驱蚊器86 发表于 2020-8-3 20:02:02

方程式驱动曲线参数中if函数问题

请问下SW中渐开线曲线的这个参数可以采用if函数输入吗?
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IyrdLaBoyaWEWarzJ8pY02WOlfENoaMbHy6Eis7NxhZfseq0SjylBr8OF8WfQN7bKMoigoikqIEKoaBEKdHwtXKARBVe31Mae0lyzLTlvQKacewxKRUiUNqkSnVRpbgW3Rtq5ruYBZcytQ212BphaEGjwVqHfrutU7rAbsqUCdwNKaXsUdaA8EZBrrG2lra8HtqUFWFGQ5AEB9jYeWdj8ASkDG50v8gHiyl9RnqaqDK6ecejwqGBI3U2V6rsrgQlBRu6uipVWRYBV743o8WEU5ERhl3ULfE4HR7wrUN7wuesYqWivQcGIVB1fah9frH01Y6QGWFlwpQWh05TJh1FhSNm5gzg8L2LE7jVv373JgWypzf5jNhtRtrFy7nntltahqIOF4SeZSO1M+VX14N6ODK6ecerRLJKr0gSo50yo9G9d1nQhsj34i0LLEKomG1xOZWCUXrOoojVBlvcr69Co6riQZgn5WTB/BmBmL2btnB6mbNrJu8y7yi3KZ+t33rNiQytbUDXz2+RBOZZcBquVAGagFUFxczKJFiygvLwfA5/M5uHLKqUe0RM1TGUWVoaTKLKqMpFUCUaUtrYq/wyp6YqVzcF1DKzDuDiujW9d1r1oQNF8VB1aiURUJUlrLELQ0AisGriRCQZn0vRtZtmIju7emkpq6mZVrN1HkKmHt/LmsSdlM6uaNjJ88jezCWkBJOGKSsVRVpaioiJUrV3LhwgVWrFhBWVkZqqo6uHLKqUesLEGVbXNVcWAVqw1oYVoVaTGolh1WupeDNhm7K1DklTaiLmAW0gYUnFiJvoA5IppcMSpmomUXrjrTlrxbmcyZOo1pU+ZyOuM0o0Z8zZotu1gyZypTZs5h247dbEpZy95jmfhlFUlKPGaSrRRFoaSkBJfLBUBZWRllZWUoiuLgyimnHpESBSrbUZWAFmDUtMrgYtBIJwL7osrI1nUrEyuvhYmVPcPr9QlpBerClA5o6UKWBmDFnrlSFKpdhZw/e46zZ86Tl5fHiWNHuHEnnzvXz7Nzzz6OHTnIwfSTFJaV0+6THFxFKJ/P1/0vv67XiqI4bUGnnBrgJXpIPagLVPpbgGYG1mO1Aa04Ddg/sYqTVsW8gDnW1vUoiVWE4XX96xbitAKjzVhZBKveiVUMVBlJrGxoBwqDVRRkaQZWZXxgxcSVz+cjoKh0PaFQqPNFkFDXxzr/GVRVpCSAzEArB1dOOTXwyhJQWTSobmgRqJDZKm1twKhplYY1C+ZXLWi7gNmSGSu9sNJwnY2ZtCqZh9ctQVUUZJX1K2PpVRRc+fD7VXw+8PtBUSGohF/7/fR7QkFQFZAlkAPh111fGwKCQZDl8P8OdvksBErn9/T5IpT/IdzUTt8pgfBrWQJZCf8cvxT+Xg8BCGog/PGur5UlkKQeEAxBQI7xszt/94ACQbXzff7wn6Pnzwqq4e/f9XcSCoa/VpLD7/NH+d4Pf0a4jergyimnkr9EzlIJHVQ3MVclGlX+KEmV1qF1M21A/ZcvR4BVpFULERMra7euaz8R2GgAVmaG1wWkVckIK6MpVgxgRcGVgiwXoShnCQSyqCo9yP3SEyiBLAKB85w/mcKGlBVs3bqKDSnLuXL7CN6ak/jUyzR5jlLuzgCuoAYukpe7lwf56bR1ZKHKmdy/u4/s7D3cvrWf8uoThEKXUZSLQBaqchG4TFC9iOLPpPD+Po5nbKWo5Ci3b++ntikTV+khGjouUOc6SrnrNP72sxQWHOH+7X1curCHkuJ0KmsyUKXz3M7eQ0nZCXyBK/jaz3Andw/ZOXvJvb0fT8MZgsEsFPUSkEUolAVcC/9s5QKBQBYVRWncLz4GXCMUOM+D/EPcub2XI4c3sX3LavLLj1NamA5c4f6NXdwvOQFco6X2OLn3j3b+2S5EqbPIcjGSpDi4csqpJK6HrT8xoLJ6psrwsLosYrbK5NC6nhOBWtuAZi5gtvhUoP1b1wdOK7C0L6ysRFXcBEs/sCLiyucDVT0KDOXSqVf5+qsfM2fZM+zc9TIHT/6ZBu/nbEh9juKCj1i39QWaG79l/uwnSDv7AZfPv8a2rS9w5f6XFF97i7df+Vs+/uQnzJj/DBXuoUz44m/5+dN/y6pVTzNx4s/Znj4YGEet+2tUZQSF9z+hQxlDyPcdy+Y/waptfyBt3wvs2P4CW9b/jtTtvyf9zJ9YMvVnTJzyFGeyBrNq4VN88/mP+dOrP2LM+Cc4e3sIF9N+z2sv/g1ffvXPLNv4B6qrPuO9F/8vnn7jx2xY/VsmTPsPTt34HIKjqK/7lua6L8g4+zbt8lgIDufkgZdYueRJZs96gvFTn+JuweccO/JH9u15idStr3Li4B/Yn/JrJk78GWvX/ZYpE/6V7yc8wZ2SYQTlMWxPeZpbrm+BscDoCPUXFOUofj8OrpxyKskqOUBlcp7KwAlAkS1APUPrUWer9JwGNHMiUFNapeNEoE2JlbDB9SQbXk8YrGImWFGQFWX+KiquFOUEMIGKe5+wfM2rnDr6Nht2vkN+0Xec2v8aI8f8JynrX2bEuKfYf+hdUlf/gQULn2bSpKfZsOEVVm97i+3rX+SDD/8XH33+b3w7/BfsPfkR6xY8xcipT7J63avs2PkWV+5/j9L6LV9/8DNuFQ9j2ZRnKamfhOqbzLwx/84nQ3/J0awh+NrHk77qab745j85delTls74DRMm/46b+d9zMO11Vix6jvFjf8eSlc+T/WAY6+c+xbvv/zOfDvk3Ro19kuOZn/DDhJ8xce5v2bDhT+za8zYFNROpv/cBX376SyoaxrJz7YucufEtMAOYCYEppG18ib0nvqCyZCiH9r3J9HH/yXff/ydph99n5/rnmfXDMyyY9wzT57/AkSPvkvPge2AW62f8kuVbPwDmAFMj1GgU5aSDK6ecSqKybJbK7DxVgmaqjLQAIydVkQfWIyVVIk8Dirp82bLrbBK0asE0rCxsByYcVjFTLO3pVfTkKngK1BEsHPcLdp78gssn32TV9neo8E6i1TOMLTvforpiGJt3vUV9/QRSlv2OHxb+nuUb/sj+Xa+Ttu8jTh58k+9H/wdTJj/F5AUvcOrsh0we8S8M/ctT5Nz4lLHf/xKvPIuQMpIVs1/Ezywu7nmHwuoJqL5JrFjwJGOmP8OhjE+o9Yzg4I7XWDj3WRYveJ4FC59n6dynOZLxFbnXP2PkkP+Pl1/8KRu2vUdtzRh2bXqRb0f/kqmTn2L26j9y+uS7DPv8fzF66ktcvzCYUWOfARbQWj6E1Uv+hKduFOkZH1PXMQWYiavwa1I3v8qFnO+AZdSXDWXPjj+xYO7vWLb8FU6d/JD0/a8zYdS/8vzvf8zXw59g5ozfcKd8PGW3PuT4uc+5dPJdrheMDEPNwZVTTiVlWZFSGZunEpBU6VyrYBRW2pOqyAPr/WFlcHeVmfkqE4mVvq3rAzexcumEldkZq6SClQFgaU+uQuPIv/I+B49+yMVTb7N2x9tcu/Y1Z4+9y7XCscA4jp75CEWewv7NL7Ni0fNMXvgi29a9QOquT/CUDGPW5F+zMfUt8qongn8Sq394ilHjfsuOnW+wcsULnLv1DSGmsX/rqxTXjONB1ue4myahdkwiM3MwF28NZd/WP7BowbOkrHyZ85mfs2P9CyxY/gobljzP+nVvknn1c+7f/JLM9E+5ee0Trt4ZztVj7zJ25JOsTnmTvMpJNHu/Z/qYXzBlxnNsSX2VuQt+z83CUai+cRzY+Se2bHuVFWtfpcQ7kY6a75g07hdMnPcSWZeGkJHxMSdPDOZkxqc8uPcdBXe/ZuuGlzl28gPSdr3MlPG/YvSkX7Fo/vPs3PsWKdtfpyM4h0DbSFLWvkxx9QRguoMrp5xKohKdUhlPqiKgKgaoEtL+i3MfoJ6B9UgtQJFD60YXg2qZr6pJgh1WZraua4dVFFQ9LolV3BZh/AQrTltwLISmcHL/a2zY+DqZmV+Q/+AvnD33ITnXPyX72hBy7nyF7J9Ec9skUMdx6NB71DaOp7lpPLlXP2T75jc4ePQ9Th0bzNXsr6hyjyMUnEz2pU/IvPAhOQXfEWIGMI1gaEoPhEwnqE7CJ03C75tAR8cEWlrGAbMgOInW9gn4O8bT0joh/DEm09ExCZhFUJ1CXdVwqtxjOj83k/am0TR3TILgBGrqxgNTqW0c29kCnAZMRVUmEwxOReoYTzA0herSr8nJGUJOzhBKKkYiK1OBOQT9Y7md+xUBZgBTaG4ag9c7ggrXcCqqR+ALTOn8njOR2sfS0DK++2c4uHLKqcRV8oBKQOvPQPtPjgQqE6jSnVRFW68gKK3SMrQuZr6qNX5aVSv2jkD7BtcTAau65IRVH2Tpmb+Kg6txVDz4gi/+/E988OG/M3Hac5RUjyFl1s/56c/+hnlL/8Cc6b9h1aa3OJn+NjNmPM2U6U+TuuvPHDv5LiO/+jlLV7zCwlUvk7rxZXZue5vDe99lz553mDH+CUaMf4p954ZEaZtN7QRJz3oIr94fn9rn9dRONM3o8b+n96m+74/0c2d24mxWD4R1AXBWj/d2zmgxsxfWev+uTlvQKacSVVagKvGtPzFJVSxY6UuqtJ4C1LBioVV/WtWkK60ycJVNvQ5Y6W0Des3BShyuYsAqCq6iomqgJ1YmgRUdV+pJCI3lzL5X+fSzf+HjIT9j2Hc/J2Xfu+zc8BzDJ/yS5WtfYeeOtzl3YygwlXmznmLbrndYs+o1alsmsnL8Ewyb8hwrFzzNmLFPkXn1S47u+xOrVr3Cus2vUNw4hfDAd1+QPA7l4Mopp6yspAeVoStq9IEqYlIlGV+rIGK1QuwWoNm0KspsldY2oAZUab0jMClXLQiG1SPbCozTItQCrNi4Ukdx9fS7jB73SyZO+BUTZz/LifOfsXj6z3n/g3/n8o0hTB7+c+7UTKWl6DNWb3oLmMfBtDe4mPsVy2c+yZYDg9m19vdMnvY7SjxTaXF9Rdqh97l36zNOXvyC4pLvKKsYTpt/chKAx8GVU04N9Hq46DMZ2n/6kyrL9lSZaQFGTaq0DqzH27Kuc7bK5DU2RgfXvTETqyjzVRpgFRFXAtIq7VvX6w21A82kVlbDqqRPWQesyH++uKsYWiq