软件MDK5
stm32的pack
打开MDK,添加工程
一、首先找到Project的Options选项,里面的Debug选为Use Simulator,也就是选择软件仿真。
然后再Logic Analyzer的Setup选项里添加你要观察分析的IO,如PORTA.0。开始仿真后会看到逻辑分析窗口出现波形,调整Zoom的In或者Out就可以看到了
①点开debugaaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVwAAABNCAYAAADq69ymAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABOvSURBVHhe7Z0JcBTnlccn3lTi4Dg29sYpqPLm2Dj2biUOtgNlshAEu7jWBItggg8I4hYgQLaEJVgjmZtgY8QhYSMRARaHwBgEQmBAgBAYSUijE2GMOS0NAgkdINB9/Ldfyz1pJjN9aY4WeVS9mmaO7m9e/7/f/Od9b1qW2rpmcHAOWAOsAdaA5zVgqaltAgfngDXAGmANeF4Dlps1jeDgHLAGWAOsAc9rwHKjsh4cnAPWAGuANeB5DViuVdSBg3PAGmANsAY8rwHLma+rwME5YA2wBlgDntcAA5c/cPgDlzXAGvCSBhi4Xko0uwfPuwfOMefY7Bpg4DJw2d2wBlgDXtIAA9dLiTb7Jy+Pj90ha8DzGmDgMnDZ3bAGWANe0gAD10uJZvfgeffAOeYcm10DDFwGLrsb1gBrwEsaYOB6KdFm/+Tl8bE7ZA14XgMMXAYuuxvWAGvASxpg4Hop0ewePO8eOMecY7NrgIHLwGV3wxpgDXhJAwxcLyXa7J+8PD52h6wBz2vAkpKSAg7OAWuANcAa8LwGLHcbWsHBOWANsAb+GTRAHyq+dPJcUuCSgk8F6Evx87E9/xXabDlm4DLwGHisAdaAlzTAwPVSos32Scvj+edzV94+5x+t344x46ZiyNARPgs6Po3D2+/d1fF8DtwXYoH7KcxyYt01jnfmLMTVa7U+E6yvj++uPN6v+3F1fmJit+H1UeMxb9GHWL4yzmdBxx/26hug8UjnwJea8jlwYcJ//ebthZGgD477bWL5UpyUS18f/347n+5+P67Oz+iAQCxcshIx67Zg09Zkn0VC4n4R+jQeBm4VLCbkrQjb5rZ2XUGvUQNu8omv4Cx2HyvGjkP52LLvNLIKr5oK2kaB17dvX1C83qsXrn/ve6h86CHMHjlS93szenx3g8UM+8uPXgUKT42lID4eeWujde3f1fmhMsLqtZuwefsB7D2Q4bNIOZwtHpvG01ngrovfgGUx8VgUk4SDh8/pypN0bHa4TogvAbeivg1aguCsFbiuWl/ahXH8bedx9H55IhJ2Hzd0MpUmYvjscLz66qvifuXbapNXL/AIspMmTUJlZSXq6+tRUlKC9iefFKE7/Nln8cwzz4iPqx23s5ND6/67wvMK/ncgioYPQfFrw+y3eQN/rzmHau8x/+M1yIucg4IFc5EXPAXWsW8ib9F7mvavBNyP1ydiV3I6Dh7Ls8fyTysgj6XbKjDvk3KEr7+BGTHXMSGqDG/89Rr8F9jw0lwb/hBeir6hJffsQ74/te1DaQU4lJbvFuBGx65DctopbDtQhDnzNuDTpHRNOZLnn4GrANwbAnC1hFbgJqWdddpz3C7QtqW1HWu3HMLhU8UidD/Z5T7oJqek3gNZCbh0v9pk1APcwYMH20GLxkagqMgOXIJuTVYWYmJi8NRTTyE0NFT12O4qKRhxbmp5kT9eeOYsKPS8RutzCaznxo1C/dkitFVXitF45SLOT5sId0C3YF0MCubOQuF7YSgMm4GCKWOR99pQWEf6wxo8TfU9KQE3buNO0V0ePVlsD4Jtwglg4/F2xB1tw0eHWrFqfwuW72nG4p1NiExsxOyEeoTE1yEotg6T197Bc5Nz79mHfH9at4063PPnbCi31eP69RpcsZViWfRaJOxJR3xSMULnx2NhVIxqjhi4KnUMyeGW1bVBS2gF7s7Uwn8ArmCO0dLSjsamNkQnfI4+QybZQ+ukVHpe4MRxWLxkMfbv349+/fvDYrGIt/R/Pz8/7N2nDF09wA0ICEBjdbUI2sYdO4CXXhJm1kbgiSeAn/0M7efPo6ysDCNGjNDscvUc3zEPnXFuWnJ/NC0d6SdP4Xj6F2JI21peq+U5BFRytwTb9ru190TztRIRuta+z+ma8PLjUnmiYPbbKFo0F0UrFou3hWHBAnQDYPV7EZk/74Gc6crQVQLuhoTd2J+ajfTM8/aQu9vFW8vx7sZyBH/c4WxfW3oNQyJL4fetqyVnS/HbCVn37EO+P63bRoG7dFE0UvZl43pFE65WVGL1xk04Zv0aqxKLMTZkNaaFz9eVf3a4Cg7XdrcVWkIrcBMPWEXghsZVYFxUBYYtqoDfnDL0Cb6MO/WtqLnbIkJXAq+WSan2nPDwcPj7+4vlBAItuVvxVna/0j60Ak9yt+1Wq1hCkCAr3j7wgHgfAbddsPOXLl0S67taXK7W4zu+h846N7W8Hjl6HJlZOaiqvo3aO/ViVFbfwqnM06DH1F6v5fGc3r8RXeyt40fsDlcOXnK6VGbQsi9nz8mbE4rC2cEoWjYfRR8ScCM6XO7E0bC+1B9Zv+iJzH59FfevBNxNW/eKpYAvci7aQ5oD8tIaldNahW94Tc3tqGtow21hHlTdbsGN6mZkF10Rv/HJ92Fk2yhwY2N3Y8n7WwRnm4gV6xOw50QWTpwpQ+iyJAwNiMSRXH21XAauAnC/udMKLaEVuJuTs+wOt7UNaGppQ73gbGvrWlFd24KKmhaUVTaJwCWRGZlIw0OyMTDwFPwmZwqRIYKVXCUBt3+/DodLt/L73QFcAiiVEURnS5Aldyv8jBHPPy8CV3K4BFyq7/bp08djwHWHc1PKiQTb6ppa1Dc0oaGxWQzaJgATdMnxGjl/9Jr8lweJICV3SyHVbm+fPC6WFCTo0jbVdvUupDlz/kXvhaMwYhYK3pqK/HFvIvdlP+T0ehrJj/4Q2dNcu1wl4CYk7kNqeiEyc6/YQ5oDgYGB2JdrgbXcglbhax7NhbrGNjQI86FKmAvlAmxtgquUgCvfh5Fto8BdvzkFm/cUI35PATYezEaK9SLmr/oUE2ZtxIgJkThpLdJ1nhm4CsC9eLsVWkIrcDfsPik6vBByuCsFh7u4AgPI4b51Bb0Ci/CfY9Jx5UajcIJPdAq4M+KrMG2ZDSMXFolgTU1NxfDhw9FPAO261YvFW/n97gKutEBGkCU3SwBuSU8XASx3uBJwp06dqipWIw7XHc5NKSdUOiCwymErhy45XXqOEeDKa7ZUNiAXe+d0hlPoEnAJxnqAq+T880a8jPwJwoLZn4fA+ofeOP2LHkj4YTdkCN+QXL0XJeBu2b4fR04UISv/G3vQHCB3S8BtFlwtRcO3oCXjQcC9JRidSsHhltf83eHK92Fk2yhw31+biKXrDmJh3DFE78nGgthkTHonDkHvbsPMOSvF/+uBLgNXAbhHrrWCglyhq6DHtQI3bscxcXGM6rV3ha9Ot4SShfTVyVbRCNvNRlwta8DeIzmdAm7whhqErLqJgOUXRbAGBQXZOxSkiePqfseJpRV45HAJuHjwQQirYvbyAQFXhK2spOBJ4IqtU/8nOLXpE1AoLAYZdW6uAEOLYwRTKiG4Ai49Rg5X70KaHbZfnf2Hmq0culJNt154np6SgpLzj57XF3ELnwBBN3dwP+T89ml8GPYYVsztb7ik4Ay4NAck4EoOV3K70+ZYQCHdrxW4zuamI5SNAje/uBTL136KoLAVGDtzqRAfIGBGFN6a9YEIW71Ol4GrANz9Jc2QwtlJlR7TCtyPth4WSwihsRUYTw5XrOFex0xh0SAh9aa9k4CAq6d1Sw4HKilMi6tCyJpbCIyxifsZNWqU4HA7WsLswHVxv1HgUg3X7nCphCCVFAT4OpYUzp07J9ZwIyIiVF2gVuBL4yaoWCeMQv6YP6Ng5mQUBAeiYMYk3c7NF8AleDpbIJNKCBJ0xZquAFvqXqCSg1Yn7cr5r47si1O7Hkfx0V8hJvIxAba/xIqwR5G29QEc3GhBwPBH3eZwaQ5IwCU3S0HAlbbJ3cod7sm8jhqumquVz09nzzUKXCm3xZeuI/vLMmxMOoGQ96JE2JLLJeDqgS4DVwG4yVebIA/5SZXfrxW4VJulxTF7vfZmE7650YRrQt02ak2cU+Du3H1Q84QicTgCd+jbGbpebxS49LpRQtnCDl1yukJnguOiGT3+yiuvQEs5gfapF7j0mmz/Icgd+j/IDxgpgpdC7tzSfvwQdnX/keG8kMOV6reSy6VbKYyUFOiDgoArr9E6diZQeYHqu+SEpdAKWyXnHx3xY5ze0xMXvuiNyxm/xifLLTid9IgI29RPvoOQ8RZDwKVFs8+P5uJk9gV70BygNkh5DVfJ4UrAle/D1TbNT8fHpAW2zgJXnudL5aUieAm4eqHLwFUAbtLlRjgGnVTH+/QAlxYE7DVcweG+/9ktLFmVCHmvLB1D3iu747MDqnAYKCyQEWwpAqJsCPqgCtOFWvHQkEz8KdQqRK7qPpxNXj3AI5dru3Dh79ClBbOtW8USA9V1qQ83Kuoj/PSn/4EpU2ZpGo+e40vjz42Yg5xXBostU9YBvYWvyP8Fa/8XROeW2eMRbHv4QaT3+DdNx3eWE8dFMzlsCcTUvUAtY1phKC6UaQQuOVqpe0Hv/pWcf1R4d3x57GlUFA2AzdoL1uTHcWTzv2BJyA8MlxScdSkQcKkjgSBLTraqtlncppqtY1BJQQKukc4E+WvcCVwp70agy8BVAO5nFxugJfQA90Z1E0qFeu3lskacL23ABaGpurO9spIA/IIzMHB6Nvzf+RpjIm0Iib2Nv/z1Mv747hldk18+kfUCj0oFktMlN1tjs4kAplj1QRx69VqE738/WIDuQk1j0nt8aew5k8chs2d3ZD35OHJ+8+84/fMncExwtlt+9CAOde+u6dhKQJNDV2oLo4U0gq3RtjByuLRQ5uhspf9TuUFPzdZx/GrOn5ztzTP9UJL9PAo+/wli5rt2ttK+lRbNNiemdHQp5F21BwFXgqyWGq4EXPk+9GxLjtcTwKUc6IUuA1cBuDsu1ENL6AFuSXkTLgmw/aqkAWcu1+Hs1fp7emKN9MrKJ9agt/Ph95c8+M/4CjOjqjFhja1TcDECPCoXEHip9UuK3/3OD88+OxdhYdvQs+cyfPe7CwTTu051bEaOL+UjO3AiMl54Drse6Yb4bj/A9ocfRtq/9lA9plbnSGCl8oI8jMKWjkmO/MJbQU6hK9VsqaSgdXyOz1Ny/isjHnfqcJeGPmLY4W7ZcUDoUjiD0wUl9iDgUquXPAiqSkE1XPk+9Gx7oqTgmFc5dKnEoNQuxsBVAW7i+TqohR7gXrzWYP9xA4lvfeLhTvfKOgqAoDsoIA9vLrtieHKqORi1SU8/aiDwymPixAUYNGi1Luh2BrjSGD190Rd3/rRXDl3pp7wSbN3xU15nzv/dqRZkJH1bwz31a9HZZux6WKzhHtr0HUwcaayG6wq4BFC9oQey8ueeyrkECk85XGflBQauzkuSeepqYdIPGuRi8x8b3uleWWfwI+iqQVHL4+4AnuNxBg6MQ7dui0SXS7dK4/DE8bW8b18+h6BLpQN5uAO2rpz/aH8Ljm9/DGdSnwLBl543bXTHgtnedRb80c99wDUKTqOvk8oPngauVF4gt6vUl8sO14XD5evhdrSQ+Rp4vj6+L8HbFY6t+MMHJyUFo+A0+jpvAlfL+fI5cO+nv/agdj1cLSfEbM/xNfB8fXyznQ+zjcfV+aELftPVwuhqXtmFpT4LCdR8AfIOA8V/tdfkf1PN18Dz9fHNBjizjcfV+aE/aTN2/DR8tjcNWUKXgq+CroU7JWgW/4mdbznDwDU5cJ1N8GJhAl0UJhJF2ftrxKh4Zy5ujZuM2pFvomp6iFvqx2aDC49H3x/eXPPxVowaM9lnf0CS6rZ0fBqHWc6dz0sKZkkEj6NjMn0tXL+UQPpN/A47TAmkFI2D/hstL76oGI0DB+HcF565GDefI33A43yZL18M3C7oMD01kciZqgFV7fHS6A2mcROeyhPv13wg6yrnxOfApQFwmCMHB3fuRP2AAYahWzlsGJ9L1jNrQEUDvvxw4BquyRz2ZeHnmGou1tXjVI7wpZj42Ow8WQPKGmDgmgy4FWERhoB7Y/4yhq3JziXDhz+AHDXAwDXJJKXOg6qgtw3Btm6oP+j1PMF5grMGzK0BBq4JgHvu1JeofX20IdhSeYHKEDzRzD3R+Pzw+eEfPpgAtlR31dLu5apuyz23PJEZ5l1HA+xwfQhd6rXtDGy557brTDSGIp8rdrg+hC31yxrtRpBexz23PIkZ5F1LA+xwfQBdo50IckDXvjaK67Y+OHcMuK4FOLOdLwauFyctdRLoXRyjzgX6qe+t8YH3OGLuueWJbzaY8HjUNcnA9RJwCZB6YHtTuBgNdS9IIiboSg6Xe27Vhc2Tn3NkRg0wcL0AXK2dCLQIRlf+ctVTSy6Xe24ZJGYECY9Jmy4ZuB4GLnUiqC2OEURL18Sr/niBXC733GoTNgOA82RGDTBwPQhc+uqvBNvakW+Il2E0ozB4TAws1oD7NcDA9QBwqSSg1IlA17Ylt8qCdr+gOaecUzNrgIHrZuAqdSLQQhh3FzAQzAwEHptn9cnAdSNwCaZUj5WXEWghrDxyyT0dByxqz4qa88v5NasGGLhuAi4tZsl/pqvWcWBWQfC4GFasAc9pgIHrBuDKOxHI4fJCmOcEyzDg3HZlDTBw3QRcWgi7sm0fL4S5IZ9deULx2PkDQUkDDFwGBH9IsAZYA17SAAPXS4lm58POhzXAGmDgMnDZ3bAGWANe0gAD10uJZnfD7oY1wBpg4DJw2d2wBlgDXtIAA9dLiWZ3w+6GNcAaYOAycNndsAZYA17SAAPXS4lmd8PuhjXAGmDgMnDZ3bAGWANe0oAlJSUFHJwD1gBrgDXgeQ1YGhoawME5YA2wBlgDntfA/wP5BnH5nFa9SAAAAABJRU5ErkJggg==" 