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squish tests correction: suite_FEATURE_EXTRUSION/*
[modules/shaper.git] / test.squish / suite_FEATURE_EXTRUSION / tst_extrusion_006 / verificationPoints / INIT
index 74513e7583576567947f2208cf5c647a2e882ca7..1c94a85e3a9adb4e1c1ef1cb05e59600db03d3ce 100644 (file)
@@ -1,10 +1,10 @@
-<?xml version="1.0" encoding="UTF-8" standalone="no"?>
-<VerificationPoint type="Screenshot" version="4">
-<Description/>
-<Verification object=":SALOME*.3D View Operations_OCCViewer_ViewPort3d" type="PNG">iVBORw0KGgoAAAANSUhEUgAAAvIAAAHZCAIAAABrekhzAAAAA3NCSVQICAjb4U/gAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nO3de5hkZX3g8bdqGkRAGZRBYkSBXuNlV0xG3LiIso4SiNfMGp1oPxh5sqwSHQeNq40+eMPLSJAwYrwR4oM6CqiwXmKciCgmC2pUlI2K0QEvIAIqjUEHZ6ar9o/DlEX17VTVOXXe857P58ljmGam+sx09dSX3/urqtb05i0BAKD+2lVfAABAMWQNAJAIWQMAJELWAACJkDUAQCJkDQCQCFkDACRC1gAAiZA1AEAiZA0AkAhZAwAkQtYAAImQNQBAImQNAJAIWQMAJELWAACJkDUAQCJkDQCQCFkDACRC1gAAiZA1AEAiZA0AkAhZAwAkQtYAAImQNQBAImQNAJAIWUM9bJ/dVPUlABC7qaovAFaQBc3xZ5y7bXZjCGF685aqrwiASLU8SBCz7bObjj/j3P6PbDt9ozstAIuSNUSqN6RZ+K+2nW5sA8AiZA3RWSZo+okbAAbIGuKy8NRpeeIGgB5ZQyxyDmkWZeEGgCBriME4QdNjbAOArKFKhQRNP3ED0GSyhsoMu0aTnzMpgGaSNVSg8CHNQsY2AA0ka5ioCQRNP3ED0CiyhgmZcND0EzcADSFrmITy1mjys3ADkDxZQ7kqHNIsZGwDkDZZQ1miCpp+4gYgVbKGUsRw6rQ8cQOQHllDwaId0izKwg1ASmQNhalX0PQY2wAkQ9ZQgJoGTT9xA5AAWcO44l+jyU/cANSarGF0CQxpFmXhBqCmZA2jSDVoeoxtAOpI1jCc5IOmn7gBqBdZwxBSWqPJz5kUQF3IGnJp1JBmIWMbgFqQNaygjkGTVcjIlvrNihuAyMkallSXoFkYMVu3Xj7ODc7MrOv/4cCfgLgBiNZU1RdApCJfo+lPmTEjZqGBG1y0crbNWrgBiI5pDYNiHtL0aqbwlMlvoHJ8BwHEQ9bwW3EGTamDmXH0943vI4AYOITiLhGeOmVBE1XK9Ou/sCxxxA1AtWQNMQ5pIg+ahbJLFTcA1ZI1jSZoiiVuAKolaxpK0JRH3ABURdY0UWxrNMkETT9xAzB5sqZZYhvSJBk0/cQNwCTJmqYQNBXqxY2yASiVrElfbEETQth2+saGBE2/rVsvN7YBKJWsSZw1mqg4kwIolaxJVmxDmoYHTT9xA1ASWZOg2IImNPXUaXkWbgAKJ2uSEmfQBEOapVm4ASiQrEmHNZqaciYFUBRZk4LYhjSCZgTiBmB8sqbeYguaYI1mPBZuAMYha2rMqVOqLNwAjEbW1FJsQxpBUzhnUgAjkDU1I2gaRdwADEXW1EZsQROs0UyKhRuAnGRNPVijwcINwIpkTexiG9IImgo5kwJYnqyJl6BhUc6kAJYia2IUW9AEazTxcSYFsJCsiY41GnJyJgUwQNZEJLYhjaCpBXED0CNrohBb0ASnTnVj4QYgyJoYOHWiKBZugIaTNVWKbUgjaBLgTApoMllTDUFDqcQN0EyyZtJiC5pgjSZdFm6AppE1E2WNhsmzcAM0h6yZkNiGNIKmUZxJAQ0ha0onaIiEMykgebKmRLEFTbBGgzMpIGmypizWaIiWMykgVbKmeLENaQQNixI3QHpkTZEEDbVj4QZIiawpRmxBE6zRMAwLN0AaZE0BrNGQAGdSQAJkzVhiG9IIGsYkboBakzUjii1oglMnimPhBqgpWTMKp040gYUboHZkzXBiG9IIGkrlTAqoF1mTl6ChscQNUBeyZmWxBU2wRkMVLNwA8ZM1K7BGA/0s3AAxkzVLim1II2iIhDMpIFqyZhGCBlbkTAqIkKy5m9iCJlijIW7OpICoyJrfskYDI3AmBcRD1oQQ35BG0FA74gaIQdOzJragCU6dqDMLN0C1mps1cQZNMKSh/izcAFVpaNZYo4FSOZMCKtG4rIltSCNoSJi4ASasQVkTW9AEazQ0g4UbYGKakjVOnaBaFm6ACUg/a2Ib0ggaGsuZFFC2lLNG0ECExA1QnjSzJragCdZo4O4s3ABlSDBrrNFAXVi4AYqVVNbENqQRNLAiZ1JAgRLJGkEDteZMCihE7bMmtqAJ1mhgVM6kgDHVO2us0UBinEkB46hr1sQ2pBE0UCBxA4ymflkTW9AEp05QDgs3wLDqlDURBk3QNFAyCzdAfrXJmtjWaIKDJ5gUZ1JATjXIGkMaIIgbIIeosybOoAmaBqpj4QZYRrxZE+GpU0bTQOUs3ACLijFroh3SBE0D0XAmBSwUV9bEHDRB00B8xA3QL5asiTxogqaBiFm4ATJRZE20azQ9mgbiZ+EGqDhr4h/SADXiTAoarrKsqVHQGNVAvTiTgsaqIGtqFDRAfTmTggaadNbEv0YzwKgG6suZFDTN5LLGkAaohLiB5phE1ggaoHIWbqAJSs+a2p069XMCBYmxcANpKzFrDGmACDmTgoSVkjWCBoicuIEkFZw1ggaoEQs3kJgis6bWazRAY1m4gWQUkzWGNECtOZOCNIybNYIGSIYzKai70bNG0ABJciYF9dUa7fu2IWs0t33yI1/5yhe9dA00k7iB2hl6WmNIAzSEhRuonSGyRtAADWThBmokV9Y0OWie+cznz8yscw4FDWfhBmph5axpyBoNwPKcSUH8lsuaJg9p+j3veS82sAEy4gZitnjWCBqAZVi4gTi1l/oXmqbfKaeclv3HGUDP1q2Xb5/dlP13IBCDJV+3xsAmhHDbJz9y6KFH7Lff/vvtd6973nPfs88+3VEUsJAzKYjECi/H1/C4Gciavfe+x+bNr1A2wKLEDVQu16sMNzZuFmbN3nvf4w1v2KRsgKVYuIEKLblb029685bpzVu2nb6x7KuphTe+8d32bIClWLiBCg33nlBNG9ssOq3J/u8VrzjJzAZYhjMpmLxR3uqyOXGzTNbstdfeL33pjLIBludMCiZpxHfwDs2Im+WzZmpqauPGDWHPK1gALMrYBiZm9KzJpP3WCitmzdTUXlNTUyef/HRlAyxP3MAEjJs1IemxTc6smZra66ST/jgY28Cy/u0+752+z80DH/zqDdOPu/O5lVxPJcQNlKqArMkkGTf7Xf31VqubJ2umpqZOPPG47FeJG1jUAx7zoscf8Z2BD37w649rX/v6Sq6nQhZuoCQrv4N3Ttm36LbZjSG5uMmv9zYxygYWuuFLf/uhL931z7cf/pZT/ttnO91WA5smhLB16+XGNlCGwrIm04ubxpZN6PsLS9zAUp75iK+EEN79peNWV30lVfFO4FCGgrMmM715i7FN2PMXlriBAQ94zIsO3v/2r95wxOrrZ6u+loqJGyhWKVkTnEmFEJxJwWJu/N2/ec4R187due+/f/Hvqr6WWPT+rlA2MKZcb54wMu+6EPacSXm/Bci89HGfboXuaZ9u0LOfcvKuCzC+sqY1/ZxJOZOCzOOf8qdT7fn3f+3xjXpSd37OpGBMk8ia4EwqhCBuaLz7POqlDzjgF9+++QFT331d1dcSNXEDI5tQ1mTETbBwQ4Md/5BrQgj32feOP3jSib0P/vxX9/rRVe+s7qLiZeEGRjDRrMnU60ngq1ev2bVrR+E360ngNM0/7/Oh54QQQjjkXnOH3Guu9/Gb/+OAH1V1TXXgFW5gKIW9yvAI4n9h4v2u/vqBBx60a9eOnK8yPEKjiBua4AEPXRVCuOHa+aovpMbEDeRRwbSmpy5nUvvvv7rbLeuvYws3QB7OpCCPKrMmU5e4KZWFGyAPZ1KwvOqzJhP5ws0+++wXQrfsz2LhBliR50nBMmLJmoxXuHEmBeQhbmBRcWVNcCYVQhA3pCXbF87+wdZwsSzcwIDosiYTYdxMTd1jwp/Rwg2Qh4Ub6Ik0azKVL9z84AffO/DAg3o/bLcr+OOycAOsyJkUZKLOmkxUCzfdbrlvDrooZ1JAHuIGapA1IbIzqfn50p8StShnUtTUDdfOezm+SbJwQ5NVMHsY2fTmLdObt2w7fWPVFxJ27txd1afOzqSy/xqDujj2UY/XNBO2devl22c3ZS/mDs1Rj2lNv0jOpO68c+f++1fzp+dMCsjDmRQNVL+sCdGcSe3YcWe7veuAA+5dyWcXN0AezqRolFpmTSaSuLnjjjtWrz6wqs9u4QbIw5PAaYg67dYsqtSFmzXrN1x99VUr/rRf/vKXZXz2/CzcACvauvVyCzckr8bTmn6VL9zMzd1eyeftcSYF5GHhhrQlkjUhgjOptWuPmZubW7169eQ/dY+4AfKwcEOq0smaTOFxs2b9hi9detGxx56Q8+fPzc2FECKJG2UDLMPCDelJLWsylb/rQiRxY2wDLM+ZFIlJM2syRS3crFm/4YpLL3rSk54+7C+sPG6cSQF5iBuSkXLWhAgWbkIIFm6AWrBwQwISz5rM+HGzZv2Gyy696IQT/sdoF1D52CZYuAHysXBDrdX+dWvyG/MVbtas3/CZz1wyzgXMzc1lfVMhr3ADrMgr3FBfjZjW9Btn4WbN+g3/cOlFz3jGzDgXUPnkxpkUkIeFG+qoQdOant7YZoTJzZr1Gz7+8a3jX0MMY5veqBlgKb3JTdUXArk0MWsyI59JrVm/4ZJLLhj/ApxJAXXhTIq6aNwh1IDRzqTWrN/wkY+c/2d/dvL4F+BMCqgFZ1LUQtOzJoz6PKk16zdceOF5z33uCwu5Bk8CB2rBk8CJnKy5ywhxs2b9hg996N0hhD//8wLeP7zysU3wJHAgH08CJ1qy5m6GfdeFNes3hBAuuODck046tZALiCRujG2A5TmTIk4td8dFZZtx+c+kbr