/YfbEX7FszatczhsByjTSUl5g9Ljfsmnza6xZ/SJpJwaTsvEV7pWN4vzpD5i/7CUq6yeRfXYwl69/wep5v2XkmF+Tfvwzzh59k3nzXiDj4uesnfc0i9e8zIhvf8GZ3OH0buM96uXgyimnRJUVmDKTUtkGKh0zVfHbf3pQJQlMq6KgqhtW/VHV7yRgouerkvnyZbsTqwTBqhemymtjl1lwaQBWHFyNQe4YR1XlqE74zCKkTKShcRwwk8a6McBsmupHUt82EZhKYd5QXNVjgJkQnEJj3UgKCodRXDyMkuJhlJZ+j9o599TeOIbmlgk01I+iQ3aSKwdXTjmlvZILVKKH1OOASsc8lbgFoHEuWNadVMVvATbHm62Ku7sqedcsRINVPFT1hlWctCoOquLCSvCcVWmvMg8rzZiKAy0rgBUHV6MJD2T3TJT6DpZ3/bNrZmpmj493vbfnsHekIfPHKbFycOWUU0br4U6qZGn5WXfyT/+QuvZBdb0nAGNuVo81rK5nGWg0VEVrAcZNq+IMrce9xqbV9HyV6MF13ctBLUiszMxZiYLVQ1R1lQlclddS4jKIrBjAioGrdOA7YLxTltR3KMoxB1dOORWjemPKwpRKROtPb9tPSOtP491/hi5WNoEqDUmVpoF1PQtBTWxb130aUOhiUG2JlThUWdQK1JRamWsF9kaVSVCJahf2AlZcXIUIBC4SCi0kFFrplCW1kEDgEn5/yMGVU071KCtBpZoElZ4Tf1rbfiJWKYhNqbQuAI0wUxVtX1WcYXVNpwB1JFVmUBUbVvGH1hORVtnRChSaWOnEla55KkEpli5kRQBWRFyFS+r8P63slCUV6Pw7lhxcOfXYV39QJVfbTxyq+sPK7JC67mtq4t0BqGMJqAE2+ScAACAASURBVN4TgJFhpa0FGCmpEgsrC9qAcear7G4DWgIrGwbYbYOV0RQrQnswIq5kWcbrraGgoIji4hKnLKiCgiJqamoIBAIOrpx6LCvZQaW37Rf7xJ99s1TGUBUjqdLR/tOHKnNpleaTgHFnq/QNrWtesxArsdK9v8ri+Sqjw+uaB9jNplU2w8roLFYPYEVNrnw+Hx0dHU5ZWD6fz0munHqsqj+mkqntZ0VKFedqGhEXKWtBlYGVCtFagOZPAGpBlaA2oJ6hdb3X2CRwMagliVVS4yoBsOqTYGlCVo90LkZbMFxqMETXEwyqACgBGUkOdL+WZRlJkpCV8Oe7vsbv93e/T1UUFKXr6yXUEBAM/4sIQvj9fnr8qM73BWL+bo9CObhy6lGtYChaOpV8oBJ72k/QgLrZIXWjM1Wx9lQZGVaP1v6zuQUYaXeVVacBrWwDCp+vsuhqGzNzVglPrPqVfmBFx5Ukocg+rp49wob1G9iYmkr6seNs2bqFgsp62tsaOH7oAAVVdfjaW2nr6KDWlce2zZs5kLabnYczkFQVpaOOtF07yci8QNbF82zasJY7JW6yszK4UeCmo6aIQycvElBVSgsfkJt7mxs3sjl7Mp0L13ORAgGkJECQiJJlGQBJkhxcOfVIVWxIDXxMJRWo4s1TGV38aWRPVdwFoBFO/8U4AWg2qYq6t8rEFTbml4I+gmmVRYlV0qRVcVIsLcCKOdAeCqlcOLiJYV99xcixo1m4eCFjxozk5OU7HNy6jPc/+Jz1m7awefNmLt7Mo+DqCabMXoUr/wrDpy5ABe6c2cfIcdM4cuggBw+mMXXiRG6VeDi2YwXjJ89g4Q/TmLV4Pd7mdq6e2svnH3zEjPnLWL8+hVtFVY9MeqUoCj6fj6ysLCRJItD553Jw5dRAroSByhCqorT9jMxSRTn1p3/hp7iTf7EWf8ZKquKeAIw2U6X3BKDeuSoBsIqZVplaCip2zYLuxaCJTKzi4MpoYpUUM1YCE6yYyVUwqJB5cDOjhw9n/MQxjB83ntETJ3Lxxi1mjvyKcdPns3lTCt+PGkt2WQs19y6weNUO6ipzmTRvNQALRw/li+HjWDZvPiNHfc3I8bO4eCOHjDNnSV0+nWET5pB55hTXcvO5dyOTsd99zagJU1iwdBX3yryoysDHlSzLdHR0sGvXLubNm8fevXvx+Xzd7VQHV04NhLIznTI/kG4VpqxJqQyDysyOKh3X1Gi/qkbHrqoYqIoEKt1zVXqH1k3cDWjrUtCosKq3J7HSBCt9qdXAgFV/YMVCVsyZqxBwJzONr4YMZdq0UfzpjY/YtHMPpzKOM3vyeGbOWcbevXv5/vvvuVxQT87xrSzbepq2yptMmb+CK5fOsWX9aqZMnsmmlFTOXTjPotkzuV7opvhBNhO//YxPvx5N5rU7NDa3cOdqBkvnz2Hk2LFMnDiBVamHaJcDyD3aaAOxgsEgOTk5HDt2jGAwyOHDh8nNzSUYDDq4ciopKz6kxIJKTCoVLr0D6QMSVDFO/WlPqQSsU9AwU6UHVZFOAOpOqjQOrHt1nAS0pA2YiDULFi4JNdoO7HvBsllcFessq4AVe+ZKauf8qaOsX72Cles2sGrZMmZOmcbJa7e4dDqdy9kF5N++yrQZs8i8fJVli+aT72lDqsln1vSJTJm5mKOH9rN52zEASnIvMfeHhVzJucn2TWs4d+0e1cV32ZiyiQuXLrFt8wZ27djC7EWLSNuzh/Wb99HYIREY4LjqiSxZlgkGg90fc3DlVLKU3aASiyr9p/yE7aTSeeLPGlSZWKegY6ZKz1b1aO0/PXNV9SZRFXe2yqKh9aSdr4qCK7OJVaJhFRdRZZ0lDFl1cYEVM7nydaZX/vYW2v0BFKmdqmo37T4/He3t+P1+6mvceGrraWtppqm1naAaQJIkGutqqG1sxu/roLWtHUny466qoLaxhcZ6L7WNrZ2YAH9bExUVLuoaW2hqrKO+sQWA+tpaWjt8j8xAe6RycOWU3ZUIRIlu9QnHVBRQGcOUUVAZnKXSeT1N/NaftmtqNK9UiAYqvRcsR2j/xU2qRF5fk3RplY79VXa3AjXgqj+q9MMqJqS0lmFoxQZW3FUMfr8fWQ4gyxKSLKMoCpIUfi1JEnIggKIEkGUZVVUIBGQCgUDnv0xVFEUJf7wzsQkGw/9iDHa/V0ZRlfDnVCX8uaDa+T1UlM73PFIlyw6unLK0tAPKBkSZbPNFhZQwTIkAVf/N6dpO+1kwnK6z9Wdq8aeRIfVo7b8oKVXMpErvKcBYc1U1xgfWLVmxIGIpqMVpldE5K7OJlWlQaYSWmRahJlxprbq6RtyeWqfiVG1dg4Mrp4RVsG/ZDCnxyZT5dEoYqrQmVDp2UsXaS2W07WckqWrRnVRpQdXDpCp2WtUmfK7KFKyMplUaYGVFG9A2WGluBdoDKyFJlXBgRU6wNOPK5/OFF3t2rhTo+bmALFNX38iFy7nkFbrIL6pwKkrlFbq4eOUOtXUNBALOaUGntFV8QFmLJk3plGFQqbExZTah0jtDJRJUGhZ9xgWV4KRKE6g0zFP1g1UMUIlYqWBoWF1XWqXj+pqBMltVZQJVtsEqPq5sQZWpdmF/YGnGlaIoZGVl4XK5UBSlH67cnloKiitwnvhPUWkV1e4aB1dORazIiLIfT1a3+sxiSiioLJijMr5CIfrlyZpTKh2oMp1UCdxTZSipsjCtMrppvX8r0MymdTFplcjEyug+KyGwshpVgoClGVcA06ZN48KFCwD9cOXx1vGgoDxhYBlIT35RBW5PrYOrx7ySFVFiUymxmNI7kG5uuae9oOrwyTFBZdk8ldGZKgMrFaKe/osyrK5nCajei5ZjzVbFGlq3pAUYZ3eVrW1AI3NWFiRWCUmrBAJLF65mz57D9SuXAQjIkoMrg4+Dq8er+iMq8XiyDlF2p1LGkynT6ZSWwXQRw+lJAypjKZXeQfX+SVWLbaiK3ALUtmU94ScBbU2rzC4JHSCwigGsyMh6+OfThasZM2aw4/AJSupaaGrr6L4jz8GVvsfB1aNfyQoqazBldzKl44Sf3oTKljmq+LNU/dt+8XdT6b3zT+9lykJnqmIlVaKH1WOdAtTSAkzQpnXb0yo7TgaWx8dV0sHKUIqlEVeSJAEwfdpU3pu9jrfWnGD9mRwAB1cGHgdXj1b1HzBPMjwJA5S44XMzM1NxMRU3nTKWUMVr+cXGlIDTfvFSqlig0nCRst4dVYZO/unYVRUNVEZQZfQUYNLvrRKRVlnUCjTSDhQNq6I4ZWWKpXHPlQzAmDFjeHDzOidvFzN371nAwZWRx8HVwKxH97SeCUhZkkpZiCnBLb/EgipOQqXhappYp/5E3PtnZJ7KdPvP7LB6QvZWNQwcVFkwvC4CVfEgpbVEASsmriRJQpIkpk2bxscff8xzzz3H22+9xatvvM1vnnuRoUOH0tTURDCoOrjS8Ti4Sv6y+5LixKZROtp7liRTVoHKbEJlIaqitPw0o0rziT9B81QGUBV3pkrjxcrC5qpE7ax6jNIqu1YumMWVKFjpQlYcYGlKrqqqqigrK8Pj8VBRUUFlhYuqChfl5eX4fD4CgYCDKx2Pg6vkKW3LNx+lNMo6SFnW5tM7jG4AU+bu9IuPKSGgEjCgLuoiZSM7qhLW/rOxBWh3WmUIVBpRJaQVaOGMlRWgEoksTbgKX2GjRiynLaj/cXCVADjFxJO9kLIXUMH4gDKAKMtafJohZRBTWlcmmBxI19zyM7M53QyoDAynmzr5ZzSlEoCqWCcALUuqLL5o2cqkSvypwMiwinqJcpKgShe0jOIqXjm40vc4uHp8IPWoJFJmW3x623yJAlW8PVTCUBUhoTKyPT3Wsk8jKVW0pMpI68/UTFUfVOlaAKplX5Wha2vEwMosqgYErIziKklRZQRYDq4S8Di4EoAnzYBKAkRZDClbU6kkSae0giruDiqtoNK13NMIqPq3/MS1/YwnVcJXKcQElb6kSv8JwCZN7T+r0qpkR5XRret6Z6wGKqr0AsvBVQIeB1cDG1AxMZXINMogpPRhykAqpQtTkYfQ9adTZkAlWdr20zVHZXg4Pf4aBSOo0nvvn9H2X6ykysxclX5UJWBgPeGw0j5fZXUrMNGIMoQsB1eJex5XXCV76y6Z0igr2nq2pVJGkylTrT4z81M67vMTAap4CZUAUIk99RcnpTKDqpo4qNJwsbKIYXXDLcCYqNI5sJ4sqHqkYFVDUWmcKquxBFkOrhLwPCq4MpY0JR5LAwJPVgPKQkRZAik9c1OCZqfMbEoXmk7FA1WcFQqGEyrNCz8Fp1SmT/+Jbf9ZiqoooLIDVWbSKiGwEo