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squish tests correction: processing on debian
[modules/shaper.git] / test.squish / suite_PYTHONAPI_SALOME / tst_Platine / verificationPoints / VP_PLATINE
1 <?xml version='1.0' encoding='UTF-8' standalone='no'?>
2 <VerificationPoint version="4" type="Screenshot">
3  <Description/>
4 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CVzGG7hJ6EmtW/dKo96ezWdakcbrOu3zyzOhTLO44hcAxCDWNJSySIJaHVFlCjcjnASufGKeAzdnnUWmGYKpgWavmmCimabdploDIAmxpqF6vd5jjz3r3wwOsqjU4ZXQfilt4CZ11QUyTXamBRqJGaPRZhqqNQCSEWuaKLSepSdYHFH2i0i1AzepJ4EnfbdQGD9GoyaY2CZUr9db3tte9bEDMBGxpolCpZqgpHBT3MDNaD0p99aZZ77CqLdqM5lWpPG7Tkpw0Zdn3P+LtFxVHzgAoxFrGme2O53hUq1q5yewX4oZuElrV8WGmzPPfLk5b9VmMjbQZGk5uduqSy+9vtfTVRsBgFjTTNdd93sZPiqubCPjD9yk9aQk48DN2rVkmiSmBRrJPEYT3PbrNIsb3W5XuHQNAB1iTbN4J3VnV8jAzWgngUtw4IZMk8yWMZr4fNNqtdp+lAnmGwDQI9Y0SMykcBbGDdysWfPzRr1nG8W0Io1ujEbNNLHlmUiaIdYASEGsaZDESeEsWpUO3Az2k2nimBZoROk6RUeDY9pPsWnGd/nl//6LX/wESygAiCLWNMUYpRpVXNlGih+40fSkoDK465Sl5aQfo6FgA2AoxJqmGLtUo4oLN6MN3Ay36sKaNUuNevM2gWlFmixrIITGaJQcE67ZMF4DIDtiTSMMPymcRVK4KWjVBTJNiKmBZsSTt6nWABgTsQZjao02cDPCqgurV5NpBkwLNJJ+8nbKGE1clAmlGffm29/+3rPPflW322W8BoCKWFN/xZRqVHFlG/EHbnJadQGLDB6jUYNL+hhNligTCjSDTQCIINbUXE6TwlnEhZt8TgJfvfpEo97Iq2JakSZ48vawYzS+dkLEkUCWGWx2u10WhwIQQqypuVwnhbNoFXESOJlGDA4044zRDNN4CsWa1tTU74gIlxsGoCLW1FmJpRpVXNlGRjsJfNWqE8x5L6+EaYFGMq+BEJdpUieCQzlGG2sqfggAGIlYU2ell2pUceFmhJPAG82SMZqU0eDsMzQJ5ZngPcQaABrEmtoqflI4i6Rwk2XgZmKiuaUa04o08Wsg6As22aJMO7BbBv8LTgcrdys3t2zp7tzZ43LDAHzEGpSgNdrATWMzjbGBxgsuQyy7nVCVCd0V32+ShLhT4cMCwEDEmnqa7U53u92qj0IVV7aRtIGbZjEt0EjaGE1MvskaZbztcF4J3tS2pRZvbd26bceOGynYAHARa2rInRS+9toPOY5j2L9o48KNZuBmYuKlRr27l8CWMZqEk7dbrZbIENUaiRmjkUi/Sf3Tq/OJvw0ALmJNPfmlGsdxuzxG/epPCjduT2rlymZlGtOKNPFjNNFME7sAQlyUabXaEp4BDkUXTdyJCzStlnQ6N0xMnMAVhwEIsaZ+pg4fEpFrr/2Qv8dxxOvymBZu9D2plSuPN+cNvmimBRpRuk6RTlNKyyktzYQvRZMh1gT2S6RC4+/n0nwAXMSaugpXaIwMN634gZtGMLjrlOV6wfmsgZAh1oiyIUq+GYSba6/9UK/HKVEAiDX14pZqOp0Pikg02YgN4aYhpRrTijRe12lflmvr6dZASJ8UFv0YjQQLN+ljNAkFm5IeLAAGI9bUkxsR3DkVbbgxc+BmxYqXmPNOXxBTA83ecdZAiIsy6n5JnA5W9w8baNzt6677vVtv/UMKNkDDEWvqLCHcGFm2qTnTAo0MtwaCJtBk6T1JOK+Ekow+7khaiFFft14MAgBiTY1MHT7U6/UOHnwqtN9x3LcB08NNvUs1Bo/RqAlm9DGa6H5J6TdJXNdJN0ajbscGGgo2AIg19dHr9bzxgnCC8co2EjdwU3lPqsaZxrQiTfDk7RHGaHztmP2ScDZTXLoRkWG7TiZkcQCmIdbUhHsJvq1bb/BqMxIfbkwv29SGsYFmnDGa1MaTOh8TjDVJU8OSU6C57roP3XrrhynYAI1FrKkJpVSj1mYk5kxvs8JN/Uo1pgUaGW6MJpxpsszQaPNKhlgj6oZ3W7+tfqjO4sl01177odtuyyfZ/Oq6va86/vCD3ztl939f5e98/4VfeuGSuRv3XDHmFwdQBGJNfWzduk0NMcHGk0QTTEJPisrNOCwZo1EzzWKIUUeDM0aZYKDR55gxxmhEyTfpgUaVy9X5fvzc8TdMfv6q5+/3Y83WM775G+d9/V+ePZ5YA5ipXfUBIAfBhS0dL8eIiDiOv8