Alineación manual del cabezal de impresión desde el panel de operación en el modelo TS9520/TS9520
Article ID: ART171720 | | | Date published: 06/08/2021 | | | Date last updated: 06/08/2021 |
Description
Alineación manual del cabezal de impresión
Solution
Si los resultados de impresión no son los esperados, trate de alinear manualmente el cabezal de impresión después de la alineación automática del cabezal de impresión, como cuando las líneas impresas de las reglas están desalineadas.
Observación
Lo que necesitará: tres hojas de papel común tamaño A4 o Carta
Si la página que se muestra en la pantalla táctil es A4 o Carta, seleccione Yes (Sí).
Si no, seleccione Change (Cambiar) y cambie el tamaño de la página a A4 o Carta.
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)
Observación
![](data:image/png;base64,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)
Aparecerá la pantalla de confirmación.
Observación
![](data:image/png;base64,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)
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)
Observación
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAAAfCAYAAACrpOA2AAAJ10lEQVRoBe3ay4tcRRQG8PyBLl26MBofCApZqARUFB/4CPEVDS6ycOPahRtBxODY44TJYyYPHwgSNeIDQk9P9ySTV8mvbn891bd7gntdFLe7vjrnfOc7p+pWT3JgPLlZ2rF7u8x9b7H/6ucDEifMXzt3yk/D27Nx+dqt2ed23ucro711Pl+d3KmjP+97RusjNn2sPx+/eeKYYS7rM/dvn9du3Clbu3cXRt8+TVFFYvDlb7vl6Ma4HL84KS+tj8qRta06Xj43Lu9dnNTx4aVJef3s9gx7fm1YzJ24vFPHG+fHFXvhzHZ57XxnA3v7wqS8ena7WM/v0c3ORiw21htiWRufxy/t1PnnzozLkfXt8tbmpHx0eaeYj8/YxSdbn188Oy7sXt/obNgZfJjLOPn9Tvn4h+t18CmOwZ4uhJoTSWLHNsfl8OpWeXywVR5bGZanT3fkBIb5DjOeWtvDBOeczZODYf2MiHnJszMPP7I+Lq+cH9d5NuYN/pBLAuweXR2VB1a2ysHBqCYtETytC092xHpzY1wxPmN3+HQ3zw5OOHP4e5rXBO9vblcsdmLquJlIk1t3y+ofN8vJ7yZVUQGRZsCpCkRxxJEykDGfAWOHvCTYqRISRCIQzLp0Z/wh/cS3o1m3sFWUQ4NRefCbrfLwYFTF40+3wMQ6+HUnriLiocv45Eui4upmGJ8Exh0OS25yt0tgCnL/qWHd2gsiJSlb4tDKsBLbTyRBiJRW9USgVmgqEmLmEbeWTyLZeuY+aEgriKHzIroqsyESjBCf/Hi9JgYjEiEirlhy4F+yMN0SkeC6tBWpxRw3+LG776ueSDmTOGBE4YdWhuWRwVZNDjmVV0GiCWJYJ1kDrnsQRt7ntHLa3HwwYsBtO4nEZ7qsni0b41mxiGQtEYjLp4R0GJ/scMdFsfiEWYO/eXji4WlNMH6r3VSkhU6KSAwiEoEQe3a929NEEKgvUuYlDNNJEcKcIThBdQUxCBiRkhDSMEmweedid8iaw4XfiIQHkdjoMk8imZcD/+yqSKe3a/eEZzA2OOHBZo7noNuq3naz7RaR7ElvHNsNKeOZ9e4gjSPbBgFDkMx7wgiLAMHMSUYCqqaN2eWQDbG2kyISTALW48FnRMobzHx8xo4NHrCIpBC4ECpF5k/cvFzg1iUH4s8d3ET64tfdenAhYKFDVgV1EkecqC6sFUkyMGtCDs4u3eI1Xztp0J07qsmGbSorVoQwb7CTrK0vYWtti3c3xzOMSOxg+MWnOYniEpFwJBJMvIiU/Goxp1vY4T0nkrebe5Kq6ySObA1vFq/rJNRWQvB0UkTyXSfB2EUkJIgmYeRSdXZ9kSQUkXy2nkgStlYRj22M6+GcTopI7OKzFSkiyE9ubZclNwI78HPOEX9uu/VFkixHEpYsB/a7KqYShFCJJISI75yz1VVIsYXxgzjhfe8nBDNUMz6JSSQDFyIplA7zWbenW2LHN2yZSPxGJP5SZI0ht3Q8TB5LO8kr8MSFbmuEtGQRU8FWJEJEJELoGkGR1oXs7tVJKmhIjuCJl2QlRCS+iASXvHlCWNcKETs2hOAzAqY78eyL5L6V3CISvwudlDPJIiLl4O46aV4khy7SLnHeYmlXT90CkxjBiBQBiQYjLqIShUlAQrYULFsRZk2uItZECLFgihQ7vCIgMWH4x44Nn8EIYY35dJIXl+0G2/cKgHA9uNe6A89iyQqum3IFMN92ErwTqdumRBLMdoPxSySEDUTTZRJHlk3OHckkYfMObWIQAj+x+MRDxfn0HT92fMLSSQRlYygQ8Qxx8ZCbu1cuobCFgztXgFYkSeqUdttwllaOgAJHpBDQMctEMmcQKaRT2VYI/lqRnGPEIFLebrgqlHnJEoKAuoJIuPdFIoii4xeR2Iklt1qw1e53Ir9zZ1K2W70n+Qmx1iWjQrZQKsFZRIKly8xLmqCIB8t2k5C1DlrkkbEeHpGIbgvzHwFzcOsipK31G6t200Z3cLciOSr8UK3JTm/cuIS/Jx5iGcQVQzzdG3FTlDmRvN3ck5xJKkEkyUi4vSctE0mAViTB+yIhV7fUqWtVqFakJMROPEIQjw0M4XYr6iRV95IRp70wEsh8fMKsUaQUpd32LTY7r6ZnEvHnrgA66dTVvb8nqSZi2nKZSNnTqiKhPQLdWZAqSZSAVaTpbyK2hGBj+IysbmEnoYiUTmITAatA0zOJ8DD21krUORifEYloYuECY9dyhKWTYGLxO9dJOZNUoXbS9E1kYV8k2898PXcakQTKXUggQktWcCIRNG+ivkjpIs+0v4QIplhIw9hFpCr89HwRjxDp6IiEZ/9nVbDw52eZgOItdNLnv3TbzX5v963PHCFg5NyRsC2ZeYEIg5gAOVvg7NkhJuEImKpLUjewczinsuzEic9lIqVbiBsuPvMpXvhHCGKKRXxr2qLwbw4PazTPwg/cWSdNzySLJSe41ysBI0TIJbhnOkkAn3VSRELW20bChMj1IAlFpDZZIklULFzuJZK1ebvpQMmy88TDDoFHJP5g1uKoQ9NlEWlhu83OpOnbTZcYEopA7Y07QVI9RAiTrWGbRqSQJpIK8snOVmxFYoto20kSJVREYgdnR9j2NY8fIeLTXccaNubh/PNlpMvgESkYuwWR/MDtv92IxGmq0IokIY4QNtotlTZPt6R6XvFE8j3J8h9hIwQ7AlvXP5PYiQVj5y2Eh7mIlEthrgcE6IsUjgqIf18kXJaK5J7EWa4Agi/rJOQEIeK9REonRSQJC67SsbN9+TKCsZO0dWxyLtWCTf+wFpGWdRIMN5gtRdgUWj5iuVpku0UkGA6GY2FOpNyT2sukIIYk2kpwRDxDuwqQrrDdcsjmcGarWtYKTuBgbNP+EUmC/KVjIpKEYf7+rZBs9+sk8fBruyw88Y/PViRbH5YGYL8gku2mgghECEk5uFuRktRykTohBGdn2+QK4Izqi0QIiZuPSLonItn+IU18a20pZ+Syy2S73fhMJ6VzIwSMPzxbTPFgxoJIuSdpcQRUPeR8RppQMMnDOPI7jLDEYGtt3kRtlRDxHWltruNyFkQkGJ+I8qXy1oS0pBRIESUbrBXC3+fTueKxkawYePLJv7nKfyqSeHJsRYIvdNLK77s1gGoQgiODIeeIIZBtEwKpujUwLQ4TJF2R9pcQEdNlbCWe30qevpuXFHvr+fSnC/7Tma2dNXiyEyvFYpN4fMFSLD4Vmx2MUDA2BnzuMun/Avi39XN/3yr+DwDBXAk8/aPl2p83KwY373ee7WmYy4C5lBqw2HkGY8tvbHyOjWdrI7a5z67cqIMPdtb07WDm2YgdO0+Y+T4WLsF8//TnLpaYzurZZdKH/8f+GvwDuBeTPBIaafwAAAAASUVORK5CYII=)
