当用业务公式写数据后，表单打不开，显示错误，是怎么.....
当用业务公式写数据后，表单打不开，显示错误，是怎么呢，在外面的总表可以看见明细表的内容，就是打不开表单，点击后显示下面错误。data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABCUAAAGyCAYAAADTU37OAAAgAElEQVR4nO3dvY7jRto2YB3QphPoWBYGJjB4KAY+4F0oek/inU2X8QYb204XStaBQ2OdGLB3p1Vf0Poh2VVkFaXWo+6+LuDGtCj+NXuSulWkNgkAAAAgwCb6BAAAAICPSSkBAAAAhFBKAAAAACGUEgAAAEAIpQQAAAAQQikBAAAAhFBKAAAAACGUEgAAAEAIpQQAAAAQQikBAAAAhFBKvHGHwyF9/fo1/en//jTK169f0+FwiD49AAAAKMqXEn2XNpsu9ZPF+902bba7tH+xwT7ttpu02SzktO1+l7aT97rzwfrUZY9Rqe+Wz6Ob/mbj33G7Kxx9v0vb87Z96orHGF67PnWD1+P9P1+3mdOZ9fT0dC4h/vXLv9LhcEiHwyH9/vvv5+VPT0/zO3nN65X61GW3fb52+d1e+fcHAADgzZiZKTE36M6VCQ1Gg/vnge3NSokWNQPyye95GYQPz3NYPIxLiONGaXtcdtn+doXEn/7vTy/e+9cv/6ovJmpddb2Gu9mkbne5JpODXK7rzPHWXjcAAAAex+LtG31XHgCOy4QGp1Ki79J2t39ZSkxmV9zT/Cf/KT2XCV3qa2ZKrBjE1zgcDqNC4vfff3+xzqmUON3a8Vq3ctRfr2d9d5l5sd9tM7MwzJQAAAD4KLKlRN9tRgPN/W5720+rl0qJuw1KG287GamYKXH8/RbPorHcORUNT09P2bLh6ekpff369fz+77//nr5+/Vp/gPKZXnG9jttOftFhMdF3ZkMAAAB8JMWZEvWfYlcOVIcD1lcqJUrlSf3Aee6T/8vv+XyudTMltrv9i8H29HkNraXEXCGR0suZFLlbPO55vba7Pu22m2JBM/6/ZqYEAADAR1Hx7Rszg+/ZkfTM4DJbSuSOs00VEw2Kyg/mPJ7hXFlQ+F3zBULmORKT42Qv1eTZGrXmbsc4HA6j50nMlRIvT+f212s8W2R8K8fL1yld/t8slF13vq0HAACA2yuXEucB8+Q2heE3aEwH1KMB6GXdF5+mH7c9DfAvpcR4gNp315QSfeoaS43zeQwG5tOB+vCcqwblaWEwv7KU+M9//pP92s/SLInlUuJ1rleplDhfv26X9qNjZsqs/S5tzZ4AAAB4d2Zv31i8TWE4oH4xcBwPLnOzBZ4H66eB8G1LiWkRMn1OxtTo/cEDKqfb5GZK7PsubTfb1PUVJ1v5nIk5p1Ki9O0ap+dIDNdZKiVe63q9LCWmt4Ps0247/DtPS4nBbIp96Rs7AAAAeIsKpcRwoFgzU2I6sJxul1vn+P55oHnDUqLwyXr2+Qf7XdpuNmm7nZQNfZe9feS5lNinXTecBbJL3aZLu8LXX659XkPJ6UGXwyzNmph90OUrXq/LLTpd2u1zt2tMl11KsMt2k+N4AiYAAMC7kC8lRoPU5ZkS2Wcm5Aa652XPn5hfnm3YpU3X3eiZEpPbEI6D6OF+TwPtvrsUAqcZEOPZG4NP9odfY7nZPBcT54c3XgqV/ANCh6d3/UyJ0i0ac6VE+StBX/d6nWZRPO9j7hkSlwInNwNjGr0EAADA25ctJS6fkJ8GmflPwHODw+HMgNLgO39rwG1mSrx41kNmBkBuv6fzXhrsngqYcREzOfe+S5ttl7rGbyVp8fT09GKmxNSplJje3jH02tdrertLbuZIfh+T4mp8cA+6BAAAeAcqvn2DRzUsJg6HwyinWzzmCgkAAACIpJR444YFxNIzJgAAAOCRKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAix+fvf/55ERERERERERO6dza+//ppERERERERERO4dpYSIiIiIiIiIhGTz//7nf5OIiIiIiIiIyL3jQZcAAABACKUEAAAAEEIpAQAAAITYpJTCH2whIiIiIiIiIh8vSgkRERERERERCYlSQkRERERERERCopQQERERERERkZAoJUREREREREQkJEoJEREREREREQmJUkJEREREREReLd9/9yltNpu02XxOX2657y+fq/Z7Of4mbT5/eV7+/Xfp02nZp+/S90HX5NN334f/faKjlBAREREREZFXy6gUuGExMd7vp/Td90vrDdf5kj63ntOwyLhhPn+J/xtFRikhIiIiIiIir5fzjIZycdCe79