晋-讯易 发表于 2018-6-29 12:48:10

T+12.1收发存汇总表,本期入库,本期出库,期末库存如何只显示计量单

在用友畅捷通T+财务管理软件的用友T+库存管理模块中碰到如下 问题,T+12.1收发存汇总表,本期入库,本期出库,期末库存如何只显示计量单位组合,不显示其它项?,详细问题描述如下:
T+12.1收发存汇总表,本期入库,本期出库,期末库存如何只显示计量单位组合,不显示其它项?在设置里去掉勾选不起作用。

用友软件卢儒佳 发表于 2018-6-29 13:15:59

点击收发存汇总表,然后点击查询界面,只勾选上计量单位组合
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1f+5A0LHtWyo4+XgZ86D+l9rgpMnD6PSINjfLKVWfLIcEH8V2bVIaeabjVPTLnffA8mXb1TFlTvS34edKvuz4VazlWVkbzrTWottUVfAE3ic6PC6R2IDbr+vpcvjluOx/z66rlfG9iDR48WF59dXObPvc6HbfLzLH7lH2NmWPOdY7eS89999Sy56fpt0t10S8TACg5xwzvL6s3vCFHjOwvV08LOjToBoFX9/t+/cIxUVvk6ouOkInHvklWbn5DPn3+qWHfgVT0nt9i6Dt19cmsBtMweAZm3hOE3jVPy/Tp08OSiuZgPAq+hT75TVj/sSVVbQLw8cePkZvft7BlUgEOG9BfXr/1s1L37OPSfPBAqfziD2Tr3pav3xtvPUUGfeOn0vDqK7Lp6g/KoeEGhcJo6O11YU4O+mBObtvwXXlg70xp/vcg6F6Wk4Efz8ngK3Iy9JM5nvx2M3FPWN0+0zaBNM01Rlx/x2qSveEfHFpCYVyFM1P0aQ0ZMjQsPXfnuG3TZ+Zrbd68OWzr0Z5nSplz+zq7P670xxqctUwGABTksAEi50waLDPnbZTT/3m4fPeTR8jpEyvluzOr5J8++Dc5/eQj5LtXT5RpU0bJ/bOrpLzhlfCaA63oPb8tfzGmsNLH3ron1w62E08/VU4/49+lsiwIeFr9Dg0fmYdPfg9qme9by1f51l/8cmsA3rFptWw+6CK5dvgK71pxVXvvTfLGI78Mtx7oE98+b31H2/FjT5Gh3/utNG5YL5v+82I57E0D2ownldJD46+ape4XzfLGz5pl573NUjOjWbb8pFle+VGzbLyrWdb/QOeH00O+taiW6mgaQDW4ukHU95TVzDXca31rudfY3LmdIfyaOV9Dt4YOHSqbNm3ar99cb0rnmblmvjvHbZs+e32zhh7teaZUvvO4Cv6n5QgAKIp+y+Je9Vvkt3OqNIbJTR8bKf+4b0pYeq7u//sr0juY88WLD/xTX1X0nl/3N5E0pcG0rmlHGEzvfXGxLF6+WKZ/5WY5/VR9jVdVS81/LFxfg2/4VdxTwNseUqyve341AP9g9jB567M/kBPGvEmevTH9d2Or/dVt4ROjvieeKQMu+qy88tpr+815/egJMnLGH6V+1UrZeO2V+43HlZr3/Fp58sW1smDZWlm0Yq08t3KtPL96rbxYtVaWr1srK9evlVUb1sqaTbqXpoVvLaqlOpIdTE0QjSszR2lbz01bmTnKnWfYcwwd9/V3lHxft2HDhoVB1NC2Kbtfaduda46mTNtmrjFzTFuP7nWFnPt0xq8TAMiaay86Tq563xipWrdBfvLX9XLzb1bJLf+3Wu7+6zp54eVV8qn3vVm+dMnp0ewDL7dsXU34b/6XV6+RqaedEHbaGhoaorNWC17aKEcflvDuzBhPPfeKPPjM9nBbg/2d1cK9uub386BfQ2woCL66leGRGddGHckKWf+Srb+WMaceL0f22SurG8pk4vXfiSYk2zN1mPQ69HAZ9O3fy7bDj4x6/Spf2ygbvvQpOXjGg1FPsrMu/bJMHKe7xoPwH+2TCf8AEIhtBx6555vRGVwrt9TJpGOGh+eHnDlDZt9zeXhue9elM2TnnMvl0UcfldNOOy3qzZY5c+aET1aHDx8RhEGRsrJsBMK94ZalJqmurpYTTtj/338AgJ6lT58+0Vmrec8ulzEj9Sl0yyPf3LLqmuZcc05Wrl5dUPg9alDLtw7tyR5635lhAJ5w3a1RD0rNy1vrCb8pmPCrT0k19nbpa2AOoHDvfJD29ZvGEH4BoOdLE36L3vNbCs754xyCL/bhP39Hwnfghpmw5GvfOwUBAJmRW1G9Lfw9YOWq7D35Rekr5Mnv7Nmzwz3hWaRPfgEA6OmmTp0anbXaf9tDkXt+TzxySNQCuq9nVr+aOvzOmjVLzjjjjKgXAAD0JHPnzk0Zfovc8yu17fwuZkBXGHAY4RcAgAxIHX6XV28Ln/wWuu3BBAqgO7N/rRJ+AQAoXWnDb1b+UjcAAAAgvZqaeck7AAAAsqHoPb9Z2PbQt29fqa+vj1r7t12Fzldp5riKuSar2PbQsQYMGCC1tbVRK547z7STro+7xsceizt3Pfzww3LRRRdFLQA9SU1NTVBbZcSIUdIn+D1wT1OzNOwVadzTJNt37JRVy1+QcUf/k4waNSq6otWSJUvkqKOOilrorvbuDX5C2+nxxx9Pu+0hOCmxvQ/P33tqWEvvmSyLZ5wsz/10UjTS/WiI1TAbR8fcSuoHOpKGSbt8faYM+9ym/WnCrKHtuLV8Y0nrA+jZduzYIZWVh4a/19nBt2Fvs5SVB/8OGni4rF69OpoNJCu5Pb8aek+84umwTrpykRz/iaflhCsWyYIfHB/NOLDcwKqV1K80IJty23Y/0NE0TJpy226ppABq98eF2nz0OlOm7R7tcQCl4fXXX5eDDx4gjU7wrd8TVGOz9D1ksKxbty6aDSQrqT2/JviKzNhXvQ+6N6wpV78o8753rPztO+Nlzv8cI7P/+yiZ9V9HyiM3j9FL96Ph0w2V2rZDqWGHVXPutg03sNptt8x43Jp2mflAZ9AwaQdctww3+Jpx7ffNV2bcx1xnaNuUabtHexxA6Qhyrjf47m4M2kEfvw8irV4tux66//PfJ554Qm677bao5Zcc4mfImV+4Vv71S6vkPddXyXu/uk6mfm297NmzR5YvXx7N8dNwmcQNq752e/jWc9tAV3EDZlLQdOfZpUzwNaHYV2bcZvptvnkASkN5ebls3VojX7mzSr7xo3Vyy4/X7Qu+6tVN1TJ86NDwHMinR+z51eB71VVXyd133x31+DU1Rd+nv353Qt3RWkEgbmxs3O830aQnqdqfLwwXwjy5dcvH3NsUoRddIS5Q+gKoMvP1GFeGuV6P7rlpK/tcr48b03N7fQClYeDAgfLKpo3h+VvecmT4l/FN8N2yZYtsrlom/XfPDdtAPt1+z68JvieeeGLU4/fMfUfI3oM2y/yfDJf5P7slb1UveDT4f8zm8Mmv/cTYDZW+kNmRAVjXcstmgq4pe57dD3QGN2ia8GoCpts29BpTvnZ7uGv47g2gtNz4s53yyycqpaGxMWzv3t0g/3XHC3LDrc/KqiVPyL8c+aKcdEIfeey3/y8cB5J06z2/aYOvcconpgd1Y56aLocdfYGsX7EgCL/7v1rDDZ9xzDw3gOZrF8oOu/Y9ldsPdDQ3SJoAa/rddntoiM23jh22TSX1AygNe/fslXHjjpTx44+U13fVy/hjj5Zxx46TN96ok5GDDpF5jz4hNeuXEoBL2MUXXxydtV+33fNbaPBtw7vdISopk1HHt7wHsKlpS+tWCQ8NmXaw9AVYO4DmK5u7dhyd51ZSP3Cg2QFWQ6i27UDanqCs19pl+szRHQNQGurqG2TBgudl/t8Xy7btu2Te3xbKvLnzZfcbu+W9U6fKkZO+LLPmvk4ALlEm+HZUAO62e34XLVoUHp955pl9ddlll4V9PideXCXzfzI9ONsrsntXfG3fKuUVI6WsT7lsWP18bPjVMOmGU20nhUx3rCMCqQnO5rP4jvY40B2YsOsGUzsE2+y5afjWj1sbQM/306++Ve67YYLs2lUnO2rr5I0g9P51xrvlb79s+YYGZ551VpsA/PILLRkCPZ8beDsiAHfbPb/XXHONPP/8821K+1KpHCTyRhB04ypwyNAxsnVbtTf8mtCqR7dMv0v73ACq7bRz8ylkfaCzxYVMO5T6wqzpt6838w2zhtuv7H53zPSZOQBKz64g9C5d+Izs3qX/JbetfQF4Tq18/Bt/i3rRk8UF3fYG4JJ6z2/qp78vL5Zhx06W3XW14Y89l2v7RwANlUnlSgqz2m8H1Li52m/KHvf12cz6WkBniQuarrh+lz3HnW/W8K0T129LMwdAz/TXu98tj/9iqjz12/OjnrY0ABN8S8d9990XW+3RY97zW4hfff7z8qsf/rBN/fKuu+Tnd94p991+u9zzve/J/bd8S154drOMnvan8P2BhXCDaFwwNezxpBBryhbXZ/PNAQAAwP56xHt+C6FPf8d96DEZc94jbeqI8/8sR75/lhz1gdlyzEVzwjlv+cjjMmTIEDn22GOjqwEAAFDKuv17fouhYfbtb397qiL4AgAAZEdJ7fkFAAAlpHF++wtw5JZV1zTnmnOycvVqmXraCVF3K/0Wgq4FL22USccMj1pA92X/Wj3kzBky+57Lw3Pbuy6dITvnXC6zZs2SM844I+pFqXn44Ydl/PjxUQtAlhx11FHRGbor95uOFePxxx+XqVNbXn9nm/fschkzcmRw1rLfIbe8elv42HflKsIvSg/hFwCA7q8rw29J7vntCczryeJeU5a2z5VmjquYawAAAHoi9vx2AQ2XbpnXkxXymjKdp9cmyTfH/gymkvoBAABKSUm+57e7cUOuOcbR4GnPcQOp79yupH7l+zxuAQAAlCL2/BZo14pHZMdzP5A9bzwp0hR8AcsnycETrpRD33ZuNCOeBlA3WLp9djtpzCffuKHz8kmzTk/Anl8Y+hfeAGTT2WefHZ2hu+rSv/C2Igi/mn4Jv/nteunP8vqCi2XYlGY56IjgC1i/XRqWi2z4e4X0OuEOGXbyB6KZ+4sLnG7ItOfFBd+4kBvXH8edX+j1PQHhF4aG34suuihqAciKJUuW8LaHHqBL/8Ibe37T277oezL8X4Lge0xFkEyDPxTsEukTfC0PP2aH7HjyzmiWn4ZKU4YvaLpzlBtK9Vz7fLTfVz5mHVPufQEAAEoNe34LsHfXQikbHYTeHZuDCpLvzqDzVZH+Q0XKdi9tmZTADpl20NQ+my+ImmtNxTFr22Vz17Hn2f0AAAClqFcYfMm+qTQHObJp/W5pXhcE4A1Bx2tBnz40PzgcjuUGSjtkmn7f0ZybAOsei2GCrill38fuBwCgO6mpqZE1a9bI0qVLw3rppZdky5Yt0SiQDu/5LUBT2Umy7U/ByfqgyoIaFvy5YYTIriAI1+XeolO87FBpgqWvT8X1u9wxDbBJ8w0Tqu1K6ge60oABA6Kz/Oy5cecASkd1dXUQfrfKm970Jjn66GPkn446Rvr0GyCrVlfJyy+vjGYB+bHntwAVp3xaXttSIW/UBg39O1RB1a0N/g85702yZ1zyX6SJC5Om3xdmOyOAmlBt7uc72uNAd6QBt7ZW/4/YVlw/gJ5Nn/jW19fJiBGj5NCBg6RX7z4iZX3kkIFDZPDII2XNuk1hOAbSYM9vAQ6dcI6Un3m7rFpzqvzjnv6y7Nb+8uKfJ8n2o78ux5//2WjW/jTExoVJ7bdDrgm9dgD1Xe9eE7d+HN812rbXBTqbhlW7fH2mDPvcpv0EX6A07dixQyorDw1/j9rT1CwNe0Ua9zQFx2YpKw/+HTHwcFm9enU0G0jGnt8CDT/lQhl/9Rw56gvb5M2f3ybHffFxOf6C9MHXFy7t0Knn7ny7bc9V7rih/abc9eKuUWZ9LaCzaVg15bbdUkkB1+6PC8gAeqbXX39dDj54gDQ6wbd+T1CNzdL3kMGybt26aDaQjD2/ncwNmdr2Bc+kMOqy10i6zp5nxPXZfHOAzmSHWj13y3CDrxnXft98AKUjyLne4Lu7MWgHffy+hbTY8wugW9Ega8q047jz7AJQOsrLy2Xr1hr5yp1V8o0frZNbfrxuX/BVr26qluFDh4bnQD7s+QVwQMU9qTVPdF1mvnnK6ysApWXgwIHyyqaN4flb3nJk+N1nTfDVV51trlom/XfPDdtAPuz5BXDAaFC1A64bYN224T7hddsASsuNP9spv3yiUhoaG8P27t0N8l93vCA33PqsrFryhPzLkS/KSSf0kcd++//CcSAJe34BHDBuWHVDrNsGkE179+yVceOOlPHjj5TXd9XL+GOPlnHHjpM33qiTkYMOkXmPPiE165cSgJEKe34B9Ch2ENYnwtq2nw4TlIHSU1ffIAsWPC/z/75Ytm3fJfP+tlDmzZ0vu9/YLe+dOlWOnPRlmTX3dQIwUmHP7wGS9lVihbxyzJ2b5lpeaYaeyIRdE3T16IZgAKXjp199q9x3wwTZtatOdtTWyRtB6P3rjHfL3345NRw/86yz2gTgl19YFPYDPuz57QIaMN3y9QNoERdg7dDre8Jrh2AApWdXEHqXLnxGdu/aHfW02heA59TKx7/xt6gX2B97fruIeXduUilfIHb7TNm0bdYwtO2bZ5evzxTQVdwgmy/c5pNmDoCe5693v1se/8VUeeq350c9bWkAJvgiH/b8FmjXikdk06/PluoZg6T6J4Nk/c/fK9uWPhiNppMULN0wbLfdKoZ7ve/c7gMAACgl7PktwK6X/iyvL7xERpy8QN58+UHy5o/Vysi3PSq75n1CNj31f9EsP/eJqt22+w1tmwDqztOyaTsurGq/O18lXQMAAFCq2PNbgO2LvifD/6VZDjqmIkiVDUEaFukzUuTwY3bIjifvjGb5adA0YdOcuxXHnWPPNSFWj3Flxl32HF8bAACg1LDntwB7dy2UstFB6N2xOagg+e4MOl8V6T9UpGz30pZJCTRUmuCaFDDjxuzrDdPWo3tu2so+t9ex59nnAAAccI3z21+AI7dsXU244ffl1Wtk6mknhJ02/RaCrgUvbZRJxwyPWtmx7s5BcuQ5tZILcq+W7BVp7h+c9xN58Vf95ejrt7VMdJiwmRR4Tei056a9xmauM9y2cu9h97nnPZ39a/WQM2fI7HsuD89t77p0huycc7nMmjVLzjjjjKgXpebhhx+W8ePHRy0AWXLUUUdFZ+iu9u4NQlU7Pf744zJ1asvr72zznl0uY0aODM5aHvnmllXXNOeac7Jy9WrCbx5VP/w3GZR7TAYG/x/KDQ46BgU1QGTX8yLLHj9Jjrvu7+E8V1IAjdNZ19jtNOc9HeEXAIDuryvDL3t+C1BxyqfltS0V8oa+RUnzVFB1a0Wq571J9oy7KJwTRwOlXXF9na1UQi0AAEAx2PNbgEMnnCPlZ94uq9acKv+4p78su7W/vPjnSbL96K/L8ed/Nprlp6HTrri+Yml4bu8aqqtCOAAAwIHAe34LNPyUC2X81XPkqC9skzd/fpsc98XH5fgL4oNvV4RS9x7aNpV0b9+Y9nXE5wUAAOiO2POLksaeXxj6F94AZNPZZ58dnaG76tK/8La8elv42HflKsIvSg/hF4aG34suSt6bD6D0LFmyhLc99ABd/BfeAAAAgGxgzy8AAAAyo1fLm854/puW/kFh72sLpH7+lbLrwbfK7gfHS928j8meV+bxhwgAAIBujvf8FqhpSxB8n/y4NG2eK2VDz5Rew94T9C2ShqeulKbXnopmAd3XgAEDorO2TL9vPN81Lrc/bl6xOnt9AEDpYs9vAZr3NsielT+VXHOj9J48Q/q843vS9x23Sd9T7w7+/NAse16eEc5x2a8piztPkjQv7RquuOvSrFfsPdEz1NbW7hcmfX3a1v40fNcr7fNVWvZ8+3rTV6hcLt2/EYuZF3feHnHrpO3vqM8BAD0Je34L0FxfI02vPSllI94jZUP+OfiNo1fY3+uwd0ivoe8Mt0M0N2wL+4pVaLDUd/Kaa/SYVDb7OkPbvOO3tNlB0RztsGifG75xt23Tti8UJ/Xp0T436+Zb373Ornw0+Lnl628P/Xeru4a2ff/Ote8ZV65C1vfxXQ8ApY49v4Vo3iPNjcFvqn0GtvkNQ0NwrnywSOMOkabGqLcwJoj6QqnSPrcMO7DqeVwZ9vXueva5Yc8xY74+dH92UDRHOyy6bcPtd9s+boB1K4l9nyT2WmnXtmn4y1dK//9ul6/PlDtm2u7RHjfc+7ptm329u559bmjbt46vDwBKGXt+U2pufF32rLo3yL+10vTqE9Kw9JagborqlrBPx8I5wVzDDotpuUHVDbH2eLF8a5py+cZ9fej+NBhqoIwLjG7bcPvdtmG3TTiOK5tvLR/fnKR1C+GGRZsbQu22W4ZvzK32ctdy2z4mGMcVAJQ69vym1NywQ/a8fI/Inl2y95UnpHHpDUHdFNUNYZ+O6Ryda9hh0XCflpqAmyRuvt3fmfQ+pnxt9Fx2aIwLkKbfnWfahtv2hdWkAJuPb44JzqYK4YY+u233G9o2wdKdp2UkzTGl3JDqjrttlzvutg27bcJxXAFAqWPP7wGgwdUOr3HBN27M7tPzrgigeh9TvjZ6DhMQ7aPv3Gb63Xmm3V7tWcsE57QB2mYHPnPuVhx3Ttxce56pOO4ct+1yx9224bbdcKx8fUB39OlPf9pbl156aTQDSMae3y4SF1CTwmPaYFlMANXPE1e2uPG4fnRvdkC0j75zw/TZY74+Hx1LE2rzrZPEBOdiA7SGPhMOkwJg3Jh9vY+Ou9VR3DXdNlCK7rzzzuisrXvuuSc6A5Kx57eTmVBYaEC1w6Se6/UdFTB1rXxl+PrtozuGnsMERTs0ugHStO1K6s9H5+ULuWYtE5zzzTfB2VQx8gVIPbcDrjvHbRt6jSlf2+Wu47Zt9lpmPV+fj4751gR6CjcAxwViwIc9v52smFBowm4h2hOM3Wvj1kr6XO25P7qOHVRNULRDoxsgTduupP5Cmc/i+1xpmWvtNQrhhkW3rexz5c5x28oOriZo+vps7jpu23DXMWvF9eej89x7AN2dCbwEXxSKPb9p5cok129oUMMk13+Ev3QsmKNz84kLnG7AtNt69IVM95p87Hspd13ffdy2PUePhdwfB057gmqxzP00mLr3Np/HlM3Mzxdok9bIxxcUfX3FcsOr2y6WvY69Xlw/UKoIvigGe35T6tV/mPQ76+/S/4I10v/8Vf4KxnSOzk2SFBbtft88O3SqjgqeZg17baVt9x5mjvksHXF/HHgmOBbz9NRH17HL7Uui4+bz6NE33/SZ9UyZvjR8QdHX19HaG6o7gvmx6WfprB8nAHRH7PntZG6YVCYsmvDom5MUKs115txm1vOVGffd356j7Dn2Pezrlb0Geg47WLq0z9dvJI0pe+2k8jH97rjdtuckVZKOCnxJITZpfR2zx32fx7R1LOk+hTLr2eu6bQAoZez57WRueLTPlRn39Sfxjdtr+crMsblz3HFb3Hi+64DuJi6YxvUbvoCa7xojaV6+sTT3STtur+crACh17PkFAABAZrDnFwAAAJnBnl8AAABkRm5F9bZw08PKVatl6mkntPRaGhoaorNWC17aKJOOGR61gO7L/rV6yJkzZPY9l4fntnddOkN2zrlcZs2aJWeccUbUi1Lz8MMPy/jx46MWgCw56qijojN0V3v37o3Oivf444/L1KlTo1arec8ulzEjRwZnLU97c8vW1YQbfl9evYbwi5JD+AUAoPvryvDLnt8UCn2NVyHzi3lFGK8VAwAAKE5J7vl9/t5Tw1p6z2RZPONkee6nk6KR7kdfEZYUZnXMraR+AAAAxCu59/xq6D3xiqfDOunKRXL8J56WE65YJAt+cHw0ozAaKvMF1ELYYdVUUr8y79E179K123Y/AAAAkpXUnl8TfEVmtHS0cbnM+Z9jwj0lWk1NTdLU3BSen3X92mhOWxpA7WDptuN0xrx8CMB+7PmFoX/hDaXp7LPPjs7ah18jpaujfo2g83TtX3irrmnONedk5eru/baHJ554QhYtWiTXXHNN1LM/3eagT3v94ddoG35+d/1gOfrCR2XcuHFRTws7mMadxykk1BYSWt35hV6fRYRfGBpsLrrooqiFUrFkyZIO+5v8/BopTR35awSdp0v/wltP2POrwfeqq66Su+++O+rx06e5ofrdCXVHawUhubGxUWpra1uuC2igTAqV2m/m+Jhr48ZdZi23fOx7axF8AQAACtPt9/ya4HviiSdGPX7P3HeE7D1os8z/yXCZ/7Nb8lb1gkdFtmyWPXv2tPn2zhoo84XKNHPSMmvZZbPDrgm8pux+AAAA5NerKQh+dvjrTtIGX+OUT0wP6sY8NV0OO/oCWb9iQRB+O+Yxu2HCqTLhtL3ssGvWNuu6/QAAAEjWbd/zW2jwbcO73SEqKZNRx48KpzU1bWndKtHF7KCcROe5ldQP9DQDBgyIzuLPXToWVwAAJOm2e371L7epZ555Zl9ddtllYZ/PiRdXyfyfTA/O9ors3hVf27dKecVIKetTLhtWP99h4VfDpxtmtd3eUGqe7Jq1fUd7HMgK3avvFgAA+XTbPb/6Vofnn3++TSW96aGNykEibwRBN64ChwwdI1u3VXdI+PUFX0P73QCcND9OZ4VroCfgiS4AoKN06z2/hUr99PflxTLs2Mmyu642/LHncsX/ESBNkLVDatx87Tdlj/v6bGZtLaCnMaG2mHBrtjnYBQBAPt12z297/Orzn5df/fCHbeqXd90lP7/zTrnv9tvlnu99T+6/5VvywrObZfS0P0l5eXl0pV9c8FRJYzYzLynEmrLF9dl8c4CewGxVsLcsuEFWz90tDWabg68AAEjSI97zWwh9+jvuQ4/JmPMeaVNHnP9nOfL9s+SoD8yWYy6aE855y0celyFDhsixxx4bXQ3gQLNDrBt8TTBOU8g2368JLQDIrajeFm56WLmqe3+Ht55m8bpmWfFKWdRCMd4ydK8cN6p9fzLjO7x1fyaQaMjV87jg68o37uK7d5UmvsMb8uE7vPUMXfod3kppz293saS6Wf70fJls2y1UO+qhJWXyfPC1ROmyg28hCg2+AAAYuWXVNc255pysXM2T347ym6d7heHtPcdFHSjKX17ISUXfJrnoHcUHYJ78dn9xT3uTAq4JzXF81/FUrzTx5Bf58OS3Z+jSJ7+ltucXQM/nhlu3reE2rgAASNJt3/Nb6sYO7d2mXGn7XGnmuAq5Ruf6yrDPDV+fiutHtiU98QUAoL3Y89sFTEC0a8XmxjaVhs7Ta5Pkm2N/BlNJ/cZrMz8s18zcHJ7bn9n32d1r03zufV79jVxz5W/ktaiJ0ubbvmCCrx513DfHx8wlOAMAkpTke367GxMWkwKjTYOiPceEURMgfed2JfUr3+dxq40gkN7yyDly3bShYdNeyz439Hq3f7814wy5UK476yG5JQraKG0aVO2w6gZXM+72+6SdBwDINvb8FmjXikdk06/PluoZg6T6J4Nk/c/fK9uWPhiNJtNA6IZANyTac8yYtk2fOU/TdsuM67qmlN02Zearxb/5iIy/4kIZHLXtMfvcFtefxuBp/yHjP/kzIf4CAICOxnt+C7DrpT/L6wsulmFTmuWgI4I/MdRvl4blIhv+XiG9TrhDhp38gXCe720PGih93JBoz7PH7EDqhlMjrj+OO99//QL58dC/yTs2f1EmBi2d46PXuWNun7u2/34tFt/eW/40do+c+U+87QEdQ/8m//jx46MWSklHvu2BXyOlibc9dH9d+baH3LJ1NWGyeHn1GsJvHht/dZaMOvUZKTu6QuT1LUEa3iXSFByeC75+S0+Wcf/5t3BevledmUAYF/yUHQx9ITGuL07cvexrvHN0D+5XRa77UeuTXyPt51KFzFW6x/ibe34sH5jQn/ALAECJ69JXnbXsemDfQxp7dy2UstHBHwZ2bA4qCL47g85XRfoPFSnbvbRlUgINeybw2aFP+2xxQdGuOGZtu2zuOvY8u3+f6rXyp+hUuXP2m5+SXmPuCQAA0FXY81uA5nqRpvW7pXldEIA3BB2vBX36UPLgcDiWGxBN2+73Hc25CbDusRh6rV3Kvo/dHxo1Rt4bnSp3zn7zAQAAujHe81uAprKTZJs+Bl0fVFlQw4I/N4wQ2RUE4brcW3SKlx0YTVD09am4fpc7pgE2ab5hQrVdSf0y5AgZ/+DaMOv72HP1qJ9h37UeSWO2DdX/J4cdku4VVwAAoDQ88sgjBVeheM9vASpO+bS8tqVC3tC3Kek20qDq1opUz3uT7BmX/C0x40Kf6feF2bRBsRB6H1Om7R7tcZFJ8o7rr5eFz7S0zOfS2n9uMnONOSrTbmuBLLz5ZhmRvW3lAABk3mGHHZa6isGe3wIcOuEcKT/zdlm15lT5xz39Zdmt/eXFP0+S7Ud/XY4//7PRrP3ZYc/lhj89N/PNNb7r3Wvi1o/ju0bb9rrGxAt/Ict+3PKNJ8w19lzfNT5pP+NrM78vy374MWl5qzAAAEDHYc9vgYafcqGMv3qOHPWFbfLmz2+T4774uBx/Qfrg6wuKdpDUc3e+3bbnKnfc0H5T7npx1yizvtY+1jeeMNfGHZVp28yYPc9oM9/5hhoAAAAdiT2/ncwX9Nw+5etTcXNNf9J19jwjrs/mmzN42i/ltiCQmv64o+G2jbz9QdC+zfNaNQAAgI7Anl8AAABkRm5ZdU1zrjknK1fzHd46yvPVzfLQkjI5rILn6u3x2o5mmXb8Xjl2RPFfR77JBeI0NTXJ0qVLZdu2bbEvVy8rK5OBAwfKcccdJ7169Yp6Ww0YMEBqa/VvwLY9j5Nmjst3TWfdCwAOFPPvYX17QyF/kW3Lli1y1llnheepv8kFe3473nGjcnLOhL1S0beJakdNm9i+4Ask0eDbr18/mTx5skyZMsVbOlZeXh7OLYQGT7sMDaN2251nCgDQeXIrqreFmx5WruLJL0oPT34R59FHH5VTTz013PaVy+USj/Pnz5czzzwzurJFXEg1Adc8dTXn7nx33PBda87j+NZPYt8PALqDLn3yy55fAFlUX18flv4BP9+xrq4uuqqVCZB6tM/jmHlJc2y+EGxfX0jbLQDIMt7zCyCTGhsbw3CbpnRuHA2mvqeuSf1pA6hZo5DAas8319sFAFnHnl8AaIe4p6lx/Ua+IOq73g6wacKsWcOs464HAFnEe34BoB3ShFDDDq5pgqg7zwRZu2xxnyPt/QAgC9jzCwDt4AuhSgOnHUbtAKrHuKBqmHF7HXNul6Hn9udw57htAMgq9vwCQBHcUGnODTcU2+fKbbvM9aYMX5/yte15bhsAsoo9vwAySb+BRVq+uXaYtKsQGpbzXWOHawBA+7HnF0AmVVRUyNq1a6NWvKqqKqmsrIxabdmhtKMDqgm9bqg2/R19PwDICvb8AsikcePGha8xW7hwYfhNLHylY/qe37Fjx0ZXtTLB1NBzE0pNf1JAda93r9WjPW6Yft+YT9JnAIAsYs8vgEzSp7njx4+XSZMmhd/G2Fc6pnN8T36TgqnhC6mm7et3+1xxa9mKWRcAsoQ9vwAyqXfv3jJo0CAZPHhwYukcnQsAKA3s+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAAAAZAZ7fgEAAJAZ7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AWRSU1OTLF68WObOnSuzZ8/2lo4tWbIknJvGgAEDojM/ezzfXEPnpZ3r055rAaAUsecXQCYtXbpU+vXrJ5MnT5YpU6Z4S8fKy8vDuZ3JBFxf0K2trQ0rTYh11zHX+PoAIKvY8wsgk2pqamT06NHhv//0yW7cccyYMbJ169boqlZuoDShMqnfHN0+ZUJunLQB2KyTVACQZez5BZBJdXV10tDQkOpYX18fXdUqLlQm9Zuj29dZ0oRlAMga9vwCyKQ9e/aEobaxsTHvUSsf39NcHx33zYnrN3RMw3LSHGXWMfPstt0PAFnFnl8AmWS2e6U9JtFAaT/NTQqYOu574hvXXyh7HXPuFgBkGXt+AaALdcXTVzuMd/a9AKCnYc8vALSDHTQNbceFzrinrzo/7hr7Hklr2+z1zHma6wCg1LHnFwCKpGHSF2SVG1LNuR1C7XGdH7dWocxaZj23DQBZxp5fAJlUVlYWneXnm6vBVcOkCbN2oDVlxpUdQO3Kx6xj07ZZ12XubSquDwCyij2/ADKpoqJC1q5dG7XiVVVVSWVlZdRqZQKpCbFJbcMOnmlCqM6