李易峰 发表于 2022-10-21 20:33:31

明细表重新排序

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s1rP8Lq+fimP06m8Z6Xq1r7Hqs9LoH4tLyh/wzLJ+L/dpL42fsf4eeexxQg8U8iGE1j/hdrM75LnNdOUcYeZphFEaegFfoPcoD3DNrBcNjvwWLxwF0sKwtf8qrTmNd5+Kj68/2Odq3dK73T+vuLFr/q3hvzr3aFQx1Zt1P6xyzln3WXOVzf/arv8ZX7Xm3PsqBY/iwmA0xrOYRv4vVOd9lrivnCCNPM4zCyBPwCr1H4wO8hPh8289QMDywYQsKLod66eGzRZ/JTtop/+w+3L/OgB/OozHybEvDcfn605zqV3Xt8QoxnxMz4FyIV7Y0msc62KrzT/WrOusnH31Q1xj5q+zqnM/e86qz/1afo4zA7aj+t87/G/vozL+x5932CCP/FwujMPIEvELv0fgA960+T6HwPo+AnziMwsgT8IrcozDyBLwi9yiMPAGvyD0KI0/AK/Qe5QHumbVC4XUhThMIo0YxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETTBWWUB3ij8Y7C8ys+TxFG/m8eRmHkCXhF7lEYeQJekXsURp6AV+QenWeUB7hn1opcsEYxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETThTBqFKOjjPIAH1FtCwpvq0gmjPwdCKMw8gS8IvcojDwBr8g9CiNPwCtyj84z+vIAL4D5wiB3IHcgdyB3IHcgdyB3IHcgd+DaO8DP9C8PcC7E3xKoi5jfPoEw2udT1TAKI0/AK3KPwsgT8IrcozDyBLwi9+g8ozzAPbNW5II1itEJoxFNF8KoUYxOGI1ouhBGjWJ0wmhE04UwahSjE0Yjmi6EUaMYHWWUB/iIaltQeFtFMmHk70AYhZEn4BW5R2HkCXhF7lEYeQJekXt0nlEe4J5ZK3LBGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjI4yygN8RLUtKLytIpkw8ncgjMLIE/CK3KMw8gS8IvcojDwBr8g9Os9ofIAXTHy+7Wco9IKBz7Pye1R1z9JO55n6rPScgz+tX+VrDX66HvHK6hpoKg+f7Uq/ymENaq9g60z46fkQr6yugaby8Nmu9Ksc1qC2Z0v7Gz/dB2fU/G+c5VX3WLFY5er8q3zl8PGMyK3WsO4O/jvM8GzOYeQJh1EYeQJeofdo+QDfiH7pP3T98f9WwVzYr1MhhsVJEcMezUO3stVr6ge91pGH1TpiWOjOWl3PMfvV92jMusnnfnuas/M8Q8/n43OrfybmnpPP/fY0pZt+vG7SXJHnfdiv3hpfsd8deyiHijUHXpqf4il/Rz6Y/a5n/61z69/8t/a90z5h5P9aYXSeUR7gnlkr+IKxXwLEsFiEGPZoHrrJTv2g1zrysFpHDAvdWavrOWa/+rp4tTevYX/Vb8qt+v5mbu/ce7Wj83AP9qf1qtljUdoz+r1eezXeg/1phr1e71pTLntsVDvFU/6uDHWeu87xzHOHkacbRmHkCXiF3qPlA5zb6AKufZo/seA8+8VH4ymn+VqnH/PWvlOsPaCDRU/Eqkf9qEUf6Pf6qbbWQI/1bFd61Fe1VQ76v7R6ror547OptmrQsg7+Sr9XUz16s9X1ugb1K63usTrPlfvdsZcyqhlWub281nS9xnfjdPfz/wbvMPKUwyiMPAGv0Hu0+wBXsW//3ooVD82djUFM1yE/WdW7WPsc1atO+2iseo7Zr3Uac69VbZXb6zPpeZ+/8PVcHLO/N9tU0/WY72we69iiByzXrvZ5D/ZrH42v3vsu/VYcVrk9Zqp38V3Y4Jw6D/KxDwJh9GAxeWE0kXnkw+jBYvKU0fgAV+HU8JPyykTjYqE5jtlnblOeNerrGhefXQ+99kV+sqrnmP1ar7H21LrGrsdKr3v8Razn4ph9N9+qrutXGp55pec6+6Xlj2tX+3wu9msfja/e+y79VhxWuYnZSqs5je/CBue8+/kxxzNtGHm6YRRGnoBX6D1aPsBV5Nt+hoK5sM/Tax4xLGvLn/Kq01jXufjo+rN9jvYtnev907o7i9b/Kt6bc692BUOdWffTOsesZZ81V/ncn/3qr/FVe96tz4rDKrdi9lPdXVhNc97l/L9xzjDylMMojDwBr9B7ND7AS8ifb/3+CobHbOCDAOIjetbCR5/JQsf9Szvln92H+/OZcB7UEa+snp/78Hr4K72u0ZjX/qXP5yp/FSPPdjWzzsG9VvpVXXusYpwDNY2Rv8quzvnsPa86+2/1OcoI3FjPOfg4N2LWo3Y3+w4zPJt5GHnCYRRGnoBX6D1aPsB9m89UKLzPpLA/dRjt86lqGIWRJ+AVuUdh5Al4Re5RGHkCXpF7dJ5RHuCeWStywRrF6ITRiKYLYdQoRieMRjRdCKNGMTphNKLpQhg1itEJoxFNF8KoUYyOMsoDfES1LSi8rSKZMPJ3IIzCyBPwityjMPIEvCL3KIw8Aa/IPTrPKA9wz6wVuWCNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGRxnlAT6i2hYU3laRTBj5OxBGYeQJeEXuURh5Al6RexRGnoBX5B6dZ/TlAV4A84VB7kDuQO5A7kDuQO5A7kDuQO7AtXeAn+lfHuBciL8lUBcxv30CYbTPp6phFEaegFfkHoWRJ+AVuUdh5Al4Re7ReUZ5gHtmrcgFaxSjE0Yjmi6EUaMYnTAa0XQhjBrF6ITRiKYLYdQoRieMRjRdCKNGMTrKKA/wEdW2oPC2imTCyN+BMAojT8Arco/CyBPwityjMPIEvCL36DyjPMA9s1bkgjWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETThTBqFKMTRiOaLoRRoxgdZZQH+IhqW1B4W0UyYeTvQBiFkSfgFblHYeQJeEXuURh5Al6Re3Se0fgAL5j4fNvPUOgFA59n5feo6p6lnc4z9Zn0U37qw3k+F/qgjhhW8xWjVpZ/Z/O89tV8ng1z4YyIYTVfMWpl+Xc2z2vV195af3b81/s/e74r+oeRpxhG/zAqDviU2jsz0tnAgC14rHJcgx+7JqCs16rPziqj5QN8I5L/oP9UhMyF/eKBGBaMEMMezUO3stVr6ge91pGH1Tpi2EmH/GT31nNt5a9ytQ/nOZ7y09leJb93bq6t/FWOmWBG6GA1j3hla42uW+memfvr/Z8521W9w8iTDKP535+g966Mai6dTeOJgeo0xrrYB4EwerCYPGW0fIDrYl2k9U+JmQP7NT9iWDBBDHs0D91kp37Qax15WK0jhp10yE92bz3XVj7nuL/mEcNCqzHyr2b1nBw7n+s8l+YRw0KrMfJqj+p03VXxX+9/1RzP7BNGnm4YbRkpE423K+6b0dk0xmSadzHWxT4IKLNHJR4IKKPdB3iJdQEafaKdWHCe/WKk8ZTTfK3Tj5lr3ynWHtDBoifHvAb1o5b71BruxbVVfpXDvlxDTvtz/pV95qAzcI1nRn6Vw6xcQ077I89a+KhhDce/7deZ8tsnEEb7fKoaRg9Gq3/O352R/v3BABZ0VjrU3p0Rz/kTXxn+pNe7rlVGuw9wQNBFyH+aXXHQ3NkYDHUd8pNVvYu1z6Sf8rp+ivfWc23lc676I4bFnohhNY/4Ve3eubm28jlX8yGGxcyIYTWPeLK6btI9K//X+z9rriv7hpGnGUZbRspE4+2K+2bcbKjDYlIXQxf7IKDMHpV4IKCM8gAHmQN2A2/x39LtabSGLac86iura1ysPSb9lNf1U7y3nmsrn3PVHzEs9kQMq3nEr2r3zs21lc+5mg8xLGZGDKt5xJPVdZPuWfm/3v9Zc13ZN4w8zTDaMlImGm9X3DfjZkMdFpO6GLrYBwFl9qjEAwFltHyAb0SLhyYafpJlLuwzA80jhmVt+VNedRrrOhcfXX+2z9G+pePeK59zrD+b1zO9WjzNwzNP/rT2bN4x0X5Of3X9r/e/ep5n9AsjTzWMvv57t4gpE4091fsodLYpnvKYVOvIxz4IhNGDxeQpo+UDvBaXEN/U7NPyDA