanxFTZjJnljvjx7qz4uB9ItLDMSOpBNyMxLCC1bSA20ckQrZ0pnSxX1kZGLc3YtTNNbivvq5rAdHqFcl2h0JUHntVX/OKwKedLdUm+qdeTU0kr4JC+BjXhFTlmxZwk8ID2DnThaGjJjHV3QP3aUvYuHo+Gy4+4uy6qTh378WkPSFmbgyU+HsNpnvvUSzedzm2h2qP/gxxGc5QVw/W+r3QdtJJjZMWvxUgNYVYa1rVORcq2LbGW9suKPH+oBMVCzdi+nXjdx2Ya26IVSQ5zZKxqTJ+TXVxFN/Y2rPS6BVF0ddnMWuPbvaTA31LkDN3NcZdMen2KYWyo3tJcuasy3R9l2bFEUdK5PkNnyi9H9IHzrhNZEsExOmBCiie7cKxaiFqT7qYojdIWKqUgJulSmWP41IDt3MuFbBt7a1r7pfec9CpIoUbTcfwt466vR6PpWd1vSeR+HBjD8cC1UQc6ke5posJlm/ElOcYVrUhc+Q2xCz4SS3cpJd7capela6+gbEQigxgZYca9D2ggOgD9C2Rk9zVxhH/krCD7iVzkrPudHSXBCVHnUqS5zcfotDwzm889QqUpMPf+lpxCvUTcEuhcHLTgO+Q2uSxKUPHhce4Hyaf0R/xc/2WvCV+YsTyozyMTLi5wVBstoHb9Ql8awI3pFDeaWubSk6N7IVD+2J81XlbnA4umkeL6Nf1d2rYNma+vtum8tRgytgawQ25F9p7wlRgXBvWaaTh/vR65C43nLMm3DRomBbfAm5poWLWySNlcJPHufkypHYebMp0ZOGx++j+1n64fpuXEj+NYNGysTQtmoOc2ib/POTJnQMbu8Gcku/xpLccGduJAQs2sWZCT5y97sZe+LOONFpLUgU3KZSd3UpS+HefeB1YNMHerNgTBcpTjOzlQPtiX9F523ujFiUNjxb1o+vvNbBtPF/fk1vJmeHlsNXCTafjX/a5yBmzP2XiCbilTLfPLpXKFG7qe/hsuKCfw07JKdcRbDg1mir5GjDLMOiUaM5McGbpEU/qJgg3DcHbNnFaD654cFM/w6t1EQq3WYthuE96iC/glh6qZl6eKYNbWtirIfJVECFp2YaYFmaZ5JEauEmh62ibNxc/e5kbRqRCqZS0cHMdsYFTo6uQr8EsfQ1NnuL2DBOcl3LEs27CcNM8ZW7DXHzxu69+mkAT4y38mWK4hYSEcOfOnQxdnj17ZqFb4rC0VkALt9wV+W2c/JxsKmO71uX74X5x4LYlMoilzQtQduBx7bMI6Y0vQ1wPEHpveny45fqGNsNGMnJIF+pVG6AdQyTbrIVbrvK0HTuN6VOG8UeNIuT/pju+T9PwgYMZcQTczIiSjTdlHtyyh2ipgZvq6jiq2BSht9z8mNBHeQrXEVuIDFpK8wJlGXhc7tYp8cZ3CK4HQrk3PT7cctcezPrtm1kyuBFlq3ZmVUAi+SdUrtH2FMFt3759FC5cmNq1a2foUqRIEby9vY3MF6sZpUD8mtsDNvnErbltiYbwfX0oVfBXVr1QEjDbken+KtT3zcAtpllS4u2+nfglUHOTPtxkSduS5Kk0kEMWdrhJiSYCbilRLeumEXBLPDapgZs6wJ2aNgXoskM356XZkvRwiyacfX1KUfDXVbxQBjDbcTr+KjX3zcDN9rd1vH4dxJPg90RrO5BpCN40mF/t7bG3t+fXgT5mxxqaLR9INtxksH399dcEBAQklGe6bZdrbuXKlROASzeFE844Htz0h0pRkURJumZJGW6o/JlS05Zqw2fiMngdLyWSgFvcMuM1S8rP5v2GUtamEN33pO5OLm5JcX8JuMXVI7v/EnBLPIKpgRuKkwwqk4MqMT1DjcuSUCiU+mbJLdrZWlT+U6hpW43hM10YvO4lEgnBTe5QYvzRcH9affLY2GBjY0Oe2p7cSUb/nGTBLSVgk8Jus22aM93+7MqAKeu58trQp1vB06PzGNa9F6P+umTsUaLrWQlwffr0YfTo0dp3gckXx/Re3Nzc6Ny5M5GRcaYdSVSvtNqpuuZGNdMOJZrnbFvgy1ONkhMuQ9mkPTMlXnq34cuc5RlyQneqqu96Use2IXOf6M5MuUfk17bt2WjGDdW5EZQ3mtIMNDxbYc8XeRszLx17ngm4pdWZkjXyyQy4DRw4EBcXl3S/DhiuMxMmTMDBwYHQ0NhxcZaqnyq4oeGxVyuKFm3DqkDjwbnyxNG+bL76Ue72jMvQTTpYSS/xbvMlOcsPQXdJUHPXsw62DeeiuyQo8Rtqh227DURY6oAFx1kMt5SAzVC+9G4LDkVsqD/7cdwxD8pTjGg7iauJ1G4NeRh/ZwXAvX37Vns3UahQIUqWLJkhS9GiRbVlnjhxwliOdF9Xhlxh6+jGfGFTnKaDpujGuU11w9m+Cvbz7/H0og+Dalflz+UneSiPHI06yciuc7UPkTVvbrFnSgsK2RTB3mMfV26cx2dQLXLblMdh0WHuaruj6VzQ9UD9XtsDtZmjKxM9pjLOuT0N67dn/N4go5kb0t5lAbe01zQzc8xouP33v//V/jflcjPqelCsWDFtmb6+lgwUjxuN1MFN272ZK8u6UadyXTqNnMGSFUuZN2sWKw4/RRkdzEWfQdSu+ifLTz7UDiaPOjmSrnPlqck0vLm1hyktCmFTxB6PfVd0PVS/z4ONXScWGXqoxjU3Rb8sgltqwKazSsF5l/LkqjONe0b9AqL93Bi4xjBdTfLsz2zAvXnzRnti7dixI3mGp+LoGzduaMu8fPlyKnIRSc0pYO1wUyqVuLu7kzdvXvLnz8+0adNQqYzvus2pkn23ZTTcoqOjtf/NNWvWZJhojx8/1pZ59OhRi8uUYz59+nTtOSCfC/KEDPK5keKPKoyggJv433/Bxyx2OiUJt9SDTSeb5tEcfshjx+DThmpaOLtdXNilHQCdMmkzE3ACbimLWVZNZe1w++WXX7QXNPnZhbzIgGvbtm1WDUeq7RJwMy+hHHM59sbnwa+//mr+4Gy+1eaf//wnCS1///132nUekd7i83tBCnXcpH01gxSyhkFufrrXQ6RCRAPgFi5cmKAfCfknb5drQ+fPn0922pMnT2pPkMyouW3YsCHZ9l66dIlr164lO11i2lnTvv79+yM3+1qTTwZfNm3aFOeCZriw5cuXj61bt1qlzwUKFGDw4MHJ9s3f359z584lO53cmiLrmhk1t+XLl1tk77Zt25Bjboi/4VuGnXyOGM6XrPj96tWrZFPCxuBgQt9pefH+dHIgdnkaMf+xkvtznJl+26iNMtmmxya4cOFCvIAl5E9ab589e3asIem8Jj9rS2v7RX66mozQQeiQFueAq6trOl8FYrOXxxmnhc3ZIY8vv/yS//3vf7HOW7BmI9daEloWLFiAnZ0dcttumnzUd/GsnYuKwxYzbuDKZI1ZSKj8f/3rX1SuXJmpU6cm6EdC/snb/fz82L9/f7LTys218kmxffv2hExL8+2GZ25//fVXsu2V2+WPHz+e7HSJaWdN+3r27Ik8jtKafDL44uXlZfaOXb6LX7t2rVX6LNdG5Nq4QQNLv8+cOcPevXuTnc7QkiNrnVEfwzO3efPmWWSvPEbYXM1N3rZq1SqL8rBUx7Q+LiUMSvKZ2+bNm9MQcBKv1rYin01Rumwynm8sZaeDAWxLlixJWQapSCWeuaVCvCyY1NqfuTVv3jzOhU2+oLVs2TILRiJtTBLP3MzrKD97NQacvP7TTz+ZPzibb00SbrJ/aQq4yMM4NnDmaNzResmWMTPBJhsr4JbskGXpBNYON7mrujxO0tbWVttjUh4jpVCk36D4zA62gJv5CMg9IydNmqQ9B+T3PY4bNw753LDGj0Vwkx1PO8BJfHj/wWiW6OTLmtlgky02wO2rr776/+19CVhTV9p/VECxVbFuVefv0rFu1dERK63aKta11bp0rGIdFxAsBUGxiFKLSN1XtMWNKlA61qW0LlgcSsGNqtVPse6fiOKnoBTQMTCEIXd+/+fc5IbkkoQkJCEJ732e+9ztbO/vPef93XPuueflV01hK6dYem/Tpg0/FGrt/9yM15D9xXB0chM0MmzYMLz33nvCpcMerU1uwn9u7N8zS9sBIf22bdvy9oDZZmO3Gv/nZmyGtRDeYHJjZTMfwZkuqS0QGys9x3H8aiH+/v4IDg62ys5WPxg1ahSk0hp2e02H32FjErk5lmqtTW4MvY8++oifoWkte8Amr4wcObIWViixj7piFLkxkWqT4GyF2OxDtVRKYxAgcjMGLdsPWxvkZvuoVJaQem6VWGicMYJj3e/BgwdbdW/VqhVqY/KIhvB04ZAIELk5llqJ3PTrk8hNDz43b97EqVOnrLpfuXJFT4nqwiMOxWdjsWzZBnwZvQKfrfged7StnFN+F4cjvOA5oD/enhSGfTfYqjClyDmRgOVzvTB11iLEHLuGIq4Ud3+JRvA0L/hGxOLEPW2J1QVcwS92y9YEdPSNvrnZqIZLbuPoGm94b86Cxt+/XBEyYxZj8crViFh9ALdlQGnOCSQsnwuvqbOwKOYYrhVxKL37C6KDp8HLNwKxJ+4p/SzqlpXITTc29KQ2EJAegY+HH34qYZnLkb3GE4NXXtNcjBoVuLJpFrw3JiH9528R7tkaTl2CcZKfGCfDcd/2aDRql9LDLYfHh/0xakY8eP6rDZlsJE/qudmIIsxUDPvquZUh+8wBhPZvgA7zzqgtEC5Hzo4x6D37KJ4xR597JqCPzxG+7cqO+6J9o1HYVagAjHt8GP6jZiDewIZM5GamikbJmAcB7mE0hrYcjZ25zG2QHDnrhsB96SXRm14xzp25qmogXO5mvOUyAKvvMHczMqQHdILruHhIwaEwIwozg/YhR3hVlBj9CdY8gtlAKkRuNqAEMxbBvsiNCS5DindrdFInt/LTCOr8Eqb9qFiPl3scA8/Gb2HzfQ6y9AB0ch2HeCnAFWYgamYQ9qkacvVAErlVj1GdDcHcsyRG+WHKh9PgHfgpQucHYkHkbpx6JDCFEhpdww0ox8VtfpgyeTImT56K+Ym3RT0wZXxGONbe66BWidwcS+mmkVspck4nIspvCj6c5o3AT0MxP3ABInefgnqzLr97GBFenhjQ/21MCtunOeqhs71Xh68MqT5tNMhNfnsl3Ov1QsRVpU2RHcPsVo3xt/1lKnLbc+cYlngFYu9dkd2pJjsit2oAquuPmdPNts6jEPuUeaDORZL3q2jYcTZ+KKh0yKp9uAHg8hMR/NECLIuMROTyDTisdOSpgam1SY16bhrwO+IFfXOrTqsypMxpC+dRsVA06yR4v9oQHWf/AL5ZV1zBplne2JiUjp+/DYdnayd0CT4Jxe/wuoYXq8uTPa9KbuWng9BB8iY28iM1zMacgH/7evDcVqAgN5eu6NvLDT0/ScETweQYkhUAIjcDgaqrwcpPBqGzmtfo8nOh6Fa/BWYeVl/5QctwA8pxfulYTIvJRK7gAUgXiNYmOF3lcPD71HNzLAWb1nNjGJTjZFBnuCjJjV2fC+2G+i1mgjVrrvgczlwVHJdxyN38FlwGrAY/6s9DqK29G4JtVXKruLgY3ep5YP19JXOxnltLJ7wbL1X23MZi86FQ9HdrBveFx3lvK4bkxMIQuRmKVB0Np0luctyLGYEmL3hiy132fUvYqlZalGVixcgeaOsqQf0WHgjcb5iXafntNXirTyjO8m2rGOnzX0Oz0bu0v7VJf8P2pdtw7rlQDnZU++bGFSAtbADcmvbDgpT8Gq0Yo56DvZ4Tudmr5rSX22zkJr+HmBFN8ILnFq0LvT/ZNhKv+KYqe26sLFrau/Yiiu5qifd8LyY27YKQX5Vk+iwOY1y6IexChWpYMl7KoSAtDAPcmqLfghTkG9iDI3ITwU+Xmgjw5ObUA1O/iELojHfw5jAfrE97JPp2pqXSCsmU3MGRpUPRytXdIPc/8mtR8OgtkBtQcX4xPCYmgPf3Wp6H6zfyFZNLpJfw9eebkK4cHuWKzuPgsZt8w0vz7wDXsXHgOY8rRHq4B9ya9kXAoQeicguFrBtHIjfH0nNNyc2px1R8ERWKGe+8iWE+65H2SP2FVYkVl4udH45H9E31Z3rau16IZTju3RodA0+rJoMBz3B4RgcM3pDDv3zKMvzRdcBKXJMDsjR/dHAdizhFQ0Zhejg83Jqib8AhPFAvjo48idx0AEO3FQioem6FN/HVyBZoMz4O96tUrOoqexF+nNEB/SKuaM561AYyV4DU8An4IDwBKakHsTkkBDsuK4ZAi2KHQ+I6GUlPL2Dt0OaoV98ZbGFUZ2cn1JO0h1/qH8g5nYCP+zZEg06TsDGZ/efGoeB8FIY0kUDi3B5DfFdj/+XiOtmLI3LTVuHs915NyY0NSxbe/AojW7TB+Lj7Wl78ODw48CmC4rNFz6pr79ow5ZB3YS8C+kjg7LEISVkFqkBc/lGETJiFtQnbscjLBzFXysAmsyV83BcNG3TCpI3J/H9uXMF5RA1pAonEGe2H+GL1/sso1tOLI3JTQUwn2hBQkdtTgMtNxKS2L2H41psikqq+skvjJmLIah2zJbVkLCvMwfWbD/FcnUi5Z3j0iP0NY/5NlnsWB9bNw7Qp3ggK/xyff/45Pl8ahoDZvvjqQjGy02Pxmc8UTFt8ELnqZVIWRXYhBn5TPkLwhiScPp+GuAg/TJnig/lLFWktWTAH02dtQqbwKUMZT5q2Bqt/ts46mkRu5q83tZmiOcjtKTjkJk5C25eGY+tNzdmI0t+2Y+m2c4oREA1Bq2/vGsENuZA/x8PsXDzVLIIhMXWGIXLTCQ09YAiUZwSik8tI7OTHBTk8OeSNzs08EHmO/8taCZKW4YaKZygoVlpyrgjJof7YpfGdzvbwLT8VjFdcPLE1r5I+S899gS8OKlY/+fHvrVDfqRsWZopWOeEK8N2U1qhf/6+IVE5pLjs6G62c30OcwFtcEX4JDUPiMzW5uXzsed8NbuPjjPpQrpaCUadEbkbBZfOBa0JuGYGd4DJyp2K4n3uCQ96d0cwjEkKzll76Gp9vSlfMngSHovMHcUxFflrauw2iReRmg0qxlSKxoYH4uX3gLGmH8euO4WohM/pPkRbUHQ1bDUJAdDKuP9c+3FB61BvtmnTBiNnzEBKyBFszau641dK4lJ9bhO4icgNXgMf8dz0ZUudNw8R3X0KLSf/QmOAiv7EeMyaPw2sub2BNtqJbJ0v1QzsXNXJjXhaKn6BQrecmv7EOM957B50aD8Y6bb9JmFlgIjczA1rLyZlGbuw/t3jM7eMMSbvxWHfsKhTNOg1B3Rui1aAArN8cgsHN66E+P+TvDGenepC090MqP+tZe3uvZSi0Zk/kphUWullzBDhIH93CjZzCateAq3le5kmhCrlV/I643SeV5ZchNSgAu1Pn49VG/fGF8NMpSvHLIh9sOhqBv+okNzly/pGAnzU6fGU4HT4H0Td/x4rXXdFj0Tm1j+zmkUecCpGbGBH7vjaN3OxbZmNKT+SmB62TJ0/iwIEDVt3/+c9/6ikRPbIkAjy5OXXGewvZd7LPEDL5r/jLJ2ka5Jb4PBub3m6MP835if8WweXFY27Qjyj4PbIquTV4BaP852He3A/Qr9ss/h8iVfmLDyIo8DsUcBwe7hiDZu29cVTjlwZVSLOdELmZDUqbSIjITb8aiNx04LNhwwa0b98ek/mlo9jyUdbZ//znP2PRokU6SkW3LYlA1Z7bNSTEafbcEkuB4qTpaNNkOL66L0PWitmIvFCOiqtayE01LMkhP2kf0lQ9NznufTkBwwO/xM6dO7Fzkzf+0tAN4/dY9l88IjdL1h7rp03kph9zIjct+DBi69KlCx4+fKjlqWVvFRUV4a9//SsRnGVh1pp6FXJThuKkzyHlFMOSjNxQfgHhvVzQ7ZMoBPrF4gGHashNlF3FJUT5RCDjzl3cvcv220jyewWNB66DJT+9EbmJ9GDnl0Ru+hVI5CbCxxRi4578jqNbF2LaB3+Dd8QenMhWziQsvYtTCZHwmRqAdUlZopx0X9oKwXEch/79+2P06NGYOHGiVfb3338fvXv3Rn5+vm6ALPSk/GwouoknlMjv4R9r43FHLkNK4MdI4Gc/cniwcxRerN8Rc1MU0yErrkSgr8sArFKyE1uT82WXd7FHy1DjsyNB8N31SOOXBkX8rgg5o76smXkFJXIzL561nZq1ye2///0v77h5xIgRVrEFzOaMHz8evXr1wv/+7/8aDTeRmxpkphCbEJ3L24K3Jc0x44jIOMmOYs6kDbhXObtciKL3aAsE9+jRI0gkEnTt2hWDBg2yyv6Xv/yFz9Pa3x5luZn4dv4beEHSEoN9wxX/uX0WCh/PV+G55nfcORUH3z5d8bfo47jO/hyVHse8yavA5pXI8y7iYPgQNJW4wfPzJGSeP4E4395wknTExPVHcIWfjsbUzaHwwi7M6NkewyNScEv4TQBS3D4yH+4NJXix31zsOf9Yb90w9SEjN+bp3dE3WjjZMhouLS3l2+Yrr7xiFVvAbA4bxWI26NtvvzVaKCI3JWQ1ITY+CelujK7fDnMrP6woUpalIWjOLlT+j2+4jmqb4PLy8viK9d133xle6BqGPH/+PJ/nmTNnapgSRRcQqKiowIIFC+Dk5MRjO3DgQDAv8466EblZRrMCuW3fvt0yGWhJ9datW3ydTU5O1vJU/y0iNwA1JjaGsQXIjSVbmwRH5Ka/8djL0xkzZsDV1ZU3EuwtuF69emjevDn++OMPexHBqHISuRkFl8GBidwMhspqASWs56FrDwwMNM/kEQuRG0NJILjp06frlEOXfOx+bGwsNm7caHTcbdu28QbxH//4h9WUdfbsWT7PyMhIo8u7ZcsW7Nixw+h4+rCz92e7du1S9dgYsQk7W5Nz2rRpDonVa6+9xg9n2bvuqit/o0aN8MEHHxitwz179vAv9NWlL34eHx/P15+vvvrKavaAjTCwOhsaGmq0nGxI880337RaWWsjI4nQoHUdTRnPrSJISTzec2oHvyrDkqkInPM1iqtEMO5Genq6yjDpksNS91esWGFcYWsQ+vjx47Ump6Xwo3QrSZWwsH8sgoODa9DCjYualZVVI3vw6quvGpehnYWWsIkRuvZjx47xH9lPnDhRM7HKDuLDpk0x5XvRhJLSA/D124/q/HXqy/zy5ct4+eWXsXfvXp1y6JJPuH/v3j2j4166dImvWOwNzlqb8M3t0KFDRpc3NzcX//d//2d0PAEjRzyyXw0aN25cxUCwe6yn64gys4kI77zzjkPKpq6vF154ASEhISbJaYo9yM7O5utRbXxzS0hIMEnO//znP9YyXbWSj6S6XFmviM0iYyuSmLzJ72LjIBf8ef4ZjeWmipMDMWtLjshlhOG5CMSWlJRkeCQzhaRvbmYCspaTYcZIneDYcFbfvn1RXq620GUtl9Gc2dM3N3OiWZmWvX1zqyy5455VS25MdEZwrVu3Rk16cGVXYjCpx6sYOjcKW2I2Y/k8L0zy341ros6coVDXJrGxMgrk9s0330Amk1llP336NP92SLMlDa0lhoVLTU1F586d+e9vq1atQkmJulcHw9Kwl1BEbpbRlEBuW7dutYotYDbn999/5+2BKbMlLYOCbaVqELmxImdkZNR8iJIrwaPrvyEz8zfcyDN9MFIgth9++KHW0CwoKKgynGWtbybs2xtt5kWAfuI2L561nZq1f+IuKyurNXvAhiVpq4qAweTGojKCq2kPrmoRjLtjC8TNxqTaAAAgAElEQVTGSsxWJFi+fDmio6PBZkhZY//yyy/x6aefwtHHyo2rEeYJTeRmHhxtJRVrkxuTe+3atfzMa2vYAiEP9l2R9Rppq4qAUeTGorOhSfYNriZDlFWLYdgdWyE2w0pLoewJASI3e9JW9WWtDXKrvlQUwpoIGE1urHCM2FjladOmjVV39rNtbQ5FWlMxlJd1ESBysy7els6NyM3SCNt++iaRGxNLKpXyC/iyRXyttf/rX/+yfUQtWkIOxWdjsWzZBnwZvQKfrfged1SuYtQyLr+LwxFe8BzQH29PCsO+G2zYohQ5JxKwfK4Xps5ahJhj11DEleLuL9EInuYF34hYnLinLTG1dB34lMjNsZRrX+RWgttH18DbezOyKkR64IqQGbMYi1euRsTqA7gtA0pzTiBh+Vx4TZ2FRTHHcK2IQ+ndXxAdPA1evhGIPXFPY1a6KMU6c2kyudUZhGxJUOkR+Hj44Sd+Mp8c2Ws8MXjlNdGvFBW4smkWvDcmIf3nbxHu2RpOXYJxkp+VKsNx3/ZoNGoXCnm5ODw+7I9RM+LB858tyWrlshC5WRlwC2dnT+RWln0GB0L7o0GHeTij8QeKHDk7xqD37KN4Bg55eyagj88Rvu3KjvuifaNR2KVoyOAeH4b/qBmIr+sNWa1eEbmpgWHrp9zDaAxtORo7c5kbBTly1g2B+9JL0HjZ44px7sxVCG2Ey92Mt1wGYPUdOQAZ0gM6wXVcPKRsFf6MKMwM2occjQRsHQXLlI/IzTK41laq9kRuDCNZijdadxKRW/lpBHV+CdN+VEwY4R7HwLPxW9h8n4MsPQCdXMchXgpwhRmImhmEfdSQNaobkZsGHDZ8IZEA1thtGAJLFo3IzZLoWj9tuyO3VB+0EZGb/PZKuNfrhQjmO4ptsmOY3aox/ra/TEVue+4cwxKvQOy9S2+o4lpG5CZGxBavrUFq6nnYIgYWLhORm4UBtnLyjkBu5aeD0EHyJjbyIzXMy/0J+LevB89tBQpyc+mKvr3c0POTFDwx0iemldVRK9kRudUK7CZkqk4+ljw3oWiOEIXIzRG0WCmDI5BbxcXF6FbPA+vvK5mL9dxaOuHdeKmy5zYWmw+For9bM7gvPI7HRHCVFQAAkZsGHLZ9Ib+9Bm/1CcVZ/oNaMdLnv4Zmo3dpf2uT/obtS7fh3HN1mdS+uXEFSAsbALem/bAgJR91vV1MmjQJbF1JR9+Yp+ju3bs7uphgbou8vLzsRk6ZlmFJPN+LiU27IORX5Rf0Z3EY49INYRcqVMOS8VIOBWlhGODWFP0WpCC/rjdkNY0TuamBYeun8mtR8OgtkBtQcX4xPCYmoIgVvDwP12/kKyaXSC/h6883Ib1AUdO5ovM4eIx5l5Yhzb8DXMfGgec8rhDp4R5wa9oXAYceiGZd2joa5i2fn58fmjVrZt5EbTA1d3d3DB482AZLZt4isRcV5mHdXjbZcW+07hiI08JMML7gz3B4RgcM3pDDv3zKMvzRdcBKXJMDsjR/dHAdizhFQ0Zhejg83Jqib8AhPGBzx2ijnptd1QGuAKnhE/BBeAJSUg9ic0gIdlxWrDxdFDscEtfJSHp6AWuHNke9+s7826uzsxPqSdrDL/UP5JxOwMd9G6JBp0nYmMz+c+NQcD4KQ5pIIHFujyG+q7H/cnGd7MXRsKRdtYRqC2tPw5Jc3gXsDegDibMHFiVlQflOysvI5R9FyIRZWJuwHYu8fBBzpQylOaeR8HFfNGzQCZM2JvP/uXEF5xE1pAkkEme0H+KL1fsvo7iO9+Ko51ZtM7G9ALLCHFy/+RDP1d/QuGd49Ij9DUObKQgQuZmCmu3GsSdyqxZF+XM8zM7FU5oQWS1U6gGI3NTRoPM6iwCRm2Op3qHIzbFUYzVpiNysBjVlZMsIELnZsnaMLxuRm/GYOVoMIjdH0yjJYxICRG4mwWazkYjcbFY1VisYkZvVoKaMbBkBIjdb1o7xZSNyMx4zR4tB5OZoGiV5TEKAyM0k2Gw2EpGbzarGagUjcrMa1JSRLSNA5GbL2jG+bERuxmPmaDGI3BxNoySPSQgQuZkEm81GInKzWdVYrWBEblaDmjKyZQSI3GxZO8aXjcjNeMwcLQaRm6NplOQxCQEiN5Ngs9lIRG42qxqrFYzIzWpQU0a2jACRmy1rx/iyEbkZj5mjxSByczSNkjwGIbB582YEBwcjKiqK39liwi+88ILqevny5Zg5cyakUqlB6dlqoMDAQISHh6vk6ty5M7p27aq6Zs/saYFhbTj/61//wkcffQSmM0GfLi4uGDp0qOqa6Xrr1q3aotM9B0WAyM1BFUti6UfAzc0NTk5OaNy4Mb8zY9igQQPVNVtVXiKR4Mcff9SfkA0/LS4u5mVgsglyMpmZOxjhmj1jcv773/+2YUn0Fy0xMZGXgelMkKt+/foQy928eXP9CdFTh0KAyM2h1EnCGIrAq6++irlz5+oM/j//8z+8wczISEHO6URE+U3Bh9O8EfhpKOYHLkDk7lN4JFrItuT2Uazx9sbmLNEDPpcS3D6yGctXxiDhp6tWWbH9jz/+4GVISEjQKeeOHTv4MCUF13A6MQp+Uz7ENO9AfBo6H4ELIqvICJTg9tE18PbejEox5bi1czoGDhiAAcL+xnisOafhv0VnGWr64KeffuJluHHjhs6kfHx80KNHD6A0R0NOXbrULicArhhnY5dh2YYvEb3iM6z4/g5kOnOlB7WJAJEbSg02Xii5jaNrvOG9OUvhN01dcyW3cWTzcqyMScBPV4vVnxh0ztxYJEb5YcqH0+Ad+ClC5wdiQeRunBJbUC3GRX5rJ6YPVDMsA97A+DXnDMpXI5Co4QsGbvepR1XkrWrIORSfjbWbhm84uWXwfvBS5rSF86hYPGWu83KT4P1qQ3Sc/UOle5KybJw5EIr+DTpg3hmRUZffx/f+gzFs0c9W9ZZsFLmVlACyFMxp64xRsbyUyE3y1pQRQFn2GRwI7Y8GHeZBJWb5r1g48HV4BYWCfbsMC/0QnSUDEFOgUbssdmEUubFSqMmpVZe65IQU0iM+8PD7CSUsHXk21ngOxkrmYI02m0OAyI1XiQz6jJfCjUwZss8cQGj/Bugw7wzUzZf8/vfwHzwMi35+XCOXM7KUOWjrPAoK25KLJO9X0bDjbPyg5uCpqnEpx68LB+J1ryCEMsMSFooPO0swwFTLotbwgXLewL3asCNm/1BQKZs2Qy49Ah8PP7tp+MaRWzlOBnWGi5LcGC7nQruhfouZOKxwp6do2LIUeLfuJCI3GS5EuqPN8G3IsbINNJrcyk8iqLOLktwYi5+rKiPPDd5o3amS3LjC33HlfqVw8qxgdB28DYVWMndGk5uGnDp0qUVOcA/xMHooWo7eiVxmFOQ5WDfEHUsvaeupW0l4ykYnAkRuPDT6jVel/ZIhxbs1OqmTm+wCIt3bYPi2nBp7si4/GYTOLkpy421LKLrVb4GZGhaUvXiqGReuEL9fuV+ZtzwLwV0HY5uplkWj4SsMXGi3+mgx8zAqcVC8/aobcu5hNIa2HG03Db9G5Ca/h5gRTfCC5xbcrbTpgCwVPm00yY3L340xjV/G9NhkxG/ZgJgfsqwyJMmqdU3JTX4vpqqMTPWpPmijRm6a1kWOrPnd8NYOUyugZmqGXNWI3HTpUqucHLjcbzDp5SZ4zWc3Dn/li7+vOIkicqJoiJqsHobIjYdcRG6iCl9pv2RI9WmjRm4c8nePQeOXpyM2OR5bNsTghyzTPVlrkpsc92JGoMkLntiiYUH1Gxd51nx0e2uH6W/NInJjBm5EkxfgueVuJYEyzMSGnMvFN5NertLwC66vw+CWA7HGxoZuTCE3px5T8UVUKGa88yaG+axH2qPKmsFXIzEmAJ5/8z6cnd0R8E0GLmbuwYwurui+IAPWmINpGrk5ocfULxAVOgPvvDmsqoxajb6a3ZJnYX63t7HTetwG08hNIadOXeqRU5q5BP0aSeDSex5+yidmU9O+TZ0SufHqUJBbtcYLYnJ7jm/ed4azewC+ybiIzD0z0MW1OxZkmGa6eHJz6oGpX0QhdMY7eHOYD9anPdIkFT2NDlC8Nb9dE8vCk5umgfNZnwaxHa9CbgxHaSaqNHzZHRzf+zPu2thXd1PIjQ1LFt78CiNbtMH4OLXestCkq5CbHNmr3CHpuVQ1+aJgz7to+OIUJGl0g4UEzHs0jdzYsGQhbn41Ei3ajK9S91gJ9fXc2MtV97d3mv5yZQIEppGbQk6dutQl57PTWD4tGN9npWDJm25w7bUAaewTJW02hwCRG6+Syp6bXuMlJjd5Nla5S9BzqTDBpAB73m2IF6ckmaRoVc+t8Ca+GtkCbcbHQe1ThipNncaFvTV3r+Fbs6rnVmng4rQXQjQE9wynl0+zm4ZvKrk9BYfcxElo+9JwbL0p+tZShdyAot2j4dI1DBeUQSsuhqFbo/H4tlSlToudmE5uTwEuF4mT2laVUZfR56WQ48qCHhi6y/gJVTUBwXRye6pbl9rklN/G7TVvoU/oWcU39+J0zH+tGUbvelKT4lNcCyFA5MYDW0lueo2XmNxQhN2jXdA17IJyNmEFLoZ1Q6Px36AgczvCQjfh51zDuywqcuNtSyImtX0Jw7ferDJTURe5ya8sQI+huyCYFq4gE9vDQrHp51zDpyuryK3SwL00fCvEdlzcc5PfXoO3+oTaTcM3ltwyAjvBZeROFLH6wj3BIe/OaOYRiXP8tDll65Qdh3frjgg8XTndiHu0G++2HIQNytkkslRfdB+9Ew+sMJplPLllILCTC0bu5KUE9+RQVRmZ0T/ujdYdA6EmpgIA+RUs6DEUVuY2E4Yl1eTUpUttcsqv4VqUB3oL5IYKnF/sgYkJCryUtYAONoIAkRuviHLoM16V9kuG496t0THwtHK2JIdHu99Fy0EblDPhZEj17Y7ROx8wC4i8Q9PRWtIVYacqU9Cn9/KMQHRyGQmFbeHw5JA3OjfzQKSGBdVlXLS/NXN5hzC9tQRdw04ppi/rKwB7Vq7W8Hk7fgjenZvBI/KcZnyRIZdfi4JH79CqDT/uHrKzsvHMCsa8OtHUnxtObuw/t3jM7eMMSbvxWHfsKgqZLE/TENS9IVoNCkB08nU85/JwYW8A+kic4bEoCVmqGa5y3N/nh2ETI/Ddod34zGc+vs0W9fjUC2bGc6PIjf3nFj8XfZwlaDd+HY5dLeRnx2rIyOpD3gXsDegDibMHFiVlVf4KwSYPXlmI1zxjVS9XZhRFb1JG9dzY7y5qcmrVpU45OXAFqQif8AHCE1KQenAzQkJ24LIVhpj1AkAPtSJA5Mb/56bfeA0KiEby9WfIu7AXAX0kcPZYhKQs5U888vvY5zcMEyO+w6Hdn8Fn/reotF1SJHu9CDefE9X2nNh/bvFz+8BZ0g7j1x3DVUWrQ1pQdzRsNQgB0cm4/lyPcZFfwcLXPBErdNvU1C1N9sKLbj44UV0nUtTwBQP3NC0I3Ru2ggIHvhBVDTlXgNTwCVUa/oVzn6GnpCc+u2wdg64mtt5Tw8mN/edW840ryUP2nTyUWJHkjSI39p9bDTeu8BauPayuktUwEy3RjSI3LfGNvyVDYc513Hz4XOs3SePToxiWQIDIzSyocijJy8advJLKf8GEdEseIJcnKuGGhY5cIW5de6iDREvwIFfxJm6h3NWSFTf8MuTfz9f8jUAtdG2dWpvcakNOa5NbbcjI8rQ+udWWpJSvMQgQuRmDFoV1GASI3BSqVC2/ZYaeW21VDiK32kLetvMlcrNt/VDpLIQAkZsCWCI3C1UwSrbWESByq3UVUAFqAwEiNwXqRG61UfsoT2sgQORmDZQpD5tDwHhy07Yavhaxyi9im98UTJ48GZOnzkfibTlKc04gYflceE2dhUUxx3CtiEPp3V8QHTwNXr4RiD1xT8e3Ui3pG3HLpG9u+hYHV8u7/OI2+E2ZzMs5dX4ibj/PwYmE5ZjrNRWzFsXg2LUicKV38Ut0MKZ5+SIi9gTuWWiuiUnDkko5Kz0bqAmnOi3HxW1+mMJ0OXkq5ifeRmLWHZWcMceuoYgrxd1fohE8zQu+EbE4YSkhVWWiE0MRIHIzFCkrhOMqKqpOSLFCvnUxC2PJreqC1dpQ45CfGIyPFixDZGQklm84jNvKFbpkx33RvtEo7FIuS8U9Pgz/UTMQf8Nyf3MbT266FwfXkJbLR2LwR1iwLBKRkcux4fBtxaxB2XH4tm+EUZVC4rD/KMyIvwHLSWnKhJJKOVWeDTQEVFxw+YkI/mgBlkVGInL5Bhy+LVfoUymnQpUcHh/2x6gZ8bCgKrWUjm5VhwCRG4+Qwl3LsmUb8GX0Cny24nvc0faWWX4XhyO84DmgP96eFIZ9ytps+ps5h6KL32HjilXYuHUbdn79NXZt/xLRG9cjNiNPY5pxVRcz6qo1xldYOe4ejoCX5wD0f3sSwvZpMTwSCXLiZ2JMxGmUFV7CP5b54MO/Tcas8K+R+UiYy16GO8mr4T9lGoK/PK1eGLs4N5bcmFAaC1Zrk7L8PJaOnYaYzNwqxlyWHoBOruMQLwW4wgxEzQzCvhzL/h5hPLnxUlZdHFwka/n5pRg7LQaZuSLKkqUjoJMrximEREbUTATty6myCIEouRpfmtRzg2IRdN3kVo7zS8diWkwmxGJCKacUHAozojAzaB8srMoaY1QXE6g75CbRI6rSXctP/K8+cmSv8cTgldc0yAWowJVNs+C9MQnpP3+LcM/WcOoSjJPKHziNfzMvwaWtc+Cz/rTGj7CKSihD9v5lWJuidDOjzcWMUFuN9BVWcWUTZnlvRFL6z/g23BOtnbogmAnB8BHtLWcl88Nl3ONETHSTwH3FLU1MZKkIGL0Yv4psnFA0Wz6aRG56V8MHyjJXYGSPtnCV1EcLj0Dsz65cqUQgtz13jmGJVyD23rUssTHsTSU3zcXBxVosQ+aKkejR1hWS+i3gEbgfKjEFcttzB8eWeCFw712LExsrnankxuTUSW5lmVgxsgfaukpQv4UHAvdnV7q5Usp559gSeAXuhRVUKVYCXRuAgB6Lb0BsewkiMtpiI86umbuWnQonTchZNwTuSy9pNkyuGOfOXFVVcC53M95yGYDVdxTjToLxMvTNvPCQL8YuyVRb9UOO54/z8UwOyEtLIOOe4vCaLao1CZmDRXUXMwrojfUVxqH43BlcFWyuHly2BfdEGyW5AWU4EdgRDfouw+9qNrk0LRRztufa5VCqJchNaA4ld45g6dBWcHWPhODqi68fLl3Rt5cben6SgidCB1iIZIGjZchNKGgJ7hxZiqGtXOEeqWwrvNF3Qde+veDW8xOkWENIS5GbSsw7OLJ0KFq5uiPyUoVCn0o5e7n1xCcpT+yy/gviOfKxbpAb06AeQ17tM2014Mk2jHzFF6lCz0057GTQm3nFBSwa7oMU5aIQ3OPjiJj1Mdbv+x7Rn/RD004hfCMqObgeW24KH23M5CvMQBwuhb+mRm6A/MZKvO7cHn4/C920YhwIDMR+O11Wz5LkxleXoh8xo0M/RFxRvA0oXn7GYvOhUPR3awb3hcct7pXbsuSmaBRFP85Ah34R4MVU9mjGbj6E0P5uaOa+EMcfW57FLdJz02jzRfhxRgf0i7ii0KdSzkOh/eHWzB0Lj9fMSbFGVnRhNgSI3Aw09roIUPDoZcybecX5BRgddEbRM5RdxDL33gg8ydzkyJDu0xytP1Y8Kzu+FusylR//tKw