一只傲娇喵 发表于 2024-2-2 14:52:17

如何根据坐标提取文字呢

如图一,想提取"文件编码"和"版本"中间的值,

已经得到了得到了"文件编码"和"版本"的坐标值,如何根据这个坐标值提取文字呢
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BqhbR8pelu2RoF3DW3fmstBUPzQX4vvhdT89fshWUUTZ5/bL24iIbx0PV4aa/n/pKuHMkcU7JN8efYGNfqjbV7XE/3+V3v5ff8vXo3/P7hvOFEgQAEIACBuQnQ1NaIVh5IMrvMZeTLtsnjRhG5slR92Wp62BWTpeLHSH/w5xz5XCrG7dLlDymbZPaNGStP0nNkl+z5Iy6/lCeZfb2xcrL0nOyLcX65z/05tjVWnVKMfJI5pmQr+RUXMr+yPY9bMSWfbKohvScVn6XnZF+M88t97r+OjTzLvfYxgAAEIACBoxDY3bF1Y37bC18Y3vaBm+/HX/jCUSZefNFzP5TOPf/iN2idC1RTtM7Vr3/VJ+PP53f9h4UrgAAEVkeApra1Zed+MJ17/hYbfHsROFlTtdfqtp90Ev58brd/kLhCCEBgkQRoahe5LSxqqwRO0lRtFd4M1wX/GSBSAgIQgMBCCdDULnRjWBYEIAABCEAAAhCAwHgCNLXjWREJAQhAAAIQgAAEILBQAjS1C90YlgUBCEAAAhCAAAQgMJ4ATe14VkRCAAIQgAAEIAABCCyUAE3tQjdmtyz+FfWSd4e1QQACEIAABCCwIAI0tQvajBtLoaG9gQMFAhCAAAQgAAEItAjQ1LbonNNXaWplzjIvU3bZXA+7bJKKlZQ9yzE+xSAhAAEIQAACEIDAqQnQ1J6a+Jj51E0WYt3V0uULqZdsx9JVFwkBCEAAAhCAAAROSYCm9pS0x87lnWfKc1dND3vpVYtX7KF+1UFCAAIQgAAEIACBUxKgqT0l7bFzeWeZ8tzV01PqbtiLP9Tv86FDAAIQgAAEIACBUxCgqT0F5alzeGeZ8t3V01PqbtiLP9Tv86FDAAIQgAAEIACBUxCgqT0F5alzeGeZ8t3V01PqbtiLP9Tv86FDAAIQgAAEIACBUxCgqT0F5X3m8O7yXg2Zs8zlZc82HytGsuePOL08x3XFISEAAQhAAAIQgMApCdDUnpL2lLkq3WLFPKXypNhTzzdpcQRDAAIQgAAEIACBewRoapd8FAodZcF01Cs49XxHvRiKQwACEIAABCCwWQI0tSvb2mM3maqf5coQsVwIQAACEIAABC6QAE3tBW46lwwBCEAAAhCAAAS2RoCmdkM7+sQTTwyner/26rUnm+sU13To9UzNnxrfYjC11tT40ty1GjV7qYZs++QoN+TY/A191LkUCEAAAhAoEKCpLUBZqyk/6I899kYi9Npba6n5s12xJZnjpo5L9bIt6mW9N/b4nu71SvFhK709t6R7vVJMtuX40pzZlvM0zvmyhazZc0xpvG+eao3JX+vnmnVDAAIQgMA4AjS14zitIkoP+FNIbyJc1xpKdrdJD1l6q1ZJKlc+12VvSeVItmLl89ierjxJj5d9Xzm13tj4UlzJpnW3fIopybF5EbfPO+bkBQEIQAAC2yZAU7uh/S01C8eyeRPiuuYt2d2W9TyOGq6rrqT7XVdcTXq86/vm9er0/LV5D7VPndfjQy+9ta6pvlJ8yZbrazxWRr2I5QUBCEAAAtsmQFO7of0d+5DfN67UbKhhqPnkz3OWYuX3eNcVJ+l+1xVXkrXYmj3X8JieHrkRU3rnur1xKb9l83oRm22lXPe39PCppmQvPufk2DyeUivn+TjX2dBHnUuBAAQgAIECAZraApS1mvIDPR7meme7xvLlh758Y6Tnua4aJbvbsp7HUaOkh23KW2vJ0utmX2ne7FeupMfLLplzNc6+GPfeyhsrc/2c4/ZD9aitGpKt+eQrxcqXa2ZbHkd+651jNV7r55p1QwACEIDAOAI0teM4rSJKD++Q+YGf7Rr3/IqrycjPPtflK9ndlvU8jhpz66WaU2weq/VJ1vxh1ztic7zski2fYlqyle++Q/VYR9TwOlpfza48xWXZyslxpXErdxUfYhYJAQhAAAJ7E6Cp3Rvd8hJLD/lj2dQ8ZBnj0tvX0IpRPeXMqWte1c7S55HPczxOusucr7GkaipHdsmaXf6W7OW6/1A91pJr5LH7fN0eK3/NLn9N9vKW94llRRCAAAQgMCcBmto5aZ65Vu1hfwx7NBC9JqI2r+fVdLdHPbdN1ceuqRTnc+WYlq8Up3iXEVuy5Rq1sfJq/lxbMZHjb/nGxvu8Wc/jXFdj97uuuJ4ck3fmjyfTQwACEIDAkQnQ1B4Z8CnL9x78c/mjgchNhPSWzHPn3LDXdLd7rPw16fF5DT5WDbeP1cfmK64mYz75fNxaS86ZEud5U/XSGnONPK6tSzGSrbiI2ecdNXlBAAIQgMC2CdDUbmh/czOQH/zZrnHPr7gslRO2GGdfHrd8nquaktlfqpNtGrvs1chr1Vg1pLdkxI595zp5jto44lu+XE/jHC9bTXrsoXrM4zXy3C3fPnE5J4/HzLOhjzqXAgEIQAACBQI0tQUoazX5Qz4e9LWHvXw1f65VGnte1vM454bd3+EvxZdsOdb9Nd3teT15PDYu5+Tx1Pwcn8dRs6fPNe+YucasxWOmrk/5kjl/7HhM7lo/16wbAhCAAATGEaCpHcdpFVHeAMSDvvWw7/m9Xta9btZVV7KVF76cq9iSbWpsLV5zZFmbL8e0xlPzFS+Za7vN9YgNW8me65TGnqM6Wea8Unz2x9hjsr/lK+X24nPtPB6Tt4oPMYuEAAQgAIG9CdDU7o1ueYn+kG896MPX8udapbHnZj2PS7lu83jpkjm+ZMt+H4+NHxvn9aVPzW/Ft3wxX/bnsdbSkofGR37pXZuzNV/NV7PX5gj7mJzlfWJZEQQgAAEIzEmApnZOmmeu1Xroz+VT8yCZGwrZJMfOmePzONdWLffL7lJxku53fUxcxOz7HjOf1iDpOaGXfGPWpFqlfPmyVJykfK6H3W3SJZUrGfaab0pMnrtXL2J5QQACEIDAtgnQ1G5of9UQHFvmBiKP1WSEzd+tNamGpMdmex57nOvHivV59tFra6vZ95mjlDOl/pRYn6uUG7aS3XOzPiZnbM0NfdS5FAhAAAIQKBCgqS1AWaspNwOM7/8XvGABC84AZ4AzsO4zsNbnMus+LQGa2tPyPups3LTXfdNm/9g/zgBngDNQPgNHfXhSfDMEaGo3s5VD9XdjuUmWb5JwWS6XMV87aO3fofmt2qfwrX39p2B0yXNc4vnY0KOaSzkiAZraI8I9dempN/lj3RgPrXtofo/DIfUPydW65qihWluVLUYtn3iMiVHsOaTWJ+lr6Nlrfq9zbn0t6zw3p6nzb5lr7dpO/TxlvnUSoKld574VVz3lxli7cUypUYs9tPah+bV1yX5I/UNy55hfNS5ZzrEH5+Q3x/rnqHEKBmtZ5ylYMMf4/89Q6dwUH3oYIWAEaGoNyJrVfNPUTSFktmssv/Qs5cuy5W/5VCPHtMaKd5lzxvgUr1jXZZeUvycVn6XnZF+Ms9990hXjetjdJl1SuZKyS8qea8kXMvt745ynsefILtnzR5xilCMpu6TsLmt+2bOs5UaM+0LPuWNjPCfrmiPbNJZPUnaXLb98kp7b05Un6fGyS/b8EZdjlCeZfb2xcrL0nOyLcc9fivEc6apd08OuGEnFZp9srRj5Qnq8fLJnKZ9ky5dr57jaWDWz9NjsK9V3fysm117zs5m1n44ATe3pWB99pnwDyDeObI+xfG4v+Ty2p5dqlOZp2XyOHOu+qfqh65s6n8f