9s2IKHy6GunDmPXisLXVn+TXnWsD/ppzyvnXw+E/pAixhW8xWjVpZ/Z/O89tV8ng1z4YyIYTVfMWpl+Xc2z2vZn/qw5tm+zvbs/e7YP4z8Xy2M/mG098/0uzKaZj6bL4Lvysj/E3RcEUaelTIaH+C+1ecpFN7nEfATh1EYeQJekXsURp6AV+QehZEn4BW5R2HkCXiF3qM8wD2zVii8LsRpAmHUKEYnjEY0XQijRjE6YTSi6UIYNYrRCaMRTRfCqFGMThiNaLqgjPIAbzTeUXh+xecpwsj/zcMojDwBr8g9CiNPwCtyj8LIE/CK3KPzjPIA98xakQvWKEYnjEY0XQijRjE6YTSi6UIYNYrRCaMRTRfCqFGMThiNaLoQRo1idJRRHuAjqm1B4W0VyYSRvwNhFEaegFfkHoWRJ+AVuUdh5Al4Re7ReUZfHuAFMF8Y5A7kDuQO5A7kDuQO5A7kDuQOXHsH+Jn+5QHOhfhbAnUR89snEEb7fKoaRmHkCXhF7lEYeQJekXsURp6AV+QenWeUB7hn1opcsEYxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETThTBqFKOjjPIAH1FtCwpvq0gmjPwdCKMw8gS8IvcojDwBr8g9CiNPwCtyj84zygPcM2tFLlijGJ0wGtF0IYwaxeiE0YimC2HUKEYnjEY0XQijRjE6YTSi6UIYNYrRUUZ5gI+otgWFt1UkE0b+DoRRGHkCXpF7FEaegFfkHoWRJ+AVuUfnGdkHeKA+oCqLivE9VP/8L9ldkeee6utZqo49VzVdv6c/24d7897ogzpiWM1/50zoVfYuPz4rzo+zI4bVfMWoleXf2TyvVV97a/3Z8V/v/+z5rugfRp5iGP3DqDjgU2rvygjz8nycgw8eiFnPNfixawIrbmvl52aV0e4DHBfyc3F9nZzhsV8qxLBYiRj2aB66la1eUz/otY48rNYRw0465Ce7t55rK3+Vq304z/GUn872Kvm9c3Nt5a9yzAQzQgerecST1XWT7ln5v97/WXNd2TeMPM0wmv/9CXrvyEhnQgyL2WE172Ksi30QUGaPSjwQUEbjAxxCWDT4ZMss2C8miGHBCTHs0Tx0k536Qa915GG1jhh20iE/2b31XFv5nOP+mkcMC63GyL+a1XNy7Hyu81yaRwwLrcbIqy3dUa2uvSL+y72vOP9v9AgjTzmMtoyUicbbFffL6EyIYXUizbtY1yd+vIHCYiawuVf/+vd//lvfpvC//+9tzc+t378yseA8+0VE4ymn+VqnHxPWvlOsPaCDRU+OeQ3qRy33qTXci2ur/CqHfbmGnPbn/Cv7zEFn4BrPjPwqh1m5hpz2R5618LmGdcj9tq0z5bdPIIz2+VQ1jB6M9J9zVN6dEc8HBrATA16TewRK+1aZ7as/s6qMlv8NOIvY/0xkj6lXLDR3NkZ3XYf8ZFXvYu0z6ae8rp/ivfVcW/mcq/6IYbEnYljNI35Vu3durq18ztV8iGExM2JYzSNeWayBXWmenfvLvZ8921X9w8iTDKMtI2Wi8XbFfTNuNtRhMamLoYt9EFBmj0o8EFBGywd4iUvIHxp8st3AW/y3dHsarYHllEd9ZXWNi7XHpJ/yun6K99ZzbeVzrvojhsWeiGE1j/hV7d65ubbyOVfzIYbFzIhhNY94ZWsNfyvNs3N67mfvd8f+YeT/amG0ZaRMNN6uuGfmyFzQwGJSF0MX+yCgzB6VeCCgjMYH+LQA+U+0DI99ZqF5xLCsLX/Kq05jXefio+vP9jnat3Tce+VzjvVn83qmV4uneXjmyZ/Wns3vMeFe7O+tubr2V/tePccz+4WRpxtGX/+9W8SUicae6usrppk0jxgWk7kYutgHAWX2qMQDAWV06AGui9Ds0yxzKF8/8OD8Kod61eCzxZrJTtop/+w+3L/OgB/Oo/GULx1q3Oc7eez5ipZnwyaVmPcAACAASURBVLw4J2JYzVeMWln+nc3zWvjoMcXIP9vqbM/e7479w8j/1cLoH0b453rFY5XzZF9bwfPCx4kR69xTvtapFr1iHwTC6MFi8pSRfYBPjT4xr/A+kYGbOYwcofzL3BMKozA6QsBr8u+jMPIEvCL3KIw8Aa/Qe5QHuGfWCoXXhThNIIwaxeiE0YimC2HUKEYnjEY0XQijRjE6YTSi6UIYNYrRCaMRTReUUR7gjcY7Cs+v+DxFGPm/eRiFkSfgFblHYeQJeEXuURh5Al6Re3SeUR7gnlkrcsEaxeiE0YimC2HUKEYnjEY0XQijRjE6YTSi6UIYNYrRCaMRTRfCqFGMjjLKA3xEtS0ovK0imTDydyCMwsgT8IrcozDyBLwi9yiMPAGvyD06z+jLA7wA5guD3IHcgdyB3IHcgdyB3IHcgdyBa+8AP9O/PMC5EH9LoC5ifvsEwmifT1XDKIw8Aa/IPQojT8Arco/CyBPwityj84zyAPfMWpEL1ihGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnSUUR7gI6ptQeFtFcmEkb8DYRRGnoBX5B6FkSfgFblHYeQJeEXu0XlGeYB7Zq3IBWsUoxNGI5ouhFGjGJ0wGtF0IYwaxeiE0YimC2HUKEYnjEY0XQijRjE6yigP8BHVtqDwtopkwsjfgTAKI0/AK3KPwsgT8IrcozDyBLwi9+g8o+UDvEDq51u/v0IvGDPi6a/Kc0/19SxVn/bVtYgn/ZTHuj3L50If6BGv7KSp/FH91KPWv9KPz4PZcD7EKztpKn9UP/Wo9Ud+R3VHeu1pfmufvTO8ei2M/F8ojL4yWvFY5b6uunc0zaf5ivHpxKrVeuL8Hxc4cgf0Ho0P8CPNPk3D8NgvDohhwQYx7NE8dCtbvaZ+0GsdeVitI4addMhPdm/9Xq36TXXOTz6v39NM5/7NPJ+Pz63+mZh7Tj7329OUbvWrNbxupbkq91v7XHXev+gTRp56GD0YFYsVj1Xusere3t7MPDf7NbGL703lOadXZs/Z5d5dlVEe4Cf+ngyP/WqBGBZtEcMezUM32akf9FpHHlbriGEnHfKT3Vu/V6t+Wl/twRr2p/WqWfX87ZyeiWP2VzNpfXV21rC/6jflVn3PaqceR/J67iNrPk0TRv4vHkb/MAIHWCa3ynH9rj7mgsUciGErz/6RGL1iHwSU4aMSDwSU0fgALyE+LP50q/DAg/PsV13jKaf5Wqcf9lPtXqw9cB5Y9OSY16B+1HIfnGvqp1rWr/Zb6aFb1VY56P/S6rkq5o/PptqqQcs6+Cv9Xk316M0W68uqnmtX+r+1z5Vn/u1eYeSJh9E/jMABlsmtcly/q4+5YDEHYtjKs38kRq/YBwFl+KjEAwFltHyAQwyri5D/NLvioLmzMRjqOuQnq3oXa59JP+V1/RTvrd+raT/VVn2V+05e9/rtWOfgmP292aaarsdsZ/NYp3bqo7qfxr+1z0/P+Zfrw8jTD6Ov/95c8VjlPNnXVvBMZ/2ajNes4tee/m9Op8z+5hSvvasyygP8xN9rA2/xv7i2p9Eatp7yqK+srnGx9pj0U17XT/He+r3aqt8RvWq4z16Ndb/t67k4Zr/OpbGeVesaux4rve7B8Vk9rz3j/9Y+Z870atow8n+RMPqHUXHgj8m9KyOel2dc5blebFzM/OL/Q0CZhcuWgDJaPsA3osVDc9v6/TPMhX2eXPOIYVlb/pRXnca6zsVH15/tc7Rv6Vzvn9bdWbT+V/HenHu1KxjqzLqf1jU+q9f1R+Pf2ufoeV5RF0b+rxJGXxmteKxyX1fdO5rm4zz7Na2L703kOadXZs/Z5d5dldHyAV4jlhDfvUe+7vQMD2zYYieXQ105cx69Vha6svyb8qxhf9JPeV47+Xwm9IEW8cqWRvNYB1t1/ql+VWf9q/h8TsyAsyFe2dJoHutgq84/1a/qrN/zudee7oqanvOKnu/WI4z8XzSMvjLCP8OcfXdGq5lrfs0jXvFY5Zhh/H94hsM+Ab1H4wN8v81nVhXeZ1LYnzqM9vlUNYzCyBPwityjMPIEvCL3KIw8Aa/IPTrPKA9wz6wVuWCNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGRxnlAT6i2hYU3laRTBj5OxBGYeQJeEXuURh5Al