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" 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pFV/uEV3oFV3r439/hXb7Du9TNvdjFvdzNu9Ir/KFfcn1QfmNIVTeqqSfqGylwExXBKhhYgtxRcHEnlh2zzB1MYysNaiSqbg1Kr/fxrt7hXOlmX+lmf9/NvnqHc62PX4sX3RyU1A3Jbo/I60cUDaPKRqKqmaxtperb6QYcy9TNs/YJHQNSD0HmG5C4MR33Cax9fEsf19zDMfZwkB420sM29LAMPSyom6Hvpmu7aJpOmrqTouqkqHBkBY6s7KSouqjqbrrmDl3bw9D2MnV9LF0/G8JzIDzXQOAhQwLziNhKlDsoKg9N46dr/Yt17MN0TFU6KTIbSYKOiYwjfMMQT09ga/FMNYGtIbC1gxz9IFdf8LJhVIiMCY1jYhNJbCZhWbPCTlM6aCoXXe2iq1x0lZOudFIVNrIUzbtYAI3w9cM83TBXO8zVDXN1wzz9CE8/wodGBfCYwEAUIkQRQhQhJLGRJDGSJKZCmKkyC01hZ6gWjMyFFkTMg/w8yMfVezlaN0vjYqkdRRcvDaWdobQl07M/e+yph1THJdkxobqqmoDZeQUdF7Jj/I2Djz76vz766iePPJ5IzzDkJpbSwlHbuBobX2sX6hwivUOkd4ghu1hvF+vtEsghhRwSyC6BHFI4b2o54laafGpLQGMLa0tCYwlpLAEVGlCafCo0oLGEtLaIzjEOuWIGTwLxTZkC6eVhDmbMwWlzMFMMkz+FeJOwexJyTujzyWlEY4toLGG1JaSyBJVoQGnyy40+GeKWGNwS2CWB3VhIEY/c5FeiIZU1orFP6FyTkCeJ+NJIIGMMTBuD06bAtDEwjQSmkUDG4EvD3pTendS5JjWOmMY+obFPqO0TavuEyjahtETkaFhmCkoQnwjy8HUursbG1Th4Ohcf8ghhnwgJSExhKRqVWyaklnGxKSxEAjzIy9W62GoHU2ljyC10GUqVmskSE1FkGhMiIwJkkAsPcKB+lq6Hqeumazup6g6yqo2kaiEpG0eVjWOqBqK6kahuImmbKfpWKtzGQHBsM45lbqcjLVSoiay9PSK/3i+43MX8roV8rmn022biuRbKt620Czj2lT5R7bCqvqDjVoa5lYG2MlBMx810JO9iqqGZCjWQtHUjitoBydVe/uVuzqUu9sVOVk0nq6aTdbGTdbGLfbGLc7GTXYNjXehgftfOuNDButjFvdwjuNInvjYguzGsqhvTNVAMjVTMxQasUnF7THNrWHVzUJ5PdfvEP/QKr/YIvu/mXe7iXOpkXcQxL3ayLnWyL3WxL+U3wbzQwbjQTv+unX6+jfZtK+18G/0Cjn25m3elV3QNL60dVN4a0dQT9Y1UQxMVaaGbWpnmNiw75lg7ubZOrg3HtnSwzB0sYysNbhhTYb+xvu9iXO5kXOqgX2ynXeygX+pkXulm/9DDvd4vuN6fz5pvEkR1Q1Isa26lQjiW6Q7f1i92D0i9AxI3XuTqF9r7BbZeHtrLNfewkTts5A7LcIdluMOE7zChbkb+fcRRVB0kRRtR1joqaR0Rt45K2sYk7WPSdqIUR5LhSHIcWd5FVXTTVD10TS9T18eCCHzTiNhKUrioah9V48sbWR9k6AIMrY+u9dJVHqrSQZbZSBLzmMg4zIcHufoBtgbPVOOZ6gGWZoCtIbC1xRjk6IaKduYbxoRGothMklkochtFbqMq7FSlg6q0U+RWssRMFCFjAniUD43wdEMczSBbPchWD7LUBCywp2zNEEczxNEOc3XDPN0wTzfC14/woREBPCowkMQmisxCUzgYahdL42brvBz9Ih1zIR9Xt0jHBfna6UobXWGlK6w0uYUmt1BlaCI989NHn/x/in8CYzr+/uiT+edPfz68Th3n09Sqqqrq6urlNYxldV9tzXP5BYVEd4061tY8V1glv/lVdDz8+TNVT3/agZ3K++bgT6uqfvLI44n0NE1qYshRltLCUVl5Ghtf6+Br7QKtna+x8bVWgcYq0FoFWotAYxFoLAKtVaC1CnV2EeSQwG4Z4pWbAwpzQG7yy41+mdEnQzwyg0cCu8SQUwK7ZYhPbg4oLWG1LapzxiFP0uBPIf404k8j/pTBlzL4Ck8DGWMgg/gz+ae+KdiT1DvjWvu4xhpVWyNKNKxEQ3JzUGby5+sAsFukdwq0dp7GylNbuer8v3yNXah3iQ0+qSkoRyMqW0zjTOg9KciXhvwZ2D8N+2dg/zTky0DetN6T1nqmNM6E0h5XWCfk1vFiyCxRqTkkRoJCg4+v93A1DqbSSpOZaTKUobQxVQ62xsPR+3hwQICEhOao0BThG4JcvY+lcTGUDprcSpZh2QcyKkBGBIZBLkzgQP0sXS9d201V4SiKDpK8dUzWMiptHJY0DEtuD+dLnLeHFbfHVA1ETRNJ30yF2+hIB8vcwTK30Q0tFH0TSXN7WHa9j38ZRz/fPPZNw8jZxrGzTaRzzZTvOpjf9wprh1T1ZEMzHdMxds4NbWGYWujGvI6pcBMVaqLoG4iaW8OK63jhlTucS53MGhzjQjvtfBv121Yq9u+3rbRvW6nftlDPNVPONpPPtVDOtzNqcOxL3bwrfeJrBPmNEc1tEtRAQRoohgYK3LBUx5Lr/QsuvtTJudjBrGmnX2ijXWinX2inX+igX2inf9dGPd9K+baFfK6ZfLaZdLaJ9E0j8VwT+ds22nc41kXMyAOyG0OqujFdQ/4coLGVYW5jWdrZ1g6OtZNr6+LaOjkWHBvtYJpKdXwZx7jYTqtpp37XSv6ulVzTRr3YQbvUyfi+i/l9F+tKN+tKN+vqHc71fsFNgrhuWN5I0rTSDJ0cS6/QhZd4+8XufpGzT+DoFVh7eZYerukOx9jNMtxhGbpZ8B0W3M2Euhn6LpoGR1V3UJTtRFnriLh5SNBE4DcN5qN5UNA8JGgZFrSOCFtHRB1EKY4k66Iou+mafg48KLSMyZxklZeq8dG0foYuyNQFGboAXeuja7w0tZuqcJJlVqIEHcWyY66ewNENsDSLgqkeYKrxDBWeqcQ0TWBrCRzdMA8eESBjIhNJgpKkFrLMRpXbqAobWWYhS8xEkXFMuEjHBKZqgKkcYCjwdDmeLsfTFflgKAhMJYGlJLBUg2z1IEczxNUN86AxIUKSoFR5MUH2cvR+7pLsWOdlF3WsLtFxUcRSM0ViIouNidT0T37xxBP/39ufffbZN0f/reqR187Vnzv6+OPVdYN0Ol3Y+8kzz3xOWa+OS8S6oM7narSLir3Yebcl5Yb8wwfruHQrxRVX0jHly99WPfN5HzazoqRYkUhN06QmuhxlKq0slZWjdnC1Dp7WwdXYeGobV23lqC0clYWjNLOVZrbSzFGiHBXKUVm4GptA5xBCbrHBKzZ4RLBHBLmEeqdA5+Br7Ty1jauy8DR2gd4lMngkxoAcjShtExrnpM4zpfek9J6UzjOFPYa8Kcibgn0Z2J+BfWks9J6UzpXQ2OMq67gSjcrRiMwckhqDEsQvNniFkEegc/G0do7axlaiTLmZLjXRpUYsGAqUrbJxdS4B5BUhQSkaVdgn1a4pjSel9aS1nozOm9F5M1pPRu1JqV0ppSMpt09KLRNic1RsiorMUbE5KjJHhcawwBDkQX62zsNSO2kKG0lqHhMiY0KEKDGTpFaK0kFXuRlaL0sXZMNhNhRk6vx0tZussJOk1lGxeUSADPFgAhcaYOv7Wbo+hu4OXdNJVXWQFK1jsuYRSeOQ+DZBcGuAfxMvuIkX3MALa/HiGwTJzSF53bCqYVTTQNI1U6BWTMdME6bjRpKmbkh2rY9/qZPxbTPxbMPo2UbiuSbyuWbqhQ7m972i2iFVQ0HH+fIx05zXMQ1pphmaijoeU98aki3ouIN2vo2C2XBJfN0w9nXD2DeNpHMt1PPtjJpOzuUewVW8tHZIVUfU15PhejLcQC6rY9EPvcIrd/jfd3Ev4dg17YzvWmnnW6nnW6nftVG/a6Oeb6N+20I+10w62zT2TePo1w1jXzeM/lf96NcNY2ebKefbGRc6OZfuCK70S64PKm6NautJUGNRx0xLO8vawbHhePZOng2rV3SwTG10uIGovkmQXL3DudzJuNhOu9BKOd9C+raZdL6F/F0rpaaNerGDerGdhpn6Eo5+pZv9Qy+/dkBye0TZTIFwLPMdgaNf7O4TufqEjl6BrZdv7eGhdzimO2ykm2XoZsHdLEM3E+5m6rvouk6qBkdRt5MUraPS5iFhI4Ffj+fW4zkNxRjgNA5wGwnc5kFey7CgbVTcTpR2UpS9LIjAN49KHWSVh6r2UTV+ui7I0AUZOj9dk9cxReEky2xECUoUm0eEyDDfMMiFBjn6QY5ukKMjsHUEtnaApcEzVf0MZT9d0c9Q4hlKPFM1wNIMcvVDfHhEiIyJTEQxSpJaKDJbfoaG1EwSG4kiZFQAj/D0w1zdEFtDYKkGmEo8Q95Pk/XTZH00aT9V2keVYk/xdDmeIR9gYlLWDHF1owIDSWKmyG30BR37uLCfu0zH7MU6pitsNLmVJkcpUjNFYiSJEaLIMJma/skjj+8vLVacO/T4onNzz3xJWW92XLDxQuZbtcS9ieUNShLkB+h4sfGX9XFBXapj1lf/WvXbL4cLE91unHji0YPffPXVVz/9xROJ1AxVjtIVFqbSxlLbWWoHV+viapwcjZ2jtrNVVpbSwlKiTIW5NFgKlKWycjR2ns4lgNx8vYunc3E1Di62isLCVJgZcjNLgbLVdp7eJYB9YlNIho4r7DG1K6lxTaldU2pXEnusdae07rTOm9Z5FkLrmlI7EwpbTG4Zl5mjUnNYbAyJkKAQ9gkgD1fn4micLJWNqbDQZWaK2EgRI2SxgSwykEUwWWyiyS0MlYOtdfOggNAUkVhickdS4UopXWmlK61yZ5SutMKVVrhScseU1JYQW2JC0zgfCfMMISy4hjAXDrL1fpbWw1C5KAo7UYIOC02DXGiQCw8KTMMidFRiI8qdZIWbovbRdUGqNkBWesbkzhGxdVBoJvCM/RzsbLuum67tpqo7qaoOirJtTN48Im0YEtcRhLfw/Bv9vOu93Gs9nB/6eNf6Bdf7RNcHJDcGZbeGlXWj6nqitokCtdCQdqaxjWFspcHNFF0jUXt7WH69X/h9F/tCG/V8C/l8C+XbVuq3bbSaTs6VPvGNYXUDBWmim0rP5rUwjC10rGQMN1HgJjLURNY3jGluDclrB8RXe3mXutg1HYzzrdRzzeSChccwCxfjm0YipuMLOPalO/yr/ZLrQ8pbY7rbZHjByCR9vnY8JL9BkF7Hi3/oE17p4X/fzb3Uya7pYF5oZ3zXRi/G+Tba+VbKty2kc03Es42j3zSOft0w+nXDyNeNRCwZx7aF6fjmqOb2Ih2j7SxLB9uK49hwHBuObe1go+0scxvd0EDU3ByUXuvlXe5kXsQxatqp37WQv20mfddKutBKudBGqWmjXGij1LRSLrSSa9qolzuZV3t41/GiW0PyRrK2nWHs5tl6Ra5eobNH4Ojl23p41jsctJtj6mYhXUy4i2XoZsJdTKiLAXXSdTiapoOsaiMqWkYlTUPCBgKvHs+p7+fU97Nv97Nv97Pr+9kNeHYDntNI4DYP8ltHRG1jUhxF2cPUD/BNI1IHSemhqDAdBxi6IF3rp2t8NI2XpnJTlU6y3E6SWsfE5jGRaURoHBEgw3zDMN8wxIOHefAQDyKwdUUj4xkqPEOF5cir6JgsRUliE1FkJAoNowJ4lK8f4eqGOJiRFXiGvJ8uLxq5nybrp8v66TI8XZHXMWdBx9RyOsaicCoP07GTqXJgZWK6wkqTo1SZmSwxkcVGkggZE8Ir6Pj//c+Ka8cLzsXy35KF5XVcpui8qo4J1StN3yiTHeOOVlUdri+dd/yP/1X16MGPvvrqp48+mUjP0BU2htLOUjlYaidb6+Lq3Fytm6N1sTUOltrOVtuZShtTaWHIUYYCZSosTIWVqbSyVHaW2sHRurh6N1fn5mhcLLWDpbQxFRaGHKXLzDSpiS63sFR2ttbNg31CJL+8L7cAACAASURBVCQxR2XWmNKZVDqnlM5kMVSuKZU7pXan1O50MVSuKYUjIbfFZZYJqXlcYoqKkLAACfJhP1fv4+g8LI2LqXIw5FaqDMXODmOnGsaECElspMisNIWDoXGz9X4eEhGaY1JbQuaYkjtTcmda7srInWmZIyW1T0lsSZFlkm+KcZEoCw6xoABLH2RBQRYUZOoCdI2XqnKTFU6i1D4iRgf5xn423M8xDPCMAwJ0SGQdljhGZK4xuYeo8o8pvCMy16DYPiBA+7hID8vQzdR30bSdVHUHVd1OVrWSlC1jiqZRWcOgpI4gujUgrO3nX+/lXevhXO3lXuvh/9AnvIYX1w5Iagflt4YVtws6bqbCrQxMx4YWKtRI1tWPqW4OSn/o41/qYtXgGDU4Zk0nqwbHvnxHcG1AdnNU20BFmhnmvI4Z5tZipYJqaKLCTRS4iQI1kfUNRO3tEeWNQdm1ftGVHv7lLk5NB/N8G+3bFsq5ZvLZZvLZJtI3TaSz+SCfa6Gcb6NfwLEudnG/7xX+MCCrHV6WHRdnzg0rbw7Kagck2HlC7EzdpS7uxU72RRz7Ymc+anCsCx2M8220822Ub1vI57BMuZl0roV8vo2Gbetyr/AqXlI7pLg1qr1NghoohiYa0sowtzLRtiU6ZqHtLHMrA2kgabHE/+od7vddrEs4Rk0H/UI7raadVtNOw+rINe20mjbqhTZKTTvtcifzag/3Wr/o5pC8kaRrYxi7eLYeobNH4LjDt9/hWe9w0W6OuZtt7GIhXUxDFxPO/4vpmKppJ6vaiIrWUVnTsLhxSNAwwG8Y4BWC2zjAaxjgNRJ4TYP8lmFh26iknSTvpKp7WRBBgI5InWSVl6L2UTV+mtZP1wVoGj9N46OpvVSVh6J0keUOksxGklqJEgtRghLF6JjYPCYyYxOQR4XGEYFhiKcf5OgIbA2hWE3m6IZ40LDAMCoyjYnRwiRlG0VhLxjZTCr98RHAI3z9cEHKWKY8wFDgGQo8QzHAVGIiJrDVQxztME83wofHREayFKUq7HS1i6lxs7UebHIFFy7EwswKN0vjYqodTNVCpYIqQ7EyBUmMkETIZGr6J4/kixWf/vlnhWJF1Z/+s1CsqDpQX7mOF1cmyhcrykxbW03HS+bWlfq9RMf9x6uOdwcCuKOLGv/6dAcej//o36uqqqp+/tivkplZpsbF0ro5Wg8X8vIgnzOU9EWnfNGkN5r0RhKeSNITSXgiCXd40h2edEcSnvzCpCcy5Y3mA2vmDifcoUlXaNIVjLuCcVcIaz/lHZ/yTaT9sUwwPh2cnA0lZoNYTM6GEsW4G0reDSXvhpN3w8m7ocRscHI2ODkTjE8HYtP+WMY/kfFNpH3jKe/4lCc65YlMuSNJVzjhCk06g5POYNwRiDsCMXsg5gjEncFJVzjpikx5oinvRMYXm/ZPzgYmZwOTdwOTd4OJu4HE3cDkrH9y1hef9cVmvBMZ93jaFUm5IlPFcIanHOEpRyhpDyZsgUmrP27xxVDvBOrBLoeJW/yTFv+kNZCwBpO24JQ1OGUJJFBfHPXGzJ4Jk3vc6IoanRHEGUacYcQRNjjCsD0M2UOQLai3BvRWv87i11p8GhQLv9YS0FoCOmtQZwvpbGG9PQw5IrAzCjvzE/iwmXywcxx2RvT2sM4a1KB+NepToz416lejfo0loLOF9Y4o7JowuGOFmDDkr2HB1i1GFHJGIXtYbwvrbEGtJaBB/WqzT2XyKo0ehdGtQNxyxIWFAnErELfCuDA5XW0JaK0hnT2sd0Qh5zgWMPbAEdXbI3p7WGcL6WxBrTWAda5B/ep8+BaGbfapzF5so0qjW2F0Y/8qjG6lyaMye9WoL78tW1jviEDOKOwch10TBveEwRPDZiUixamQnrjRE0NcE7AzCtnDOmtAi/o1qE9t9qpNXpXJozJ51CaP2uRRmTwqo1uFTRwyutUmrwb1aa0BnS0EOyKIe8LkjZt9CbNvEptqafLGTJ4Jk2fC6B7HwuQeN3nGTe5xoztqdEWMLuyNDhnsQYM9ANtKw2/I/+s32AKII2h0hozOsMkdQb3jVn/cHkw4w0lneMoZnnKFp1yRKVd4yhlO5iOUcIYSzuCkIxh35P+NO4JxZzDuxB5jH37/hM03bvOO23wLYfdPFH4osJh0hgqBLQnESmLC4Z9w+MftvnGbL2rzRm3eSJnwRW2+cbt/3OGfcAZiTuyHPYxpIemNTnmjKe94MTBLJL2YN8IFmYQmrb4JzMhUqZkiNVGkpkRq5qe/KJzK+9nPCjMrvvjThk7lLeTEy7y5/BKO4pJ1nspbiTVelfffH//N1PRdbJIg3xDkG0KuSKoR13/wxMcHTpx5/fiZ149/tP/tj/a//eH+Yx/uP3Z6/7EP97/94f63P9p//KPXj595/fiZAyfOHDjx8YHjZ15/+6P9xz587djp146eevXoqVffOvXKWx+8evT0/mMfvn78zIF3PjlY/R+H3v3sjfc/f/PkF4c/+OLwyS/ePPm3N0/+7fDJvx3+4IsjH3xx5NTfl8YHXxw++bc3T37+xvt/feO9v77x7meH3v3sL9X/8ZfqTw++80lxkPvf/mj/sdOvHTv92tHTrx09/erRU68dO73/7Y9eP37mwIlPDlZ/eui9v75x8vPDxU2c/t/5wDbxwRdvnvz8jff+eujd/zj4zqcH3/lkIU58fODExwdOnCndwVffOpXfxLEPsa28fuLMgRMfH3znkwMnPn79+Jn9xz7EhvHqWx+8euTkK8vj8PsvH37/5Tffe+nN9156892X3nj3xTfeffGNd196872X3nz/5cMnXz6Mtfzglbc+ePWtU68dPb3/2On9b3/4+tsfFSO/lbc+eOXIyVeOvP/KkZMvHzn58pGTrxz54NWjp1879uH+49g7WBofvf429oZ+tP/tD/Nx7MPC0TuF9fby4fdfevO9/KgOVb94qPqFQ9XYgxffqH7xjXdfeuO9l9587+XD779y5OQrb53C3uX9Cz1jH5jT+4+dfu3oqdfKHQdsH18+fPKVw9jT918+/N7CRvNRvXBYDr9f2LXFR774CVwUZw6cOPP68Y+wAeQP+JtL+q9+8Q1s19554S8n/nzwxJ8PnnjhUDW2uZePnHz1rVP5j+6Jwtta8oOQ/7AdKwS2j9h7kd8X7G0tHLdD77zwl2KceOEv77x4CNu79146/P4rRz547djp/ccXduTgiU8Onvhk4bOHffwKR3VJFMZwemEAb75XEu/n36nCxwn7AL9aeLuXR/7D+cbCLhSH/cJf3nnh0DsvHHqn9MOA9Y99UF879mHpu/P68TMHjmO7UHL0Cp+KV46crGvttvljdKWNprBikUzP/OzRpx6yq/JWZ406fuSJp1Mz94SmiMgUFZnHxeh4IDZ96N3PtmaPAAAAYBGvHj3lCSdYahdL7WSqnUy1I5mZ/fkvf7UXdfzoU8+kZuek1rjMNimzT8psieDk7Jsn/7