ynhx0077 发表于 2023-4-8 10:19:25

报表中获取明细表数据后如何汇总及_rowNo为空时的判断条件

1、我需要通过已分摊的材料按部门汇总(多张明细表),如何实现data:image/png;base64,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
data:image/png;base64,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
通过接口获取数据,最后插入合计行

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnwAAAFtCAYAAACdj7f1AAAgAElEQVR4Ae19u65FSZJVgxACrK4xcBDdGDgIDxNsJCxAOPi8rPkCvBkLhIGwSsKCLwAPCQMDDDz+ASEhgaqrp3qqoDWa5qKoqtVn3dgR+divzH1yXWkrIlY8c0XWIad6evjJT37ykw994kB3QHdAd0B3QHdAd0B34Nl34Ne//vXHl19++fHdd999fPvttx/ffPOrj6+//uXHV1/94uMnH/oTA2IgZMB++PQ3DwOr7WO1885z0+JJtA/xEjMwF6oH31z70DQPYUA/8HMtarV9rHbeuW7bdhrtY8uJIeIl5mUUqgffKObV99EM6IdsrvWtto/VzjvXbdtOo31sOTFEvMS8jEL14BvFvPo+mgH9kM21vtX2sdp557pt22m0jy0nhoiXmJdRqB58o5hX30czoB+yuda32j5WO+9ct207jfax5cQQ8RLzMgrVg28U8+r7aAb0QzbX+lbbx2rnneu2bafRPracGCJeYl5GoXrwHWD+yGX2ud5uHeusvL11Wud8t7gr+DpaM8qPsKO7uKLmDDPVzlXz2xl8jLePnhP5V9VF/T2yNlPNbz2jmAjbM9+VOVfOmNXO8CvP2Vv7HWd8wpmyPenBlzHTgB9ZvM/1dkP770P25FkOPvTZUwe5K8or+PI1saNIRpz7fIuJMJ8b1WcsivcYenFepEd5Z2DW64y/rE6G+55RXIT5vF77ipq9M0Tx2VwZ7mtEcRHm80bbZ8/I9Vr07PyWW/uy3DNwnv2MelfU2DOjzylxfMXMe2vqwdfIXGmhNZ9v4S+L+RlDPZ/nbcRFshYb+T0mO2eA95VH9Xl8TW+jWg9usf5DHS+5LusWxzbrXCPDEVPzI26PPLO2r+Xt0nxRbISVarT4rqjZ0rclxs/m7VINHwsbspQ70nfFfKjpJc4JHHYkazE1f1SzB7u6fs8sUSzmg4xigFlM9iHGZEstjr9T14NvJ9t7l4oL49sCb61biiv5rG/kNyz7/KyyYw738hLxnu2pB8/2nM3J8az7nt6Hehne6kfcHlnrXatp+a1fVuvoDFndCL+zV9TfY63cleaOfMAgfd9Z7Cvny2ob7j/Ph/dHts8507Z+s/752bzt5878jLPu82ew9eDbuYU9i0UOS9Px+VEQl+GRP8KyfOClnJIP+SvKK3jxNdku6ebjz/YBm3fDNRiHzn7WUS+KA+ZjGIfuawI/Qx6tHeW3Ypgf8SZrH3L2SvTam392XjRPK4ZZfHzNRt4M0s96ZCarVfqstu/nbfTP8FY/4vbKWv+9dY/mZXNlOPfLYgz3H+fNoOvBt2MLvHC/YLa5tM9hn+nsh89jqA2/z/PxPg75LH0Nn8O29BcDJa5fUX2ar8l2pnMHxECaDzokx8NvvtKHOOQerYU6Z8psptYeUX4rZj0sNopv7d8bd2evltmieVqxiL8oF3Et89wdk817ZA7U9DLiATHwmb3nOzJvlMtzRf4RWG2mFj9zizP4PG8jbqTUg28H+7VF7vVbnv9q46EXZC3e/BzLuve11Fo1xvN2Bg++JtuZjr7m5xjgJjOcY3ycz2GbdV9jlH10Jstv/aIzIjfyMXZ0TtQ6qw7qHZU4f4uMeiHPfLWzcWxUawRWm7l3Jq4X6Yy1cNbb/6x4P+dZdffWwTwms89qI8738Tjb0L30NUbaevB1sm/LxEKj1JIvij8D6+k54/xncHB3jR7OS7NhH5lELvdjnf2oAcwkYiHZx7r3ezuLtbi9H9c8qpfmbakd5fdiHM86989wjmnRz6rT0qslJpqnF/PxNbtlrrti/KxH+vpamc0469zb8NrH8Wfr2Vxn96nVAwdRXDajz0Gcl6jpcdjwzyD14OvYAhYI6VMzPIqz2NLncyIb+ZEvw5Bjkv9ge8kx0l8MgKcXclzzNdnOdOsKXyYxmfkRAwzS496O+iCXZZTH/qv0o32j/BaMYzKdz8wxjPfqZ9Xp7ZvFR/O0YBzDuvWp2dksI3A/61kzlOrCBxn19L6aHdU4gvl+R2pdlbtnxigHmJdXzb2nrh58jaxhiRYO3WTL51sg3+OwW/xH+qI+pD9T6xyIW1Eyd2ed39eEnUn09X7DgSGGpfnYz7qPY9v0LLbm83XOtktztfSy/NYvq+dnqNlZnRbc127JuTKmlbvS3N5Xs688T29tP2tvPsdbrezzcWaXemd1GOeaZ+ul2c7u1VKPz13Ts3o4EyTiYHsJ/wxSD74dW8BCfWqG1+J8nrct3zB8sH1dtrMaUS7HZjrXll7+kd3LD3PPNYBDRj7D4Gdpuv+yfMa5nscz2/eJ7Cz3KG69zv7rrenja/aReX3tI7Wuyu2d0cfX7Kvm3lPXz7qnhs/xNb1t8RHGdby/ZnPuGbrvd0bNs2v0zOhj2Ybu5dnzHqmnB98O9rBQn5rhtTif522fb3YtxvvZZt3XKvmiOVbFPE9HeUA9SNRjm3X4WXq/ty02woCbr+Xjnj161runRhZ7Re3emj6+ZmdnacF97Zacu2N6Z/TxNfvu85T6+VlLsS2+qF4rxvUtp/Zx/Nl6NPPZPXrr+ZlqNuqXeLQY1PES+TNIPfh2bAEL9akZXovzed72+WbXYkp+9rEe1fX+aJYVsbN54XotesQ550W7zLCoVm9sVoNxPx/7jup7a1ve3s/P7Gdgm3Wft8c+u96eGSzH5tj7+Z7+TDXb54+0/axHZwGnqBPVBwaJ2JLsiS3VafXd3W/PXH5Gb1tNYJDok9keR/xoqQffjg1ky8zwUgvOMZ3t1rworlRnry/qsypW4rCXE18LNiTqsc165DesJQa5kYzyo7hW7Ox63PeK2r01S/ElH5+jVT+7XmvfnrjeGTmedfSMMPhGy6tms7pZbeCQEQfIL8ko7yysNNtZPfbU4bkyParLseYv2d4X1bsb04NvB+N+kbAhW0pabBZf8qE2YkoSsV5GfYFB+hzZnxk4i6esToQzxjom85jZ0Yd4k5G/FeM6mW610CeLOQNHnzNqoUZvzVbeEIc+e2TvbHt6HM3pnZHjWcccEQbfaHnFbFYTdSFxzpqNOC99nvefbd/dL5vf5tj7cc2oBvzRWSMM8SOkHnw7WI+WGGG+tMXg877ILtUs+axWyZ/5MjyabXXsSq5Ktc2Hz+/A53m7di98vbPsaI6zaqPOFT16a/bGY/Y98s5ee+aznN4ZEQ/p+2a4jxthnzmb1YrqAYP052Tc9N7P1zvD5pnOqDe6hj8PbEg/X4b7uLtsPfjuYlp93oqB2f5BfitydxxmtX2sdt4dV+LWFO0jplu8xLyMQvXgG8W8+j6aAf2QzbW+1fax2nnnum3babSPLSeGiJeYl1GoHnyjmFffRzOgH7K51rfaPlY771y3bTuN9rHlxBDxEvMyCtWDbxTz6vtoBvRDNtf6VtvHaued67Ztp9E+tpwYIl5iXkahevCNYl59H82AfsjmWt9q+1jtvHPdtu002seWE0PES8zLKFQPvlHMq++jGdAP2VzrW20fq513rtu2nUb72HJiiHiJeRmFFh98tix94kB3YHsH9GM26icr7rva/8Oy2nnjrc+Dah/xLsRLzMsotPjgGzWU+oqBpzBgP2j6xIHugO6A7oDuwOx3oPjgm314zad/wEbdAXuQWm/9zcHAartY7bxz3LJ8Cu0j5ka8xLyMQqsPvlGDqa8YmJUB/IhBzjrnSnOttovVzjv7XdY+4g2Jl5iXUagefKOYV9/HMoAfMcjHHuSNBl9tF6udd/arqn3EGxIvMS+jUD34RjGvvo9lAD9ikI89yBsNvtouVjvv7FdV+4g3JF5iXkahevCNYl59H8sAfsQgH3uQNxp8tV2sdt7Zr6r2EW9IvMS8jEL14BvFvPo+lgH8iEE+9iBvNPhqu1jtvLNfVe0j3pB4iXkZhd7+4MsuAHDIPYRYLn9Rjax+hnONlhiLb43rjeVZpI9jAPuFHDeJOoOBEbsY0XPkedFbcsvAyLuwnWYeRLzMswubpOvBZ8tr+UpHzC4A46xzLY+bzR/HZrqvwXEln8W1+HvnaanLM0ofzwDuAeT4iTTBiF2M6IlNj+yNGSRfDGgfLy5YEy/Mxni968Hnx+1dZim+5OO+R+NK+SWfzcB+0/3Hc0a6j2+xozrCxjJge7M/yLHTqPuIXWD3kHdvYVTfI+eszVzzH+l9de6TZ7+SmyfyUpu55r+Sz6O1hz34PGmwTeKLDoc482W693Edn4NemcxyGS/14zju3YJzjPR5GMAeIeeZ7IdJWu6yRSJutvn3zHPnLnwvb++ZvzdnRM/eGaP4bO4MRw3z8wfcJOOsc0yLbrmlv1LtWm6p7pN9zEnEQYQ94bzZ3BmOM5mfP+AsazU4tqRHdbh35L/tweebw64NWDqw+VCHdcaAR318nO8Fv88FzvERxn7MAYzjMx2xknMxgH1BzjXd538mstl4dtaz+Nnxu86Q9cnwq3i7u9+Z5/Cze9v3ivyMsW653vb1vG3x+LwPNtdkPfIDe3fZwkMU8xRe/Oze9ueI/IyZjs/n9tpRHe6Feh675cGH4VhiIEg/GPCa5Jpej3LRB9JiIp0x1AFmsvVDbtanhHOu9HkY4Hswz1SvSTDfC/msRf4I+5w1t3XH/LUeNf+ZDN7Z68y5UQvzQwKPZBTDGOuW7+2oZoRleRnONVpiOP4d9OjMHvP2086N+SFL80cxrViprvehJiT83jbcY80PPkvs/TAISz8AfMB9DwzNuM/JbOAs0QeYtw2PsBJe80W9uEemI09yLgawL8i5psvvL+aM5o4wxD9BXj1/VL8Vu4K/qPcVfa6s2XqGKC7CbNYMbzlHlpvhXLMlhuPfUY84iLCnnb31DFFcK9bKCddj3fK9HWHNDz4/EBdn3cex7ePM9h/HR7qvwTElH+LQz+xSfOQDBsk1GEMvLxHTKn2+7DkY8PubY6rXFDwf9Jc3vveIM5l9XGM2HfOfPRe4iOpmPUs5UZ09WNZ7T61ROXvPUMor+WrnzHKBm4Tua2W4j3tH+9156dktx7LOe89wjsl0zmUd8YyxDv9tD76oOYYw6f3eRizjptc+5KEH57OvRUevqBbqIgY214Uvwny8tzlH+lgGsBvIsdNsu9tcPBvrFu1tj7E/07ddxyI8512TjOiJs43sjRmOyr1nyPIyvHXOLN9w9rGO2hEG3yoy4iDCnsZH7xksvpRT8pW48XneRq7hme+WBx8G8BIDmuQBWecYH9fqQ98oH75Ioj77GIOe1WV/FAO/1dffcxjAviCfMDnPyjpmZ6xFR94skme+a6YRPXG2kb0xwx5pc2dfS73SuUu+I7Wjuh7zdku/d4zxPHj7KWe2ubOvdAY+L+uck+EcE+k+z9uWwxjrqLfrwecLeRvFWbbG1OK8n+1Mb52D8zkHOvtZN3/N5hiLrX3oKTkfA9g15HwTbifiWVlHJGMtOvJmkTzzXTON6ImzjeyNGY7K3jPU4mv+2rxZfoR7zNu1Xu/q9zx4+4nnbj1DFNeKtfBitaIPuS29bnvwYaiS9AN723I9xnamc0+OYTyqXfJbHXycCyzqE2Gc6/vJnpMB7BFytimjuRhjHbMz1qIjbxbJM98104ieONvI3pjhqOw5Q0tsS0xp5iw/wj3m7VKfd/FFZ/aYt5949tYzRHGt2B5efG1vW02PdT/4fIGoaIYBtxq+DmxIxJrkP/Ybznaml/JbfaVe3tdi9/TlWOnjGcA9gxw/0ecJ/FzetmjGWC/5fNznrmOtEbON6AmWR/bGDEdl6xmiuFbMZrTYKN7PX4phH+uoEWHwvav0Z/a2nTvCnsZH6xmiuFYMXEXxGV8+1tuoyfldD76oYFTUY5aHj5tD93VhQyLO14WN2l5yHvSoZosPvbJYX7dmo46vy7j0ORnAbiFnnNJmw5fNF/mBmbQ/2NCzWqNxzHvnHCN64nwje2OGo7L1DBYXfb5/Vg+5Ph42/CzhYwk/Y9DNt+IfOMnOn+FP4qrnDMyHz/O+zF/jxtfh+JLP4poffH44bmK6b+Tjvc05vlbmQw3IKC/DkMPS9NqHWVhCb8lFLGQtx/stT39zMWA7sj/IuaZbc5oRuxjRE9sd2RszHJXvcAZw8E5nwZnOkO/AyzucAbtsevCNOjD3Zd2GN7vlw0GRw3aPHvUv5fv4Uqx8z2IAu4V81vTvOe2IXYzoie2N7I0ZJF8MaB8vLlgTL8zGeL3pwTd+TE0gBuZhAD9ikPNMtu4kq+1itfPOfrO1j3hD4iXmZRSqB98o5tX3sQzgRwzysQd5o8FX28Vq5539qmof8YbES8zLKFQPvlHMq+9jGcCPGORjD/JGg6+2i9XOO/tV1T7iDYmXmJdRqB58o5hX38cygB8xyMce5I0GX20Xq5139quqfcQbEi8xL6NQPfhGMa++j2ZAP2RzrW+1fax23rlu23Ya7WPLiSHiJeZlFKoH3yjm1feRDNgPGH7EWH/kYd5oaOzkjY5UPMpq5y2SMYFT+4iXIF5iXkah1QefLUyfONAdeP3f3sOPGDgZ9Q+v+r4YwE5eyHtrq5139m1qH/GGxEvMyyi0+OAbNZT6ioEZGch+vAzXJw50B3QHdAd0B2a+A8UH38yDazb9g3X3HbBHKHp6fcYH6koz2V5W+lvtvLPvVvuINyReYl5GocUH36ih1FcMzMqA/YDhR4z1WeddZS7sROddhYG5zrna/WtlX7y0MnVPnB589/CsLm/GgH7I5lroavtY7bxz3bbtNNrHlhNDxEvMyyhUD75RzKvvoxnQD9lc61ttH6udd67btp1G+9hyYoh4iXkZherBN4p59X00A/ohm2t9q+1jtfPOddu202gfW04MES8xL6NQPfhGMa++j2ZAP2RzrW+1fax23rlu23Ya7WPLiSHiJeZlFNr14Du6vFJ+yXcmObU+Nf+Zs6jWcxlY+Z7MePYRM43oiX9iRvbGDJIvBrSPFxesiRdmY7ze9eCzcXmBppc+fzzO7fGhb6lX5PM9YB+ZAzUk12agdIeexkz0zw5j/jwznn3ETCN6Yhcje2MGyRcD2seLC9bEC7MxXj/04CuNHy3aMHyci1hI9kV6FpfhvkYWl+E+X7YYeMe7wmdi3bbNNuuz3IS7Z0I/yLt5GNW3dM7aTDV/qfbsvnc+2xHuZ+SlNlPNf4SP0bnND75eEqL4CDMCgEPWSMniMrxWT34x0MvAbHfN5uEvOk+LH3n+fGyzjvjR8s6ZfC9v38HFiJ4t58rmynDUND9/wCHZl9VCDHJ6ZS2/5M9m6p3hifGls5d8I8+azZXhmNX8/AGHZF9WCzHI6ZW1/JL/tgdf6fB84CyuJaaWCyJaJPeTLgY8A7W75uOvtKNZPMY26zwX46xbDNusc/5I/a6Zsj4ZfhUnd/frOYefzdu+VuRnjHXkeoxt1hFfk5zDOvIYYz3yA3t3aTzgy84acZXF3o372bzt54n8jLGOXI+xzTria5JzWEceY6zDf+uDzwbAZwPwQJmOQVlybAvOMV7Pavk42WKAGZjp3kSzMMY6n8F089U+xCG3VA8xd8s7Zqr1qPnP5OTOXnvmxnyQpRpRDGOsow5jrEd+YJms5df8VjeKyfq9G146e8k3Aw+YD7I0UxTDGOuowxjrkR9YJmv5Nb/VveXBh0EgrTHrOCBjprONmCy3hHOu17MePk62GGAGZro30SyMsc5n8DrHsW5xbLPua4yyr54pqt+KXcFJ1PuKPkdqts4YxUUYZvE+b1tchCHfyyiWMdaR6zFvI24FWTp7yTcLN60zRnERhnN5n7ctLsKQ72UUyxjryPXYLQ++rDlwSD8c4+bb86FGJrOeWbxwMWAMzHZveB7WeVbDvQ/b9Li3Ecf1GButl+Y9MpvVzWqX8Mx3ZBbOvbo+99qr750xyzM88rVi2Tlq+TW/1Y1isn7vhpfOXvLNwsPeGbM8wyNfK5bxUsuv+a3uLQ8+G8R/1txjbGeHRl7kt/zoj+v26lE9YWIgu2sjmcHd9jN4PJrdY962msAgfZ+R9oiZRvQExyN7Y4aa3DtjLc/7vW1zRVg2bxTLGOuo4TFvI24FWTp7yTcLN3tnrOV5v7ft/BGW8RLFMsY6anjslgdf1hy4l37IVn8tz9cxe09OVEfYWgzMdm94HtazO84xrPMWIzzCOGeUPmKuET3B78jemCGSNlf2RfEeaz0Xx7GOehEGn5dRLGOsI9dj3kbcCrJ09pJvJDc2V/a1zNV6Lo5jHT0iDD4vo1jGWEeux6Z78PkBMTjLLCbDOZd1xEOyT7oYKDEw052JZmGMdZwJGCRwliUfx82gj5h1RE9wPbI3ZqjJ3hl74jmWdcwUYfB5GcUyxjpyPeZtxK0gS2cv+WbhpnfGnniOZR1njzD4vIxiGWMduR4b/uDzA3kbg7PMYjKcc1lHPCT7pIuBEgMz3ZloFsZYx5k8ZnbrhxozSX+eO2Yb0RPnGtkbM9Rkz4yl2MjHGOuYKcLg8zKKZYx15HrM24hbQZbOXvLNwk3PjKXYyMcY6zh7hMHnZRTLGOvI9diQB58fAjYkho1kKabk87V8rLd9vGwxwAzMdF+iWTzGNut8Jq+3xvm8EfaIWUf0BLcje2OGmmydMYpjjHXr6W2Peb/ZHvOzs591xDHGeuQHtoqM+MDZSz7EjJatM0ZxjLFuZ/K2x7zfbI95btjPOuIYYx3+2x980RCeCAwXySz/jBql2tEswtZlYLa7YvPwF20G/sgXYbOdMZoR2IhZR/QceV70bpWt/Fhc9HEf9jPOOmIYMz3De+NKdcy32h/4YOk5eAIvrTPyOVnnM2d4FMOY6cj1uLdrcSX/6Q8+a4bho0E9xjZyGWP9DH9LjVoMzyR9TQbe5Y7YOfZ+M21+xD5G9ATnI3tjhpp8woy1M7T6VzprKycW9wRenjBjD+el2NMffEeWXCK+5MMBsxjDMx9yvdyT42vIfl8Geu/T+zIxx8lG7GNET7A9sjdmkHwxoH28uGBNvDAb4/XmB9/4UTWBGJiHAf2QzbMLm2S1fax23rlu23Ya7WPLyYr/XMYszIPqwTfPLjTJgxjQD/xcy1ptH6udd67btp1G+9hyYoh4iXkZherBN4p59X00A/ohm2t9q+1jtfPOddu202gfW04MES8xL6NQPfhGMa++j2ZAP2RzrW+1fax23rlu23Ya7WPLiSHiJeZlFKoH3yjm1ffRDOiHbK71rbaP1c47123bTqN9bDkxRLzEvIxC9eAbxbz6PpoB/ZDNtb7V9rHaeee6bdtptI8tJ4aIl5iXUagefKOYV99HM6AfsrnWt9o+VjvvXLdtO432seXEEPES8zIKLT74bFn6xIHugO6A7oDugO6A7oDuwLPvQPHBN+oVqr5iYHYG7IdPf/MwsNo+VjvvPDctnkT7EC8xA3OhevDNtQ9N8xAG9AM/16JW28dq553rtm2n0T62nBgiXmJeRqF68I1iXn0fzYB+yOZa32r7WO28c9227TTax5YTQ8RLzMsoVA++Ucyr76MZ0A/ZXOtbbR+rnXeu27adRvvYcmKIeIl5GYXqwTeKefV9NAP6IZtrfavtY7XzznXbttNoH1tODBEvMS+jUD34RjGvvo9mQD9kc61vtX2sdt65btt2Gu1jy4kh4iXmZRR6+MHnF+ptPljJx3EtelQrwvbWasmLYmoz1PxRzTOxWv+a/8xZnlxLPM21vRH7GNETrI/sjRkkXwxoHy8uWBMvzMZ4vevBFy2vFbOjRrF7KchqZXipz54crmf5/mM/69zL50Q2ciNfDUOul5aX/ZV8Wc6KuHiaa+sj9jGiJ1gf2RszSL4Y0D5eXLAmXpiN8XrXg8/G5QWy7o8S+QyLPtTNfL424ntwjvWzeZtjWY/ma81FnVJ8yYd8k1lchnPuGfm+3op2K9crcjPizHfvA/0g7z7zqL6lc9ZmqvlLtWf3vfPZjnA/Iy+1mWr+I3yMzt394POk9Ng+lkko+fbEcQ7r3Id1jmnRe3NL8SUfz5LFZTjnSj+HAXF9Do9nVblzH76Xt886U6nOiJ6leeDL5spw5JnMYgyPPs5FflbDx0Y2ekS+Wv0jfbN+T8FLZy/5Rp4vmyvDedYsxvDo41zTEePxVruWX/I3PfisQO2vFON93ubakc+wvV9Wm/uwzvEtektuNruv31LLcrK4DEefbI4IR45kzECN6zhL6FUM3LWPrE+GP/28e+b3XHjb1zQ/Pu8zu5bvY1rifR/OYR1xjLEe+YG9uzQe8GVnjbjKYu/G/Wze9vPgrFlchnMdjmGdY0o657COHMZYh7/pwWfBUTKKwAcJPJOluJKP63Ec6xwT6VFshGW5FtvyRfmGca+9dbgG98lwjvH6nhxfY0VbvM219Tv2UetR85/J2J299syN+SBbamSxGY6akT/CEO9lFMsY68j1mLcRt4Isnb3km4EbzAfZMlMWm+GoGfkjDPFeRrGMsY5cjx1+8PmC3rbGhpU+DIdYtjOd+7Beq+Fja/FZf+BRPfi8tFiOZ91iazbq+bgaDn8ks1pRrLAXA+LtxcUM2tX7iOq3YlfwE/W+os+Rmr0zZvEZjtkif4Qh3ssoljHWkesxbyNuBVk6e8k3Cze9M2bxGY5zRv4IQ7yXUSxjrCPXY80PvqiALxbFAGOZ5VlMyZfV8Dne5rxI743nGj25FovPavjczEbOHsmzRrrvGcUI2zIg3racjESu2gf+mYvOlvUs5UR19mBZ7z21rsrpnTGLB24SOs/cinEO67X8mt9qRTHc45310tlLvlk46Z0xiwduEjqfsRXjHNZr+TW/1dr94IuK++GymAy3/JLP14fNOayz3/A9H2pkMuoXxSKOJXSLhw7JmK/HMewr4ebb83F96S8GMq5fEdLuZGDEPkb0BKcje2OGmuydMYs3nH2s2wzezrBs3lp+zd/bL5vjqXjED85S8iFmtOydMYs3nH2s2xm9nWEZH7X8mt/qdj34fEGzs88PzbmZ3koA5+jBKh0AACAASURBVHOOx/0Mkd2SYzF7P/REH0ieO9M5FnV8bAvOMV7Pevg42Z8ZEG+f+RhtjdjHiJ7geWRvzBBJmyv7onjGes7EsayjXoTB52UUyxjryPWYtxG3giydveQbyY3NlX21uXrOxLGso0eEwedlFMsY68j1WNODz5LwoZBJXwy+CGcs00s1UTuKsXpck2NrOvIga/He35LHMZHOmNWHDdnaM4v3+bARDwlcss6AOKtzdGfEiH2M6AlOR/bGDDXZO2NPPMeyjpkiDD4vo1jGWEeux7yNuBVk6ewl3yzc9M7YE8+xrOPsEQafl1EsY6wj12NND74s2RfL4gzn2Ez3cajHknOBR9ieWlkd9Ilkbw7Hm862r5/5enFfFzbqQAKXrDMgzuoc3RkxYh8jeoLTkb0xQ032zpjFRzhjrGOmCIPPyyiWMdaR6zFvI24FWTp7yTcLN70zZvERzhjrOHuEwedlFMsY68j12LAHnw2CD8OZ9AOyL/JHNZBTqpX5Mhw1vTwSX8uN/BGGmUo+xED6WG8jTjJmQHzFvIxCR+xjRE/wO7I3ZqjJ3hmzeI972+ZgjHX4POZnZz/riGOM9cgPbBUZ8YGzl3yIGS17Z8ziPe5tOydjrMPnMc8N+1lHHGOsw3/rg88GwIcBYGcScSYthv9gQ7Ivioc/i2/1I67Ug2NY596scwz0yB9hpXj4WGY1Mpxzpf/AgLia6yaM2MeInmB9ZG/MUJOtM1qc/3xt9nsfbMTAhsxw+CFrcSW/+Vb7Ax8sPQdP4KV1Rj4n9Oi8mQ+xmT/DkQdZiyv5Dz