6RexRGnoBX5B6dZ5QHuGfWilywRjE6YTSi6UIYNYrRCaMRTRfCqFGMThiNaLoQRo1idMJoRNOFMGoUo6OM8gAfUW0LCm+rSCaM/B0IozDyBLwi9yiMPAGvyD0KI0/AK3KPzjP68gAvgPnCIHcgdyB3IHcgdyB3IHcgdyB34No7wM/0Lw9wLsTfEqiLmN8+gTDa51PVMAojT8Arco/CyBPwityjMPIEvCL36DyjPMA9s1bkgjWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETThTBqFKMTRiOaLoRRoxgdZZQH+IhqW1B4W0UyYeTvQBiFkSfgFblHYeQJeEXuURh5Al6Re3SeUR7gnlkrcsEaxeiE0YimC2HUKEYnjEY0XQijRjE6YTSi6UIYNYrRCaMRTRfCqFGMjjLKA3xEtS0ovK0imTDydyCMwsgT8IrcozDyBLwi9yiMPAGvyD06z2h8gBdMfL7tZyj0goHPs/J7VHXP0k7nmfpM+ik/9eE8nwt9UEe8spOm8kf1U49a/0o/Pg9mw/kQr+ykqfxR/dSj1h/5HdUd6bWn+a199s7w6rUw8n+hMNr/d0MRfFdGNRe+1U3RuaHV/DszWnH5bm7F7bu93nWdMlo+wFnE/rtCOToXs2C/1iOGRU/EsEfz0K1s9Zr6Qa915GG1jhh20iE/2b31e7XqN9U5P/m8fk8znfs383w+Prf6Z2LuOfncb09TuunH6ybNFfnf2ueKs/5VjzDy5MPo679XVzxWOU/2tRU60yrmHPs1mYtfe/q/OZ0y+5tTvPauysg+wF97nN89HcNjv06BGBYnQwx7NA/dZKd+0GsdeVitI4addMhPdm/9Xq36aX21B2vYn9arZtXzt3N6Jo7ZX82k9dXZWcP+qt+UW/WFVntO2p/kf2OPn5zvFdaGkf8rhNFXRiseq9zXVfeLdCaO4cPWdOwfie9H5PknVobP3/F+Oyij8QFeQnz3G/M5J1Z42IXz7Fdd4ymn+VqnH/ZT7V6sPXAeWPTkmNegftRyH5xr6qda1q/2W+mhW9VWOej/0uq5KuaPz6baqkHLOvgr/V5N9ejNVtfrGtSvtL+xx5Xn/YteYeSph9GD0cRiyj9W3tOrufDxBJgXtmrsH4m5X/x/CCjDcNkSUEbjA5yX6iKufZK/4qC5szH46TrkJ6t6F2ufST/ldf0U763fq2k/1VZ9lftOXvf67Vjn4Jj9vdmmmq7HbGfzWMcWPWC5drX/G3tcfebf7hdGnngYPRhNLKb8Y+X9PJ0JMWxNNPlaW8X3I/L8EzPP5+92zx2UUR7gJ/6OG3iL/8W1PY3WsPWUR31ldY2Ltcekn/K6for31u/VVv2O6FXDffZqrPttX8/FMft1Lo31rFrX2PVY6XUPxKXlD/ln2DPnesb+d+gZRv6vFEYPRhOLKf9YeT9PZ+K4fP5qOq4fie9H5PknVobP3/F+OyijPMBP/A0ZHvvcQvOIYVlb/pRXnca6zsVH15/tc7Rv6Vzvn9bdWbT+V/HenHu1KxjqzLqf1jlmLfusucp/dv+rzvmXfcLI0w+jB6OJxZR/rLyfpzNpXBNxjn2treL7EXn+iZXh83e83w7KaPkAr7FKiO9+Yz7nxAwPbNhiV5dDXTlzHr1WFrqy/JvyrGF/0k95Xjv5fCb0gRbxypZG81gHW3X+qX5VZ/2r+HxOzICzIV7Z0mge62Crzj/Vr+qsn3z0QV1j5K+yes6r+r5TnzDyf80wejCaWEz5x8p7ejUXvtUEWkNcVn+rnGo+PQ4jfwOU0fgA960+T6HwPo+AnziMwsgT8IrcozDyBLwi9yiMPAGvyD0KI0/AK/Qe5QHumbVC4XUhThMIo0YxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETTBWWUB3ij8Y7C8ys+TxFG/m8eRmHkCXhF7lEYeQJekXsURp6AV+QenWeUB7hn1opcsEYxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETThTBqFKOjjPIAH1FtCwpvq0gmjPwdCKMw8gS8IvcojDwBr8g9CiNPwCtyj84z+vIAL4D5wiB3IHcgdyB3IHcgdyB3IHcgd+DaO8DP9C8PcC7E3xKoi5jfPoEw2udT1TAKI0/AK3KPwsgT8IrcozDyBLwi9+g8ozzAPbNW5II1itEJoxFNF8KoUYxOGI1ouhBGjWJ0wmhE04UwahSjE0Yjmi6EUaMYHWWUB/iIaltQeFtFMmHk70AYhZEn4BW5R2HkCXhF7lEYeQJekXt0nlEe4J5ZK3LBGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjI4yygN8RLUtKLytIpkw8ncgjMLIE/CK3KMw8gS8IvcojDwBr8g9Os9o+QAvkPr51u+v0AvGjHj6q/LcU309S9WnfXUtx6s+6MW6oz73w3mwFjGs5itGrSz/zuZ57av5PBvmwhkRw2q+YtTK8u9snteqr721/uyY9+e54D97/zv0P8oIzFhf8035O8x+9Iw689F1n6QLI//XDqMw8gS8Qu/R+ABHK12A/CdaZsF+sUAMCz6IYY/moVvZ6jX1g17ryLNd9an6lOe1k6/7cux8V8ee0MFqHvGr2r1zc23lr3I1J+c5nvKOja5z+qvrvP/kX73n3fpNXKZ8zYcaLGbWGPm723ed68q/Sxh5mmEURp6AV+g9Wj7AuY0u4Nqn+cyC/eKAGBZsEMMezUM32akf9FpHXu2km/K6XmNdx7Hzuc59NY8YFlqNkX81q+fk2Plc57k0jxgWWo2RV1u6o1pde0U87T3lr9jzbj0mFpxnv+ZDDIuZNUb+7vZd57ry7xJGnmYYhZEn4BV6j3Yf4Cr27d9bMfHgPPtFQ+Mpp/lapx/T1b5TrD0mHffWs2htL1715zNgLeewZpVb6ZEry2s4/8o+5sUZeQaurfKr3KoPcmV5DfKcg881rEPut22dSX+rnGo+KV7x0NwUT/l346dzvtt8V8wTRp5iGIWRJ+AVeo/yAPfMWqHwqqC5szGa6zrkJ6t6Fx/tA532Q95ZXcex87le+yCGxd6IYTWP+FXt3rm5tvI5V/MhhsXMiGE1j3hlsQZ2pXl2brX3Kvfsc7xy/xUPzU3xlH/leb9zNp3zOz3efU0Y+b9wGIWRJ+AVeo/yAPfMWrGBd+C/peM17HdTekRxzvnay8VTP10H3ZRHfbK6jmPnc736I4bFnohhNY/4Ve3eubm28jlX8yGGxcyIYTWPeGVrDX8rzbNzeu7ab5V79jleuf+Kh+ameMq/8rzfOZvO+Z0e774mjPxfOIzCyBPwCr1HeYB7Zq1geOy3YPFIgA6WteVPedVprOtcrOsR6zqXR32y2o9j53O9+iOGxZ6IYTWP+FXt3rm5tvI5V/MhhsXMiGE1j3hleQ37K+2zcqt9V7ln7X+HvisempviKX+Huc+cUec8s/ZTtGHk/9JhFEaegFfoPcoD3DNrBcMrXz8IOb/KoV41+GyxZrKTdso/uw/3rzPgh/NoPOVLhxr3+U4ee76i5dkwL86JGFbzFaNWln9n87wWPnpMMfLPtjpb7bfKPfscr9x/xWPKVV5ryGn+lWc+e7Z3nu0si0kfRhOZRz6MHiwmL4wmMo+8Mtp9gD+WxSsCCi9UtgTCaMtEM2GkRLZxGG2ZaCaMlMg2DqMtE82EkRLZxmG0ZaKZMFIi21gZ5QG+ZTRmFN4o/OBCGPk/fhiFkSfgFblHYeQJeEXuURh5Al6Re3SeUR7gnlkrcsEaxeiE0YimC2HUKEYnjEY0XQijRjE6YTSi6UIYNYrRCaMRTRfCqFGMjjLKA3xEtS0ovK0imTDydyCMwsgT8IrcozDyBLwi9yiMPAGvyD06zygPcM+sFblgjWJ0wmhE04UwahSjE0Yjmi6EUaMYnTAa0XQhjBrF6ITRiKYLYdQoRkcZfXmAVzFfGOQO5A7kDuQO5A7kDuQO5A7kDlx7B/h1/uUBzoX4WwJ1EfPbJxBG+3yqGkZh5Al4Re5RGHkCXpF7FEaegFfkHp1nlAe4Z9aKXLBGMTphNKLpQhg1itEJoxFNF8KoUYxOGI1ouhBGjWJ0wmhE04UwahSjo4zyAB9RbQsKb