Rayas verticales notorias
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Rayas horizontales notorias
![](data:image/png;base64,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)
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nOo9HTJdfySUNbvKU9/qqZfiYZ0chZbnNAzMgVZU2udQVx4AIEHYtmVJwXz3XuuaZF9cxoRwxdGtRRiQK0OiX5DSij0jd6kbdiWhAng7ofO9ypLktZ05sZTH1pMtkKPU97KeRjauivm/b0wwmUo9Y0uy2irIkGNWXx8UiZo5UN7YQ9T/GDmaSAqB03BUQdSYV7kEiLk04zCmA0fkAW8LlOeoBohY1RBxB7ZQ3w5ZAqyo0RiA4LHoEIcLEj6tRACaQBCEBJ711vvqDZHPkwSwBJwCAMIEJ3DNVtBKI2C/jUbdSaWlUTHiMQ8wHAh4KmleH5dLZq32Z9vbYY3xQQG9Dmczl1pnE/os29pplU681/+5MGzFwDaeIxa0gzne03BvegwCOdOB3M1M+UEUja6pZZ5Q/sroWmcEbBdj3vvhgN+uoQUAB+zAzhQ3Y1mqPRpoo0wTlQOGHSZi2xKfA4NY190kcrH5jw0KZHmuaZbttvmfjMv5Vj5ndO0xzaWwo3BcT+xQLH8VRu18BkdAMyHYUHvIQBoevk0XGB99TX3Sg1Lj/7t3/4Rw2ERrjeA5oRQ4fl+3u5HqfAqdMSH8cpotnTuS/OVjkepxge6oFPZhTSxbM0r6dtBDTKC6Vn5FU/6WYE/ccrPLYabhaIyy888kpU72PoqeSZKVxpvjjmG1pR6bsW7/nm2pOHafQxnfuuQv9cGN730Tp1/z7aY51O0dlmegFx/95v2i50qn5yHW8ESPxcSDV/B6B7uncjtLNU90s0Tf/6e4n7J6rJrKBDX+YoWXpeaJFPz/pnz45GvEs4GeGVD91TPORxL/ddT6fSXV6fS8rytuYpIHZvTucg75lq8qapfby/zn3bpjxzjfmCcsP0lvniyDvZ7f3JfJF0smS0tuLXOFua/NkL0wF6FDFZK0sOdW15WkKazGvNF6ameCgjmnyUWuGFftLC1/ax6+yV19T87cu7WSAa7UYlihEE2HR4HeeUT8dyn9YUKE/JbnhE/Z/uQXtoRwe5qWkR5+Pvcx3ZynWOr6fYGZU1oSektDH69Y5cCYQ0sPgkHHn28pu6n1rihv7YZoCoLuRAdEc+SetDmlQfhjc5DaCv30OKbwqIABGtHw3juIvAtBAQ83Vvo8V8TqdF19J5QGzho5d780UPRKAIber+sfMyDwBJVP1jGGD0YZQ1fedDm+dsgxqVQvmfi9Dv6S3F5VO30XyhzbQd0KVefTlsGcvuiyW6SQPGxI2M18wien4PMb4pIPqiq3DcaHcjvwAiTWimUv2omPR+RGRLHEdEdAN4IBzNCpZ30RqmUwqNgryRZSkOiHzvgDCmBRrgEYjZ2dHzORcHRB8Yi7N7py6hPbaZfEbEjNzOL8VDuBTPPXymbVA9p+3GNwVEr9lXPeEIkF5GBMjeR1aMbJjwPhnRKMv3LjKiaWPz8zKzNsp+MI22iUdW9BEQP+XUZeTjI0IWBXofj/u8UYqMeG6Xx9hm2pMdUXk9H38fL6ag2gZ1eJubA+Kh6mNsUr/7SrMJnvKmoP092tJrv+zsZ5nK6sjiue7jvRkjPMdSn7t+02eu0QDLi8+pf6mayhfTxaG0njnU75C+1VgB8c6b704aYyO8x+//KGa0L96h2yfomAt2t2aTHO/N27L86c1Vf0KT7VzdyXCpC96JN55zWfDY2zH78t4T96c6odPTTXyB3/5Pfa5qt3vK8RbfLiB2L4+MmN0XpqWmaW16Oh8s3E9VE8+UdTxguCN7J2rpGfW9KSPPbGD3ujC73Vt8nk4yA5iajjv07xAeEmh0TU172r0Cqo+nDOp8zXYrI7i6mIqaluLV0z2aomYn/+PbtnRwmpoOhd7o5WaBSHFzR9559bIpXnT6JpM9+ryF4lHaOLVNXBpFjRAYTy3XWpLd7GnUQaOUEVqb2UJKmaevm2Im9ylp5D9nvqAUGs0XjmEEDkoYSiB0QnMppEhRN7voT7lRA2x66WOSfweOMgh98SU+0vCZpvTH8vMpvg89fbNApGUcz6zRkY10OslojM6X3T1xHVye2BEnmedudxn/6loOI864KyIdV+ft12amYwOn9CX5TbmZFUaNZjtT9OnrtpmZ6QCP0ZTh2i4NfMTV7RQQgZCZpAcjGddCcrTxCP37QnwKiIf+slkgZudCPypSOASIbXo1rzwx8mW6FSC6Fs82qCVlBdr46LjR1mr6mC9i5A7YAsYeiLHPAS6/BET0U5/Dq921Yw6NgkDR0wy/mBzwDUjVaTRfhCag+4AdA/6mmS9S9tAW9nbDPl38YL6oEVH7bhqIxyPiTTueIjLi3jzxzcNyNyBdSj+3xO3uSHXT/lGK7BZw65SnvKmvfPLLc8rhM+4miYyY0bznAXD5qCRdPtu6TJ2XnA+LEdEa2bhmvpj/RxIdMwV0Qjtx9/pykEWnFTy11lRbbhaIKj/KVP5m2te6P3UscXv0xONd57QyU7tTrh8Jkyd/yGJqFk9xIa5zWoMpzD2h++OKl9AT3qnLbte2MylvT+e+uDqdW/GyVB/luo9u7qMtrj5LZe7rtKX4poG4/KJH80HMDPelL1M7mxqV/5Ip4yht5t3yXzOCyJtyJ5xNF0f0U0dhnjlb8u5m6CbsaZ2It3og4ZlyWqCAuO8HN20ZF1V8jsBof6jiz1/mPyV1vRQ3nTulNd2T7yK2WhlFHY3Bt3Nr3n/R4uTHpAldOynOcjUnrF3jnEj3P/7OH+5PoEMDPVNPYWj3cXU8tTF4ibcREl1lJHO2heVzmVP+0BfKw+PTT3GXaG8prYDYvW2dirxHfslufCHZUFp87kkXJzee0pp25PdR/560X3qWZW5zSJZqW5bm68TlZ+u7xvmjULspmBeYPpqcNp8gji55rp0sPvOiDLKlye6QS502w8NSPfQoh9ARTyjOUxi1+0/qT2jG9t0sEGkZs3MhjUJmMbrFdNGM049v2z8+xShOCSGuc4vLC5CnHA1jFkwnj79i00lpM/3xS1T9/UJpsmp/L2fYhMYYWvw9brcy6tBmWjvKZxG2ETGa0l6zKV2dyJVLzgg2tpnpJTNJ6pAwWlL0e17T/c8bMEtZc2jlTQFRR8o2HqAbO5WvOyAaOQCMN03VOf/2dyfDtWvpgCGdJnAEIpBHxS/em0g0vbNkABk4dMx02j4uLcCRHlvd4dXtjkwJS4AHEFuhTH1NExu9eUrc/m3qvddtehr+gKg+PRC1CZBnQfnYZspjG5SPi3KqU2j31+L5sAi18aQUIkeW2xQQve6MToA4qvvZAv/kb/xBAxZAMh1kampFjampdHFhpqzjyhqdN6MTG98IRFNT0zmjIoD1PtO4PtTRmxnj8fHui56PuqRuU7eeFiYwfQAkXj4cQosDfEyEDn4CCmX45d+ZTqkbp6YBIbr5wAQ6yoBHPk5ZFbS/fn74qPX11K7TiFhA1JabA2I6kFAn6l2mpjqmTivkgcB0tN8cnHQjCIBm90RP71S8P2/UaER2iu+vExcCkDyn3FgX+ZpSZD5gOFPE/dmis8HdNbruG82M1P2IOPJb4hNjPho8msqca/H+WjqZkhmjNKdTC28aiGMnm67Je6e8HLkn3psClqndTe3lydA6F/Z87lI7nYJmRptz9Pt78uc54TUuz/b0zsXRTvmu4fMw8xYQu/dqCkblT1b6F+//7v6PU/r4+Gcq8pLDrnGmZBYEMNwzhvtjFuEYT5oNy/JMU7nLOSlr+Hie2aSFXTw8k06WdBrbxe7liyaDNto9/fmPdNBVjtBPGbTb0rLAi/k+sIwFxO6FUuYwX5D5TDfJMUJyo5AnF9qVL5SP98w1dkS2SNNd08B+Gmyamz90IXdlakzeYr4gV17j8In5wtTW1LrJnswV81k8yoAv0wgZTp1NUS91pqrNfDFv2UKv0Xz0soWh39KzzO2D28bnmq1jl5bnbc23WSBSoIyKB/sRKWHIhzptthHpnLSmOiqg6OA6NIA0kPzz0/Y9PPrdCjoKwzylBk0i+SwylGt2Nte5R/4ySunInjnl8BmVQswXngEsXn3QFW/G9/cmWS4y3pLWtOcX8wVZundskdGIoo3HeC2Np7ltMuKjl1fJ1T2/hxjfFBBpMnvwMWX0mkZT02hLjVjA10ap77xunVgcQAPEXBspe5fdENLEc8BT8jBfBCAjEHVqQLRSxb0AMdrO0AjtgHyJDx7oBYim0AEEICbeA9Eo3CtrjHjaLEoadenbUDlamZ9+sQdfABf60yqiCYj56PiQlTu0wKaA2JssjB52X/SODGbayTzBA5wpHHAa+YyU0rMELnHP9A64AxAdly2xd8wRQKxTGgEBBhh4o640o5d0HmiyEqanow4ZBX1UEk8e5gj0JkB8vudjtApPI1Ti8qkjuTHAQytmHmnjH/e4b7QGcnTQU49sFHatHEI+6aaz10znU6eHGm4KiP1L1LnGLzuFQpa4NVkwx2X85kfHMmLS55PeyImnlrgBiCndwR22QVl2ZmQAyngjknjkQ6GOruOKLzkAYWjv7X3ysVd6BrBNh43mzAZGsLYkzR+HPptOksNDnCw6mRXucvJxGQ36ePtIOMZDudHpPZo+Bs3j9fjA59q/ELhbooeTslkgLr/CqOBzN+r3XI+h+2+qgg/tpTB8ci/X14aej+tppcxJG8M8c2040rnv+lr6Dzd/AbF/t7fTH9AcnXB2+4Ndf1LbIf7pPv1qNbzT2F6+OJyk9vLVRGs30cSj8fnytoXhOfHRuS90thvh8/LVvNLn093OSW0/+nBf9um+PJP3ZzLXuZtpJP7480NZw1c4x9tKo5kHXsezhOs4PsTcBcTurWZqGrNElrGZroo38wXTxTxVjSnD/VNT0478PmrKaJeDKZ0dEtHSipsaCrMMznTSte1ZFEjXOH9C45nIm/iQT00T0W2Kp2eftXKIWwqnjuMSt3M8TU1Nmz2PPtp4hFc0y2OoPmW+OLTsZoFIoTIqUbLETSeikGlKlUfT+ktx8pZ7PNlOJ2fOAMhTDo9RdkMLCClrqPIpScRpSclXTbP4/Ism20WLStY6dxIAPlnfmrJklwjzB80pZUqWnUVB45qsijdNrTr1WtPQEvbKrqQDomd5SqXQp7ARV2ZhltbJo35kymuWBYbfQw03BUSdJppF4FD53pn6GfkCNoDRmWlHjRZA4l7MF+JGqxGIaAd8lDV879jrKFBGm5tdEgACmPLQMgIRL93I1jvTu4APj9FMYsNu+ODleWEDSGduoEXlmx3x0cv5KPwDp7SZFG3WX2tTZfN8zCPhhY+yB4yJu9aWBcRDG28KiDquDhuDtI7b2xEBEagAzMiQ6VQD4ndftFFwBKI8o/nC6BSVP/qjphFAjHA6phEPWHROI1IbEeetSklvHZf288nxUjp8eA44RsDHoD+ZLybTQeJGpgAnpgXAMc1kvogDtF4jK95rmwNE26DQA0g8gF7o2j2joHi8drtatk6hHmC4KSD2708HBkQdKS4nfUdGbDLgN2/aErfIi+71MqJrMuKpr/uSHZH8Rxb0L0pkK52fWn//5zSPb9tIHNmLLdOHQd4lpw5LfNrU+TuvG+gB37UpNbBHphM35eaVgYxofeqSA3Z8ekUL3pmyK2fMFY3XB4c/Rs0O/mbieDwtpSsZ8dDKmwXioQkOMZ2KfNSfOEYJk5PHkt6H7p06kPdA+TjGkO05tHVGYeJJT1pC6dcawD3D+0iEfvhJTzw8hC3/sITtuPR3rzzT0zgVz8dK6JkaEQ9tWUCkhNh1G26p27O9qY83e2H35y3Js//jlkOjno9R7PR2PHG+t7klrU8Xv9LFfJCyJmz1Sjk6XqlvK8sVvPwJzb4dOnqtXv1WsYX2u5bXFcV6m7IWELu39W/+w3tt2km1bipKNjSFMxUVpyGVzkuXJm53xhGYO5pLUbIbrSn5kKcUiqxIOdSnm66SvUxnKYaucW2J3vwfG1bWkMvwEjctRlvcLn30haaUp6amS7zNIpSL/Jp6KD/aQtpU8dwT8try2m1dS/wfSlGzkGYAACAASURBVFoBsXuTlBRAZ7cFMFLMAEwUOGQ29wLElm8+xa0jc2/UYnJyFSUMuxs5jbqfAgVPig2KGunAo0M3OfLRQYlyL5Pdrh1ZiD7aFCeJh75yAAq5Dj/KGh+XCYinTTI9b0Ak/8VWiRf6Pa92b95VQjHkPlmxgHhoyU0DcVzArGMAGTDwFitTzUvTaQFDupFGRwMS9sZx98WheacF09GgTunTqWc6vg2zOiUw0KAyX0STCaRNa/r0i2ZyABYd+pQbtZnyGXkAgzkBuELbdTMlzLSVAT95AOSczOvI/WidUxblQgNNgEefpjR8aIPdb+nzFi9Ko6s2IIfZAw03BUSmhIAPOFS+dyMQdVydOUA0bQwQpQOi69GO2C8ox+MYiLs2jQMswNNBpxFrAmJsckanBsTnX7RDe30ERiCiG9r49GYF9cpxisABZKaPwNIA4R+gZrDgZaSSrk6TQX8aEY14NKWc9sNHWpy4MgeIaIU+Iz7eDfTdn9JIA0Ra6nJTC2jXd/xsxeVrrgN/4xvfOOpUMV+0pWzfvGnTNNPPyIiZlromS8kHpEwYpxweI0CyfC2qfp0SyAENXaMtoMcsoKNLH80XPSDwGe2VRmsmhWYzfD79CSqeVtIY+YAOwE0t5QNUdZymjIc6hQ8g4pMtXursnnIqLx/5Fm3ljuzoXh9f4nOqDbeQvjkgnnupQKrz6py8UcKopNPqzOI6MtAYxSg8moLj3eu+7I60N2oYpXgjB29KaERJujzJZxSR5xpnumnaa4TjMzLiYxUNL84bneUBUqaFa5wyopFyJ0Svj/fXynVqu9U1vB9K3gLinTcZ9Xv+g951H8/9hEaOw+hxh9y5hN68ENNCoxWV/8y3mRVC6ApeI/3QbmaFnnbqEr7hdUmoPN3zffzIHJI8ff5L6G8jTwGxe89OS6M1bNOs55+2P3AhR1HO+DMXf6LinmujjaVqppmeyfStI3cyio/RyMhoJMrJcOLkqZy+5po3quBt5Lnc3bQT6TyHV1MMPf1iz8voSIkiXZg8TrG7RnZjlM/zyh462k2cT1xdzCz8UY32vH7L1eW1f9tyFhC7NwYg/Q59ACPLkAHJguJt2dssI7omJ3rmGseGxhxBhiJTRSY07aX8iSwVzaxpsnT+GkeuxIcihcfX1JNnliHH+aCQEV1LVx//XXipi4xoN4Xyms6btmc6L04Gdo8MnFC5amp6aOXNApFiY1RuACLA6aBkxSzOBkhpWRvqHo0qk4a4Z045Wtp+baZ87SyZZ4eTsI1OZEMyIHCKGzUagGY5j3xqdFlywIBPdnwkj/IBQuRPAI+cSEZzbZRqfJ5O5gv1PCUjUnCNC8vxBj7lRTPyovKK89KjTcVfGkBOfK6YaqdiDzDcFBB11IDPou/E814DxJgpTKkoYwBRmo6ro7rOShWjlJGxd7SK2RWh4/bbhuQDcJ3TtFCnNKUDCHE8AE6H5U37dGKjpQ7fOzyiwWRiGPlY0QKI6JreZooo3kwKsSMykbw3KVtoT3sgAlraKbtX+jK47+MBzAE5+ujhO9VvKkMD/fPJvqie10yBe54PMb4pINKKBiBeplPcqOTjLIK2XM2UDrjIgoAW84U4EPajpvhovgCIgILpIh05fMiZppsAZ+TQKaPhxIMcBejuGXmFTAQ6fO/wSPnVK/a+5MnCg4DExwSYXeNpxAzIWxlMX79z9/Covs0Y9GO7xAcQ29Rz/nMbtNULbR8b3ujng6COiavntYvYU6+HGG4KiP0LNJL0Hco9QMwSN7KSTkmuIhfmpO0mJ5IR3/3hHrCeObXWFBDHKaORyjTXCAJksb3ptMAiDBDJVa6dxD0a9Pv6LPGxBpT8BxwAhzaQo4cn8O2BOI9q505xU4/RJgpM7WPCtDPLo43mk8POfR8QeaQL8fcxKiAe3uBmgXhogqUYueVav0TnXBp1fs9jvO7vic+HVZ0jOdybOvr07DGvu7SzA+TNtib19FKPmCv665Ql94YCb/iygLj48tN5xg62lJ7OtUjoZKIp3Xlw9LwTx/9C96WtXb1dMDTOh+0EuW4J22XcjtulnTp39JE55vlmPC4ryduaq4D4tr65KveDaoEC4oN6nVWZt7UFCohv65urcj+oFiggPqjXWZV5W1uggPi2vrkq94NqgQLig3qdVZm3tQUKiG/rm6tyP6gWKCA+qNd5WWUs9cvSuMueeLNceEz20jd7fktPFRAveNuWwlljOS7vuuDRq7KgPx7fcRWBCzPjs3QI1IWPX5TNf3Koy7j+9aKHN5ipgHjBS9dxNdTX3anCJ+fqXFC0q7NYL5rdIeNa26uJnXnAaAiIWfx+Jmvdmv/cZ1OHR73JW9eZ/sKf+ondu//k19/k8YufsWMdn3H/4sUE7mRcXhIHgOO+wjuPtiVqd1MvTVGXr7u9Li3L25CvRsTuLZFnjEZ2Uoifk28sjk6ea0cwz+b5U7s2FCv05ZVP5z5Xpq4qLQrQrT6vXu1ptRsvX+xHqvAQ4mNP5rhbZKTbX3vOM3bb97SUN3UTtjq8etVoK5dn7HYpN7VAAbHrCTqtE75tObJNqW0jejQfG/+96V+VbN9pR0s8+rwdJW9Lk2f88cql7u9/+L22jcqePBuPbfp1VKI9inbTC/PPSrYuKYs08XTuS3hl72RC/OyfdEwFerZ5uXY/eWzpUqdLHfDZw2mrmC1i6KER2q6TLp50x4vYQDwtfL+U28PNt1kg6kCj5tCOcWet2CeYox9spLWzHFhsbLWz3X66HILkWsc+BZCMSn0XahuC5z16nrdPz8ZZNHXObKKVbi+hXe526jtT5hQf0+f8aenE66YdbJUNxeql/O14j/m/KuxvVHbAs0/QBl9Hf6j7KZcTAQ73p/N8gNwHygkGwIaejcntg/JkigM/Lw/gTmfj2JlRblNABL4oKCgScup3uoEpmc4IiDo/wAEKcIg7ES3ACSiBVCfvAQLgUVJo4MTDxxEZwIYmUOIFcOE1xacyACMe8gFi74Ai8uQSH0dytEOcnn6xrxfwtQ3CT6fd+uprk7B0G3sBUTl6R4nERZnU3xM30gXMwAdogIgeL+4DgK86ix8OqSogasNNARFAVDjOERC9POSsFiOIjqjzA0viOpNzWFwDipESYAHEVLYHIu0qoHNA2B81IQ2w0UMfH0Bso+B8gFNAKR2PeHl650OSj4l65CPT8nx5245TBIqAzJk1QGCUcgSHOhjJHGaVPEsjYg9ydTmuzzQiGlnNGoANTfUzjXfcZEZB7SQPsBoRp1PcCoje16aAqMKZjhpJnCVjlIzzpyi+1GQyo4nORU5MXKfS0XQoMp18vvg/9bsfH8mIZM1ME40iRwDZ7Rp4c6QiGVFH9QEAEB04cbSNWPg5rhCoeodPyo/PMUB2Te5THyNWL59JIxMCTDsGZJbdxJdkxIy6+NG25rqV5cvbvYwYPmhELhRPGcJXvoOM2Ndou/HNATGvugdL0hwt4Vh4IyN50Rfb/0DQ7olLj5eefJ455QLI/j4+6JGRwie80Ew8POXxkTjH5wgcMzOaSTx++7NPdv5yLrSloZcyqEvi8p3SZgJ9P4NInYzqKTNaaZvEG/1Zs6oMrh3RLz4d0RFK2w03C8TlV55pUo5+kEta0hMfw2V73TKP0JzD/bH0rnO0Bfp9fL63L4frS5xydXT2R/Czjfxg8mjuy5C8l9Du8ww0WjnThmM4121frmvbruf7cOIFxP27vGnTVlM200UaTDIOTzZLnGLDfcqJlu/pF80UwU52qfvW7/2gTQtNOU17G80nkzmEEgivdsLa+9O9Jlc9+6zJcpmK3s/rcPgxuU+9yGZC1+L9tTTeVJIy6VLn/JlMRcPH1DNx/OKlM/XwTB5G33JTCxQQu55gykT1TrMHfADgKEDX7UjA2eTgmuwmD00mWfJygEwyIm0m2RDge14UNfhSngAlXni4diz+NY5MS1bDS73QFfKN/+OvWjymB7IpOfEaICqPZ0JTiKf2QhcI0U2cHBzZtMwXh7e5OSD2Ms64dpQsptOQeXigyInVwpgsmrmh2RSnQ3ONbL0DSjIod1fLuGu0KWXQp3WlFY2mlEaVyYJ2Fh/x8AbK3uGTD8CSUsgflQKcUXcyy0wjLSWQutCiNq3q0xdNiyoP4PhznN6NbZa6TXlu2giHjo+KENB8XPDWns2EMZ+SDqC0tEbHAuKhlTcFxN58QZMZE0Oaw/TSqBMg6vgAYrWLkAcMXkdrAHr+RdNohoawN1/gMWozAQwQebxCDzgoMfAFxPASx28EopPKeQ6fUTsbIJrmBohAEdAwYUh3P3FAHA36OgkwAr1476SZaqLJHAJ8gAiU4nzAJ25UZkIxihYQDy25KSDqNDn+XjgCkbaQil3HMYr4mutgpoY6LK8j8zqb0GioI2Zk0rQM7VmBooGNVr2zMMB0Fn0g0DnRYxrJSCKuHKavLXz81R3AA3jMMfikbhOv6R+PYzIwXVQXQDMaCfFMPFNK8p4leL0LXXXCp1+gQEb0lwPoo4Fepqri+Lsn3vy7U5z54pwWuOe/hfimgDi+0OMp1q4tTNYJTQ/jjV46jJBPev4hV2gku8ZR1oSe0RZN1+IUGLkXXv39c3z6j4F86kKh5HnTW8vkjOLifBvRn05/QJN0Hxey8ik38pDPR8NfBOBjumt0DW3xNg2ep8JGd/d8FJhQyk0tsGkgnu4Eo3ni1HUo5H6u7wuT/9rwPrrn7uM1mzNaeIr3f2pzQvj0ZZvTfvRhZxrq728vXkDs3jlljS/2t77/URuZaA/F441W4tJzzyhAzrvGeYZHi2Ik9MUZ4fEJ/cQPfHTiy5yRN3SMhuKUQ733z72u1UEeU/JTBv1lrjc7sijaPBr5l+LEhYnjhadpsUUA5aYWKCB2PSFL3OwiIJtRLlDeuI7ioYXzkjTTOEvgLHHr15p2JBejOip5ioxIxgyvtlPh2WG5G/ruCS2pI1de6shu5MBeRotMSFZzL/Ji5Dt5yXvAcqmj4PJMZFFhZERxHn0+cfxLRjxu4c0CkeJh1GYaEQGNtpKc1mtK+7j7rsk64taBnnIUNVGoJI/Rh4KGFpSG8kBvMllMGtmD1lR+eUetaegJl/hEa2rBAJmMrAbUPAUQPtLbAoJZMQQwRuElR3M6Kp7ko6zyEWGWoNDygWH3RJtvyq/5OlpToCyt6aGVNwVE6zFVOM7OhV5h0wMxIIvJ4hQQpY92RJ3V4Uwck8J4LAVliM4Z2k2xMQM7HwBp4kBqhKJcGbdBMZPEFnqXzzRlbOaJpxMo8ANC4GgLBj6c9gYqS7S3QGWq3Dva5dgSR3MM5U0DInvlk0nLGyBS4kTTjL5rQBQvIPYtvLHdF4AYk4UOBCz9omxTU53KCGK0yNIz9j6jRq4T6lR2YJg29lNTQAz4ACRgSdMDmBEETTR4ndQ17WPrrP7Ys1vipkOPgGdWiGkBz5GPZWamwAmB0PQ0pguAFJcn3rRyNOj3QGS37O2VWeIGWKbO6Jh6apNMSaW5Dg+h6ew08l4u86b9HmK4qRGxf4FLU1NA1GFMAY0eQqDLtFB8vDbdMzU9dVSGTtvvjABYHT3rWXvaQGiqCvj4iCuHkZCXdsrhk1ErebLVCogBENCFfEYqcYBMGkCNI2LoqUcPwil9PiLj3WnUzRpTo2x4oR8eieNTdsS07MZGxEO1f3yxJTvcZaV5k5FjNhPsd21kJwSO/b0+fllp7uYazR6hmZyuB9d2fSykD9m2cLnZEXHx5b581cwHZEXeCBBvtImXlriT1c4ZwJf4GHk9Ez73