/4UNxLDFeTltfy5+Mi28+Qxezp53NQG9L7M5vjWed44JDweRs4ZIv/jBj0W1nWeFyZmxFnH7GPET3B7cjemKEmnzBj7Qyt/pXO2sqJxT2BlyfM2MN5KbbrwecLZURluM9vtY/Ws/zeGi3xLTH+jJzDeinOfKVY5GYxhmc+5Hq5J8fXeGe7l8935mKGs43Yx4ie4Hpkb8wg+WJA+3hxwZp4YTbG64cefOPH1wRiYAwD+iEbw3vWdbV9rHbebO+z4NpHvAnxEvMyCtWDbxTz6vtoBvRDNtf6VtvHaued67Ztp9E+tpwYIl5iXkahevCNYl59H82AfsjmWt9q+1jtvHPdtu002seWE0PES8zLKFQPvlHMq++jGdAP2VzrW20fq513rtu2nUb72HJiiHiJeRmF6sE3inn1fTQD+iGba32r7WO1885127bTaB9bTgwRLzEvo1A9+EYxr76PZkA/ZHOtb7V9rHbeuW7bdhrtY8uJIeIl5mUUqgffKObV99EM6IdsrvWtto/VzjvXbdtOo31sOTHke17+43/4+PirP//4+PlPPz5+9sXHx89M6ruVA+P+r/yFjz/+V//i48svv/z47rvvPr799tuPb7751cfXX//y46uvfmG72v5fQBcmTnQHdAd0B3QHdAd0B2p34G//2T/98Rs97iZ64H7x8d/+/t+JH3zxm12oGBADYkAMiAExIAbKDHz7F/Vv8m79N3kNj+v/97Pf0YOvfG3lFQNiQAyIATEgBroY4AfIP/u9j4///b+60hV8EgP/9b98+reM4X+ke1IrlREDYkAMiAExIAZWY+D7/729H/8t3zd/sNrp5zrvb//3J7/Qv+GbazOaRgyIATEgBsTAwxngf8P38KM8fnzahf4N3+O3qQOIATEgBsSAGJiIAXpkTDTVmqPQLvTgW/MK6NRiQAyIATEgBq5hgB4Z1zRQ1WYGaBfNDz77r2Hv/TuSu7dnKe/oPHvy9+SUzrCaL+Mvw0v87Mkp1ZNPDIgBMXAnA2f9hp1VZ3N2emRsfALuZYB20fzgswmzy2G4//yJONfHetvnXmHzPHvq78nPcvz5s7g9c75LTsZJhtfOvTevVld+MSAGxMDVDPT8fpViS75DZ6BHxqE6Sj7OAO2i+uCzC1H6bBp/abwdxWSniHKz2Ba8NHvJx7VLcZGvJ9dirQb/eZt9K+oRx+Co5DOuMn8NX5FnnVkMiIH5GeDfvtZpkePjM9zHddv0yOjOVcK5DNAuqg++ls58aVi3XG/X6vXGX1HPz+DtUs+eWNThHNbhX12CE0jwwTbr8JvMcI7x+p4cX0O2GBADYuBsBvxvk7ezfllchmd1mnF6ZDTnKPAaBmgXTQ++6FIwluk2PftaTtMbX6rpa3k7yo1iIizKNSyKrWHsZz3rsRLu+YANyVx4zNscm+l7crJawsWAGBADZzGQ/TZleEvfI7nF+vTIKMbJeT0DtIumB59NxBeDdfZ5nH2tp4pqtObW4qx26cvySzmRL6pjcfhj3TDYkIhbXWZ8AIds4cliS19LDcWIATEgBu5mAL9bpb4tMVG+5V3yR4+MS+qraDsDtIvigw+XqEWiu79A3kZcJnvjszoeL9Ut+axO5I+wqKfFtXzIbamL2BWl58fbvZwcze/tp3gxIAbEQAsD9tvEv0+wI4l68JkNHTLC4PMS9XZLemTsrqHEcxigXRQffK3d7LLgj3XDvI24TPbGZ3UYR02T0OH3NnCWWUyGc26LznVYb8ldKSbjJsNr3OzNq9WVXwyIATEwEwPZb12GH56dHhmHa6nAMQZoF6c/+GwyvkSst0zdG99S08dYD3zeF9mIbZVRjRJmdfnP2+xbUQfvdnboLBlv5UcctzKlODEgBp7OQPZ7l+GHz0uPjMO1VOAYA7SLpgcf/z+urGMKf2nYZh3xJRnFGxbhpTrehxq+ToZzfpTD/prOPVhH3tH6qPNuElz1nItzoO+R3BP5jEkXA2JADNzFAH6DSrI0i+VFfxnOsejJWFWnR0Y1VgHXMkC7aH7w+Yn4orBucWyz7mtEdhRvWIRH+YwhrzU3i/f53uaekR7FM8a65Xs7qrkyFvETYSWOeuIttie+1Fc+MSAGxEAvA7Xfn73+Wp7NaTEtcZ/ORI+MT7iM+xmgXZz24MOFgMSpvA08k73xWR2PW93a53Ng+5lKdZDD0uebjzHU8zjXWF1nviKevL/GV298rZ78YkAMiIGrGKj9Xu311/J2n4ceGbtrKPEcBmgXpz34bLLo8kRY6RRRvGERXqrjfbX8zO9xb3OfzBfhjEGH5JrSXwwwP5n+ii5rnF+O3Pk/4daKyi8GxIAYaGSg9nvV6vdx3o7GsZiWuE+59Mj4hMu4nwHaRfODD0tniclLl6HkQz7LKB49Oa5Xj+pyjczvcW+31rA8/yG3VBMxkuf8DxTgsYdz7A25kmJADIiBOxmo/V61+KOYCPPnspiWuE959Mj4hMu4nwHaRfODz0/JF4D1Upz3sY0akOw7Q7e6tc/38bN4G/HAIYFDRjhjrCNH8gcGjJver8QduIYsxconBsSAGJiBgZbfwNKc2e9dhpdqNfnokdEUr6DrGKBdND34apOULk3J5+v2xPrcml2rfbW/NF+tdylXvn4GxHc/Z8oQA2JgHAO136yaP5t8b15W77c4PTJ+i0kZwwDt4pQH35hTqKsYEANiQAyIATEwHQP0yJhuttUGol3owbfa8nVeMSAGxIAYEANXMkCPjCvbqHYDA7QLPfga+FKIGBADYkAMiAEx0MgAPTIaMxR2FQO0Cz34riJZdcWAGBADYkAMrMgAPTJWPP5UZ6Zd6ME31WY0jBgQA2JADIiBhzNAj4yHn+T549Mu9OB7/jp1AjEgBsSAGBAD8zBAj4x5hlp0EtqFHnyL3gEdWwyIATEgBsTAJQzYI+PnP/34MKm/sQzQLsIHn/3f5tEnDnQHdAd0B3QHdAd0B3rvwPcPvR//zdJf+lN/Uu+JQW+qP/Mn/sQPj+4fdxE++MY+R9VdDMzLgP3w6W8eBlbbx2rnneemxZNoHzEvf/zjA+OHh98Xnx4d/BiU/uO/Bf3E15nYZ+714Ivvq1AxEDKgH/iQlmHgavtY7bzDLlZjY+0jJupf/86f0yPvskfcvgfh//wbf+1DD774vgoVAyED+oEPaRkGrraP1c477GI1NtY+YqK+5+V3/xE9+j7/myb9m719j7Z9vH3x8Zu/+zc/vvzySz344usqVAzEDOgHPuZlFLraPlY776h71dpX+4iZEi8xL6PQX//613rwjSJffZ/LgH7I5trdavtY7bxz3bbtNNrHlhNDxEvMyyhUD75RzKvvoxnQD9lc61ttH6udd67btp1G+9hyYoh4iXkZherBd4D5I5fZ53q7dayz8vbWaZ3z3eKu4OtozSg/wo7u4oqaM8xUO1fNb2fwMd4+ek7kX1UX9ffI2kw1v/WMYiJsz3xX5lw5Y1Y7w688Z2/td5zxCWfK9qQHX8ZMA35k8T7X2w3tvw/Zk2c5+NBnTx3kriiv4MvXxI4iGXHu8y0mwnxuVJ+xKN5j6MV5kR7lnYFZrzP+sjoZ7ntGcRHm83rtK2r2zhDFZ3NluK8RxUWYzxttnz0j12vRs/Nbbu3Lcs/AefYz6l1RY8+MPqfE8RUz762pB18jc6WF1ny+hb8s5mcM9XyetxEXyVps5PeY7JwB3lce1efxNb2Naj24xfoPdbzkuqxbHNusc40MR0zNj7g98szavpa3S/NFsRFWqtHiu6JmS9+WGD+bt0s1fCxsyFLuSN8V86GmlzgncNiRrMXU/FHNHuzq+j2zRLGYDzKKAWYx2YcYky21OP5OXQ++nWzvXSoujG8LvLVuKa7ks76R37Ds87PKjjncy0vEe7anHjzbczYnx7Pue3of6mV4qx9xe2Std62m5bd+Wa2jM2R1I/zOXlF/j7VyV5o78gGD9H1nsa+cL6ttuP88H94f2T7nTNv6zfrnZ/O2nzvzM866z5/B1oNv5xb2LBY5LE3H50dBXIZH/gjL8oGXcko+5K8or+DF12S7pJuPP9sHbN4N12AcOvtZR70oDpiPYRy6rwn8DHm0dpTfimF+xJusfcjZK9Frb/7ZedE8rRhm8fE1G3kzSD/rkZmsVumz2r6ft9E/w1v9iNsra/331j2al82V4dwvizHcf5w3g64H344t8ML9gtnm0j6HfaazHz6PoTb8Ps/H+zjks/Q1fA7b0l8MlLh+RfVpvibbmc4dEANpPuiQHA+/+Uof4pB7tBbqnCmzmVp7RPmtmPWw2Ci+tX9v3J29WmaL5mnFIv6iXMS1zHN3TDbvkTlQ08uIB8TAZ/ae78i8US7PFflHYLWZWvzMLc7g87yNuJFSD74d7NcWuddvef6rjYdekLV483Ms697XUmvVGM/bGTz4mmxnOvqan2OAm8xwjvFxPodt1n2NUfbRmSy/9YvOiNzIx9jROVHrrDqod1Ti/C0y6oU889XOxrFRrRFYbebembhepDPWwllv/7Pi/Zxn1d1bB/OYzD6rjTjfx+NsQ/fS1xhp68HXyb4tEwuNUku+KP4MrKfnjPOfwcHdNXo4L82GfWQSudyPdfajBjCTiIVkH+ve7+0s1uL2flzzqF6at6V2lN+LcTzr3D/DOaZFP6tOS6+WmGieXszH1+yWue6K8bMe6etrZTbjrHNvw2sfx5+tZ3Od3adWDxxEcdmMPgdxXqKmx2HDP4PUg69jC1ggpE/N8CjOYkufz4ls5Ee+DEOOSf6D7SXHSH8xAJ5eyHHN12Q7060rfJnEZOZHDDBIj3s76oNcllEe+6/Sj/aN8lswjsl0PjPHMN6rn1Wnt28WH83TgnEM69anZmezjMD9rGfNUKoLH2TU0/tqdlTjCOb7Hal1Ve6eGaMcYF5eNfeeunrwNbKGJVo4dJMtn2+BfI/DbvEf6Yv6kP5MrXMgbkXJ3J11fl8TdibR1/sNB4YYluZjP+s+jm3Ts9iaz9c52y7N1dLL8lu/rJ6foWZndVpwX7sl58qYVu5Kc3tfzb7yPL21/ay9+RxvtbLPx5ld6p3VYZxrnq2XZju7V0s9PndNz+rhTJCIg+0l/DNIPfh2bAEL9akZXovzed62fMPwwfZ12c5qRLkcm+lcW3r5R3YvP8w91wAOGfkMg5+l6f7L8hnneh7PbN8nsrPco7j1Ovuvt6aPr9lH5vW1j9S6Krd3Rh9fs6+ae09dP+ueGj7H1/S2xUcY1/H+ms25Z+i+3xk1z67RM6OPZRu6l2fPe6SeHnw72MNCfWqG1+J8nrd9vtm1GO9nm3Vfq+SL5lgV8zwd5QH1IFGPbdbhZ+n93rbYCANuvpaPe/boWe+eGlnsFbV7a/r4mp2dpQX3tVty7o7pndHH1+y7z1Pq52ctxbb4onqtGNe3nNrH8Wfr0cxn9+it52eq2ahf4tFiUMdL5M8g9eDbsQUs1KdmeC3O53nb55tdiyn52cd6VNf7o1lWxM7mheu16BHnnBftMsOiWr2xWQ3G/XzsO6rvrW15ez8/s5+BbdZ93h777Hp7ZrAcm2Pv53v6M9Vsnz/S9rMenQWcok5UHxgkYkuyJ7ZUp9V3d789c/kZvW01gUGiT2Z7HPGjpR58OzaQLTPDSy04x3S2W/OiuFKdvb6oz6pYicNeTnwt2JCoxzbrkd+wlhjkRjLKj+JasbPrcd8ravfWLMWXfHyOVv3seq19e+J6Z+R41tEzwuAbLa+azepmtYFDRhwgvySjvLOw0mxn9dhTh+fK9Kgux5q/ZHtfVO9uTA++HYz7RcKGbClpsVl8yYfaiClJxHoZ9QUG6XNkf2bgLJ6yOhHOGOuYzGNmRx/iTUb+VozrZLrVQp8s5gwcfc6ohRq9NVt5Qxz67JG9s+3pcTSnd0aOZx1zRBh8o+UVs1lN1IXEOWs24rz0ed5/tn13v2x+m2PvxzWjGvBHZ40wxI+QevDtYD1aYoT50haDz/siu1Sz5LNaJX/my/BottWxK7kq1TYfPr8Dn+ft2r3w9c6yoznOqo06V/Tordkbj9n