2qPmgq1FGRwaUfXg6uEvwMVFzpg1Ti0ZQ8mEoSUGkYOresxWcDqLSkU5rnp2IkVMJWJ+i4iibWcLrIWSqjqxSEDKmLGlTXcA+gYVjFQZUIWFm9XsHsfJXV6xbMplN6UBUXWjqB5eAqwU8y4Uo7mBKPouSF00M8JbSdFxFRiU+ljEEq/syUiEF0Xe0+nSf8zNzrZwhTVs1RxQNVvJTK7DyVR3v7TxSqHtWkKiKqLEqrrENVTS9QmcWUZmzpSLMcXCXosQtX2uCUeBCZhpMteOoNqIGCqKSFlPA2X49BdEOYitDuMwgqoy2/ZAFVrN1UVrX+9F9TYwBVFsxUaR5WTypU6W8BJgesxCZUViPLwVUCHqO4ijjj1A9NiUfQwAaUziTKJKREzUfpglQCMeXTmkzpafNpTahibEi3cobK+oRK57JPXWsU9M5T6bv3z/BMleBB9QGTVhlAVW9c6U+rrISVHfNUlgBLQ8vQwVUCnki4utWJq0cRTMmOp6QBlOg0KgaiLJ2T0rtnSnObT1yrzyymEp9QiRlOj7zs0wCobJynErlSQe9MlQhQ2ZlW9WsD6kSVlScC9bb/EokqbciqcXCV6Ccirm7dAkg4fmyBlK2I6g+p5MWUgERKdyolFlOa23x6QaUHVVru8BOFqpY4qIq33NNk20/ssk/zKVV8VBmdqdJ+ArB/WiUmqdKMq2REldm0yhU/rYqIKzNtwCRElZ5WoYOrBDwDHVfJkz71xlNcMAmCk/F2nrUtvdiAEtje05tKaZ6ZEgspfemU/vkpM2sTEpZQ2QEqLW0/Ta0/M4PqkUFlGapEJ1WmQWUcVYlvAyY/qrQgy8FVAp5kxlVMOCUYT0kLKJsTKLsRpTuR0jEvpbXNpxtTWq6bMdDus2R+6lEAlWhUGU6pbJ6pShJUmZ2pMooqsYPr9p4CtAxZDq4S9yQSV8mOp6QGlFVJlIWQMtfaE51KaZ+Zio4pk20+A60+/aCyPqES0vKzE1VaT/4JXqkwYNp/plGVJLCKgqpEwKrAQAlLsEodXCXkEY2ruGBKKJwSnz7pBpSOJEokonTNRZmZjYqIKIsgJTiZ0t3qEzWMriOhirXUM+b8VBxM6V/waR+oTKNKI6iSPanSDStRSZVwVEUHlSWJVakYWPXCUolXf5V6hUHLwVUCnli4Sm4gJVfiJCZ5sg9PuhIoES09o0mUHYgS2uIz0+aLn0yZOd0XbxjdTDqVaFDFa/sJBZXGlGpAtP9EplQJQJW4xEpMWmUaVBZhy8FVAp6YuEo4mOJjKlGIGkiQio+p+GmUGUwZAZV2TOmflxI5M6XlRF/8Vp/BdQl2oUrXgk/tSz7jLfq0fJZKx/U0ppIqDa0/EYPqCYWVQVQZbQHqTav0JFamYSUaVb2AZaxt6OAqAU/y4UonmhKdPumcfTIEp2TFk5mWnu5ESn8qpXXHlGFIJVs61Q9T+lYlhKvVVEJldh+V9SmVvgF1U62/ZDv9JwRTYkBVahBU4uerzMHK0qRKI7Rsx1V+kSvBbBkYT2FJpc240gmnxyF10ggoQ+08s0PlAlIo/UmUCUjFGTrXOiuldV7K0Ik+kclUU3xMxZufEoYpUQs+I4LKzByViNafzUPqSZJSiWz9WdICTGBalTBUGUCWUFxdy3lAY1OrU3Hqxq18QbgygKZkwZNBQFmRQIlKoR4LSOkdOtc7fK41mRIyhK4PVDGvm9HQ6qvTAioTCZWlg+k6235WoepRnqlKNlTpTas0JValxnDVO61KAlxpAJYQXEmSRHt7B3cflHDnfjF3H5Q4FaXCfz/FtLW3I0lSP1wZxpKFaDKMJ7vadxoBJRJR4gBlPaL0zkaZglSMVErrrJThNp+mVl9H/FN9GuemEt3uM4QpS0BlbUqVqHUK9rf/xIDKElSZhpW54fWkSaxiIKsvtITgqgtYwaBKUFWcildBFUmSuv/eNOPKQjgNmBTKyiRKJKQEpFH656PsSaVMgUpPq09ru08UqExeNZO4hCoRp/2MzVLpmadK5EyVZlglyck/UahKtsSqG1bJklbpSLGE4cop4yjthatkwdKARZNNbTwReDIMKMkQoGIjKs7JPb2zUqYQpW1uKnKbz+ggehRMmYSUrtN9muanjCdUUWeoDIBKF6YigkrsPFUYVHFQJXKmKolAZXZQ3QyqrBxeF9kGzNdYIpGlGVeBQIBQKASEF112JS9OJQZXhrEUF04W4kkooGzA02OCKL2QEptGmRlA7z8zZX2rL/aahIQOpBscShc9mN4NKhtaf7bf+5eMoBKdUglDVW3C0iqtmLIGWuHfXROugsEgdXV1ZN+4weXz57hz5w7t7e0oihLx/T6fH0UNogZkfD0/7vcTDIaQpc6PSRKSHOjEmv+xBFsXrm7eukUIxKDJZOo0ENMnUQmUKUCZbOUZmY2KDynju6QSmUppTaZErEkQscyzNiKm9IHKGyed0ooqYQmVUVTpAJXxeSqbT/8lySqFZEiq9MLKeGJlfVJlJbLi4ioYDFJcUsypkyfIvnOf/Vm3yc7OJj39KI2NjQQCgX5fE1AUvFXluBvbu9cPBIMhIERxcQGt/iAAks+Pr62Jgrw8OvwBOtraE46dpMRV1ITJRjQJHxzXN/dkXQJlP6LabUqjjM9GGRw6NwEprff0mb0AWXOrz4a5KS0D6dpbflEwpXd1QqJSqmRElenWX3INqduGqrJaikqNpVZGW4EiMSUKWjFxJUkSLS0tHD9xHEWWKKlrZfSB6/hkifz8B5w6dRJVDfb+OkkmpPpZOWMkMxavYce2zazflsatnGx279zF9EljWbVhG7v3HaPowW2OHDnGlawszl3IJPP8TYKhUMLBkxBc3bxFKIQ9QHLQZBGczLXy7ACUnl1SViFKSCKlcfhc0319AuamdA+hR1nmaS+mRKZTBhIqkaf+RLX/TGPKgoWfglIqM6gyAivjrcDkhJVeYA0CCEUBTTAYJDf3Djk5OQDcKXczbs953F4vTU0NHDlyGI/H0yu9UoMh7l48zp7jZ8g6cYIL586za/ceMk4fY9Wqtaxfv44tW1NZuWYj1bU17E7dQqsKJ/dt5eIdF4Qitxof1eqJq2AI8WgyACjTrTubIJXYBOohpEy383S09Kxu60XFlF5Q6WnxaR1A77dvynibT3g6pfW6Ga0b0g2uTNAzQ6UXVUZhZRRVopIq21t/Iq+mSQJU6YOViVagHbAq1lgCgDVo7vwFrFufgizL/WaeAK5fv052TjaEFE7mPOBfvl1CSVkZDQ11HDiwH5fL1Wv2SvL7aWluA2DhuL+wZv81AFrd+Rw8doJ9qYuZOHshh09fAqCh9DZjRw8nZe9pAAJSYpCT9LjSASPjUDI+7/ToJVDm8WQ0iUouQMVY0Kk3ldKJKE0tPo1tPs2n+mJAylCrzwSmtKZTViVUQlMqjZgStZ/KSlQNhLafmUH1RyKx0oooPaUTWoOuXb/Ordu3Iw6nBwIBPB4Px08cR5V9HM/K5p/en0BJWSkFBXkcPHiwexFmNxZkmY6WevZtXk3K1lQ2rlnFqcs3uXlxP+Mnz2LpvAlMnDmXHQeOce9uNmlpO5g5awZrN24hI+s6DW1+ZPnxGWzvhasgFoPJWNokBE4x8ZTYFp4ZPBkdKo94Qs+uuagoiIqbRGlOo3SsQ9B5kk9UKqUbU1pP9VmVTBls9xkClQFMmU+oxIBqoKFKdEIlIqXSBSoT81VGYWU7qjRCqx+uQqEQoWAQn88X8T/+wWCQy5evcPrUCS5ez2ba+t3cyLnBrl07KSoqIhjsPXOlqipXT+0jdd8JFEBqrGJb6ibOXL9Ffa2b0yeOcObsWc5duMSlrAvcL6kEwNdQTebF83ib2h9LXOXcvIUaRCyW7EqcNLXsEp9AGZ2D0tfKE5NEJRxSmhMpi1OpRM1NaU6nkgxUiU6oEpRS2TNTlbxtP1Go0g2rMnthFRVXdqEqDrR0nRaUJAlFUbidm8vxY+mkHz7AiRPHKSsr6werrpIVNXwa0O9HDoRfh4JBFEXpd4lxUA0nZpIc/lzgMYJVb1zdRAmGTEPJEjRZNe8kDE/iAGV0DspORAmFlOYTewaHzoWnUtqTKRH7pkxjytJh9IegEocpO0Al5sSffUPq5lEVG1SJm6USASu9qOrGlQhYJRJVcZCleYloKBRClmVaW1tRVTUqrJwyiKucmyhKKHFwsiOBEg0py1MoHWmU4fkomzGlG1S9MWVFMqUZVBowZc3slHlQJU3LT+RQerKnVKJaf0mYVImapzKMKhOJlZHUKunSKg3A0nX9Td/5KqfE4iqghCxFUmQoJQuYLJqBMggnM3gysu4gsYAymEjpbe8JTqa0nOYznE6ZWJNgSTo1ADHlgOoRBJXJxEpIKzDRgNKILOduwYGAqwhIio8lk2CyBE+ysNmnRCZPRk/o2TFkbiWixKdRIhIp6070WYEpq5MpMy2/AQ0qnaiKupsqyVp/okElAlViWoEGEqtEg0lnDQoGg3SVqqoJx8bjVpIk0dLcTHbOTeRAyFokRUBTV4nEk/2Aip4+WYYoM6082yDVYbilZ00ilUSYSipQNZoaRhc+kG7FDFVSplSPF6oSCavem9eTDVaeCCUAV3l5eeTl5fHgwQNKS0uRJIlAIIDX66WgoICioiKnLKiCggK8Xi+BQKAHroJJljLZiKeYyZMBQOnAU9Q5KLNJVAxEiT2tZ18ipeXknmFIaWjxacWUqatl7EqnLMGUXaDSiKkkSKlsGVAX0PpLSlCVmVu1IGR4XSCi8gyWEXQNcrlcuFwuysvLcbvd3TNVPp/PKRsqfMVQM9nZN5HkoMUwijHjJAhL+lt2OueedKLJTPvOOJ6MpVCalnAKOa0nMokyiCiBs1Jah8+1p1IxENUHU3pO9FnT6jO4f8qKPVQ6MZWwtp9BVMUHlT5URcRUMrT++qRVRkFlNLESC6s+UCoyWAagNUhRFLoq8iXMKoRCKGqwc1WCjF+SutcmSJJMIBBAkqTutQtK5yoGv9+PJAfC7w3IyF2vZQk1GIJg+GJiCJ88DIZ6r2l4HNYyWIurHnASjCfRkDLbuoucPunHVExImcGU7gFzcyf1+mNKZCKlba+UqVTKalDpXZGQqHTKClQlOKFKWEqVJK0/q0AlGlWm06oEw0oIqqIgSwuwYgy0SyiqzN3rFzh+6gwZxw6wftMWTmdeorauntPp+6n1ASGZ+voGAqpKbdk9Nq3fwL49O9iy/wSSqhJor