35s/xMfb47HffHHrUaL3nnr82l8+T41o+xdVi3H6orvmmSJ+zlNuLqfnd7npprmzz+FPreS2l8dzrKc3Rss05v2qF1JyySa/JWpzbp+q1+WSfWq8Xr7ol6blHf4AywSYI0NRuYhvvXkTpxlCy+c0ix7hvqh61PKdUXzGSpZhs09jjXY842SSVK1mzl3I99lA9z6H1ZJnrx9jjs999c+qaR1JrnFtXXZc+T/a3fIqrxbj9UF3zjZWaz6Xny+926TW/22u67JK9ujV/L39fv/IkjzW/6o6Vc60n6pTm9PqlmLDV4ty+r648Sa1jbl11S9Ln2tCjmks5IgGa2iPCPXXp0o2hZPObRY5xX02XXbJVI/vGjEs1lSefS/kl5ZeeZcuX40pjz63pskvmWiWb/NkX47C7TXqWnp99MXZ/TZe9JlVX/ql65ClHUrWy3NenGrV8t0/Vx65f6yhJn3OfmFoN2V2W5ijZlFfyhc39++rKk6zN53aPn6rna/Bcn6uke05Nl11StVyXPUvFSGafxjWf26fqql+TU+t5fNSVTXLsXKd+njLfOgnQ1K5z34qrrt0c3N66mbivp3vt0D2nFNOytfJbPtVUjKTskjW7/C3puT29VMtzckz2xTh8bpM952mcY2XL0v2u59jS2OOn6l7T8+Wv2cPf8vXyPXeqrvqSni97S47J6cXU/DV7az3Z18t3/6F6nnvMeO75vF5vDR7f072ex7vf9Vr8WLvH9XSf3/Vefs/fq5f9Xqv40MMIASNAU2tA1qyWbghxY8j2GPvNIvvd19NzrsaeI/tY2cpv+aK++10vxYxdVynX67teqt2Lyf48Ls3v9T2+5+/FT833eq736snfymv5evmeO1VXfUnPl70lx+T0Ymr+mr21nuzz/GPree4x40PX43N4PfeXdOVI5piSbYo/x8a4Vm+s3eN6us/vei+/5+/Vy36vteZnM2s/HQGa2tOxPvpMpRtC3BiyXWO/YcgeUr4sW/7s0zjnxlj2sbKVP8aneRQrXVJ2Sdl7UvFZek72xdj9obdi5MtxuYb8ktmXc0p+t7nutVxXfJa9mOzPeRr3/BGXY2KsXEn5pbuUv5WbfYpXHddlDynfWKncUrx8LhXrdunyh5RNMvvGjJUn6TmyS/b8EZdjlCeZfb2xcrL0nOyLcfa7z/05tjVWnVKMfJI5pmQr+RUXsufvxZTyZdM80ntS8Vl6TvbFOPvd537FKk56SF4QGEOApnYMpTPGvPLAAwNvGHAG2mcgP/wYt3/BYs18Ss3Omq9nbWs/Ff/SPGd8DDP1igjQ1C58s2hm2s0MfOATZ2BtzQHr3a/xLjU7sNyP5T7cTsG/NsfCH9UsbyEEaGoXshG1ZdC00bRxBvpnYJ8HNDmna4bmYl1reOaqT532mTgn/9ozEjsEMgGa2kxjgePc0PSWxw25fUOGz7b45M8Ge7utvWU/2U8/A73nH34IBAGa2oWfg/zgXvhSWR4ETkqAz8ZJcTMZBCAAgcUToKld+Bbx4F74BrG8sxHgs3E29EwMAQhAYJEEaGoXuS33F7XUB/fV1TDEe6mvq6urId68tktgqZ+N7RLnyiAAAQgsmwBN7bL358bPeU1e6hE7zyOWHnWZalolPalnr/m9zrn1tazzBqcTHQ6a2hvUUSAAAQhcPAGa2oUfgb0f3CdqLM6Bb45Gb44ap7j2tazzFosTnL+9Pxu3FosBAhCAAAS2QICmduG7uPeDu9JUyJxlRiC7bDXd7R4vf0h/ZV/J7/Gutxo9+SQ9V3rLL5+kcsZK5Ul6nuySPX/E5ZfyJLOvN1ZOlp6TfTH2l/tLMbvvphRyvdYh+t6fjUMmJRcCEIAABBZLgKZ2sVtzd2F7Pbijmag0FO5q6fKVSsnn+Nw+Vfd6JV1NVcknWy+m5ne766pfkx5/ar22LtnnXo/qFqVvfjFof+Nen439pyMTAhCAAAQWToCmduEbtNeDu9FMuKumh7318jzFur2nK2+sVFPm0vPld7v0mt/tNV12yV7dmr+Xv69feZLHml91i9I3vxi0v3Gvz8b+05EJAQhAAAILJ0BTu/AN2uvB3Wgm3NXTa3g8T3Fu7+nKmyK9USvl9mJqftldluYo2ZRX8oXN/fvqypOszed2j5+q52vwXJ/r2F9B2OuzcWuRGCAAAQhAYCsEaGoXvpN7Pbi9k0zX6K6enlJvDD1PTrf3dOVNkd1mqtA8ev1ajZrd82t6L9/9h+q1ddTsc8/n9W7M65t/w3m4stdn4/BpqQABCEAAAgslQFO70I3RsvZ6cDeaCXf1dK3DpefJ7/apuuq0ZGM2rJMAACAASURBVLORupfYi6n5a/bWerLP84+t57nHjA9dj8/h9W74ffNvOA9X9vpsHD4tFSAAAQhAYKEEaGoXujFa1t4P7kpDIXOWmiuk7NmWx/K7VIzsNT3sipFU7FjZaqTkc6nabpcuf0jZJLNvzFh5kp4ju2TPH3H5pTzJ7OuNlZOl52RfjPPLfe6/jt13c68L9Ad7fzb6pYmAAAQgAIEVEqCpXfim7f3grjQVFfPCKbC8uQioKZ2rXrXOCQ7a3p+N6qJxQAACEIDAmgnQ1C589w56cBcai4Jp4QRY3pwETtLUnuiQHfTZmBMqtSAAAQhAYBEEaGoXsQ31Rcz94D5Rv1G/IDxnJXCSpvZEVzj3Z+NEy2YaCEAAAhA4EgGa2iOBnassD+65SFJnawT4bGxtR7keCEAAAocRoKk9jN/Rs3lwHx0xE6yUAJ+NlW4cy4YABCBwJAI0tUcCO1dZHtxzkaTO1gjw2djajnI9EIAABA4jQFN7GL+jZy/1wX3p383d0ndTj36IjzTBUj8bR7pcykIAAhCAQIcATW0H0LndBz24j9h5HrH0uZGPmn/TTe1KNvegz8aoXSYIAhCAAATWRICmduG7tfeDeyWNycLxX+7yVnB+9v5sXO6ucuUQgAAENk2Apnbh27v3g7vSlMicZUYgu2w13e0eL39If2Vfye/xWfe/kLoesbJJHpofdfRSTUnZs5RPsuWLmCkv1czS87OvVN/9pZjr/+ybF1+QvvdnY0HXwFIgAAEIQGA+AjS187E8SqW9HtzqGgsrcldLly+kv+Tr2T2up3s919WQyX6Irtzc1Mmm+jVZi3P7VL02n+xT6/XiVbcofbOKQecz7vXZON9ymRkCEIAABI5MgKb2yIAPLb/Xg7vRjLirpoe99fI8xbq9pytvrOw1aWP9EVd6eX4pJmy1OLfvqytPUuuYW1fdovTNKwadz7jXZ+N8y2VmCEAAAhA4MgGa2iMDPrT8Xg/uRjPirp5eW7/nKc7tPV15Y+XYpk5xkqrvuuxZKkYy+zSu+dw+VVf9mpxaz+OjrmyStbmW/hWEvT4b1YvFAQEIQAACaydAU7vwHdzrwe2dZLpGd/X0lHpj6Hlyur2nK2+s9Easp3tdj3e/67X4sXaP6+k+v+u9/J6/V++G3zfvhvP8yl6fjfMvmxVAAAIQgMCRCNDUHgnsXGX3enA3mhF39fTadXie4tw+VVedllTjJpljS7Yp/hwb41q9sXaP6+k+v+u9/J6/V++G3zfvhvP8yl6fjfMvmxVAAAIQgMCRCNDUHgnsXGX3fnBXGhKZs8xrlT3b8lh+l4qRvaaHXTGSip0ivXnLufJJlnzZlsfKybLnj9j8yrk1n+IVK70nFZ+l52RfjPPLfe6/jj1kc66LHHew92fjuMuiOgQgAAEInIkATe2ZwI+ddu8Hd6UpqZjHLoe4MxNQU3r0ZazgoOz92Tg6PCaAAAQgAIFzEKCpPQf1CXMe9OAuNCYF04TVEHpuAidpaldySA76bJx7I5kfAhCAAARmJ0BTOzvSeQvO/eBeSb8yL8QNVTtJU7sSXnN/NlZy2SwTAhCAAAQqBGhqK2CWYs4PbsYPDDCAQekMLOXzyjogAAEIQOB8BGhqz8d+1MylBzg2GjvOwM0z8MQTTwxrer/26rWLWe++a6nl1ex5f0oxJVvOWeL4nGvuzd3zZ55TYnNeHo96oBEEgSMToKk9MuBDy9O83Gxe4AGP0hmIh3LtrQdvzT/GrhpzyZgz16qtIcccc+zrGTNXLadmzzVrMTV7zi2NI6/0LsXOZcvzzVWzVyfzyWPPm7q2Vi2vXdMPfdaRD4E5CNDUzkFxITVqN5u57fmGmcdj5snxY8elupGb7T09x8bY490/RleNkL231+vFq7bnzaF7bddjjpItz13z1+w5t1W/lR++0tvr5Rp57GuQPiZGsXPI0nxjbXPMX6pRmr8Ul205pzbO8Rrn2LCF3nrnvFKc/C59Hvfvo/v8+9Q4JCdfk4/z2qbOkWtNzVX8Qh6DLOPCCdDUbugA6OZyDnnoTXFqvsf3dGfi8e7v6cfOP7R+a/2l2m5zPdfLvhj33jlXY8/Jdo1bMq8h4rJeG9fq5fhazJz20nxjbb11RJ1cK+sa7yN93jxH+LKex57nsSU959Rq1ey93MjLua7n/N4411Gs6mUp3xipPMWW9OwrjWWbImOeMfGl9Sh3Q49SLmXFBGhqV7x5vvQxN6VDYnRD20dq3kNyVSOkbqSy9XTllOZXjSnS55uS21pLXt/UmmPjS2t3m+u5dvblsa6rFluz5xoxznrOyWOPUV5J5rzS2GuVYuay5blqY82V/bL1ZOTkPNeVn2Nky3KqX/OUZK2u5pDMcRrXfCW721yPmmHLdtc17xiZ6yjeba4rriZ9PSVdubl2Hstfkqo3ReY6ypMt6/48QofAOQjQ1J6D+pHm1I0mpG42IbNd455fcWNlbZ5j5GsuyZijNM42X0f2xbj3zvmKLdnkyzLHaRx+jUuy5y/ljLWNqV2LCXv25XHM39N7McqXrF2T+7NeG4+tVYs71B7r8rdqul26/GOl57muOmHXuCRbfq/psa6rvvKyDF/WS2PlS0aMxlm63fWIVX3luS57SSq2JlU/50Zs1ntj1VZcTZdd9bPuY9WqyRxfi5FdsSX9SI81ykJgEgGa2km4lh2sG01I3XxCZrvGPb/iajLn18a13LDXcrK9lh8x8mksqdruly5/js8++d2W9cht5efY2lg1WrKWe6h9zNprMVqv1iC9JRUr6bWzXhsrVzLHhS3rtbFyXU6N9/x99Dxn5Ltes+0zVy2nNOeYeSMv5+bxmHyP8fzaemXX/JLZrnHIqXVz7phxqb7bXB9TtxVTqye7pGq4Lruk/C7lnyKX/XRkdZdCgKZ2Qzs95QZ0aKxugqrT0xUn6fGyS9b8bpfuslUnYvVWXJaqlW0ayycp+1TZy+/5p86X43u1a37ZJaNmHk/Rc15tXKsX8fmtuGzL4/C33hGb/a7Ll2tOHatGyFL9sbZc59Bxac7a+jSXclzK38sv+VUr16iNIzbH+1h+l7V6+9pV3/PzesLnusdP1Wv1ZJdUXddll5TfpfxT5IYepVzKignQ1K5483zpU25Ah8bGTbD3bs3Ry9VNNtco2eRv+RQTUnE1WYpRvnJyTPaFv/RWTJalOLfl+DnHMU+r3hS/x7b07NNYUuvp6bU42UN6jewrjUvxJVspd6qtVrdkL9mmzteL9zlcz/nZl8c5JsZTfRHfeuf6ipOtNdeUGMWOlVqHz9/Tx9avxeV581waSyrfddlDZl9tnON7Y38eoUPgHARoas9B/Uhz9m46c/rzTTDq9nSf2+On+veN17w16deiuH3n8zzptbpj/YrbRx46d86Pce9dWqNqSCrGddldtuJaPq8Tei2+Zi/VGGOLev5Wntuly39MGXNFfckxcylW6+xJ1fe4bNe4JHu28NfeWmvNP9Wuei6jjmyq6brs+8pcrzfOfp/PfT3d80v6kR5rlIXAJAI0tZNwLTs432jiJqV3tmssn9/M5O/JnF8bt2rUcrK9lp9jeuNcI2Kl18bhb/lK+bIdIvOch9QZk5vnyuPIdb1Uz2Oynsel3GwrxZZsOUdjjwu99lZOTXotxdXs8u8jazVL9pJtnznH5EydqxU/1RfxyqnJfA2KCVse55g8HhOT43tj1XMZebKphuuy7ytzvd44+/N8JftYW67j42U/HVndpRCgqd3QTuebTNyk9M52jeUr3cwUM0VOrdOL7/l9bYfEe25Pj7lLMWErvX2t0ks15JP0mLBrDsVMlaopmfNlk8w+jUs+2SQV25Kl2JKtVKMV1/JNrVWKP4attOaS7ZhzT5mvFdvy+foVG7L2ruWEvZefY7zOPrrmq9XN/lrMPvMqJ9evjVvzek7opXdpPtlqckOPUi5lxQRoale8eb50v9noZuV26T2/4lwqb4z0XOmH5KpGllEv672x4iVzvNtcj1i3ua56bs96HnvN7MtjxblN842RkVvKd5vrqj3VrrwsVUNSPunPPfhgcz8jTm/lSqqG9J6cGt+rN8bvay+toWQbU3tKjM/heq1WK67lU72I0TtsyqlJ5SlWuYrPfh+PifGcku51XI+csPm7VGtfW56zNtY6fI4cP5cv1/HnEToEzkGApvYc1I80Z77B6MaabXnc8+fYMePWDbOU34vv+b3mnPFjanmM61qf27Oex4qXzL48LvllGyun1BsbqzjJ1lo8JnS3lZpaxXmsz9XzHxrv+WP11vpLay7Zxs41Jq5Wv2bPNVsxNV/Y9VYtxfak4kMq1sc5Jo9zfLYfOi7VdZvrc86p2pKqLV1S9pacElurc6THGmUhMIkATe0kXMsOrt1s5rLHjW/fd6xh31zdcA/NzxxUs2Qr+XKcriXbWmtTXKnumDzlS5bqyLeP7NVz/xjdY7Sumj384dP7X/+Zv309zjl5nGsqryYVW5KlmqW4OWw+V229bp9jbtVQbekl2YsJfykvbGN9OU5jSdV2vVff80r5ijlUHrN2bW15To0lIyePS/qYurWYnn3ZT0dWdykEaGo3tNO9mw7++/9C2m/+YlOzyy/pca7X4mRfiqytO6/PY6SH1DjHayy/YiTlb8nSX2pb8Yf4pqzrkHnOnav9mLKOWk6LWctXm7uUU5u7VsPtpZoec4h+7Pq+Np/P+bhf+TW7/CHHxOT40nhDj1IuZcUEaGpXvHksHQJbJfDNBx/c6qVxXRCAAAQgcCQCNLVHAktZCEBgfwLffOih/ZPJhAAEIACBiyRAU3uR277+i766uhrizWudBGLrWtvHX2rXua+sGgIQgMA5CdDUnpP+sefudQ57zn+ksjdWo6ZV8oZziIao3NTKLul5S9PXss65udXOkOw/9B0P1pteBc29KOpBAAIQgMCqCdDUrnr7Gos/4oP/iKV3FzRHozdHjQbd2VxrWedsFzyyUDS1/+m//2I9+tiHsD4zHghAAAIQWCgBmtqFbszBy2o89OXKMs+X7THOL/dJ78Vkf2/cavTkk6zVavnlk6zVqNmVJ+lxskv2/BGXX8qTzL7eWDlZek72xdhf7i/FeI50nYcs5QuZ7YWpr0Nf/R88NPwXf+bZa/3WQIVuOTBAAAIQgMClEqCp3eLONx74DdeOhPtdj6CSTRjd57riWlJN1SExtRpud701Z/g8/tT6qdfXm8/9vt+uK75mlz8a2mhsm69ekWYyTghAAAIQ2BoBmtqt7WhcT+Nh33DtSLjf9U75W1OX8lvI1SS69Bz53S695nd7TZddsle35u/l7+tXnuSx5lfdsdL323XVqdnlj6Y2voLQfPWKNJNxQgACEIDA1gjQ1G5tR+N6