3yDt77ZnPcnpnRDyk75vhPm6EfeZsViuqBwzSn5Nx03s/X+8Mm2c6o97oGv48sCH9fBnu4+6y9eC7i2n1eSsGZvsH+a3I3XGY1fax2nl3XIlbU7SPmG7xEvMyCtWDbxTz6vtoBvRDNtf6VtvHaued67Ztp9E+tpwYIl5iXkahevCNYl59H82AfsjmWt9q+1jtvHPdtu002seWE0PES8zLKFQPvlHMq++jGdAP2VzrW20fq513rtu2nUb72HJiiHiJeRmF6sE3inn1fTQD+iGba32r7WO1885127bTaB9bTgwRLzEvo1A9+EYxr76PZkA/ZHOtb7V9rHbeuW7bdhrtY8uJIeIl5mUUqgffKObV99EM6IdsrvWtto/VzjvXbdtOo31sOTFEvMS8jEKLDz5blj5xoDugO6A7oDugO6A7oDvw7DtQfPCNeoWqrxiYnQH74dPfPAysto/VzjvPTYsn0T7ES8zAXKgefHPtQ9M8hAH9wM+1qNX2sdp557pt22m0jy0nhoiXmJdRqB58o5hX30czoB+yuda32j5WO+9ct207jfax5cQQ8RLzMgrVg28U8+r7aAb0QzbX+lbbx2rnneu2bafRPracGCJeYl5GoXrwjWJefR/NgH7I5lrfavtY7bxz3bbtNNrHlhNDxEvMyyhUD75RzKvvoxnQD9lc61ttH6udd67btp1G+9hyYoh4iXkZhR5+8PmFert0sJ7YUp2zfDYPf1Hds2c+u140s7DzGdDezuf0SMUR+xjRExyN7I0ZJF8MaB8vLlgTL8zGeL3rwRctrxXLjhrl+1iLqX0+p2ZH9Wo55m+ZN6sT5UZYli98Hga0t3l2YZOM2MeInmB9ZG/MIPliQPt4ccGaeGE2xutdDz4blxfIuj+K95m95+O6UU3MFNX2uRyDPMRkteGH5Diul+nIg+R8w7I8H4d8yTkY0H7m2AOmuHsf6AeJOe6So/oeOV9t5pr/SO+rc588+5XcPJGX2sw1/5V8Hq29+8HnD91rtwzeU3NvLOdBh4xm3OtDLc5nHX7Ikg8xkuMYmG0/Ng9/zAzjrCOGMdbhf4K0ue/68728fcccI3qeca5s7gxHT/PzBxySfbVayPESNTwOu+Tf2xO1nyrBCaQ/x1N5yebOcDs3OPAy4gQx3tdi13JL/qYHnxWo/ZViSr6sbpRjmP+Q7+NLtvehRkkix0vOgY8x03vxUo6vLXsMA9lOR0wTzcIY6zZfzR5xhqM9/ZmO1svysz4ZntU5it/d7+i8nO9n9zbHmh75GWMduREGXyQ5nnXEMsZ65Af27rKFhyjmKbz42b3tz1HzWzzHsO5rZTbnsI54xliHv+nBZ8FRMorABwncS/O3fj7XbF+fbdZbY2uz8Ayojxz2QUcMbJbehzpeIsfHA5ecg4GZ9hPNwhjrxl7NnoPhvin8mfqy26JrPWr+ti5tUXf2apuoLwrzQ5ayoxjGWEedCIPPyyiWMdaR6zFvI+6dZXRmj3n7aXxgfsjS/LWYmr9U23xRPmOso5bHDj/4fEFvo7GXrXGc53PYZt1yItswfKW67IOOepDAWbb6EAeJGmyzDr/kPAzMtJ9olggz9iI8wuZhum2Sq88Q1W/F2k7QFxX17qswPrr1DFEcY6zjVBEGn5dRLGOsI9dj3kbcO8vozB7z9hP5aD1DLa7mr3ET5TPGOmp5rPnBFxXwxaIYYCyP5Fkuf6jra5bskg/1WHI86xxjesmHWI5h3ed7H/Il52Bg5v2UZot8wExCB8uMwQcMNmJHyqtmwVmjs2U9SzlRnT1Y1ntPrVE5e88Q5THGesvZonjGWEc9j3kbcSvJiIMIexonrWdAnEnofFZgmZ9jIx357GOMdcR4bPeDzxdCA0jzRzHASxI1vPT1MtvjVocx01u/2gzs5x6Ms84xrFsM26xzvvQ5GJh5P9lsJZx9vfoMG+GZ75pnRE+cbWRvzHBU7j1Dlmd45ivNGuUwxjrqeMzbiFtJRhxE2NM4aT2DxXEs63bmmr/Gi6+Hmsir+S2u68HnC+IAkcQQNRnVzHJqsfBDch3GMp3jM51zfUzJZ7Heb7b/UNPHApecg4FZ91Oaq+TzrCIW0vyZ7nNH2DzbXf1H9MTZRvbGDHukzZ19LfWyczPO+t6aXIN11POYtxG3iszOn+Gz82JzZ1/P7Hx+1lEjwuDzMopljHXkeqzpwWdJ+FDIpC8GX4bDz3JvLOaB5Hmimox5HTVY8oyscy7j3D/CUZt9US1gkBwvfR4GZtxPbaaan9lFbE1yzkgdc945w4ieON/I3pjhqOw9QxYf4RGWzRvFMsY6anjM24hbQZbOXvI9hZsjZ+Bc1nH2CIPPyyiWMdaR67GmB1+W7ItlcYxbTsuHHJNRPHCOyzDgXAcYS9Ptz+KiP+CQPibDEef93s7igEvOw0C2u1ETtsyTxUQ4sJocdV7fF3N6/Ep7RE+cZ2RvzHBU9pyhFBv5IiybN4pljHXU8Ji3Effusnbumv8J/LSeIYpjjHWcO8Lg8zKKZYx15Hrs1gcfhmDpB2If61FcK2Z1OBY6JPsZ4/4c43XElXKjnN549JEcz0Btd3dOGM3SitmcPrbXvvOsWS8/cxZ3Jj6iJ+Yf2RszHJWtZ4jiGGMdMzFmOtuIYcl+1hHDGOuRH9i7yxYeopin8dJ6Bh/nbTs3Y6zD5zHPFftZRxxjrMP/mAcfBmbpDwQbkmO9HsVEGPK8z9sWF2HIj/y98VxL+lgGaru7czqbJfr8DKWZOb+WV6rjc++yR8w0oif4HNkbMxyVrWewuOjj/t4f+RiLdNSIfIaV/OZb7Q98eMk8vAMvPWdgLpgH1hHDmOkZ3htXqnP4wYfiXvKQ3tdjcx2vWx38sW6YtxEX+TAPfFFuhKEmfJDAvYz8hpU+X0P2HAxEu5xjsjWnGLGPET2x3ZG9McNR+Q5nAAfvdBac6Qz5Dry8wxmwy64HH5IgMyIyHHlnSfSB9HUzHHHmz2LYl8WgjsmWGI6X/mwGtO+59jdiHyN6gvWRvTGD5IsB7ePFBWvihdkYrx968I0fXxOIgTEM6IdsDO9Z19X2sdp5s73Pgmsf8SbES8zLKFQPvlHMq++jGdAP2VzrW20fq513rtu2nUb72HJiiHiJeRmF6sE3inn1fTQD+iGba32r7WO1885127bTaB9bTgwRLzEvo1A9+EYxr76PZkA/ZHOtb7V9rHbeuW7bdhrtY8uJIeIl5mUUqgffKObV99EM6IdsrvWtto/VzjvXbdtOo31sOTFEvMS8jEL14BvFvPo+mgH9kM21vtX2sdp557pt22m0jy0nhoiXmJdRqB58o5hX30czoB+yuda32j5WO+9ct207jfax5cQQ8RLzMgotPvhsWfrEge6A7oDugO6A7oDugO7As+9A8cE36hWqvmJgdgbsh09/8zCw2j5WO+88Ny2eRPsQLzEDc6F68M21D03zEAb0Az/Xolbbx2rnneu2bafRPracGCJeYl5GoXrwjWJefR/NgH7I5lrfavtY7bxz3bbtNNrHlhNDxEvMyyhUD75RzKvvoxnQD9lc61ttH6udd67btp1G+9hyYoh4iXkZherBN4p59X00A/ohm2t9q+1jtfPOddu202gfW04MES8xL6NQPfhGMa++j2ZAP2RzrW+1fax23rlu23Ya7WPLiSHiJeZlFHr7g6/lApRiSr5RJKrvegzoHs618xH7GNETrI/sjRkkXwxoHy8uWBMvzMZ4vfnBZ4vr/aLj1S4A99iTH+UIEwNnM1C7x2f3U70yAyP2MaInWBjZGzNIvhjQPl5csCZemI3xevODLxu1d6E+3mz+sj7AOZ/zMh15kmLgTAb4Hp5ZV7X2MXD3PtAPct/U+7NG9d0/cf0/3nvimcDHk2fHGa6QT+SlNnPNfwWPZ9Wc4sHXc5gS2SVfTw/FioEaA3fcNeuBL5qn5IviPYZ8k9Ef/JFvNiw7wxVz+l7evqKnrzmip59hj53NneHcw2KiOOBecm6LjvwstuQ336p/pbOXfDPzlc2d4XwWi4nigHvJuS068rPYkr/7wWfF+K9mWywG8BI+rpfp6OMlx8PHmHQxcAUDV981J+swwgAAIABJREFUrs86zsIY6/CbzHDvi+IYY53rz6TfNWPWJ8Ov4ujufmeew8/u7agXx7Busd6O8msY12AdeYyxHvmBvbs0HvBlZ424ymJnw/3s3o7m5RjWLdbbUX4N4xqsI48x1uHvfvBZIhdi3fvQhGUUb1j0RXmIYx90Xxu4pBg4m4Er71qtduRvxYyHKJb5ifwRxjmj9Tvmq/Wo+c/k6M5eZ86NWpgfEngkoxjGWI/ya1iUzxjrqOUxbyNuBVk6e8n3BG4wP2Rp5iiGMdZLdTJflM8Y66jhsVMffL44mkKa38fAhuRY6Cbhh2Qf9JIPMZJi4AwGrrxrtdqRH5hJ1u2sjMEucYB8jokw9o/Wr54vqt+KXcFN1PuKPlfWbD1DFMcY63vmjfIZYx31PeZtxK0gS2cv+Z7CTesZojjGWN9z9iifMdZR32O7HnwoZtIXZJ/XLRYffMiH9LjZ7GMdsZAlH2IkxcAZDFx511DbJHSeuQVDbikWMVzb9FIOxyKf4xnzOueerfMMZ9bGGaKaWc9STlRnD5b13lNrVE7rGaI4xqCbhN5zpiiHMdZR12PeRtwKsnT2ku8p3LSeIYpjDLpJ6D0cRDmMsY66Hmt68FnS3s83xgCZ9PGwIZEHm2XJx3HSxcBRBq68a1ab67Nuc3s7wlAji2Wc9ahWhJVy2JfpVvPMP+5zZt1SrRE9Mc/I3pjhqOw5A8eaXrN7ZuNayGOM9chvWBSD2HeXpbOXfE/hpecMHGt6ze7hgGshjzHWI79hTQ8+JEcyalKKQ7yXlhNhvhZiPM75kU+YGDiTgdI9PNonqs0Y6+gFzCTr5mcMNvIgkbPXjzo+v1aX847o3OdInZ7cET0x38jemGGPtLmzr1YPeRZXO3/Nz72iWMZYR57HvI24FWTp7CXfzNzY3NlXmxt5Flc7f83PvaJYxlhHnsduefBxU9Y9IfBBYmiWe31cQ7oYOMpA6R5eUZv7sY5erZjF12L3+DGHr8+1WOf4M/Qra2fzjeiJWUb2xgxH5ZEz1HJrfp49imWMdeR5zNuIW0GWzl7yPYWbI2eo5db8zFEUyxjryPPYLQ8+NDfpB6jZUa7PQUyGwy8pBs5i4Mq7FtVmjHWcpxWz+FrsHj/m8PW5Fuscf4Z+Ze1svhE9McvI3pjhqDxyBs5lHTNFGHxeRrGMsY5cj3kbcSvI0tlLvqdwc+QMnMs6zh5h8HkZxTLGOnI99sgHnx3GHyTDcHBJMXAmA9H9u6p+1Isx1ltn4BzWkc8Y65HfMI5p0VHnLMk9z6pZqzOiJ2Ya2RszHJU9Z+BY1m2GFtvH+NnZzzriGGM98gNbRUZ84OwlH2Jmlz1n4FjW7Ywtto/x3LCfdcQxxjr8Qx98fiDYkBjSpMe8HcVwvnQxcCYD0f07s77Vsh6lPjV/bZ5afqufZ0QOMNg4T22mvX7025u/J29ET8w5sjdmOCp7zmCx+KK+8EU14YvyGKvFlfxRX679jjr4YOnP+Q689JyhxIVxU/LD5zn0di2u5J/mwWdD8l/NjmJ9DsdIFwNnMqC7diabx2uN2MeInmBqZG/McFS+wxnAwTudBWc6Q74DL+9wBuxy2IOPSWQdg5kEDsk+r7fE+BzZYmAvA7pve5m7Jm/EPkb0BHsje2MGyRcD2seLC9bEC7MxXj/84Bt/BE0gBu5nQD9k93Ne6rjaPlY7b2n3M/i0j3gL4iXmZRSqB98o5tX30Qzoh2yu9a22j9XOO9dt206jfWw5MUS8xLyMQvXgG8W8+j6aAf2QzbW+1fax2nnnum3babSPLSeGiJeYl1GoHnyjmFffRzOgH7K51rfaPlY771y3bTuN9rHlxBDxEvMyCvUPvm+//e7Dvj/8wz/8+Pxfmx01ofqKgQkZ0A/ZXEtZbR+rnXeu27adRvvYcmKIeIl5GYX6B9//+T//9+Nv/PW//vEP/8E/0INv