N3n5YLiV9/XS4l7jtbYViG1J3/e49SQkRERERERFbmWA7M3QKxVEqcZiC03EYxnLVwuiWjkIcpJUYzLT52ETGMUkJERERERERW58vnwaf+uWKhtpRoGayf93m6/WEwA2FSUiyXEt+138rRmsH5eo7EOEoJERERERERWZ1zKVGa6dBQStQO2EdFyE3yOX05FhW3Lg1e7UGf7yRKCREREREREVmd+5cSl1kONQ+JjLx9w7dsLEcpISIiIiIiIqtz71LiXDJUPoPi7qXE4FYNhcRylBIiIiIiIiKyOvctJS7fujGeJXEsGTLnEF1KfPSv/FyKUkJERERERERW566lxGTAn83kPGpLidPvcXVJ8eIhnDIXpYSIiIiIiIiszv1KidMsieN+BtudB/+jb/JYn6uKCaVEU5QSIiIiIiIisi41MxduVAY8z3gYFBu5UuIG+f67Ty++VnTtNVFKLEcpISIiIiIiIutzLAeKA/CGmRJzZcCXz5PS4pVKiaujlGiKUkJEREREREReL0ulxNoslRI1x60sRNb9vkqJmiglREREREREZFWenyfxOX2ZW6+6HGgsLSalxOWBlscZFc3Pl7hRaaKUaIpSQkRERERERFbl/JDLax50+euvafhtGKX9DEuHuWdSnJ898aXi9o7XuAVEKdEUpYSIiIiIiIisyqWUmJkt0VpK1A7mlwqFmsJBKREepYSIiIiIiIisymX2wu1Kieqv41RKvIsoJURERERERGRV3kopUROlREyUEiIiIiIiIrIqb6WUMFPicaOUEBERERERkVV5tFLi+RkXx+MoJd5ElBIiIiIiIiKyKo9SSnz69OllEaCUeBNRSoiIiIiIiMiKfJ+++/QK377x+Uvd8QeD/+x2dyglvnx+edzh16QqJZajlBAREREREZH2ND5IsjqVpcRw8J/dpvH8qmdoDDMtRl7r4ZnvOEoJERERERERCc6KmRK/HouJT9+l73Pv19xGMbwFZE0pUdhX6+/xkaOUEBERERERkfeXL58Xbhm5fZ6fsXHfY771KCVEREREREREJCRKCREREREREREJiVJCREREREREREKilBARERERERGRkCglRERERERERCQkSgkRERERERERCYlSQkRERERERERCopQQERERERERkZAoJUREREREREQkJJsEAAAAEEApAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABAiLuVEpvNy0MNl5V+Pr2eZs0xAAAAgMfxkKVEy3u55bkSY1hmzL1fU34AAAAA17trKVFTDJS2nXudW167zfA9JQQAAADcz11G4WtKhOl6c+VF6b25ssEsCQAAAIh1t1Ki9vaJ4ftrjlOz/+G60+1y7wMAAAC3F/pMiZr1W2YyLJUL05/NlAAAAIA4YaVEy0yGuWWlfZZe15wbAAAA8PrufvvG0nMeStvU3O5RO1Oidt/KCgAAAHg9726mxPTfliKk9jgAAADA9e5eSrTOlCht33KM0ra52RAKCQAAALiPu5YSNbdnDN/P/Zx7PV2+5pkSbtcAAACA+wq9fWNpndKy0/LSzIrSfkrPlMitp6AAAACA12XkDQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAh7lJKfPvttyIiIiIiIiIio9ytlAAAAAAYUkoAAAAAIUJLic2m/vCbzaY6tFtz3abbnF6X9lVa/1bns2Zfw/dqj7m0Xu790nFy18T/ZwAA4KMInykxHaCVBmS1A1qDuHWuLYim+8j9XPp36XzmyqeaAXzL/6M1+5hbt/UcWoobAACAty6slFga1E5ft5QXu21+ELvturTd7tJ+eJD97uWyVvtd2r44Xpf6a/Y5e477tNtu066/wbkflQbScwP+1gH02pkSc8euKQtuMehvLSXmipPaAqXl/AAAAN6i8JkSKdV9kj4d4OW2n/78YjCfKyBuVUrcqBwoHOC5hDgd4IbHW5qFMFxvbv3amQxLsxzW7KP2HNec/9J1ypVipeu8tE7pOAAAAO9VeClRGlSW3hu+XiooWkuJ/W572e9pvdEsiGMxcNxm1x1nRMyVBKPtj7Mnstt3qTvO8Oj6/Xm2R9efdrNN21Mr0XfPPw+PO3Oel/dPszf2abcdz+SY+zuUrv9UzWB77nilfdWeR+3sg5rznVuvtlSYvp4rSQAAAD6ihyglSmXEdMBZ+yn2WUspMRq0p9R3XepTn7rhbRijdS+FQfn2jT51k2Jh0/Xn9cfbH4uEvruUCn13KUf67nnblFLfHbc9/z6F8xws3++2