Właśnie wpadła mi w ręce wtyczka calc2, która dokładnie to robi, tj. pokazuje powierzchnię na żywo podczas rysowania poligonu.
Wersja w repozytorium nie działa z powodu błędu, więc trzeba pobrać z githuba zipa z gałęzią
https://github.com/agiudiceandrea/calcar...ee/patch-1 (Code -> Download ZIP) i ręcznie zainstalować. Klikanie ikony wtyczki gdy nie ma aktywnej warstwy wektorowej też sypie błędem, nie należy się tym przejmować.
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYoAAAErCAIAAABPXFMMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nO3dd1wT5x8H8E8EhIjiYirurRUcdVv3qqMSsI7WgXvPOkDbn3XvWScjKHVXrQJuQcWNG3CAgpMle8tI8vvjaEoFFeGS55J833+FkDzPh/Tlp3eXu+dECoUChBAiPKVYByCEkMJRPRFCBIrqiRAiUFRPhBCBonoihAgU1RMhRKCongghAkX1RAgRKKonPty5g6dPWYcgRNvosw6g4S5fhocH9PWRkYFGjeDkhNKlWWciREtQPRXXqVOQSmFlhZEjUa8eAPj5oUsXTJuGn35iHY4QbSCia+6+2pEjkEphYwOJBFWrfvzbPXtw7x4WLULr1izCEaI9qJ6KTC7H3r2QStG1K+ztUanSJ18ZHQ0XF1SoACcnmJqqMSIhWoXqqQhSU7F3Lzw9IZHAwQFGRkV6161bcHeHRIJJk1ScjxDtRPX0WdHR8PDAuXOQSCCRFGeEo0fh44OFC9GjB9/hCNFyVE+fEBYGDw/cvw+JBL17l2iotDS4uCAjA87OqFWLp3yEaD+qpwICAyGV4t072NmhUyfehn38GK6uaNsW8+fzNiYhWo3qKZ+bNyGV4sMHSCT49luVTHHmDNzdsWABHBxUMj4hWoTqCQBw8SLc3VGuHOzt0bixaudSKODqihcvsHAhbGxUOxchmkzn6+nECXh4oFYtSCRqPTD06hVcXVGzJhYsQNmy6puXEM2hw/W0fz+kUrRuDXt7WFiwyXDlCtzd4egIR0c2AQgRMN2rp+xs7NkDDw98/z0cHFCuHOtAwP79uHoVCxeiY0fWUQgREF2qp4QEeHjg2DHY28PeHvpCut4wPh4uLjAwgLMzrKxYpyFEEHSjnt6+hYcHrl6FRIL+/Vmn+bT79+Hqit69MWMG6yiEsKft9fTsGTw88PQpJBJ07846TdGcOIG//oKzM/r2ZR2FEJa0t57u3YNUivh4SCRo1451mq/04QNcXBAfD2dn1K/POg0hbGhjPfn7QyqFSASJBM2asU5TAiEhcHWFjQ2cnIR1pIwQtdCuejpzBlIpzM0hkWjPRsfFi3BxwaxZGDqUdRRC1Epb6umvvyCVokkT2NvD2pp1GhWQShEcDCcnVV1tQ4jwaH497dkDqRSdO8PeHpUrs06jShERcHWFqSmcnVGxIus0hKicxtZTWhr27sWePXknMYnFrAOpy82bcHXFkCEYP551FEJUSwPrKSYGHh44exZ2drC3Z52GkcOHceECnJ3RtSvrKISoikbVU3g4PDxw9y4kEvTpwzoNa8nJcHFBbi6cnFCjBus0hPBPQ+opKAhSKd68gZ0dOndmnUZIAgPh5oaOHTF3LusohPBM8PV06xakUmRkQCJBq1as0wjVqVPYuxfOzhg4kHUUQngj4Hry9YVUCmNjSCRo0oR1GsGTybB7N96+hbMzvvmGdRpCeCDIejp5ElIpataERILatVmn0Sjh4XB1RZ06cHbWoW8ziZYSWD0dOACpFN9+C3t7WFqyTqOxLl+GqysmTMCIEayjEFJ8wqinnJy8JeL69IG9PUxMWAfSCp6eCAiAs7PmXRFNCAD29ZSUBA8PHDkCe3s4ONCFrzx7/x4uLjA2hpMTswWLCSkudvUUEQEPD1y6BIkEP/zAJoOOuHMHbm7o3x9Tp7KOQshXYFFPoaHw8EBwMOzs0LOnumfXWceOwcsLCxbQGa1EU6i3nh48gFSKmBhIJOjQQX3zEk56OtzckJQEZ2fUrcs6DSFfoK56unYNUinkckgkaN5cHTOST3n6FG5uaNECTk4QiVinIeSTVF9P585BKkWlSpBI0LChauciRXfuHFxdMW8efvyRdRRCCqfKejp2DFIpGjSAvT2qV1fVLKQkXF0REgJnZ9qkJQKkmnry9ISHB9q3h4MDTE35H5/w6O1buLrCygrOznTGGREUXuspMzPv7MqBA2FvD2Nj3kYmqnb9OlxcMGIExoxhHYWQPDzVU2wsPDzg7Q2JBA4OdMBVUx04gMuX4exMq9YQIShxPb16BQ8P3L4NiQTff89TKsJOQgLc3KBQwNlZO28qQTRHCerp8WNIpQgPh0SCLl34DEWYe/gQbm7o2hWzZ7OOQnRXsepJJsPEicjMhJ0d2rRRQSoiDF5eOHgQTk4YMIB1FKKLilVPcjnMzHDhAn0rp/1ycuDigqgoeHqyjkJ0TqlivakUXr+GkxOeP+c7DxEYAwNMnYrGjbF4MesoROcUq54AXLyIkSOxezf+/pvXPESQ+vbFrVusQxCdU9z1lezsEB+PTp0wbBjKl0e3brymIgJToQLKlUNYGOrUYR2F6JDibj0BKFsWAA4eRHAwjh/nKxARKBsb3L7NOgTRLSWop6AgHDsGADNmIC2N7rOm5WxtcfMm6xBEt5TstMzUVCQm5j1etw56epgzh5dYRHAUCvz4IwICWOcgOqQEW08AjI3/vX5l3jy0bInffy9xJCJIIhGaNsWdO6xzEB1SsnqKicGOHf/+2Lkz7OzQt28JMxGBatqUDj8RdSrxNXcfPuD9+/88ExCAHTuwZ0+JhiUCxN3jc/9+1jmIrijZ1hMAI6OP7/7UujU2bYK9/ce1RTRd7dqIjkZSEuscRFeUuJ4A/P475PL/PFOxIo4ehUSCt295GJ8Ih60t7d8RteGjnnbuRKkC45QqhevXsXYtgoN5mIIIhI0NnT5O1IaPetLTg1hc+K/++AOHDmHfPh5mIULQrBmd/UTUho96ArBrFyIjC//V8uXw9YWPDz8TEbYqVUKZMnj5knUOohP4W2s8IgIy2Sd/6+qKMmXw88/8zEUYkkrRsCGGDmWdg2g/nrae8M8leJ8yfjwMDDBtGm/TEVbo6haiLvzV