1FLUd34G9EM2145W28dq553rtm2n0T62nBgiXmJeRqHRg++f/ON//PFv/82/0YNv1FLUd34G9EM2145W28dq553rtm2n0T62nBgiXmJeRqH+wffpP9K1ZekTB7oDugO6A7oDugO6A7oDz74D/sGn/0h31NNbfR/FgP3w6W8eBlbbx2rnneemxZNoH+IlZmAuNHrw6T/SnWtHmmZCBvQDP9dSVtvHaued67Ztp9E+tpwYIl5iXkah/sH36T/SHTWU+oqB2RnQD9lcG1ptH6udd67btp1G+9hyYoh4iXkZhfoHn/4j3VGbUN9HMaAfsrnWtdo+VjvvXLdtO432seXEEPES8zIKjR58v/97v/fx7//dv9N/S3fUUtR3fgb0QzbXjlbbx2rnneu2bafRPracGCJeYl5Gof7Bp/9Id9Qm1PdRDOiHbK51rbaP1c47123bTqN9bDkxRLzEvIxC/YPvm29+9fH117/8+OqrXzzz3/DNcMH8DN4uLbsntlQHvrProe7qUrzOdQNW28dq553rtm2n0T62nBgiXmJeRqFLPPjs0vnPE+79bPtYs82f/UU+xlj3NUo+H+vtKDfCfJ7sfgbEaz9nV2bcsQ/rUfuuPCPXvuO83E96mQHtI+ZHvMS8jEKXefAxwdEljDDL6cU5h3MznefiXOiWV/pK+bUaPld2OwO8z/YsRV7FwB37qPWo+c88+xW9ajVr/jPP97Ra4ibe2BW81GrW/PGka6BNDz4jMPpAUeSLSI/iUMMk+yM8wnwfb6Ouz2UbMdyf9SjWY7C5P+vwm8zwIz7U59qsww9Z8iFGMmfgKH+W7z/r5rG9fXwdPon3wS7FsA96lAefycjPmOlZHNdp0VGrJXZvTK1Hzb+3b5R3Va+sbobzbC0xHO91yy/VgD+Lgd/X7bX31M9yens/Mb509pLvyFmzuhnOvVpiON7rll+qAX8WA7+v22vvqd/04LNBouKMsY7BGWO9xe/jzY4wzAY/y6gP4uGD9LUzPIuL4rPYCAfmJeqahI+xPXgpx9eWHTOQ7SKO/oxGuYyxbpne/lxta/n4o3Y0A9dkHdMw1qujRo/kHj15PbG1HjV/T69a7JW9fG1v+9nMj8/7Wm3uwTryGWO91Y+4mrTae+pHObVeT/eDq9LZS76j5/e1ve3rmx+f97Xa3IN15DPGeqsfcTVptffU3/XgqzXCsBzHuvdHPoth3HS2vd/XzGzGuR7qR5JzoJvkfNgRVsqBD3noD5wlYhiD7n2o42UWD1yyjQHPd1vWD1FRLmOsW4a3a718/FHbz+Dr9fg5N9Nr54v8XCvyn4HVetT8Z8yAGlf3Qn1I9C3JnliuE+UxxjrnQY/8EYb4TCIHEnHeNtxj3kbuCrJ09pLvDG5QH7KlZk8s14vyGGOd86BH/ghDfCaRA4k4bxvusaEPvtKgflgMDun9US2Ohb9Ftub5OLMjjHt6P3zAIYGzbPUhDhI12GYdfsl2Bvby15LnY7xdmrIn1upE8TXsiJ9zM710vszHtbKYo3itR81/tD/n39Grt0dvPM4T5THGOnJYRv4I4xyvczzrFuftCItifI93tUtnL/nO4qO3R2885ozyGGMdOSwjf4Rxjtc5nnWL83aEdT34rCC+0iDw+QG8ncVFOHIhLYZ1nwOfyezjnCyGccRHvS2uhCMXcbB9TuRHbMkXxfh4tllHrmQ7A3v5a8mzGP7ap4r/mSjlt87DNaIcxlhHHjBIwzMdOT2Sa/Xk9cTWetT8Pb1qsXf06u3RG48zRnmMQTcJHbkmWzHO8TrXYL21vs/x9d/ZLp295DuLk94evfGYM8pjDLpJ6Mg12Ypxjte5Buut9bsefGjuG6GZ4fwhniX8HmMbOveJdMY4x+PettgIQ42a9Llss446wCCBR7IUU/KhFsewbn62WUeuZDsDe/lryfMxkW1Y9rWewtfN8nycty2PMdZRE1hNIr5Xom5vXk+89ah9PfWOxN513p4Zj8zEueAYvSMbPpOcCzzC4PPSx9bsqKfP8T3e2S6dveQ7i5PeHr3xPCfnml6zs1zgnA8skz62ZlsdH3Pqgy8bNMJ5ENY5lvFIZwyH8xhwrhthlpd9nBvVr/mRA8nxXi/FlHxWx/vN9h/6+Vjgkm0M7OWvJS+KibBoUh9nNj4f72O93+wopoaV/PBlMpqhBUO9lti9MbUeNf/evlHeVb2sbvZFczB2dCb0tZpci3X0Y4z1yA8skz6/Zludlpis37vhngs+X8nHcb261c2+Wq2jM6Gv9eFarGMGxliP/MAy6fNrttXxMbsefNFAvnAU4zHkQGZ+wzkGOkvWfZ0sn+OQz1gtL8qJMF/H92A7yy/VsBx8tVqoD8nx0tsZ2MtfS14UE2HRtFFchFluhqNu5o9wxliPapkfMawjdo9EvT25T8y547y9PXrjS7xzLdaRwxjrkR9YJi0/+hDfUj+KQf67y9LZS76zeOnt0RtfmpNrsY4cxliP/MAyafnRh/iW+ocefNyAdQzAMvIDg+R40xlnHT6PAfd1GI9y4Ddf9EX1kON9pfo+1tvIhcz8Hoft87ydxQGXbGcg47alQpTLGOuoF2HweeljvY34DDd/r4/jWY96eb+3kdMjz6jR0i/rk+EtNffE3NGvt0dvfOncXIt15DDGeuQH1ip9PW9bHY95u7XXO8SVzl7ynXX23h698aU5uRbryGGM9cgPrFX6et62Oh6b4sEXDeYHjWyPRXWYvCie/dBb4rKYCAcGiT5esp91xEUYfCa939scG8V7v+ycgRq3eWZ9T762t0u1zefjvY38HtzHss16VNv7azZq9Ehfsye3J7bUp+Tr6dESe0ev3h5ZvOGZD2dlP+tn+Fv6o4/Jo/251gp6xBfOXfIh5qjs7ZHFG575MCP7WT/D39IffUzu6d/04MMgXqI548C85BjopRj2Id4k/3nbfBHGeM3PsV432/6yGpHPx3r7h4rbmlFchCG/pTfHRvHeLztnoLaLPPMHj+Xj41hgLNnfqrfkW0z0x7ms+1j4PA478xvOf95mX6t+Ro1ar5YeLTG1Pi3+O/q09rA4//EZ4GPM64gxmf0hptdfy0M9xEECh8xw85tvtT/wwdJzcAcvrT14Tug8b4Sx33TEmMz+ENPrr+WhHuIggUNmuPmbHnwoNLO0Q9ofJM/qsSO2z+U+vn8WG+ERhtrwQQL3MvIbVvp8DdltDERct2Uq6goGrt5HT/2e2L1cPK3HHfPu5fKMvHc/316O7uDlzB5n1trL2ZV5b/PgM5L8ssz2GMjMfL046kGiHyRwL7lPLdZyW2J8D9nXMaB9XMftnspX7qO3dm/8bOfdM0+WY1zcwUfW/y58hTPu4fIpvKxyT9/qwbfnQipHDOxh4Ck/ZHvO9sSc1fax2nlnv5PaR7wh8RLzMgrVg28U8+r7aAb0QzbX+lbbx2rnneu2bafRPracGCJeYl5GoXrwjWJefR/NgH7I5lrfavtY7bxz3bbtNNrHlhNDxEvMyyhUD75RzKvvoxnQD9lc61ttH6udd67btp1G+9hyYoh4iXkZherBN4p59X00A/ohm2t9q+1jtfPOddu202gfW04MES8xL6NQPfhGMa++j2ZAP2RzrW+1fax23rlu23Ya7WPLiSHiJeZlFKoH3yjm1ffRDOiHbK71rbaP1c47123bTqN9bDkxRLzEvIxCiw8+W5Y+caA7oDugO6A7oDugO6A78Ow7UHzwjXqFqq8YmJ0B++HT3zwMrLaP1c47z02LJ9E+xEvMwFyoHnxz7UPTPIQB/cDPtajV9rHaeee6bdtptI8tJ4aIl5iXUagefKOYV99HM6AfsrnWt9o+VjvvXLdtO432seXEEPES8zIK1YNvFPPq+2gG9EM21/pW28dq553rtm2n0T62nBgiXmJeRqF68I1iXn0fzYB+yOZa32r7WO28c9227TTax5YTQ8RLzMsoVA++Ucyr76MZ0A/ZXOtbbR+rnXeu27adRvvYcmKIeIl5GYU+6sF3xuU5WiPLBw45aqHqew8DK+z5SWe8Y9Y7erTe3plmaZ35neO0j3i74iXmZRT6qAefkeQvkNnZF5Hak+9jo/7owbGswy/5Xgy8246j87RiM2w2mvXsubiH6dl3dt+oHs8S+YXdy4D2EfMtXmJeRqFv8eCLyPMXDTZkS46POZLra8l+NgOlu/DUk/kzedvOFWEznPeOubgH63z+DOeYM/S7+vTMWpup5u/pNVvsO5/tCNcz8lKbqeY/wsfo3KYHnxGADwPDziTiTHJMZHsM8agBmyX7oLO0WP6DHdWwOPg5x+scwzrnZ/V9LdnPZsDvf4bT1GbC3SzNyjVYtxxvl+rc7btjNu7BOp81wznmDP2uPr2zZnNlONevxbT4azHcz+uWW8ov+Ut5vs+72aWzl3wjecjmynCetRbT4q/FcD+vW24pv+RvevBZw6gBY6xH8TwE69FhPOZt7tWi8zwcDxzzeMl9o7won3Okvy8D/j6MPCnf22wOnpd1H8++TPc5M9g865nzWF3/WX2PsX1m/6yW9Zv1z8/mbT93jbua3+pxD9Z9r8zmHNYRzxjrkR/Yu0vjAV921oirLPZu3M/mbT8PzprF1fxWj3NZ970ym3NYRzxjrMN/2YPPGnBD02GzjkEgEQPbS+9nO9OtBnyQqOvtCLcY/yEOMqsDv+R7MTDjvrOZIjzC/IZaYnzOKPuOWbkH63zmDOeYM/S7+uydFfNBttSpxWb+CI+wbIYoljHWUcNj3kbcCrJ09pJvBm4wH2TLTLXYzB/hEZbNEMUyxjpqeGyJB58duvRF5HiiohhgJhHv+3CM9PdhAPue6UTZTBHOmOm930zntln4PFfMBn5QO+uX4cg7S97V58i8vTPW4jN/hEdYdpYoljHWUcNj3kbcCrJ09pJvFm56Z6zFZ/4Ij7CMlyiWMdZRw2OPevDZ8PiiA/HhWEdsJDku05HHfsPM9h9iJd+bAX8XZjhtNlOERxifwfz4GJ9Vr53n6NzgAn3Y9vrRXi35mKMldlRM74y1+Mwf4RGW8RDFMsY6anjM24hbQZbOXvLNwk3vjLX4zB/hEZbxEsUyxjpqeKzrwWfJ/ssKG87NoHuJfEj4YUMCz6TFwed11IjwLIfxKI9rRn6f7+NlP5uBGfebzRThEYaNwOcl/DNKzHrFbKjNErr1Yz2yr5zpitpn1fS81OrW4jN/hEdY1j+KZYx11PCYtxG3giydveSbhZveGWvxmT/CIyzjJYpljHXU8FjXgw9FILkY6yU/4iARCxnhjEFvlb5ulmdx8EW6+fyH2lE8+6S/HwN8V2Y5XTZThEcYzgGfl/DPKDHrFbOhNqT1aNGvmAU1uT+wGaTNlX21+WpnyvwRHmFZ/yiWMdZRw2PeRtwKsnT2km8kNzZX9tXmqp0p80d4hGX9o1jGWEcNjz3iwYfhTfoDwAccEjgk8Ez62ojz+bAjaTk+L4oT9nwGZtxzNlOER5hthfFMn3F7POuZ83HdTAdv7D9zhqjWnb2i/i1Y74y1+Mwf4RGWzRzFMsY6anjM24hbQZbOXvLNwk3vjLX4zB/hEZbxEsUyxjpqeOwtHnx8KNZxaJPAaxI5iIPdIn2Ot1tqKOYZDMy422ymCG/BfIy3Z9rUHbNxD9aNB29fzc3d/facp3fGWnzmj/AIy84QxTLGOmp4zNuIW0GWzl7yzcJN74y1+Mwf4RGW8RLFMsY6anjssgefbwTbSwwGCT9sLyM/Y6wjtwVDDCRyvTQ/PvYhD9J8rHOs9OczMONuSzOxj3Vs4giGGiNlNP/Z83AP1tEnwuA7W97Za+/svTPW4kt+9rFus5vtMX8m9rOOOMZYj/zAVpERHzh7yYeY0bJ3xlp8yc8+1o0Dsz3muWE/64hjjHX4mx58logPibAziTiTiIEOaTj+EMMSPpacY3jJ9j7U8XiLbTE+rlYvi0ee5HMZmGm3uJssI2bhZ1+EwW++6K+UE8XfgWWzntmbe0CHRB9vAz9b3tXnyNytM1qc/7iv92V1Ece5pmd4b1ypTjaT7/FONvhg6c