qeu64zH71E2uQ20pUTNroTSILxUTNaVE7cyHnGtKidbypXa/ufVrZ20AAAC8F6GlROkT45aZErl9njXNlHguEDbTwX2ubKjZb+n4S9uXfj4XDINZDpOS5GUpklLfPRccfXc87qkU6cZPvGiZKVFTPtRst1RKtM7YaJmJMTxGawHQWkosHWdN8QEAAPAehJUSS5/Gl94r7Sf7etUzJQblREvZ8OqlxLFg6AeFwrCUKNw+st9tU9efZkYcC42+S5NOormUaJkpsbSstO+547UUFrXHLq07dw5LBcTS8Zf2bbYEAADwnj3E7Ru510ufiFeVFNnCYfDAyDS+paK7PEny+GDJ8e0Xxf0WS4GZ2zdWlBLPt3ZMbvsYzPJ4cZ7Hdbrt5XkU+12Xuq4bXYPpdasthWqW1cwQqB20596/tpRYWi/HTAkAAIDbeJOlxHBZ00yJ07Lh4HB0e8Rl+fmhkrn1q0uJ6faT2y5y28+VEsVnRyz9XoMiZvicisK1bSklaoqGmuIgt+/S/qbLl2YT1P5fqlVbSqwtXVpLEgAAgLfqoUqJuYFZ7RR3A7l2LQP+uWs9XWf63pqZDHN//+m2NaXE3HnV/v+pKSVypUPNTIna0gYAAOA9eJhSYmkmxK2m1jNW84n99Oea90sD/ZqZMEsD99L55M6vVDQszay4pgxbOzOj5nwAAADek/BSAgAAAPiYlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABAiLuVEiIiIiIiIiIiw9yllAAAAACYUkoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABDibqXEZrNpel1aVrv/6bLSz6fX09Qco/b8Wn4PAAAA+CjuOlouDeqXSoBcaTAtD1pKiZb3lpbPrbsUAAAA+MhCRsatJUPtz8N9tBQBLbM2aouGpdJBKQEAAMBHFz4yrpnhsFRK1JQNcyVATXnRWiKYKQEAAADz7jIybpmlMFw/VzqUSomaWRLT99eef03JYKYEAAAAzAt50GXt7IFrnylRcz6t59KyfzMlAAAAoCzs2zdalrf+fHrdWmIs3eJRu++lfdW8DwAAAO/dQ5YStWVCabbD3H7njnHrmRhmSgAAAEDZ3UuJNQP1tzhTomXfAAAA8BHdtZRYUwTUzJQY/tw6U6K0/dK2S79Hbn/XzLwAAACA9+ahb9+Yvl6a+dAym2FplsXcebY8U2JuX4oJAAAAPrLwUXHNwHzN7IXaWRlz+26Z5dB6K8ncsQEAAOAjMCoGAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBB3KSW+/fZbEREREREREZFR7lZKAAAAAAwpJQAAAIAQoaXEZlN/+M1mUx3arblu021Or0v7Kq1/q/NZs6/he7XHXFov937pOLlr4v8zAADwUYTPlJgO0EoDstoBrUHcOtcWRNN95H4u/bt0PnPlU80AvuX/0Zp9zK3beg4txQ0AAMBbF1ZKLA1qp69byovdNj+I3XZd2m53aT88yH73clmr/S5tXxyvS/01+5w9x33abbdp19/g3I9KA+m5AX/rAHrtTIm5Y9eUBbcY9LeWEnPFSW2B0nJ+AAAAb1H4TImU6j5Jnw7wcttPf34xmM8VELcqJW5UDhQO8FxCnA5ww+MtzUIYrje3fu1MhqVZDmv2UXuOa85/6TrlSrHSdV5ap3QcAACA9yq8lCgNKkvvDV8vFRStpcR+t73s97TeaBbEsRg4brPrjjMi5kqC0fbH2RPZ7bvUHWd4dP3+PNuj60+72abtqZXou+efh8edOc/L+6fZG/u0245ncsz9HUrXf6pmsD13vNK+as+jdvZBzfnOrVdbKkxfz5UkAAAAH9FDlBKlMmI64Kz9FPuspZQYDdpT6rsu9alP3fA2jNG6l8KgfPtGn7pJsbDp+vP64+2PRULfXUqFvruUI333vG1Kqe+O255/n8J5Dpbvd9vUdd3xmH3qJtehtpSombVQGsSXiomaUqJ25kPONaVEa/lSu9/c+rWzNgAAAN6L0FKi9Ilxy0yJ3D7PmmZKPBcIm+ngPlc21Oy3dPyl7Us/nwuGwSyHSUnyshRJqe+eC46+Ox73VIp04ydetMyUqCkfarZbKiVaZ2y0zMQYHqO1AGgtJZaOs6b4AAAAeA/CSomlT+NL75X2k3296pkSg3KipWx49VLiWDD0g0JhWEoUbh/Z77ap608zI46FRt+lSSfRXEq0zJRYWlba99zxWgqL2mOX1p07h6UCYun4S/s2WwIAAHjPHuL