6tIJoz8HQijMPIEvCL3KIw8Aa/IPQojT8Arco/OM8oD3DNrRS5YoxidMBrRdCGMGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0VFGeYCPqLYFhbdVJBNG/g6EURh5Al6RexRGnoBX5B6FkSfgFblH5xmND/CCic+3/QyFXjDweVZ+j6ruWdrpPGf7oNfeuqnG58J5oEUMq/mKUSvLv7N5XvtqPs+GuXBGxLCarxi1svw7m+e16mtvrT87/uv9nz3fFf3DyFMMo38YFQd8Su1dGWFene9svnhpD2WYOIyO3AG9R8sH+EYk/0F/ZKN31DAX9mtWxLCYHzHs0Tx0K1u9pn7Qax15tqs+VZ/yvHbydV+One/q2BM6WM0jflW7d26urfxVrubkPMdT3rHRdU5/df2v9796nmf0CyNPNYzmfzeA3jsy0pkQw+rsU151iGO3BJThVpGMMsoD/MSdYHjsVwvEsGiLGPZoHrrJTv2g1zryaifdlNf1Gus6jp3Pde6recSw0GqM/KtZPSfHzuc6z6V5xLDQaoy82tId1eraK+K/3PuK8/9GjzDylMNoy0iZaLxdcf8MZoTFRIhhNT/FyMc+CCjDRyUeCCij5QO8xCXEh8WfbhUeeHCefXCEDlY1q3xp9IOurPaYYu0x6bj3qr/Wp3jVn8+AdZzDmlVupUeuLK/h/Cv7mBdn5Bm4tsqvcqs+yJXlNchzDj7XsA6537Z1pvz2CYTRPp+qhtGDkf5zjso7M9KZdVbEsBMTrUMX+yAQRg8Wk6eMlg/wjSj/Yfj/eSqXSmrubIw/lK5DfrKqd/HRPtBpP+Sd1XUcO5/rtQ9iWOyNGFbziF/V7p2bayufczUfYljMjBhW84hXFmtgV5pn5/5y72fPdlX/MPIkw2jLSJlovF1x/wxmhMVEiGE1P8XIxz4IKMNHJR4IKKM8wEHmgN3AW/w/TPY0WsOWUx71ldU1Ll71qJyug27Koz5ZXcex87nOZzubn872KvlpHp558qe1Z/N7LKoXf3vaZ9V0nmftc+e+YeT/emG0ZaRMNN6uuH8GM8JiIsSwmp9i5GMfBJThoxIPBJRRHuAgc8AyPPZ5qeYRw7K2/CmvOo11nYt1PWJd5/KoT1b7cex8rld/xLDYEzGs5hG/qt07N9dWPudqPsSwmBkxrOYRryyvYX+lfVbur/Z91jzP6BtGnmoYPf4dAVrKRGPo7mx1JsSwmA0xrOanGPnYBwFl+KjEAwFltHyAl7iE+LD40y3DAxu24ONyqCtnzqPXykJXln9TnjXsT/opz2snn8+EPtAihtV8xaiV5d/ZPK99NZ9nw1w4I2JYzVeMWln+nc3zWvjoMcXIP9vqbM/e7479w8j/1cLoH0b453rFY5XzZF9fMc18Nl+TviujK/+KYeRpKqPxAe5bfZ5C4X0eAT9xGIWRJ+AVuUdh5Al4Re5RGHkCXpF7FEaegFfoPcoD3DNrhcLrQpwmEEaNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgvKKA/wRuMdhedXfJ4ijPzfPIzCyBPwityjMPIEvCL3KIw8Aa/IPTrPKA9wz6wVuWCNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGRxnlAT6i2hYU3laRTBj5OxBGYeQJeEXuURh5Al6RexRGnoBX5B6dZ/TlAV4A84VB7kDuQO5A7kDuQO5A7kDuQO7AtXeAn+lfHuBciL8lUBcxv30CYbTPp6phFEaegFfkHoWRJ+AVuUdh5Al4Re7ReUZ5gHtmrcgFaxSjE0Yjmi6EUaMYnTAa0XQhjBrF6ITRiKYLYdQoRieMRjRdCKNGMTrKKA/wEdW2oPC2imTCyN+BMAojT8Arco/CyBPwityjMPIEvCL36DyjPMA9s1bkgjWK0QmjEU0XwqhRjE4YjWi6EEaNYnTCaETThTBqFKMTRiOaLoRRoxgdZZQH+IhqW1B4W0UyYeTvQBiFkSfgFblHYeQJeEXuURh5Al6Re3Se0fgAL5j4fNvPUOgFA59n5feo6p6lnc5ztg967a2banwunAdaxLCarxi1svw7m+e1r+bzbJgLZ0QMq/mKUSvLv7N5Xqu+9tb6s2Pdf5rt2ed45f5HGU3spvwrz3z2bMro7PpP0IeR/yuHURh5Al6h92j5AN+I5D/o/TbvqWAu7Ne0iGFBADHs0Tx0K1u9pn7Qax15tqs+VZ/yvHbydV+One/q2BM6WM0jflW7d26urfxVrubkPMdT3rHRdU5/dZ33Z59nu3rPu/VjLuwzo7P5uzFw59X5nf4T62Hk/+phFEaegFfoPcoD3DNrBcNjvwSIYbEIMezRPHSTnfpBr3Xk1U66Ka/rNdZ1HDuf69xX84hhodUY+Vezek6Onc91nkvziGGh1Rh5taU7qtW1V8S8N/vVW+Mr9rtjD+bAPjM6m78jh70z6/x72k+thZH/y4dRGHkCXqH3KA9wz6wVCg8FzrNfdY2nnOZrnX7YT7V7sfbQ82iMPaY86pPVdRXzh3Wcw5pVbqVHriyv4fwr+5gXZ+QZuLbKr3KrPsiV5TXIcw4+17AOud+2dSb+4YyaZ82n+cpixWilKU5T/t0Y6pzvNt8V84SRpxhGYeQJeIXeo+UDvNqUkD/f+v0VCg+ceHLVuBhrVYf8ZFXv4qN9oNN+yDur6zh2PtdrH8Sw2BsxrOYRv6rdOzfXVj7naj7EsJgZMazmEa8s1sCuNM/O8d7s174aP/ssr9qfObDPjM7mX3XW755L5/9un3deF0b+rxtGYeQJeIXeo/EBzq10Edc+yVcOGhcLzXHMPnOb8qxRX9e4WNcj1nUuj/pktR/Hzud69UcMiz0Rw2oe8avavXNzbeVzruZDDIuZEcNqHvHK1hr+Vppn5/jc7Ne+Gj/7LK/anzmwz4zO5l911u+eS+f/bp93XhdG/q8bRmHkCXiF3qPxAc5C9v0W76tgDuzzxJpHDMva8qe86jTWdS7W9Yh1ncujPlntx7HzuV79EcNiT8Swmkf8qnbv3Fxb+Zyr+RDDYmbEsJpHvLK8hv2V9lk53pf92k/jZ53h1fsyB/aZ0dn8q8989nw6/9n1n6API/9XDqMw8gS8Qu/R7gO8xLrAb/G+CmYBNmwxucuhXnr4bNFnspN2yj+7D/evM+CH82g85UuHGvf5Th57vqLl2TAvzokYVvMVo1aWf2fzvBY+ekwx8s+2R2d79jleuf9RRvibHtW/8sxnz6Yzn13/Cfow8n/lMAojT8Ar9B6ND3Df6vMUCu/zCPiJwyiMPAGvyD0KI0/AK3KPwsgT8IrcozDyBLxC71Ee4J5ZKxReF+I0gTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGJ4xGNF1QRnmANxrvKDy/4vMUYeT/5mEURp6AV+QehZEn4BW5R2HkCXhF7tF5RnmAe2atyAVrFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGJ4xGNF0Io0YxOsooD/AR1bag8LaKZMLI34EwCiNPwCtyj8LIE/CK3KMw8gS8IvfoPKMvD/ACmC8McgdyB3IHcgdyB3IHcgdyB3IHrr0D/Ez/8gDnQvwtgbqI+e0TCKN9PlUNozDyBLwi9yiMPAGvyD0KI0/AK3KPzjPKA9wza0UuWKMYnTAa0XQhjBrF6ITRiKYLYdQoRieMRjRdCKNGMTphNKLpQhg1itFRRnmAj6i2BYW3VSQTRv4OhFEYeQJekXsURp6AV+QehZEn4BW5R+cZ5QHumbUiF6xRjE4YjWi6EEaNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXoKKM8wEdU24LC2yqSCSN/B8IojDwBr8g9CiNPwCtyj8LIE/CK3KPzjHYf4CuglcPnt3svhfIAh2fl9+jpnqWdznO2D3rtrZtqfC6cB1rEsJqvGLWy/Dub57Wv5vNsmAtnRAyr+YpRK8u/s3leq7721vqzY96f54L/7P3v0P8II/Bii9lWOdTexTKjd5npJ3OseKxyP9nj1dbqfBXj47Mip/rSrHK8Nn4YHbkDeo/GBzguIzfdLJYHAGvf0ef52a9ZEcNifsSwR/PQrWz1mvpBr3Xk2a76VH3K89rJ1305dr6rY0/oYDWP+FXt3rm5tvJXuZqT8xxPecdG1zn91XXef/Kv3vNu/SYuU57nY03lNWbtnf13nes7f5NiseKxyn2n/yuu0Zl1VsSwmMHF0MU+CCizRyUeCCij8QFeCzZieXBrHZu8q+V52WdWV+Udw2kfrNM68mon3ZTX9RrrOo6dz3Xuq3nEsNBqjPyrWT0nx87nOs+lecSw0GqMvNrSHdXq2iviae8pf8Wed+sxseA8+zyf5jVm7Z39d53r7N8EHGB5/SrH9bv6mAu25mCf4ymP2bWOfOyDQBg9WEyeMsoDfCK1yCs8SDjPftU1nnKar3X6YT/V7sXaQ8+jMfaY8qhPVtdVzB/WcQ5rVrmVHrmyvIbzr+xjXpyRZ+DaKr/KrfogV5bXIM85+FzDOuR+29aZ9LfKqeaT4hUPzVXMH/isdKi9k9U532m2M7OAAyyvSDza/wAAIABJREFUXeW4flcfc8HWHOxzPOUxu9aRj30QCKMHi8lTRnmAT6QWeYVXEs2djbGNrkN+sqp38dE+0Gk/5J3VdRw7n+u1D2JY7I0YVvOIX9XunZtrK59zNR9iWMyMGFbziFcWa2BXmmfnVnuvcs8+xyv3X/FY5XgG1GFR0xj5u9t3nevM34UZsI8eqxxqd7U80+TXbKjBYl4XQxf7IKDMHpV4IKCM8gAHmQN2A+/Af0vHa9jn7aY8a9TXNS7W9Yh1ncujPlntx7HzuV79EcNiT8Swmkf8qnbv3Fxb+Zyr+RDDYmbEsJpHvLK1hr+V5tk5PXftt8o9+xyv3H/FY5XjGVCHRU1j5O9u33Wus3+X4sAfr39XRjwvZoTF/IhhNT/FyMc+CCjDRyUeCCijPMBB5oBleOzzUs0jhmVt+VNedRrrOhfresS6zuVRn6z249j5XK/+iGGxJ2JYzSN+Vbt3bq6tfM7VfIhhMTNiWM0jXllew/5K+6zcat9V7ln736HviofmpnjK32HuM2fUOc+sfUftiscq906z83zs14yIYTG3i6GLfRBQZo9KPBBQRuMDvIT4sLgsctqINe/q88zMAT7mRnxEz1r46DNZ6Lh/aaf8s/twfz4TzoM6YljNV4xaWf6dzfPaV/N5NsyFMyKG1XzFqJXl39k8r4WPHlOM/LOtzlb7rXLPPscr91/xmHKV1xpymn/lmc+e7Z1nO8ui9Pib89p3Z6QzI9a5pzy4MbP4WwLKc6tIRhmND/Cg2hJQeFtFMmHk70AYhZEn4BW5R2HkCXhF7lEYeQJekXt0nlEe4J5ZK3LBGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjI4yygN8RLUtKLytIpkw8ncgjMLIE/CK3KMw8gS8IvcojDwBr8g9Os8oD3DPrBW5YI1idMJoRNOFMGoUoxNGI5ouhFGjGJ0wGtF0IYwaxeiE0YimC2HUKEZHGeUBPqLaFhTeVpFMGPk7EEZh5Al4Re5RGHkCXpF7FEaegFfkHp1n9OUBXgDzhUHuQO5A7kDuQO5A7kDuQO5A7sC1d4Cf6V8e4FyIvyVQFzG/fQJhtM+nqmEURp6AV+QehZEn4BW5R2HkCXhF7tF5RnmAe2atyAVrFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGJ4xGNF0Io0YxOsooD/AR1bag8LaKZMLI34EwCiNPwCtyj8LIE/CK3KMw8gS8IvfoPKM8wD2zVuSCNYrRCaMRTRfCqFGMThiNaLoQRo1idMJoRNOFMGoUoxNGI5ouhFGjGB1llAf4iGpbUHhbRTJh5O9AGIWRJ+AVuUdh5Al4Re5RGHkCXpF7dJ7R7gN8Ajrl/fb3VujcFePjyZD7qZ57qq+9qz7tq2s5XvVBL9Yd9bkfzoO1iFd20lT+qH7qUetf6cfnwWw4H+KVnTSVP6qfetT6I7+juiO99jS/tc/eGV69Fkb+LxRG/zAqDviU2rsywrw639l88dIeyjBxGB25A3qPxgc4Lqk2nfKqe8eY4bFfsyKGxfyIYY/moVvZ6jX1g17ryLNd9an6lOe1k6/7csw+9uE+U53zk8/99jS831/5fD4+t/pnYu45+dxvT1O66cfrJs0V+d/a54qz/lWPMPLkw+jxn02gpUw0hu7OVmdCDIvZEMNqfoqRj30QUIaPSjwQUEbjA7wWqHhqgvy7W+bBPrO6Ku9YTvtgndaRVzvppryu11jXccx+rXOx9tY1R9arZtXzt3N6Jo7Z13lX8ers3IP9ab1qVj2RK+0ZPdadtb+xx9kzvZo+jPxfJIy2jJSJxtsV989gRlhMhBhW81OMfOyDgDJ8VOKBgDLKAxxkDliFhyWcZ7/qGk85zdc6/bCfavdi7aHn0Rh7THnUJ6vrKuaP16m2atCyDv5Kv1fb02PdX1g9F2aG5TOptmorHdas9Hs11aM3W12va1C/0v7GHlee9y96hZGnHkYPRsVixWOVe6y6t6cz66yIYTGti6GLfRBQZo9KPBBQRnmAg8wBq/BqiebOxthW1yE/WdW7+Ggf6LQf8s7qOo7Zrz4ac+9VbZXb6zPpeZ+/8PVcHLO/N9tU0/WY72we69iiByzXrvZ/Y4+rz/zb/cLIEw+jLSNlovF2xf0zmBEWEyGG1fwUIx/7IKAMH5V4IKCM8gAHmQN2A2/xv7i2p9EatpzyqK+srnHxqkfldB10Ux71yeo6jtnf2xu9j+hVg7VH+rP2N309M8fsH5nhiF41POtejXU4S+nxaf3K+My5rtz3Tr3CyP+1wmjLSJlovF1x/wxmhMVEiGE1P8XIxz4IKMNHJR4IKKM8wEHmgGV47PNSzSOGZW35U151Gus6F+t6xLrO5VGfrPbjmP1af3WsZ9L+Wv+rWM/FMfuvxojPxv4zOD67/zPO/Ns9w8gTD6Pz/571VF9foX93xLCYADGs5qcY+dgHAWX4qMQDAWU0PsBLiA+LyyKnjVjzrj7PzBzgY27ER/SshY8+k4WO+5d2yj+7D/fnM+E8qCNeWT0/9+H18Fd6XaMxr/1Ln89V/ipGnu1qZp2De630q7r2WMU4B2oaI3+V1XNe1fed+oSR/2uG0T+M8M/riscq58m+vmKa+Wy+Jn1XRlf+FcPI01RG4wPct/o8hcL7PAJ+4jAKI0/AK3KPwsgT8IrcozDyBLwi9yiMPAGv0HuUB7hn1gqF14U4TSCMGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XlFEe4I3GOwrPr/g8RRj5v3kYhZEn4BW5R2HkCXhF7lEYeQJekXt0nlEe4J5ZK3LBGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjI4yygN8RLUtKLytIpkw8ncgjMLIE/CK3KMw8gS8IvcojDwBr8g9Os/oywO8AOYLg9yB3IHcgdyB3IHcgdyB3IHcgWvvAD/TvzzAuRB/S6AuYn77BMJon09VwyiMPAGvyD0KI0/AK3KPwsgT8Irco/OM8gD3zFqRC9YoRieMRjRdCKNGMTphNKLpQhg1itEJoxFNF8KoUYxOGI1ouhBGjWJ0lFEe4COqbUHhbRXJhJG/A2EURp6AV+QehZEn4BW5R2HkCXhF7tF5RnmAe2atyAVrFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGJ4xGNF0Io0YxOsooD/AR1bag8LaKZMLI34EwCiNPwCtyj8LIE/CK3KMw8gS8IvfoPKPdB/gKaOXw+e3eS6E8wOFZ+T16umdpp/Oc7YNee+umGp8L54EW8cpOmspP+rN57PHXts6NH2bQGHm2k6byrIP/nTz2mGz1/o3fb+3zG7M8a48w8mQ/kdFq5srhU2orvWpePV7NgHm1djZfs2uPV+fxF+cLI09dGY0PcFxSbrlZ/Ev/Ycxn+Euf52e/zoQYFudEDHs0D93KVq+pH/RaR57tqk/VpzyvnXzdl2P2sQ/3meqc/4nPe/2lzzMoh72aajnmdT/x97hUX+69p/1p7bf2+ek5/3J9GHn6n8ao5tWZz8ae6mspzsw8sZjymFTryMc+CITRg8XkKaPxAV4NNmJ5cGt92vRd8jwv+8zqqrxjNu