30ohDCX/zFywq8hmrjJjiTojgzM0/YuvXzVV8FZRE3xEPWLGeEuEmsbIK4oQiypgks3BADWbOyoeImybFNsHDDeGRNQxjbUDlZk9f22U3OpIKxDSORNY0ibqiQrBmChZsgbhiJrGkgcUMlZM3QLNwEZ1IMSdY0loUbJkzWjMiZlLEN+cmaJjO2YZJkzeicSQVxQz6yBnHDZMiacYmbIG5YiawhI24om6wphoWbYOGGpcka+lm4oTyypkgWboxtWJSsYYCxDSWRNQVzJhXEDQvIGhYlbiicrCmFM6kgboB8nElRIFlTIu+6ECzcADkY21AUWVM6CzfGNkAe4obxyZpJsHATxA2Qj7hhHLJmcizcBHED5GPhhtHImkmzcBMs3AA5GNswAllTDQs3xjZAHuKGociayli4CeIGyEfckJOsqZiFm+BMCsjHwg0rkjVRcCZlbAPkYWzD8mRNLJxJBXED5CNuWIqsiYu4CeIGyEfcsJCsiZGFm2DhBsjHwg39ZE28LNwY2wB5GNvQI2ui5kwqiBsgH3FDkDW14EwqiBsgH2dSDSdrasO7LgQLN0AOxjZNJmtqxsKNsQ2Qh7hpJllTPxZugrgB8hE3TSNr6srCTRA3QD4WbppD1tSbhZtg4QbIwdimIWRNCizcGNsAeYib5MmaRFi4CeIGyEfcJEzWJMXCTXAmBeRj4SZJsiZBzqSMbYA8jG3SI2vS5EwqiBsgH3GTElmTssrPpIK4AWrCmVQaZE36PAk8WLgBcjC2SYCsaQoLN8Y2QB7iptZkTYNYuAniBshH3NSUrGmcyhduKi+bIG6AfCzc1I6saSgLN8HCDZCDsU29yJpGs3BjbAPkIW7qQtY0nYWbIG6AfMRN/GQNIVi4CSGIGyAfCzcxkzX8loWbYOEGyMHYJlqyhkEWboxtgDzETYRkDYuwcBPEDZCPuImKrGFJFm6CMykgHws3kZA1rMCZlLENkIexTQxkDStzJhXEDZCPuKmWrCEvZ1JB3AD5OJOqiqxhOJ4EHizcADkY21RC1jAKCzfGNkAe4mbCZA0jsnATxA2Qj7iZGFnDWCzcBHED5GPhZgJkDQWwcBMs3AA5GNuUTdZQGAs3xjZAHuKmPLKGIlm4CeIGyEfclEHWUDwLN8GZFJCPhZtiyRrK4kzK2AbIw9imQLKGEjmTCuIGyMfYphCyhtKJmyBugByMbcYna5gQCzfBwg2Qg7HNOGQNE2XhxtgGWJGyGZmsYdKcSQVxA6zEgdRoZA3VcCYVxA2wrOyviCBuhiFrqJJ3XQgWboClzcysO/6Mc7edvjGIm3xkDdWzcGNsAywlK5sQwrbTN3rIXpGsIQoWboK4AZbQXzbB2GZZsoaIWLgJ4gZYTK9sgrhZlqwhOhZugoUb4O76syYjbhYla4iUhRtjG6DfwrIJFm4WkDXEy8JNEDfAHotmTTC2uTtZQ+ws3ARnUkAIYemyCeJmD1lDPTiTMrYBlsmajLiRNdSGM6kgbqDZVsyaTJMXbmQNNSNugriBBstfNqGRYxtZQy1ZuAkWbqCRcmZNpoFxI2uoMQs3xjbQNENlTaZRZ1KyhnpzJhXEDTTJCFkTmjS2kTWkwJlUEDfQDKNlTaYJcSNrSId3XQgWbiB142RNJu24kTWkxsKNsQ0kbPysyaS6cCNrSJCFmyBuIFFFZU1IdGwja0iWhZsgbiAtBTZNT2JxI2tInIWbYOEGUlFG1mSSiRtZQyNYuDG2gQSUlzWZBBZuZA1NYeEmiBuos5mZdevXn/jrtf+11M9S97GNrKFZLNwEZ1JQT5PJmkx940bW0ETOpIxtoF5mZtY9//kvuf322yaTNZk6xo2soaGcSQVxAzUxM7PulFNmd+z49YSzJlOvhRtZQ6NVfiYVxA2wkmqzJtRqbCNrwJPAQ7BwA7GamVn3spedsWPHryrMmkwt4kbWwF0s3BjbQGxmZtaddtpf/+Y3d8aQNZnIz6RkDfyWhZsgbiAaMzPrXvvat+/c+ZuosibEPbaRNTCo8oWbyssmiBuo2szMuje+8d27du2MMGsyccaNrIHFWbgJFm6gIjMz68488307d/4m5qzJxBY3sgaWY+HG2AYmKfuOO+ecrTt37qxF1mTiWbiRNbACCzdB3MBEzMyse9e7Lpmf37179656ZU2IZmwjayAXCzdB3EBpsm+u88775O7du2qaNZnK40bWwBCcSQULN1C0mZl1H/jAZbt379q9e3fdsyZTYdzIGhiOM6lgbAMFyb6VQgiJZU2mkoUbWQOjEDdB3MAY+r990pvW9Ex+bCNrYHQWboIzKRjewHdNwlmTmWTcyBoYl4UbYxvIadFvluSzJjOZuJE1UABnUkHcwLKW+QZpSNZkyl64kTVQGGdSQdzAAit+UzQqa0LJYxtZAwXzrgvBwg3sked7oWlZkykpbmQNlMLCjbENDZf/WyB/1rTbe914+GFlX/kkFX4mJWugLBZugrihkYa92zc5a0LRYxtZA+WycBPEDU0ywglsw7MmU1TcyBqYBAs3wcINqRs532VNz/hxI2tgcizcGNuQpDHv2LJmwDgLN7IGJsrCTRA3JKSQO3POrGm3996x41dNyJowxthG1kAFLNwEZ1LUX1H34TxZ0+22du7c2ZysyYwQN7IGKuNMytiGmir2ritrljdU3MgaqJIzqSBuqJUy7q4rZs38fHfXrp2NzZpMzoUbWQPVEzdB3BC98u6iQ2XNN77x5TXrNxR+DbWQZ2wzNamLAZaUfZdum90Y8sVN9pfa+eefXWDZzM3NVVs22aOFhRviVOE9s9WaCmFXJZ86Ntlfj9lflUvFjayBWPTiJufYZs36Deeff3YobmwzNzcXqh7bbN16ubENUan2Dtnttir5vDHrxc2iZSNrIC7Tm7eMMLYJCcVNb2wTxA2VqvxOOD/frepTR26ZPRtZA9FxJhXEDZWK4Y63c+fuCj97tFZcr5E1EKkR4iaxsU2wcEMVYri/3XnnzmovIEI5n+YtayBqQy3cJHkmFSzcMCkx3M1+9atfdzqdCi8gTvnfTkHWQA1YuHEmRakiuWvdcccd1V5AhIZ9oWFZA/Vg4SaIG8oRw6nT3NxcpzO/4k9r1IvWjPa2ULIG6sTCTbBwQ3EkcpxGfp/LIGugjizcBAs3jCeSO0/2rbR27THVXkZU8q/RLErWQF1ZuHEmxQgiucNk3z5Dueqqy9M+gRpnSNMja6DGLNwEZ1IMI5L7yQhNk7ZCgiYja6D2vOtCcCbFSiK5e4wcNFdc8ZkkRzUFBk1G1kAinEk5k2JRkdwlxpnQXHbZJ1JtmgKDJiNrIB2RnEkFcUMc4rkbOHUaUPiQpkfWQGoqfxJ4sHBDBCL56o8fNJ/5zMdSGtWUFzQZWQNp8iTwYOGmqSL5ohcyofnUpy5KrGnKC5qMrIGUWbhxJtUokXyhizpy+vjHtybTNGUPaXpkDSQukoWbysc2IZrHPMoQzxe3qKa55JIL0miaiQVNRtZAI1S+cFP52CZYuElXJF/TAveCL774/ASaZsJBk5E10CAWboKFm7RE8qUs9olOF1743jSaZsJBk2lV8lmBam2f3RTyjW0yt156USj0qVKh6rgJ0TwiMppIvnyFBM3555990kmndjrzF1xwbtjzXxT1VcmQpkfWQHONEDeJlU2I5tGRoSR26pRlzfved46gGZ+sgaYbKm6SHNuEaB4mWVEkGVrsqVN21FvrpokhaDKyBgghhO2zm5xJhQgeL1lKJF8gQbNQVWs0i5I1wF0s3IRoHjvpF88XpfCmSSBoQhxDmh5ZA9yNhZvgTComkXwtDGkGRBg0GVkDLMKZVDwTgsaK5EsgaAZEGzQZWQMszplUiOaRtWki+WMXNAtFtUazKFkDLKfyM6kgbpoknj9qazQDIh/S9MgaYGWeBB6iWfJIWCR/woY0A+oSNBlZA+Rl4SaeWUJiIvmDFTQLxX/qNEDWAEOwcBOieQxOQyR/mIJmoXoNaXpkDTC0yhduKi+bEM3jca2leuokaCoka4ARWbgJ0Tww104kUWhIM6DWQZORNcBYLNxE8ghdF5H8cQmahWq3RrMoWQOMy8JNiObROmaR/BEJmoUSGNL0yBqgGBZuQjSP3BGK5LTOGs2AlIImI2uAIjmTCtE8hEciktQzpBmQXtBkZA1QMGdSIZrH8mpF8ocgaBZKY41mUbIGKIW4CdE8rk9ePL9xp04DUh3S9MgaoEQWbkLzzqQi+f0a0gxIPmgysgYonYWbeKYXpYrktyloBjQkaDKyBpgEZ1Ihmkf9MkTyWxM0CyW8RrMoWQNMjjOp7OE/RFAARYnnd2SNZkCjhjQ9U1VfANAg2d+w22Y3hnxxs2b9huy/mIuKm+yRr9q4+fCHv7Bq1apnP/txIYIUGEcWNBdf/M/z8/PPec5/r/BKDGkGNDNoMrIGmLRe3OQsm7DnkSaluPnoR69ctWrV+vV/GGoYN1nQXHrpl+fn5zud+QqvRNAs1LRTpwGyBqjG9OYtQ41tQopx84lPfLXdXvXUp/5B9sPI+6Z33vSpT13d6czPzwuauDR5SNMja4DKjHAmFUI4//yzC1y4mZubq3zh5h//8ZpVq1a1Wu3jjntY9pGo+qZXM5/97LXdbmd+fn5+fne1l2SNZoCg6ZE1QMUs3PR87nPfbbfb7Xb72GOns49U2De9mrniius6e1R1MT2GNAMEzQBZA0TBwk2/L37x+qxvjj760P6Pl1o5vY7JXHnlDVnKdLvV10wQNItp+BrNomQNEBELNwOuuurGdrvdukv7qKPWDPyEkUNnIGJCCF/96q3dbrfb7XSz/xfBbCZTbNAEp05JkzVAXCzcLONrX/tZ6+6OPPKA0W7qmmtu7y5Q7NUWwpBmgKBZnqwBYjTUmVRIeuFmeddc88tWK4TQCiH0/UOr/+fs6ZVet2T/EGPE9BM0AwRNHrIGiJczqWYSNAtZo8lJ1gBRG/lMKoibevLk7QGGNEORNUANWLhpAkOaAYJmBLIGqA0LN6kSNAs5dRqNrAFqxsJNSgTNQoY045A1QP04k0qDNZoBgmZ8sgaoK++6UF+GNAMETVFkDVBv3nWhXgTNQtZoCiRrgBRYuImfoFnIkKZwsgZIhIWbmFmjGSBoSiJrgKRYuImNIc0AQVMqWQMkyMJNDATNQtZoyiZrgGRZuKlKsUETnDqRm6wBUmbhZvIMaQYImkmSNUD6vOvCZAiaAYJm8mQN0BSRnEmlqsDfXQJBE6zRVETWAA1S+ZnU2rXH3Hbbbe12+6CD1hRyg5X7xS9+0el01q49pqgbtEbDOGQN0DiVPwk8hPDzn/+s3W7f736HFHWDk/ezn93a6XQKvMEEhjSCpnKyBmioyp8EHkK45ZZb2u327