2jdzrpU/Eq0qKbOEweGBkGt9S0V2eJHl8sOT49ovifoulwMztGytKiedbOya3fQxmebw4z+M63fbyPIr9rktd142uwfS61ZZCNctqZgjUDtpz719bSiytl2OmBAAAwG28yVJiuKxppsRp2XBwOLo94rL8/FDJ3PrVpcR0+8ltF7nt50qJ4rMjln6vQREzfE5F4dq2lBI1RUNNcZDbd2l/0+VLswlq/y/Vqi0l1pYurSUJAADAW/VQpcTcwKx2iruBXLuWAf/ctZ6uM31vzUyGub//dNuaUmLuvGr//9SUErnSoWamRG1pAwAA8B48TCmxNBPiVlPrGav5xH76c837pYF+zUyYpYF76Xxy51cqGpZmVlxThq2dmVFzPgAAAO9JeCkBAAAAfEyhpUTrffxu33g9a65by+0Yc+vf6nzW7Kvm9o+W/ZXeb7ldw/9nAADgowifKbF0731uvdzrpeXMu7Ygmu5j7paNmltyap/JUDOAb/l/tGYfc+u2noNnSgAAAB9JWCmxNKidvm4pL3bb/CB223X5b+MofXNGrek3X2wG37RxCy/O8fiVpf0Nzv1o7rkLc89lWNrH2vWXSoClIqR2X2tmR9T8nnPFSW2B0nJ+AAAAb1H4TImU6j5Jnw7wcttPf5796s25Za1usY/5AzyXEKcD3PB4S7MQhuvNrV87k2FplsOafdSe45rzX7pOuVKsdJ2X1ikdBwAA4L0KLyVKg8rSe8PXSwVFaymx320v+z2tN5oFcSwGjtvsuuOMiLmSYLT9cfZEdvsudccZHl2/P8/26PrTbrZpe2ol+u755+FxZ87z8v5p9sY+7bbjmRxzf4fS9Z+qGWzPHa+0r9rzqJ19UHO+c+vVlgrT13MlCQAAwEf0EKVEqYyYDjhrP8U+ayklRoP2lPquS33qUze8DWO07qUwKN++0aduUixsuv68/nj7Y5HQd5dSoe8u5UjfPW+bUuq747bn36dwnoPl+902dV13PGafusl1qC0lamYtlAbxpWKippSonfmQc00p0Vq+1O43t37trA0AAID3IrSUKH1i3DJTIrfPs6aZEs8FwmY6uM+VDTX7LR1/afvSz+eCYTDLYVKSvCxFUuq754Kj747HPZUi3fiJFy0zJWrKh5rtlkqJ1hkbLTMxhsdoLQBaS4ml46wpPgAAAN6DsFJi6dP40nul/WRfr3qmxKCcaCkbXr2UOBYM/aBQGJYShdtH9rtt6vrTzIhjodF3adJJNJcSLTMllpaV9j13vJbCovbYpXXnzmGpgFg6/tK+zZYAAADes4e4fSP3eukT8aqSIls4DB4Ymca3VHSXJ0keHyw5vv2iuN9iKTBz+8aKUuL51o7JbR+DWR4vzvO4Tre9PI9iv+tS13WjazC9brWlUM2ymhkCtYP23PvXlhJL6+WYKQEAAHAbb7KUGC5rmilxWjYcHI5uj7gsPz9UMrd+dSkx3X5y20Vu+7lSovjsiKXfa1DEDJ9TUbi2LaVETdFQUxzk9l3a33T50myC2v9LtWpLibWlS2tJAgAA8FY9VCkxNzCrneJuINeuZcA/d62n60zfWzOTYe7vP922ppSYO6/a/z81pUSudKiZKVFb2gAAALwHD1NKLM2EuNXUesZqPrGf/lzzfmmgXzMTZmngXjqf3PmVioalmRXXlGFrZ2bUnA8AAMB7El5KAAAAAB9TeClxz0+Ar5maf6tp/XPLrrkW15z3dP2lW2Hm9vkotx+0XOvSLR2t18FsHgAAgDYPVUrUTIuvnUK/dKyW9dYOSlun8V87WK295WC4fuv1y62/dJvE3Pa3/PuWjls6lzXvtRxjuvxWv9vDmXvQKwAAwIyHKiVqlufeu9VAcM36ra9Lg/nXGpxeO5C/drtX+/vud2k7/CaSzD7WXuuWMqmlAJpTfH/6rSqbTdpMvtb2Jo5fN3tO9vtlC1aVEuNvu8kdb787fnVt3z1/3e2L45y+unf4ejP+dpnSN/CUls1d74X/cwAAQLuwUqJ1wD/3Xu1gunVgeMvXNQPgWxYSt5iVsDSwHg7Ma46f27Z07ovrzgyEr73WNeVF69+qtfA6u8MshP1umzaTwXbfNQy+15zjqWh43sGkXDgu6573eTmXyXrZr9btUje3ztKypa/3NSMEAABu6l3PlDi9VzsIbB04tg7oaz65X1tMrBk8t5Ysw2VzBUfN8V+7lGi51q3XvbbgWfwdSu/vd2k7/HQ+93sel++6zXOhMH193s/pfAbLRuvlCoHJcab7eLF8MDthtHxSDhRnePSpG+y77/LXs+ufC5TtaSd9d/k5Xd7ru81luVICAAAe