Og97uSUzAtlclmKyTWPl1XTZW9IbtVJsL6bml91laY6STXklX9jcv6+uPMnafG73+Kl6vgbP9blK+tj99zivFU3tQ//Ra9x8U+8VuRmNBgEIQAACGydAU7vFDZ7wsPdQ10t4WjHuc71Uz21jmqleTM1fs/saanov3/2H6rV11Oxzz+f1avPK7vvtei1Odsn/8N/77PD4f/JqqWVZK16OxgoBCEAAAhsnQFO7xQ2e8LD3UNdLeFox7nO9VM9tYxqpXkzNX7P7Gmq65x9br62jZj90PV7X67nfdd9v1xVfs2f/F/6z75Falr0i5SysEIAABCCwUQI0tRvd2NpXENQHZOkIsi/GpVcrxn21GqW6YWs1UvK5VC23S5c/1y/5clxtrDxJj5NdsuePuPxSnmT29cbKydJzsi/G+eU+9+fY0lh7L19Nl13S48P+ygMP1I5x9ys2qoeEAAQgAIHLIUBTu9W99m7hTNe5kGWc6epPP62a0tPPPP+M0dR++8XKb9VysOYHTkUIQAACKydAU7vyDWwufwEP/gUsoYloa84tNbUvf//3D996tvBbtRyqrR1brgcCEIDALARoamfBSJEaAfqPGpnj2LfU1L7y6lcP33yo81u1x8FIVQhAAAIQWCEBmtoVbhpLhsAlENg1tQ92fqv2EkBwjRCAAAQgMIoATe0oTARBAAKnJhBN7Suv6fxW7akXxXwQgAAEILBYAjS1i90aFgaByybwzR//8SEaW14QgAAEIACBMQRoasdQIubiCGzpu6nH2LxTfFf6mw8+OLz8PZ3fqj3GxVETAhCAAARWSYCmdpXbNnLRR+o8jlR25EWdJoymts25dgZklyxWaTrvZ0RTGz/rxQsCEIAABCAwhgBN7RhKa4wZ2Tjsc2lHLL3PcshZIIHuGekGDIOa2upv1S7wulkSBCAAAQicjwBN7fnYH3fmRtMgV5Z5Mdke4/xyn/ReTPa3xv4XUtcjVzbJXM9trpfyI0YvxUvKnqV8ki1fxEx5qWaWnp99pfruL8V4TenazyzlC5ntrUtTXM69Me4GDLvfqI2/1BZ/q/ZGMRQIQAACEIDAMNDUbvEUNBqGhmtHwv2uR1DJJozuc11xNamGTP5DdOXmpk421a/JWpzbp+q1+WSfWq8Xr7pjpe+X66pTs4/17+I6RaKZjaaW36oVVSQEIAABCLQI0NS26KzV12gWGq7d1brf9Qgq2YTKfa4rriZ7TdpYf8SVXp5figlbLc7t++rKk9Q65tZVd6z0/XJddWr2sf5dXKfIdVPLb9UKKxICEIAABBoEaGobcFbr6jQLckvm65TNZSkm2zRWXk2XvSbHNnWKk1Q912XPUjGS2adxzef2qbrq1+TUeh4fdWWTrM1Vso/dP4/zWj3/Lr4TpKb2lde9zsujQwACEIAABG4RoKm9hWQDhk6zkK/QQ13PsRq3YtznumrUpDdiPd3reLz7Xa/Fj7V7XE/3+V3v5ff8vXrud933y3XF1+xj/bu4XpFh2H39gN+qFVUkBCAAAQi0CNDUtuis1TeiWdCleajrisuyFeM+13Od2liNm2SOK9mm+HNsjGv1xto9rqf7/K738nv+Xj33u+775bria/ax/l1cr8i9pvblH/gBlUVCAAIQgAAEqgRoaqtoVu6oNAwyZ+lXmn0xLr1aMe6r1SjVlc2bN9lDyidZ8mVbHisny54/YvMr59Z8iles9J5UfJaek30xzi/3uT/HlsbaO/lquuySHi+7pPzXsuq4jtgN4h+K8Vu1N5mgQQACEIBAmQBNbZnL+q0jm4ZjX+hClnHsy5ytvprS2QoutdDIg/Hyd3/3rqn99mc/u9QrYV0QgAAEILAQAjS1C9mIoyxjZONwlLnvFV3AEo55ebPXvoimdsKhiO/T8lu1sx8zCkIAAhDYJAGa2k1u63IuakL/spxFn3ElF9HUTuB73dQ++uiELEIhAAEIQOASCdDUXuKuc80QWAkBNbXxn8zlBQEIQAACEGgRoKlt0cEHAQiclcArr3nN3Z/14rdqz7oPTA4BCEBgDQRoatewS6wRAhdKIP5Cu/sFhFe/+kIJcNkQgAAEIDCWAE3tWFLEQQACJyegppbfqj05eiaEAAQgsDoCNLVL3DL+ddUSd4U1nYGAmlp+q/YM8JkSAhCAwMoI0NQudcNobJe6M6zrhAS+9eijd79+8MADA79Ve0LwTAUBCEBghQRoape6aTS1S90Z1nVCAt969tnrpjbGvCAAAQhAAAI1AjS1NTJLsNPYLmEXWMMZCdxoavmt2jPuBFNDAAIQWD4Bmtol7xFN7ZJ3h7WdgEBuavmt2hMAZwoIQAACKyZAU7vkzaOpXfLusLYTEIjv0e5+0uuBB4ZX+K3aExBnCghAAALrJUBTu+S9o6ld8u6wthMRuG5q+a3aExFnGghAAALrJEBTu+R9o6ld8u6wthMRUFPLb9WeCDjTQAACEFgpAZrapW4cDe1Sd4Z1nZiAmtqQvCAAAQhAAAI1AjS1NTLnttPUnnsHmH8hBF5+1auuv1fLb9UuZFNYBgQgAIEFEqCpXeCmDDS0S9wV1nQmAq+8+tXXTS2/VXumTWBaCEAAAisgQFO7gk1iiRC4ZAI3mtonnrhkFFw7BCAAAQg0CNDUNuDgggAEzk8gN7X8Vu3594MVQAACEFgqAZrape4M64IABHYEvvnjP3799YMY84IABCAAAQiUCNDUlqhggwAEFkMg/jp7/QsI/FbtYvaFhUAAAhBYGgGa2qXtCOuBAARuEMhNbfwSAi8IQAACEIBAiQBNbZHK1bD7BYKSDxsEIHBSArmp5bdqT4qeySAAAQisigBNbW27+FmtGhnsEDgpgfgZr+uvHzzwwPDtl1466fxMBgEIQAAC6yBAU1vbJ5raGhnsEDgpAW9q+a3ak+JnMghAAAKrIUBT29oqGtsWHXwQOAmBW00tv1V7Eu5MAgEIQGBtBGhqWztGU9uigw8CJyHgTS2/VXsS7EwCAQhAYHUEaGpbW0ZT26KDDwInI5C/U8tv1Z4MOxNBAAIQWBUBmtrWdtHUtujgg8DJCOSmNv4LY7wgAAEIQAACToCm1olknaY202AMgbMRyE0tv1V7tm1gYghAAAKLJkBTW9seGtoaGewQODmBl7/7u2/8rNfJF8CEEIAABCCweAI0tbUtoqmtkcEOgZMTiK8c5L/W8lu1J98CJoQABCCweAI0taUtoqEtUcEGgbMR8KaW36o921YwMQQgAIHFEqCpXezWsDAIQEAEbjW1/Fat0CAhAAEIQOAeAZpajgIEILB4Aq+85jU3vn7Ab9UufstYIAQgAIGTE6CpPTlyJoQABKYSiCY2f6eW36qdSpB4CEAAAtsnQFO7/T3mCiGwegLe1PJbtavfUi4AAhCAwOwEaGpnR0pBCEBgbgI0tXMTpR4EIACB7RGgqW3t6ZF+BeFIZVtXcsN3dXU15PcN5xSlcyEd95SZJsXma4vxrVdvYT3/rYIYjk3gW48+euPrB/FVBF4QgAAEIACBTICmNtPI4yM2Nkcsna+gOFbDJ6frsndl5yLkDnnKl1+P69dr0QKvDTbo+S0c9bgE4ie88ndqaWqPy5vqEIAABNZIgKa2tmuNpkauLHOZbI9xfrlPei8m+1tjNXFZ5njZZXNd9q4sLXwYBpmzLNWSv+Rr2bTeLHO87LK5Lvv1Qq8NNth3gVYGdR4CpaaW36qdhy1VIAABCGyFAE1taScbDU3DtavkftcjqGTTMtznuuJq0ps41z2v5/f4nT5yUa2wlq845z2jr9d1z236e4vo+X0y9KMRoKk9GloKQwACENgMAZra0lY2mpmGa1fJ/a5HUMmmZbjPdcXVpDdxrue8li/H3RqPXFQpTDaXt+aoGHzNrue0lm8Xp0XkpDzu+XMs46MSiP8srn/9gN+qPSpyikMAAhBYHQGa2tKWdZoZuSVzCdlclmKyTWPl1XTZa9IbOdeVV7PL35S+yEpwK6zlq5TbmX3driu3Zpf/XrG7/wvjhjEp+y4ylWA4HwGa2vlYUgkCEIDAFgnQ1JZ2dUIz46GuTy3v+a6X6mWbN3OuR2zJlmt0xyMX1Qpr+Vrz+9pdn3R9vUX0/K2F4pudgDe1/Fbt7IgpCAEIQGDVBGhqS9s3oZnxUNenlvd810v1ss2bvJ6ec0ePRy5qZNjoaSOwdz3ubxbvLbDnbxbHOTcBmtq5iVIPAhCAwLYI0NTW9rPS0MicpZfIvhiXXq0Y99VqlOve/Q1a+bzJk+5S8aOlFtlIGBHSyC67tG55a7rskoq/lr3F9fzXhRicisDLr3rVre/Vnmpu5oEABCAAgeUToKmt7dFCmpqFLOM2pcUu7PZSi5be+nv+YlGMxyQQXzfwv9Yecz5qQwACEIDAugjQ1Lb2awGNzQKWUCe06MXVl938+YlIW+t1NS55C65SU8tv1W5hZ7kGCEAAAvMQoKmdh+PRqtBfHQ0thVdGgKZ2ZRvGciEAAQicmABN7YmBMx0EILAfgfhdWv/6Ab9Vux9LsiAAAQhskQBN7YRd1T86CskLAhA4LQGa2tPyZjYIQAACayNAUzthx2hqJ8AiFAIzEyg1tfxW7cyQKQcBCEBgxQRoaidsHk3tBFiEQmBmAjS1MwOlHAQgAIGNEaCpLW1o5V9n0dSWYGGDwGkIxC8d+HdqQ+cFAQhAAAIQCAI0tbVzUGhsaWprsLBD4PgEaGqPz5gZIAABCKyZAE1tbfdoamtksEPgLARqTS2/VXuW7WBSCEAAAosjQFPb2hJrbPlLbQsWPggcl8C3X3yx+PUDmtrjcqc6BCAAgbUQoKlt7RRNbYsOPgicnEDpO7X8Vu3Jt4EJIQABCCySAE1ta1toalt08EHg5ARoak+OnAkhAAEIrIYATW1rq2hqW3TwQeDkBEpN7Suvec3J18GEEIAABCCwPAI0ta09oalt0cEHgZMTePm7v/v292pf/eqTr4MJIQABCEBgeQRoamt7Yg1thPEPxWqwsEPgNATivyDmf619+Xu+5zSTMwsEIAABCCyaAE1tbXtoamtksEPgbARKTW00ubwgAAEIQAACNLWlM1BoaCOMv9SWYGGDwOkI1Jra+LkvXhCAAAQgcNkEaGon7D9N7QRYhELgCAReed3rbn39IP5Sy2/VHgE2JSEAAQisjABN7YQNo6mdAItQCByBQPwmrX+nNvRvPvTQEWajJAQgAAEIrIkATe2adou1QuDCCVSb2gcfvHAyXD4EIAABCNDUcgYgAIHVEKg1tfxW7Wq2kIVCAAIQOBoBmtqjoaUwBCAwN4FvPfpo8esH8Q/IeEEAAhCAwGUT2HZTW/kVg0O3/EhlJy9L3/GdnKiEzoV03KpyNFm9vt7Cev6jrZjCxyYQ/yCs9J1afqv22OSpDwEIQGD5BLbb1B6xsTli6dEnRg1fyL1enYuQe9/ye60pJXWvTwtMOTeGPf+NYJS1EKg1tdHo8oIABCAAgcsmcJFNrfqdLPMxyPYY55f7pPdisr81zs2cxjletiyzf/S4tPDdb/HG7/HefJdqKqbka9nyujXO8bJlmf3X494Cev7rQgzWsbFa+wAAIABJREFURKDV1PJbtWvaSdYKAQhAYH4C22xqGw1Nw7Wj637XI6hk09a4z3XF1aSaOfldlz1ky5fjbo1HLqoV1vLdmi8ZfM2up9D+9fUW0fPnyRivgsC3X3qp+PWD+Estv1W7ii1kkRCAAASORoCm1tB6H+R6hJdsKuM+1xVXk97kuZ7zWr4cd2s8clGlMNlc3pqjYvA1u57TWr5dnBaRk/K458+xjFdDoPSd2rDxW7Wr2UIWCgEIQOAoBC6uqQ2K6nUkM1nZXJZisk1j5dV02WvSGznXc17Ll+NujX2RtwLuGlphLV+l3M7sa3Y957Z894rd3cyclMf7LjLXYLw4AtWmlt+qXdxesSAIQAACpyRwkU1tBux9j+s5VuNWjPtcV42a9EbO9ZzX8uW4W+ORi2qFtXy35ksGX7PrKZSvH2QYjK8J1Jpafqv2GhEDCEAAAhdJgKb23j+K0u6PadZaMe5zXfPUpDd5rue8li/H3RqPXNTIsFvlWwZfs+s5t+XbxfUW2PPnyRivhsDLr3pV+Xu1/FbtavaQhUIAAhA4BoFtNrVBqtLQyJylg82+GJderRj31WqU617t/kIpX6uxa/mUX5VaZDWgirCR0Xf5ml3PFVq+2v5e54+4vutYBqsiEP+hhdJfa/mt2lVtI4uFAAQgMDuBi2tqZyfYKbjY3mqxC+sAlbu3/p5fdZCrI1BraqPR5QUBCEAAApdLYLtNbezpAhqbBSyhfroXvbj6srv7utbralwyrvsEWk3ttz/72fuBjCAAAQhA4KIIbLupXcBW0l8tYBNYwqYIfPPBB4tfP4i/1PJbtZvaai4GAhCAwCQCNLWTcBEMAQicm0CzqX300XMvj/khAAEIQOBMBGhqzwSeaSEAgf0ItJra8PGCAAQgAIHLJEBTe5n7zlVDYLUE4r8cVvr1g53tda9b7XWxcAhAAAIQOIwATe1h/MiGAAROTCC+N1ttavmt2hPvBtNBAAIQWA6BbTa1/Ous5ZwwVgKBmQm0mtqXf+AHZp6NchCAAAQgsBYC22xqgz6N7VrOIOuEwCQCraY2/oLLCwIQgAAELpMATe1l7jtXDYHVEvj2iy/Wv37wwAMDv1W72q1l4RCAAAQOIrDdpjaw8Nfagw4HyRBYKoHqd2r5rdqlbhnrggAEIHB0AjS1R0fMBBCAwNwEmk0tv1U7N27qQQACEFgFAZraVWwTi4QABDKBVlPLb9VmUowhAAEIXA4BmtrL2WuuFAKbIfDy939//Xu1/FbtZvaZC4EABCAwhQBN7RRaxEIAAosg8MqrX11vavmt2kXsEYuAAAQgcGoC221q+Udipz5LzAeBkxFoNbX8Vu3JtoGJIAABCCyKAE3toraDxUAAAmMItJpafqt2DEFiIAABCGyPwDabWv5Ku72TyhVBIBF45XWvq3/9gN+qTaQYQgACELgcAttsai9n/7hSCFwkgfiFg9YvIMR/dYwXBCAAAQhcFgGa2svab64WApsg0G1q+a3aTewzFwEBCEBgCgGa2im0iIUABBZBoNfU8lu1i9gmFgEBCEDgpARoak+Km8kgAIE5CHzriSeaXz+I79zyggAEIACByyJAU3tZ+83VQmATBOI7s63v1MavI/CCAAQgAIHLIrDspvZIv2JwpLLznJzYkd2u3Cvn+jyz3J1DtUvzyTfXfGPr+Lyuj6xz9dqrIb9vpC36ANxYKUqFQK+pfflVr6pkYoYABCAAga0S2LUzV/GQH4bhbS98YXjbB26+H3/hC+e59iM2HkcsfTgrb+JcP3yG+w1tq9Yx5m3NJ5/P67riGlLNrEJc39kXfQi0cmSNQK+p5bdqa+SwQwACENgugWgZhkU2tdtlzpVBAAIHEvj2Sy+1v34Qv1X70ksHzkI6BCAAAQisicCopvbLX/7ywBsGnAHOwJLOQPM7tQ88MHzlySe5b3Hv5gxwBjgDF3QGaGovaLOX1JCwFhrkQ89Ar6n96lvfysOM+xtngDPAGbigM0BTe0GbfWgTQT6N6JLOQK+p/eOf/EkeZtzfOAOcAc7ABZ0BmtoL2uwlNSSshQb50DPw9R/8web3av/kR36Ehxn3N84AZ4AzcEFn4CoeLL1/KHbow4d8GhjOAGdg7jPQa2rDP/ec1OMccwY4A5yB5Z4BmtoL+l8wfBCX+0Fkb6bvTbep/at/laaW+xtngDPAGbigM0BTe0GbTeM0vXGC2XKZ9Zra+M4t+7fc/WNv2BvOAGdg7jNwsqb2p37qp4Yf/uEf3vsd+XNfPPX4QHEG1nsG4h+C9f6x2Jc//WnuG/wPd84AZ4AzcCFngKb2Qjaa5m29zRt7V967MU0tv1VbZseZggtngDOwxTNwsqZ2i/C4Jm4KnIHznYExTS2/VXu+/eGzAXvOAGfg1GeAppa/1PL/luEMrPIMfPWnf7r79QN+q5aH6qkfqszHmeMMnO8M0NTS0KyyoeGmcb6bxlLYx1cLet+p5bdqOSdLOa+sg7PIGTj+GaCppamlqeUMrPIMjGlq+a3a4z9EeFDDmDPAGVjKGaCppaFZZUOzlA8Q6zjfzXxUU8tv1fL55h7PGeAMXMwZoKnlsF/MYacBPV8Degz2X3n22e7XD/it2m3t+THOETU5I5yB7ZwBmlqaWppazsBqz0DvO7W7ppbfql3t/tJsbKfZYC/Zy1OcgRtN7eMvfGHgDQPOAGdgLWdgTFP73ofezn2NeztngDPAGbiAM0BTewGbvJYGhXXSTE89AzS1nJmpZ4Z4zgxnYLtngKaWppb/9coZWO0ZeOkv/MXu92pf/OH/e7XXx8N3uw9f9pa95QzMfwZoamloeOBzBlZ7Bj7/1/5HmlrO72rPL03N/E0NTC+b6dVHPvOV4erqaogXh+GyDwP7z/6v7QyMaWojZm3XxXr5LHIGOAOcgelngKaWv3LwwOcMrPYM0NROv+nzoIQZZ4AzsNUzcN3U/sfPf2bgDQPOAGdgTWfgX/3Q67pfP4h/TLama2KtfAY5A5wBzsB+Z+C6qY2vIPCGAWeAM7CmM/BD3/Edo5raNV0Ta+UzyBngDHAG9jwD8Z1a3jDgDHAG1ngG/uCf/YtRTe3v/Mo7uc9xr+cMcAY4Axs/A7u/1K7xYcaaacI4A5wBmlrOAPcBzgBngDOgM3D1+S9+deANA84AZ2CNZ+BLj/zKqL/UvvQT/5L7HPd6zgBngDOw8TNw9b3f+70DbxhwBjgDazwDr/lzf25UU/vT3/md3Oe413MGOAOcgY2fgavv+77vG3jDgDPAGVjjGfh7f/7Pj2pq3/dn/yz3Oe71nAHOAGdg42fg6vd+/48G3jDgDHAG1ngGPvf4E6Oa2j/+H36Q+xz3es4AZ4AzsPEzcPWO931s4A0DzgBnYK1nIH6Hdsx7rdfHuvlscgY4A5yBcWfg6h3PfXzgDQPOAGdgrWdgTENbi/nSX/rL3P94BnAGOAOcgY2cgasnnvv4wBsGnAHOwNLPwFNPvX947ucfGV78sX8+/O7f/wfDF/+bvzF87Tu/a9RfaWtN7Yv/109y/+MZwBngDHAGNnIGrp58/hMDbxhwBjgDSz8D/+5Vf+OgBrbU2L7rXS9w/+MZwBngDHAGNnIGrp58/ycH3jDgDHAGln4Gnn7707M2tZ/7n/4W9z7u/5wBzgBnYENn4Oqd7//kwBsGnAHOwBrOwCde96OzNbYf/OmHuPdx/+cMcAY4Axs6A1dPvfA7A28YcAY4A2s4A7/xGx8cvvoXvvfgxvbr3/md3Pe493MGOAOcgY2dgat3feBTA28YcAY4A2s5Ax96/VsObmp/73/7R9z3uPdzBjgDnIGNnQGa2o1t6FoaE9ZJE33IGfjiX/tvD2psn3vkHTzMuPdxBjgDnIGNnYGrd3/wdwfeMOAMcAbWdAaef2zcf0ms9IsHf/Rf/lfc87jvcwY4A5yBDZ6Bq3/4un86tN4/+wtv3f0vmd/40O8NvGHAGeAMLOUMfPp//8d7/bX2Yz/+U9zLuJ9zBjgDnIENnoGr97z3mSHe7/3NZ4fffPZ9w3ufed/w9G8+u7OFPRreX3vmRTZ/g5u/lOaEddAo73MGnn76t4av7/EfX4i8feYjh3PKGeAMcAaWfQauvvanrwyt966p/c2PDO/5rU9Pez/zjuFn7vzc8PAzE/NGzfPM8PN3fnn4lVGxx5jfasa1/ptnbvIJ2xveMbyjtcYnf3n4mV8psf3I8PAbKuzG1G3Nie/mPsFj1Tw+euf1k/5a+/m/+XdWfb2T78Ocb/abM8AZuKAzcPWqn3j98Lnf//3hT7/x9Rvv//xv/vROj6b21595cXj6w5+58X78394Z7vzbZ2/YIubJx39uuPOzTwxPPvvE3ab22Zt5Xmc//dnhoTu/PDxua7pb68Xh4Z+9Mzz0ztvzxpp/5vF8LVHnznDn3vt+zt0asoe877td9+m41gKL2/PdzQ1Gu3W885dvryfYfTjm/7nhYWe3Y1q77sK6inyI2+/MwW2p3P7wr/93oxvbj/zsv7l1z1rqdbEuPnOcAc4AZ2DaGbj6ew+9pdvUvuPZ3x7e+5HP3nw/9chw584jw+M37L99t6F8ymJvxMzhi2bU51bd+hruNpm6lrsN7UPXa4081Yzxzw0Pv+9ezffda9ClX1/P3bnuN7+PDA9Fs58a5Ty+O9fNRvq+P+Z+dngomtqP2Pwx324NWt/Na43/cXFrf67XqFgkjLZ5Bj70i4+PamrjqwqcgW2eAfaVfeUMcAbiDFz9wL/40eum9hvf+Prwja9/bfcX2h/4lz96/ZfaJ9/30eGZF3/f3u8b3nznzvDmp5L9uSeHn7nzyPC2W7EpZhZfzF2b57eHX/5ZW9e9Od/2i/GX2t++ex2x1p99cniquJ6o8abhl5+7v+4buZ4TtX7xfbu6EXeDyb3Ypx5/084uueP51CP317OLe9/w5t2abs4fOXdurPXuNd5viKORrvG4fw239xAfTLZxBj73v/5Qt7H97D/4YbuHbePaOcPsI2eAM8AZuHsGrv7Sv/4nu6b2G9/4xo2vH/zPb/07103tO5//2PDsRz936/2rv3hnuPOLz13bn3rbm+7rzz85vP7OI8Ov3svb+a7/gnnPbjHPFvX7f/l887u1hud2Ta1q31zbR4dHoqm9jlXO54ZY7+vf9tF7640a5bhnPxo13jQ88nwt9759N3esO3F49qNR+27+3esWh7tru9mM3r++17/tybtNbZ7/3fEX8fsxd8c313a9hmh8C/t0k4+tnfjr8wun9Z6N5577aPcfjX3obe9ir/m8cwY4A5yBDZ+Bq7/yxtfumtqX//RmU6vv2MZ3ap96/8eH933sD26/3x+N66PD23e+j91rJu/FZV8e5zpuv6F/bHjkl54c3qX4dz863Lme6/nhzddjX5etQ/kf+4Ph7b8UTe3H7l/HrmY0jLoG1YoabxoeeX++lqSnmjsuu3VHnTcNb/6lNxXqxXqjgVb9e/Ldj95cz8ee3zW17/qYze/zod/fQ1jA4t4Z+NQ//1fVv9a+9Jf/Cpz4rHAGOAOcgY2fgau//pa/f/frB/e+dqBmVnLX1L7wieG5j3++8P748Ogb7wxvec/nh+deeOfdBldxN/Tnh7fs/tr4puHRF1KdGzGFGh///PDuX40mUX+pfHR4+65+1NM41dv50pq0lnty19T+6sdvXcf1HL/0/D3f3Rr357V1X9dNccp9TzTfWm+WWm/KuREX/ueHt7zxncO7Px4xac4dp1zr9ni3B9frcibo5fMLl61xeekv/9fFxvZTP/n/3vrcb+3auR4+z5wBzsCln4Gr//7h/2XX1D7zzDOD3t/4+teHl1768vDlP/rS7ndq3/WBTw7Pf+ILxfd73v6m4c7Dzw+S13EfiCb3seHXb+R9YnjsjdGQvWl47ANfGJ73mKzvxneG17/9E3fnzb5PRFPrtbW+u3O85T3S78tffzjVu7GuiLnbeN/Nixr31