VpxX7S5UC2g3YHZuQhsXRw==;mXqb2E/2hzb8NvT9N2kYkDyUzmjtemruJkTYiiR3ZrinXooWo/HGWSqrP+YR7haARPfeQk/icPYzNHV846Ct9Q4zDFhXKbsIIGj5rOK6HV+nG2r2SL69s4RmDANJ3gIy1bBFg3JGzqP/HSJWyNx0uBPyFWE+EgKZPfitg0DUuw/fZo0gHG4/RyPlU57Qnfs6s3z5YruQDG1zQ58yVA2wThG8d6kawjrxTkT2W4pJ7299GH4P5Kyh+FUGNCcnyaccQT2RFKS2aYyDdW/hmx6CXvd5JDlAkuFOaSo64HMUf8VDihZAm5/lnujvtMxee14xSGNT5xdEDtuRE1V71lycInP0FcNN7dmIwPUOiONIKQvzy/FYo6d2IQcigiWnys7ormZC9n7AZuDCTx6N4vBEgXevyxulfcc8x4i8t7c2d9ggzA1mZDeMBbpG3hroMi00d46z6xMndlXC1Kilg3SGYJrMDvi95CZxkGLu+dD71u8tN9wDxPKESnbp3JNhzfOtZVPt2Ny/kIwGx2OgindgkgDPHJhkoyl5JxKfcgl2bhRQoENA1NkEvkxfaWg1UA+chtgBLYUBKWm3a53RaGrvitCaCiQbX7Mm0ehHMysy1iNijmAHDYQhbAZhmNJtjaYAf8RbxaoPGaa+MJXlYVdjoiWO7qg7U+UWZ9WDu7xAeuHGGnun530ZzWVG9whYkrELvwszKsV4ZPIeAfiEPmJYWe/z+rrW1tbpKa/Qb2xIhi7WzrOsgCiXvTAOaZWgvgplDQ76OPqtsI6whNtl6nLbk9LTwicRJkj5X29Ea4PZYR9xvWYTKWU7q3GnM35JlcMK6bWGGoqs9oEqfSSNeTUjWNoMGZ5I46ut+elUbpenqi3NloH5xnciC+qFM4xgI0HpKuVFIl/KxsgY9HWd+7piJbOOCjH/5oSdX1k7QO48nx5sn3zy09cFMaKXJqOH+xSFIDirsyuZ+WT7vnnGqv1QSdColXZpmbTINPt5wzR+QWP7+T97Kc2kqbLzr1cUkrRnvTtlc7fnnmPW+gIcqg91RzSfDynxVd56AiXeZpF8WkIYtRThTS+YCvqpCiwXWmcg0j94TTLFVQ7M827NufYqlC2EG0VYBoFOJvyms1ND56r59Q0D1POcxcQ60vhg1yl9VzcaAoI4+4XsPyEfM023DiLgg9AESPr4Y5xPYhsA4zY/5Tp8kKSExyIsCK2VC7u1j7OOagMFIIQ6C2SODjsfUWAjFc4jiV1pMQR/J4sJKBvjhqWpVg673D3lttQCnMqrOT6B5rw4DSKMa2LPdzyuNMOXUiV4ifcefwfw5ILIBt/BgNoPLpYa6lmfMfu072OIPS98n87XEvNnm932hLmN2DBXdOcvCt4VPrHaY9GPWA8+1bQlkd6JyeynceXfoOK1tGx36djYw3o0QAak6qeSRcx2H7aKqf205zkDaEIibADEaotPwVO/EKvl1cmPvUpizEtNGJ3RKqUYiDLKQ1EVdfQSeTe/5UPomCegGZaGj1GrA77aMW1jNsVIqhZ+Bu7WsIi/1DLDyLV+h/FyHhgWFbPjeajuQUaSSFlP9MqNt9+eQOdXsBmko0XDDYNtVuIIWzp3v6Pp5LgaEmLkWGaJcy7CHKwyCcpGkdjmsHwDSukWZveVBJ/IYdqm0M+IhQru/o38mPzFRERFJ/KGzbajMdYjv2vAJ6nCCFgO5ceE89j+WmTXzKoRk4AihxfZnJFRuIFjzADwq3ow+HjcRT6JGIVe5iofI7hvqOjPtB+DLGE5GM1SfVqqpsAZR6gHWFgJjqJ2FCYSBoW6uUNZ9egNviHka13YRvvQJFhtNNbNMw/ifqpYUWCCvrZGXdqemCJIdteu7KbK4lgSdlOBuM5gDKoNZeg+M0ZMKnscTW0Iz3PNbZUSMxwxW/jjk1RDWHUlnile/SHhHq8J4XXXzW7AlpXHxcnUGBxB9mdQRn0feGXCO8KanHJIFiELUoZpOPmSm2ob17K8p0j8Wmem8/jgieeOWXb1lzSM3B9qZvUgDkqIpvM56agSdzqzLa4zk7Ad9NNuI7prhFBsmWPHWvNJRFzqcgUTBAA8J69YIrlJzfO9tZP+uGtih99qcUmEOc+fpdyQ28fssUA7G76Y00WT0t6XnaA2dvYzrsuk06apSDocm6aKL2oEZvT2ZEyM4KLbGKYPEi4qHzWV7j9gk2DlLNMSFZHOXS6HhkwBDGRYEp5OCYDZ8Sso6ZjcKshqYGK3bl32ESgAUicypZGgANy9IJj+mjVcy0PMb6Ou8nKGwemaMTs+tNgzixEEp0dppiPrVw3FWVX2ti3xWW3io+2lBChc2ukU48rbF0RPnpdeN1o1fUfNUFeLmWbJ9dnBJtx2ckdxjtj1EajIFqPhSpKVIaLWBRNijbsUMLVIU1ZRlgFi4/Ofg5sS0SlW8M9unja6T4Y+ZlPWXrIxJkcmsYiXFMy7YNdDxNvBiMnwUEFweQluPVtD17W3ze9JcbOxEyl5nOAP6kijoHjl7OLt86ojuuuUlQlJD1y455UVjEvfd/i3ym/mKzRjIDtg/Yzv/pPNIVdAFbrtVFxbS2n4HQ0I1kcMQUGmjIDVRpbbm3bUVWVFc85b7eHIypwVv7/xFTgO4Qku672xEwvEWxVl0/AiROJBkToZPwSdD5+cYwY2CSlUo2rpr4cR43a7UEvNScoyUiiFEl+s3EklO0sRDKHMBxmcShNJwTtMXAZ1zwEMRCPILPLWbcIezB2FAAYrKF721fr1eI/w4CSmEYruREsg+84ktMto7NxHs3qpMnlmKfffdtflKS714dTIvIXALbl/0CMphQDtAKBC3GXMJAvqCMoMeL3L7GKY2eMHv5GbjqEJjk3jwlsgn6DKKOqZoCo0cGSkMgHiYH8/ArmTt6f/Nhq7RpYWpP0wjPE92j4tOLsZfb2TpvXdSiVtsFOfFDGujF2HDThBxixj1ciBATw7Tyj4VXJzmajH01xqtyCoHfTvMBpwoAzyc4+m75ShBKdZJFnD0/LceZ7T6TSnbFK/1B5Kjhh3qnUy8h4ecJtoeBCK02kOPcEX/XHcR3dU+0eQWiajVKeMdeeGZQsU9iRoqupeiMokTSPBFytpknj4AyUA75nV0bCkf/L3DOrWdPkZanWfeRx0vzH8I6ysRSgAtk+7zFguqvuJCJKQAssGgSa6d4vU9YDOYm8EtiG6aogitH6WVczLQNtvf74P+LDN60N/11BFKPGzOGx6rvNSD+0Y2sfsatB/ku1lEjy2bq26Zfw1Ak88TrrQDFa/m9tQisIIe+1lMptXV7N/ypkFNwUVnRWOBtImwRWu51QEtNEob4JNjVuZOpI0ZpKpBmC9uTE/E6IBZn1qXwN5v4m/nR7u9F7YZFa6JDKRJ5GnhSHxhZQ4ogD6ziAiSqPsEiLVhbaSCFvYE32ejSlEKcW9SZq02IZwV+rEb/6eSN66CCXnu+CxVhpDRLDg2Pj0uHBBL+g5ILyE2FvfGw5fjeEyy9O+c6xITH7khp/nFnMmTUapIFdsiLOyouV4XHpr9PmPwDtEujr5YX19TscmeO+Hx3vfEXk7KTVtgRMXyevZxkOS4le8txUDGE1se51ss5uiaUdJ7Dhbw5q5jwQvwgFsWUOWF4sZc4IkH7ajwhLcAvR8pstOI8E4G/KIhH9Zbq64EdKjdPuv5JBBXxbbY59laH95MsmxYUcZ5FsrudFOyy0bnO8jP9oirP9mV9rJiL4AXLPx/bGmYjH8HtXlJMGvkjAPTw4GnYWMMgcM3SoR3C2Namdo5g9gsDhSM1aWs4JSaF92soTZ/+78yEjIRys1pv0TfRbwx/mudBwXBOKxqZVxleXGIVp5B+KGrTVKLwAmIduwn+UblI2WGM7FQGazfSmTPuv2020J5yQdAmEvH4/uUX00GHIgBbSUrTM1+rF7gvYtgx0FXYqiO5joNGj5a8IhXaPDZoBC/0fBKS0NnFq8CoY21hqslEj645/SBRUl4EokTPIy/a1wlaRZfYwzi3XG+dXImjZKLx6XbYxmD0wsf4dER69vcHMSi0JzXm8zPz5dZ17xSWagJwMwntbme4s8asqaCJXYSIiVGo9CG2gCHoRUmbS1XGF8ybBIPW75sti2dqtH4qcMt9QhcB2GBmpvv2wZLymmM+qYlvt7ZEYEFl/vwU3zK/6VnB2um2lNgLKHtsntjmP4C8qLAJYkRC4fSg8XFFUyJdZW9ZX2x0QUyZBU6wQ2pDXdKgL4OnpX0zpSCeZhXyCUnC3PIrTQO/8QWEYtPr8j00wybyNciRijfmHH8t86sx9mlZ44is9fck6uRvRurmVixMXiJgG/dU5wsv0iwYKkFgJ0JQVQEWZzvXR2G82azZ+gYGaiM+q2QM+lOGr8NUTrWtRLlGVcgzHrT3uKuqcwReemajlMBue0eBFNAuMq45zfqw+uvnRslqmPKc47S3SjDVDTSOECs+w8BjDSmAz7EZVidPooCtd+YU9VQmTsUKx3zrAtSYJV23ZJwVEBPSk8HcZZ3UtXpatXTnWQaSOpMfBm2p2TwQJgGrBO7RApKkUURGyBcWVDx0cgZa+rnIDQs1SxnQoxOLydCEarhzgzQmdD+ST56Mc8gEteinByMOvKMyMo7k0QtcTV8PC6yLBYMcPr8mbf8pAeCOEO+t1HeE9TUT5qnpAyj/p1LQX+Rmw98dS9+KiHTviKWgD66miW/+Hmuum/Bcmyc4t+3Ol1c1PY9qa1r5pMBPc+EyKtg8UdGGct8Dqcjc22LlJVaPQTwXcbCZrJrxGNDCHiTQf/aDWSm2mNL4Ant34Oe5IkDZpyj+DBORcBVJm2aLhn4s21q5LFtHG+ZoQkOdCY/gtLfRruz7LEAsHwwCtCzwCOHuI1JAA2C8wpcpB7k4dP0aFDwn8voEs+Q2+9Lw6hNSEdDvkT7MVOlvx6UwGydofqFxPDD1k+ArGSpjkVOf93j7mNa8ed5tA4plRnEuXjDwH2ia3S40EIHR/e5EvLu/lNiqxg6po0V01/Wi/3LxN5ITQjIb001c6gKmqmAAonK5HTrf7D9heBYq+9DevtMt9TwvSvxZC0bnvoR6iebJTqmfvZ5QWa7a3du12tpEGG5PI1MNpR4mj4RpcXCduKAGVN8v1HRWn1jwUC2TObQJPPwrz64wo9sES6vSYyqjgKEa4UPNmWvcedtxEEOQtT2mcGZOuYhUV736j46F7A1ltaa69tNXmzYWZIzMkXVGGJch+xxv7B4NrUkrpOSy6zcATOQnywE7cKj9vjEb7IQNkvp3WM+jQdLsURE/MW+6KOxiwTXfyMbv5uHgc7q5AXt27TlJkNk3jP7ntIi5Yrg0QJMsfOxZSUjBaFaSpXOkLO5rYlFVbXenRSW4h+KuUjLAM5bWOhQUwsxqeusGTsI4iHFbbgMJuM4QRtHJUHj/q4etN5lVhynNbfmL3ZUCIhftkjGCWNJVpfRnomdQe4NTiWaPh7iupNFWW0wJZDD3Whz+Jq0hD+Blc9qy1NFwWSWymYwupUkD47N56LgA5MVvPGmaSlHVUDxAOjvnu/Gn1uVUX1fIduihQ4oPurXeYTvE51PaEJ3eKSApMx0JlB2Lw1K20y4NLQZ9tDPpYExw9/Gb24c5cT/oySKR4FEyPTYokduW6+Yel5+PZ2D6BW1rbkIMjmS3ImKdxZxxR3Sr3d+F8A+OGA38P2MbPstIzfgzNAKca7j+TuqO6UhKr07mEBLDVwHDoNmgb4EICA/54m6M16NjL757FCXaXOydzZWOOv84PWMauxuz5vEsP5lA32RMI6cLOhtaaOQUou8LlBjRP1NABH8qIdqexncH0FchXSfJ4RDjGiMuWl8iK9vkxLTqAmAhkxguSvs/MNTziWHsoygnm7j5OjGCOY3TK6XZbO/WoEZ4OvysjoPIJhd1jJwuzN+4jT2+a6llwA6NxB8K+JUOOc+R3eWykvtERoP7a79E4DGa48RImSvGEQOaYtiZwi7GoJ7feaukK0C8Ihu3Cx5g+PuuuqVybAzFCpZEnirlRz4+MSHYnVNlsOcfJ0NgYZFSYdrP1SwIejQxqeqPpz081XCVWRdi/fmNqjl0uLPhk/izbzCxOujqP5Afcq+UNP+Z5Qf3SKE57/HYTrx16p4i+Pl8khJZcenm1Y29RRieDZvlajlI0L1wTikJoN6MDOC5IRW9wN0hYTUKPHkyhuOjNbcl1oTPo81l0adNqBidUYjIEzs08kxqOFBIt5F7veKVx+XKuKZ3Vl44Rjr+wDTpBgPqewu68NneLjzuQ9PTP+zTiJ5jf2MMoCLgUtXAxc3W/Mk2tlCUVuEaE/ScIfMtzfuTDrbKG5bkm3MXr7QGd+MM8WG0N9gYOT5hrO6sHn3JAYUKI1bwQ8sknHRrZyU6SqCqyBeQhETbPuGo506y7u4IUcboB6D0jpHXNvyF4+qf3roGXyZPPU5MFhwZU9F39+NG1VXAJYvriJJjpcaqkqu3nwuYcPIu9djET3lexvU4IGzZm3AOsyfllM/OJlav9H5ICUnAWeqB4unD1btn8b0tyTb81EiMzJRECWeq6rifN88i+m1bEP5UZDu+QMQz0DZp2dxLCprF5Gtxf9jMTKtdPKApMNy1L0oLBr+B8httfEXIq5WLGp+dWk4GnIxKx+QUD8FMCkJaKH6jmKO8aqB98t6p3LAoSPyjO+oN/03f9ZDnuo8hqmY11v2ZvW6IqySBDmcALvQoQ8kc6WviD7seQXZsY/q+nT5PwbJooZkjsJ/t2KSlfep83QNVVDIzanX6rwANuWgAsgr4+t3f8gimpI3aNoPbxwP7W81jmFrI3Qxdtrj5aBoa1vQukLl80z1SyU9hJmGWHIZw5eeyrIHZz24d3uBkyg0RGiDI+si9ZN9JABzVewDKlEl00+WvZZt1LpwN6PvJyCAeY0PMGwwYvE+1FKtByKVvai0LCaM5UlfMLrXrUCrQ5GTH5Xt1FVmwRr1bwsyzoE8zrsm48sSxc3JKxafADtE6WPztYYf1KW/rPTNIe4BVpPbetS7he3c9HdS12LBOwejRfhYC64IX1EcNwJwHH4DZGIu23QwYTfGuuvPmHcARErlr9UmM29LJHNhQPt/GmLtUdtVEK2ecg6+NdXgG88dahKrlcL2nQAgoMWCzXqarzQ9L8ajYu0vKKkuM2Rc6hkpof8cecee/VJqoMbWi+o62n3v/DqBSo7BcA8Y2ChzDxk3wAmLlZ7bDddZpOWCmZNzNenZF0+csE83ENZmayAzjkC8uCyS3G0/50vpypyax+Uc+sWnBp1kOX6UpXqkH9Zpkl+eyHn/pbwMa+3Fkce7OQ+XfFqjMOlf5KnanWaxSU41xvFzFQ2CdYn8aeA8KjplqI7JjNCvnWWtv44gS6QY/Ka7+0DvNqDno4o0YDXjTt62CdR3T7ZawM/BVCBDThyQDSbd7WWRpTBOjw4g6NkWd94SsgTwQ4P6O1E3a24PdaqDrddyhN3p6tdcVW+585gm0fZG8EOWvIyZEK+8SK3awGx1oECPRRF85CFOeaxtoCP94YV2vGzJb0q2xos82OsmOoUFvE5PzmTkME6FD3KaEdD5wA/ZSUYzuq7LO3drexvDAUoP4hVHlYe/Eh+qKxMIFAOj5Q36D32W9Y515NSfaZHISJ0WmkVIYdHv+bqBKlAencaQn2srbd2S6O9hikAv9ifAr5PT9lrQWY6komKoMrK3Wdr66JQQO6DxnULhcyTk+yrxMzGfTr8laYeq5KJmyU2NZmF3QWwwu0mARwZwZaVsVe+bFrV57IjBce3oPahWcNiPnzKrBc6IVEkWxAZRuaebeTh3hOUXh0NDZaSwLClk66Eq81bIsQoaPdaLDLHOuaHvfJ6oxJpB0hNd7+Ub1ckC0AL5wn4gLeSC7X/E+pUIhuZLNnCMY8nq9Ih17H4lJWdwSYXZ+eOBjYA9xXwZOdLoaoqgfpoSxiFlA7lKlkwL6bGPrE3jzXcaUqAijo9Wq2mdUwJF+clPDK76+36fMMy5etiQG398palml+ISVZcf8MCtGtE+MVVi4DyLlPjcIt0p8JYf1oPbBR8acYoY52qRaPasoSwjG2jCcZtTOOrZ90tYRPLlIXBlSPxKpZcwd5kYwRmyqXIXSnN364z5EcOkLtSpCPz9Szd1+BjOQXoo8i5x+9eTwOKqA8a2VAqzK39gYiInZEM5DBp5Dl0mbnp0ZtFV6lBhD/9BrOO+SSiB9zSKm7Bi2OOJu4gswBl7sR/n/yo5Rzel3U6kb6d2kBFY9AJCdUuENqd3pHdSW2powqdm5hUXtrHnfpoqOlfBryEq7Dq9GG0wkdaxnFI9YZdTiadJpI+E+E5trI70KVK2OgDh6R9I/1Mqsg4o59JhXx2MMw0gWO01TBxhAMlmly8Jc8uwq0N3e4iiw4SWifIho6nP6MZPtzD24zs7g6Oclc/etDo9dIjItVykHTPDeGRHtIXUPrt0f6ywQxTmCW5J+hp4w0i4GBn7ZGv4OOJQXrI3qkp6o/Db8bqrd8MxcPRSLVCDHaf+Jy0Mxaa89HXIx3PCOhYjJyx9Xmt135phqDYEHfhuQWVY/7BmAcrO5ud8TvXVJs5UoGjbsHoe81Fk70c9cuWiPL+soHuG8MpYg6X9mDiamMy7G5hAMYrMge44RvVKuy6uI0CkrX78Qn88bKH2kee1q6U+HVJWJe3Em5rgaAcIkup6lo8ZW2JCtsr88F4kQ2mGgbQK0SalMdzoZcsojNW6zmeLFamb2ci3r8dHWYURDQ+Q4xAwMqMycNtLZLqMyoVkK+skmafj8v8WiUfiyzfIFDI8TdcWDh+xu7KnyaUEq4B1WEqiRrCAc+GeYSVDWpo4gMXoKu2aUIsB3qKgJc3MfZKvpcDL9v4x1RsJQ6UxXhS4k20eXV2x8HJ62ceTFvCvNQo1D7U7BJtjbOyccwqKFC8KBdNWeyXFT1PG52TS1FJnC6HajKQZ7Z4xixgM3LdvTalJo/J3tjjV3E6QSECmFJZL/dBdMU+Jl1PoOiBj94JuceLeW5wgKPOqsSCVAwP/5VTY81pOgeC1Ta5bpmbDsefK4sClOSYG9X1d+5hw9pqFx4mRHVFfrf59SopYPjgK4gIRtDETlhSaZ4YOpyYhQEhQtfYRKaQZIaGowohZ7FUXuQyYR9Dba4d4iQtIAAy5LVKXth+6A3ldnw1Y0Ge5l4Uy8kUUHgjlVDtVS8rM8wu/s7SKQqRFyvI6H8WTEMPWdJESRY4gMucqIY00VUoRUQF41