2rsvJVrWWzNIv+X716oZhNcMplvWnR63dE61y3PvtZYSS/ufW7+lkGrdf3XhNS0lpusObjM4zzaYvj7eHnF6vd9tn2+RyG5XmhVR2Mdk+eVvMS4XRn+jbClxvN0id/zBLRvdcKO+O9/q0Xeb/GyLvhuXJNfevjG3LwAA4CoPUUrUDPpqBnW1n47fYpBe+l1a3q8d/K4pXWoKgrUlTGm90jFf4++bUp+6hlKi5m+/tI/Se7coMYrvL8yUKD47Ifd6MKNi9pkLa/eRfR5DzW0gfeomhcWL50mM1j3N8CgUIMP93XKmxML/OQAAoN1DPFMi5+pP0gvbtHzC3XIOS8tKxcnSPq4pJWoLj9oSZq4Amjv+0rkuvZdftzxAXHOt2wqRB3imxK1KiUwhMHuMpVJi5aD9POth+sDNUwbNRN9t067fpe1g2fNzMcbbbHd7pQQAADy4h5gp0bI8917Lp9Bzn/K3DExbS4nSsWsGp2tLidb9rDnO8HXLMW9dOtXso7VkqD3HppKhYt8tz5Qoz3iYuX1jsr/ygy7nbt+4FBn73fZ4i8Pkto7S75QGMyHO57odv36+d+P8sMuRY3ExvnVjctzTLRzZ65ebmVG+PgAAwOt5c6XEmsFjyyC6Zb+ty+ZmFpT20TIgbx0ot356Xzr/W5YS1fuofKZE7bmVSoqa82z5O5a2G62/9EyJzXGmQM1XX563GT/ocnrdXsw0uDQR+QddDmY0bLtu8uyIwX5Kz5SYzIiYFgrZ50lcVig/u2K0zvE6ja5d7iGg0/PMXO+5gggAAFjt3ZYSuVkNSwPJ2nMY7r9lYF963fIJ+9L5rikIat6vGUzftZRY0Hqt536P2kKjpdCpfQ8AAOA9Cy0llj69z61f2s+cuf3VDsTXumawe+tj1QykawbXpUH00jGnx507/5rlc9Ze67lzWFvGzF2DpSIJAADgPQufKQEAAAB8TEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlJSWgmAAAAYJSURBVAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABC3K2UEBEREREREREZ5i6lBAAAAMCUUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZR4Qw6HQ3o6PKVffvsl/fTvn9JP//4p/fLbL+np8JQOh0P06QEAAEATpcQb8XR4Sn/5xy79+a/fpL/8Y3cuJYbLng5PKaWU/vjvH0oKAAAAHt7DlhKbzab69fS90r6W9jFNy75e029//Jb+/Ndv0g8//5gtGw6HQ/rh5x/Tn//6zXndr09fs/vK/Z5L17q0rOY9AAAAKLnLaLI0EG4ZHC+VEGsGzXP7fJRS4unwdC4blpwKiaVSYmlZTVmzVN4AAADAkocZUS4NhGtKjJrtW4655hxv6XA4pL/8Y5d++PnH6m1OMybWlBIthYsyAgAAgGs9zMiy5XaMa9dbWySsGbxf43A4pD//9Zum50Octllz+0bu9yoVOUoJAAAArnW3keXSzILSJ/i1Mx6uuX2j5taE2mcv3NLhcCiWC3PmHnS5pnAolRVu4QAAAOAady0l5pZdO7AtDZjn9l2aIbD0b+44b2Vg3lJKtM6qAAAAgBYPWUrUPk+iZoBdOnbpONPlc7/DWxyQry0a3MYBAADArT1kKVGz7dI6S4VFaXZDy3nc4/aNmm/dmPrtj99mb99omRFipgQAAACv5aGfKZFbvma9lmdKzN2SsXT7xq0H6F+fvq5+0GVum7W3qeSWKSUAAAC4VuhMiaX3awuI3LKaT/VbZlDUbH9rp1Lib//sq4qJw+GQ/vbPPv3tn/3sei3XZU2BAQAAADUeZkRZMwthaRbDdOZD6f3cMa+ZLfBaTqXEn//6Tfrh5x9ni4nD4ZB++PnHqpkVtc/OKM02qb3tBgAAAOaEjyjX3vqwpiDIPSsht7z2GPcqJU63ZJRmTJxmSLTe6lEqXmpmncztAwAAAGoYUT6ww+GQ/vjvH+efT8XDaebEaWZEyy0eAAAA8CiUEm/Mqaj46d8/pZ/+/VP6479/KCMAAAB4k5QSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIf4/etZTBPynnc4AAAAASUVORK5CYII=应该是模板中用了Excel公式，计算时有数据类型不对，打开模板先把Excel公式改一下 