xr7dpv28Nc29TcX0AkFXs+QWQSePGjQtfZbZw4UKZP3++t3RM3/U7duzY6KriuUFWz7XP7rfDrDvfx6yh0swHALDnF0BG6dPc8ePHy6RJk8JvY+wrHdM5vie/Pknh0zemfXa/3fbN98k3P+06AJAV7PkFkEm9e/eWQYMGyeDBgxNL5+hcAEBpYM8vAAAAMoM9vwAAAMgM9vwCAAAgM9jzCwAAgMxgzy8AAAAygz2/AAAAyAz2/AIAACAz2PMLAACAzGDPLwAAADKDPb8AAADIDPb8AgAAIDPY8wsgk5qammTx4sUyd+5cmT17trd0bMmSJeHcNAYMGBCd+dnj+eb6dNU1AFDK2PMLIJOWLl0q/fr1k8mTJ8uUKVO8pWPl5eXh3M6kAdUuI19wdcftNUz5+gEgy9jzCyCTtm7dKmPGjAmf6uoDgLjj6NGjpaamJrqqlRsoTahM6jdHt0/V1taG1V5mnaQCgCxjzy+ATKqvrw+roaEh77Guri66qlVcqEzqN0e3r7PY4RoA0II9vwAyqbGxMQy3aUrn5uN7muuj4745+frNmNt2ueN22+4HgKxizy8AtJMGSvtpblLAtJ/82nz9ps8e8/XZ7H57nl0AkGXs+QWALtQVT1/tMN7Z9wKAnoY9vwDQDnbQNLQdFzrjnr7qfPuatKE1bp69njmPmwsAWcKeXwAokoZJX5BVbgA253YItcfjQnExzFpmPbcNAFnGnl8AmVRWVhad5eebq8FVw6QJs3agNWXGlR1A7epo9v3NvX19AJBV7PkFkEkVFRWydu3aqBWvqqpKKisro1YrE1zdIOtrG3bwTBNC7cBq5vv6bPb97c/g9gFAVrHnF0AmjRs3LnyN2cKFC2X+/Pne0jF9z+/YsWOjq4qnQdUOnnpuAqzpt8OsCar5ynDXBwD4secXQCbp09zx48fLpEmTwm9j7Csd0zm+J78+SeHTN+YGWLedhpkfd12h6wFAqWPPL4BM6t27twwaNEgGDx6cWDpH5wIASgN7fgEAAJAZ7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AQAAkBns+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAJnU1NQkixcvlrlz58rs2bO9pWNLliwJ5/oMGDAgOmt7nlaaa3xzir0OAMCeXwAZtXTpUunXr59MnjxZpkyZ4i0dKy8vD+cWQoOnXQCA7oM9vwAyqaamRkaPHh3+ly99sht3HDNmjGzdujW6qpUJtXbAtYNubW1tWIaZZ1dSv9Jzs4Y7ntSO6zMFAFnGnl8AmVRXVycNDQ2pjvX19dFVrUwotUOuHXZdZp5dSf0aUt1ze7yQtlsAkGXs+QWQSXv27AlDbWNjY96jVpy4p6lx/YUwaxQSWO355nq7ACDr2PMLIJPMH/rTHuPEPU319fuCqK9PJV3vnscxa5h13PUAIIvY8wsA7ZAmhBpuGDXi+nVdu8+eZ8oW9zncdQAgy9jzCwDt4AuhKikU22FUj755ps9ex5zbZei5/TncOW4bALKKPb8AUAQ3VJpzIykUu/2+AGyuN2X4+pSvbc9z2wCQVez5BZBJZWVl0Vl+vrl2mLQrjgnJcXO038yx+foAAMVjzy+ATKqoqJC1a9dGrXhVVVVSWVkZtdqyQ2m+gJovHCt7jgm97nWmP9/9AAB+7PkFkEnjxo0LX2W2cOFCmT9/vrd0TN/1O3bs2OiqViaYGnpuQqkdYIvlhl7D9PvGfAjJANAWe34BZJI+zR0/frxMmjQp/DbGvtIxneN78psUTI18ITVpzMed77veN6fQ+wBAKWPPL4BM6t27twwaNEgGDx6cWDpH5wIASgN7fgEAAJAZ7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AQAAkBns+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAJnU1NQkixcvlrlz58rs2bO9pWNLliwJ5yYZMGBAdNbCbRvan68KlfaauHlp+4v5bADQHbHnF0AmLV26VPr16yeTJ0+WKVOmeEvHysvLw7k+xQTE2trafeVrJ/Gtr9elva/v86a5r0q6T5r7A0B3wZ5fAJm0detWGTNmTPhUV7d+xR1Hjx4tNTU10VVtucExbZA0kgKlKymo5ruvXmvuY87dtk3bvjWT7u+uAQDdFXt+AWRSfX19WA0NDXmPdXV10VWtTGg0oc8+V75xc/SN2ecu7bODp5mfVC693pSv7eNb1y6bruP2AUB3xJ5fAJnU2NgYhts0pXNdbnA0bQ2A9pjv6I677Xzsa+zr3D6bG1rdtmG33TXdAoCeiD2/AFAkDYomBJrQqG03UNp0zJSv3Vnc0Oq2Dbft+1yd/VkBoDOx5xcAiqAB0A6Kep4mFJrAaa51251FP5spXxsAsoI9vwBQBBNWNTzaQTYfN3S67TTsa8x1vj7DhGtTcX0+OuauBwA9GXt+AaAIdsj0BU4fX+D09eXju8bXp8xnsyupPx+dZ68PAD0Ne34BZFJZWVl0lp9vrgmAbthU2vaFRDtoasX1ucx6xTCfz66k/mLp52vvGgDQFdjzCyCTKioqZO3atVErXlVVlVRWVkattjTsmdBqBz/TdgOr9tkV1+ejY+56XcV8LvfHacT1A0B3xJ5fAJk0bty48DVmCxculPnz53tLx/Q9v2PHjo2uaqWBz4Q+O5jaQdDtdyup38es55sf198evvXctjI/XgDoCdjzCyCT9Gnu+PHjZdKkSeG3MfaVjukc35NfDXx26DPnbhC0+9NWEt/8uIqTNKbMuL2WrwCgJ2LPL4BM6t27twwaNEgGDx6cWDpH5wIASgN7fgEAAJAZ7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AQAAkBns+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAJnU1NQkixcvlrlz58rs2bO9pWNLliwJ58YZMGBAdNZWXL9yx5LmAgA6Fnt+AWTS0qVLpV+/fjJ58mSZMmWKt3SsvLw8nBuntrbWG2a1HwDQ/bDnF0Am1dTUyOjRo8N//+mT3bjjmDFjZOvWrdFVbWnINcHXnLttl/bZwdi0fXMBAB2PPb8AMqmurk4aGhpSHevr66Or9qfB1ZSvncQOwnokAANA52PPL4BM2rNnTxhqGxsb8x614mhgNeVr2+w+PXcDMgEYADofe34BZJLZ7pX2GEcDqylf23DDrp67QdcXiAEAHYs9vwDQDhpYTfnaBqEWALoH9vwCQJE00NoV1wcA6D7Y8wsARbCf8NpPeuP6AQDdA3t+AWRSWVlZdJafb677hNc85Y3rBwB0D+z5BZBJFRUVsnbt2qgVr6qqSiorK6MWAKCnY88vgEwaN25c+CqzhQsXyvz5872lY/qu37Fjx0ZXdRzdDsFTYQDoeuz5BZBJ+jR3/PjxMmnSpPDbGPtKx3RO2ie/acKsmeObSxgGgM7Hnl8AmdS7d28ZNGiQDB48OLF0js4FAJQG9vwCAAAgM9jzCwAAgMxgzy8AAAAygz2/AAAAyAz2/AIAACAz2PMLAACAzGDPLwAAADKDPb8AAADIDPb8AgAAIDPY8wsAAIDMYM8vAAAAMoM9vwAyqampSRYvXixz586V2bNne0vHlixZEs5NMmDAgOishds2tD9fpRE3z/T7xvNd43L74+YBQE/Dnl8AmbR06VLp16+fTJ48WaZMmeItHSsvLw/n+hQTEGtra/eVr50kbQDVtdy5vj5tp7mv8l1vpP1cANAdsOcXQCZt3bpVxowZEz7V1QcAccfRo0dLTU1NdFVbbnBMGySNpEDpMkHVzLePpuy2zTfutm3a9v1Y4n58hfw4AOBAY88vgEyqr68Pq6GhIe+xrq4uuqqVCY0m9Nnnyjdujr4x+9ylfSZ4+o6mfG3D7XfbPuZzxZVN13H7AKA7Ys8vgExqbGwMw22a0rkuNziatgZAe8x3dMfddhKzvgmaejTlaxtuv9s27Lb92XwFAD0Re34BoEgaFE0INKFR226gtOmYKV+7GHYYtc9tpt+dZ9qG2/Z9rvZ8VgA40NjzCwBF0ABoB0U9TxMKTeA017rtNMx97KPv3Gb63XmmDQBZwZ5fACiCCasaHu0gm48bOt12PnZQto++c8P02WO+Ph8dS/vZAKAnYM8vABTBDqxpw6svcPr60vLd3/0spm1XUn8+Oq/QzwkA3Ql7fgFkUllZWXSWn2+uCYC+0KptX0i0g6ZWXJ/LrKfseWZ9PfrOlWnbldRfLP1M7V0DALoCe34BZFJFRYWsXbs2asWrqqqSysrKqNWWhj0TRu3gZ9ompBraZ1dcn4+OmXWT5nUGcz/3x2nE9QNAd8SeXwCZNG7cuPA1ZgsXLpT58+d7S8f0Pb9jx46Nrmqlgc8Oo3pu+k0QdPvdSur3yRcwzXjSGoXwfS63rfJ9LgDoTtjzCyCT9Gnu+PHjZdKkSeG3MfaVjukc35NfDXx26DPnbhC0+9NWGmaeb36+dfLdw147qQCgJ2LPL4BM6t27twwaNEgGDx6cWDpH5wIASgN7fgEAAJAZ7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AQAAkBns+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZkVu2ribc8Pvy6jUy9bQTwk5bQ0NDdNZqwUsbZdIxw6MW0H3Zv1YPOXOGzL7n8vDc9q5LZ8jOOZfLrFmz5Iwzzoh6Ueqamppk6dKlsm3bNtm7d2/U21ZZWZkMHDhQjjvuOOnVq1fUG2/AgAFSW1sbteLZ8/TclWYNdC/Tpk2Tt73tbdK3b9/YX09opf/fqq+vD/8/OHPmzKgXWWb+f/PII4/IYYcdFp6nsWXLFjnrrLPC88cff1ymTp0antvmPbtcxowcGZy1PPLNLauuac4152Tl6tWEX5Qcwi/iLF68WPr16ydHHHFE1ONXVVUlu3fvlokTJ0Y9fibQxgVgX8hVdggm9PZMF1xwgbzzne+UCy+8UEaNGi05/pNqXvr/qZqaGnnggQfkj3/8o9x///3RCLKqK8Mve34BZJL+xjt69OjwbTf6FDjuOGbMGNm6dWt0lZ8dXE0A9rHn2EGX4NuzHXvssfKhD30o/PVE8E1H/+A5YsQIOf/8C+Qtb3lL1At0Dfb8Asikurq68L9spTnqf56N4wuu2nYDsN2nR3Od22fa6DkOPvhgOeywwcEfmIQqsAYNGhT+IRPoSrznF0Am7dmzJwy1jY2NeY9aLhNUTYB1y+4385X2a9lMn9uPnkH/gNSnT+/gTH8vpQop/br16dMnOAe6Du/5BZBJ5g/9aY8uO6wWcm6HY5sJx+iZ9OHlfrX+Qbn9gY3B+UZ54No7ZGHQt/6Ba+X2hcHYwjvkg7cv2v+acO4H5YMfjKuWdfa/rrUW3n6tPLDe6Q8+y7W3PxiuHd7fHov5LAtv98zVcudr+9oHZb09p4ACuhp7fgGgi5jQa0IwSkdzU/P+NfQcmdb8PblzkU4Q2TAzCL7Nn5OrTmiWDeurZfKkEz3X6dxT5Zqf/0p+sV/dKh8YFYw71+i6H77z6aj9tCyoPkVOGtp2Tssf4obLOTffKiPvv0MW2WMnfFqukVutNZpl0Z0flN+NuDX8rPvmmbEF1fKBadZnD67/1qQn5Qtfmikb7HnBGl+eubF1XkwBXS23onpb+H+Jlat42wNKD297QJwHH3xQTjnllKiVbP78+XLuuedGrVZpAqx5wpv0tNeEYfuInuOGG26QG2+8OWq12vTwdXLtb9dFrVaTr75G5Lu3yZNROzTqA/LfN58jw2SjPHz9F+W31VH/fibL1T+7Svb9br3pIbn+DpHP3HySLHKvGzVaRlWvE+9S0f0k5jO2Mfka+dknT4waz8gPr98g516wXq79bpsfQVvhNcOCH4t+uFvk7GFRv8dXv3q9fO1rX4tayKoufdsDe34BoDgaUu2K61N6rsHWLnscPVtTk74dpG0d/r6b5d57fy7/ccFkOUWf2I76d/lm0D67+n55Mjq/995r5JQg0P7HjWfL4eF1wVraDsfc+pZcEKxj32PRzP+TkefptcPkfTf+XL4ZTDjlP6L5QSC/0Vz7zX+XUadc07rWvvs1t84PSq8fdcG3Wuf9x+TwqbW534YHg88+coQcPvFTrXN8dcUJwfzgM503Un4785l91/sK6Grs+QWQSfqS/bSS5mqI9Ynr94ViG4G4Z9IMt39tkoe++lF5evg0GRYE2s9O2yB3PvysPL0xCKiyQTbqnI3rpXpUECaD82d+9FG55JIvyu+qn5TvX6LnblljX31INgTrr18/SoYNNfd7Vh5aeLJMbb5LvvLwpn33D6/98m+lev5t+9b60TPRNcFnn//9aE5QX/5dtVT/7ov72pd8v+Xp7r71g3HT1s+7bx1Tz9wVfbaoPXSEjFy/vrXtKaCrsecXQCZVVFTI2rVro1Y8/SYXlZWVUWt/GlbdoJv0VFfH4ua7/eg59HVdbj3zo9ul+cr75PKJ+l9YgzkTz5W3b6iWEz5+pbzv7SLrNwTzNm4QeftJcngwf8LH75OfzvicnDzy/XLTDD0P6jOTZeT5/91yPuO/5byRo+S8m4Lz6VODa4IAXR2E38Ojez6zQKp1LQ2UwQ31qWpz82T5tF570/tl5MmfC9e56fxRQX/LNfq5Tv5MdK9orPV+QQX3l2juxofvl+rg/qY94X3vl+oHHpSNeu+onnn6SRkZ/XjCvsOHy8jq4HNac9wCuhrv+QWQSePGjQtfZbZw4cJwT6+vdEz/3sPYsWOjq1qZEGsCq+9ojxsacu1grOOmTQDuudz/lK814fIb5azDN8ofv36HyJVXyISmw+Wsy6fKkGBsyNBmeeDhZ+TZICyOGHp4m+ua198vX7n8Yvm41h1PyvrfX9tyfnnLWxxMsNWnxutHDtu3fWFjEKzDueaaHy8MJj8pd+q1X7lf1j/1vXCdr/y+OvyLZuEaQfh96