04kTuHfvcy8YPBhNmmDlSt5mJEw0a0Zf3hH14K+eRo1Cx45feM3kyejeHU5OvE1K1E9PD40a4f591jmI9uOvnoAi3diuTRuMGoXu3fmcl6gZnV5A1ILXerp1C2fOfPlljRph+3YMHYrsbD5nJ2pja0v1RNSA75uYJyUhJaVIr/zwASNHYsUK1KvHZwCiHiNHwtsb5cqxzkG0Ga9bT/jS93f5GRnhyBFMnIjQUJ4zEDWwtaW1n4iq8V1P4eFfd8chPz+4utIqQprHxoZOLyCqxvfOHYCMDMTFfd1bVqxA5cqYNInnJER1YmOxeDFdDEBUiu+tJwBicSFXCH/eokUIDMTRo/yHISpiZgZ9fbx+zToH0WYqqKfMTKxe/dXv2rEDmZlwc+M/D1ERGxs6/ERUSgX1VKYMNm0qzhtHjIClJcaO5TsQUQ1bW9y4wToE0WYqqCcABgYwNCzOG/v3R6dOdL9szdC8OV3dQlRKNfUEYMMGJCcX542jRsHeHjNn8h2I8E1fH/Xq4eFD1jmI1lLBN3cchQIRER8v8lt0r19j+HBcvcprJsK3v/6CsTF95UpURGVbTyIRypQp/ttr1MDhw7CzK+YmGFEPurqFqJLK6gnA/v149qz4b69SBSdOYMaML6zTQhiqXx8vXyI9nXUOop1UWU/Tp8PGpqSD7N2bd1YUESY6vYCojCrrCV9zCd5nnD2Lo0fh78/DUIR3dHULURkV15OvL65c4WGcpUtx9y42bOBhKMIvWjyTqIyK62ngQPTty89Qc+YgMpLuSSU4FhZQKPDuHescRAupuJ7A0/4dZ8MGGBlh2zbeBiS8aNqUDj8RVVB9PQUH83mt76BBaNiQbkglLHR1C1ENlZ2WmV9qKhIT+Rzw2DHcuoV16/gckxTbhw8YO5bOoSW8U/3WEwBjY4hEfA7o4IAJEzBhAp9jkmIzMkKNGggKYp2DaBu11FNsLP8HjOrVw/LlaNMGHz7wPDIpBrp3C1EBtdSThQWWLOF/WHNz+PrC0RHR0fwPTr5Ks2Z09hPhnVrqCYCREfT1+R+2bFkcOoTFi3H5Mv+Dk6Jr2BChobQlS/ilrnoCsHQpcnNVMvLu3di0iU4OZIzOzyR8U2M9bd+ukg0ozsmT8PXFhQuqGp98UdOmdPiJ8EuN9aSnV6IlVr5o4UKEhmLpUhVOQT6DDj8RvqmxngC4uKj26oepU5GTA1dXFU5BPsXKCrm5iIxknYNoD7WclplfZKSqjkApnTqFJ08wb55qZyEF7dqF1q1hZ8c6B9ES6t16AmBsrPIp+vVDu3ZwcFD5ROQjtra0f0d4pPZ68vLC3bsqn6VjR4wfj+nTVT4Ryc/Wlr68IzxSez2NGIHvvlPHRH36YP58jBwJmUwd0xEAZcqgalU8fsw6B9ESaq8n8LrEyudVq4Zt29CmDc8XJJPPaNqUNqAIX1jU061bOH1aTXOZmODuXcyZg1ev1DSjjqPTCwh/1P7NHScpCSkpap1x5kz07In+/dU6qW4aMgT+/jAwYJ2DaDwWW09Q4/6d0pYt8PSk+ymoA13dQnjCqJ5evcKePeqe9MgR3L2LkyfVPa+uocVVCE8Y1VPdupg7l8G8c+YgIQHOzgym1h3NmlE9EV4wqicAYjFKsZh99GiYmGDrVgZT64iqVZGejpgY1jmIxmNXT1lZWLmSzdTOzmjSBMuWsZldF9D5mYQP7OrJyAhbtjCbvXt39O1LX+SpCh1+InxgV08ADAxgaMhs9pYt4eyM8eOZBdBizZtTPZGSY1pPADZtYnlKd4cOWLkSgwbRaeU8MzaGuTmePWOdg2g2RqdlKikUiIiAXM4yQ24uvvsOx4/DyoplDC2zbx+qVIGjI+scRIOx3noSiVS7hGZR6Ovj5k0sWYInTxgn0Sa2trR/R0qIdT0BOHAAT5+yDgHs2gVPTxw8yDqHtmjaFA8e0HIRpCQEUE/TpsHWlnUIAMDq1ThzBmfPss6hLejqFlIyAqgnsLgE71M8PfHqFQ4dYp1DK9DiKqRkhFFPly7h0iXWIf4xaRIUCsyaxTqH5mvenBZXISUhjHoaMAADBrAOkc+wYahVC2vXss6h4apVQ3Iy4uJY5yCaShj1BCHt33FmzkTHjli0iHUODUdXt5ASEEw9PX6MI0dYh/iv9u0xbBh69mSdQ5PRrYNJCbA+LTO/1FQhnr0dGIg1a+DpCT091lE0UEoKZs3CxYuscxCNJJitJwDGxhCJWIcowMYGLi4YPBhv3rCOooFMTFCpEkJDWecgGklI9RQfjz/+YB2iMMbGOHYMw4cjPJx1FA1Ep4+T4hJSPZmZCXoNJn9//PEH7t9nnUPT0OIqpLiEVE8ADA2hr886xKdt2gRvb7i5sc6hUWxtcfcuhHOIk2gOgdUTgOXLkZPDOsSnLV6MO3dw4gTrHBrF1hYBAaxDEM0jpG/uODIZIiOF/j/bPXsgEmHUKNY5NMTJk5DLMXMm6xxEwwhv60lPD2Ix6xBf4ugIExNMnMg6h4awtaWrW0gxCK+eALi5acC3+BIJWrXCkiWsc2iCmjURH4+EBNY5iIYR3s4dJzISubmsQxTB/fvYtw8bN7LOIXhbtqBnT/TpwzoH0SSC3HoCYGzMOkHRtGiBadPQuTPrHIIXGoqmTVmHIBpGqPXk46Mx3/XUro29e+HggPR01lGEytUVo0ahalXWOYiGEerOHYDYWGRmsg5RZLm5cHTEggW0jfCxgADcuEH7v6QYBFxPmZmIjWUd4iv17InNm9GkCescgpGbi+HDceMG6xxEIwl15w7AnTvw8WEd4itduID9++lf47+WLcO2baxDEE0l4K0nAElJSElhHeLrrV0LIyPMmME6B2vHj0NfH9Omsc5BNJWAt54gvCU0i2j+fISF6fr9FMLDcecOdRMpCWHX05s3kEpZhyiWLVsAYPdu1jnYWbYM27ezDkE0m7B37gBkZGjwWvpnz+LAAXh6ss6hdlu3ont3fP896xxEswl76wmAWIxSgg/5KX364Pvv4ezMOod6XbmCMmWom0jJCf5ffk4OVqxgHaIEhg3DiBGYMoV1DnVJScHevVi6lHUOog0Ev3MHICcHUVGsQ5RMZCQGDYK/v6AX2+PF3LlYvhz167POQbSB4LeeABgYwNCQdYiSqVIF3t4YOlSDj6MVxb596NePuonwRRPqCcCWLYiPZx2iZCpXxtGjcHLS2pWPHj/Gq1e0RB/hkSbs3AFQKBARAbmcdQ4+9OuHpUvRsiXrHHwbMgT+/jAwYJ2DaA8N2XoSiTRmiZUvOnUKp0/Dz491Dl6tXo01a6ibCL80pJ4AHDqEJ09Yh+DJb78hOBirVrHOwZOzZ1GjBjp1Yp2DaBsN2bnjREcjO5t1CP44OaF+fYwZwzpHyURHY