/3BF5aZ+RzQufzAmPJfujww4bMcPgha3Elf9ODD41mkHYY/LEeYd4fEeFjojqGRXFRPc6PcuCXfDYDK+z2SWe8Y1buYTrbfJtLPo47ome9j9Q8O/cJM5515pXO2sPZE3h5wow9nJdiH/vgKy3JfPjs8KwzGaUayOP4Xr1Wv7ee4udhYIXdPumMd8zKPVgfcStH9x9x5pl7ah/xdsRLzMso9HEPvlFEqa8YYAb0Q8ZsjNdX28dq5x1/w8oTaB8xP+Il5mUUqgffKObV99EM6IdsrvWtto/VzjvXbdtOo31sOTFEvMS8jEL14BvFvPo+mgH9kM21vtX2sdp557pt22m0jy0nhoiXmJdRqB58o5hX30czoB+yuda32j5WO+9ct207jfax5cQQ8RLzMgrVg28U8+r7aAb0QzbX+lbbx2rnneu2bafRPracGCJeYl5GoXrwjWJefR/NgH7I5lrfavtY7bxz3bbtNNrHlhNDxEvMyyhUD75RzKvvoxnQD9lc61ttH6udd67btp1G+9hyYoh4iXkZhRYffLYsfeJAd0B3QHdAd0B3QHdAd+DZd6D44Bv1ClVfMTA7A/bDp795GFhtH6udd56bFk+ifYiXmIG5UD345tqHpnkIA/qBn2tRq+1jtfPOddu202gfW04MES8xL6NQPfhGMa++j2ZAP2RzrW+1fax23rlu23Ya7WPLiSHiJeZlFKoH3yjm1ffRDOiHbK71rbaP1c47123bTqN9bDkxRLzEvIxC9eAbxbz6PpoB/ZDNtb7V9rHaeee6bdtptI8tJ4aIl5iXUagefKOYV99HM6AfsrnWt9o+VjvvXLdtO432seXEEPES8zIKPfzg611oFp/hJWL25JTqyScGWhnQ3Wtl6p64EfsY0RNsjuyNGSRfDGgfLy5YEy/Mxni9+8HnF1iz/RF9PPwZDr+XvfE+X7YYOMKA7t8R9s7PHbGPET3B3MjemEHyxYD28eKCNfHCbIzXT3/w2ZFKS858Ge4psrja53Nki4GzGWi9r2f3Vb2Ygbv3gX6Q8VTXoaP6lk5Um6nmL9We3ffOZzvC/Yy81Gaq+Y/wMTq368HnifB2dhiLiz6Lj/BSXe+r2dlMwsXAEQb8vTtSS7nHGbhzH76Xt4+fpl5hRM/6VPn/sN8zr481O/r8PIjxeKtdyy/5zbfqX+nsJd9IvrK5Mjya1ceaHX0+FzEeb7Vr+SV/94MPxVpkdADLi/4YZ93HRj7GWPe5ssXAWQzonp3F5Dl17tpH1ifDzzndtsrd/bYT5Iifzdt55utfAHBMSz7HsM51SjrnsI4cxliP/MDeXRoP+LKzRlxlsXfjfjZvl+aJzt2SzzGsl3qxj3NYRwxjrMPf9eBDEmRUEL5MZjmMs251zN77ZXMIFwNHGPB39Egt5R5n4I591HrU/MdP+apwZ69X13YN80G2ZCIWEjneBg4Z+SMM8V5GsYyxjlyPeRtxK8jS2Uu+GbjBfJAtMyEWEjneBg4Z+SMM8V5GsYyxjlyP7X7w+UJoUJOWhw+xkQ2fl7W+Nb+vJ1sM7GFA92wPa9flXL2PqH4rdsWpo95X9DlSs2dGjmXd+nvbzxT5I8znwY5iGWM9y4liEPvusnT2km8WXnpm5FjW7Sze9ueL/BHm82BHsYyxnuUcevBZg+xDQ5aIZQw6D8s6/JDsYz3yA5MUA2czEN29s3uoXjsDV+3D6ma1S3jmaz9ROfLq+uXubd6eGTmWdesE2yR0nqAV4xzWa/k1P8/IdVfRI35w9pIPMaNlz4wcy7qdAbZJ6Hy2VoxzWK/l1/xWa9eDD4UheSjTPW42MEjOAZZJxMIPm3vBB8kx0sXA2Qzonp3N6LF6I/YxoidYGtkbM9Rk64w+LrIZY91m8HaGZfPW8mv+3n7ZHE/FI35wlpIPMaNl64w+LrIZY93O6O0My/io5df8VvfQgy8bOGqMQ0Q+YJnM+qAmJPJhS4qBqxjQXbuK2X11R+xjRE+wM7I3ZoikzZV9Ubxh/izejvI4hnXERhh8XkaxjLGOXI95G3EryNLZS76R3Nhc2ZfN5c/i7SiPY1hHbITB52UUyxjryPVY94PPF6jZvnFPfBRrWMuHvpJi4AoG/N28oodqtjMwYh8jeoKRkb0xQ022zmhx0Veqz7VZR06EwedlFMsY68j1mLcRt4Isnb3km4Wb1hktLvpK5+DarCMnwuDzMopljHXkeuzwg88Koygkmnnp/d7uife5bLPua8oWA2cwoDt2Bovn1RixjxE9wdjI3pihJvfO6PO8bX0ZYx0zRRh8XkaxjLGOXI95G3EryNLZS75ZuNk7o8/ztp2PMdZx9giDz8soljHWkeuxrgefT0ZRkyUfxx3RuQfrvr/3HempXDEQMaA7FrEyDhuxjxE9wfDI3pihJvfO6PNqts3BMazD5zE/O/tZRxxjrEd+YKvIiA+cveRDzGi5d0afV7PtnBzDOnwe89ywn3XEMcY6/M0PvigZReCDBM6SfaxbTM1GHY5j3dfwPuRLioGzGNAdO4vJc+qM2MeInmBrZG/MUJO9M1o8f1w/w6MYxkxHrse9XYsr+c232h/4YOk5eAIvvTPyeX0u+zwXsBEDGzLD4YesxZX8zQ8+NGMZFY4wyzGc/3ps1Nwjuad0MXAWA/7+nlVXdfYxMGIfI3qCnZG9MUNNPmHG2hla/SudtZUTi3sCL0+YsYfzUmz3g8/IwVcqzDERoR6r2aVe8omBuxnw9/Xu/ur3mYER+xjRE6ce2RszSL4Y0D5eXLAmXpiN8Xr3g2/8yJpADIxnQD9k43fAE6y2j9XOy7ueUdc+4q2Il5iXUagefKOYV99HM6AfsrnWt9o+VjvvXLdtO432seXEEPES8zIK1YNvFPPq+2gG9EM21/pW28dq553rtm2n0T62nBgiXmJeRqF68I1iXn0fzYB+yOZa32r7WO27VGkEAAAIhUlEQVS8c9227TTax5YTQ8RLzMsoVA++Ucyr76MZ0A/ZXOtbbR+rnXeu27adRvvYcmKIeIl5GYXqwTeKefV9NAP6IZtrfavtY7XzznXbttNoH1tODBEvMS+jUD34RjGvvo9mQD9kc61vtX2sdt65btt2Gu1jy4kh3/PyH//Dx8df/fnHx89/+vHxsy8+Pn5mUt8QDn7+048/+st//uOP/uU///j2228/vvnmVx9ff/3Lj6+++oXt6vV/c0+6uNAd0B3QHdAd0B3QHWi9A3/7z/7pj9/ocTfhA/eLjz/6/X/6+cEXv9mFigExIAbEgBgQA2KgzMC3f1H/Jm/Iv8lreWT//Hf04CtfX3nFgBgQA2JADIiBJgb44fHPfu/j43//r6Y0BV3DwB/95//06d82fvqPdK9pqapiQAyIATEgBsTA2zPw/f/e3o//lu+bP3j7485+QPsvbbz+9yi/0L/hm31hmk8MiAExIAbEwCMY4H/D94iB33vIHx58r/+YXf+G7733rdOJATEgBsSAGLiHAT347uG5sYsefI1EKUwMiAExIAbEgBjoYEAPvg6yrg/tfvDZfx1779+R3L09o7y9c5TySj6eoTWOc6S/GMj4y/BX5lbbk7OtIkQMiAExMIaBs37DzqqzYUEPvg0lI4HuB58Nm10Ow/3nD8e5PtbbPvcsO+oTYb6fxWR/JZ/PyWL9DFmcr7eSnXGS4TVu9ubV6sovBsSAGLiagZ7fr1JsyXfoDHrwHaLv7OTmB59diNJng/lL4+0oJjtQlJvFtuKoCZnlZf4MtzolH/wWk32I4ZlqNTl2Bb3GXeQHL5GvBUO+pBgQA2JgJgbs98v+IFtmy2IzvKVmMUYPviI9dzubH3wtg/GlYd1yvV2r1xvfUs9qRh9y0RMSOGQt1/uR1yq5L+ut+e8eB04gcV62WYffZIZzjNf35PgassWAGBADZzPgf5u8nfXL4jI8q9OM68HXTNUdgV0PvuhSMJbpdhD2tRysN75UE7UgOdZj3kasx9lmPYs3vBbHftZRc2Xp+YANydx4zNscm+l7crJawsWAGBADZzGQ/TZleEvfI7nF+nrwFem529n14LPh+GKwzj6Ps6/1gFGN1txSHOqaxId49gGDhM9s1lts1PCxWR2Pc/6KesYHcMgWbiy29LXUUIwYEANi4G4G8LtV6tsSE+Vb3iV/evBdQuveok0PPlyiFolB/AXyNuIy2Ruf1WGc5zccPYD7WNiIg82Sfaz7GPSoSeRlteBfXXp+vN3Lz9H83n6KFwNiQAy0MGC/Tfz7BDuSqAef2dAhIww+L1Fvt9SDbzd1VyQ2PfhaG9tlwR/rhnkbcZnsjc/qoDfXMx02S+i1Wpm/JT/LxZzwH62FOu8oM24yvMbB3rxaXfnFgBgQAzMxkP3WZfjh2fXgO0zhmQUue/DZkHyJWG85QG98a02r2/Jl9UpzlXxZPcZ9vrc5dkXd+AAn0FkaJ7Bb+UG91njFiQExIAaeykD2e5fhh8+pB99hCs8s0PXgw/9j6iUG8peGbdYRX5JRvGERXqpjPp+X1WDc56AHxwBDD5bsg46aXrIfusmsF8esoIOvnrNyDvQ9knsinzHpYkAMiIG7GMBvUEmWZrG86C/DORY9GavqevBVKbozoPvB54fji8K6xbHNuq8R2VG8YREe5Zcw1IlkKc98WX/gkFGdyMcY66VeUe0VMc/XHs6iGhmXFtsTn9URLgbEgBjYw0Dt92evv5Zns1pMS9ync+nB94mO0cbpDz5cCEgc0NvAM9kbn9WJ8Kx2hnMNjol0xjjP9MjHmOmwIX2N1W3PS82u8eXza/HyiwExIAZGMVD7vdrrr+XtPq8efLupuyLx9AefDRldnggrHSiKNyzCS3UiH+pEMpsfddAfMopnH/KiOI8hD5Jzpb8YYH4y/RVd1ji/HLnzf8KtFZVfDIgBMdDIQO33qtXv47wdjWMxLXGfcvXg+0THaKP7wYels8QhSpeh5EM+yygePTluj+5rc13v8/U5Fj6f422OQz5L9kOXzBmI+I2wvMLL05OHnb2ypYkBMSAG7mOg9nvV4o9iIsyfymJa4j7l6cH3iY7RRveDzw/MF4D1Upz3sY0akOw7S0dtSNQ122PwQXq/t7M4w6NYxlhHHckfGDBuer8Sd+AashQrnxgQA2JgBgZafgNLc2a/dxleqtXk04Oviaa7groefLWhSpem5PN1e2J9bott9Us9Sj6uX4ur+bmW6b3xPl92HwPiu48vRYsBMTCWgdpvVs2fTb83L6v3W1wPvt9SMYNy6oNvhgNpBjEgBsSAGBADYmACBvTgm2AJrxH04HtxIU0MiAExIAbEgBg4iwE9+M5i8pQ6evCdQqOKiAExIAbEgBgQA58Y0IPvEx2jDT34Rm9A/cWAGBADYkAMvCMDevBNtVU9+KZah4YRA2JADIgBMfAmDOjBN9Ui9eCbah0aRgyIATEgBsTAmzBgD76f//Tjw6T+hjPw2wffjzv55ptffXz99S8/vvrqFx/x/y/Lw0fWAGJADIgBMSAGxMD0DPC/4fsf/336cd99wF9/880Pj+8f9/LpwWf/t3n0iQPdAd0B3QHdAd0B3YHeO/DH/OD72RefHhvf/1u/T/4f/02gsAt5+ryDTw++d3/t6nxiYC8D9sOnv3kYWG0fq513npsWT6J9xLz869/5cxc+XvRAPPJo/s3f+1sfevDF91aoGPjEgH7gP9Ex3FhtH6udd/gFqwygfcQEfc/L7/4jevR9/jdMRx4syt374P3i4zd/529+fPvtt3rwxddWqBj4zIB+4D/zMdpabR+rnXf0/ar11z5ihsRLzMso1P5LG19++eXHd999pwffqCWo7/MY0A/ZXDtbbR+rnXeu27adRvvYcmKIeIl5GYWWHnz/H1VnUb/1upDiAAAAAElFTkSuQmCC
2、我需要将没有耗用的部门删除,用接口_rowNo判断执行不成功

data:image/png;base64,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