4r9tXWAluHNqKrfvOIZ/ZVgNlLD27FsFbslCOCojJDVw+4sY1QdPxCbxR5nK3wzc0rcq3JbPVTAsnZHFygxRxE4dgtXJGSWXPnkNBWhgGuDVFvwUpsKQ7MGuQG6RxmDhktXKiReU3N64gDWED3NC03wKkWFJIS/fclPVQGjcRQ1bfVuhTSW5SrgBpYQPg1rQfFqTkUw/Owm3W2OTrDrnpQ8ZA428oSQjhdL20Pt85ARMTWbeNw/3oN+E25hvwK1XKb+Dzrm6YkcoIjcODmChsz1O++VYhN92+wr5eN9JgQovPVtKz9CSWTA5C4qlMZGaeRuLszmg+djNOXc9XIVdyfA7aO3tgzS0Zrq704YdpVA/t7MQkctO2Gn55Hq7fyOdfVCqeFaBYOeTLFSUj1H+XylO3LM0fHVzHIu45A4pDYXo4PNyaom/AITwQ3pDMjKGp5Ka5OLiiUOV513GDf1OqwLOCYtXC4UXJofDfpXRkK0uDfwdXjFUICa4wHeEebmjaNwCHLCVkDciNyanp2aAceddvKF4IK56hoFKZSA71x667coU+lXIqVFmI9HAPuDXti4BDDzS/SZtZn5SccQgQubHVzJXuWs7yhqkY6fNfQ7PRuxTfRSxAfEVfTsbfD5cB3H2s7uuC9/crxieLjnihqfNEJLGRP/l1RH+2E/eEUZ0q5FbVV5hAqtUeIcVv25di2zm+efI1Rn43Dt5DBmLgQMXet70zJC17Ysi8g5U1quIKIvo0QGf/DVg4Z6vKcFcGsJ8zY8lN12r4RbHDIXGdjKSyUhz1bocmXUZg9rwQhCzZigzlNye2KHbCx33RsEEnTNqYzP/nxhWcR9SQJpBInNF+iC9W77+MYkHXZoLReHLjtC8OjiLEDpfAdXISykqPwrtdE3QZMRvzQkKwZGuGop2wRbcTPkbfhg3QadJGJLP/3LgCnI8agiYSCZzbD4Hv6v24bG4hTSK3Sjk1PBsUxWK4xBWTk8pQetQb7Zp0wYjZ8xASsgRbM5Tf1tTk3JjM/nPjUHA+CkOaSCBxbo8hvqux/3Ix9eLMVIdrkgyRG+MRpbsWBbkBFecXw2NigsJ3V3me4k2OoSy9hK8/34R0wZ2JBYhP4rEVhdxznN/yKbaeL4VUqvwwJ3Ixw4rDfIVVS2RCGVW1RIpLX3+OTenKmZhcEc4fPCby16ZlWJKPz+HhjhFoJGmODxLs+0O6seSmgk98wj3Do0fPFMaMk+LRrRvIKdT2H4k4ouWvjSc33WXinj3CI6XfIk76CLdu5MBGxDRxtqQ2WTk8e/RI6Z6Jg/TRLdzIKbTID/bacqd75kWAyI3hqXTX8kF4AlJSD2JzSAh2KJ00sTdz9iaHsgtYO7Q56tV3hrMz251QT9Iefqml0PZmbjDpCORjwFHwFWZw2lXqShkurB2K5vXqK2VwhlM9Cdr7pYq+nekiNwDPj2B2fx8ks0+EdryZjdxsGANzkpsNi2lGcrNlKalsxiJA5KaGmKwwB9dvPsRz9W8g3DPzOto0gMQMJi9taanJY5lTDkVPiux+2IXITVE7aG1Jy7QSSrX2ESByqy0dcPk4vjoIEd9cRKFAptrIqqb3aks+G8+XyE2hICI3G6+oVDyTESByMxk6c0SUo4Atv7V8OVauWoUVyz43/BtaTUmPxa/DW5s2bcAI7u9//zu/jx07Fm+88Ybq+t1334VEIsGxY8fsFiVhWJJNEhLkHDZsGN555x3VtYeHBy9niR37cztw4AAvw/vvv6+Si+ly3LhxqusuXbqgXbt2dqtLKrjxCNRtC2c8XpaJYShR6crd0PjGhNOVl4PcHzJkCDp16oQ+ffrwe6tWreDk5KS67tWrF1q0aIE7d+7YrcQVFRX405/+hO7du6vkevHFF9GkSRPVddeuXdG5c2dwnJmnaloRtUuXLqFly5bo3bu3Sq769euDvcAI+u3YsSNP6lYsFmVVywgQudWWAgwlmpqUz9A8jA1XkzLZaNywsDC0bt3aRktnvmKxntt7771nvgRtNCVG4MuWLbPR0lGxrIEAkZsIZXlOPGaOiRD93KkIJL+1E9MHDsCAAcL+BsavOWe4vy4DScQYrwBcUSZiFi/GytURWH3gtoHTlkssM/wpwtKeLonc7Elb1ZeVyK16jBw9BJGbuoblt7H9b/8PjVrOQnKVX5XK8evCgXjdKwihYWEICwvFh50lGBDDry0CXV4BDJ75qF4OGOgVQJ6DHWN6Y/bRZwCXhz0T+sDniNJhmEZ6mhf6fJPJ739fM+LTzMpurojc7EZVBhWUyM0gmBw6EJGbSr3luPZlICK2BaNnGy3kxhXi9yv3K5fXkWchuOtgbFNySeXagYav5VhTrwDlp4PQ+aVp+JFfy5jD4xhPNH5rM+4b8PlEq28y2QVEurfB8G05lXLy+FR6BdBL1ios7e+EyM3+dKavxERu+tCpG8+I3JR6ll3ahHlrz+H5pXC8po3cRPVBnjUf3d7aAVU/ycAhRz4Zs3gFkOP2SnfU6xWBq0o3NLJjs9Gq8d+wX+mpQFRkjUtZFd9kHPJ3j0Hjl6cjNjkeWzbE4IesymWEHM0rgAYYAIjcxIjY9zWRm33rzxylJ3JjKJaexdrgLcgqByoMIjc5suZ3M3z4TqQp83gFKMfpoA6QvLkRvBs6AOUn/NG+nie2FYi8Agj5S2/i2n3FT3VVye05vnnfGc7uAfgm4yIy98xAF9fuWJChXIrEwbwCCJAIRyI3AQnHOBK5OYYeayIFkRukOLlkMoISTyEzMxOnE2ejc/Ox2HzqOvIFp57qCBvYQ9Pnr8s8XgEqcHFxN9TzWK8ahmQ9t5ZO7yJ6zUh0HxuATyb+BW4SZ7TznIftR49jl9dYLFF6z6xCbvJsrHKXoOfSLKWT1gLsebchXpySpJLekbwCqIRSnhC5iRGx72siN/vWnzlKT+Qmv4s47yGq1fAH9m0PZ0lL9BwyDweNXCC5k+s4xEur99dlLq8Az/dORNMuIfhVScLP4sbApVsovk87iXvCqicow92jq+AzaTI+3XdH5V28CrmhCLtHu6Br2AVlmApcDOuGRuO/raxnDuQVoFIoxRmRmxgR+74mcrNv/Zmj9ERuIhSFYUm9EyfUe2/K+Mb46ypLnoPp2wuY+wHMe7k+RsY9QH5mHNbM6gVjvALg2WHM6DAYG3LYDBIZMvy7YsDKa6LJICIBhQpzUzcAAAcJSURBVPJW8U3G4dHud9Fy0Abk8MQoQ6pvd4ze+UAtAcfxCqAmFH9K5CZGxL6vidzsW3/mKD2RmzqK6qSl53zha56ILa6MqM0rgF5/XdJD8PfZg8dcBbKix6F718Hw2XkJT69G4/3BE7Fg2SrE/1oI+YMERG69CjmXhwt7AyB4BcgSepTgkH80BBNmrUXC9kXw8onBFQMmk+jyTQb5fezzG4aJEd/h0O7P4DP/W2QrJ6uopHUQrwAqeZQnRG5iROz7msjNvvVnjtITuekhMY3em4A2V4hb1x4a+LO0EEl8lOPmVl+EpajmWooDABU3ERe6Cr88q/pIfEf+/CGyc5+qhhzFz4275lCSl407eSU6Vv53DK8AYkwcndzKy8sRGRmJRo0awdXVFVFRUfjPf/4jhsFhroncHEaVJgtSt8mtOmIzGVYDImrzCsBH41B0+TusWrQCSXfF3SYD0qUgJiHg6OQ2YsQIntTYYtBsZwQ3ZswYk7Cyh0hEbvagJcuWsW6TG8NWTHCWxVuUelWvAJ9FRGBV7Ck8JF4TYWXZy9DQUDRv3hy//fabw+3x8fF8j00gNuHIenGJiYkOJy/TYePGjREREWHZSkOp2zQCRG42rR4qnLUQmDBhAt+jEQw/HRU9PHvGYfr06daqPpSPDSJA5GaDSqEiWR8BqVSKo0eP4tSpUw63b9u2TWfPjTkrdUSZk5OTYc8+6qzfAhwvRyI3x9MpSUQIVEFg0KBBGgTHhiTffvvtKuHoBiHgKAgQuTmKJkkOQkAPAv/+978REhICZ2dnuLi48OfsHm2EgKMiQOTmqJoluQgBLQjUFWelWkSnW3UMASK3OqZwErduI0DkVrf1X5ekJ3KrS9omWes8AkRudb4K1BkAiNzqjKpJUEIAIHKjWlBXECByqyuaJjkJARC5USWoOwgQudUdXZOkhAD13KgO1BkEiNzqjKpJUEKAem5UB+oOAkRudUfXJCkhQD03qgN1BgEit9pStbBgsyn51ySuKflRHIdBgCaUOIwqSZBqECByqwYgiz02lKC0hdN2z2IFpYQdCQEiN0fSJsmiDwEiN33omPpMIB9tR5amcN/Q9MXhxdeGpkPhHAIBmUyG9957D2+88YbRe9OmTeHm5mZ0PJYX85zA8qaNELAHBIjcrKUldUISznUdxWUSwgn3xdfCfX1HXXGE++y4YUMl8Qr39aVJz2oFAUYwgYGBmDx5stH7wIEDMXjwYKPjsbz8/f1RUUGOBmtF6ZSp0QgQuRkNmYkRBLIQjurJaLun/lx8bkx4IaxwFKfFrsXPxNfa4tA9QoAQIARsGAEiN2spRyAM4aier7Z77Llw35ijerrq50Ia6veEc/Vn6ufCczoSAoQAIWBnCBC5WUthAmmoH4W8hXvCtb4jCztuXNUQ1aWh77nwTDhWTZ3u2DgCZ86cwaZNm8y6X7hwwcalpuIRAroRIHLTjU3NnghEIT6yVIV7Qg7ia+G+tiMLS+SmDZk6fW/69OmQSCRm3WfPnl2nMSXh7RsBIjdL6U8XCbH8xGQmvtZXJiFdcRzxtTgNfc+FZ8JRHJeuCQFCgBCwMwSI3CylMEYU2npYQn4CkQhH4b6+ozis+rX6ubY09D1Xf6Z+ri0dukcIEAKEgB0gQORmKSUxkiBysxS6lG41CPz3v/9FXl4eHj58aND++PHjalKkx4SAfSFA5GYpfYnJTVuPSNs9XeWpLmxNnovjiq91lYnu2ywCCQkJRn9/++GHH2xWHioYIWAsAkRuxiJmaHhGEKznJhAFO6pv6vfFz9TDsXMhrPi++nV1YfQ9Fz8TX6vnQ+d2gUBpaSm+//577N+/36CdhS0pKbEL2aiQhIAhCIgsriFRKIxBCAgEwY7iTXgm3BdfC/fZUd8zQ8IJ8cVHIa76fVqhRECFjoQAIWDnCGixvHYuka0Un5GGtm9uApmIy6ntvrZ76vHY8yNHDCdA9bh0TggQAoSAAyNA5GZN5RpCViwM26oLK5Tb0HBCeDrWSQTKysowevRovP766/w+btw4sHu0EQKOigCRm6NqluQiBNQQYIstBwcHY+rUqfzOFl6mRZDVAKJTh0OAyM3hVEoCEQKEACFACBC5UR0gBAgBQoAQcDgEiNwcTqUkECFACBAChACRG9UBQoAQIAQIAYdDgMjN4VRKAhEChAAhQAgQuVEdIAQIAUKAEHA4BIjcHE6lJBAhQAgQAoQAkRvVAUKAECAECAGHQ4DIzeFUSgIRAoQAIUAIELlRHSAECAFCgBBwOASI3BxOpSQQIUAIEAKEAJEb1QFCgBAgBAgBh0OAyM3hVEoCEQKEACFACBC5UR0gBAgBQoAQcDgEiNwcTqUkECFACBAChACRG9UBQoAQIAQIAYdDgMjN4VRKAhEChAAhQAj8fzf3GqWnQ5WuAAAAAElFTkSuQmCC
vilucnkk
发表于 3 天前
梁工 发表于 2025-6-26 17:24
还是不行,要手转一下才起来,不过我用老程序 反而转起来的成功率高一些{:yiwen:}
梁工
发表于 3 天前
vilucnkk 发表于 2025-6-27 10:52
还是不行,要手转一下才起来,不过我用老程序 反而转起来的成功率高一些 ...
转起来后,示波器测一个电枢波形贴出看看。