o7oXtFY6/2CCtYy99u4YaScc87I1vsffqK8XRbIMxujdtMzsuipU+Scs+wfz1AZNrJaNu6bs38BXY09vwAySZ/mjh8/XiZNmiSTJ0/2lo7pHN+TXxNi05ThO7f7lNtGz+ALdc/99BK54hNfDgJrtTzwVT0PavrDslHHJ5wt09Z/X36w/gI5a0Lb65pHXCDTf3SP/FDrqlNkxLRbWs5/dItMG6EPXqO5Q4bL8PUbZVPUHvKeG9pec9mJwe/vp8intO8bF8iISZ8Nx6dPGyXBXdpeE5WOtd4vqsuOD+e+7bIr5G3hjza6fxBsJ5wksvAZfZ1b0H7uaVkw6SR5WzhmaqNsWD9Shg6x+9oW0NXY8wsgk3r37h1+d6nBgwcnls7RuUASX6g77j3nywg5RT55193yg7tulnOD4PqOs98XPvltatokuuNBg+S+MNv0rNx95e2ycMPvZPqVl8ontX4wXzbMvK7l/MrrZOaGapn59a/KI+GTVL3e91RVX6sWXHNDELRlvtyl1379d7Jhwe3hOtNnVgcfeKM8ckN0D6t0rPV+VgVrtYTs8CPvu9eQCW8XeXpROLZ4UbWc+56WoLyvgh+k/jBbf4z7F9DVcsurt4W/8njVGUoRrzoD0Nn0VWef/0Lcq7qek/s+c4foq35Db/+M3H78Ivnsj5+Sk66YIe/Z9HW56Zl3yFeue58cHk1pY+lP5JubpsqX/83/rrCl910uzx0/Qy5+2yaZdctX5OGNLf3Dz74puEaCvj/I0Os+IW975Y/yzT8Ply9ffLy88pevy5+HfSO4pmWuTcfulk/G3k8/z2efO0luD9ZpQ9efIXKZ++OIm2/59v/cwKvO0LWvOuOZLwAA7dPc1LRfLbn3cvnsZ2bK0Ot/It//flQTng6Cb7N8PDj/2LFNMuRfvy7ff+8GuemWH8t9t+h8p4KQvPHhr+zfH4TazcE9jnv3ebLxD3p+uPzrl6J7fHxS8IFaniiH/4Sfpzno2yB/Ce5x08MiQwfv/3nD0sdh4bWesbB0HfNjs+rG38vGjb+Xm9p8vo3ylz+sl6nvnuCs0baArpZbtq4mfPL78uo1PPlFyeHJL4DOpk9+r/nPr0StrvfKX78h39x8jnz3o/FPVw+EpT//hPx56I3yxX8dGvX43fadm3jyi6598sueXwAA2sf3Cq+uqsHv/Kp858MTvGMHso798I/k8+8c4h2zC+hqvOcXAIB2OOigg4LfRnU7QNCgCqqyXs38hVJ0Ofb8AgDQDnV1dUHt9GU7Kk/t2rVTdu/eHZwBXYc9vyhp7PnNpr7veld0hp6mfvbs6KzneP/73y9nnnmmnHfe+6VP3wFSVtYnGkGcvXsbpKG+Vh544H6ZM2eO3H///dEIsqor9/zmllXXNOeac7JyNa86Q+kh/GaTht+eGKKyrif/vE2bNk0mTJggffr02febOOKVlZWF+WLJkiUyc+bMqBdZ1qXhl/f8opQRfrOJ8Nsz8fMGZBfv+QUAAAA6Qa8mfZl1+FZrAAAAoLTxnl8AmaTvF128eLHMnTtXZs+e7S0d0z2Jce8iHTBgQHTWVlJ/vnL5+lTa/rh5Rr7xJO25FgAOFN7zCyCTli5dKv369ZPJkyfLlClTvKVj5eXl4Vyf2traggOgXmPK13Zpvy/Qxs13+a6Po/PciqNjhawNAN0Fe34BZNLWrVtlzJgx4VNd3fplH9esWSNf+tKXwuPo0aOlpqYmump/aUOoT77waAdQc+62bdr2fZ64z+ibr21Tcezr9Oh+DgBoD/1LbGmrGOz5BZBJ9fX1Yekbbezj9u3b5dZbbw2D74033igbNmwIv4lBe5mAqEe77D5zbnPDqNv2MevFlZlj1jB9adjXGdouZA0AiKNvbii0CsWeXwCZ1NjYuC8A2/Wd73xHXnnllfAJ8Omnny6HHHJIONelYc9UGiYw6tFUXNvm3sdtG3bbXtNXhlnH12evp3xzbdrvuw4Auhv2/ALItF27dsk999wTHn/961/LihUrwv7jjz9ezj333PDcJy5ImvDntg233227zH3Mvdy24bZ969l9vjWU6XfHTJ/9ed3yXQcA3Q17fgFklgbeb3/72/L3v/9dbrjhhvAND2rUqFFy6aWXhudpmeBnwp/bNtx+t+2yw6Wv3R66Rtx949if1y0A6AnY8wsgs/r37y8jw+/60/IXLJT2afDVY2dww6vbtvnCpa/PR8d8axru/Q3TtvsMeyyuAKC7Y88vgEy77LLLwleaGRp89Q0PhUoT/HzB1den3FBp1o/rz0fn2evH3dfXZ7PH3QKAnoA9vwAyqaysLDprDcBnn312uNfXZc/1cYNlHDuwasX1KTdYmvXj+ovl3hcAuouHHnoottqDPb8AMqmiokLWrl0btVoCsO8vuFVVVUllZWXU8ksbQH2h1dfXUcx6Gm7dtU3oLfS+5jpfAUBHOuecc6KztuL602LPL4BMGjduXPhqs4ULF8r8+fO9pWP6/t+xY8dGV+0vbXCMC4tx/e3hW89tu6E3bp45GuY6XwFAR3ODbnuDr2LPL4BM0qe548ePl0mTJoVbHnylYzon35Nfly8IukExqeIkjSkzbq/lKx/fPFOGfe6TbxwAimECb0cEX8WeXwCZ1Lt3bxk0aJAMHjw4sXSOzgUAHDgdFXwVe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAAAAZAZ7fgEAAJAZ7PkFAABAZrDnFwAAAAeUfhv59lZa7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AQAAkBns+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAAfUgAEHR2fpdMT8QtcAAJQO9vwCKJqGyLSVJO1cM+bON/1J0swBAJQ+9vwCKFpt7Rv7VVK/SwOpOyffXFXMNQAAKPb8AmgXDZh2xfW5tN8Opm7bZQdde+1Cwq25xj43bQBANrDnF0C7aQA15WvbTODUMRM8Tducx7GvNWX6XHafe41y2wCAbMgtq65pzjXnZOXq1TL1tBOi7lYNDQ3RWasFL22USccMj1pA92X/Wj3kzBky+57Lw3Pbuy6dITvnXC6zZs2SM844I+pFWr7g6UoKmCaYuuc2cw97zJ1rz+n7rneF5+h56mfPjs4AoDBz586VqVOnRq1W855dLmNGjgzOWvY75JZXbwsf+65cRfhF6SH8dj5fCE1qG3ZYVaZt811nxK1rS7p3vmsBAD1L2vDLnl8A7aZh0pSvbTP9Gj5NALXbps8cDXOdqbg+H988tw0AyAb2/AJoN19wdfsMu8+ET22bEGraLnOdqbg+H988tw0AyAbe8wugXTQ8Fvv01A2fccHXiLtPsfcHAGQP7/kF0G4mAOcLrz72dfmCb9y4uT8AAPmw5xdA0UxwtcOr3WeX4fab65KYeYa2XebeAAAkYc8vgKK4QVPbSeEzbtz0J5U7z7D7TH9SO6kfAJAN7PkFUBTzxLZUCgCQDez5BQAAQGaw5xcAAACZwZ5fAAAAZAZ7fgEAAJAZ7PkFAABAZrDnFwAAAJnBnl8AAABkBnt+AQAAkBns+QUAAEBmsOcXAAAAmcGeXwAAAGQGe34BAACQGez5BQAAQGaw5xcAAACZwZ5fAAAAZAZ7fgEAAJAZueXV28LHvitXrZapp50QdtoaGhqis1YLXtoYnQHd36RjhkdnyWbNmhWdAQCAnmjq1KnRWat5zy6XMSNHBmctD3tzK4Lwq+m3kPALAAAAdDd9+vSJzlq54Zc9vwAAAMgM9vwCAAAgM3jPLwAAADKD9/wCAAAgM9jzCwAAgMxgzy8AAAAygz2/AAAAyAz2/Hr07ds3OtufO5Y019XeuYVcX4g067pzkq5Jmht3nfYnrekqZK6rPdcCAICeLbdsXU244ffl1Wu65JtcFBI86uvrw2Oaa8xcI+kae26xnyfNZ0t7H/ezK3MP916+uYVK+iw29/O79076PHGfO+kalW/ccNf0iVsn7T0AAEDPkuabXOSWVdc055pzsnJ1uu/wtmfPHnnuuedk27Ztsnfv3qi3rbKyMhk4cKBMnDhRDjrooKg3WVIgyRdWOirMmHXcY5ykcXssbr24633XuucdKc26Zo4e4/jWiJufdL9CPo97brjj+eS7HwAA6P5Shd/l1dvCJ79pv73x008/Lf369ZMjjjgi6vGrqqqSuro6Oemkk6KeZEmBpyvCixuWfOc20+/7bKY/7jrDN67sa33rG3HXp5G0roq7v/bbn0+5bZc9nm+uSpqjYzad55ufb418nwEAAPQ8qb69caF7fmtqamT06NHh69Gamppij2PGjJEtW7ZEVyVLE0Z0PK5sulbasue76xjan2+++Rxxayj7OlOmz2a33fnKbbeHvZZdNrvPPprPaT6joW1TxTDrxV2vY/bncJl7u2Om36zrtgEAQDYU/J5ffZqrT4M1XOQ7auVjh4+kIGKHFbds5r52pel317Pb7vxC+NbQtjJ9Zo7pM+zzzmDu61YSe459NOfmx3SgxN3f9Jsxtw0AALKh4Pf8NjY2tgkOSaVzk2hg0nmGnpsQZTPr2eduuyPYaxeyrgl/+T57nELuFSfu/knMfd2Ko+u789y2zf5MceftYa9h1rSrmH4AAFDaDth7fjVs+AKT9tlBJG0ocefFXZe0no65lUZSAFS+NX19Lt8ct90e9lp22ew+83Nj97ltm/01iTu36Rr2HN+a9r3sNezr3H67TJ85umMAAKC0dfl7fk14SQobOmYHHHMeJ996tqT1dMytjuBb09fn8s1x24bbTsNeyy6b22e33fOuYN8zTtyvh6RfJ/l+jQEAgNJQ8J7f9koTXpQ9R8/jwokv0CSFHBW3nva5FcceK3S+LemaQug6ST9mH/OZ3conzRxD56b5XL55cT9Pccx83/3cdey1464BAAClp+A9vwdKXDhx+4sNMnpNXPnY/fnmJ30m7XeDWTHi1k9iPq9b+Zh5+rl9PzbT5xtz28o3zzDrpGHf19Bzd30zbubG3RsAAJSegvf86jewSKuQuXFMeDGBJV/bDTKm32Xm2dfnK8O+h+9+Wvb69hx7HUPHff2dxdxLj74yY4Z7bko/t/nsZo7pV/aYr5Qezfw4Zh3DPjfsdez5em6v797PzPWtCQAASk9uRfW2cNND2m9yMWfOHCkvLw/f45tEv8mFXnvGGWdEPQAAAEDnSfftjdfVhBt+X169JlX4ffXVV+XFF1+U7du3J35748rKSnnrW98qQ4YMiXoBAACAzpMu/FbXNOeac7Jydbonv/ru3p07d4bfxS1Jr1695JBDDpHevXtHPQAAAEDnSfntjQvb86thdtCgQTJ48ODE0jkEXwAAAHQnBe/5BQAA3VddfYMsWLxClr1cLQ2Ne6JeJOnT+yAZf9QoOW3ScVFPx+PnpXDF/Lx0yp5fAADQfT321FKp2VEr0949Wcr77h8EsD8NpjNnPSkDKwbI6Se/LertWPy8FK6Yn5dU2x5adj0UsO8BAAB0W8tXrSdgFUi/Vvo1069dZ+HnpXCd9fNS8J5fAADQfel/UidgFU6/Zp25HYGfl+J0xs9LEH4BAACAbOjV1NwszeFfeQMAAABKG3t+AQAAkBns+QUAAB3qpJNOis7SK+YadK1S+Tlizy8AAOhwGpTsymfRokUlE64OJPfrbiotd27ctYWs2d2w5xcAABTMhCq7TL8GWbtc7nWm8o0hP/P1tr/2evR9TbVcZq7htpW2zdo9EXt+AQBAwTT8mABkzn2hKC4omWvSFNrPfB3TfF11zA3AtqRrewL2/AIAgA5hQpNdyj5XhYannh62DgT3a14o8zU365i13HZPxJ5fAABQFA1AvmCqfabfPnfZQSquUJykr3ucuK+3Wcuunow9vwAAoGjtCaq+QOXrQ9fQr3cW/sDBnl8AAFAwE5J8IdUOw/Y5uo7v626HWz36/nBh+uxrzVp29WTs+QUAAAXzBSdDx8y4fe7q6SGqO0v6uhfKrGVXT8aeXwAA0G2U0hPG7sL+Wmpw1fOkAJtvvKdjzy8AAOhQdtiyz9MwTxZNoTC+r3t7v5ZmLbt6Mvb8AgCAovnCkB222hu8UBjz9Y77uuvPlfbHBVgzbrPXM9WTsecXAAAUrdhAlC+EoePZwTbLX3v2/AIAgKK4gdd9amjO3ZDlC2Fmjjl3C+2jX0P358t87W3uHFcp/Hzklq2rCTf8vrx6jUw97YSw09bQ0BCdAQCA7u779z4kn7/i/VELhfj2j++X/7jknKjVsfh5KV4hPy99+vSJzlrNe3a5jBk5MjhreeTLnl8AAABkBnt+AQAAkBns+QUAAEBm8J5fAAAAZAZ7fgEAAJAZ7PkFAKCE9O5dJvX1jVELaenXTL92nYWfl+J0xs8Le34BACgh4988Sh6Y9XeCVgH0a6Vfs+Pf8uaop+Px81K4zvp54T2/AACUmMeeWirLVlVLY+PeqAdJ9MmiBqyTjx8X9XQOfl4KU8zPS5r3/OaWVdc055pzsnL1asIvAAAAeqxU3+SCPb8AAADICvb8AgAAIDN4zy8AAAAyg/f8AgAAIDPY8wsAAIDMYM8vAAAAMoM9vwAAAMgM9vwCAAAgM9jzCwAAgMzIrajeFm56WLnK/x3eAAAAgJ5qv+/wxp5fAAAAZAV7fgEAAJAZ7PkFAABAZvCeXwAAAGRGbtWmneGG33+sWCmVb+ofdgIAAAClYvjwEdGZFX4BAACAUtcrOgIAAAAlj/ALAACAzCD8AgAAIDNyv93YyJ5fAAAAZEJu5mPPEX4BAACQASL/H7xT3VsaQqiEAAAAAElFTkSuQmCC

用友软件工程师 发表于 2018-6-29 14:29:51

刚查看了一下,本期出库金额需要和计量单位同时勾选上,才会显示

社区专家 发表于 2018-6-29 16:03:35

谢谢,这个可不可以单选,比如我只想让本期出库的金额显示,其它两个不显示,如何解决?或者是怎么样可以显示出销售金额。
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查看完整版本: T+12.1收发存汇总表,本期入库,本期出库,期末库存如何只显示计量单