2DdVpHXu2km/K6XmNdxzH7tc7F2nu1Bhrt5fKo/4XVs3LMfp3Nxavz6xpozuaxju3UgzVX+L+1zxVn/aseYeTJfyIjnfls7Km+nuLojJNuymNSrSMf+yAQRg8Wk6eMTj3Auak24tq7+tPMnGe/OGg85TRf6/Rjrtp3irXHpOPeehat7cWr/nwGXqta7LvKo8br4Z/VY91fWT1vxfzxuVRbNWhZB3+lxxpo2Koevdnu6bl2pa/nurL3u/QKI/+X/ERGOvPZ2FN9PcXRGSfdlMekWkc+9kEgjB4sJk8ZfesBrk2mzd4tv5pbc2djMNJ1yE9W9S4+2gc67Ye8s7qOY/arj8bce1Vb5fb6THre5y98PRfH7O/NNtV0PeY7m8c6tVMf1f00/q19fnrOv1wfRp7+JzLSmc/GnurrKY7OOOmmPCbVOvKxDwJh9GAxecro9ANcG0wbvWNeZ9e4ZtYcx+wznynPGvV1jYt1PWJd5/KoT1b7ccx+rddYe2pdY+jP5rHur6yel2P263wa65m1rjH0Z/NYp3bqo7qfxr+1z0/P+Zfrw8jT/0RGOvPZ2FN9PcXRGSfdlMekWkc+9kEgjB4sJk8ZnXqA6+Jpk3fN8/zs87yaRwzL2vKnvOo01nUu1vWIdZ3Loz5Z7ccx+7X+pzHOoH1cHvW/snpejtmv8/00xozax+VRVzv1Ud1P49/a56fn/Mv1YeTpfyIjnfls7Km+nuLojJNuymNSrSMf+yAQRg8Wk6eMxgd4CfGhGWK2qH2CrbnxYwbwV7VVjvXw2WLNZCftlH92H+5fZ8AP59EYebal4bh8/a1yWKfavfxK+5s5ngMzY3/EK4uZuIZ1sFVb/c7mpx7Ye1W/Mjed98o97t4rjPxf8NMY4Z9PnXvKF0HVeqqvpZhmuyr/Dox+4y9293v0F4zGB/hvHOZue+SC+b9YGIWRJ+AVuUdh5Al4Re5RGHkCXpF7FEaegFfoPcoD3DNrhcLrQpwmEEaNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgvKKA/wRuMdhedXfJ4ijPzfPIzCyBPwityjMPIEvCL3KIw8Aa/IPTrPKA9wz6wVuWCNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGRxnlAT6i2hYU3laRTBj5OxBGYeQJeEXuURh5Al6RexRGnoBX5B6dZ/TlAV4A84VB7kDuQO5A7kDuQO5A7kDuQO7AtXeAn+lfHuBciL8lUBcxv30CYbTPp6phFEaegFfkHoWRJ+AVuUdh5Al4Re7ReUZ5gHtmrcgFaxSjE0Yjmi6EUaMYnTAa0XQhjBrF6ITRiKYLYdQoRieMRjRdCKNGMTrKKA/wEdW2oPC2imTCyN+BMAojT8Arco/CyBPwityjMPIEvCL36DyjPMA9s1a4C/bdulvXB7iB806zPAt3GHmyYRRGnoBX5B6FkSfgFblHYeQJeIXeozzAPbNWKLwu/M9x9ZKtNKuc9r5L/E6zPIt5GHmyYRRGnoBX5B6FkSfgFblHYeQJeIXeozzAPbNWKLwu/M9xddUj/u46rH8ly7OUv4qnfM2BGq/7Tv6VmOhZeDbMCw1iWM1XjFpZ/p3N81r1tbfWnx3/9f7Pnu+K/mHkKYbRP4yKAz6l9s6MdDYwYAseqxzX4H+y/VRGNTf/mAN81BHrmqprLg9wUDtgFZ4ucXXVI/7uOqx/JauzcOx8V8ec0MFqHvGr2r1zc23lr3I1J+c5nvJ7bGqNrtvTP6P21/s/Y6are4aRJxpG878bQO9dGdVcOpvGEwPVaYx1n2SVgYvfhU3NeXRWp9vU//Xv//y3Pi28C7wr51gx4tzk1xmqhk/PxOu0drdYZ+HY+VznuTWPGBZajZF/Navn5Nj5XOe5NI8YFlqNkVd7VKfrror/ev+r5nhmnzDydMNoy0iZaLxdcd+MzqYxJtO8i7Huk+0nMTo6q9Nt6nmAH/9HSOHVSs6xrzXsAk3Z6YP2jhbz4ew6415+0tYarqHHXp41r+a/AiPmCZ856Rm59hv+X+//GzP+dI8w8gTD6MGoWKx4rHKPVff2dDYwgMV0Kx1qZbXOtXfzwYYtz4g858q/MyPMxJbn09lYxzX2V0w29TzAGfO+v4G3+J8L4g6qX/1Bphz3uZOvM3PsfK4zl7P5V+c1zcMzT/609mzeMdJ+Tn91/a/3v3qeZ/QLI081jLaMlInG2xX3zbjZUIfFpC6G7pPtJzHSWfXvjjos6jbOAxyovLUw5UFeHd2alcaf5HUVe/NybeVzjrmczb8unX9ONs3DM0/+tPZs3jHSfk5/df2v9796nmf0CyNPNYy2jJSJxtsV98242VCHxaQuhu6T7Scx0ln17446LOo2zgMcqLxlmOxj5ZEcNLC1ln30uqvVWTh2PteZy9n8q7Ob5uGZJ39aezbvGGk/p7+6/tf7Xz3PM/qFkacaRtv/fFEmGnuq91HobFM85TGp1pH/JKsMXPxObNysqMNidhvnAQ5U3ipMXeHqpS+N6jTWvneKeRadFTEs5uIYfln+nc3z2lfzeTbMhTMihtV8xaiV5d/ZPK9lf+rDmmf7Otuz97tj/zDyf7Uw+ofR3j/T78pomvlsvgi+KyP/T9BXxcTunRlNM5/Nrxjl/wzh1/u1G7l/CF199QeYcrsHeeHiEQYvfPxfOVoYecxhFEaegFfkHoWRJ+AVuUdh5Al4hd6jPMA9s1YoPBQqjw+5M3bqe6bHq2jfaZZnMQ0jTzaMwsgT8IrcozDyBLwi9yiMPAGv0HuUB7hn1gqF14U4TSCMGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XlFEe4I3GOwrPr/g8RRj5v3kYhZEn4BW5R2HkCXhF7lEYeQJekXt0nlEe4J5ZK3LBGsXohNGIpgth1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjI4y+vIAr2K+MMgdyB3IHcgdyB3IHcgdyB3IHbj2DvDr/MsDnAvxtwTqIua3TyCM9vlUNYzCyBPwityjMPIEvCL3KIw8Aa/IPTrPKA9wz6wVuWCNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGRxnlAT6i2hYU3laRTBj5OxBGYeQJeEXuURh5Al6RexRGnoBX5B6dZ5QHuGfWCnfBvlt36/oAN3DeaZZn4Q4jTzaMwsgT8IrcozDyBLwi9yiMPAGv0HuUB7hn1gqF14X/Oa5espVmldPed4nfaZZnMQ8jTzaMwsgT8IrcozDyBLwi9yiMPAGv0HuUB7hn1gqF14X/Oa6uesTfXYf1r2R5lvJX8ZSvOVDjdd/JvxITPQvPhnmhQQyr+YpRK8u/s3leq7721vqzY93/ytmeffbf6v8TRswTPs6NWPujfif7DjOc5b2aee9vutKf3fMV9auZOQcfZ0dcVn+rnGreLV7N/O6Mzsw8sZjydT+0fx7gJ/6pUXi61NVVj/i767D+lazOwrHzXR1zQgerecSvavfOzbWVv8rVnJzneMo7NrrO6a+u8/7sXzHb1Wf9q37Mhf0jjFSPGTSvMXR3sXc//1nONa/OfDY+u+cr6qeZNY+za97FWPeutuZ3DFz9bmzOzDzNPuXBYlP/17//89/6tIAFsQ8CK0acm/zqUDV8j47/eLxOa3eLdRaOnc91nlvziGGh1Rj5V7N6To6dz3WeS/OIYaHVGHm1pTuq1bVXxLw3+9UbMSz20xj5d7U8L/tHGKkejDSvMXR3sXc//3c468xn4+/s+Wprppk1j3Nr3sVY987WMXD1O7LRmXQG1GFRRwyr+THOAxxovFW4tYJz7GsN3aEpO33Q3tFiPpxdZ9zLT9pawzX02Muz5tX8V2DEPOGDE84Hi/xv2mnvs/nfPPNv73WWBevL5w9nZ03lNIbuLvbu5/8OZ535bPydPV9tzTRz5fnDuSf9VEf+na0y4VlXtVWO19zBn2aoPNfYr7kQw2JWG+cBDlTeWpjyPzumev5D8W4rHdfv5OssHDuf68zqbP7VeU3z8MyTP609m99jhF6we9pn1VZ7r3LK6VnnecW+Kx6r3BFGWAeLeTVG/i727uf/Dmed+Wz8nT1fcU3Nzd