2H3tq2cPJvJxfNnWbd6BblF1Vw/f4Ir9ytpc+eTln6OgKpSUnCfmznZXL16nYxjh8m8ehspEEBKAgSJKFmWw/u/em6078ZVDpKsWg4hXVDShCVrT93FbduJglNUNGls40UBlGVplMGWnu62nhBExUmlrBw+j9Lii5tOmYBUUrX6rBpItxJUIvdSOSmV7ahKPKwEg8pgkhUVV5Iko/jbOHN0D7vSDrFu/kTefP9z0s9m8eDWZYYN+ZBVKVuYNmUqixYuYNO+M5TezmDqD6upLLzOiKkLUIFbp3Yzctw0jhw8yIED+5g2aRK3Sj2c2LmK8ZOnM2/2VH5YugFPUxvXM9L44sOPmDF/OSkpm8gtcaNESNMGYimKQkdHB+fPn8fv93enhF24upGdg19SkhxQ1iNKxAyU2QRKE6TMpFF2YcpIe08HpkyBSs+8VAxQ6UOVaFAJOtkXEVXxkymRqEo4qESjSuQslYl5KqtQJRRUgmFldOWC+QF2C5IqE8CKuYohIEm4iu5z4kgaE0Z/z8ixY1i59QC19R5Wzp/Ct199yBPP/pn0owdYsm4vFXlXWbJ6B3WVuUyatzp8efOYoXwxfBxL5s5j5MivGTl+Fhdv5HDm7Dm2LJ/OsAk/cOFcBtdy87l34zzjhn/DyHGTmb9kJXdK3CjKwMeVLMu0tbWxY8cOFi5cyK5du2hvb+++LDsWrvpByDCK9A2IR8WSUDBZgKY4KZQmNJnCk4l2Xg9Aad1obvWMlF5AmUaUkWTKlgF0820+S2endCdUOjA1UECVJAPqAwpUPVBlFlS9EqtSe2FlSQvQJLJi4ipEiEvpOxgzdjxjhw/j44/e5a0PhpKZdYlVS5czZ+KX/PzpN9m1cwsrNqZx8dgOVmzPoK3iJpPnL+PCuVNs2bCGqZNnsWXzNi5ezmLR7BncKPJQ8iCbid99wefDxpB57Q7Nra3cvnyK5YvmMnLsWCZNnMCKTQdokwLIA3xxaTAYJCcnh5MnTwKQnp5Obm4uwWDwIa5u5ODzK0JxpBlLJtEUHU4WtO80tPDM4MnMPJQuRCVhEhV72Nx8GqX1BJ/wk3wJSqWSKZnSnU45oNKFqpigMogqyzAlOKWK3g6052RgQkAVA1pdwIqOK0kmpLazY8tGDh08yvxpExg5diwr1m5m86qFTJk5jyVzp/LVN6NYtHgxixcvY/GKFRTVtOOvKeCHWZOZPmcZx44cZMvOEwAU515kwfwlXM3JYevGNVzIycdb/oCNKRs5f+EC21NT2LNzK3OXLuNQWhopqWk0dkgEBjiu/P5w+68LU13/7Pr4Q1wFrEGTADzFR5QFJ/GSCVJm2nlGh8wNDJqLTaUEabPG0gAAIABJREFUY0poi89CUIlCVRKASndC5aDKQZWNiZXZ1CphaZWGFCv2hnZfBy2tbaiqSmtzE5ISPs7nb2+lrraGxuY2AoFA+M7BpkZa2/0E1fDJwdbGBhpb2pD8fto7fEiSnxpPNY0t7TQ31tHY0hG+uDkEckcr7urw51pbGmlqaQegqbGBtg7fIzPQHg1dXbjq8AWEAMg8koxBSVTrThSctLXwIs9B6caTGUAldDYqTltPd2tPfHsvmSFV4TaXTolt9RlIp3Riyl5QicGUSFDFxZQBUFmKKcFtv/iw0o6qRw5WfZAV9/obVVVRFAU1GERVw+salM6Lm4NBFVVVkWW5u7q+Tg4ECHTOFMmdKxW6Ptb3vV3rHMIfD7/H7w/PKj3KsDKDq/g4MteaMwUnm/CkawZKRBsv6kzUQECU+VN7RpIo/af49EMqOVIpAcmU7lTKIKYEpFOlFfVUeupp6ailtqmO0gqLQGXpHX+JS6jsApWVqDIzvG4drLxUedpwe1qpdLcmFFhxcVVbW4vb7cbj8fQqr9fbXT6fL+FIGajVhavrN3Jo9wUig0ggjkyBSTOcxAyP60ufBCPKZBJlBFK2tvQMQcrEnJTRlQiGUykxA+iW7puyM50S3O6r9NRx624DM2a3s2tfC9XeuqRJqR5bVNkIKrOJlTlceSLiKr/Yy4PCapas3sqspZtYuX4nBSVe8oq8yYWrQCBAbW0tV69epbi4mKKiIkpLSykvL6e4uJjS0lLKysrIzs6mqqqqcxFpeHloKBRuH6qqEv5+nVfqJBoyyVhhXLVw/UY27R2yPTgyiCXDcBKSPglu4QlIoYzNRCUgkbJgNsqu9p7uVMrSIfQBMohuw/xUa0ctM2a3MWgQ/Le/hkp3HRXVelFlcUqVJCf+7MCUXaCKPLxuElY6cRUttSosreXBrVyeGrKE/9hQx+++XEjBgyLyi2uSD1cej4fCwsLujenNzc00NjYCMHv2bMaOHUtJSQlVVVWoqoq3qpy7d+9RUFjAvbt3Kav0hr8wGKCxuSX8OhTsvr9QVZXuFuDjWj1x1dYhWwIh0205y8EkGE1x4WQ1nvQPlidmNsqKJEoDoAQmUomGVNxUyuoVCXYNo/dp+VV56si51cIfXrnJkmVuPLUNtmMqPqgE3O2XTKBKMKaSAVbRcPWgyEOly8upy4X8z3fn8osFt3n2s1kU5JUkJ668Xi8lJSVUVlZy+fJlSkpKGDp0KGfPnuXZZ5/ls88+Iy8vD7fbDSGZs4cPknbgILt27OLggQMcST9DQf4DLp07ybr1KZy/eIXc+0X4JYmGulrKy8upa2juNX/1uFU3rq5n09YuJx5MGvFkHFEWQEpUCqW7lScojbJ7RsroiT2zoDKMKXHzUvFBNcBafTajqhtLrnpqG1rZsmM19/LuUOluTiJUPUIpVR9QJRpVveesBMDKKK76QKairJrMu/W8vhsmr89gx7bd7DtwgoKSmuRsC9bU1OByuVi5ciVHjhwB4PDhw/zVX/0VO3bsIBQKUVZWRkVFJSCRfSmL44f3MnH0BHYdOsa1S1c4eeIIafsPcezYcQ4f2MexU+e4mXOZrRs2sGPvIU5lnMXlbUYNPJ7A6sLVtevZtLZLtoBIHJL6VIRZp2RBk7kUyhie7JqN0ruM0yigjCLKDKTMIMqWFp9d6xHsOt0XA1R9q9rbyqq1m7iWfb8frqwAVfxZKkFJVSJBlaSYsmTOSgCu8os8VJZVc/p2PX/cBcsvtOH1NlPlacVV3ZIQVGnCVW1tLffu3WPSpEkAFBUV8f7777NmzRoGDx6My+WisrKSiooqoIN7t25z6lAaixcsZOf+Q9y+mUde/i2yrlxld+oatqelczv3FpcunGfvts0cOpVFzuXzXL9dRCikJhw6SYcrg1ASjiarBsatauWZhpTxtp4RTAmbkUpUImUaVOJSKVHJ1GOZTmlEVSxcWTGcHhtVAlt/OmH1KLf9bGkHmsRVfnEYVisvtDF4n8rWqy24yqrJTyCodCVXxcXFzJw5k02bNvHee++RmZkJQH5+PtXV1bhcrk5cSWQcTGP7jj0cPnyYPTu2cejoOS5kHmLn3qPs276ObXuPknsnlwtnT3H8eAYtChTeOM/lm0WAg6uWNkkwhnqAKAaMLIGSZjDZnUAZO5lntp0nJpEysYRTBKCSqLUXfy2CdkQNdEiZxpQOUEXC1dXs+1S4m61HlUFQxYSVzpRKKKpK7T/hl1TtQIO4elDsoajETXV5FUsz23ltV4jMO3VUl1clHFSaceX1eqmrq2PJkiUMGjSIefPmAZCRkcHp06fDW9eLi6moqCSoBijOe0BBYTGlZWWUFBVx/85d8ouLKLx3m/Rj6Vy4cJGbdx9wM+c6O9OOkp5+hFPp6bgb21ECA38LuxhctRsCkWU4Mg2nRODJXBtPewIVGVFikqgEQ0pga08opEy2+KwZQh9AqZQJTPWtqm5c3aPC3WTxGgVjoEpOVCV/QiUSVqJxVV7m5k6hl3HH/by9N8SFu3W4yqp5kASg0owrj8dDdXU12dnZjBs3jhEjRjB06FCGDx/OjRs3ACgvL8flcnUvGg0Gg6hdS0ZDXa9D3ScOCQWRZZmWlhYaGxro6PA91icGu3F17QYtrf7EYikGnixBlKkBcrGQsjuREt7aS6I5KVGYEgmqpDzZpwNVQkAlCFVdrb/qmlaWpGzl8o17uNyNVLgaaaiQqPdI1Lp9NFRIVLqaKHHV6oeVyZTKQdWjh6uCYi+uMg838mr5+IDK90clbhd4KSt1Jx2s4uKqtraWrKws3G43jY2NFBYWcv36dcrLy6mqqqK0tJSrV69277nSi4quSjRwkgFXV6/doLnVLxxD8UFkHkjiU6eHVWsrnDQmUToAFRFRZtYfJPTEnsWIEtDeexQgJRRTgkDVb56qsp4yVz03Z8wn/34J3qoOTpXm8MKDofzh7De8dX4kL9z/gr3F56mpaNfZ+jMOqoioMgAqq1CVaCAlHaw04qqwxEtluZu0G028vjvE7AwfRaVuSkvdCUeUblz5/X58Ph9er5eqqiqqqqq6N7O73e7uj7ndbjo6OhKOlIFavXDV4jcJIwE4sglNolMnEYASjigNizgtuR7GgvmoZE2jrMFUvRhMJSKZEoipWCf/yjzNFGYXU/P3v6Dy2h3qaoJsKz7NoAd/z6Bpf8/fzX+CQff+GwsLd9FUKceGlYCUykGVxbBKIK7KyjyUlXqYmeHjxe2w61ozblc1hSWe5L1bMB6u/P5wgqUo4TsF+1Z4K7vy2KdPonDV2OKzDke2Ycm69KkfoBKEKDshFcaUlZvNrU2kKmMmUhamUgYwJQxUGlAlFFMWoSoirLpg1CRRsPEoyqBBuNdtpbYZdhWfZVDeT/g/5vyEf1ryDIPu/4hlhftorJRitP/MgSoirAyiyoGV+NTKDK6KSjxUlrvJvFvPFwcVvjiokHm3HleZu/9VOEmAKc24kmU5IqicEldy58XWmnHV8LDsgpFdaDKWQNkNKAGIeoQhFbu1lyyplEWYehxA1RNHTRKla/bg//F/p3rxemqbg+wozmBQ3o/436b+iB/Ne5JB9/+GxYW7eyVXolHlwCr5cWUEWK4yD0UlXlZcaOOF7TD3bAclpR7Kyzy6rsSxvXrcexgRV5Ik0dTU1O+CZqfElcfjoampqXu4/+LFy9Q0tOGtbaa+sd0mILU+BJIFSLIqdYoIJ2F4EgSoZEGU4LaeqB1S9iRSvSFlJ6gsgZRFmNKDqu4qr6Xc04J7ySqKSz3UVvg4WJLFP9x7gf+e9hJPHHqbf7j7DBuLjlFf6eszVyUYVSZAJXZf1aOFKrtxlVfspbjUg6fCzdk79Xx+UOGtPUEO5TR1YisyrPqlWIlAVufPze9REXElyzL19fXdS0KdEl8ul4uGhgZkWcbn83H16jWuXrtB1uUrXLmaTWOz3zCY7EaTOUTFh5QoTBk9oacZUzHnpIyBytDA+QABlTWYsgFUiUCVnbDSeLKv0tPK7RFjuXHtDhXVzZ3oqqPEU0ehu4bS8uRPq5zEKjlwVVjqpdrlJreghjlnOnhzT5App3zcL6rBVe6hQNe6BpuB1Q9W4d8jZltQURRCQDAY7N6k0DVn1fW5HjsWUHrMYTkVv3reqRiea5Px+dq5fOUadQ3ttqMoLpI0Y8lkAiUMTvqSKLNplH2JVGdZNWwuOJGyardUJERZhqkooLIUUxaDyiiqeuFq+JhuXJW56nG5GnpUI6WueqGoEplYWZVaPZK4EgCsSMgqLPVS6XJTWOpl+7UW3k9T+eSAwrk79VS53BTHTatsTrKKI2Eq8u8Yc6BdkvxUV1bS3iHRUOfF460nBCgBGTWo4q0sp6ikhMKCfMpc1UiBALIkheeJJAlJkpGSYGg8mSrW8L8kSbS3t3H12g1bcBUVT4IBZQWkYs5EicTUIw6qhLb4BGLKMlBFgdVAR5VZWEXCVcTZrMcCVo82rkSlVwVRULXtWgsfpqn8aXeI7ddawqcDo8xWGQFWV+UZwVZxLFBFh1VcXAVDQW5lHmfJ/HmMHvkXvvluPOdu3OHujUusXLqcg8cOM/Hbr5i5JIU7BWX4OoFQ43HT1iHR0dGOHAgkHDTJUqqqIssyqhr5qp94uIqJIcMwMo6lmGAygaa4cNKBJxFplK62nihIuZuSHlGa23oC5qRsQ1QMVFkOKptQVSboippYuEqqVmBpDYU1HRQ2SBTWh6vYVR+GkEW4coAVuUrLPFRX9EDVfpU3dgdZer6d3MIaKjrBZWRzu15smav4PysqriRJJiB1kHVqP1MnTWbNmhV88+VXbDl4mpLCPLat2UDqjjX8sGAFq1csZm/6ac6cSOfwkcNs37KVtMPHOHb0MNfvlxEM6lsw+ihW132M8+bNo7i4GCAqrq5cvUFtfbsAJOmDkiYwCYCTpjaeTkCJTaFsRFQfSAm5uDjmib1kWswZH1K2YyoRoEoErEygKh6uRC0DFYOrOoorGnBv3oV31UZqFq3Eu2Q1JXkVFFc0UFrRQImrgQp3C6UVDWEk9UBT+GPh1+VVzRSX11Fe1YSruqXz842UVzVRVFZDcVktpa56Sl31VFQ3U1Je1/3+wtIaisvrKa1sTDiSzAFLP6hKyjxUutxUuDxczatjUWYHnxxQeWN3iGUXwqiqqnBTXOoxfTWOeHAZ/74xk6sQcDMrnQ2rt7F84WS++24SS1cu41TGGVKXL2f6vBnMnLeQJYsXsHDJAg4dPMKaZSvwdEjs2byavbv3s/3Q6YiQeJxKVVUKCgpYtWoVV69eZeXKlZSUlPRKsGRZJhgMIvn9GnGlH0268CQIUFZBSjOmRLX1HFA92qCKgKtHDVZCL1Uur6W6Ueb++Cnk3C6gorKJ0rp2yhraKalqpMQlFlZmcFVY56dh2EgYNIi6STPw/9vPqd6eRnG9xIPCKu4XVHHuYjY5uUWUuB5iqsRVz/2CSgpLayirbCT7diElrnqybxdy9sINCktruJvn4mZuMWWVTRS76nhQWMndBy7Onr9O7r1SikpruJaTR3lVM3mF1dy6U0JpRUPCkSQywcov9lBe2UBlhYfKyjpcFXVUlLupdLlxlXvIzq9l69UWhqfLvLsvyJBDCruuN5NbWEO1y01JWQRUJQRZYis6riQJggEOpi7hk8++Zv2u/WQcTmPyxAmsXb+elA0b2JaawqjvvmHs5BkcOHSQHbv2cvLYEfbt3c+BI8c5dWQ/e09cBkIJB04iKxAIUF5eTnV1NUD3acFAZ8tUlmWamprIysqisLCA6zduUlvfZg5GFiFJG5iMt/CswJPuzeZREJUskKq0AFFxIaUbUAMAUY8JqkS2AsNVT3llAyUHjnP0rXe5vGwtFU1+Sk5e5cHBqxSV1lJc3UJ1TRvlFQ2Uuuqo9raFv6a8lmpvW9RyVTV2v6eiuomSshqqPK1Ue9uo6lueNiqqmykqraHS3UJFdQtFpTVUVDdT5Wl7WDUdVLSB9M57tA3+iNLcYuryKzl/5Q5fDxvB7B8W89Svn2bX3qPUN6tUetqobQyQeTGbwe9/jLvOx6mzV/jRP/6YlE27ePPtwbz19nvcL6jkz+9+yG+ffhZXdTMnMy4zdsJUFixaydPPPMfps1eY88Ni/sc//YRr2Q/49vvR/Mcvf0VJRQPVtR1UuFupcLdS4qqnsLQm/LoTXhXulu7P962yykYKSrxUuFsoq2yioMSLq7o56vvLq8LvCSduzRSUeCmrbIr6fld1C4WlNZRWNFLhbu183dD/fe4WXNUt1DcFWLlhJ++NXckH389mz8kcjt5tY8n5DoYdDfDO3hCD9wWZkeHj4r06yjqTrJJSj7HThUkAJ5O4kpE7mrlyPoP0EyfIOJvJhfOZZGScobCiFlQ/VzIzyCt1U3wvm8vXb3P3zh0OHz/JmhXL2XvgEFcyM3A3tKM8xhcz+/3ha4S6Tgj6fD5UVe1+7ff7CQaD3Lt3jxMnTnDhwnmuXL1ObX27ZSgSAiaTcNKFJ5sBZQ5RYmel4kNKMKYeB0Q9driqE5taueqpag2S+f7H3Bo0iFX/9b9StWUHvn/8Cb5Bg6j6u59zd+xMFq9cR9bVXB4UVLJoySoyL2aTX1TN4qVrWLRkVcQ6diKT8spGFi9dw8HDp6iobmLNutRe71nYo3bsPkSVp4X1KdvYlLqbKk8LW7ensXDxqu5atGgl8zfvYv9fvqfyn/+V4pYgx89d5Y03/8y7gz9i9JhJ/OI/nmTWnEUsXraWhUtWs2T5OsZPnM6Tv/oN1d52pk6fy09+8s+MHD2Rl17+I2+98x5TZ8zlj6+9yU9/+s9MmDSDV/74Br99+lmGfv09v/7NMyxauoY/vfEO/+W//J+898EnPPmrX/Nv//Zzvvl2JMtXprBg8SoWLF7Fmczr5BW5WbB4FSdOZ1FYWsOS5eu6P9+39h86RVlVE0tXrGfnnsO4qptZl7It6vv///buPLjN9DDsv5pkOr/5zSSdNr9mJpnpJG2auk1/buN4Uie21846ibO2N01dx3bjOPEeWe+hlXZX2l2tpNWxOlYriZIoSiIp3qd4iqd4ijfF+xbFmwTA+z4AguD74vr2Dx4iJR4ACOAFwAcznxFJQSQBPHjx1fO+eN6o2BSGxrRExiQTFBLD4KiWhOSsba9/OygS1dAsGdlF+N0IpF8zTU5BxTbXv0NYaASvf3iJF2LgT87U8a2z5byWA29nmgisXKSsfYaOvklGBsdQq8fpdcG7DhUNqdXf4dnfcZfT30hsdTGbjCszW4DVYsZiXVmKwWq1sjA/z/zCAjMz0xhNJsxGGYMHBI4nk2WZhYUFHre1MTiooa6+icnpRQXiaZuI2kNAuTam5hmzJ6a8KKhcFVXOiSkfCqpnwsqtcaXErJWT4mpoQsfjyzco/Oa3KXn7EIM9aiYu+jN1/BwjKTmoGtppbOulu2+UftUETS09dPWO0K+epKm1h6aWrXV0D6IanKaptYcnXRpUg9O0PO577nqNLT00tvbQ1qFCNThDc1s/LY/7UQ3O0No+sPL3q+o7NbSlPmDqj76KJjET7YcnaDvyCb/737/CX/zlX3PqzEV++ea7/Oznr9LZM0JHzzAt7QOUVjby5tuHGZ9Z5vTZS7zz7gd8cPQ45y/68Y1vfpvQiHjOXbzKD3/0U3Lyy/nd3/sPfPOFP+fk6Qv8r//9E94++D4HDx3huy/9gH/8xescfv8j3j18lBs3g+noHqahuZuG5m46uofpHZigobmbJ12D9KkmaWjuob65e0ttHWr61FM0tPTQ2q6iTz1FU2vfttdvftxPv2aa5sf9NLb20q+ZpqVdte31G1t66VNP0dahob65m17VJI87B7e9fk/vMCcuBPC1w/f4459/TkhKKYNjOgZU4+tB1e/AsVpOX1PLwWjaLp52s+u5Be1htT6z8pV1bXegtH7KF0l6GhRrp9hZjwyjEVmWkDdcb+XfSOvrQC0vLyPJ8vr1LBYrRh+YGVs75mp52UBNbYPNcWVbLDl3d51T4snOgLI7olwRUlvElKfPUDkvpjz03XxODivfi6vpdc6Kq4HBKSbUWkyjVlKjcxlpHmVx1sKUCSYsoJpdRjW2gGZkbv3naYZnV477Wv14Oxuvox6aYUCz/fXVw7Oohmbo10yhHp5FPTS7elD5yscr5lDNLKP75UFM//W/If3pNzD/3r9nIDqJTy5d4zt/8V0+OHqcH//kH3j30FHmtBZOn71Ee+cg5VXNvPS9l5lZMHMj4C7/8Q++xLkLV/jw45N844VvExwcw99862/52Q9+TuH9Cq6duc3/fOmHfHz8ND94+X9x8tR53jn4AS//zx/ywdFP+MlP/4FvvvBt6po6GR7XoRpaOfh9QDO9fjD8xo+3M6CZpk81uenjgY1//yzNyjsj+zUz67sg+zXTz19vg1711Pp1+jZ8vGbtQP3pBTMTszKa4TmCAm4TERbByOgs/ZpJelUTDh0A7yucEleSJGEwGOjq6qKlpYW2tjZaWlro6urCYFhGlgzMTs2iW1xaD6+FuWnmdTpm5+YwLK+siaXX6tDrDeiXFrGsLkw6NT7F0tISY6PDTE3PsrRkQK9bQLdkwKDTMTo8yLxOvx5hK7vcnsaZN9n4bsGJ6UXHgslF4eRQPNkcUfPPsTukdompvQWV81c9d+UMlfNjyofDSsm4cnNgOSuuxod0RPcV8FHfDb6X/Q6vd3/OmfQAQoNiCAmPe3oAunpydYmCCZfq3crAZn1P1PR1DtLfrqKvexj1mJau3hGu+wdRVtHIK6/+kvyHjxge0xIelUjbEzVNrb18ceUmA5ppmlp7eeud96hv7iYs4h7vHz5GUVMT//bYf+dX3vhtXqk6w0e9NzgYeorSh/W8+vpb1DZ2kldYyS/fOkRbh5rAu9Gcv+i3etzT+N71O26vSxH0a6apaejg0pWbpKTl0d41RFxCOlk5xQyP67Z+l+GzPCCAXGfSOXFlMpkYGhoiLCyMmpoaamtrqampISIiguHRcaT5MUryc7hx9XMS0x5QVFFHb88Tyguzicl5yNrOx5LkBHKzS4kI9CcuNY3Smnoaq6vJykjl3LEjHD1+gZrWbtrqynn4qIasyLt8cuIEuZUtKzNh0jLqgR7UQ2NIsvctYLo5rnRuCSanBJSNx0M5LaLcGFKuiCmXz1I5Pah8dFfgNoHle3Hl3Bks7bCJ//PkJAcafpMDLX/IgdD/wG8c/gMOHDjAb/y/v0HA7RD8tziuav1YqRuus91xQX4Bd/G7FbLqLn43ArlxM5hbd8IJuB1KeFQit+6EcfXabQKDo7juH8T1m8EEBkfhd/0O/gF3CYu4h39ACIHBUcSEp3Di7hX+heqr/IvRr3Cg8w840PM7/CDnHSL94wmPSsT/Vgi37oQTHpXIjYC7BN6NJiQsjqvX7+B3/c7K7+UO1+13dRcBd8L44OgnHDhwgAMHDvCH//XL/NVff4+snJIt42rHdx5uZcARzg+kvXBaXPX391NeXr5pt2BlZSVjU+NUpsZz5oIfd298zsfHThGd/ICS4jzuXr/AP7z5DjHx8SSm3ufaiff5yT+9Q2RkFMVlZcRF+hMVH0dYeDiXz5/mg49Ok5KWxm3/qyTdz+TCR6/z8Tk/8iuqKC3MoeBBLkER0aSlpVBW34XValE8mByKq5p6JqZ0ys007WHXnVMDyoaIcjyk5p5yVVDZFVOeHFX7IK58fgZreuvAciCyFoaNvNp1gQOP/hPfjvgpf3HpR/yr2m/xRdhtQgKjV2aTBsbpHRjbpGdN/xg9/aP09I/SvfpnT9/o+tf2onsHXVt+fYzuvtWP+7aw9vd9o3T3Pf1Y0zdDgaqJ377yJ/ze4T/mdw9/ld95779wrDaACbWerr5RhY3YrndnnRv1rOhVTVJV185nF64QE3+f2oZO7obGkpZZwNCY1j3LQewpxGzTu5Gdv6PT4mpgYICioqJNcVVSWsrYcD8RX5wlPKWawSdVBN2N4XH3ALLVSndtLmcvXKOpuYnUuHhuX73M5atB3Pa7yp074WTn5lBYVEJGWjo3L/tz58bn5JdVERd0k5i0HCIDr3Ly3HXSMrNJT0wkLDIJI2Ce7uFeXCYSeM3s1cr5G60YjTK1tQ02x5VTAsrLYsr+oJp73hZB5Yqosi+s9rAL0OVhtf/ial8Flh2RtTBs5J9U5zmQ8u/480//lj86/R3+n7L/Qe/iDLp5q92/l/MOtLfleDHnGBvSUaxu4zcLvsnvZLzAb2d+m/8v44/4pD2Q+WHj6iKq9ul3q6k9WVtgdXrOyNiUgak5E7HxaSTdf7C+fMN+57S46uvro7i4eFNclZaWMjgyQm9VGUWlnWjaijjx6QUyCivo7WjkTkAQTzp7yU2NIDKjgPKsHArzqijNy+Cm32XCQxIIDQ/C784dLp0+z4WzJ0jNKyEq+CqB8SmUZcfzys9f5XpwOIkJmZQ+zCM2JYvq0ock3MtB9pK4kiSJvr4+Ojo6aGtro7SskskZvUeGk1MCyo6Isj2mtggoG2LKVUHl6qjaFFduCSvbA8sXI8u3ToMzvaPdgmt+zMg/153nXx/9z/xmzjf4Nwlf4w9PfJuGgT5Ghrc+x6DDAbRliLh4gVIbjA5qKR14zL9s/VN+pe2P+ZW2P+FXWr7EJ91BzA3KW/87J5wP0X3nSlw9pY+NBkcXyMkv52FpDZqROZ8/16Lb4spoNDIxMUFYWBhZWVk8ePCArKwswsPDmZqZYXZ0iIGBcabHNPQODCPLBmrKS+if0LI4MUDivVjaNePMDg+iGVkAk47sjDQeVTfzuLWB7KwU7t2LJzYunrScAto62misrqS6toGqklyyiyopKinkblgkJ44dw+/SF9S3q1bffad8PO0WVouLOgqLSnnSpeJxRx8DmnHGp7RuO3jc5SHlQExtH1S7RJQNMeWPQcNaAAAgAElEQVTU46jsPjjdRWtVuTWwbI8seygeVQ6Elj08L7R2jqztokszPEtbp4q69k4qx1Y0tfbQ3zexMhPlzlknB2aIbLNzgA1opunRjPNI1UmlqmPVE9rUGlSamT3PDG3LI4Nskl71JKrVd2/2qSfsCrN1Ks8Osmd/v3Xb3B6nLcUgyzJarZapqal1CwsLSJKEbDJhNhuRjSYs5pXzDFoBs0lGMppW3hdoNmI0mTCZZJYl49piDjyzusPal3n2y5IkMTk5ydz8PPNz85i85ITRkiSh02mprm1gen6ZyVk9E9M6JwSV/RGl1KzU9kFlY0jZGFQuiSqHj61ywUKgPhBYHh1hTgytPUeYgqGlGppieGSesTEdY0Naxoa0jIxpXRpWDu3ic1l4rexaU2lmGBnUbqLRzLourBQIMnfNfDnFTgFkZxg5ZvPtd+o6V2trV23kzkhR4uc6K66qauqZmF7cIZocjyVPmYnaHFB2htMeo8odYbW3uHI8sJSfxfLsYPOl8LI5yBSe5XLGgfMed6yVG2fJnLX7UqlQc/4uSu/j1LgS9hBX1XVMTOmUDSYnBtTznBhTdkaVy8LKJYG198iya7bLmzkx6jS78t7w2nY2TMHjunYNMYVjzOlhpkjQufa4M0+bZXMLO27LtnElSZLgJvbElUsiyqVR5aKw8qS48rAZLBFfzouv3aPLHp4TWzvGl0ujy4nx5WER5jFBZnegeVmAeYkt40qWZSYmJujp6aGvr09wgZ6eHiYnJzEajetxNT6lc088uTGsXBJVDsSVWwJri8jy9tDy2TBz8e7NPUXYDqeHeWq/xZhjcbZtkNnCAyLN4yLOye/eVDqAduP4bZvefubKYDCg1+sFFzIYDJtmrhSPK6fPWLk4rjw1sGwILm/YfejpvDm+nBJqHh5gu+6aVCTKHKNat8dg85J48+yZNhdz0u3Y9ZgrSZaRJGn13XmW1ZMomze/dW/D30mShGX9rXwWJNnI5osVSZaffwegxaz48U9KH3OlaFy5IKxcuktwD4GlWGTZGWJ7jy8Rai4PMw+IL7sDzcMjzFcDzfGgc3LUeUjYKb671EaO3r5d4srAwvwcy/Iy5bmp5Fc0o9VqmR4f4VFZAfFxsaRl5JKRGk9eRSOLOh1arZbmqof43/SnoLIZ/cI4WZkZ5BeU0NxUT0FJJXPToyTHRBIRFU1SRjY5aWlUtnRiNvt2YEmStL5shMfFlcsCa26dyyNrP8SXiw15Ki8OQV8JNJsDzgMizK2BZysPCLa9c3LkuTIUFf69to8rScK4vERLbQV3/K7y2WcXCY9JprS0jMzEMN7451c5feESQaEJRAVd5ovbEVSUlVBRUcnVc8c4/OFpwmOSqK+vJfjmVX72k5/w8acXiE/JpqO5kiNvv8I/vv4G731ymo/feYfbyfkAigeQq5hMK+t71dbWIssyxtV1uDwqrlw8g6V4ZO0hvpSOnv3OuXHmHTN4vhph28aZl86meVzEeUnIqXbkrMjZ7edszRm3b8eZK8PyykxLvP85zlyLoDQ/g7iMQmbHuvn5y9/lyJlrhAX58/n1IGrrmyjNSyc0Moo71y4Rcb8CgLL0KE6cOsFr//BT3njnfc6e+5ykxHhu3w4l8M41YtMLiLhxjvCMMp+NK1mWWVpaIjk5mcuXL3P//v31sPK4uHJ5ZDnOsRM0O9mYvUSceSPnR5uX7bIdWaF0cHmivb8ZwVHKB5/TI9DVEang77ZjXBlNFqRZFe8fOkjbuMxsZwknzl2lujiLv/nB97gbn8GtL05x5Jw/6gkts92P+OTsJTqaqzj3hT9lZUVExSeSnBzDz374Mh+d8yclNZXa+iZqHj0iIuA8n170IzUliScD45hM3rGqur0sFgtNTU08ePAAs9lMRkYGbW1tWCwWz40rLwszxaPLqaHm2K5MRykdMvud+yLNA6LNhqDbjtJR5a32/i5V5QPOG+2wzpWMWV4iPugq0RnFqLsfE3XnKreistHOTuB36SQZ+eUEXj3LqUu3KK2oIDctjivXbvCwtJyQ6+f4+Wtvk11QTFxUFPnFpeRnpnE/PZfm5lqKHhYS6n+Rk+evUFhYQHXjYwyyEUlSPoZcxWw2I8syZrMZg8GwPnvljEVEFV1s1AsiTPGQcgsP2MWqkOHteEA8uZRL3oXqg+Fm625YD4ghb+Oc5UVcHTtOmj20I1Z3mLmSWF5aZHJqGgtWpsZGUGmG0S9LGE0mdPOzaNRqRsfGmRgbZXBQg2ZomGXZjNlsxigtMTM9w9jIENPz+vV3Ck6ODqMZ1KDRaBgZHWdifAyNWs3I2CSGDQd67xfujiufCzQPCrj9F3PCXo7nUzzMlLZFGO5G+WjcH5G6n471c5Vd3i0oYTQakZaXkY3G1ZmXlQAyGk2YTM+TVwNJkuX1rxk3nOtvu39n9JITLbssrrY6t6DDJ212/vkIfT7CvCTa9jPlQ0rBcNsh0pSMNp+LRAeCzyUBOGa/3W6LJ8fcjnHnJs6+DU4/cbPVasVkMmG1WpFlGYPBgHF1XSyr1bq+ppVsMmG2rMxymc0mlld3k+03e44rp8aYPZSfQROxJ3gMEYz2h6MdwSiOOfRS+3TmcXh0znlxtXIaFx0lJSWkp6dTUlKCVqvFbDYz0tPEjavXCQoK4nbADTIrmpgdGuRJ+wBTY8N0dalW1n/ygNjx+bjyRE4LPkHY3ahNPCDY3BR4Igp9nINvllE8zLycU+JKkiRkWSY/P5+uri6Wlpbo6uoiLy8PK9BemszL3/vfHDp0iNf/8cecCYwhPTqE48fOcfKTIxw/fo7s8jqWJCOyDx/QvlNcVdfUMzm9yPjkgk9RPNwEwR3cHoIeEHPewgVx6TAXznKKaPYsTokrk8mEWq2moKBg0xltCgsLGZuYQP2kgbj4FAoLC8nPyeBBfh6Rt29y3S+MpOR7BAUEUdfRi0GSffrdgvsxrgTBlygecbbwgNlBz5h99OFZSk/gpKDzVU6JK6PRyOjoKDk5OZviKicnh6mZaSb6ByguK6O0rp7a+graOwborq0lP+cRpXkpXDj3BRWtHUhGed/tGtwUVzOLjE8tbEHrgK2+jzdy5LYLrjLhhZS+z57aYZx7QDj6fHQKItDdGPJOO+bKYrFQVVVFRUUFKpWKiooKqqqqsVit1BWnceb0CY4c/4RjJ08SlZZHW00tafcyyU5L4url62QXV6HTSxhX340o7ZNlGTbG1dSMXvEXIkEQXM8jgs5WdoaW4L0Ujzof4tR3CwK0traSlJREa2vr+ulsxkaGmJ6eZEgzyOzsDCq1hsVlEwbtLH29vWiGBhkZHcdgWMZkMmO1WvZNYO3ruJoW7DUpeCy3jweln7+Cz1J+ltfO/zB4QJg+y2lxZTabGRwcpKysjIaGBsrLy9FoNJhMZrAaSY+