ngr7n69G9f68PO3+MR8t9cRte+t/T2P3bs+2e42te/5hM0f116or/nL8xTWOeZaiLm1j+KMXP6Z+u1Hfq3Y1L7wwr37COeb880Z4AxwBjZ7Bq7e/msv3Gpq/+SP/3j40pe+NHzpD/9w19S++4O/M7z/k/+u/P7gU8Pr7/z88Po3/vzw2AdTzM7+2PDrkffBp4bHnpYvGrY7wy+Efi9XeU+//eeHO9GsRs7Tjw133vjU8PS9eW/4Pvn+4RcUd2tdqb751NTuriXmfvj96Zqipq4hamisdTfkrVp3Y2O+3XXeWEfUvn+N0bS//5PJtou1+Sv1tSfleRrrvbEe4sQRuY2z8MW//XdvNLZf/Ft/N33Ot3GNnFX2kTPAGeAM3D4DV8Pw8vDtV762+9WDr3/ta8NXv/qV4csvfXn3l9qvfuWlXVP7Gx/61PDC73yx8v7k8Nb462s0oDnmQ08Nb7jz2PCOe7Z3PJz+X+YPv3Bd6+lfi0b2ru8NDz+Wcu7VLfpe2DW1qn1zbTfzdrXvrS3W8IZf+2Rx7oj7had1jVHj54e3fkh6R8a1pmvSemK++zVVI2rf4/L0Y8Pda3Z+Nv+OZeJ342sLd+2359F8SO0H8jLOwoff+6HhG+m/NPaJNz9y/ZnnDFzGGWCf2WfOwGWegav4zmy8/8mP/Njwf/yf/2z4R/d02f+fn3loeO+HPz184FN/yLvA4Il7zfobfu1Twweefut1g65G/YZ8+AM3GT791mGXd133U3f/B0I0rW981/C07L/1ruENnivfp/5wiDX8wtPsD2eUM6Az8Nkf+4ndX2u/8V3fdfMzlz43ikVybjgDnAHOwDbOwNXTH/69ofX+zY98ZvdXjg/+7pcG3jDgDHAG1nIG/uT7/uLwB//4n3Lf4t7NGeAMcAYu5Axcfej3/mjgDQPOAGdga2fgE//fk8PHnniG+xv3eM4AZ4AzcCFn4Oq3fu/LA28YcAY4A5wBzgBngDPAGeAMrPkMXH340y8NvGHAGeAMcAY4A5wBzgBngDOw5jNw9eHPvDTwhgFngDPAGeAMcAY4A5wBzsCaz8DVRz7zlYE3DDgDnAHOAGeAM8AZ4AxwBtZ8Bq4GXhCAAAQgAAEIQAACEFg5gb2a2qurqyHevCAAAQhAAAIQgAAEILAEAnt1pjS1S9g61gABCEAAAhCAAAQgIAKTm1o1tJIqhIQABCAAAQhAAAIQgMC5CExqar2Rdf1cF8G8EIAABCAAAQhAAAKXTeCgpvay0R129a888MDuv02PhANngDPAGeAM7HMGDnsKkQ2B7RGY1NTG5fPX2XkOwT43MHJ48HEGOAOcAc6AzsA8TyOqQGA7BCY3tXHpNLaHHwDdlJA8oDgDnAHOAGdgnzNw+JOIChDYFoG9mtpAQGN72EHIN7DDKpENAQhAAAKXQoBnx6XsNNe5D4G9m9qYjMZ2H+R3c7gx7c+OTAhAAAKXSoBnx6XuPNc9hsCkptabWNfHTEjMXQLcmDgJEIAABCAwlQDPjqnEiL8kApOa2gCjRlbykmDNea3cmOakSS0IQAACl0GAZ8dl7DNXuR+ByU1tTENDux/snMWNKdNgDAEIQAACYwjw7BhDiZhLJUBTe6ad58Z0JvBMCwEIQGDFBHh2rHjzWPrRCVw3tfrra00efSUXNgE3pgvbcC4XAhCAwAwEeHbMAJESmyVw3dRu9goXemHcmBa6MSwLAhCAwIIJ8OxY8OawtLMToKk90xZwYzoTeKaFAAQgsGICPDtWvHks/egEaGqPjrg8ATemMhesEIAABCBQJ8Czo84GDwRoas90BrgxnQk800IAAhBYMQGeHSvePJZ+dAI3mtox/0jMY6as0HOl12r0/J6neJc5ruXLca2xapRi5JPMMbKF7N2YFJvzY1yzK05+SdklZZeUPaRsLhXjdunyZ9ny5bjSWLmSpZh9baopmevI5rIVk30a53zZJLMvxrWX4mr+ll25kq3Ykk95kqWYlk15kjm2ZMt+jWtxNbvn1eJkl1ReSNlctmKyr1TD/WP01vxj8lsxrdruk57rySbZ8pViFF/yyeZSOWPlkvO1trHXUorrPTtKOdggcCkE6k/VdJMXDP9Auq64sbKX3/P35vH8nt6rF37VkMw5bmvprRuT57XmaPm8zlQ91y6NvZ5iZA859aVc5bku+z7Sa7nuNd3f05XvcTV7Ly78U19e0/VePY93fY78Xs2Wf4rPY6fqfq1T8z3e65V0z3G9lDPW5rVc9zru7+m9fPlVJ2TrpbhWjPs8x3WPd93jXfd41z3e9Ygv2bxOS289O1p5+CBwCQSadxX/8Ll+KKBevZ6/N7/nu97Ld7/nH6K3bkxeN68j+/I4YubW87w+9rny/PKFnPpSrtebWqcUn2vn+mNiS/FerxSTa3t8TZc95NSXcvNaptQ5RX6eo3R9LX/25XG+XtU81K86knPXU90s8xwah5zjpXqq5brsIUs+t7k+Nl95IWsvxdT8NXvO07g1j9dRTtg1njtfdX3usXrr2TG2BnEQ2CqB6l2l9sGr2acCGlNnTExt3lpuzV6rk+2e63qOjbH7s167MeUYr+c1Pbane72p8Tnfc7PP1+m+lp7rahzyGC/VL9Uu+dxW02UPmV+yy+a67CFbvhzn45ynccixL+VEvMbHyFdtX1fNrrjsz+O83lLsPn7VkdR8IVv1an7VaUnNkeurXitvH1+ey/NLPre5nmu0fBF3qD/Plce5rsYhx76UE/EaHyNftceuK8fVnh05hjEELpVA8dPe+8DV/LK7dLjyu911j5Puspc31u91pSu/pysupMdmW/hqN6ZSXq2ux/b0Wh3ZlZ+lfFnKn20+HhPjOaF7nuulHNkU61L+LBWTbRrXfG6fW9f8Ib129rXGnud6K7c077Hya3Vrdq07+/N4zNrHxisupL+ybx+/13Nd9WV3XfaSVKzLVuwUn+oqx/WeXf6QtdyeL9cojb2u66WcbPN413NsaezxriunZpe/JWvPjlYOPghcCoFbd+2xH7axcQ5ySt6UWM0zNmdsnOqGVI7LHJPjWvbajUm1PbdUtxQrW5ZeSz63u16Lq9lz/piYHK+x8kLGS7r8c8hezZZfviy1JtlqetgVk6Xis5Q/28aMlRcyXtLH5Ob4Y+fX1lWz57XpWkqxsmWp+Fyj5i/FyqYcrzPWr7iW1Bwh4yW9lTPV16vZ8suXpc8vn9uz3opp+XKN0li5IeMlvRRbsin+2Pmap7SGnq327Ojl4YfAJRC4+8m/d6VTP2hzx3s913sbcur40nwlm9adfbUbU45RnqR8JakYScVIl6zZ5c+yFFuy5RyNx8YpXlJ5IeMlXf5DZa9ez6/5S3Fuc125IVu+Mf5cK49VN+Q+dU6Vr3ny2nvrVU5JTqnTm0e1NM9cuuq0pOYMGS/prZwpvl69nl9z1eJqduVJ1uJqduX1pPJDxkt6L09+xR87X/No3imy9uyYUoNYCGyVwN1P/r2r633Q3O96D1Iv3v2uL62+r891X2/2125MOcbzXa/FTrV73dAPrVHLz7Ujxl+e57rHT9HH1DokxnNd11prdvlDtmLkC+kv+WR3Xfaa9HjXI0+2kP6ST3bX97UrL8uptZVby5M/ZCnGbVN11VdeSH/JJ7vrsu8jx9Q6NGZMfqy9Flez5+tVTEh/ySe767LXpMe7HnmyhfSXfLK73rPL35K1Z0crBx8ELoXAjU+lPoAuM4yWL8eVxp4rPcfKJpl9vbFyXOa8li/HlcbKla+myy5Zim/dmDxP+S5LcbKF9Ff25bHisq2UH3GKUU5NtuLk682huNocU+2q5zLXkS/b8lj+kKVX9pdisr+UL5vipGcpX6l+xGV/LSbX83EvP/s9d8z8yi/l5vyaX/ZSHdlCll4tf/aNyS/FTK3RW2NpjlLOGJuvTXrOLdlK/tq6evmqVYur2ZUXUjEhS6/sr8WU8mTr5We/crLM/tL88uecKePWs2NKHWIhsEUC5bvCFq90YdfUujEdetNb2KWyHAjcINA73z3/jWIoEFgZgUPPd+vZsTIULBcCsxOgqZ0d6biCvRvToTe+casgCgKnJTD2XI+NO+3qmQ0ChxGY41z3nh2HrZBsCKybAE3tmfaPG9OZwDMtBCAAgRUT4Nmx4s1j6UcnQFN7dMTlCbgxlblghQAEIACBOgGeHXU2eCCwiaY2/l86U16l+JJtSk2PrdWTnRuTE0OHAAROTUD3ozHzjo2txdXsY+beUsyhHFrPjkNrb4kz13KZBKZ1gwtlNPWDXIov2Q653Fo92Vs3pkPmJRcCELhMAnFvye+gkHXdezKdbJsSm2v4ONfMvpo9x1zC+FAOrWeHakteAk+uEQKZwKqa2vigTn3ni9W49IEv1VX8PrI0R9SRPd+YGD9w4z8bDA94cAY4A5yB/hnQc0vPKD1f8rNGPiQELoHA0Zpa/7AJpuySsh8i8wd5TB2Pdz1qlGxjaiumli87N+z+DRtGMOIMcAY4A/UzoOeNpJ4v0pEQuDQCR2lq44OldwbqNtdz7JRx1Om9NFeWkSM954+pl+NL41oN2blR12/UsIENZ4AzwBnonwE9v1qy9HzCBoGtEih2g/kDMuXCc57GOd9trufY2lg5Y2SrRviihl4aS8q+r6zVqdnHzBO5tXfOV0y2aSyfpOySsmdZ88kumXPyWP6Q2R7j/JJPNtdlr0mPn6qrrvJC1l6KyX63uR6xsmVZqiF/ySdbK0a+kKWX/NnnNtcjtmRTDfmylK+XO8bfq6V5Fed6nqPkK/kjTi/PqemySyq/VL/li/zaq1Zb8cqVDHtp7DbXlRf2/M72PM4xuZZiQurlftl7UnOU4uTLUnHZprF8Id3mumJrdvl7MvL1qo3Dn32Kb9l7vlyDMQS2SuD+pytdoT60tQ9VCq0OVaMaULiJtGJbvinrbK1rSp3WesJXq1Wz9+rJn9efxyW/bJIeP1Wv1ZE9pNds+TxDjPYvAAAGs0lEQVQ26xqHnOulmr16imvNrZhcy209PefGuBef/RqH1Es26S1ZipVNNaWrjvQs5XOpmGwv2ab4e7Fe/1A9zxfjXr1STK7Ry+/5W7U0t2KiVs2W7Yqr2XZF7v2fHJvtPq7Fud11r1PTI6+UW7OrjvtdV9wYeWiu5og6euVx2FyvxcnuObX8HM8YAlsjcP8TNfOVxQeq9qGSr+afupQpdWpzq4bk1DV4fK1Oze75NT3yVSOPI951r+H+qbrqeZ7svTV4Xk0P+zFePt++c9TquL2n+/y9ePlDll7yl3zZ1oqTT7KVV4pRfMknW5aKD5ntGme/xjWf2w/VNZ9krpfH8oes2Us+j+3pmsfjcm35WlLxWbbG4YtX1BzzqsW53fUxtbWOUm7YSnbVdb/rihsr983Pa6yNdZ1ai+aqyRxXGsuGhMDWCYy7S+1BQR++VuqYGOUrdh+Za8Q4apRkjlOMbFNlKV82yak1Iz5ylZ/HqlWyuU8xku6v6T17+L2mcko+j3U9584xnqt+rY7bXc8Mxvg8xvUSE8VItmLcl3M0DqmXbDVd9pAem30a92Jq/rF2j5PuUuvJ61bMWJ/iSnk1n8f29FqdbPdx1NSrNC7ZIl5r6UnVztJr7lMj1/Ox6rk9dPkkc4zbXM+xvfGhuaofdfTK47C5XrMp3/2l/BzLGAJbJHD/EzXz1cUHyj9UbnN96hJUX7KXrzjJiM9jzw9fy+/x0pUj2bPL35NaT0nmXPmzLcY1u+Lc73otTvbeHF6vp+e6c4znmM9r5HW5z/UcG2P3u96Ld7/rpXolm/LcN1VXnZCem30a92JK/pKtVs9jXVdeTXp81vM459fsEeO+qXqphs8tPWor3m3Zrrhs83EpX7aSzDWzv2bPMWPGUWdMLY/r6WPmjhivMzZPcXnttbHmUY7rOa8UU/PnWMYQ2CKBYlMbHwi9973oUr7bXJ8yV+Tm1xRdsVnG2N+5/pSx6kZOaZxtU+qqnvJDaux1Sr6SLee533XF1uy+PsVLel5PV95ccux8igvpL/ncHrr7XPcc97vei3e/66V6JZvy3DdVV52Qnpt9h/hbdbMvjzV3ySZfSXp8T+9dVy+/5x9TX9cRtRTvtmxXnGzSXcqfZYxLL+Vmn2yS2efjiNHbfaG3fDne43p6zq2NvUYtrmWPGnrVxuHPPuma36XX81z5kRDYOoH7n650pfkDk8yThqrhSbJLun+MXssNe7wka7Xc7/qYGrXanqvakspzXfaejDzl5nEpr+SXTdLzZM9SMdmWx/JLZl+M82uML8fPPW7Nr7lyjGwhZc82HytGMvtlyzL7Y5x9Mc4v+bItj+XPsuTPNh/n3Bj7q+dXvOKkh5RNMvum+D1PuupKyp6lfJItX8Tkl+e4rljZJWUPKZtkyxcx+VXKcb905UqGvTQea6vla74so6besmseSdlLUrkem+15rBrZprF8IWXLMvt7Y+X14nr+qKNXbRz+7FO85L4+5SMhsFUC9z9ddoXxoWl9cCz8ZKrWJOkT1+w5zmNcj9iSLdeojWt5bne9Vg/7cgjEnq1531j/cs5SaSW9/RnjV12dU8mw57HHlfwe39LDp7dqS7byFHMKWVvfKebWHC0WLZ/yJXUtkrKHzHXyOMcwhsBWCRSb2tIH5dwAfE35w5rHsU6P9bWX4nsx7q/pXjviSraWvVYbOwQgsF0CvftW78p1n8l1ZIvcPFatbKuNS7Glejm/ltOzy38MGesrrfEYc9Vq+vxZ1/qyVJ1s01i+LMMXL5c5hjEEtkyg2NSu4YLHfGhrH37l6joV51L+sdLrRl7Jpnotn2KQEIDAZRDQ/Wefqy3dS2RzGfVbNp+/FOsxJV15JV/Yev5a3r72mO/Uc+a15rk1lizxyL5cpxRbskV+q4bXRIfAFgisuqnd9wPrea7HxpZsrQ0vxZdsXmNMjOegQwACEGgR8PuK65HrNtdz/ZYvx2k8Nn5snOquVZaus2Qbe32e67rq1OzyIyGwNQKrbWq3thFcDwQgAAEIQAACEIDA/gT2amrjf/3xvwD3h04mBCAAAQhAAAIQgMC8BGhq5+VJNQhAAAIQgAAEIACBMxCY3NTqr7SSZ1gzU0IAAhCAAAQgAAEIQOAGgUlNrTeyrt+ojAIBCEAAAhCAAAQgAIETETioqT3RGpkGAhCAAAQgAAEIQAACTQKTmtqoxF9nmzxxQgACEIAABCAAAQicgcDkpjbWSGN7hp1iSghAAAIQgAAEIACBKoG9mtqoRmNbZYoDAhCAAAQgAAEIQODEBP5/eDHzsQ7dTRQAAAAASUVORK5CYII=

xj6019 发表于 2024-2-2 15:18:22

你一个图片,让那些大佬怎么敢回复你,看到的是死的形状,实际图形做到这样有千万种可能,不同的情况,处理的思路完全不一样,而且你还得保证你所有的图都得是一种情况才行,要不弄了也是白弄

Andyhon 发表于 2024-2-2 15:30:23

"文件编码"和"版本"的坐标值

若居中

try
(ssget "F" (list pt1 pt2) '((0 . "TEXT")))

一只傲娇喵 发表于 2024-2-2 15:42:49

Andyhon 发表于 2024-2-2 15:30
"文件编码"和"版本"的坐标值

若居中


好的,原来ssget就行,谢谢大佬
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查看完整版本: 如何根据坐标提取文字呢