Y1ewQAAACL2H/sQ280ydV7OXofR+/jFC6Sfvfdd7/88suamprbt293dHQQCAQajSYSibRardlsdrvdoVAoHo8v1/HWsVTHa18zm83Ozc3NzMykUql4PB4Oh91uN4qiOp1OIpGQyeS2trZz58499qvfpmfvK5xTysKUg1Di7pFTf9/BtwcAAOwdDpz42Dee4huCxcC+QujJJ5989tlnn3vuueeff/4Pf/jDH//4xxdeeOHVV189cODAoUOHjhw5cuzYsePHj7/zzjulOt5qisPG4XBVa9/JNWbHv/z1v2buZlWeaXU+ZsLJubdOf7kFhx0AAACW8pfqT/2xjMg8XozUzNwvnnxmjcWKQCAQDocxHW/nsLdGx7/5XeZuTuO7qy1EZGru6If/Z+t2AwB4eLn7xz/Onjo1felSqqNjSihMWiw7PaKHnjfe/2swPiO1TUptkzLbpMw2mZ69/+ivnn0IdLzpxYrHn/595l5OF5grRiR1/9iZf2znjgEADwtJiyXd0TH71ltz+/YVY/bUqcz//b+Zujog6Ao48sEXocRdrFKKRfpu9rFf/3btteOZmZm5ublsNoup7+zZs+srCVfKluh4+l4OCt6Hgvf1wfv6wP1o6v6xM//c6fcIAPhRU9bLpYKe/vzzTF1dikqd0mgq3wqKZv7rvxI+3yaO/MfGW6e/DCfnNN6ZYmTuZn/5m9/tYR2H7uuxCN6PprJvAx0DAGtjdS8vCPro0QVBC4Vr7Dw1MDC3b9/MsWMbcfqPnGMf/SMydV/rv4eFzn8vcy/3+NN7UsdP/Mvvp+/NQ6FsMaLp7NsfAx0DAOtjjV5eEPRrr82eOpWpq0sNDKwk6MzXXxfbpzo6tnmPtodjZ/4ZTWX1gfvFmL6Xe/zp31es421jK3T8b9P35uFQDg7loFCuoOOvdvo9AgAeVtbr5SWCLp4nTPh8s/v3lzaY/vzz3Ve4ePvjf0bTWSh0vxjT93JPAB1jRgY6BgA2hYq9vLqy117reCg4/vFX0XQOKigIDuWm780/8S//tod1HM5BWIRy0XQO6BgA2EQ23cvpW7d2ep82jeOffBVNF/wTzsHhjer4oa4d/9v0vXkI6BgA2Ho20cszH3ywOwoXS3QMAR1XoGMcALAyc/v27fQQftQQbt2S/e1vkZde2lCO/Ic/sL75Zqd3pTzza/4qH6DjzdHxGg834GFnbt++0sdlY5VVAKuw8Xw5c/nykj43aJnN6mGNR2DTdbxtAB0Ddob1CnfNOqbP7Ns395/0Sse1e9iIl2eOHSu9GnB+w18yuZ09AB0DHQPWx8Z1vEI2DXS8lMq8fPePf0wNDGA9zG9MpusqNWy8B6BjoGPAmlhi1dWNsFKD5V2BUsYDSaLoGkU8+8EH0xcvpiiUYoI8v7d1DGrHgF1LWXUW5fvAtR6kY/rMvn13m5HiS1PNxxYyvpLlew3s8ujyifD+/TOff57u6JgSCMquO19QYfGHtOhHHA43P/+AL4YslenZqqqzVVXzK7u1bAOg46UAHQM2hdXLFCsZuTIdTzUfm9t3bBp7hjTf3cNGLr08umwKvArzJSrEfk4xC2P/VlVVJRKJ0n+XsFzHK0l5peVAx0vZTh2X3py1cCvWLaPkprCbD6F68V25t3cwJcdxo4dxs49SWauutKRs+zXouGym/J+pjY/+IWTm1KnVU+BVmC9RYdHC8/PzpRPRig2WG3mJTFcy8iqJM6gdL2XbdKytea7EYITqTTRyWadUIJo1r0Korqqurl5H95tpPUJ1VenNx6sJG+l8a3S8Ul68+OzcolfXoWOk+e6+fTOlZ/Xo/7mQLAPWzHxJsaIo3/n5qgeWKYprza+QCBf9u3oFA+h4Kdum4y1MVjdLx+vYXjUhQViHjzdxMJueaG9eb6vnv6uvsg4dL5fvckED1sD84uw4UfhpxTLlJY0fmB0XKU2TgY7nf5w6foAxscfamueeq67G/hTPP6gmLPxt/lyNNt+yprr413rh5SX9LxfNQj+FvLy0epLfOrYKodB9uRQes3FxA0vHs3h9bEmxTaE7LMUtaVZNWDSeYs+Fg7B4NxbtWXHY5XZnLQPTlqxa6JlQvZ6/XpbNS1v00pIHq78KsuNtY74kO8Zsu5YzeEVWkelaXLx6D8sBteOd0HHRRFVFx5T8bZ5vU1DFgsQfmB1jf9iXPlpYsrifkuWllYGSjor9FJov7mf5MBZGXrTiguxKxrN8T8vmrovluXzYKx2olQZWHE/prq+fsiZdaRLb8mardAJqx1vBfLlzays1/rFkxyGg45JvdCt+u934VmXHiyVcmvFhAiKsvNZKna++rcQyaa729/viAZXtZ0mrkjZ57ZXauGjA1fe0LNgvi9V3Z00Dyy/dYN1iJR0vf/rA9sseg5kVm898iQqX2/aBrLF2vIqR16vj8fSCf8A3ui183zG8KbXjtep4cb62unfKNnvgWmvXcTE3Lq62/NfDkrNtpX0SqquqCSVV58Up7Sp7mkhUlaO6eCpvTTpeeWCJRCJfytiE7Hi5Utel4+XXhoB5x1vB/Hou4lhLdlw2I17FyBVkxzD4vuMVvn5+4zMrSrLE0kQvUWqiZcKqTMebVKwoI/nq6nLWW2G/MOMtnhmxfISrTJlYtMqizlfanTUMrGxpaP2UnTWxxhnH4Kq87Wd+U7PjVaoTm6hj8PXzi3QMFWJT5h0vLHnuufLZcSJRcv6ptFRa6DFvmWVp3ZK//asJy09Xrf9U3rJSMtbDsprAoo0vNuOSeWoljVbd08WDWDS6B1VI1jKwZcdmfafyVuKBLl69GWBLmd/U7HgVHSdWMHKFteNQXsp7XcfQxnT842Vz5POj2dL27Q7gIWZ+WXa8+r9LKFusmF9Zr8tf3YiOoQ3r+KGvHZfOMnn4dVw66WuDJ7HWscENbqmqHAu9b+fuAB5y5sFXCG0LQMcAAOABzAMdbwtAxwAA4AHM720dbxtAxwAA4AGs5552W8U80HEp674MBIs1XwaydTsJAAB2AWvX8Xg6t6AgoOMKdAwAAAAbZ9N1/NDXjoGOAQDAjgB0vAk63unaFAAA+PEyv3PFij2q448AAABgGT6fbx7UjktZl44N4ZyhIh1v3a4CAICHlIp1jIlob+t4bt4QycFYhIGOAQDAhli3jjMF/0Ryhkhuem5v6xjeDB1TT1VVVVWdomL/l/B8rQ1rYat9vuzy+WWrFF9dskqeU9Tlq5yiljsMxWYLGyv/+iptVmq2bQsXHb3Cfi5rib2+8j5UwKJtlD/AAMAyNqJjeMM6fshrx5uiY+qpggsKWl5YXPV8ra3wo53XRd4t+WeLVlm01uIlJUZY1GR5e4xFMi8jqpL1lm3gQc22beGSXcEWlW25uUIueYuW/CYAAFYF6Hgp6y1W5KNCHZeKYLFI8s9ql/9Ar+bCtS5YnFQu08UDct9F+lrZx2WbbdvCkiEs6Hillgu/FJcehTUtXL7XQMGA9VOBjhcUBHS8YR1TTz3//PPlPFKwZm0Z2S3NCjeaHZcxx1KNLWYl4y2osaQusqjZkh3ayoW24sPnF/xYdki2FfPj4r6VvlJ24QoHBwBYBzur423jx6rjMgYu4RS1vCaWFTKWrrWs7TIdr9h+aaOyWlnFs6Vr7bCOiw+WZsFldLyqRJfUO1ZZWO4Ab2pRGrCrqWBmBdDxgo6RSC4fm6bjJT/d5RaulB3nRbCo8erZcfk/rBfXSco4ZQWpFUS0pN6yMzo+daro2rXo+MHl47WWLkrfBVC4AKyHCnSMhHNFC+15HUdzSDR/LMYzW6HjMj/Qq9SOl3fxgNpxOQstPcW13EIrVGALOi7b+TbXjvMVisWsUmXevOwYe6GM8QGAB1BBsSLv4mgOie752vFCdlyZjleuHS+wnpkV6z2Vt1p2XDIzYIU/yBf9Rig3GePHMLNivpx2l7VcSZtLf8OsvHCBZSVpkB0D1kblOt6M7Pjh1vHM3Lxxg8WKNZYvHzDvuGSVZT//D64dl5PK8pr0qhXSfGWgzMS8slM0tm1h2WOw8uplKxFrqR6tevxAagxYKxvRsTGSm9njOt5o7Xh+DROnAFsOKCkAfhRsMDveoI63jS3MjvMRzk1s9Kq8zd5pwNoAMgb8SFivjicyuQUFAR0bo7l8VFg7BgAAgDwVZMcLCooCHZfoeALoGAAAbIBKsuPN0/FDXzs2AR0DAIBNYiM6NgEdg+wYAABsFiA7Xsr6suPxXD6iQMcAAGBDVKDjBQWN7/naMdAxAADYLCrRcRTouKBj83jOHM2Zo0DHAABgo1SmY0xBZqBjc/FYRHMxoGMAALAB1qvjWCZXqqC9XjtGx3NmLICOAQDAxqhExwUFoRvOjneDjvMBdAwAADZGBTpeUBDQMdAxAADYLHZWx9vGVunYMp7DAh1fn45PAgAAwGIq03HRQntexxM5y0QOnahEx1u3twAA4KGjAh3Hp/P+wUS0p3U8OzdvLRwIy3guvht1XFW1jkMHAAAqphIdZwr+mchZJ3Kze7l2jOm4GPFpoGMAAFAhlWXHpQra8zqO5ayxgo4rzI5Xvj3HA24CUm6tJavkKX6X8tKbiy5l2Z0ygI4BgO1hQzqO5ayxPa9jWyxnw3RcebGizO1Ll93j6AG3yFt8O9JyLUqXrujjMveRAzoGALaHjegYE9EGdbxtbJmOJ3LFqLRYUe5Obqdq13UD6TUsWFi4oo/L3WX5RaBjAGBbqEzHpQra8zqO5X8vbZaOC86tLaPTpTdOXm92XLhr9Uo3g1q0PO/mzx4HOgYAtoMKdRxbiL2uY3ssZ98cHS+u9Ja9fduyQkb5+nBJ2+W3ty9JrpfdHA7oGADYOTaiY0xEe712bC8cCHtsk4oVqyxcKTvOy3m5e0sXlTnHt+p97IGOAYBtpTIdlypob+v4/rwjnrNjEctNbqaObeuqHS/vYumSJel22ewb1I4BgJ2jAh1PYjqO5+zxnCOem72/53XsiOd/NW2qjos575pmVjxwwTL9PqAaAmZWAADbTOU6juUcm6HjbWOrdOyM5w+EY9N1PP/AecfLSxEr5ctlisVFvy86aQjmHQMAO0QlOp4p+CeecwIdO+M5LDag4x81QMcAwPZQsY6LFtrTOr57f94Vz7kKxyIxA3QMAAAqpAIdJ2by8sFEdHcv147v3p93TebysUt1DAAAtofKdOyK54oW2us6dk/msKhAxwAAAFBKJTouKMgNdOxJ5DyJ/LFIrkfHW7erAADgIWW9Ok7O5OWDiWiDOt42tkrH3kT+QHiAjgEAwMZYt45nC/5J5LxAx95EDgtPIpecBToGAACVU5mOixYCOl44FiA73oVYLDmhcKcHAdgrVKBj7+bp+KGvHfsSWS8Wk9nkTBboeJeRvXFj7uDB+ampnR4IYE+wfh0X/JPI+hLZPa/jZNaXyEdyFuh4tzF36NDcvn3ZGzd2eiCAPUEFOi76x5fM3tvLOr53f96fzPoLh2MK6HiXYbHM/Y//Mbdv39y+ffNW606PBrD7Wa+Opwo69iey/g3reNvYKh0Hklk/FkDHu47sjRuYi+f27Zt7552dHg5g91OBjv0FBQWAjgPJbDGAjncZWKWiGFk8fqdHBNjlVKDjUgXtdR0Hp7LBqWwwmQ0ksymg491ESaUiH3/603wwuNPDAuxm1qvj1Gw2kMwGk1lMRHu9dpzX8VQ2CHS8u1hUqSjE/X/8Y6fHBdjNVKDjBQUBHYemssUAOt5NLKlUFANMQwZsHRXouFRBe1vH2flwKotFaCqbBjreNSyvVBQDTEMGbBnr1XF6NhsqKCicyt7L7uXacYmOwymg491D2UrFwjk9MA0ZsDWsW8d3F/wT2eM6nsvOR1JZLMKpbPou0PEuYaVKRTHANGTAVlCZjosWmtvjOo5mctF0PjJ3wXdW7ApWqVRsYBry3L59qzxdVw8VrLuJ7OzWdzfr1XHm7oJ/opncBnX8cNeO57Lz0XQ2H6lsBmTHu4LVKxUVT0PeRB2XXX21XH5tzVZfcYODB6yF9es4u6Cg9Eaz44dex+MlxwLoeHfwwEpFZdOQV9fiensoq+O1bLeCBpuyCmAtbETH40DH4+lsMYCOdwNrqVRUNA15FZlWoOO1v7pBHW9KNg1YI5XpuKigvV47Hs9k8wF0vCtYS6ViXR0uX3dJJ5tVTFipz83KjivWPWDtVKDj8XS2aKG9ruOJTDYf6ew00PHDz/1PP71//nyOQpkPhVaqWlTWc9HFZZ+uvYe1vAp0/JCyXh1P38suKAjouPRYTN8DOt5VrJQpV9BV2RUrSLTX+GplOq5A3MDFm8vO6vihrx3HMtmJTDYGdLwbyQkE5XW8/qvylqt89ey47C+AbciO11ueBjreXCrWcSyTjQEdxwoHIgZ0vPuYmpr7939fruOcRrOubkrNu9zCq2Tcq1SHV2+8kWJFZVsBbAoV6LhUQUDHQMe7mfuffLK5Op5fwWJrqWasUZRr2dzq3a5lQ8DFW8HO6njb2BId38/Ox6dzxZi+B67K221k29s3qOOyllxjPXpdotw2Ha+lAaAy1q/jXKmC7gMdx6dzselcDOh4V2KxbDw7xljlz/zKdLxSlr16n2vZylraAyNvBRXoOFZQ0F7X8Vx2PpLORVK5SCobSYHvrNidzL344g7qeKVzgCuttdU6BrXjLaWCeccLCkrv7e+smL43rw/ldFgEc5EU0PEu5P6FC9us4zUWMdabO689B18JMLNiq1mvjiPpgn9COX0oN31vD+t4anae48zmw5H1ToJTebuQHIWyFTpevXa8lurt6tMzNlfHq/9uAFLeLNarY08iyy4oiOvMTs3ubR2zHVm2I8tyZFn2rAfoeFcSDM49/3ypOrMDAxV0U0GxYi0dPlCUFZwwXN7JWgYDpLxx1q3jySzLkWU5spiINqjjbWNbdBwHOt6d3K+uXqTj9vadHhFgd1KJju1AxyU6xlzMsgEd71qWXC0NdAzYIirUccHIe13HrBIdu4GOdylLrpYGOgZsEevVsbtEx6wN6/ihrx3nXWzPMoGOdzVz//N/Ah0DtpoKdMy0Lxh5T+s4OTvPsgMd7wnu/+MfQMeArWZDOrZnk0DHLHuWCXS828kODAAdA7aaynTM3CQdbxtbqGMm0PFeoORq6eyNGzs9GsDupGIdM4GOk7PzTKDjPUPx5iD3P/lkp8cC2J1sRMdMoOPigWAAHe92ildLAx0DtogKdMzYPB0/9LXjvIuBjvcAxaulgY4BW0RlOmYAHQMd7zkKNwcBOgZsEUDHS1mvjhlAx3sG7GppoGPAFlGxjhmgdpycnWcAHe8lsJuDAB0Dtoh16zi+oGMG0PHCsbACHe9+choN0DFg66hExzagY6Djvcrciy/O/elPOz0KwO5kZ3X80NeOi5UKoOM9Ana19E6PArA7qVDHNqDjoo5tQMd7COxq6Z0eBWB3UrmObUDHs/MLx8KadQEd7wWCnrcNxAAAAlNJREFUwbnnn9/pQQB2J+vVsatUxzZQOy4cCDrQMQAA2BgV6JgOdAx0DAAANh2g46VUoGM60DEAANgwlemYvkk63g21YzrQMQAA2Awq1jEd6Dg5O08HOgYAAJvERnRMBzoGOgYAAJvFzup42wA6BgAAP3aAjpcCdAwAAHYEoOOlAB0DAIAdAdSOl1KJjq1AxwAAYKMAHS9lXTqmWbM0a5ZmvU+z3gc6BgAAG2FdOn77469c8WxBQVmadS/r+OnfJ2dyNMt9muU+zTJHtcw54/ffPvNPoGMAAFAZ69TxP13x+wUF3adZ7idnck88/fu9WDt+/OnfJ2ZyFPNdivkuxTRLMc06J+aOnfkH0DEAAKiMden42Jl/OmP3KeZ7FDQfiZnc43tUx7/5XWI6SzJksCAaMo7xe0c//BLoGAAAVMb6dPzRPxwTcyTjTDESM9nHn/7dXtTxL3/9r5OZ+yPayWLYIjNvnfo70DEAAKiMden4rdNf2qN3R6FUMSans7/8TeU6fohrx4/96tl4+h5BHibIwwOy0IAsZAmmD7//OdAxAACojHXp+MipL6zh6UFNLB/qWDwz99ivf/sQ6Ni+ZqxWK4qiRqMRhmGtViuXywUCAZPJJBKJAwMDLS0tFy9e/Otf//rok8/Epu728F09PFcPz9nDc5q9iTeqPwU6BgAAlbEuHb/x/udoMN0nC/XJgn3SYK80GEvfe/RXzx46dOjUqVN///vfz549e/ny5Vu3brW3t+PxeCKRyGQyBQKBXC7XaDQwDBuNRhRFbTbb2vW4Kfz/2edCK727qkkAAAAASUVORK5CYII=" alt="" />
③运行aaarticlea/png;base64,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" alt="" />
二、软件仿真时,MDK Logic Analyzer添加current logic analyzer signals时显示Unknown Signal
①.首先确定输入格式正确 PXn 就是 输入PORTX.n
X是A,B,C... ;
n就是对应的引脚编号
例程PA6 对应输入就是 PORTA.6
②.设置 Dialog DLL (Options里面选择debug)分别为: DARMSTM.DLL 和TARMSTM.DLL, Parameter 均为:
-pSTM32F103RC,用于设置支持 STM32F103RC 的软硬件仿真(即可以通过 Peripherals
选择对应外设的对话框观察仿真结果)。
- STM32F4 MDK5软件仿真 error : no 'read' permission
问题描述 CPU:STM32F407 MDK5软件模拟提示没有读写权限,只能一步一步运行.提示代码如下: *** error 65: access violation at 0x40023800 : ...
- STM32 mdk软件仿真时过不去时钟的问题
stm32的程序用MDK软件仿真时,由于系统时钟初始化函数里有个等待系统时钟准备好的循环,所以过不去. 设置方式如下:这么设置之后仿真时就可以直接进入main函数了.
- STM32 Keil 软件仿真设置
设置 Dialog.DLL 分别为:DARMSTM.DLL和TARMSTM.DLL, Parameter 均为:-pSTM32F103RC,用于设置支持芯片的软硬件仿真
- 【转载】FPGA静态时序分析——IO口时序
转自:http://www.cnblogs.com/linjie-swust/archive/2012/03/01/FPGA.html 1.1 概述 在高速系统中FPGA时序约束不止包括内部时钟约束 ...
- FPGA静态时序分析——IO口时序(Input Delay /output Delay)
1.1 概述 在高速系统中FPGA时序约束不止包括内部时钟约束,还应包括完整的IO时序约束和时序例外约束才能实现PCB板级的时序收敛.因此,FPGA时序约束中IO口时序约束也是一个重点.只有约束正确 ...
- FPGA静态时序分析——IO口时序(Input Delay /output Delay)(转载)
转载地址:http://www.cnblogs.com/linjie-swust/archive/2012/03/01/FPGA.html 1.1 概述 在高速系统中FPGA时序约束不止包括内部时钟 ...
- 单片机小白学步系列(二十) IO口原理
IO口操作是单片机实践中最基本最重要的一个知识,本篇花了比較长的篇幅介绍IO口的原理. 也是查阅了不少资料,确保内容正确无误,花了非常长时间写的. IO口原理原本须要涉及非常多深入的知识,而这里尽最大 ...
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1.1 概述 在高速系统中FPGA时序约束不止包括内部时钟约束,还应包括完整的IO时序约束和时序例外约束才能实现PCB板级的时序收敛.因此,FPGA时序约束中IO口时序约束也是一个重点.只有约束正确 ...
- 每天进步一点点------时序分析基础与时钟约束实例(四)IO口时序(Input Delay /output Delay)
1.1 概述 在高速系统中FPGA时序约束不止包括内部时钟约束,还应包括完整的IO时序约束和时序例外约束才能实现PCB板级的时序收敛.因此,FPGA时序约束中IO口时序约束也是一个重点.只有约束正确 ...
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