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzsAAACECAYAAAC3WzUSAAAgAElEQVR4Ae2dXaxc11XH7zuIviARHigRogLlCanAG00fkFrVTzxY6QMRSEhIvOXFCi/IqEAISNT5kNKCiup+JBEuX6JFauImoQmxE+XD2LGTENv5sJPUH/f6Xn82sYM2WjP3P3fddfc+58zMmTt3zvlFOll7r73W3ufs/ZuZ/T9n7nhpbW0t2bF///6FOHS+2OG6MQ/MAwzAAAzAAAzAAAzAAAzkGViyiTGh886FjxbisHNlMfOLybwwLzAAAzAAAzAAAzAAAzCwwcDSIgkdCTIEz8YCAjNzAQMwAAMwAAMwAAMwAAN5BhZS7JjoQfDkFxTQmRcYgAEYgAEYgAEYgAEYGDKwsGIHwcOLmBcxDMAADMAADMAADMAADFQxMLXYWVpaqv1bn7qYunZ9fS1necID4FWA0wYfMAADMAADMAADMNBfBopixwSIDhMZKkdhonqT9pxYUX4cQ/3lcqIPwdNfgHnzYu1hAAZgAAZgAAZgAAZKDFSKHQmQSazPkTjxwibXrrhJLIIHyEuQ44cNGIABGIABGIABGOgnAzMTO1HYSMDIL9um6EHw9BNi3rxYdxiAARiAARiAARiAgRwDrYodL2AkYsznD4keWeX4mFhWbBOL4AH0HOj44AIGYAAGYAAGYAAG+sdApdiJoiPWTXyYT1blKEqq/FVtsZ+mdQRP/0DmzYs1hwEYgAEYgAEYgAEYiAxUih2JmEmtCZnckesvCpmSCIpxpTqCB9gj7NRhAgZgAAZgAAZgAAb6xcDMxI4XIVXCpdRW8vt+68oInn7BzJsX6w0DMAADMAADMAADMOAZmKnYkWCJ1osUtXmflUv+GFdXR/AAvAeeMjzAAAzAAAzAAAzAQH8YmFjsSGRIlJhVOYqVkj/Gqc8qv49pWkbw9Ado3rxYaxiAARiAARiAARiAATHQqtiR+PDiJgqXqjblxxzvn7SM4AF6QY+FBRiAARiAARiAARjoBwNFsSPB4cWJlUt17/eCJOb4No3hfYov9edjxy0jePoBNW9erDMMwAAMwAAMwAAMwIAxUCl2xhUTixCP4AF83vxgAAZgAAZgAAZgAAb6wUDvxI4JMgRPP+DmTYx1hgEYgAEYgAEYgIF+M9BLsSPBY6KHgzmAARiAARiAARiAARiAgW4y0FuxswhfueMcP0rMAXMAAzAAAzAAAzAAAzAwCQMmYBE7F4BnEnjIgRsYgAEYgAEYgAEYgIGdzABiB6HDkxMYgAEYgAEYgAEYgAEY6CQDiJ0pwX7ptbfTwaeeTd/7l+9zMAcwAAMwAAMwAAMwAAOdZsD2vbb/3clPc/y5NRI78d+7iXXfoS83jVPOOPG52JxPfc/Knjl7IZ1fXkv8xwwwA8wAM8AMMAPMADPADHR9Bmzfe/KdDxE7XnhYOR5RfMR2X4+xVrd2b2M5lzMLn4md4X/vpZQ4mAMYgAEYgAEYgAEYgIEuM5AQOxIiTcWF4mWVF+s5v4/xZcXO2iJ2uvxi5tr4sIIBGIABGIABGICBzQx0TOyYgNBhwkFlb72gML/qvixfnS316/N8vz4+ln3OrMpNxI6dl4ck1pu2leLidce6z6O88Ybl16FU1nzFOc3VFVtn/Vh1saV29SFbijN/k5hx8qv6q2rzY/g4K1cdPo/yBr/MBXMBAzAAAzAwHwbaEzvn126m1bWP0/Wf3kzvXdz6q3YXr9xMV2/cyrY13dtP/Tc7tknJDSZ/1SbG5yluHJ/GUE6syz9LWyV27HwMwpLNAapY5Vk9HspTrGz0q44tvxlq7qKNc6Z2+evqiivZmF+KK/l9vi/n4mN7rOdyzKe4ks3lKVb5Vo+H8hQrG/2qY8v8MjfMDQzAAAzAwPYz0I7YMaHz5//2cVq7fmtgr/90s6gxoXP77ben6zc+KoqhJnv8mYgdbW5yJ2Bt3p+LrYuJ7eqv5Ff7LGyV2BF8dl4qm431Ulsurs6Xa/f9p/RI2n3HPen4PP6+6Pg96Y6lpXTH3oMb82G+bT4fm6Omh+YuN6/e58vKkW06Vq6PSXLrcnReTW08r1j3/fg2X1ZMnS/Xrtyh7Su/j6TdI253pQPzeP0y5sb7FnPBXMAADPSagXbEjj2xsSc6wyc7mwWPCZ3VtcsDIWQiaCB6Ck9/6vb3jcWObUKsM7Mqq+4HUZusb8vFx/YmMdP0nRtvGl9J7Ng55g7bsEV/U5/yNm/+NsST2r31scf3fmY49jaLi9E5DITNrrT7js+kvcfX78TMSeyMzqnizcrm0eL8fNaVc/2qH/XlY6rafFws+7zYFuuKlY3tubrF5g6Ljf6mPuXF8cyf60N+xfeZ3wO7l9LuA8PXzGAedj/CRqPitStmsNzxhgEYgIFZMNCO2Dm78vFA6NjTHTtM9Jg1AXTlxq3B19dWr90aiB7z6Rh3314rdrRB8R2bT3Vfls/sOH6NUWVzfVfFl8b3/bRRLokdvbh0jr6eK+d8lpvzmy/X5n0xRv2kScTFes7e3bYBXr+rbL7Rhtj5JKQG7boDfTDtvWNXOqCxD+xKS9qsyWcbl1yfM9zQaG1ydjRf6+PXzW1sj/nF9QhrWcrz5xj78mP7uLpybqzoUx/yx7Hkly21e7/F+rrKsrm+5Osnv/ZUR6+l9deJXmczfH2M5pwxRu/DzMksNk30CVcwsHgMtCN2bB8uwWNPbwZC58bwq20mdsynw570zEzs2InYJkTCQOVo1S6rdtVlS361m62LKbWX/L7vtstVYsfOxwA2q7Lq3nrIY5xyvVW8Yr31cfIrfmC9uGi6iVkXIbqzPPgq3FLuTvPGpszuPu/evWv9bvT6V4/c2KM71SPf8Gs6GqPZ3Wv/1R7/JMJtDCuuMTs/YSOuuYvzmqsrNmdLYym2qt23qSxr+b6s/mSr2hRTsso1q7LFqizr873PyrlD8Yr1NsYrdmRHvIzx4bjw/G68robzEOtjzEXF62E0x8QgbmAABmAABioZaE/s2L5cgkdPeK7fGH61zb7mZiLHfrhAQif3IwZ1e/vaJzvWgW1A1JHKJRvjVJdVnuqy3l8q52LlM+vzvH+W5ZLYsXPR5kHlklWcWYuJcfL7OF/OxRdzJt0s+jvJsY/BZnIoMA7sHn5F7cDu9Sc59gTH2mXVj/qIVi8u16e/1jbLmuucjeNojuWvqyuuDevHUjnaOI61Vx0xPtbVv/lVLlmfqzF9Xiz7eN+m/tUe6wO/eBEnTWzMydXXn5zsTH6juIl1xI6YwcICDMAADGwHA+2KHdun61fZJHjsRwvsa232hMe+ymZiZxKhY32PJXZs85ETDtrg+LaqWB9n5Rg7bl39xTz5Z2lLYkcvNjsnlWXlkzW/lXX4OPm8VbustcU+FK+YkY0bvZY3i4MnOgf0R+TrX187sP6EJ4w9iN27/gMFoW34lba6JzS26duYN13z6Kt2Ta5tPUZzOJqnkLvRd268oa+Ua/5p8mOu+vNWY/tY+aK1mOgr1XOx8slarpV1qC/Vo1W7rLXHPpSjmJGNnIR1GsV5f8zJ1dfFzs7kN4ibeP7+Wik3ZjvLCvPH/MEADMBAAwbaFTsDQbN2eSBqJHbMSvDM/KentekwWyUaYnuurr58P6U4H2NlH+fLPq7k9zFtl0tix84lHvpwNb+VZeWPPuWX2uWP/cS64gY2bpSs7v8eIPcijzn2i27Zr7EN/57AfoBAv7h2fO+uwdfZBj9IUOhnafC0p6LP3DlN6dPcVtlN8xbGq53jmjmtzA9jlc7D9+HLFm/1qqPUp/y5XN+mMeST9eehPtTWJKcUM+ojMtQTfkdf+0zvpWZf8dyOO3uMMeKy4WuWeJiBARjoBgPtiR0TOvZLa8NfWxt+bS0neOzrbJPu4Rs92Zm08z7klcSOwRw3fh5w35bzq11WMb6ucp1V7mCT5DbBg7+PmWizWPVjAiZa3K+t2Y8RxK+u+Y1BbB+dX91TneneMDVnmpsmdYupOtRXk6dScbxRrp+bUNbYFqv8aNWP/Kp7W9VWios5sa48+aON7VaPMaW6cvvN7/BmgM3RJE8uNYfY6d43mD/mDwZgAAaMgXbEThQ69rc7ph1M2HjBo7/h+cnqZIIHsXNh67/WOo5IqxI79oIYbk42f20obur8Cye2Kd9b9as8tfl6riwfdmOjrbnQvFs9zqdivPXx3t+03DRf5+LjfdnGU4wfW76S9bFVZeX7GPNZXbaqTfnexly1qR/fry+rHctmAwZgAAZgAAbmyUA7Ysf+HZ3hPxh6a/AjBbb/tr/Lsa+t2d/pSPAM/h2eG8NfYxtnj65YxM6MxE5pAxc3b76unOjzL2jfZv5cPfp8fnXZ3z32TzHck5rwtKG6v3m+EMcbu2rOrK3pkZuPprlV56B+SzHRH+vKN1vVpjiL8XEqy/o4Xy7l+RiVzeb6iz4fX13uL7/V8zLea4G+mC8YgAEYgIFqBtoROx9csn9b5/LgRwhMmMT6ytVbyZ7q2KGfntbTHwmZJhaxMyOxUw0JLyLmBwZgAAZgAAZgAAZgYBEZaEfseIEzeJrjhI9EjP1Km/0Sm7Xbk55J/nYHsYPYafCrG4v4QuSc+QCBARiAARiAARiAgfYZaE/seMFjf8MjkROt/b2OtSN2phQucWKb1Ov+Zqd9wHjRMqcwAAMwAAMwAAMwAAPzYqBdsdNkvz1NDE92phRIiJ15vdAYlzd5GIABGIABGIABGNh+BhA7xUdQ06iynZprYuf88trgZ/j4HzPADDADzAAzwAwwA8wAM9DlGbB978l3PlyY/T5PdqZ8svPuT66ms+dXOZgDGIABGIABGIABGICBXjBg+9+d+iAinhdiZ0qxEyeU+nT/bhHzx/zBAAzAAAzAAAzAAAy0xQBiB7GzMMq8LejphzdQGIABGIABGIABGOgHA4gdxA5iBwZgAAZgAAZgAAZgAAY6yQBiB7A7CTZ3a/pxt4Z1Zp1hAAZgAAZgAAaqGEDsIHYQOzAAAzAAAzAAAzAAAzDQSQZGYmdtbS1xMAcwAAMwAAMwAAMwAAMwAANdYQCxg8hD5MIADMAADMAADMAADMBAJxlA7AB2J8Huyt0IroM7azAAAzAAAzAAAzAwOQOIHcQOYgcGYAAGYAAGYAAGYAAGOskAYgewOwk2d0AmvwPC3DF3MAADMAADMAADXWEAsYPYQezAAAzAAAzAAAzAAAzAQCcZQOxMCfYDDzyQ7r333nTPPfdwMAcwMCYD9tqx11BX7h5xHdwJhQEYgAEYgIGdxQBiZwqx89f3359ePneEgznoLQOffPJJmuY4d+5cevDBB5O9lvhw2FkfDqwH6wEDMAADMNAFBhA7U4idPXv29HaTi8hD5BoDV65cmeq4efNmunDhQrLXUhfeULkGNgYwAAMwAAMwsLMYQOxMIXbsq2va9E+76SN/uk0z87e989cm9/ZkyF5LfDjsrA8H1oP1gAEYgAEY6AIDMxc7S0tLE29ipsndjsXxYufy5cuJgznoCwMSO21c761btxA7U9x02Y73OsZgwwMDMAADMLCoDIwldkx81B1xIrxgyeXGeF/3ud6/U8pe7JTOadxraBJfijF/VVvuHH288r21HF9X2fdlPl+n3P03RImdNtYasdN9XtrghD7gBAZgAAZgYBIGxhY7VYPkNr05X6kPbaSrbCl3Hn4vdlZXV1PusGvJ+c1XdZ2xzffh+/RxPiaWfY5v835fthjVZZVXqpu/dCgXm+dk0eZFYqeN80bs8OE1j/dvxoQ7GIABGOgHAzMTO3HTOwlQ1sckeduV48XOyspKyh12DTm/9/mYUtnirS0e6sfnyedtqd37fVnjeav+fNy4ZfWBzfOyKPMisdPG+dqPFNhrabtet4zTjw831pl1hgEYgAEYMAbGFju2ua06IlgWa76mOU3j4jjzqHuxs7y8nHKHXU/O731V1+zjVM716fvwcd6vsrWrLCufcn1dMd76dpWtXfmlstqxeV4WZV4kdto4X8QOH0bzeP9mTLiDARiAgX4wMLbYqQLDNri+XZtj77NyjIvtqjeNU