hdnDNyp9lmj3af/mP7zX+CivZ8OnXc91HNONhtd8LORlJlGn8GGCERfy6pprZZDmmWn7VV/i7cYLiN2710HINZQNplWmqcwXrlv80ef7eJaoyfcz775uq3I6UmejVrx4Bk2yYu/JgeHVTCWPXjae5CrTvmscWc2SNSGvbn1arlvaN6cjL641XwBiTnEz3cSPnEn2FIZ3z1e8dugfv8nNAtEXul8zqVl81YEu5oTIb0LKm/5aXD7p57YnkUV7zSw+DN8UMuQ/PlpT8fC2gFqcpzElN45a0/5V4tMrntyz3xCAKWmaTPjstoWJK4N45EUhcE5mhZ76FAe60eQjDQC1G5unDxQfGdHHJPTFUxbPlLLm0MabAiJARMuo09IAAmScaZMOZc1nANGDI/Hco/20y2DUZgJFlBq9ZjN8AE9HDdACROCO+QIv8VwDovu9Awq8uCWtqf2I6uNjAQDWfeIrLnRNeZJrISCOU+1eG7v0HyA0zWYG7IjAhmczZcyL5gERvwDymE/JiN7fpoBoBFThuIAl186SMboBSDbs6sRAIUw810KaTiNA73TcmEnwHEdey+hoMD0PXEY8tIHNPaOhewG8eEwaPR8fktgrAXLkY0QEEGADggBvD755j2AAIn0JiNos8unYZsoDiEZe25vw0x6Jhz/a4kCIn2nrBPgCojbcFBBVONM3YImtL53biGjKBIzxOlXiQl97Xjxff0vcTjmATCdOHsdskBFDJzTxspwu14knZI7onWlh3F0+B5kPuNQLT2F80l0nviQjZmoNhDm+MXxpXz0TeVDIo5e4EI+E4oclbgVEbbk5IB460FLsptkDe+O8XK6T1v7DYX99s9t9eXvShrjEQRotKLvjRPOmKXp6utJzLb+4Dt8Db4n20v3DSWkxXej4n+5pxowx8fh0X7Yl+kkb+Shv6iM+1Su5hYc6ht+hXAVELVRA7PuLeE43Wwqzjai/t7fHjYROX1uNci+fnod4432a5vKd8XQ1YBx8+Ejfx98AHHk24RG9gefRvTfgtVzZtzq1gNi9Ptt/TKnIMPGmn/FJS0juMUU1NR1HiY7snahtQGQqdNESkp9Clzkj8YRMGtPU9LKOm90XpoMxIahb4sLxWhpTxDUbnU1bPZPpLRq9yaTn38dNTWmPy00tUEDsegLzBTktihmKFAqUaCwTj2JFKI9nrnGWrpH7Qjd8hGM810wD/DWO3ZFcCMwN6PN2LvF8BPbxebsVsNAaX+6m08F9WMi2Qh7PyLr5yEgPP3xO7fK4nPfDybk5IEazSN0fU0ZeJ2WNDkpbGZMCjeXoc09Iu2pU7J1RImYRPBJPntGOGPqAHZOGtD4eQIaG0OqeKJ9oUBOf8tw0bSkwADxtJR/zRYs/n3ZiGNnbx+XpNGIymfQubUbpNCq4yHxGQe2GZrSj2QYFeNJ684VrI+i0MfiyEb4vz0OMbwqIOpQKczotMPauB2JvOghQlsIlO2JvvugPeAqvHoj38XEf4Jk0RoM+8EWLqS4j4O1HBAQAYU4QBixjHDjkAapxRNRmAeP48VKn7OAI7TYCzqOvD4F0W5+MkskDiP4KYFLepGW2G24KiF5z7GA6beJ5/Za46SDNNNGZETLF6kN5eDsv2NF6TaGRI4Z24QgQCwBMGY0iMU30tPu4vPLJz/cOOAIQdTk2k0yg6uUyMuGSXNinkd3YRnvXr6YZP16AREZkwgDiXkbUlj3/Po6Pg7fKTS2wOSCee/FU6jqHJV73efJN8jhP5hpnJLAFKM9fGl7Lx85+o5vneDzVj3cv6UJpQlPgc2fJjEop154LH3RMbbWPdHGhrV/iysCbXZiBlJtaoIA494TJjpZuQW65z8sb80CeuyZcoj/T3JsYkifprq9wTAnNxYa4YEa4w0ueN3CN1zn6w729meMNeD3ARwqI3Uu1pcl6SaMFb7lZH/bxdnzF73/c8lBMXOPQcf6n8JTHG4/wYVJg9rjGRUbMWaPqNnp5kmYJHE3rNSOVEdFSuqaQmWmFpjAeD3FyqDi5srSmh7dZQDy0Rdsn12S3D6ZzaMhvfNuulPh8qhvFiXtMF6Ps1pFcjGaJG3NEeNwX4kMJco1r8tr8BzFMB5ERyW5LcXnIepRDlzpAzBI3dLVFC+dTvpd4SSMjFhAPrbxZIFJujKr4cRtUTAhLi7Cj7XTPAu5TDo9e2SGf0Q6QQ7/XxgIB2qNnXrDw+5SWkQZ15NNvg2pa0vl8HKNX02C6njWpCQ9a07vTYMogWtpjOXFS0lAwZVuVD4Y2wYOP5pbSqfH+4LYpcbR3uakFNgtEnXbUaPbmC4AIUM4B0ZTxlKEdfaaMaDbT6TyzBMSAUNh7oGyLCZ6aAt+V4dDH6xQQYztM2JsyYlLogTjZEe/ywcMH7FhzegAiWoAGeDFXBIiuA0S8aFDH7VZpny2GmwWiDsUm1hvBLVw2tWqdcx49fOXTSVuY69yf/0xmqfMwWyyNVKamTB+Nduj0oVGquwZCnXiamt4FCD7qcgyQyb5nGmi0yqqWhElzHY8+gLCNLo28gO7D0gO+P8XNdBctIVkz8T49vExna2p66DWbBaJp1thx237ER59Po8+8tC2AaCNSl5aVLk5jO3fAMMCPIyKlCCD2NBMP3VwLpZEhfQhOOXXp7YimjxQiQABgfMAsHkAIc18IiKfWmqI5GvStIjKdDdh6un0c7T4PIDLblJtaYLNAPN0BBjX7Xr2/lB7zwl156jT95I3pY6a7V/+7n/+yX+J5mvLdO56Pm+meq8/epJAy5tlLwqWySjvH9/6tXZdwfgh5CojdWyQjWn5GduGttKFQSDyh9D5+6hzQjvRR1HTYtAyN0fe0c89IhwfD+DXuX7z/u+0ZND3P45twjMvHXHKNEsUoqVyhP4bak096rimsphVHbwL6a1rh7chbQOzek44YmcrU0VQuspRQWq5NFcVjvuiXuHUkF6MxX4Q+OvGmc+HjfswameYtEjyRaDuSKWCmjurGu05caDpq2sgzK5iOX+pMTT2DRu9DN2l4Ji70zHSieD9qX8r14eXbLBB9jXuZyqs1Ivp3p5gOosXsd0W4R5tqSZf77p2TEcmHx+r+XVvLSWsaPtHOhnafjgcZkcfrlKPRHB2FCdmMnEm+BGwaXqYFcWnRZkYWBphJazpSmxbK3+UzAd0HqX045o8X2pRePjDN2P/0sP9SOqBOi77v8tliyqaA6OudjhQNYP/SY76IXW8JiO4xZwQ0wKFj9a4HOS3jCHjTPx0fDTzQDK/Ek57rxmfYj4huaDtEaprqHUriFDdAVN4AI0BsmuF5W1TiVggBiHL1Lm2GPi1w73xkPAOEzCJMJLFTotvAP5/ilrj0AmLfihs7KkNHAgzu1DYou+CNIDp+vFEjI5L/n9DZXBvVjC46YO+AnLaU04kDluRpo9AH0wlueKApRFM8YeLACEjjyNvzGbWmztIxItKc6vgAyQOJ8roXm59pb+6ZNvoIxHwRTWnMPKOmWT7PZPRFBz20eek9r+TzDBm43NQCmxoR+5euY+VLn3Qyoi1NZDQjB9+2ITmNO8vRHt+26ev++tG0pemUjAiE6cTh4x+k2lRupo+HKVzkzsYzvGe+7uvEp5y6GPF7F7ks8p9RKHH3eNdJB1qymw/NKTe2GTtijspAhwey8O6vE3ef7Dopn44/Yqf4PvT0zQJx6cUe78BYyrGUdnO0F3Epx3Fa1PnHqYerUx3zVPrhyeVYnhPGR0GS60OoDa5thyl/aCoFekvhIa19uPYmmyn3ln8LiPPb92XnTekOHfbQQY9te0mf7X0vj0eieztUyz/YCvedMrQTxhbnuu/s93KZM+QZ4ezDK+Gire9S+oM9NDzuC494X8rr4eYrIO7f7U2zdZmamhrSnppC5o9IpbUp46PpHvkwfyJDJrrGOaXNUjq0xdHBz1TYtXh4uZZPfvLXNS7TQ9NP085MRRPPdaaS+6np82NlzTmeZEhT0/z5THgK490zLd1fz+aLWuJ2aNnNApE8NSpRLLmirKE1pDyhJBGnXMm1kAzV0pkFnk3HZRya9DjmgKdj88XNzr9BkUMbjflvs9ENbWGUQ+KUJ5FJD9O+Yz7qcsxn12RKRz161j8S+2CQNaO8ocV0nXQKIaAcz6zpOY1t5