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nCYfDAyDS+paK7PEny+GDJ8e0Xxf0WS4GZ2zdWlBLPt3ZMbvsYzPJ4cZ7Hdbrt5XkU+12Xuq4bXYPpdasthWqW1cwQqB20596/tpRYWi/HTAkAAIDbeJOlxHBZ00yJ07Lh4HB0e8Rl+fmhkrn1q0uJ6faT2y5y28+VEsVnRyz9XoMiZvicisK1bSklaoqGmuIgt+/S/qbLl2YT1P5fqlVbSqwtXVpLEgAAgLfqoUqJuYFZ7RR3A7l2LQP+uWs9XWf63pqZDHN//+m2NaXE3HnV/v+pKSVypUPNTIna0gYAAOA9eJhSYmkmxK2m1jNW84n99Oea90sD/ZqZMEsD99L55M6vVDQszay4pgxbOzOj5nwAAADek/BSAgAAAPiYlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABACKUEAAAAEEIpAQAAAIRQSgAAAAAhlBIAAABAiLuVEiIiIiIiIiIiw9yllAAAAACYUkoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABDibqXEZrNpel1aVrv/6bLSz6fX09Qco/b8Wn4PAAAA+CjuOlouDeqXSoBcaTAtD1pKiZb3lpbPrbsUAAAA+MhCRsatJUPtz8N9tBQBLbM2aouGpdJBKQEAAMBHFz4yrpnhsFRK1JQNcyVATXnRWiKYKQEAAADz7jIybpmlMFw/VzqUSomaWRLT99eef03JYKYEAAAAzAt50GXt7IFrnylRcz6t59KyfzMlAAAAoCzs2zdalrf+fHrdWmIs3eJRu++lfdW8DwAAAO/dQ5YStWVCabbD3H7njnHrmRhmSgAAAEDZ3UuJNQP1tzhTomXfAAAA8BHdtZRYUwTUzJQY/tw6U6K0/dK2S79Hbn/XzLwAAACA9+ahb9+Yvl6a+dAym2FplsXcebY8U2JuX4oJAAAAPrLwUXHNwHzN7IXaWRlz+26Z5dB6K8ncsQEAAOAjMCoGAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBB3KSW+/fZbEREREREREZFR7lZKAAAAAAwpJQAAAIAQoaXEZlN/+M1mUx3arblu021Or0v7Kq1/q/NZs6/he7XHXFov937pOLlr4v8zAADwUYTPlJgO0EoDstoBrUHcOtcWRNN95H4u/bt0PnPlU80AvuX/0Zp9zK3beg4txQ0AAMBbF1ZKLA1qp69byovdNj+I3XZd2m53aT88yH73clmr/S5tXxyvS/01+5w9x33abbdp19/g3I9KA+m5AX/rAHrtTIm5Y9eUBbcY9LeWEnPFSW2B0nJ+AAAAb1H4TImU6j5Jnw7wcttPf34xmM8VELcqJW5UDhQO8FxCnA5ww+MtzUIYrje3fu1MhqVZDmv2UXuOa85/6TrlSrHSdV5ap3QcAACA9yq8lCgNKkvvDV8vFRStpcR+t73s97TeaBbEsRg4brPrjjMi5kqC0fbH2RPZ7bvUHWd4dP3+PNuj60+72abtqZXou+efh8edOc/L+6fZG/u0245ncsz9HUrXf6pmsD13vNK+as+jdvZBzfnOrVdbKkxfz5UkAAAAH9FDlBKlMmI64Kz9FPuspZQYDdpT6rsu9alP3fA2jNG6l8KgfPtGn7pJsbDp+vP64+2PRULfXUqFvruUI333vG1Kqe+O255/n8J5Dpbvd9vUdd3xmH3qJtehtpSombVQGsSXiomaUqJ25kPONaVEa/lSu9/c+rWzNgAAAN6L0FKi9Ilxy0yJ3D7PmmZKPBcIm+ngPlc21Oy3dPyl7Us/nwuGwSyHSUnyshRJqe+eC46+Ox73VIp04ydetMyUqCkfarZbKiVaZ2y0zMQYHqO1AGgtJZaOs6b4AAAAeA/CSomlT+NL75X2k3296pkSg3KipWx49VLiWDD0g0JhWEoUbh/Z77ap608zI46FRt+lSSfRXEq0zJRYWlba99zxWgqL2mOX1p07h6UCYun4S/s2WwIAAHjPHuL2jdzrpU/Eq0qKbOEweGBkGt9S0V2eJHl8sOT49ovifoulwMztGytKiedbOya3fQxmebw4z+M63fbyPIr9rktd142uwfS61ZZCNctqZgjUDtpz719bSiytl2OmBAAAwG28yVJiuKxppsRp2XBwOLo94rL8/FDJ3PrVpcR0+8ltF7nt50qJ4rMjln6vQREzfE5F4dq2lBI1RUNNcZDbd2l/0+VLswlq/y/Vqi0l1pYurSUJAADAW/VQpcTcwKx2iruBXLuWAf/ctZ6uM31vzUyGub//dNuaUmLuvGr//9SUErnSoWamRG1pAwAA8B48TCmxNBPiVlPrGav5xH76c837pYF+zUyYpYF76Xxy51cqGpZmVlxThq2dmVFzPgAAAO9JeCkBAAAAfEyhpUTrffxu33g9a65by+0Yc+vf6nzW7Kvm9o+W/ZXeb7ldw/9nAADgowifKbF0731uvdzrpeXMu7Ygmu5j7paNmltyap/JUDOAb/l/tGYfc+u2noNnSgAAAB9JWCmxNKidvm4pL3bb/CB223X5b+MofXNGrek3X2wG37RxCy/O8fiVpf0Nzv1o7rkLc89lWNrH2vWXSoClIqR2X2tmR9T8nnPFSW2B0nJ+AAAAb1H4TImU6j5Jnw7wcttPf5796s25Za1usY/5AzyXEKcD3PB4S7MQhuvNrV87k2FplsOafdSe45rzX7pOuVKsdJ2X1ikdBwAA4L0KLyVKg8rSe8PXSwVFaymx320v+z2tN5oFcSwGjtvsuuOMiLmSYLT9cfZEdvsudccZHl2/P8/26PrTbrZpe2ol+u755+FxZ87z8v5p9sY+7bbjmRxzf4fS9Z+qGWzPHa+0r9rzqJ19UHO+c+vVlgrT13MlCQAAwEf0EKVEqYyYDjhrP8U+ayklRoP2lPquS33qUze8DWO07qUwKN++0aduUixsuv68/nj7Y5HQd5dSoe8u5UjfPW+bUuq747bn36dwnoPl+902dV13PGafusl1qC0lamYtlAbxpWKippSonfmQc00p0Vq+1O43t37trA0AAID3IrSUKH1i3DJTIrfPs6aZEs8FwmY6uM+VDTX7LR1/afvSz+eCYTDLYVKSvCxFUuq754Kj747HPZUi3fiJFy0zJWrKh5rtlkqJ1hkbLTMxhsdoLQBaS4ml46wpPgAAAN6DsFJi6dP40nul/WRfr3qmxKCcaCkbXr2UOBYM/aBQGJYShdtH9rtt6vrTzIhjodF3adJJNJcSLTMllpaV9j13vJbCovbYpXXnzmGpgFg6/tK+zZYAAADes4e4fSP3eukT8aqSIls4DB4Ymca3VHSXJ0keHyw5vv2iuN9iKTBz+8aKUuL51o7JbR+DWR4vzvO4Tre9PI9iv+tS13WjazC9brWlUM2ymhkCtYP23PvXlhJL6+WYKQEAAHAbb7KUGC5rmilxWjYcHI5uj7gsPz9UMrd+dSkx3X5y20Vu+7lSovjsiKXfa1DEDJ9TUbi2LaVETdFQUxzk9l3a33T50myC2v9LtWpLibWlS2tJAgAA8FY9VCkxNzCrneJuINeuZcA/d62n60zfWzOTYe7vP922ppSYO6/a/z81pUSudKiZKVFb2gAAALwHD1NKLM2EuNXUesZqPrGf/lzzfmmgXzMTZmngXjqf3PmVioalmRXXlGFrZ2bUnA8AAMB7El5KAAAAAB9TeClxz0+Ar5maf6tp/XPLrrkW15z3dP2lW2Hm9vkotx+0XOvSLR2t18FsHgAAgDYPVUrUTIuvnUK/dKyW9dYOSlun8V87WK295WC4fuv1y62/dJvE3Pa3/PuWjls6lzXvtRxjuvxWv9vDmXvQKwAAwIyHKiVqlufeu9VAcM36ra9Lg/nXGpxeO5C/drtX+/vud2k7/CaSzD7WXuuWMqmlAJpTfH/6rSqbTdpMvtb2Jo5fN3tO9vtlC1aVEuNvu8kdb787fnVt3z1/3e2L45y+unf4ejP+dpnSN/CUls1d74X/cwAAQLuwUqJ1wD/3Xu1gunVgeMvXNQPgWxYSt5iVsDSwHg7Ma46f27Z07ovrzgyEr73WNeVF69+qtfA6u8MshP1umzaTwXbfNQy+15zjqWh43sGkXDgu6573eTmXyXrZr9btUje3ztKypa/3NSMEAABu6l3PlDi9VzsIbB04tg7oaz65X1tMrBk8t5Ysw2VzBUfN8V+7lGi51q3XvbbgWfwdSu/vd2k7/HQ+93sel++6zXOhMH193s/pfAbLRuvlCoHJcab7eLF8MDthtHxSDhRnePSpG+y77/LXs+ufC5TtaSd9d/k5Xd7ru81luVICAAAe2rsvJVrWWzNIv+X716oZhNcMplvWnR63dE61y3PvtZYSS/ufW7+lkGrdf3XhNS0lpusObjM4zzaYvj7eHnF6vd9tn2+RyG5XmhVR2Mdk+eVvMS4XRn+jbClxvN0id/zBLRvdcKO+O9/q0Xeb/GyLvhuXJNfevjG3LwAA4CoPUUrUDPpqBnW1n47fYpBe+l1a3q8d/K4pXWoKgrUlTGm90jFf4++bUp+6hlKi5m+/tI/Se7coMYrvL8yUKD47Ifd6MKNi9pkLa/eRfR5DzW0gfeomhcWL50mM1j3N8CgUIMP93XKmxML/OQAAoN1DPFMi