/qjGADC42LoXtnqwww69k81t3BTrPh7KjDHs2rruM8wIHC2wk6Vmq98prTeKVBvztanY9j53OduZzNvzq3aR6eefKntWfze4yqF3972mfVpnl0P9Vp/Z1jnV1jzD7lUS8LDSxqGiN/F3v383+Hs858Nv7Onq++RhngvMjDan6KkX9nq0xq1lUODPZq0Ly6dTOgDot5EMNqfozzAAcabxku+1h5JAcNbK1lH73uanUWjp3PdeZyNv/q7KZ5eObJn9aeze8x4l7s7625usb7ss/7THnWvLPP87PPMx/NQweLHhojfxd79/N/h7POfDb+zp6vuIbnhg+L8yKG1fwUI//O1jHR2VWv9TvEOsMUn81j9s26PMCBxluFpytcvfSlUZ3G2vdOMc+isyKGxVwcwy/Lv7N5XvtqPs+GuXBGxLCarxi1svw7m+e18NFjipF/tuXZcCa2tT/H8J99rlfqXzPjh/nZVo1j+Ks1yOkazt/Rr5k/6Ye/sc495YuNat+F1zTz2fw7M5r+1itGnIPP6yt35x9m0jmuyhebTe88wI9fGYWnK1199QeYctr7LvERBneZ5VnnDCNPNozCyBPwityjMPIEvCL3KIw8Aa/Qe5T/O+CeWSsUHgqVx4fcGTv1PdPjVbTvNMuzmIaRJxtGYeQJeEXuURh5Al6RexRGnoBX6D3KA9wza4XC60KcJhBGjWJ0wmhE04UwahSjE0Yjmi6EUaMYnTAa0XQhjBrF6ITRiKYLyigP8EbjHYXnV3yeIoz83zyMwsgT8IrcozDyBLwi9yiMPAGvyD06zygPcM+sFblgjWJ0wmhE04UwahSjE0Yjmi6EUaMYnTAa0XQhjBrF6ITRiKYLYdQoRkcZfXmAVzFfGOQO5A7kDuQO5A7kDuQO5A7kDlx7B/h1/uUBzoX4WwJ1EfPbJxBG+3yqGkZh5Al4Re5RGHkCXpF7FEaegFfkHp1nlAe4Z9aKXLBGMTphNKLpQhg1itEJoxFNF8KoUYxOGI1ouhBGjWJ0wmhE04UwahSjo4zyAB9RbQsKb6tIJoz8HQijMPIEvCL3KIw8Aa/IPQojT8Arco/OM8oD3DNrhbtg3627dX2AGzjvNMuzcIeRJxtGYeQJeEXuURh5Al6RexRGnoBX6D3KA9wza4XC68L/HFcv2Uqzymnvu8TvNMuzmIeRJxtGYeQJeEXuURh5Al6RexRGnoBX6D3KA9wza4XC68L/HFdXPeLvrsP6V7I8S/mrGHm2mIFzWKs55GsN16YerIfmLy2fB+fHeRCv7KSp/FH91KPWH/kd1R3ptaf5rX32zvDqtTDyf6Ew+spoxWOV+7rq3tE0n+YrxqcTq1brnxaveKxy78Rlmk/zFePT+Tfaf/37P/+tTwu6MPH6v71mLt9l+N11vPer+DoLx+zXeY/GrJt87reneQVOfD4+t/pnYu45+dxvT1O61a/W8LqV5qrcb+1z1Xn/ok8Yeeph9GBULFY8VrnHqnt7ezPz3OzXxC6+N5WfnX6P6c86v+7qvZn5rrBf09g4D/Djf3SFqYC5zj50ldM8asdP8dpKnY9j9ldza301KWvYX/Wbcqu+v5nbO/de7eg83IP9ab1q9lic0e71cbXf2sed45XrYeT/OmH0DyNwgGVyqxzX7+pjLljMgRi28uwfidHr0yw4wfL8qxzX7+pjLljMgRi28uwfivMAB05vFa4C1rrGrK/a9PmTvK5CZ9YZ+eSqBZ9VHjVez/5qzSrHa/7K13NVzB+fS7VVg5Z18Ff6vZrq0Zst1pdVPdeu9H9rnyvP/Nu9wsgTD6N/GIEDLJNb5bh+Vx9zwWIOxLCVZ/9IjF7vaIuFfpgTnGCRL7vKcf2VfZ2XZ4EPizkQw64YcG1ZzwMcOL21MOV/jlb1qz/AlPOneU2Fzswx+25u1e7pV9o9/V+T0/NyzL6bQbV7+pV2Tz8xmvpM+u/mf2uf757vFdaFkf8rhNHXh9GKxyrnyb62gmc669dkvGYVv/b0zzkdM2Efu61yqN3V8kxn/ZqZ1yzjPMCPXw0LUx7gS+AHNMdP9HrKPUZ7tdUkR/Sq4T57Ndb9tq/n4pj9OpfGelata+x6rPS6B8dn9bz2jP9b+5w506tpw8j/RcLoH0bFgT8m966MeF6ecZXnerFxMfP7JH/FDvMrM+TvbqeZV3llYOM8wI9fD4bJPjocyUEDW2vZR6+7Wp2FY/ZXc/+0rsy0n9b/KtZzccz+KzLS8z2L4W/t86zz/0bfMPKUw+groxWPVe7rqntH03ycZ7+mdfG9ifz89Mpnxeznu7xWh9XMOrdqbJwH+PE/ssLUla6OP5bqNNa+d4p5lvJXMfJsmQ3yOjf3WulXde3xCjGfU2dFvLKrmXUe7r3Sr+raY4r5TJPmqrye86q+79QnjPxfM4y+MsI/w5x9d0armWt+zSNe8VjlmOGn+WDFc787o9XMP71H+b8DzjfI+O6CuTr+WLrNkXW65lXjd5rlWYzDyJMNozDyBLwi9yiMPAGvyD0KI0/AK/Qe5QHumbVC4aFQeXzInbFT3zM9XkX7TrM8i2kYebJhFEaegFfkHoWRJ+AVuUdh5Al4hd6jPMA9s1YovC7EaQJh1ChGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6oIzyAG803lF4fsXnKcLI/83DKIw8Aa/IPQojT8Arco/CyBPwityj84zyAPfMWpEL1ihGJ4xGNF0Io0YxOmE0oulCGDWK0QmjEU0XwqhRjE4YjWi6EEaNYnSU0ZcHeBXzhUHuQO5A7kDuQO5A7kDuQO5A7sC1d4Bf518e4FyIvyVQFzG/fQJhtM+nqmEURp6AV+QehZEn4BW5R2HkCXhF7tF5RnmAe2atyAVrFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGJ4xGNF0Io0YxOsooD/AR1bag8LaKZMLI34EwCiNPwCtyj8LIE/CK3KMw8gS8IvfoPKM8wD2zVrgL9t26W9cHuIHzTrM8C3cYebJhFEaegFfkHoWRJ+AVuUdh5Al4hd6jPMA9s1YovC78z3H1kq00q5z2vkv8TrM8i3kYebJhFEaegFfkHoWRJ+AVuUdh5Al4hd6jPMA9s1YovC78z3F11SOtqwSTAAAN5UlEQVT+7jqsfyXLs5S/ipFnixk4h7WaQ77WcG3qwXpo/tLyeXB+nAfxyk6ayh/VTz1q/ZHfUd2RXnua1T5TrvKr2l7/d6jpzODwrPwdmSmLO85w9syrmae7Ub1X+rN7/rV+mmHKr+Z+d0ZX/I0+kdHezD+9R3mAn7iVe/8wr/4QR1u7vkf7vIJOZ+GY/RWvqc75yed+e5ow+ueh/V1GvO6ZLHWfilc5nEFryL+z5ZnZr5kRw4IDYtijeejuZnXOu53/7HlrXp35bHx2z7/Wr2auM035Ve3dGV3xN2JG7KP3KofaXa3OtIo5x37NbON//fs//61PhXcF9sxzrxhxbvLxh6g6a3DWVQ61u1mdhWP2wYTn0zrX4LOG/VW/KYdef2X3zr1XOzoP92B/Wq+aPS6lPaPf67VXW+2hOY33+r1jjednv2ZFDIv5EcMezUN3N6tz3u383zmvznw2/s6ef71GZ8R5VnnkYEvL/pEY/T/JKiOd3dVVf4dYZ+IYPmzNw/6hOA/w49dA4SpgrWvM+qpN3/ETvZ5SZ9YZ+cSqBZ9VHjVez/5qzSrHa/7K13NVzB+fS7VVg5Z18Ff6vZrq0Zutrtc1qF9pV3tojs+otSvP8qq9ppk5z37NwXH5+DAj11UPzZ2sznOns3/3rDrz2fi7+/7lOp0RZ1nlkYMtLftHYvT/JFuM+NPZlaHW7xjrTBzDh6352D8U5wF+/Fqchrv4n6vVHqs/0vETvZ5S5+OYfTe3avf0K+2e/q+p6Xk5Zt/NoNo9/Uq7p18xQg/Yleaq3GoPzbn4qrO8ah+dv86puSk+m39VBu5cOqfTv0NdZz4b35GBzogZNM/x5Ndarq1i9P8k65ho/V3Y1Fz86X3gudlX3TLOA/z4NTkLdwn84KP8+KleS7nHaK+2muKIXjXcZ6/Gut/29Vwcs1/n0ljPqnWNXY+VXvdAXFr+kH+GXZ1Lcy5+xrleqeeR+SfN2fwrzX3mLDrnmbV31erMZ+M7zq0zYoZVvnL8lVZ1Lkb/T7KOidbfkQ3PWD5/37lH+V/CPHFLFL4u5TpqmkMMu/qjYe0dLc+ls+3VVPudWHnpflr/q1jPxTH732Hg1uvMqtc6x6xlnzVX+av+mnPxVWd51T48P/t8Xs0jhoUWMazmEd/N6jx3O/93zqszn42/s+dfr9EZcZ4pX3Wusa+1VYz+n2Q/lRHPzT7+9pxjf3VvNvX8N+DA6K3C0xWujj+I6jTWvneKeZbyVzHybJkN8jo391rpV3Xt8Qoxn1NnRbyyq5l1Hu690q/q2mMV4zyoaYz8VXZ1ztWeyKn+qnO8ch+emTnAx9kRs75qZ/PodyerM9/p7N8563f+pndn9J2Ziy3WgTPiFY9VDus+yX4io72Zf3qP8t+An/inx/1D6Or4Y+mWR9bpmleN32mWZzEOI082jMLIE/CK3KMw8gS8IvcojDwBr9B7lAe4Z9YKhYdC5fEhd8ZOfc/0eBXtO83yLKZh5MmGURh5Al6RexRGnoBX5B6FkSfgFXqP8gD3zFqh8LoQpwmEUaMYnTAa0XQhjBrF6ITRiKYLYdQoRieMRjRdCKNGMTphNKLpgjLKA7zReEfh+RWfpwgj/zcPozDyBLwi9yiMPAGvyD0KI0/AK3KPzjPKA9wza0UuWKMYnTAa0XQhjBrF6ITRiKYLYdQoRieMRjRdCKNGMTphNKLpQhg1itFRRl8e4FXMFwa5A7kDuQO5A7kDuQO5A7kDuQPX3gF+nX95gHMh/pZAXcT89gmE0T6fqoZRGHkCXpF7FEaegFfkHoWRJ+AVuUfnGeUB7pm1IhesUYxOGI1ouhBGjWJ0wmhE04UwahSjE0Yjmi6EUaMYnTAa0XQhjBrF6CijPMBHVNuCwtsqkgkjfwfCKIw8Aa/IPQojT8Arco/CyBPwityj84zyAPfMWuEu2Hfrbl0f4AbOO83yLNxh5MmGURh5Al6RexRGnoBX5B6FkSfgFXqP8gD3zFqh8LrwP8fVS7bSrHLa+y7xO83yLOZh5MmGURh5Al6RexRGnoBX5B6FkSfgFXqP8gD3zFqh8LrwP8fVVY/4u+uw/pUsz1L+KkaeLWbgHNZq7rt57PHXFuevc2A2nAnxyk4a7sPrvpPHHpOt/r/x+619fmOWZ+0RRp7sJzJazVw5fEptpVfNq8erGTCv1s7ma3bt8eo8rjjfauaJ3bswOjPzxGLKrxjlAX7ipq7+OLzc1VnL/nfXcY9X8XUWjtmv8x6NWfcTP4wej+eJ4x6jWsPr9rQ/rf3WPj8951+uDyNP/9MY1bw689nYU30txZmZJxZTHpNqHfl3tWeYgsHdGZ2ZWWdFDDsx2dT/9e///Lc+LaBB7IPAihHnJr86VA3fo+M/Hq/T2t1inYVj9msuF69m1zXQnM1j3V9YPSvH7NfZXLw6v66B5mwe69hOPVhzhf9b+1xx1r/qEUae/Ccy0pnPxp7q6ymOzjjppjwm1Try72x15rPxHdkcnXHSTXmw2NTzAAcabxVereAc+1pDd2jKTh+0d7SYD2fXGZEvq1rkVnnUeD38s3qs+yur562YPz6XaqsGLevgr/RYAw1b1aM32z0916709VxX9n6XXmHk/5KfyEhnPht7qq+nODrjpJvymFTryN/Z1kz68Tw689mYe72Kr/OenQl6WMyFGFbzY5wHONB4exru4n9eVnvUrqucP81rKnQWjtl3c6t2T7/S7un/mpyel2P23Qyq3dOvtHv6idHUZ9J/N/9b+3z3fK+wLoz8X+ETGenMZ2NP9fUUR2ecdFMek2od+Xe2OvPZ+I5sjs446aY8WGzqeYADjbcbePLA1np11JzGK40/yesqdD6O2T8y91G96kBnyqP+V1bPxTH7r8hIz/cshr+1z7PO/xt9w8hT/kRGOvPZ2FN9PcXRGSfdlMekWkf+na3OfDa+I5ujM066KQ8Wm3oe4EDjLcNjHyuP5KCBrbXso9ddrc7CMfuruc/WwUjXuTzqf2X1vByzX+f7aYwZtY/Lo6526qO6n8a/tc9Pz/mX68PI0/9ERjrz2dhTfT3F0Rkn3ZTHpFpH/p2tznw2viObozNOuikPFpt6HuBA463C0xWuXvrSqE5j7XunmGfRWRGvLLNBXeeu/Op3Nr/q8Zs5Pq/Oinhl64ya13NXffU7m596YP9V/crcdN4r97h7rzDyf8FPY4R/PnXuKV8EVeupvpZimu2q/DswOvsXO8vuHRidnfmsfsUo/2cIT9zMAr73c/XVH2DK7e3zyrUjDF75/L9xtjDylMMojDwBr8g9CiNPwCtyj8LIE/AKvUd5gHtmrVB4KFQeH3Jn7NT3TI9X0b7TLM9iGkaebBiFkSfgFblHYeQJeEXuURh5Al6h9ygPcM+sFQqvC3GaQBg1itEJoxFNF8KoUYxOGI1ouhBGjWJ0wmhE04UwahSjE0Yjmi4oozzAG413FJ5f8XmKMPJ/8zAKI0/AK3KPwsgT8IrcozDyBLwi9+g8ozzAPbNW5II1itEJoxFNF8KoUYxOGI1ouhBGjWJ0wmhE04UwahSjE0Yjmi6EUaMYHWX05QFexXxhkDuQO5A7kDuQO5A7kDuQO5A7cO0d4Nf5lwc4F+JvCdRFzG+fQBjt86lqGIWRJ+AVuUdh5Al4Re5RGHkCXpF7dJ5RHuCeWStywRrF6ITRiKYLYdQoRieMRjRdCKNGMTphNKLpQhg1itEJoxFNF8KoUYyOMsoDfES1LSi8rSKZMPJ3IIzCyBPwityjMPIEvCL3KIw8Aa/IPTrPKA9wz6wVuWCNYnTCaETThTBqFKMTRiOaLoRRoxidMBrRdCGMGsXohNGIpgth1ChGRxnlAT6i2hYU3laRTBj5OxBGYeQJeEXuURh5Al6RexRGnoBX5B6dZ5QHuGfWilywRjE6YTSi6UIYNYrRCaMRTRfCqFGMThiNaLoQRo1idMJoRNOFMGoUo6OM8gAfUW0LCm+rSCaM/B0IozDyBLwi9yiMPAGvyD0KI0/AK3KPzjPKA9wza0UuWKMYnTAa0fy/dutYtYEgigHg//91SCOcXQtxkOumMIjTw8WgYlMwCkUNjCpNCkahqIFRpUnBKBQ1MKo0KRiFoobTyAO8Ut3FiXdf+MJob4ARoy2wL+yI0RbYF3bEaAvsCzt6buQBvs1yYWChqIFRpUnBKBQ1MKo0KRiFogZGlSYFo1DUwKjSpGAUihpOIw/wSnUXJ9594QujvQFGjLbAvrAjRltgX9gRoy2wL+zouZEH+DbLhYGFogZGlSYFo1DUwKjSpGAUihoYVZoUjEJRA6NKk4JRKGo4jTzAK9VdnHj3hS+M9gYYMdoC+8KOGG2BfWFHjLbAvrCj50Ye4NssFwYWihoYVZoUjEJRA6NKk4JRKGpgVGlSMApFDYwqTQpGoajhNPIAr1R3ceLdF74w2htgxGgL7As7YrQF9oUdMdoC+8KOnht5gG+zXBhYKGpgVGlSMApFDYwqTQpGoaiBUaVJwSgUNTCqNCkYhaKG08gDvFLdxYl3X/jCaG+AEaMtsC/siNEW2Bd2xGgL7As7em7kAb7NcmFgoaiBUaVJwSgUNTCqNCkYhaIGRpUmBaNQ1MCo0qRgFIoaTqM/D/Df0o+BDdiADdiADdiADdiADfzvBj5f53mAf36UCRAgQIAAAQIECBB4R8AD/B1X/0qAAAECBAgQIEDgq4AH+FcWHwkQIECAAAECBAi8I+AB/o6rfyVAgAABAgQIECDwVeAHIqoemDUWyKAAAAAASUVORK5CYII=请教各位老师如何把小计这一行插入进去(按照批号),谢谢

李易峰 发表于 2022-10-21 20:43:46

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

李易峰 发表于 2022-10-21 20:50:39

具体见图表

李易峰 发表于 2022-10-21 20:58:23

请教各位老师如何把小计这一行插入进去(按照批号),谢谢

李易峰 发表于 2022-10-23 15:21:05

重新排序应该可以实现,但是不会,哪位老师愿意教一下

任君行科技 发表于 2022-10-30 16:19:30

加辅助列,把明细数据和小计行分别赋值具有标志性的值。如明细数据赋值A,小计数据赋值B,再按照品名和辅助列的值排序。
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查看完整版本: 明细表重新排序