h6QoeFDgV7vpfORf8MLn1LWHFp2s0Bk36OK7xUpMV/ERggo4hZBA6W4EDjE3WcaGLWZh+bdta1W4/pMxyka/djrAA59YAsvdHm85JFOk2uN6ilHG3zMZ9JkAhuA+WDQYiYOjOIAmjzWmALIaEeMEkjoaP9ohKeyTH/BRvmEflNyzbZD9IFTqPzi+PLAe80KnlP1fijpmwJib77wAkcNoI7ha95A8PyLPfgCxIDDdeKAaHTrnY4aNb8R8c6i7+eTFlaHB+pfevqiLbRGk8kCIICw8X3+ReOlg+vMvcMnoDBSjXxiKjCCA4P9idkCFfMCcAQsgG4aqRxxMV8EjHj0Hy9ytSmnka4BcTaV9HHlwBfg8XIPEGtETCtvzI54qPau/YtS/rEp6dZD6iA6DNkMKE2p2tRqPvFbWvuyfzB1KiPBuT+h8aUbAcLQTm4DDvTIiMLQxjtlEDdq3Scj4nP8YZkO/mUmiMnCaKd+8QDkXtLFmS98DJacjws+vQPEpSVuoSlUBmHvPaO9y00tsKkRsX/pvuojQHYvX7VF0U5zO+edcpb7prPnlmqNIwgZz/M9jdASnku3TeuUw8fo2zsdndwbmuF7LnTCmr8eWHJGxyV7JaVL+IT2eJ30hOf4LPF+6GmbBeLpFzuo+anZT/m9ip5p4VoXc8RgxtjT7Mohran7r+SRcrfHQi98JYrneo6/CZ8j+uFzaXhlnR5o9gJi92J92U0bf/X9F01ui2zo9DFxihUaVNe28WQNJ3PDNc5pbJbGoYGXqWDkQbSlpQy//OhZ25oUOe8aPswRPNkQ3cRdk9uE8a7lMX28ZruVUdIUF+3QFI5xcmHShfjU1PTwNguIh7ZoU0zyIKUI5QhbIfDR8gGK67ZL4clkXmgawg+m4zU6MvdG2QVpWtG0wx8dShsnbJMNxd2TnvWmFEJAc7k7bH9q8ubjSdZVP7TIo8DjmpwrVCbynEOCL3eT7EfuDC3yLHkzdPu4PO7jU3bEOAR92wAAC7VJREFUQytvFohLuy9oTXVaWkMAZDag2aRNjHnBPSOh9OSj0DnlnOJ2rETZ7UHtTFOmDMBDj/cRMFK6h7+4dB8AfE+5pbNxjDzqA9T5UxgjKx4URdGgShP3IQAo8tuSo5m1y6O3V1LWADRgo8n7gBgB0TXyt/jzyVSCj/vASV4sN7XApoBImRGzguqzvfWqeMoQox/Q6bwAIK4T27oEeMwKrt1z/WvvTdrPvkMBHqBz4sf2vd30zLPbRhPQ0Azg0A4Q0cc/26bG/6RAOyCnrMnOkpSlAfHRyzadNrI2QDz5omlhaWKBpI3Is90PfdPMEYjKH/MFHjGZ4AOUASL6sRMmjo84gNIAJx3gy46YN7Ux84VOE00pm6KvezqYJqEtzDYoHdQIZGRkXjAqSsuyNNNUI6GONf2B6KFR0Y4GUye+A5An0w6PyJgAYfQABPSABi+dl0zq2jTPzv7e4ZMPyRIfNkEjD3OL52Pvy5QRgPjIeOrhGR+Z3gXs2s+5pkdAfDXtvAcstEw9Qzfx8JWuPLxlcTU1PbTypkbEQ7WnkSqjVtIBEdBMCQFQhxQHOiOTtIxS5CjXRjP3TzmdFmB6ZzrqmYyq6OCTaap4yoBf8pnCnnJG+oAyeQCOB/hMP4246Bi5AB3vBv5uaor3khtnFPIAJ5mPfNlGvXn7WOKm1KaiTbZ+dtvK4R7gnjP7LPF/yGmbBeL5lxrVe9T7CaUnjkKuxaVf40JnDNHozRUpS2hfw0fePJ+yzmEzUyRtzJf08DwXds/uaab86Jzz19TlXBne/nsFxP07vNn5E5p//N6n7VCjnDZm+tTHHXjkmhxF/S5+rRoeD8oYtEMvdMiDiTMjiMtnVLx2KsdMQoZFk8c38VwnTV5xJoyrlp59ebtjYvFHN2iEfuihmfTEhTTApxYO7F/JhiIFxO5l6+i2QZmukdtMH3kyom1JplfNFPBoMmVIoy00NbvGsVWaMqJtSkehYUrsmjwn3pQo80FPFEfyK9s1jmzGXkcm0/F7WVCaa6FpolBdmBUoiy51ZGzPoIFeTBehjW7KEJ7yesaqpHJTC2waiFHcpDNQp5NfjD4WXpPPyEsxX0gHUtfikRvPmS901Chuwscib6ALjdF8IZ28iL/RwyjD5HBu4QA5tN+iRHYDeAoYHxV0oggC7CiaYjNVb/IukJwz6GsztHvnIwHETBPq5QPlg9LkwnlXhng0qHgD5anjRXraW4lvCoiUGVHQ6Ljjom/qdEoMAACOKEoADxiAkmazB6J8OnHvACKaRtrMXssoHyBSYOjwwIxGTBY6bOJA74NgGgswo9YUKPIxYUfsTTP40FIacSloTB2N5uhQ3gQU4soCrKaxRrLRoJ82Q1Ob9UAUxydARD9mCgoibeMD0INSGwP8NAUmQ5bbFBCBL52VSUHle0dm8SUHQB0qYNSRdFhANGX05Q9YdTCdsHdAGIDgcQqIQNg0mjM4AE4nBXQjojIEiMAyjoj4AD0w4JO6pSyZKiqvPwdVt2hIgcV0FVCkszkCrGlkb0dEO3QBEp9+hHcfH6YKNNASFwbsWVgQPu7j47Cu65Vcqd3DCrXrO3625pZU8b0dMTKbqRYZERDEeSOL0UocCEcg9m0JhBkdk67zW2bWRtOo92dTAlrhg6dRRT4jmyngKYdPP3LJByBGHryajEkufHeqj6khb+raZLd3DzKiup1yQNmbYwARqGwFCx088G48vj3JptJ6XmTE6aTvU5y2lb5ZIJ5+zVTq8X2upbSo6ft818SXaOb54d4b7YpAI6aI0OvTYlrIvVynDJeG4SG/+DnX8zqXb1v3Cojd+3YsYJt2vXyx2y34dspb0gFjjk/HCepgFzonxXm2o9GudWLpH3++p32Ur50wdyEPxnan0v3ow0arxUN3Tmu0+/jtD5oJp+W9nM2k/UQH/dTJtXhPP2338sWkWHKvXGuBAmLXEdgDmQhMCTMdJROaUpF3yGxCygnTRfIcuce06xoX84WlazSM6AspgshPFCf4mlKSC1sZZhnsGj6Wq5k2oqk+WfLm2pQ198Qj59k5f25qOvKP+QItPlNScVPT8Mk0Oen4nNPOjnwe+vVmgUi2GZeE0eLp/MwHVPk6JA0iYIhT1kgHVHHKFvKc61POCItX7wDQczSx6AI45Q9lDfkz2lr3svicUsi601NOXUY+Phg+FD4atKbiZE4KIGWONjNxyhqAUbdTrpcP5cHTx0u7KTvFEB7hlY8VudhHTLo4gF61cOBUgR5I+uaAmEXe1PAWMPdOx9BxYlYANBpEWkzgmNI/b9pFcR5YPNO7AEKogXv7nnxGOM9ZNcNUARjAj55ODJDieLrf0hdOcQsfdVriA4jAAcw2GvugABubImADTRRG7slnFBvNF/lgLWmalcEIiw9NrLoY2cMXH+BDW72B34cHeGtlzaHXbAqITAr2B8bRAAaY0gDRVxsAgQ8gAMQIllHKiGhkAg4jh5FNJ+4dDWZMFjSZiScPUwIAGBEz8u4B93Qy9OMNrGx7yqBDe65X9/d8aGZjZggfQNTxgQ8d8UyxxQHRSJnRCliMiOoWB2gAGDCyi/ZaYPIkUNH2tlHwybRLRVy78MwkRl28xWmkAT40w2vL4aaA2L9oHUxHzqjiXmREKz/Ibb7ggJY4QOpMrqUDhw5tRDjlAHE0K3ieOcLoJ+SzrI28mbh0MqIRhIzHHnfKAccIeDKhKSB+gNHks29/0q4BjncPKFr8O9Mpbj4Apxywx0YqDzChG99ovXu8rE0ZwgMf18wXNTU9tPJmgWgk7EdDTWLJlemSkAdS4Q9vp+uk99c2Ezt97ZRb+urjQdOKvufF+ZHXmH4tH0v2PKO8+OCbOom7h0fui3vG9ZJrzw7/OCVfaHkOTTTCG028wyNx+dArN7XAZoFYHaBaYE0tUEBc09uosmy2BQqIm331VfE1tUABcU1vo8qy2RYoIG721VfF19QCBcQ1vY0qy2ZboIC42VdfFV9TCxQQ1/Q2qiybbYEC4mZffVV8TS1QQFzT26iybLYFCoibffVV8TW1QAFxTW+jyrLZFiggbvbVV8XX1AIFxDW9jSrLZluggLjZV18VX0sL5ISFTZ5rupaXUOWoFrAvs0bE6gfVAitogQLiCl5CFaFaoIBYfaBaYAUtUEBcwUuoIlQLFBCrD1QLrKAFCogreAlVhGqBAmL1gWqBFbRAAXEFL6GKUC1QQKw+UC2wghYoIK7gJVQRqgUKiNUHqgVW0AIFxBW8hCpCtUABsfpAtcAKWqCAuIKXUEWoFiggVh+oFlhBCxQQV/ASqgjVAgXE6gPVAitogQLiCl5CFaFaoIBYfaBaYAUtUEBcwUuoIlQLFBCrD1QLrKAFCogreAlVhGqBAmL1gWqBFbRAAXEFL6GKUC1QQKw+UC2wghYoIK7gJVQRqgUKiNUHqgVW0AIFxBW8hCpCtUABsfpAtcAKWqCAuIKXUEWoFiggVh+oFlhBCxQQV/ASqgjVAgXE6gPVAitogQLiCl5CFaFaoIBYfaBaYAUtUEBcwUuoIlQLFBCrD1QLrKAFCogreAlVhGqBAmL1gWqBFbRAAXEFL6GKUC1QQKw+UC2wghYoIK7gJVQRqgUKiNUHqgVW0AIFxBW8hCpCtUABsfpAtcAKWqCAuIKXUEWoFiggVh+oFlhBCxQQV/ASqgjVAgXE6gPVAitogQLiCl5CFaFaoIBYfaBaYAUtUEBcwUuoIlQLFBCrD1QLrKAFCogreAlVhGqBAmL1gWqBFbRAAXEFL6GKUC1QQKw+UC2wghYoIK7gJVQRqgUKiNUHqgVW0AIFxBW8hCpCtUABsfpAtcAKWqCAuIKXUEWoFiggVh+oFlhBCxQQV/ASqgjVAgXE6gPVAitogQLiCl5CFaFaoIBYfaBaYAUtUEBcwUuoIlQLFBCrD1QLrKAFCogreAlVhGqBAmL1gWqBFbRAAXEFL6GKUC1QQKw+UC2wghbYA3GO7Cp8p9rgnWqDHwcO/iMJ8b2SuhCvnQAAAABJRU5ErkJggg==)
Observación
Rayas verticales finas
![](data:image/png;base64,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)
Rayas verticales notorias
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAAAfCAYAAACrpOA2AAALYklEQVRoBe3aXW9cVxXG8V7zQfgKSFwhuCmoRVCoVKlcEAgFVQWpQoAiAeKtqEBV3gIVF73oDRISSKCQyDFpVKfGwambF9cNLypChbapp9EwY884cZJ2o98eP6PtM2OrH4CLo7HPPnuvtf7rWWvvOfZdo/Gt8v/rcAZ3AbR7p5Tx7XdKb+fter0+nnz2b75dhrvv1DHjfveMT7/nyv3Ma+f42ZzDxrJmO8+amRN7/IyvbLfP5757ns+Y+22M7h80lngyJ+KZQrr01u3yx1dvlqf/tlOOrQ7LYy8My29euVGWXt8txnz++h83ypPro/Kj9XH9+exrk7HT/94tP10flccubpdfXd0pz/z9Rrnav13nWfOXL4/Ll5/vl+Mv79R51nP99p83y8/Xt8vje/M86/75N2+V3//rZl2HPT6xnzXZZcPFJ2Ovbt2pn3x56qVRvay3/MZkzLrmPf3XcbXpudXNW+WVwZ1q0xh/rGmMLdCAqpBu3CnVwM82xuXrL47Kh05tlg+cvl6OrU0cjFPH1rbL0aV+vb5/eVwhWhCYo8uDcs9zg/LQ+a3ylQvb1QFOHt8Yly+uDMp7T2zWsa+tbVdb1vzupVH51PKw2vrsylZ5/Mq4OgrQE+vjmqxPLg3Kp/88rDbAsCZ71nz4L1vl0QvbNTAQBPjjl8blwef65f6z/cLWU1d3asAASBY/7168Xm0TAYjWNPbo+WFhT5zgU/gUEmIc+N7lURH8fad75X0nN6sTwAnIJ6MgPXDmevnmi9v7IB15flA+/my/CPbIylaFxDHzKBOkzy8PymeWB9XWmf/sli+tbte12DJfgjgOEmDmAc/xn2zs1GCsSclAmAMyGyABRK38u/vsf8vRla0aE7UAa54x9vjvntjYZA9A4uCXNZX7XEjkf+TMW5W2LP1ibyGTLGyhjz7br7QFI9hkFkAZ5jinBcTpb6wOqmOC9ozsmedZtmpCzvXLty5OIMksJZlHESApO/cDyToPn+tXWOCwZ47StKZ5gqVWpUhRxs1TKVoD34gDJAD58+GFXq0EyppREqJo6i0PLvYqJGUT2hYMJE7LOocFyzFSpZQWEojKLZDM9wxI7JkTSOALiMPW/cHlUZ1HMew9cWVUe0VK0fMuY62S+Mt/kCQ5kPgIZiB9e22rlliUBOAXVoYVErjinYGEqFLjHCNkx8hhkNI0fQqYA4GkKQqYMVmTPc/oIxoz56IkYy0kIH54ZQIpShKg/heVVUhLE4ASodF6JpCUvmDFpNzSr/h4z8k3C0jU1VXSvYuTcpuBlMaNJjXdv9CrREGykIBkK+XCASoDhyoCiSo4IbtTSBvjKSSZ0tgDyRpK5iMnrtWykXUqmgeJ/S4kZc2WlgAS/0Hix8f+dL0mJJD4qEoCibqVVCCJW9ICib2ZngSEuvRwyg2kOMcBQQWCHUBAAm4hKSeOtz3pO3s9SWY/tzKcQkq5gSRgtq3p8nPbk6Kkabkt9esctmQ9kGz/D5y8Vjcf/tuMoiSx8P++U5tVSX4HyZrWBwlc82aUZHfTW0yqO8dirxLtQtKHAilNlhGQUjo+BUxJ7jOengRKCylz5kHiRyDZKDRuSkpAbNgpfbaQbDyfOHltGix1BpI1qEy5uc834pAUIuAPJQXSjJKyS3FOueVhEjVmC66Ne2myozACgjH1Xneaxd4E1spWVVILyRGAcUEBa14gcVqDph4Q0ncCiVqiJGOS6XmqzRkKCL4DwX9g9b9Aii8g3bvQm0Lih96pB/LHPIpnYy4kOwBHGUnfkRm0ZSs9iYOacSCZBxIHGOJ4yo0xwYLEaQFbjypqIz83aaTgBVJKyjx+GLOOOYHEFkjOSvpQIIHJ/3k9SQwqASSVQD18ASlKAikVNBcSY4HkQPnVtVE9wltIc6QkToGkIVKQMZ9RhU9BzYMkqChJwA6n4OoR3RM3VUjKPEgCCiQJ0YD1JGrgp54KEkW0SgKJPWcha7MRSH7mO3sHQlICsiV4Nd0eqgTEEepJT/IcJZlHSYEk2CjJOOO+t73/d6/VT0oyh3M2AvNk3n3HDyrSI7pHAAGawxe2+ZGE8FtSAPEcSIIFqW3cgdtt3JQUSNoMv6wzoySOW4QDnPb9xsPUReLOIoHUlhvHA8l9X0mUVZSUxt1CMsclYzJ7GCTBAkghfOSLUgHJXAnRL20UIAHWKkk8SlHCjJkHkliAsCZIKgj0dnc7EJKHcwTYB2nvUMhIyq3tSfqL+5yWQfLPrqG3fPAP12pvorQowhzr2d2A8DagqyT3XQI0z3gLSfkGkvue8/0s5x3xBJLnWkgB30LKPOvMhWTA7gCSBgaSMrMDUFSrJA6BRP6UJGB9gpIopAsJCLAcKPO1xPrmAAiEUzCHu+XGl2zXLSSn7jT1abltTCpBT523u4GkleivUVKSSUmHQpIlp+t8wfV1QOMGTlAtJE7ndYJ5IOk7AqYkwAJJcIK3zWuWmrcDKJn7/ZEzkzcOIDmHAT8PkqNIV0kCNo8i2FNaksoPiQaJn5QEPl+o3Rdqr4HExg/gjVVIC72DGze1MBBIeoFM60WBpOY5ZoxxhruQKImxFpKsUQuQ7wYSp/VHypMs9lolxY9AoohAkkz3gQIJ+JSbzcB6gWQe/8XhC3R2PnHPLTdlY6CFxACjLSRByt5hkKKkBEsx+YLrxK3Jtkoy1iopmTVPUJTLt4OUFEjA8jdK0hu1hUDSnwDP+6SUW4XUvCpRQfrXTE8CyQCiOdYHkvJgXNnIEscF4HwkWCWSnqRHtLtbPTq8MKyO6UfGBQu873QCyluAlBtI7RHgoJ5EsdajMj0JJK9nlbCe5Mu0Y4Ux/oMiyfWt6+qwPj9V0h6kmswL2wdDYoRzIDmVkp3FA8l7b5JU10qohZSeZAykvAUwX8N34k6jVdogWc9OxDHOWxNwkGS9W27mGfMcuF1IYLEHEv9BknS+UKKeaw5I1nA2siYl5ZwUSAeWG0ge1vTsAOTKaMotuxsl6QsCipICSWY5xzEN2LdyinnPiV4FoWdxzLwWEoUqDQ6b10