/zO/Yu6wcm45ZabBc1CTp1iIGuARqt84SaE8NOf/rTdbt3//g8o6gbLc9NNPxE0CxnSxEPWAE1X+cJN5qabftJqtVqt1qGHPrDAmy3EjTfe0O12ut1usTdrjYbCyRqAEOJYuMnccMOPW61Wq9V+0IMOK/aWh/XjH/+w2+0WXjMhiSGNoImTrAH4rRgWbnp+9KMftvY47LAjCr/9Rf3wh9dnHVPsYVNPAkETrNFETNYADIph4WbAD35wXavVbrVCCK3sf6enHzz+zV533fdDyDKm2+2GMgYzPckETTCkiZisAVhEJAs3y7juuu9nfdP7SN8PW3f/uVmsDERLqQ0zyBoNkyFrAJYUz8JNfSUwpBE0NSJrAFYQ1cJNjSQQNMEaTd3IGoBcIly4iZlTJyohawDyin/hJgYJDGkETX3JGoDhDHUmFZq0cCNoqJysARjFyGdSqUrj1EnQ1F3LlxBgHNtnN4V8cZO59dKLQggveMEr2u12q9Xe87+tVqvdupu7/TCEMPC6Nb0P9255hCd4d7vdBa9b0+29HF/3bu76YafT6XY7vf99z3vODDWf0ARDmoTIGoACjBY3f/mXr6pv1rzznW8OgobIyBqAwmyf3ZS/bMKeuNm48TX1yppzz31DqH/QBKdOKZI1AEUadmwT9sTNqae+Pv6sOeec14ZUgiYY0qRI1gAUb+S4ybz85W+KJ2vOOutVvV8jaIicrAEoywhxk+klzitf+daqsmbz5ldkPy+BlMkImiaQNQDlGnbhpl//CCeE8OpXv63UrHnzm/+q96+TqZmMNZqGkDUApRt5bDNgoHJe85pzxsmaN7zh1MxgZJMAAAYRSURBVIHbTyxlMoY0jSJrACakqLjpGaicYSUZMf0ETQPJGoCJGudMipwETWMVkzUvfMxRB95zn4EPfvvmWz/+7e+Of+MAiSl8bEM/azRNVsx7Qh28/34H779f74f77733MYc/8ANf/6asAVho2HcCJydDGko5hHrHnzz5YQcf9MT3vr/wWwZIjMlNIQQNmeLfwfvkP1x77BEPesTZ7yr8lgHS05vcKJvRCBr6FZ81f/X4o2c/fVnhNwuQsOnNW5xJjcAaDQMKzpqrXvw/L/rmt/7Pt64t9mYBkmfhZiiGNCyqyN2ai2aeNbWq/cz3j/U6CgBYuFmGoGEZhU1rXvOkY4+47+pHv/28om4QoLEs3CzFqRPLKyZrnv7wh8ysPfIhZ/r2AyiMhZt+hjTkUUzWvOmEddu++/2cP3nd9OFHHXr/M7/wfwc+PvuEYzZ//l8KuR6ANFi4CYKGYRSQNSeufeQ+e+315Ic++MkPffDAv/pPb337wp9/+fbrz37a8Z1u96wrrux98AsvfP7VN/50/IsBSE9j40bQMKxq3hPqeY965GlPOOZhZ/1t9sOXH3v0c37/EY/a8p7JXwlAvTTnLaWs0TCCyt7q8mMnPvvO3btnPnxJCOHbL3/R6z77hYu/+a1KrgSgXpJ/npQhDSMrJmtuedMpB7966JcVvvZ/v3j205c98xEPX9VuPfdDHxv/MgCaI8m4ETSMqZiV4XZ7rxF+1d995etvOuGJrVZ4+J7TKABySuxJ4IKGQrTHv4nts3eEEK477b7D/sKzrriy0+1+9Jpvj38NAM00vXnLttM3Zk1QX9kajaZhfAVMa1qtY0IIq1YdFcK2YX/trs78f/xm5/jXANBYtX6elCENxSoga1atul8IYWrqgPFvCoDR1C5uBA1lKCBrHvTGbde/qtPpnBfCYePfGgAjq8vCjSdvU5KC38