pSYL9yV3i/f692f+7qVKrpdCaNyjTu8ezcufezn7273W6320uWLGm320va7SVLlixRNhZ3qkWadjvwn6o9EIo3WftWIq1gkabVavmFGXU0eHE7PtM42kzjXmXbvYzTOL7w2FkPPfm6pS9+7v0Xfsnd81tv/GpLnP9891vH/MoACkKsqYktW7YFf7mHE4yyP2u4cRz3HaOp1wAehh9ojMo0O3fu/cxn9gUTjPtfW/dnmHtulHeGVPCexXSStCBUKO74kzfZQkx4W8dRUntYXlfn+5X+9LzTftdZ+0Tk35+3+xXHP33g0C/teuTcXL64arY7PX4OA0ATynrusLArMlUjup6UaAduKjkJvAalGjPHaMRbA0E7NJOwrlNc7ym0X8Ydo5FgoJHQduhDI9IX3Lj22g/edttHcpmw+dwj5/zK6nv/5PJbNix/TESuuuV9Y37BqNnutLvBsDMwJmKN9Xq93oEDh9VEopwMJfHhZuiTwHMPN/XINEZ9C3FjNAknbycUXbQRR0Ydo5EhznVKCjQisRUa/2PcD+h0buj3/9P4QeGDX71m8+n7L3/DgyLy14+ePc6XinIDjf8qOnhwt1uzIdwAoyHW1IzjJxuRpHAzwkng3ieatupCNUwr0gSvRhNblYm7XnBylFH3S2KsUfePFGgk/tU1RKDxNpytW7ft2HHj+Mnmk/dtfP/6Ly0stD7w5c44X0cVCjSuiYlLDx7cLd5gEOEGGBaxxm6z3en9+w8H9wXKNhION3E9KckYbvIq29hbqjEt0EjSydspLafkKKNLM35eCSUZfdyRYUJMq5XwikrtOvmhJ5xstmzp7tw57uLeT/70ZSJydD6fX5jaQOObmLhURAg3wGiINTXgOI76/rG4U0SG6UmJOQM3JjO+65TcckpfAyF6l0TGaLwPEF2s8cOJmlKKHaPxP8b7UMc/jy/LJ5dstjud5SUUCjckGyAjYo3FZrvT+/f/RETcRBKpzYifSFJ7Ut69JQ3c2FiqMa1I43Wd9mW5tp5uDYT0SWHR95skOEwz5hiNxL94Ruk6KYHG33B+5Vc+8NnP/lHl4SC5SKPlhxvKNkBGxJraGCSYyD99zRq4sS7TmBpo9ha6BkJ8rDF0jMb7FE2pxnGcq6/+P2+//f8eNtncfMma6+/an/3j44wQaFQM3ADZEWts5Z7XHQkx7m/zlJ6UhMONKQM3pjEt0MhwayAMMUaj7hfTx2j8j9Emm3Cpxv+AqanfOfPMX+h2u6mx4OZL1rgbfqb50t+v/dLfr009LK2MXadkDNwAGRFrbNXr9R5++Mfu7+vIm0SmcDP2wM0oPSmLSjXGj9GEE8ywYzTR/TLcGM2gSKMbo1G38x+jSe46xXyc83d/98N1634xLtn4acY1fp1mzCJNFAM3QCpiTR04jqN7vyh64Ka2J4GbVqSJnrydPEYT32BqezWYUCFHgnlFn2O0gUYMG6OJfoSI4ziOf8ns++8/dM45y9RkE0ozrjEzTe6BRsXADZCAWGMlrwPlyOANJnhrUTUDN3FlG/NLNcYGmkLHaNT5mIRYE9ov+QQayVCkyTJGIxLpOokM0oxHRJx77/3eF77wp1OHD22e2qz9+8bJNIUGGhUDN4AWscZKvV7PX/ImY7jJb+AmriclVg/cmBZoZLgxmnCmSY0ywerLYDN4UztGI+qGd1u/LZHXYlBRYzTil2hkkGaUPXL55b/5xS/+P3fuujOabMbMNGW+hOhJAVGt5b3tVR8Dwma771ne+1jcve4/zqamfkeS3k7i3k2i4WawX3dX4HZohEJ3V8zf2pIVK443KjSorBqjaQWnZwbbGaNMMNDoc0zCGI3EF2kiWScp0Eh+XSftGE0ozag3/J1f/vJ/FRE12YycaUor0sRxw41QtkHjUa2xm1cRaYW2Y8o2kjhwU1RPStLfwCpjWpFGN0ajJpiU6wUn5Bjv4yXLGI16b5ZA490saozG+xT9ydvKzcAYTUyaGdy7efO/vfPOT/o1m9EyTeWBxuX3pGa70/xjFU1GrLGV4wz6O6FtGXHgZrSelGQJNytXGleqMS3QiNJ1io4Gt/SlmixpJrA/lzEaiQ8x44/RSCDBSDC3DDFGI4GBGv2QjeM4mza9+2tf+9Sdu+4cochhSKDxTUxc2ulMdrtdoSGFBiPWWMbtQL3jHe8T8c85Eq8AkxRuQtFm+IGbcNkmeFfWgRsTmBloZLHrpB+aScg0qVHGuznmGI0o+ca4MZpoXlHTTFxbynEWHMfZuPFdGzeeLiJDFTlKHqNJ5b6EDh58SkRyWbccsBSxxkr+SdRKdSTah3KrOIPtIXtS4n/NhJ6U94lxZRsRcVaufKk5bwC2jNFkWAMh69X2RD9GI94HywhjNBLON4aP0UgwzQwyjetrX3t0z57bJNspRaYVadRA4+25gWSDxiLW2Cq5VDNaT0qKGbgxh1GZJpeTt+OijLpf9LGmBmM0oTpN0hiNd+/CwiDMLKgbF1645e67d0riKUWmBRoR6XQm1UADgFhjE7cDddVVvx1sIWnCTWpPqrSBm4kJg0o1YkwHKu3k7ZQxmrgoo0szfl4JJRl93JFhQkzoNRTkpAYaiRmjGWzFd