sa0nPG3O4OjLRr6e48voV5opSsC6aE7+MfxmzhHww2HYgegnQzSeLMqYlAD/msbdqNmX54XgQz/0ZoRjY52kfV+RDPOyVQtjGpJCoKzYqL41p5m1Bqz4uJH2cEGnw0PGz/fZ5Nz22Cp+jeH6bWKXj04P078ypRgW4sWIe833xLyMsKqzkyoclnTH+1gKNYxq2s3POyvpcpDKgGCR9fCDMd7ixHRbNqHndHTl1g1ZG7xLCCS9ooaZNj4czREmrE3EHBgrwERl3VDTNXuPKMF0LIUcWt2iiDbqjWJy7V4H8sJbauQDktOns/0ORrnXG8VetCz7HUG3OTY+PVJkaIJqr+/9kpQDeo/PYBQKn43H2IBvVdZlAzWbUlCy60n0t1ZiqwLICtcgU8a8CGKqLdnW6uaHrLsVBjOd82vDfs6LTM5hE06rgjJU9GBaNnZ5CNRRtE63SOPLvOZW1VUj5gJR0dSBaQX4cfFG872vZCoNQ7yC+h8KW2IGcN0zguyYt0t3aMWkMflRib6DMrVoryd23yyPjru0TLIm5CUQ7Ph6CMPxUdWr6B7DDa3hVbyqt8Q2A17Di9MhUq/NFunkV8YW+2M0uYXxF+qsrxcbEEPGsH6s+TpmvAQrzNCL1OFEG2TVyqCzLdUjPf36+0jcW7+l4CGm29YdSlEK7rvyPLMjIDkzIQuUV9z02NT6WX6gOM93/pQI/2uu6djsjYxx+aKiGpMidWUNy7gZRCDG+p4YmjsUNLj+drz7jIORAiuBGppGwVd/f+Cw5AmBr4hSvWjNmIebFgNTlc5TFpZ+KwcDnRbjr9SCDtrMOWOgHjTpqMDSBOzNVCBt8b2ya8gcmXjDFghO6xJBH4+xtYTGrCp0q3rfH3fJE850v41+fr0Z0ENOzh1kVvMoNteECs5QJrfGGTOe9uI5KaNtLQtiwuC87WKAZs66wf72IZuGNYswEl+v8jYfpMGkqiB2WsjiOVI6ijtlbVs0BmPyFbI0/vYNUb9AmK+nLiHH5KuDZeiSTTZO1NvEJqg1tOYdlo3lS/GZomGuh/4yO4fAlVJyZvvLBm8zGaBp1t5XBGd7mDz6rY+hadPX5Ex4eK/5n90XoANzgIOdWrXrOd3cdPcZqjYUPu0S122x7zalVQRmcLCrPIbKNtauCdkynbkGXQdoGgApVQ5HVxMga5jk5uh/hY8Z+3FtROoHBggO/F2aDMpJjhMdcJ4QBvnSmfHE7CL+P13Gou5ti5INZ7V1THkp34Pr20JN7UWxvA2dklYPInLxxQLcUcWCNeRTWNXcOH3grm3E4RMl2QJWD3GcxJFOureCFNKUIkq9194+kCI9qm5I1rm8EkEPmJHdHp7dJ6oH2m49p9GY9dt5qMylgRcCvNj84r9A9FHxZlp80Qh9hbMqv8FuK2zozen/FuxOfGzL/PGEE3y9LcdS7g2QMUMbspa8bJ7v7gbOly2IZcUrIxP+Xd3+SaxRjAiC/zfIDpmbpXRQ/SyodPMAknEoAvl5Fvj3Nixrik+oFjx2Kt4XwTTMM+Xw9RLQz+AkhDZR2gMLJeZX66pAyPP3Ea8vMbfE+5RnQTYPhM/13jPpM212MgDuE+RvO+Br/mqdzYFNkhpNM8hZqKIAyykiSAsybDXKOLMMWieohX8KGDTgBXVvp997uRyYPC3GPcV6QiyODS5Ebo+Q4omFbtggb9fu/xMUCBpAu2l4Ihs8y58mJvzDL+h0nIsx3/d4YT9G3iytEke1RRGH49JlpI8r/ZGQqoR/kb7Nz/SWfClydAGqKx+n9vMpu0ARM7pDS6lvcFCHwWJi41kueuJ/nsgBhBBZx1pRhXeou9FzQkuHBXZKehCaF0rrbJ2T1xHcbVndxAmISAax7HfoljbAyntqCaCcCBaQLosLnfP4oG1fulSlHClCv7TOxlrPYqNZQYAR28AK+yVsswqZDwcz80l/TSQ3gCYDMqq6jaoq8h7o4BUHqY5h/hAdjF15gWfvBlc2mcrQXrVT18C1AqOYtzmSnR/NkOt7VO2yRnxsKkBo3Y2v/QtnsAJDSXVTchiltnE+NeqYtwoYRQT0pKdjMxZZBWT2HKlRiuTCxuIF0GGnCdDbXg1a7S7i2yzTtoCM2NJSzcwFfbcIuaeAWXlQSyqgkF3KbsPK+g+V1mVflG594ZnHYk8/3bWrR2PEWDvGpE9s7Qv1y1Qr4jSH1TClMlNdCk/EdeGXs2mo9u8Y3V4V7trArg84UwA+aImn97nFrKUt/A2kg3TkeYACthrSH/KRitW26o3kNbH/g33lm7YWwopfk/rohkRVyAKXcNzB7ULYV2V14MGUnvSrb9/fEPSNaGCXjArf2nf8q9deheUcqWb46Iuvguu4TvZJ1e22aRzpLsjNOe1gbA0AaVcsbiC8SMC7Aa1j7/hEdU+rPeM9Izn7UdvV0sWz3fZ988m++tKEHoCZMIv4wK2RRasEvyJSIax1mHVtgFKvTMpJhRPDNaUBT+A2jMEjNbyg5oAd1Ky2Ge1QcX5+MfPGg+/OJaZudMK0zoPw++TdqNDucKrHAaCb2W9wCIzGB1N4D8ZnFllBpmEGRaLsPQGYp7UpfqCLI9sL5IMuQ5/CpjCM3nX0EU8QDQP1GlYyN7kmY3ts+9Rq1DAb6p6KJG3/9tHrdfdYHB68yFiLuySko2O85NkUcz/coelVWLaAYU91WbtcPEBOst74MXK64XY/kYFHbdliMJHzl7G0Y+mAowOqPWS7abe6mkFpthiKlU1HAbo/F+b1WoFgMQ/GC8lH4ijNN2etVOimucNFRPnJMRxqhgxgdlDPdInBOTvQydX16qQhNjvJOVitiWnnF8b/6HJUv9X5zuw/8b0DZTNJzxMZRJgr9/Dl1YxlPQmP2jmvB1YAOPz43bMtwaxRz7gCYrzXmwa7o3pKrna5mhjpRhVZEs287TnBSczsANeiYtzXWYDQ6FMnGNUqHoTjszvJ27eozqe178zIt8gH7yu88rnK0H9llnOWWX6mhKjo/XFIjSjp85nbeYGHe6NgwIOERFQNsC3/0f9mNLVXvaxPb/9oobUemS1Dzi2oEzorhrshiNbh9beG0tdWS5EFupv7EK3OcBy2P/lBgo5O0dlAjzqwuiFlm7ktvBrUjiYrX92KvaunSPjTTLc33mID5WK5qrBR2jp5SPQsVz008uRHnwlYh55e1Rnq4dqH2WSNB/+HEChfd6+/QHml3ve8tO+b7/B3LE/o+lVX2wJrVfSNVxvhJtsUxfhfyMT1ElGufy6Ritvnmq9YSOTj1Cc3hRvx4lOox6t9d9B23W5jA5tMGAklMWHZuHA+vj7c00LDXAusIQvr4kS7c4NFsSikQIe0Joc2Rh+ZOlo88o5S/+5mAQQSvF1hX9RDgIPnbjy5PVAcSmxm3kTaJQIk67PhlD5RbfHFmG/UkenCr3oFrj1J2NAjYuVVqtxgk+NI3mAVEMX6QNWViKwnL8AtyVlRMhTQSocG6PaMM5gXgLtiCPwZGZwryE3UAMfyH++5FediUprTgMS6N9xiiydnwpfC0/d8pScVCTAF2un5xx42+9zx8NZNC575yfJTR2CdSmtEA/5lmSmRNo03Cwa4sO9N6TBT9RzxCohytwMoD5JYy/ZLNxFqShAcYdpbk2U/mc+ckiOwRK5W+v/zBOvAGtolltiKBoJXZehC3KfSY9mJ9ZfOFxewMRx+OrxpMjRYxWDgMpfb1GL43ibzoeX+Eru3RB7GuQCPITsAwfURJehY8l3DMsJSvyp1Yw2zbnk8ovw8aGTKKgmu+8VGM6H8W4bRv3zIIm9atel17O4AIDHdIR1DNV3cuQ7BpTOENSQnq//lOMHgXzEVSB0lKEiOSekoAIF9lPk90wD4MqJ6Oe//HzADeb0yk83XtF/7asFXn+iIfAButy607CihYkoAC6OLKCMuwY0SHMP2CWUid2IeCvHSHoqdbaYixgtO0hF7GNRFuU0SFqj3aDcRAPiLH1J7JrYr0JDcU9/5aJrAOVfIe89kWmlUVvGS3Zd0HSYdDjMICfOepFabEj1fcYUVQhr4UW5v9doz2xv+2SdXxsbbGTgCLPu0LEFf5TyTqVLhXcGovfTKZUW1xBWbpZdVxi3E7WmjvyYlLtd7i2btkFwdEAqI39HaVe727ylO86VKNzGmyRMHmNNxKEaa6n2SoGk9OM7cRXyoR/3Wl9NszTPoKygWpy3DGdHy3GTh3k+2CIxIcq4/CqoJQmNsNkNR3E2Vmb2cIWtFfRXTZ/cemferLLEED07kQk7AJ/ohscAQmBX+pOV/YRugN4CDQjGXcfcIndxsd5uwVZin/wyxcCi1aHzIEfzg5LmxJiWWkLMS88zdFQ8ttc7fh8f82GBX/UwpY/MV4tCLFvaJDsvZEciIAKkTNa9Q1lQsyoHv/77DJcXUlUYwJvrUma25axlLmFtZQsEEDJbvKMFw++5DZmwV8lm3CQdVcreLTS5mmVT/P4yUAEcJTikOemIMSX8JLLjYvrLJc8SpakmEz7oAdnG4G/B6aEwSAAARoEvMia824px9xiLVN0BuOOeHIi+QSfFcaZnjgdNaPbAUwRXw5c2KknLEjgpRpjXGf8LkoIzbJF+OXj4vF3LT3pL1xvLjQUWRA/RXEyLraYcDlvnlSBf+mu0kAM47YL2yeOZSuhnfrtSVKEJt7lt3saHZ6kvesvy4dyPRkguGZ19AtHpUy0mYnBqJ7rd7BY5E/iE5tCQQMqbaZwt8sr76qNB4apZFxUBQHR9Q8wcUzmhsr55guX1p4LotpXxp3RQdACeIuAx2ERBbqBpTqoMrhJytaYJ9ATUOyjO7sVmg98baWSoW30U7T4L0fdCk5QgUFyBc9pFjPKhP7FDaTLKnTbdDEsUrtvASbRXCTLQi8+MgTWxelJlP1VgVm1EMol2DR85SJRIEfScLscubCxFzX/ZI8ANweXeUp78inb3yXWFO3HR2jgoR+026v+5Bpi4D0Gt0381fZAH8mXKqgpt5BWAQ1kduRdXDxQWcLGiWr/6YErKG/fu4xbzHL1rqwS8zU2V4SyT3QMGzRTDdbii1IDlnQna+db1yCp+NOrTAbaIsbHpw1ne2t/P2q9EyGYlrFlqZrznyuGnGFbV67k6wRD7Zrr9qyYvTOvEqUJpfYyssOgNVib9q1PmuDnIm0+wMu23axLH0YBXU3zTUaTCSyIb2Vd1jHwqzl5DOsVODQfdpqojwIZ/zwxsa8eQ62MLiruLYF3iLgV8WoUsCGLdty/VYtg5pQXPY+IlB0fFI8cNRHgS5izYebuq6WBdPKwww5Ue0q2f6um++4xhWBIuHYusahj7zvdHBCSIqO+BS19HKQsXeU5zLZIabXGvSSyYw5unskZBo2HaUkfFD+aev67MJdaIrwcPpSVMN2HQLeqdvIqkD+RLDNkXoXgRpolUOeuJa44t+hqpuf5WYGoOxa+nKpI1qeRVa9pB7Zrgxgsh1Edoo8qUbCwGi8RVjCUcCzuWAe5QyeQJ9mkZ3JK2EeIMDNpssGUo7rCCpqHXfpIdEmNvH2aJcgaonbpUiIqVVPanEQXH2evYGiZJOR4XKUiSc+ChRVoLKsB+Xy4v4rtaeiD1HGIPqAzhlB3EDpFOW0NXOHWlLR0fgzTUZA7b/WXLVozLbafSmOc5JEzt3iHDjFXLv+5LtLwsCm6DrUhpBtN0+GfP5+2c24e8D77ksoO8VNyt3cHAwssrMe5llU9hl1UDb/f0QlvBSSbVV0L68/0CF4EEto3LpFtTZ4F21rLoIKLFVJkYzdEM7rtUH2dRCJtT05IImo5gIgGdjvoKFgvz3WPrUDHuLegwhWOLaSFT0W+734cIs0rPjsOqIafQVR5INl0IfZWDla9xJkRAqzjpslkuESMkLAkUJdcMaNQZMokh5LO+2FL6378PbNFFLm+Oa31pDDi4T9CWwzr9NDGudEhaAp5BYpfcufkJdiu27yQVd3XyqS2ttQgxitBmsVWudsB7kUSMYkFeiBtGOEegIdtl2+XrW3t2knYLIbQDOkrMiLofX+SYY2vxCpWM3NV3qOMZfncncQ140a270TfBsm+6hOwDW0wVHaGdjTTsW70KcpEv2VBI2Ykk8QPkhjsPdsf4DzObMNYgree7Oz5LksjEilEu29bkjCyU/OV4ZIDWlQRHOJvNjcFtTpeJSBPueAOxPncT9yEUosNhxhfBpVJn3b2hNXB22Ix8ogih0BsmikGknhhcWa3IgY41VWeaIq04wNNjMTQ64KM9O3SAk/WyNehWf+FY/QGIEqLLLpMpq2+nZsXxxZsqsMIjNtumvZEqG9yujInaFE3boksBTVXr6i6HeWSo7ifn1Lul5vUuJoIX1f2OwTSvF7pevch0weNOfUzwunRRYebadGPmfgqPu9Bs7Vwv7GqIEnLVzwK+LrxquBL0MUJsHCAKKz6XyK7XqK9iKEyxsF8WQ3ehv4lylGnfzURcWR8uNJ+FwFibq/wabveBhnscRW5MYTbH5L3ATGUZEzB3MLkP7XBuAlXF7ggekHZSTccv9mbEl2HcHdbSf4pkJKB7N6DnC5IoInB9/qL8fTBbD6Il2KkFcco/VKvjKo5qaOrREcWMRobhUMfGHEOYlRZNf2qKNFxnH2IizfgjMLlZyVTU1wG3lTC0/rpZd6zgm8UfMGweTqH7A1Fi/CYXKp38bYWPV8sjU0EPR7AvzsG5DuWDkpOQSEFIjZDsids6tPF/NkRmvDuULn4n5HQM5bsYNENkZMQxEUh2wKTxxxxmI80eBKXNnOcuNPid71Tx/O1Lg5eJ8cvo+Dd5EewbCRsbC6kilHM8N/4UrYDP81PPpE4BJ1UdgdbjB0Dhn+yxlDprEw88IEKAD1dqJSrsSEd14Oq+ua6qUEi8Wfkl98Rfb2fG/c3TwTBf+Scws7kTsIPfY+tfv8epJsnOSvBqmlFxr3XdktsggN5ftwslol+NManURQnAvclmYtgOeobCcz1oeZbcOxSdWsxzN7o+4i+qayQE6PRIcPoNfkKPhYVyzp8Bb2cQh19uRDBLueLKWwa68qcPy3dIxWukGt/UNFm8fLZcgJVAg5PTSrgnycuope+kL5Aws2uR1bvDl1qksznSnx3BQpyftnZf56Ft7pfeSYZ2SJlfXAVKt4LLndRWqkdjEm9T3BWUPE2QpU+0SOYZxXIdM3ExPRN4dZTKAUcSqAhFhxExaAiEbhwOFWZ8qLydHfNmnGB5M8O2fbffmnQqRC+zR5ytaI7MhszxaAhtgrKDNDByeJwBI+EGjfzxjOCLgRqIncbkPeafEPw5+qfO9UQ5DAyUXDd4GPkNcarv88HnOVMzy/pns7ghi79ZtqpJBOTBX367xrVel9WURuriitF1j1kYo4QaOQ2No1lKjXIqvtcF1JdvE+B0MoNuN5pDQvQ3D5zoaPLjnCYEoGD/daJIS4ghWMtxva4EAqDQu5ZoAVhTMUJ1Xt1J2eVev9GNADGz2mTqJF3MbSoHaNuHRUhg9tSXoZWnSKLyFqH6hi4ztrtbstufVeCAJ4n+v/kdgNiX/2B38LjJpVkg0l9zv6bWZ9oD7fisDbwcLkz3O2j2D5tlG38ndUV1HsMfZB6+ha8xi8xE92fJgqbho0B0koq7zjKtOs9f+YqMW1imR1mcw/flr+AjGy4DnPjU+oVDxW7KeUAp6Pk9R7a/UZsGjqSX6yQQFNrGeQ1aFNe+FLj2YC1AsyhTZiCPd1wlEPQT4qyRfiClFiGC5voozam8hpdtAQ+jeIZqvqpnIcO7WGZ8VL0tBwu1Ud1KaIUxS2L3D/rPcEgZZK3jbi6gnEXsLkWTkHEyd0Q1S0YbrdjiY1ekU1K+6tWHlCvQ38RRsOlrAlOtxip/WF/lnUqIxESdY1RvZR5kSCz63mzlYqo2bJAvK2ISo77Imlj8xz/eaxc2pEBNAwdtcN3fK7uz8IhWTCyWwX52KmuURX5k8RBjQdXG4ZlxqXyqOThxNjZT3/GTHjFzdAYuKflJ76AGZVqkAHsLr90SzgJIzXVL9VSkfgjgW+6LKZ21sINBWCTIG1hhDDx5h6fIaBR5+kVgcxCO6vCTnwWyjIrClRCMTj+tq60WBaNw8Q0tORAQsaRXsOpVDPPZDgNKu7e2GNcgdd+6dSdIkOg0tcnAOucyCz2ey3jL48azpj0w2XNpT2gcOcAtzmZVhk/QpzK8n8pTJDLJDZJtN/dcJ4Jxo8WpHGDomdWq/LbRC7HPLtvRb+Whe6XcD/NBzjp4pjRa8eOIrzFvXqMqHNdx10J1YuMU9VS58pcfPVX+ksxEKR1hi7+rY8mTV61FV2L8h+Y8jU8ZDKQcG1JrIQ/E1qM62nA2jym7Oqwep5I6zxKRK0iE4dvEzXgTqJ4WTnEMqBfDQKWdjia2V57t9lZTcUrJgkKa6FaGi1qJME6o3mK1/X6bKKzlS9NeEPnqlSFQDNE7aP8xL8q9PrgDCso4hDmzCZ/S+vTAdyzGGU5dQUhSIZTeas2O7yWHSlb67vYP0tbGym4R90QngBujc8DB9IWvIF+Ev/E
- 目标
- AEDT Icepak:从现有项目创建新项目
- AEDT Icepak 管理多个项目
- 模型概述
- 改变对象颜色
-
创建3D风扇
-
导入IDF文件
- 在GUI中查看导入的IDF文件
- 从ECAD文件导入PCB多层基板设计
- 在3D LAYOUT GUI中查看Trace
- 将HFSS 3D Layout设计复制/粘贴到Icepak设计中
- ECAD设计 - 层叠定义
- ECAD - 检查层厚度
- 创建PCB组件
- 创建PCB组件(继续)
- 创建PCB组件(继续)
- 停用IDF_Board和集总Board
- 移动组件以匹配PCB顶部金属表面
- 移动组件以匹配PCB顶部金属表面(继续)
- 移动先前构建的组件以匹配PCB顶部表面
- 在PCB中查看Trace
- 调整机柜尺寸
- 调整机柜尺寸(继续)
- 修改AGP的热边界条件
- 为热源分配功率
- 分配网格优先级
- 生成网格
- 查看网格
- 网格质量
- 解决方案设置
- 求解器设置
- 设计设置
- 验证检查
- 运行模拟
- 后处理:温度等高线
- 后处理:热导率等高线
- 后处理:热导率等高线(继续)
- 后处理:速度矢量
- 后处理:对象列表
- 后处理:场汇总
-
更新PCB对象的定义
- 在2020 R1之前更新材料属性
- ECAD - 更新材料
- ECAD - 更新信号层材料
- ECAD - 更新电介质层材料
- 倾斜PCB的网格划分
- 模型描述
- 创建新的相对坐标系
- 创建定向的相对坐标系
- 全局网格区域设置
- 网格子区域设置 - Box1
- 网格子区域设置 - Box2
- 在新相对坐标系中查看模型
- 结果网格在Y方向的切割平面