EbgMrF/K4LhjSUquKsWXuOl+ADKF6EZ1KChgkoPWu2H74phBBuD2FVmL7VvRlgciKJG0HDxJQ/rVkV2g9vd/5fJ1wTwr1K/2wADKh24cYaDZNUYtZsD5vaT2m3V7U7V3TCfcL0vdytASoz+YUbQxomr5Ss2f6dTa3/1Wof2O58rzP9nS0hhHB7GZ8HgCFM7ExK0FCV4rPmuiNPbT+93b25e/gn/qbwGwdgTKXGjaChWkVmzfYHbmr/frt1Z6vzwc70vd2nAeJVxsKNNRoqV8A7eG/5L9OPfexjr7/++qP2Oarz1c70T1a4wdOecMxbPv8v/R85ce0j91rV/vt/vXrMKwFgWIW8E7ghDZEoYFpz6KGHrl69+pBDDnnd/TsX5LhPH7r6gH86+cQ/Ou8DvY+85rhjX/DRT45/JQAMa8wzKUFDVAqY1mzat3X00Uff9OhHT7daP+t2T3rLOSv+kn99yckXffNbZ11xZQjhCy98/pd+dMPspy8b8zIAGNP22U35y0bQEKECsqbf+0479aBW67pud9OycfOUh/3e2576Rw/963e89rhjj3vw9DHv/PsCrwGAkeU8k7JGQ5wKzpoQwomzm/6k3d47hK90OmcsfeNvf8YfP+KQg3/3gHv/3plRvKo3AD3LxI0hDTErPmsyb5rddGS7vSOEizudjy7xKb73ypd848abnvXBj5RxAQCMaSBuBA3xKytrMu847dQHtVoP2X//63fsOP6Ms/r/1TvXP+Uha+576OoDXvCxT35++w/KuwYAxpEt3Dh1ohbapd76i99yzuq99/51pzO9775Xvn629/Fn/OeHPmH6sCe+9/3v/9o333TCE0u9BgDGMb15i6ahLsrNmhDC41731ovuuOPCX/7ytl27Ljzt1OyDpz/p8e/58tdCCG/83Bd/s3v32552fNmXAcDINA11Ue4h1KLe+6dPe+ABB5xw/gd7H/neK1/yokv/4Z/+ffuErwQASEnp05oBzzry4ccecVh/04QQLv7mv51x/LoJXwkAkJgKpjUAAGWY9LQGAKAksgYASISsAQASIWsAgETIGgAgEbIGAEiErAEAEiFrAIBEyBoAIBGyBgBIhKwBABIhawCARMgaACAR/x/2D6qChHP+AwAAAABJRU5ErkJggg==<Mask>
-<Rect height="30" type="negative" width="29" x="366" y="155"/>
-<Rect height="55" type="negative" width="49" x="11" y="412"/>
-</Mask>
-<Algorithm description="Strict mode" name="strict"/>
-</Verification>
+<?xml version='1.0' encoding='UTF-8' standalone='no'?>
+<VerificationPoint version="4" type="Screenshot">
+ <Description/>
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<Mask>
+   <Rect width="29" x="364" y="169" height="30" type="negative"/>
+   <Rect width="49" x="11" y="440" height="55" type="negative"/>
+  </Mask>
+  <Algorithm description="Strict mode" name="strict"/>
+ </Verification>
 </VerificationPoint>