50iecVRdsYN2SzmmIWFQKnG3z7//KsdZ+Geez6nvRKMyV0n3b0UbNBQxBr7OIN2kj7cFD1wk6EnJdGBG0O470wVhptI1ym55ZS+BkL0LknpN0lc10k3RqNu5z5GI4MAkxJoNF2nYHaJFm8kOkajbntlm/D+s8++4oEHPi9K2ca0Ik1yoFE+jGSDJiLW2ES5Cp+jhI/wkE3RAzepPSn/wCYmTjDnzUBVSbjxuk77srScgmM0vpSUI4ljNKJLNyJSbdcpbowm/BH6SoyTNhQcG2ucYEfKyzoLCwsLa9e+ZWHBueaaC93DMOc1nDHQKB9PskHjEGssc+WV0+p5RkOVavLoScnwAzfm8sNN0e9b5ayBEB9rkuKO5BNoJEvXKb8xGgkmm2jckeSSjL+tfoCbadz/b9lykZgUaIQxGiAbYo013HWgRCQYRBbDTULQGXPgZsxVF8zX788UWrYZZw2EhDSj7pdRxmhE3fBu67cl8soISg00Eg4qI47RSIY0E84u0ZJMsDyzmGe8D1xYWFjYunWDaYFGhinSBD+Xgg2ahVhjjV6vd99933cc7XWENUFHhq/i5Dtws2qVoR2oqIJ6UolrIMSO0WSfoYnJK9F7jB2jkWCyiR2jUftKGcZokkoy8ZlmMdCISUWacQKN8kVINmgQYo19nMBAjBMclQkP3GiHbyQ4cBMdvslv4MYmOYYb3RoISWM0iVGm7dZggoUcCeYVfY6Jxppqx2gGW+ldp4RKzGhjNNGsszDoOznGdZ1yCTRAAxFrbOIESzXqdlypJqEn5X3BwbaI9msO/n7/i6QO3KxadaI57xBDGXPgppwxGqXflNx1CuwXs8ZoRDRdp3Ca0TaegsUbST1z28sxgUzTqDEaCjZoDmKNHWa70/fe+z2J7zwNO3CT/STwkQdurDbawE3GMZqh1kAI3SWRvBK8afcYTXyaCQ3ZhAo12kkaNdM4kaFgp35jNGlfmWSDRiDWWMPJvLZlQtCRIao4rcDfrCnPxIab1auXGvVWMZqhelIjrIHQarVzGaORmH6T95wlFWkiWScp0MjwXaexx2iS00w0viSd/aRWaBxnYcuWGo7RpP0VJBvUH7HGJl6VJWUgRt0eY+AmtWwT+iLFfd9VSu1J6cZo1EyTvux2XI7xPl6yjNGo92YJNN7NQsdoQjeHHqOJuzemJBN79lOoQmNa14kxGiBHxBoLeKd2+xmihFJN7NdPHbipR6kmJK4n5XedoqPBLX37KUuaCezPZYxGEkNM6BkNclIDjQQSjARzyxBjNBJoQYXvVe4fapImcKKTaSJOWkgAACAASURBVIFGSr8aDQUb1B6xxgK9Xu+b3/yulykkOdzEB5E8B24ib4SDL1hXoZ6U0nXK0nLKNEYT2i/jjtGIkm+KCDQSTDASjDJ5jdGI8pFx2UWTb/wKjR9rmjNGk/b3kmxQZ8QaOziLfSXHcVoSf3m94as4Oa+6sGbNzxv1zpE797trtVqjroGQ6Wp7oh+jEe+DZYQxGpGkfBOU5xhNMMrox2gypBl9dnFiajbBMRrHtCJN5V0nkg1qjFhjB7eU4k+xhMLNGAM3mUo1w/SkGmHr1g233/6N0U7ejosy6n7RxxrNfhMCjfcpTiTQRMdoQnWa9DGaLGsgqKM2/gSNmWM0whoIQMGINabzB2u8DOE4TssfkVGqLCMO3CT0pBLKQtL4cNNuL2npRmrixmjioowuzfh5JZRk9HFHDBijGWzFl2oiecVRdsYN2Yy2BsJitqHrlICCDeqKWGMHZzGALGYaJeKIxA/cZAgimqAjw1dx3K9zxhkvM+pdpFDt9pLUMZosUSYaaHT9JonrOunGaNTt3MdoZBBgUgKNpusUzC7hPcljNE58zSZUoanrGgi5I9mglog1puv1et1uVwYBRIKZphUzcJPSk4qMyvhvhI6MuupCoyxZol3XSRtl2gkRRxLHaESXbkTE1DGaaNcpNs2ocUc3RqOJL064ZuPYsgYCgNIQayywefO/dQJZRp9pvI30Uo26HVeqGfYk8LVrX27Oe0kJQk2oLCUZ7V2SeYwmrus0aqCRLF2nYcdo1GCjppnIgHA4zUi2MZrQupXmr4GgnkBnIAo2qB9ijdHcwZpgpgkXbLyJ4JYXR2J7UqLrPOU1cNM07XY7LtPEF2bU7fDYb4ZYI+qGd1u/rX6oTmqgETWgqDeVO0TSx2gkmmbUuCNqtHHUyV99pvHvtmINBPWQ+v2ZiYkTTOtDCckGtUOsMV2323UiAzWtxTmblPpNuQM3zbJkyRI/0GSfoUkoz1gyRiPBZBM7RhOpxKjJJpJndPFFW7aJjAYbOkajPR6SDVACYo0d/DgSjTiiGbiRVuQk8OIHbhqk35+57LKJ3bsfT4sy7cDuQF7R55horKl2jMb7FCcUaCScbBbDippdJJBiwvtEnOSSjBOepBlUaLxFnS4SSwINgNIQayzgZhplhkYkUp9JGLhRwkdRAzdnnvmKBv4295eszFKwie83SULcEbPGaEQ0XafUNBM3ZDM4MVubaUI1G1vGaJJRsAGKRqwx19ThQyJyySXXe4WTwFxwYqYJDNz49ZsiB26aKOMF9ySSV4I3U8doJNppMmeMRttX8tNMXNwZ5oI0dqyBkP2QSDZAoYg15hvkEm3Bxksw7nubk/vATZYqTjOlVmskZoxGYvpN3kM9VJEmKdDI8F2nvMdoAvfGZ5fYTKOsgbCwZYs1YzTJjE02QA0Qa0znBC/EJ14NxpuziavfZBq4GWPVBfGHbNate6U57zRliqnUtP27JKXfNLh3pEAz2I6obIwm7l51fQNtvtGN0Zi+BoJRx5MLCjaoAWKNBbLElIwDN0WsutBM/f7MRRct/8Y3vhMt2EjWWBPYL8OEmPG6TqEEI9Eok9B10qYZb2fSGI2TdZImcKKTmYFGxj4kYws2JBvYjlhjuuSYkmXgxiv26IPRsD0p/ShOU4XGayRljEZ0sUaCD2M5YzThsV+JDTTRrlMgzySmGU12STj7qX5jNMlINkARiDXm6vV6u3c/7gTO6NYXbPwL8fn3qQM3WYKRDLe25aAntW7dq4x64ymZP14j+jEaCRZuxhyjEcm16xQ3RhOKPtrs4u9RdopujEaNL0k1m+AYjWNakaagk7eNTTaAvYg1RgtmGm0NJnB/2sBNZMeIAzfBnNNgkTqNfjpY3W9CoPE+xYkEmugYTagSkz5Gk2UNBHXUhjEaA1Gwgb3aVR8A9Nyzu8X7t7IE3mn8txaJ/kNZ9w/ruH9Vi/LGFnjD8/9S9UPVvz2y3UT9/sx5552kTtUknPKtBCA/34i7LRLe9j5MRALbEe5znXyYmmfcfzEoNwMvEvemV1YJjPO6+SMYXNS8Mq/UXRa3FxbC2151Zn5+fn5hYX5+fs7d3rLlon5/xpwM0elMFp1p3IJNcV9/ZJ3ODaL8IgJsQbXGUL1e76tfPeikXIgv1JNqpQ7ceDUefbFn2JPAzzlnmTnvQFUJlWcST3pS/i8SU7DJf4wmteuk+7jFkBPMx+E9usZToOWUcOa2o1Ro7FoDIXe0ooAcEWvMFck0WfpKgw9We1JKc0okKRhpelJ+H0rXk4K+62TPGE206xSbZtS4kzZGM9iOTtIoacZhDQST0YqCjYg15vLfeFILNkoNxv1EfUwZNhgpgSZufLjp+v2Zdet+8Vvf+lHMWU4t/3HLI9BIhjAZjiuSNkajBhs1zUQ6m+E0I94YjTa7BHPMYGc91kDInbEFG5INrEOsMVfoHSyUS5QazHAxJfGDA8FIRLw9mp7UeeedZNQbUoXip4ZF3fBu67fVD9VJDTSiBhT1pnKHSPrVaCSaZtS4I2q0cdTJX32m8e/2z99uwsnbIyDZALkg1phL+z7mlWeyD9wMVewZbtUFuEboOkWyTvVjNJFKjJpsInlGF1+0kzTRK+w1eYwmmbHJBrAIscZojjcQo6aZ4WswfulFO3Az8qoLEBHp92fWrn35/v0/ETPGaLxPcUKBRsLJZjGsqNlFAikmvE/ESS7JOMGijZJmHG9Rp4vEjADhMifQGI6CDSxCrDGXk/iGNtTAzTD1m0yTyOeddzJvBkH6MRqJDzGljNGIaLpOqWkmbshGW5KJrdmYvwaCUcfjMrZgQ7KBLYg15kp9WxORVuxJT0UN3GQ4qCYKdJ9EJHLCtjljNPFDweHGkygfyhoIpSHZAOMg1phr2ASRy8CNl2BSBm7y/D7t1+/PrF699JFHfioiGQo2SYFGhu865T1GE7g3Lrs4rIEAwEjEGnM5msGauD+HqMGoF+KTyMBNzOdqghEirByjib9XW5KJrdmwBkKOKNgAIyPWmGuE+JClBhMXU7IP3LzpTa+15e2hNP3+zKpV7vtQEV2nUIKRaJRJ6Dpp04y3M2mMJq4ko25HTnRytmxZL+YFGjHskFKRbIDREGvMNXJVJDpwM9qF+LQfzIX4EoVHaiS/k7eDeSUh0ES7ToE8k5hmNNklbYwm0HhijCZHxiYbwGTEGpM5zuA8piRxnamh5oIlkIdSij2I6vdnJiZe+uijTxfXdYobowlFH2120Q0Fi26Mxom2nNLGaBxO3m4UCjYwGbHGXGqASB6viZN9iFgduFHmgvXFHiTSFGwiUh/IcKCRIcZoQpWYTGM0XnbRxBd/mzUQymdswYZkA2MRawzV7XbzyhAJqy4knOsUKfYMglEuR1VL/f7MypXHP/bYs/EfkuVZDQaVEcdoJJhstGkmnF1CF9MLbYfGaNwbdJ2KRrIBhkKsMVdescY19qoLi8Fo/fpT6vSeUaLsgUaCyUYTZXQflynN6BpPsSWZhEzDGggAzESsMZczxAneoT9bus/NZ9WFih8U4/X7MytWvCRYsMl3jCbadUqoxGQfo3ESJmnUE50YoykfBRsgO2KNuQrKEGOuuoAhpT6N4bgimjEakQxrIKjZJaZ4IxnP3GaMxjQkGyAjYo258o41TvCs49iBGyeQZaIDN0jhFWyeKX+MRne6U6hQo52k0dZsAic6MUZTOWOTDWAUYo258o41GiMM3CCLfn9mxYrjH330mfgPCUeZscdowmkmdYzGiTn7iTEaDIWCDYxCrDHUqlWb1E5QHn/mMHCzceO/4b1kbOGgIpqu09BjNDH3OgkX01NTjHIrUKExrevU8EBjbMGGZANzEGuMM3X4UE9aW7eKiOzYsaecvzTjypflHEw9uCd7Bws2