/x2Wy92Ll68mHKHXUPOX/LVxVu7DutD5SZ5uTF9nu9LZY3hc5WjGF9XnHy5fMVg88wswrxI7FSdq+cjln0eYqcfHzbb/f7MeHAFAzAAAzBgDGyL2LGNjgcu1q0tboaq6r6veZa92Dl9+nSKh12D+WRju9qqrjWX29Sn8Xz/8vmx5Yv9qi7bJM6P5cvKxW7lZBHnRGKn7tw9AyrHnBs3bvA1Nn6NbdNnxDzf1xmbzREMwAAMdIuBscWONiwlK0Cs3cqyviyfrHK8VZusb9spZS92Tp48meJh524+2dieq8dYX7dyPNRHya/x1U/JKk79+XrsW334mKZl3z/lrcwsypxI7DQ5X89PLh6x060PlZ3y/sx5wBUMwAAMwIAxMLbYqQLHNjWx3ftUlrVYX1au9/lyKV5522292HnrrbeSP+y8q+rWZjFNj1JfPt/HqKzzkNW4sT36fd3nRr8f38eVyhoXu5mXRZsPiZ2m5+15iDmIHT6Mtvu9m/FgDgZgAAb6w8C2iR3b7AisUtnarc23y+et+pm39WLnzTffTP6wa6iq+zZfrsvT/NTFWZ8+RmVZjenrVo5H7CdXL/WV88uH3czLos2HxE4b5339+nW+xsbX2EafD/N+X2f8/myAWGvWGgb6wcDYYiduhmM9gmPtTX2Kjdby5Yt9zbPuxc7rr7+edNi5quxtzm++ukN9KD9aa5cvlmOu6rJ1ebn+fI7azef9pbLGxW7wsohzIbHTxrkjdvrxYTPP92rGhjEYgAEY6C8DY4udKlhsgxvbo8/q0ZfLycU0yY19zbLuxc7x48eTHXaOKufstO2lMXy/vqxzyPlKfSmn1K6+zKqsWPmi9X1SHrKyyPMgsdPGNVy7do0nOzzZ2fLZMcv3bvru76aHtWftYaB/DIwldgBkMyBe7Bw7dmyw8Tdbd5gQyMVIIOTavK8uP9de8uX8Giu2WV2HYryN8Wor+dWOrWdmp82RxE4b54XY2fy+wvss8wEDMAADMAAD7TGA2JnijqoXO0ePHk0czEFfGJDYaeN6r169ypOdKd6H+EBs7wORuWQuYQAGYKB7DCB2pthk7NmzJ2nThz3CXJzr3xwcOXIkTXMsLy+nM2fOJHst8QHTvQ8Y1pQ1hQEYgAEYmDcDiJ0pxM7999/PBr+HG3yE7Yaos6cy0xzvv/9+2rdvX7LX0rzfDBmfD2QYgAEYgAEY6B4DiJ0pxI69IO67777BXWn7ShsHcwAD4zFgT3TsNcSHS/c+XFhT1hQGYAAGYGAnMIDYmVLs7IRF5Bx4M4EBGIABGIABGIABGICBrQwgdhA73FWHARiAARiAARiAARiAgU4ygNgB7E6CzZ2NrXc2mBPmBAZgAAZgAAZgoG8MIHYQO4gdGIABGIABGIABGIABGOgkA4gdwO4k2H27a8H1cqcOBmAABmAABmAABrYygNhB7CB2YAAGYAAGYAAGYAAGYKCTDCB2ALuTYHNnY+udDeaEOYEBGIABGIABGOgbA4gdxA5iBwZgAAZgAAZgAAZgAAY6yQBiB7A7CXbf7lpwvdypgwEYgAEYgAEYgIGtDCB2EDuIHRiAARiAARiAARiAARjoJAOIHcDuJNjc2dh6Z4M5YU5gAAZgAAZgAAb6xgBiB7GD2IEBGIABGIABGIABGICBTjKA2AHsToLdt7sWXC936mAABmAABmAABmBgKwOIHcQOYgcGYAAGYAAGYAAGYAAGOskAYgewOwk2dza23tlgTpgTGIABGIABGICBvjGA2EHsIHZgAAZgAAZgAAZgAAZgoJMMIHYAu5Ng9+2uBdfLnToYgAEYgAEYgAEY2MrAjhQ7S0tLtRvwSWMsz+f6sgek5FdMXbviumabXPekMZZXyi35c/M7Tmwuf5F8Ta61rRg/L036VPw4scrZqdZfi5XjEc/bx8e2edXHOadcbM7X9Fqa5NbF1LU3PRfitm4ImBPmBAZgoIsMjCV2VlZW0qHDh9Njjz+eHnzoocFhZfNZW90E2YeUDotVOX54qd6kPY6Zy8n5fJ7G0zl56+NUjvG+f9+m+O2wXV0bzV3TefVxcV18m/qdlV2E9YjX3nR+msZZ/z7WyvGI5zCr+rTrofOK1yO/Wd8mv/fFa1fdx8pXZTVWKSa2q//oj/k+TmWLUV70qa529ZerK9b35+Nz7fJ5q3zzKd9bH0uZTRsMwAAMwIAx0FjsfPjhh2n/t76VnnjyyXTy5Ml05cqVwWFl81mbxVSBpQ+qSa31rVyNU1fP5Sg3Z62/ePi4OJ5vm1e5i2sT16CqrnnfKWuzCOtRNZ+xzc9vbIt1xZq1Nl+fV7mN9dC5+2vy5dL1+hhfruvPx/qy8mTVJiu/rPerLJuLkc+sjyuVFa/2SW0cr0ldY2PZzMAADMAADFQx0Ejs2F3Rb+7fn5577rm0snIpHXrxlfSfTz4zOF546dW0cunSoM1iLLY04KQfhDEv9q928/uy4nI+tXnr43xZMd7ny2qfh41r8+Qzz6e/evibg+NHP36+E2vTZK59jC9v95rE9diprxU/R75s8+XrpXJuXkux3p/Lm6WvzfWw69CheVJdVteiumwp3tp9Tl3Zt6vvaBVj1vcf/crzfl/2uYrNWT+Ocia1fvxcv94XY6mz2YEBGIABGMgx0Ejs2NfU7OnN+QsX0/d/+FR66tnD6YVXjqUXX30tPf/Cy+npHz+fLi4vD2IsNjeQ+Sb5AFSO+rR6PNSmMXx7zqc+Y1zsx9d9OZfv+1K7z5lV2a/N33zt2+nXvvCH6Yt/9Kfpt3/vj9Ptn/9y+uo/fHch10bzFec11hUnq7mPcb6u2FlYvx47/bVi16/5inOR8+d8Pi/XLp/Z0uH7aLvc1nrovHQ9VvflXD36fLwv1/VdFau2aHN96nwU62OqfLk25coqZhyrWN+H+fyhNlnl+JhYViyWTQ8MwAAMwIAx0EjsPProo+nUqVNDYfPci+mlIyfSq8feSCfePJVOvf1ueu34G+n4iRODGIstwRU/lHJ1yzW/rMqxzyZ+xciqz1JfFlc6lKN21b3143j/LMtamyee/u/0q797d3rwPw6lwxf/L/3Js8fTz3/+99On77wrvfjyKwu5NlVzbXMa57sqPsbOak20HoObAAv0WsnNR5yzWI85sd3q0aeckl/tbdm21sPOJ15PvIZYV46uRfnR+va6cmzXmDmrcSzHl2Mfvq5+lKM2b32M/Oq/yvo+Fad8b3P9K7eqzfdBmQ0ODMAADMCAGGgkduzHCOxvdH7wxFPplaOvp9defyudPP1Oev/9D9L58+fTuXPn0/8cPTaIsVh1Hq0+qKaxlps7NJb6trrKst6n+JxP8bKKVV1WftmSX+2zsFqbP/u7r6ff2PUH6YETH6S7Xz2dfv3bR9Mv/O3hdNtnv5j2feOxhVsbzaXZqkNz6uPl81bt3jeLstZjEV4r415/1TqoTX1qvmXlly351d6WbWs97Hx0jTp3X1c5nrf3K0995WLlK8XK7/v1Ob5d/pJV7LjtuTz5prGWmzvs/GK/8ZzVHv3U2ezAAAzAAAyMJXYOPv1seuOt0+nd984ORM7q6upA2KyurqWTp04lqz/08MMzEzse2NKHW/ywtBwf68vqL/pUl1Wc7Lh+5c3CajP3lQe+kW777BfSr+w7lG7/x6Pptq8fTT/3l4cGYudr3/nnzqyNn8PcOuR8llPy+/7aKGs9FvG1YnMUDz8ndXOYa8/5urAe/hr8NapsVofmUPVofbvvN/p9m/Whdm/ll41tcexYj/FWjzGxrphpbG5c71PZxlbZ25Lfx1BmwwMDMAAD/WSgkdj57qOPptOnT6cjR19LJ15/cyR0rl27lq5fv54uXbqUzp07N4ix2BJM+kCa1Fq/pVyNqfZcrPcpPvrq8mN8qR/vn2VZa/Nfz784+Mrap+68O33qLw6nn/nK4fSzv3N3+uU7v5z+99TbC702tialI86tXz/fVvL7mDbKWo9FeK3E662bo0naSzklfzynaettrYfOw5+3ytEq1qzaVPZ1+RSvNln5FWd+tamcs4r3+bmy+sq1VfWRy5NvUuvHi33481Ob9/nc6Kfez40N6866wwAMeAYaiZ1Dhw6lJw8eTMvLK+mVV4+k986cGQgaEzuXL19OFy9eHHxNymIs1g/gy/qgKlnF+naVrW3ccuwv9hHbff++Lfpj3ceqvF3Wr83ff+d76Zc+d1e67be+lH7xN7+UPv25u9K//vCZTqxNbj5z65DzWW7Jn+t3Gp9fj53+WonXWTdHk7SXckr+eE7T1ttaD52HP+9SWbFmFROtYuRXrK8rJmdLcfJHqz7k13g5f5Uv5sVY9R9tLk4xsc+SP8apzyq/j6HM5gcGYAAG+slAI7Hjf751be1yOnP27PDvdS5cSJcuraarV6+28tPTglAfdrLm9+VY922+HOOq6jHPYktHKbbkL/XThj+uzdETb6TH/v2J9E8/+FE69c6ZhV4bm5+qOc215Xx1/bSxDuojrsdOfq3onGVLc+fbLabqUKxsqc+SX3lt2bbWQ+fjz1vzkGuLPuUpx9sYq3qV9fmxbHnm8zaWJ6lbTi7P++K4qsdc7/dl31cs5+qxX9Wx5c8v5oa5gQEY6BsDjcSOTYr9w3z27+jY0xv7h0TtqY4d9itt5rM2i6mbQPtg8x9uVXUf5/uNOWqL8bFucd7ny2ozX+7QGIqLdeV4/3aVu7g2mru4Rt6fa4s+rUv0q59Z2EVZDz83VWXNUd0c5tqjz4+jfmdt21oPO09/Pb6sa/C+3LX69lx/PqdUjnkaO/qVH/2qx3OR32wsy1fn93368ZWndlnfb4yJbWr3fo1R6s/HUmaDBwMwAAP9ZKCx2DFA7C6pfS3ksccfT1/dt29w2E+7ms/agGh+ELE285v7HPesB+uR4wLfzuKC9WA9YAAGYKD7DJFcB+kAAAJnSURBVIwldgCi+0CwxqwxDMAADMAADMAADMBAVxhA7FT8bU5XFpnr4A0LBmAABmAABmAABmCgjwwgdhA7fP0QBmAABmAABmAABmAABjrJAGIHsDsJdh/vXHDN3LGDARiAARiAARiAgc0MIHYQO4gdGIABGIABGIABGIABGOgkA4gdwO4k2NzV2HxXg/lgPmAABmAABmAABvrIAGIHsYPYgQEYgAEYgAEYgAEYgIFOMoDYAexOgt3HOxdcM3fsYAAGYAAGYAAGYGAzA4gdxA5iBwZgAAZgAAZgAAZgAAY6yQBiB7A7CTZ3NTbf1WA+mA8YgAEYgAEYgIE+MoDYQewgdmAABmAABmAABmAABmCgkwwgdgC7k2D38c4F18wdOxiAARiAARiAARjYzABiB7GD2IEBGIABGIABGIABGICBTjKA2AHsToLNXY3NdzWYD+YDBmAABmAABmCgjwwgdhA7iB0YgAEYgAEYgAEYgAEY6CQDiB3A7iTYfbxzwTVzxw4GYAAGYAAGYAAGNjOA2EHsIHZgAAZgAAZgAAZgAAZgoJMMIHYAu5Ngc1dj810N5oP5gAEYgAEYgAEY6CMDiB3EDmIHBmAABmAABmAABmAABjrJAGIHsDsJdh/vXHDN3LGDARiAARiAARiAgc0MIHYQO4gdGIABGIABGIABGIABGOgkA4gdwO4k2NzV2HxXg/lgPmAABmAABmAABvrIAGIHsYPYgQEYgAEYgAEYgAEYgIFOMoDYAexOgt3HOxdcM3fsYAAGYAAGYAAGYGAzA4gdxA5iBwZgAAZgAAZgAAZgAAY6yYCJnf8HvNxJuxjbyp4AAAAASUVORK5CYII=

李根 发表于 2023-4-13 13:45:14

接口的rowno是指接口中一共有多少条数据

喜洋洋 发表于 2023-4-14 08:04:39

给你提供个思路哈,数据源的作用是给之后的操作提供数据支持,它会取出表中的第一条记录,操作执行一次,在操作中可以访问该条记录参与计算,之后数据源会按顺序向下执行操作,直到所有数据消耗完。
就是数据源中有多少记录,操作就会执行多少次,数据源._rowNo就是记录执行了多少次。
页: [1]
查看完整版本: 报表中获取明细表数据后如何汇总及_rowNo为空时的判断条件