5+pP0gvbtHzC3XIOS8tKxcnSPq4pJWoLj9oSZq4Amjv+0rkuvZdftzxAXHOt2wqRB3imxK1KiUwhMHuMpVJi5aD9POth+sDNUwbNRN9t067fpe1g2fNzMcbbbHd7pQQAADy4h5gp0bI8917Lp9Bzn/K3DExbS4nSsWsGp2tLidb9rDnO8HXLMW9dOtXso7VkqD3HppKhYt8tz5Qoz3iYuX1jsr/ygy7nbt+4FBn73fZ4i8Pkto7S75QGMyHO57odv36+d+P8sMuRY3ExvnVjctzTLRzZ65ebmVG+PgAAwOt5c6XEmsFjyyC6Zb+ty+ZmFpT20TIgbx0ot356Xzr/W5YS1fuofKZE7bmVSoqa82z5O5a2G62/9EyJzXGmQM1XX563GT/ocnrdXsw0uDQR+QddDmY0bLtu8uyIwX5Kz5SYzIiYFgrZ50lcVig/u2K0zvE6ja5d7iGg0/PMXO+5gggAAFjt3ZYSuVkNSwPJ2nMY7r9lYF963fIJ+9L5rikIat6vGUzftZRY0Hqt536P2kKjpdCpfQ8AAOA9Cy0llj69z61f2s+cuf3VDsTXumawe+tj1QykawbXpUH00jGnx507/5rlc9Ze67lzWFvGzF2DpSIJAADgPQufKQEAAAB8TEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlJSWgmAAAAYJSURBVAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABCKCUAAACAEEoJAAAAIIRSAgAAAAihlAAAAABC3K2UEBEREREREREZ5i6lBAAAAMCUUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZQAAAAAQiglAAAAgBBKCQAAACCEUgIAAAAIoZR4Qw6HQ3o6PKVffvsl/fTvn9JP//4p/fLbL+np8JQOh0P06QEAAEATpcQb8XR4Sn/5xy79+a/fpL/8Y3cuJYbLng5PKaWU/vjvH0oKAAAAHt7DlhKbzab69fS90r6W9jFNy75e029//Jb+/Ndv0g8//5gtGw6HQ/rh5x/Tn//6zXndr09fs/vK/Z5L17q0rOY9AAAAKLnLaLI0EG4ZHC+VEGsGzXP7fJRS4unwdC4blpwKiaVSYmlZTVmzVN4AAADAkocZUS4NhGtKjJrtW4655hxv6XA4pL/8Y5d++PnH6m1OMybWlBIthYsyAgAAgGs9zMiy5XaMa9dbWySsGbxf43A4pD//9Zum50Octllz+0bu9yoVOUoJAAAArnW3keXSzILSJ/i1Mx6uuX2j5taE2mcv3NLhcCiWC3PmHnS5pnAolRVu4QAAAOAady0l5pZdO7AtDZjn9l2aIbD0b+44b2Vg3lJKtM6qAAAAgBYPWUrUPk+iZoBdOnbpONPlc7/DWxyQry0a3MYBAADArT1kKVGz7dI6S4VFaXZDy3nc4/aNmm/dmPrtj99mb99omRFipgQAAACv5aGfKZFbvma9lmdKzN2SsXT7xq0H6F+fvq5+0GVum7W3qeSWKSUAAAC4VuhMiaX3awuI3LKaT/VbZlDUbH9rp1Lib//sq4qJw+GQ/vbPPv3tn/3sei3XZU2BAQAAADUeZkRZMwthaRbDdOZD6f3cMa+ZLfBaTqXEn//6Tfrh5x9ni4nD4ZB++PnHqpkVtc/OKM02qb3tBgAAAOaEjyjX3vqwpiDIPSsht7z2GPcqJU63ZJRmTJxmSLTe6lEqXmpmncztAwAAAGoYUT6ww+GQ/vjvH+efT8XDaebEaWZEyy0eAAAA8CiUEm/Mqaj46d8/pZ/+/VP6479/KCMAAAB4k5QSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIZQSAAAAQAilBAAAABBCKQEAAACEUEoAAAAAIf4/etZTBPynnc4AAAAASUVORK5CYII=
161026677302759 发表于 2021-3-1 19:08
大部分记录是可以打开的，只是偶尔打不开。 1、有可能是某个字段值与字段类型不符
2、也有可能是版本问题，可以尝试升级一下版本 liu_lijian1 发表于 2021-3-2 08:22
1、有可能是某个字段值与字段类型不符
2、也有可能是版本问题，可以尝试升级一下版本 ...
云表刚升完级，字段类型也核对了，都没有错。
有没有办法把这个表单打开呢？ 这种报错一般是表单用了excel函数，而且这个excel函数运行错误，一般有被除数=0这些情况，你要先进入设计模板把excel函数清掉才能正常打开表单
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