oQQjwdwyxBiNhIeC44ZstJM0ao5Rg02gQmNaoJHGjNEkI9kAyYg1hnJ/fbvF/+HDTWCMJrvUVRcwBkcbaJQ7RBdokoeCY4dsouWZtDUQFhYWBgtVMkZjMmOTDWACYo3R/HAzQtkmy6oLaZ/OhfjG4hVsnh6yNjPsGI0E04w+uzjpayAsOI5jWpGGQGMRCjYwQbvqA0C6fn9m69YNW7du8N/JsvypvvMN+acE+xrhOgOy6/dnVq58aajEEt9Uio79eoEkfP3fwMCvd++Czry/FfyAeZ+/bWCm6fdnzDkec7gFm6qPQqPTuUFEpg4fqvpA0FxUa+wwXk9qRKEm1KZNK3iDGY12IjihVKNLPINUFHPviGsgqDdFpN+fMaFAYsIxGM7YVhQ1G1SLWGOT6sINF+IbXb8/s2rVCQcOHJbYQKPpOgWzS3hP8hiNWsiJ7I82ngZTNf4BS3XBgkADYBzEGvskD9xkOdl7pM8i14yu359ZvXrp/v0/kbiToPSVGCdtKDg21ji6mo22QqPeDh2zlBsyCDTDomADRDFbY6u4gZss4gZx0j4Lo+v3Z9as+floMIkUXQZpxJvw1Y/RKIMyg+mZmEma+cAozfz8wsJc8Ob8/Pzc/Py89rD9tlShGKMZDUM2QAjVGotV0pPCyPr9mTPOeNlDD/1LzBiNBOs0zvhjNI5uDQT1vCf1pjbW+EdeXCmFIs2YjK3ZAJUg1lhvnJPAUT7HCY/RRM5cSx6jCccX3RiNo+aYUKcpGG4cr8AznxBrpJieFIGm3mhFoRI0oWpitJPAs/25+C5b9bdYB/3+zJln/kJMX8lxlMZTYF9AuOWkO687qdMUPKn72Nzc3Nzcsbm5Y3Nzc1mOP5eeVKczSdcpR7SiAB/VmvootCf11reewTtQLvr9mbPOeuUDD/wgVImJv/Je0sX01O2FQN9J32nyqzhusnETkLvx/ve/M+NTPGZPijUQimBsK4qaDUpGrKkbBm7M1+/PnH32q+677/uO0nVy9GM0gfii1HDCLadgfAmFG8cJdqMWw8zCvFfXWVhYSOpAab8FGb6LRNcJQNGINfXEwI3h+v2Zc8999T33PBmfZlJKMvGZJrzAk3pSd6RIM8g3o30Xki2sEGhKQMEGEGZr6i3HgZuqv5Ua6vdn3vjGk5WkEiyz6MZovIwS2D8/vzg0EzyJO3xzfn7u2LHFGRp/mMbbnjt27Ng430jCwA1jNGViyAagWlNz9KRM1u/PXHDBa+6++9tKpSbTJE1w3NjvN2lOdPIqNAtqvym4MT83N/eHf/jeMWOHduCGMZryGVuzAcpBrGkEwo2x+v2ZCy983d69s/HZRd9ySug0xY/RhDfm5ubm5+eynAOV8XsRr9+k7gGEVhTKQhOqQdxGgNuTys4/zRsF6fdnLrpoefyZ2+H9al8p0nganMLtN5iUltNg49ixo0ePHnH/++hHfzfH/OF+KbpOFaIVhSYj1jTOsAM3XrhBgfr9mYsvPm3jxtMXgoLXpNHOzQymapQ5G32U8cdojh07cvTokSNHFv+s+rtH/kg2aCyaUE1ET8pA7pOyadOKr3zlQKTl5CR3mpS2VFLLaX5+wUs8i72n+fm5j3/8w5RVaokhGzQT1Zrm8ntSW7ZclNiGWqBaU5p+f+bNb14dajkFizGLnSblpl+hmVMaT6GNY8eOHTt69MiRI8/7vSf3ZtXfMRqHgg0KRaxpuriBG07wrkq/P3P55WuVcV/togdzoZtxMzTuf0ePHj1y5PmjR59XAs2Rn/3s2T//8z+mVFNjtKLQQMQaiOgGbiIpB+Xp92euuGLdlVeeo50FVrOON/8bm2mOHj165MiRUKB5/vnnnn326b/8y4+RaWqPZIOmYbYGixi4MYr7dFx99QUictttf6td4Gk+sq6TuuFPz8zNHVNbVEeOPH/kyPO33/4pMg2A+qFag4D4nhQq4D4d11578XXXXaL0npJbTnPqydvuMI3rZz979plnnnrmmafINI1CwQaNQqyBRqgndc0163kXrJAbbq6//s3vfvdb5+djL0XjdZ3UQLPYe/rZz5579tmnnnnmqWeeefqOO27l2Wwakg2agyYU9NSeFEygXsP3T/7ktmjvyT9te25uzk0/8/NzR48ePXr0+SNHnj9y5Mjf/M0O4cq/TcX53mgIYg2S8BZomtACBR/+8H+NBJrFYZpjx455HajnP//524RnE0ZiUQXki1iDdCxYaBr/6YhbNzvu49FkxhZsSDbIEbEGsBh5BUMh2aD2GBkGAAA1QawBgAbhrCjUG7EGAJqFZIMaI9YAQOMYm2yAMRFrAACmoGCDMRFrAKCJjC3YkGwwDmINADQUyQb1Q6wBgOYyNtkAoyHWAACMQ8EGoyHWAECjGVuwIdlgBMQaAGg6kg1qg1gDAABqglgDAKBgg5og1gAAREg2qAViDQBgkbHJBsiIWING6HQmO51Jd6PqYwEwNAo2yOi4qg8AKFynM9nvz6g3RUTdA8DnFmwOHnyq6gMJ63Ru6Pf/09ThQ7uWLqv6WGAuqjWoM7dIE0ow/f5Mvz/j128AhBjbiqJmg1RUa1BPqSUZ965o6AEA2ItqDerGr9BkySuUbQAtCjawFLEGtZI90PjoSQFaJBvYiCYUamLMQWB6UkCUsePDQBxiDayX45lNbtkmr68GoCCcFYU4xBpYrIgI4pdtcv/KgI2MLdiQbKDFbA1sNcIYTXYM3AA+hmxgEao1sE9ppRQGbgCXsTUbIIRYA5tU0hti4AYwFq0ohNCEgjUK7ToloycF0IqCFYg1sIB2DYTyEW7QcCQbmI8mFIxmYPeHgRsAMBbVGhhqqDUQykfZBs1EwQaGI9bARCYHGh89KTQTyQYmowkFsxjYdUrG5fuQzH1t1KxryfneMBaxBqawOhkwcAMt9SXBy6MEnO8NYg2qZ3WgUXGFG/iir4SavTyMLdiQbBqOWIOK1eyfsPSkkPDs1+zlQbKBgYg1qExtfrlH0ZNqpowv6ZqFG8AoxBpUoCG/0GvWdECyYVNsPbIvBRuYhliDstn+e3wo/Lu8CcZ5fmuQfUk2MAqxBuWx/df3yAg3dZXLc1qDl4exyQYNRKxBGaz+lZ2XejQd4Mv3qeTlUQQKNg1ErEGxCDQhNWg6oLhn0N6Xh7EFG5JN0xBrUCD+6alVg6ZDY5XwrNn78iDZwATEGhTCxl/KJbP33auZSn6mLH15GJts0BzEGuTMul/E1WKiwgpVPUG8PPJCwaY5iDXIDYFmZPZOVNSeCc+LXS8PYws2JJuGINYgH/yDckyWNh1qzKjnwq6Xh7HJBk1ArMG4bPlVawWaDiYw9iVtV7gxEAWbJiDWYHT8ei2IXU2HmjE/U1qRfY0t2JBsao9Yg1Hwpls0/l1ePrsebfOzL8kGlSDWYGiG/zOxTgg35bD0ETb/5WFsskGNEWswBJN/gdaYFU0He9n+wJofbgxEwabGiDXIhF+alTO/6WCdOj2exmZfYws2JJu6ItYgK9N+XTYQ/y7PS10fQzOzL8kGZSLWIBMzf102E+FmHLV/3Hh5oOHaVR8ArNHvz7jhxv2NiWr5T0fVB2ITt0fThDd7014ebsGm6qPQ6HRuEJGpw4eqPhDkhliD4Zj267LhCJoZuY9SEwKNyqiXB8kG5aAJhVHQkzIHTYdkDX9kjHp5GDtkgzoh1mBERv26BE9HFI+Gj5dHMmaH64QmFMZCT8ooPB2+5ozRZGfCy4NWFIpGrEEOjGrho+FPRzPHaLKr/OVBskGhaEIhH1S5jdLMp6Np3+/IKn95MGSD4hBrkKfKf11CZeyVZ3PHS24E/LRGMWRTAzShkD8TWvjwVd50KBpjNOOo6qeVVhQKQrUGReEkcHPU9d/l9fuOqlLJTyutKBSBWIMC1fXd1FJ1ejrq8V0YpU4vjzHRirIasQaF49elUWowcGP1wRuu5J9WYws2JBt7MVuDkjBwYxRLB244ebscZf60MmSDfFGtQakYuDGHXVU0W46zTkr7aTW2ZgMbEWtQNrveTWvP/KfD5GOrPfNfHoWiFWUjmlCoBj0poxj7dHDytglKeHnQikJeiDWokqUTHnVl1NPBGI1pin55kGyQC5pQqFjDq9ymMeHp4MVgLBNeHkAyYg2MwK9Lo1T1dPACsEJxLw9jZ4cZsrEITSgYxNgJj2Yq+elgjMYuBb08aEVhTFRrYBxOAjdKCU8HT7e9inh5GFuzgRWINTARPSmjFPd08BTXQHN+WmlFWYFYA3M159elFfJddYGntWby/Wk1tmBDsjEfszUwHQM3RsnlLF/GaOoqx59WhmwwGqo1sAMDN+YY59/lPIlNwE8rKkSsgTXoSRll2KeDJ65RcvlppRWFERBrDMX1VeMQboySceCG13Mzjf/Tamyy6fV6IrK8t73qA0EYscY4u5Yuc39UOp1JR2QHbwY6+Y6vYkwJTQcCKMb8aTUt2bgTPwz8GYtYY67lve2nijzRmSTZxKGFbw713+Uunhqo6vHTOjFxgtXH3wQtamjme6I7LZWWbcwvitTg12Wd8HQgwcjD5tUWbPwijb+n05nkDdRAVGsscGpvu4g80ZkUelIx6EkZhWcBCUb7aa2wFRUNNDAZscYahJtU9ahyA00wwk9r+cmGQGMjYo1l/HBDstHiPCnAFob/tDJGYylijZVO7W2nbJPA8F+XAHxD/bSWU7ChSGM1Yo2t6EmlYuAGsEX2n9ZCkw2BpgaINXYj3KRi4AawRYU/rQSa2iDW1AEDN8noSQG2yPLTmnvBhjGaOiHW1AcDN8kIN4AtUn9a80o2FGnqh1hTK/SkUjFwA9gi+ad1zGRDoKkrYk0N0ZNKxcANYIsiflrpOtUYsaa26EkloycF2CLup3WEgg1Fmtoj1tQZPalUhBuMtg4zr5byaXtS2ZMNgaYhiDX1R7hJxcBN06hRZv/+n4i0QiKf4SjEcZw1a5aqd/PKKc0IPSkCTaMQa5qCgZtUDNzUmxpl7r//UKvVdo321R5++McLCwuOs+A699xXu/t58ZQgVGRNLtgwRtM0xJpmYeAmGT2pWnKf0D17nliyZMmSJUva7SW5/xX33vvk/Pz8/Pz8+vWnuHt4/RQt9NMaTTYUaZqJWNM49KRS0ZOqB788s3v340VEGa09e/7JzTebNq0Q3lOLp/60+smGQNNkxJqGItykoidlL/eJu+OO+4877rjjjntBJcfwla8