4w6074RQWVwPwMCOaT09+SGRcBknxUbT0qGktLyM/v5Kq0ocUFFWhk3x/N6EkSei0Wqpr65ma1YsXU6fTCc40I2yi6OOx99BT/vm5fyjyH7LdQsrV398LOevwB6fElSzL6HQ6CgoKyM7O5uDBg2RnZ1NQUMDysoG+5lJe+dEP+Iu//D5///NfEJVWQHr4Ff70W1/n1KWr3Lx+A//A23x+5hTHPj7LmdMnOPfZJfKqGn3+lDhrcVVTW8/0rH6bJ6bSG3GFKPSCOSUIXmJ/xaTgW5QPXldGsNPeLahSqaisrOT111/nV3/1V3nttdd49KiK8dERqnOTeOOtNzj80cccPfoet6MTCLp5nhOnPyE8Np7okAgqm5spTEogOjyFlMQ4bl6/TX1HH5Ls27NXT+Oqgem5JREAwt7MOmb6OYuCE+36GCg9bgTBQ3nrfxycNnM1Pz9PYWEhKSkp/OhHPyI5OZnCwofodFpGuhs5d+oIhw8e4vS1QOqedJFw+1P+/IXvkZT1kE/ff4WkR930VT8iL7+GR4XpXLnsT2PXwL6Kq5m5JcUH8l5NO4HLfj+HIkMEx3ZmZheZmXOeaVu54vY44zas3idKPy6OmLKJbc8h5Wz+fZW+Tz2N3Y+pu18ndt3+bmbX2FDgtdCp7xbs6emhoKCA0tJSCgoK6O7uxmK1sjitJirwLrml1YzOLYJFoiI/m6zcAu4nJ/KoupbiqgqetD0hPz2b+NgobgXc4X5OKfolef18hb5oU1zNPxNXDkWA8k9iYQcbIsGZYSIINlP6OeAmMztR+jHwJBvuF6UfM1/i1HcLWiwWZmZm6OnpYWZmBovFsnrOQAmT2QKA2bRygmbj6udrF6vZjNFkwmQyIskrJ4n25WOtNsaVVqultraB2QWD4gPCWcSGzV56t5l1hnnBbnbex+4cE7bxneeA4G1jwzMoFlfLyyu7CC0WC7IsKx4u3sCWuFJ6QCnB2S8wIhpsN+dEDv/MhR04+Xfc9edt4Mr7yp77SxD2LQe33TMb2P29d309ev41zOlxJTgYV3UNzGkNewgSN0eICBK7uSQK5m0Pg7mFJcHr2fN4u3DMeSp77x+nUHpMeMBYc+FjqvR221HbxpUsy5hMJsGFZFneFFcLumXFB4Si4bCPN2rzStIKXkHpcbIfKP0YezKlH5sF5bfT9gTplnElyzJTU1MMDAygVqsFFxgYGGBqagqj0ejUuFLmf35KD2gRLkpacAqDj9n6dir9WAmexznPH9sofVvdygXbc3ted7aMq5VTsuiYmZlhdnZWcIGZmRl0Oh2yLKPVaqmrb0S7KHl/cCj9hLKDV7zI67ybdp9T+v4XPJ8Yj3vgxv8o2fv6su1uQUmS1ndbmcxWACxmM7L89PMNb/Vbv75gO0mS1ncL1tU3oluUnitkh0PGzcGzW6jMb0PRAHFTwDhzQ6h0LGh1BrSLrrT8lG4Hi25i98918HYr/ZgKbhjb+4AbHqO9bgedEnO7/b3WsPsB7UaTmbmJIerqGxmZnMEKTA8PUFpSQnl5Ofl5efQMz6ycpNlgUPwAcU8mSRJms3nLA9rr6hvR6SUHo8ZFxb7XgbgHim9k7eVoQDiJThCcwJWhqvRtE7yfY2NPmTDcMa5kk5GFqWECL33Mz197kwufX+ReVjldDQ/52+9+k7/96escOvg2x8+eIyWnhGXj/libytGwMplMDA4Orq7hJW2Kq/r6Rhb1slsDR/EgsTtOxIbdJnrXWxScxh2P13OUHqMeMIbFuPbCsa30uNzCdq85O8SVhMls4kldMR8fepO//9k/8e6hQ3x67hqFBTl8+O5rHP7wBB8f/YgPj7xPSHLhyuyVB4SMJ7JYLBQVFXHmzBnKy8tXFljdGFcNjSwuyXuLISfVuW7N4mYeGTtOeKIu2sFdLwJKbxSfs7TM4pLkEL2j9Ftb3KPtvq9NbPzdHb2vFpc84LH2RUtb2cvjtMex7WN2HdNbccPjvpfXhh23/zb8+x3jymw20vYol3dee4X3jp7g8Nu/4IOTVyjOTePwwV9y5osAUmOD+Osf/JiuSQNYTIpHjCeyWCw0NzcTGxvLzMwMUVFRtLe3Y7FYNsWV3iA7FC5Kl7szg0OZje/eX7D3TGzYBUEQHLbrNtOp2+zdX1d23C0oGU1I2kligq7x6WfnCQ6Ppnd4GnV7Ge//8k2OfPgRZ8+c5q233yK9uBGj2ezTJ1l2lCRJzM/Pr4eWwWBgfn5+wwHtCzQ0NLFkMLo9bOypfo+MFhueVM54giq94fAYhuctOZ28Jf2q7f7eVrZ9H1fcrhVb3Yd6gwc8tr7OpWPW9nG81Vh01th21nPD/t/JgfGv9HiwwW7b/51CbucD2iUJaWmRvt4u+gdHWXmToIURdR+a0SkWpsfo6B5gaXGOrs4e9JIs4moba+8OXPt47fRAm+Jq2ejE2Rv3RozSTwKPsKfoUH7Dul8YVin9ewiCp/Ot54l7Y2/3099IElbAank6K2UyW7BazKsnY7ZiNJrWjyFaCwalY8ZbbIwrw7Jpz7GjeGA4OVREnOxtw7jJsuCTtnislR57LhvDYizvT14ztp++Ju0aV2azBavFsr6klcW88rFkMLC4qGVubp5l2YjFasVqtQJWzGYzVovZLXHi7dbjqrGJZcnk8hkVXw4TsQHejdHplgW7OH5fKz12PJUYr97Kq8e8DbG34wHt0vISA3099Ha2EnTzNuVN7fSp+il8cJ97MXHcvhtMZGQISWlF9Pf20NPTQ2luOlevXCCzogmLCKxd7RpXPhJFIngUjBdJ8Gke8ELpVkrf34JXjHOlo237uJJkZGmJurJsPv7wCCc/+5zg0Ejyigr5+I1fcOzkJS5fv4q/vx9hYfdIiYsmOjqaTz86yBf+d8irqMdoNIpjsGyMq8bGZiTZ4ryZG8VjwjnRITbAriMJHkvpseGNlH7MhH009m0Iuh13CxokIwDBNy+QkJ5N8M1bdA7PkeB3nFc/OEVk4FWOHj1GSU0j5Xmp+N8MJCElgSaVWLHdkbiSZYvHhNHyJs8PHMPGiNkHweOsjYOiGy7Z15i2ofTv5QJKjx1PpfTjsuex6u3ccN85YZzstk12xWvGjnFltsKTikxuhd0HoDQ/hdyqBiKuf0ZSViGpkdc4cuQ4rf0TWLRDRIXF0NZaR0zcPXKKKpjSScji4Pbd42phgcamZmSjZddZHV8LGd/cACu9wbONLHgspceGN1L6MRO8bew7P/JsiitJMiItThN3LxrN6DR56fe45HeLkXk9msf1lJeXExUcwGfnLnI/LYP0xBhCQ8Mpqa7nfvhtroemsGy0iN2CNsTVwsICTU3NGE1W740cH48VpTc4NjMKPk3p8aU0pe9/wefGvatibefdgoYlZJMZi9nI/Nws+iUJk1HGaDSxvKRnbn6BxUUdc3NzzC9o199RaDaZxPFWbowr5YJIRI7Y8DuP0U2Uvp2CICjEjUG261IMG08wvHH9qrXPN1r/d89+LuweV83NmMxWxaJGhIf93BUD2zMLPkPpseQNlH6MBG9/Prgz3nZfRNQOJpNJ2MFWwfk0rlowWXBv+LhjsNlI+Q23AhtykyAoTIxPwVspHHC7vabZFFdGo5Hl5ZXTtqx9vJXx8XEGBwcZGhoStrC4uPhcYK3FVXNzCxYLHhE/XhcsSj/JncgkCE4kxrHgCzw32LZ/vds1rpaWlpifn185lspsZmJiYsv4mpqaori4mM7OTrq6uoRnVFdX097evuk0Qc/FlRU3BZAjg+gZ7hzwdlB6IyAIgiB4D1fF2Y5xtXZy4R//+Mfk5uby5ptvcubMGcxmMxtPRGw0GhkdHaWzsxNx2fqysLCwa1xZrXhk5Cg9+L2OWTCZzZh9gNL3oSAIu1B6e7/BxtfNXWeuADIzM/n1X/91XnnlFfR6PRaLBYvFwtLS0npcjY2N8aSjA6NhmeH+djKTHjA+M89gTytVNXXk5WXR0NGPUT/PxKyWpYUZxqdX3mE4OTnNxEgXkYFBZKblUPu4e1OY1JaX0N43xNzMLGXZ2VQ39yObdJQ+LKKptYGcghzy7qdS3fCEvOw0OtWjLMzOMD48zJBmAu3MJKNTcywvjBAfGsz9pEweNbVjdmNcTU1N7RxXLS1YQcTRPo6anV/oLYLXEQG493FvC+97zASFx7UbXo92jCtJkgAIDg7mwIEDPHjwAACtVsunn35KS0sLVqt1Pa7UQ2pKEgoJDQ3n2mcXuREQQod6Cv3iIukxoRRV1JIYGUJFfRNp0Xe5G5lKSUEeUfHpNNaUc/6DowQExpD7oJjRoX5C7t6hpnuEJf0ik30NBFwLJOz2HS58dpn7Dx6hX1xksKOO8Iho/E6c4F56GfdjIymvqCYkKJy6+jrSo2K5deUqVwNCeZBTiP+p41y9Hkp2Rg7jWpPHxFVLSwuA8oHiIcHiuiet0i+4giAIguu4OeYciSuLxUJcXBwvvvgiV65c4eWXX0aWZZ48ecKXv/xluru7MZvNT+NqsJ/ixFqqK8oJvR5AUFAY7er5p4VhGCfQ7xZPujtICA8hPCKBR1U1hAUHk5FdRHpMPFmZ+eSlZjM8OkRyYhyt6ikApnvqyEgtJD8lnoAbgdxLKdoULxUp0Twoe7LyiTRPVFAgCfeSiPC7ScaDcmof5nHLP47clGQyMnLJS01HPSu7JaxA4bhSLISUfpIJgiAIgi2cG2A7rNC+cjxVQ0MDo6OjADQ3NyPLMkVFRZw6dQpg027Bzq5O5iYW0Ol0tD4qo6ql67nIGOxppa13kMGuZmpaelnSTtHY0kFXaxUVNQ001z4kNav8uX8nL2mZmpxjZkRFfn4x03rjpr+fH1fxuLtv5RPzEs0NTYyMTzI+OMTU1BxzMzN0NlVRWlnN45ZKElPzWXLfxJXtceXUyFF6sO4zFuVYBI+k2Jjw0nGsxPPD6x4fwQvYeMyVxWJZ30UIkJaWxptvvrl+UPvaAe0dHR3uqxUvu8zPz/P48eNd42pfh5EHbngFQRC8na9s/7wpYu1eRFSSJLRaLZ2dnSwtLa3H1czMDMXFxbS2ttLW1ma3x4/baW9/zOPHj2lvb3foe+z+M1a/9+PHPHnimp+xncrKSjo6OrBYdosrD4gcDwkhpZ/IgiAIgvdSMsAcWqFdlmWsVutzkaDTrZxnUHje/Pz8trHqtLiydTBtQ+kngrATq+DxlB4jgiA4y16DzKZzC1osluc+fvY6BoOBwcFB+vv7GRgYEJ7R39/PwsLCtiu0r8fVbg+qRYSQ51H6RV3wfWK8Kk/p7YzgSXZ7jd51KQadTsfIyAiSJGEymRgcHFzfHbh2PaPRyMTEBKWlpahUKjQaNSqVCpVajVq98rF69eO1zzd+be1zlUqNRqNBrdn49ZWvrX2s1jz//dTqzV9/+v2ep1ZrVn6GWo16h+s5W2NjI21tbVvO+G2MK6UHzN4ovfHb56wKU/r2C4LilN4GC55g17gym80MDw/zne98B71eT0pKCn/3d3+H0WjEbDavr+C+dkB7V9fz7w4Ul5XLbiu0uy+ulN74eCE3R4pV2Dc8MnRd+Xs5gVc8PvsmxvY41pxO6fvjqV1PfyPLMn/1V39FVVUVL730Evn5+QDrs1prB7SPjY3R3d3DwqSGgsIypifHaK8tIyYkgb6hCTpb6qiqbyA2Opz6J32MDw0yqFLT161hVNVHe7+GxVkNode/IDwklsJHDVgAs2GWvJwCxqZmUHU1ERcURUefmmFVB+UVVWRmppKekUTYrSjqWpoICYtiUZbp7uxGZ9DT2fYYgwVmRoeYmJyiNDuKa5fukJFXhHpC57a4snUpBs8fvNvwgQ2pIAiC4H3sD12F42pt+YWDBw/y4osv8vbbbwMwNzfHG2+8QX19PcB6XLW3t2O1WjCZTNy7eZPIiFj8P79KQEAY/ZNLmIzL5KYmUlvbQMidUKqqq0kJDefmlWtcvxVCUmouoV9c5E5QPAUP8mjvHWR0YgaTycTDuDBCQqMJvHwN/xuB1HeNYTYZqS58wIPMFM59conWznbSUnN59DCbmNR8qouyCfS/TWb2Q2JDwil+VEtGbCjnT/uRm19IRdUTD4qr1tW48t5AUvoJJgiCIAhb2T66FIgrg8EAgJ+fH7/2a7+GRqMBoLW1la997Wuo1WpMJtOmuFq7ZMUk01Bdxa2LV7gTHM3QxtXQLYvE3g0k/l4y8beDycmroqmihMCbseSn3ef+/Qzy0rIpLqvkUdPKrsaylFRqquuJuHaNm7dDaOuf2pAuS4RfC2BocWVh0daiVOLTiql+mEmQ/20y8ip5mJFIeNQ9ivLySY5P4EFGNsVlbS7Mqc2XPcfVVoNjF0oPZkEQBEHwFk/Dy8VxZTQa6e3t5YUXXuD48eProZCTk8Pp06eBzSu0b4wr3fwC0vIyPW0t9A1PbS4Ns0RvTy9z2kUWZmfR6fQr5wnsbqGqvhl1XxtpWcWbTqysX1jAsCwx1NNBe4/muXgZHepjasGw+plMx5NOtEs62ptaWDSaGOrvZXpmkurKMoZH1ORmZdI9suCUcLLlsmtcta7GlVVEkiAIgiAo6enslgviymw2c+vWLQ4dOsTS0hJGoxGr1UpOTg4HDx5EkiRkWV4/oH1jXInL5svs7CxtbW3bxlXralwpPaAEQRAEQdjMqXG1vLy8HgdGoxGDwbC+ptXY2BgGg2H9wPe5uTlKSkpoaGigqanJYc3Na3827+n7bP/9m136/bdTXl6+fqJrEVeCIAiC4H2cFlfbHei+VSTo9XoWFhaELWi12ucWEBVxJQiCIAjexalxJUnPfk3acrVxYXvbhaqIK0EQBEHwPg7HlSSvvAPPbLYAsLxsYPVDzCbjyqlYzCa7Z78EEVeCIAiC4O0cWOdKxiLpSI8LI+5eOo3NXYCR3LQY/G9cISk5m8ysDPpHJ1neZmZGEHElCIIgCL7OxriSMJlNtFc+4Kcv/zUvff+HvPrGu+RVNhBy4RBf+cY3uXD1JpfOn8MvJBGT1brFrkNBxJUgCIIg7A+7x5UkYzYukxN7h9feeJ13PzjCkQ8/4G58KkE3PuPUuZOERsYQFRZDVVsPYHVrlPgKEVeCIAiC4BtsiCsJ4/ISj6sLOX7sEO8ffo8z1wKpaWom4LODvPTSTykur+D9N/6RorZRsIrjrkRcCYIgCIKw4zFXJpOZaXUrNy5d5X5uMYPTOpAXyUqIITL2HjFRMeTm5pBW8JDFZaPYLSjiShAEQRD2vV3fLWhY0qPXrywmajWbMCwtsSyZVhYWleXVP5fXFxQVRFwJgiAIwn5mwzpXW69ntd2f+5Gtt13ElSAIgiD4PodWaN8uEvbjCu0bTwG02/2zVWCJuBIEQRAE32J3XMmruwKf/Zqzzi3oTerq6qipqcFoNBIXF0dAQABBQUEEBwdz+/bt9Y+DgoK4du2aOHGzIAiCIOwDdsWVLMuYTCa6urpYWlpan4kxGo2Mjo7S3v6Y/XZpbGxEr9cTHh5OYmIiycnJREdHExISQlhYGHFxcSWm3/YAAAfTSURBVKSnpxMcHExVVRWAiCtBEARB8GF2nFtwZbfW5cuX+frXv87c3BxGo3E9rsbGxnjS0YXFaCApJoLK1j4AOmuKiU7PY1LTT2h4JIPTi4qFkLMvVquVpqYm9Ho9sbGxZGVlkZSURFJSEvfv3yc5OZmYmBiys7OJioqitrYWEHElCIIgCL7KrhM3m81mZmdn+epXv8qLL77I0NAQAGazeT2u+vpV9LdXkZ6ZSUJmDstLWlLTMijMTeHk1TsUFTwg5eEjxWLI2Rer9WlcxcTG8iA7i6jwMFIS7xESFEjQ7QDiY6OJiYokNjZWxJUgCIIg+DCbT9y8MQIAvv/975ObmwtAR0cHQ0NDmEymlbgaUNHb8oj0B3mkZmfT9+QJCelZlBVl8enVQEqKC8ksq1OmhFxwsVqfxlVCfBzRCcm8dy2Ek4GxHAtO4MjNSD68EcbFoEhioqOoE3ElCIIgCD7J5hM3b2SxWBgeHuZLX/oSPT09ALz33nskJCQArOwW7OzCJOlJuRdHw+NONF1qWuvKSM0rY3pogKjYe0xqZWVKyAUXq/VpXN1PvMe5gLtcrVZxo1fmk6Qi3s+o5xepjXzvbDBhISHU162EpYgrQRAEQfAdG8PK7t2CY2NjfP3rX+fWrVsAJCUlkZmZCcDo6CidnZ3KVI6Cl5aWltW4SuDirRBOFXXyTuUo33/9EN85HcSXP0/iK+9eJDoiXMSVIAiCIPiYZ8PKrrhaO3B9YWGBsbExAM6ePcuVK1cAmJycpLS0FJVKhVqt3hf6+/upqKjAYDCQnHCPkLhE/k9gBl8/F83//+ox/uM/n+HfvnaOn5wNICEuljoRV4IgCILgM7YKK7vjanl5GZPJhMlkQpZlGhoaaGxsRJZlDAYDKpWKnp4eent794Xu7m7GxsaQJIng4GCiIiO4eD2A4+cvc/zyTU5cus7JS35ERkVx4/p1Hj16JOJKEARBELzcdlHlcFxttHYxGAzrB7zvx4skSXR3d9Pc3Eznk3Z6Ojvo6Xyy+mcH7Y/baGpuZmpq6rmV3EVcCYIgCIL32C2sHI6rrc41aDAYUKvVis8mKTFzJcsy4+PjbNwlOjQ0xODg4PrnarUarVa75X0n4koQBEEQPJstUeVQXBkMBgBMJtP6OfXWjsWamJigtLSUgYEBVCoVT0Nj7U81Go1m/e98QV9fHxUVFUiSxK1bt7h8+TI3btzg+vXrnD59ms8//5ybN29y48YNzpw5Q3V1NSB2CwqCIAiCt7AnqhyKK4DCwkIqKiowm82b4mo/v1twcXGRuLg4Hjx4QGZmJomJiaSlpZGSkkJCQgKFhYXExMSIRUQFQRAEwUs4ElUOLcXQ2NjIb/3Wb/HWW29htVo3nVtw5fQ3HWAx0t/Rjmp8mpHefmbml3jc3MRAVzM3w6KxKllCTr5YrZtPf5OZmUliwj0y0u4THxvDvbhYkhLvkZqSQlR0tIgrQRAEQfBgewkqh+LKarVSWVnJ7//+71NcXLweGBtPf9Pdr2JuoBG/C5eJiI7nXsx96mtaKSnMJubOFxy9HMSiyXfyymrdHFfZ2VlcvnaDW0HB+Pnf4uJlP64H3CIsLIz4uDgRV4IgCILgoZwVVnbFFazsEvzud78LQHt7O0ePHqW/vx+LxbIeV7N9dVw++wUxiSncj00iIjKZ9q4OshLC+eDsF0waLMqUkAsuVuvTuEpOiCcgPIYPo3M4m1bBJ4nFHInN41BYFodvRhEZES7WuRIEQRAED+PMqHIors6fP8+f/dmfsbi4yNDQEAcPHiQ5ORlYOf1NV28/2qEOQm9Fo56YxWhY4HFbB8bVGFmWfWu5Bqt18+lvzgfcxa9uiM/7LLx1PZxfRBXyg+hHvHDMn4jQULFCuyAIgiB4CFdElUPHXDU3N3P48GG6urrQ6/V8+umnDA8PY7FYGB0dpb29XcnWUeTS2NiIXq8nNTGBz2+H8n5mE3+f3sa3/+kgf3LUj987FsIfHTxPTGSEiCtBEARBUJgro8ruuDIYDFitT4+XysvL41vf+halpaWYzWbm5uYoKSmhsbGR5uZmmpqafF5dXR01NTUsLy8THxdLYmoar16P4S8/8edb713kz949z1fePsepO9HEx8ZQU1Mj4koQBEEQ3MgdMeVwXD1Lr9djNBo3RYJer2dhYWHfmJ+fX7/tUVFRhIeFERkWSnjIXSLCw4kMDyM6Ipx7sTH4+/vT2NiI1WoVcSUIgiAIbqBEWO0priRJQpblTSuOS5K0by0sLDA1NcXM9DQzMzObTE9PMz09zdLS0pb3o4grQRAEQXAOpYLKKXElbCbLMkajcUfPnvpGxJUgCIIg7J3SMSXiysOIuBIEQRAExykdUhuZV4m4EnElCIIgCF5D6YDaLaxEXHkAEVeCIAiCYBulA2q3qDKbV4i4EnElCIIgCB5J6XCyOao2hJWIKw8g4koQBEEQnlI6mhyZqXqWiCsRV4IgCIKgOKWjye6ZKhFXnkvElSAIgrBfKR1Me939J+LKQ4m4EgRBEPYLpUPJFbNUIq48kIgrQRAEwdcpHUuunqkSceVhRFwJgiAIvkbpQFIiqMxmCyazGZPZLOJKaWtx1SLiShAEQfBiSgeSckH1NKpEXHmI9bhqWYkri8WKxbpC6SeKIAiCIGxH6ThyWlQ5YaZqE5OZ/wtM+Q0m9T7D5QAAAABJRU5ErkJggg==
图中左下角的参数t1,我想用if函数写,可以吗


862899 发表于 2020-8-4 08:56:59

未见图

驱蚊器86 发表于 2020-8-4 10:01:54

补图如下


未来第一站 发表于 2020-8-4 16:05:26

这里用判断估计不行。

远祥 发表于 2020-8-7 21:31:46

这个不太好办。。。
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查看完整版本: 方程式驱动曲线参数中if函数问题