LqKkmAnhewjSJKUgmU+9CpN6aQnrwyUZKgKcm82pP2TtwqSByavvXAFfdcSBwHyeVwF6JdSDJom0zWu5A47SyUwySnKaJ+wXVM2DsnBZL1NHWfwAdS3kxKiD7CaaXRHiYDyVjKjb8g2U31v5SbZ1wtJHADyXOBpBLm9iRqoSKN2/sYtKOkabntfS2Z7G6TF2TGZIIBgSopIAKJYyABoW9RGlsgAU2BEqKMKTWQWiWxN+8IkBN3IFEDSDWRC72qsuxu7hOAMfbyLPCUC1he3zrnUd2+xp03k77ncMZCvpZ4uKskmfCXCGOyKmCQ0rjTnFtIyi2QKG0eJJBlk8OuVkl2PiAEpCcpS350IUlyIKkGvuS7m/vA64FaifXz1lViAGwhsbcPkpduHGAcJD1JSc007ouT71oyCwqpdiGlOQcS4yDJnvXy+ta8KInTIMlulORnOyjluRwYA8k8iQTJGBXogSAEEhgqoVVSIPEFJM+m3PiZcqtKmgfJw6jrC0pND6m7w97rBIdKkzVRu4OSctI2j7GcZP2dLCVFEYL1BlHjpghj5riyXsYEBFLUYh5bLn5RrjHPSRRFuwSo7H3anUEQA1vOcxJGNeBKSPqj5/lhl/Yc/8wTN1XuU5K/fTtwya4GfvzSVr0EKXtOs5zgpNKyKGf1lYy5r0kDJ1Drcc4zfremeZ5z3zzrOdfkz9zWzFi2ZglIxs1xCcw8iTPmWfb4ak191dbPnt+N8SNjlM1Pv7MnbrHmTJcx/1Mw/eOkH9pL+bnae+/m5/zTgh7XfT5j7T8j+Nmz+QeGeTbd80w7z9rmCKKdm7Uy1o4bs5a/pfljJZUYdy9Xdywx/A9qic9iLWf4TAAAAABJRU5ErkJggg==)
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)
Observación
![](data:image/png;base64,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)
Rayas horizontales notorias
![](data:image/png;base64,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)
Página de asistencia TS9520/TS9521C
- Para conocer los detalles sobre la alineación automática del cabezal de impresión, refiérase a Alineación del cabezal de impresión.
Lo que necesitará: tres hojas de papel común tamaño A4 o Carta
- Verifique que la impresora esté encendida.
- Coloque tres hojas de papel común tamaño A4 o Carta en el casete.
Si la página que se muestra en la pantalla táctil es A4 o Carta, seleccione Yes (Sí).
Si no, seleccione Change (Cambiar) y cambie el tamaño de la página a A4 o Carta.
- Asegúrese de colocar papel en el casete. Si coloca papel en la bandeja posterior, la hoja de alineación del cabezal de impresión no se imprime.
- Abra el panel de operación y extraiga la bandeja de salida del papel.
- Seleccione
(Setup) (Configuración) en la pantalla HOME (Inicio).
- Seleccione
Maintenance (Mantenimiento).
- Seleccione Manual Head Alignment (Alineación manual del cabezal).
Aparecerá la pantalla de confirmación.
- Para imprimir y comprobar los valores de alineación de la posición actual del cabezal, seleccione Print the head alingment (Imprimir el valor de alineación del cabezal).
- Verifique el mensaje desplegado y seleccione Yes (Sí).
- Cuando aparezca "Did the patterns print corectly” (¿Se imprimieron los patrones correctamente?), asegúrese de que el patrón se imprimió correctamente, y si es así, seleccione "Sí".
- Verifique el mensaje desplegado y seleccione Next (Siguiente).
- Verifique los primeros patrones y pulse A. En la columna A, encuentre el patrón en el que las rayas son menos notorias, y luego, seleccione el número de este patrón.
- Si todos los patrones se ven diferentes, seleccione el patrón donde las rayas verticales se noten menos.
Rayas verticales notorias
- Si todos los patrones se ven diferentes, elija el patrón en el que las rayas horizontales sean menos notorias.
Rayas horizontales notorias
- Repita estos pasos hasta que termine de ingresar los números de patrón para las columnas B a H, y luego seleccione OK.
- Verifique el mensaje y seleccione OK.
- Revise los segundos patrones y pulse I. En la columna I, encuentre el patrón en el que las rayas sean menos notorias, y luego seleccione el número de ese patrón.
- Si todos los patrones se ven diferentes, seleccione el patrón donde las rayas verticales se noten menos.
Rayas verticales finas
Rayas verticales notorias
- Repita estos pasos hasta que termine de ingresar los números de patrón para las columnas J a P, y luego seleccione OK.
- Verifique el mensaje y seleccione OK.
- Verifique los primeros patrones y pulse a. En la columna a, encuentre el patrón en el que las rayas son menos notorias, y luego, seleccione el número de este patrón.
- Si todos los patrones se ven diferentes, elija el patrón en el que las rayas horizontales sean menos notorias.
Rayas horizontales notorias
- Repita estos pasos hasta que termine de ingresar los números de patrón para las columnas B a H, y luego seleccione OK.
- Cuando aparezca el mensaje de confirmación, seleccione OK (Aceptar).