cmJs79su/fJbwEiqe/9NKoAGxptEYuElGT8pGnc7kzp17qkozIX/91/fNzR2bmzu2dSvFv2K5yYYHGcQaMHCTgnBjC/c5+vSnd1d9IGFupuElVBweW/iINRChJ5UBAzeG63QmP/GJz73whS+q+kBikY+LwOOJEGINBgg3qfg3t5k6ncmbbtpR9VFkQj7OCz+J0CLWIIyBm2T8m9s0nc5kr/epqo9iOOTjMZELEYdYAz0GbpIRbgzR6Uz+/u//adVHMQpeQqPhEUMyYg1i+WWbjsjBg7snJi6t+oiMQ0OhWp3OZLf7R1UfxVgIN9nxKCELYg1SnNrbvlzkxu70tq6QbLRoKGBM5ONUPDjIiFiDTE7tbX+iOy3S29btEm6i+Dd3+Tqdyd/8zQ9WfRR5Ih9r8ZhgKMQaZHVqb/vU4UM39nqEmziEG4yJl5CKxwEjINZgCLuWLtulhBumibVoKJSg05l85zt/q+qjKAovIQINRkaswdAG4aYzSdkmDg0FjKmxL6Em5zmMj1iDEe1auky6XXpSCWgoYExNewk15ztFcYg1GF2oJ0W40aKhgDE1IdzU+7tDmYg1GBcDN1k0tqGAvNQ1H/NzgXwRa5APBm5SNeHf3ChazfJx/VIaKkesQZ4YuElFuMGY6vESsv34YSxiDXLGwE0WdW0ooDT2hhsbjxkWaVd9AKinXUuXndrbvq3bvbHXO3hwd9WHYyi3oeD+lsdQ+v2ZW275eNVHUb1+f8ZvS1nBjfJkGhSHag0K5FZuWHUhgb3/5oY5rBi4Mf8IUQ/EGhSOVRdSEW5G4L6X276Cd15MfgmZeVSoK2INysDATRYM3GBMpoUbc44EzcFsDcrDwE0WDNxk1+/P9HofqPoojGPIwA1jNKgE1RqUjYGbVKb9m9tk7vt3r/epqg/EOBUO3PDSRYWINagGAzep6Ell5L5/33TTjqoPxDjl52MCDSpHrEFlWHUhCytOcqmc+yh94hOfq/pATFROPuZVCkMQa1AxVl1IRU8qCz//ffrTjG1pFJqPqSnCHMQaGIFVF1IRblL5D9HOnXuqPhYTFfES4gUJ0xBrYApOAs+CgZtU/f7Mli0bROSOO+6v+lhMlFe4IdDATMQamIWBmywYuEnmPixXXnmOiNx55yNVH46JxsnHvPZgMmINTMTATSp6Uqnch2Xz5lW7dz9e9bEYaoR8TKUQhiPWwFwM3KQi3KTq92cuvfQNIrJnzxNVH4uJsr+EeJnBCsQaGI2BmywYuEnmPiwbNpwqIt/85nerPhwTJYcbAg0sQqyBBdRws60rJBstBm6SuQ/L+ee/RkTuv/9Q1YdjIm0+Ji7DLsQaWINVF1LRk0rlPiznnLPsgQd+WPWxGCq0nhQvJNiltby3vepjAIbj9aSEcJOAcJPMfXweeuhf2u22SCsk8uGOwr2xsLCw4P7pbszPz8/Pzy8s/n9+fn5ubu7Y3Nzc3Nyxq69+k3VPBEWaBP5KvbuWLqv2SBBFtQb2YeAmCwZukrkPy9q1LxeR/fsPV304sIMfaIRMYypiDWzFwE0WDNwkcx+WNWuWisgjjzxV9eHAXAQaWxBrYDcGblIxcJPKfVhWrTrh4MGnqz4WmIiuk0WINaiDU+lJpaEnlarfn5mYeKmIPPbYs1UfC0xBoLEOsQY1waoLWdCTSuY+LCtWvEQIN41H18lSxBrUCqsupKInlYpw03AEGqsRa1BDrLqQinCTyg83JJtGoetkO2IN6omTwLNg4CZVvz/jlm0efZRp4poj0NQDsQZ1xsBNFgzcJHMflpUrXyoijzzy06oPB/mj61QnxBrUHwM3qehJpfJOOVBBJAAADRFJREFUAj/xwAGSTX0QaOqHWIOmYOAmFeEmVb8/s3r1iSLy8MM/rvpYMC66TrVErEGDMHCTBQM3ydyH5YwzXiYi3/rW/6z6cDAKAk2NEWvQOKy6kAUDN8nch+Wss14pIvfd9/2qDwdZ0XWqPWINGopVF1LRk0rlPiznnvvqe+99supjQTqKNE1ArEGjsepCKsJNqn5/5rzzThaRffv+uepjgR6BpjmINWg6Bm6yYOAmmfuwrF9/ioh8/ev/UPXhYICuU9MQawARBm6yYeAmmfuwbNx4uoh85SsHqj6cpiPQNBOxBhhg4CYVPalU7sPy5jev7na7Z599RdWH01B0nRqLWAOEMXCTip5UKq+y1et2u1UfS7MQaBqutby3vepjAAzlhRth1YU4lG1SuQ9R17Z8bGNmpesEIdYAqbyBG8velspEuEll3UNkV6wh0MBHrAHS+WUbwk0C6965y9fpTNpStrEo1tB1gopYA2RFuMnCorfDStjSk7LieSTQIIpYAwyHnlQqyjapzA83hscauk6IQ6wBRvFEd1oo2yQi3KQyuSdlcqyhSIMExBpgRPSksiDcJDO2bGNmrCHQIBWxBhgL4SYLM98jzWFguDHtKaPrhIy4HB8wFlZdyIJVFzJy37x5FakINBhKu+oDAOpg19Jlp/a239jrbe1Mqr+F4ev3Z9xw4+YbuNwHxE17/ns2LyGf2nUi0yALqjVAblh1IRWrLvi05Sv3nXvq8CHKNozRYDTEGiBPak9KpMeqC1oN70mlfu+7li6bOnxImtqTouuEcRBrgPwNwk1nkrKNVmNXAs9YqfLLNiJy8ODuhryECDQYH7EGKMqupcuk26UnlaBR4WaEb7NRPSm6TsgFsQYoUKgnRbjRqv3AzZi5rfY9KQINckSsAQrHwE0WtRy4yes7CvWkpC7hhq4TckesAUrCwE2qmvWkcq8/1WnghkCDghBrgFIxcJOqBuGm0IOvwcANXScUh1gDlI2BmywsHbgpLY1ZOnBDoEHRiDVANVh1IQu7Bm5KDmF2DdzQdUI5iDVAldxw80R3mrJNHCt6UhUenhUDNxRpUBpiDVA9Vl1IZWy4MeSQjB24IdCgZMQawAgM3GRh1MCNIYFGZdTADV0nVIJYAxiEgZssTBi4MSRaRZnQkyLQoELEGsA4DNykqrAnVXmiyqLCnhRdJ1SLWAMYioGbVCX3pKwINKqSe1IEGpiAWAOYi1UXsiihJ2VdoPGVcxI4XSeYg1gDmI5VF1IV2pMydowmu+IGbgg0MA2xBrADqy6kyj3c2Fuk0cp94IauEwxErAGswUngWeQycFOzQKPKZeCGQANjEWsAyzBwk8XIAzc1DjS+cQZu6DrBcMQawEoM3KQaoSdVgzGa7IYduCHQwArEGsBiDNykyhhumlCk0co4cEPXCbYg1gB2Y+Ami4SBm8YGGlXCwA2BBnYh1gB1wKoLWUQHbhrVdUoWHbih6wQbEWuA+mDVhVRqT0oaX6SJUsONugewRWt5b3vVxwAgZ15PSgg3cUyr03Q6k/w2BsbXrvoAAORv19Jlp/a2b+t2b+z1tnYm1W4CANQYsQaoLTXckGwANEGeszW/ce5ZP/9zLw7tfPyHP/rC4/+Y498CYCgM3ABojjxjzSuPf8krj3+Jf/P4F77wgte95taHDhBrgMqdykngABogz1jzf319n3rz41e8+X/85PAf3LUv7uMBlIlVFwDUXlGzNb9+ztr1p/zSxZ+8paCvD2A0/sANo8QA6qeoWPP+C9/4e1/bU9AXBzCmXUuXcZ4UgPopJNbc+1u/9tkDj33+sX8o4osDyAUngQOon/yvMvzZztT3n3r6P+6mVANYgIEbAHWSc7XmP2xcf8rLl151y2fz/bIACsXADYB6yDPW/PIbTuusXbXuY3+e49cEUBoGbgDYLs9Y85HLJr/2j09k//jJ5a/7wEXnR/d3N1yQ30EBGAIDNwCslttszXVrV7/4BS948+mvf/Pprw/ddepHP6b9lJnZb/+XyzctOM4f77vH37n3N9718Pd+kNdRARiBOnCzrStcuw+ALXKLNbc+dODWhw4M+1n/5Rv3bttwgR9rfmf9G1/6ohf99he/mtdRARgZqy4AsE7FS13e8uCBx3/4o/6Wt7s3r193xkf3/rdqDwmAip4UAIvkGWtmu0dG+Kyrbr39zJNffcWK02+95u37v/+D2w88luMhARgfAzcAbJFnrHnBC64Y7RP/4oGHPnLZxWeevGzrjr/K8XgA5EgNNyQbAGbKLdb887aV/+pfvX62O8ovuz/ed8+C43zukcfzOhgABXHDDWUbAGbKLda88IWniUirdd1on35sYf7pI0fzOhgAhaInBcBM+ZwJNduVn/u5F4hIu71S5Ie5fE0AJmPVBQAGyqdas7wnP/vZJ59++u9f+5G/zeULArACqy4AMErFJ3gDqAFWXQBgiPxX8B7N2pv+rOpDADC6UE+Ky/cBqETZsWb24Wk5SWSFLP/R9pL/agBFY9UFANUqL9bMvm5aROQVIofINECdseoCgKqUNFsz+4vT7Yl2e6ItT8vy48g0QP1xEjiA8hVerZn96XT7ynb7+LYz6zjPOfKAyKqi/04ARmDgJqODB3d3u91dVR8GUAPFxpp/Xvfe9rK28z+dU2ZuWtxFpgEahoGbBNSxgHwVFWtmT5tun9ZuPd9a+OsFuk4AGLiJ8jPNrqXLqj0SoDbyjzWzL51ur2+32+2FgwvLv73dmFPIAVTvVHpSIkKgAQqTW+i4++71F10kN56y7JqVbed/OKccuCn9cwA0T8NXXVC7TmQaIHf5nAn1ziOHTzvttPn5/23NmjULH1vImGm2bbggtOe6tauvX3dGLocEwGQNXHXh4MHdapGGTAMUIZ9Yc8uLlv7whz/80Y9+NHf66Q9/sv3u7nSWz/rXS0/c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5    <Rect width="52" x="11" y="440" height="58" type="negative"/>
6    <Rect width="32" x="427" y="143" height="32" type="negative"/>
7    <Rect width="33" x="423" y="485" height="24" type="negative"/>
8    <Rect width="12" x="147" y="306" height="15" type="negative"/>
9   </Mask>
10   <Algorithm description="Strict mode" name="strict"/>
11  </Verification>
12 </VerificationPoint>