8UKnDzJOgfRQpqz9QSNvQTvU1avRuXK2LSJdY6SWbYMO3awDkG0k0bV0+XLuHSJdQheDRyIFi0wZAjrHMVFy2ASVdKonTsACQlIS2Mdgm/e3vDz07zNKFoGk6iYptVTdjaio1mHUIGXL7FsmSYtz0DLYBLV06idOwBPn+LwYdYhVKBWLaxfj2+/RWoq6yhFQ8tgEtXTtK0nAKmpSExkHUI1cnMxejRWrYK1Neson0XLYBK10LStJwDGxhCJWIdQDX19/PknVq/GuXOso3waLYNJ1EUD6ykxMW8tSm21bRtcXHD9Ouscn0DLYBJ10cCdOwBZWYiJYR1CxdatQ+PG6NePdY7/omUwiRpp4NYTAEND7b+8a948RETgt99Y58iHlsEk6qWZ9QRgxQpkZbEOoWITJsDAADt3ss4BgJbBJAxo5s4dALkcERHQ0PBf5fx53LvHfsFyWgaTqJ3Gbj2VKgWxmHUItejVC127ws6OZQZaBpOwoLH1BMDdHa9fsw6hFm3bYsYMTJrEZnZaBpMworE7d5zISOTmsg6hLtHRmD0b7u4oU0at89IymIQRTd56gtYtsfJ5lpaQStG1K2Jj1TcpLYNJ2NHwevLxwe3brEOokViM27fh7Iznz9UxHS2DSZjS8J07ALGxyMxkHULt5s1D27ZwcFDhFLQMJmFNw7eeoGP7d0rr1uH4cVy8qMIpaBlMwprm19O9e/D2Zh2Chf378fQpjh5VyeC0DCYRAM3fuQOQnIzkZNYhGNm3Dw8eYMMGPsekZTCJMGhFPeXmIjKSdQh21q9HqVKYM4ef0WgZTCIYmr9zB+DdO7i5sQ7Bzty5aNkSixfzMxotg0kEQyu2ngBkZCAujnUIph49woIFOHu2RIPQMphESLRi6wmAWAw9PdYhmLK1xYoVcHQs/gi0DCYRGG2pp9xcLFvGOgRrLVti82bY2RXzZja0DCYRGG3ZuYPOHyDPr0MHHDiAGjW+4i20DCYRHm3ZegKgrw9DQ9YhhOH6dWzYgMDAor6elsEkgqRF9QRg61bEx7MOIQxbt+LoUXh6fvmVtAwmESot2rkDoFAgIgJyOescgjF2LOzsMGDA515Dy2ASodKurSeRCMbG3MPQly/ZZhEEd3fExGD//k++gJbBJAKmXfUE4PBhPH4M4Ky/P+sowjBuHEqXxtSphfyKlsEkwqZ19TRpElq0YB1CYH78EU2bYsWKj59fupTOJCBCpnX1BCj378i/Jk1Cr16YP//fZ2gZTCJ4+qwDqIC/v/bfQ7gYWrWCiQm6dYOfHy2DSTSCNm499e2LgQNZhyhA+Q1pTk7eg4yMvAepqXkPEhLyHrx/n/dAeaKp8p404eF5D0JC8h48fpz34OHDvAf37uU9uHUr78G1awDQoAHGjoVEglOnsGBB8f8WQtRCG7eeAJQtm/HiRVxyMkQiXL2K774DgMuX0aULRCL4+qJ7d4hEOHsWffoAwOnT6NcPALy88qrt2DEMGgQAhw9jyBAA2L8fw4cDwN69eZe2ubtj3DgA2LULkycDwLZtmD4dADZvxuzZALBuHebNA4C1a/MaYcsW/PILALi4YNYsANizB9OnQyTCkSOYPBkiEby8MGECAJw/jzFjIBLh+nXUrg2RCHfuoH59iEQIDsY33wBAWBiaNweAqCi0aQMACQl5Z6h++AAjo7zPhLstYJ068PKCoaGuX0FNVMDAwKB8+fI8DqgN5z2Fhoae/e+V+hkZGbevXm3DtVJyMriPLCWlm51drVq1EBUFKysAiImBhQUAxMbCzAwA4uNRuTIAJCaiYsX/vD01FeXKAUB6et7hrczMvH/zWVl5dZCTk3c0RybLu0RZoYBIpMq/nhChiIuLq1atWln+1tfWhnoqKC4uzs3NzcnJiXUQQnTI27dvK1asyGM9aeOxJ0KIVqB6IoQIFNUTIUSgqJ4IIQJF9UQIESitradu3bqxjkAIKREtPS0TqFWrFusIBFlZWQcPH3ny5Klp5crDf/6pShUr1omIJtHaeiLFFhUVnZGZUa5cOXPuVNUSWL5y1cFDRypVqpSQkHDhou+Fc6d5SUh0hNaelqlQKMwK/OvKzc1199jD/cmOI0cYKS/4UDu5XO7tcyolJaV9+3Z1atdWPh8WFn7u/IXExMRatWoN/KG/cWGrL5z09klJTrZp2tTW1uajX50+cza+sOWM27VtW7dunVOnzyQoL+vL9/xHLx7pOObGzVsDB/TfsH5tMf+8fySnpIQ8C2ndutV3XbpFR8c8CXpoQGskaC/eT8vUra0n/6vX1q3fyD2uZm3dry+bxf9TUlLnzJ13+Yo/gDWrVijr6aSX97wFzvJ/FiN2k0r/OnSwcuVK+d979tz5X+bOBzBl8sSC9eTi6h6svEI4n5XLl9atW2f9xs1v374t+DxPf1YhypuYtG7d6sJF36io6F49e1A3ka+iW/Xk7XMKQLVq1d6+fXvS24dJPYWEhk6eOv3Nm7cfPZ+Wlva/35fK5fK2bdp06dxpt6vbmzdv12/YuGrlcuVr4uLif1u85DOD9+zRvVGjhsof379/f8X/KoAGDRoASEpKAtC+XVtLS0vuBbVq1uTnr/o0/6vXZs7+pUmTxvn/EEKKQofqKTPzw0VfPwAL5v0ybcYsf/+rScnJFf65wHrNuvWPHz9ZvXLFs2fPdux2Ucjlx/46DMDL2+fosePvIiLKm5Tv1q3LhHFjDQ0NAXz48OHESa8LF33fRUTIcmU1a9YYNXL4dx07cqMtcF708OGjhc4LOnf6Ln+GuLj4wUN/Tk9PH+QgOXrs7/y/8rt0OT09vVSpUtv+2FyhfHl9A/3lK1b5nD6z5Pf/lS5dmnvNr/9bnJKSYmVlGRVV+I02p06ZlP/H35cuB9C8eTNbm6YymSwtLQ3AzBnTWn7NgqKPHgVu3LxFoVCMGe3YpXMn7oNa/L9fz5+/ePrMmczMD82bN5s3d867d++2bd/5+s2bqlWqjB83hvsoLl/xnzJtRqVKFefOmfUy/GXdunV43PInWk+H6unCxYuZmZnmZma9e/VsUL9+SGjomTPnhg0dzP328eMnN27eWrNu/ekzZxUKBbfLs37j5l27XUQiUa2aNV+EvQgKDr5z5+5eD3eRSARg05at8fEJFSpUgEJx+crrK/5X90jdOrRv9+HDh2PH/wZw9tz5j+rJ1LTypAnj9fX1Rwz/6aN6evYsBEDNGjW4xvy2ZQsAmZmZYWHh3AbR8b9PXPT1GzVy+L17Dz5VT/klJSUdO34cwOhRIwEkJydzB91iY+OuXbtubmFev169Lw7y4kXY2PETk5KThw4Z3KVzJ+UHNXb8pHfv3nGvefX6dWBgUGRUZGbmBwCvX78JuHP3zCmvWjVrbtm6LTs7Ozo6ZvTYCQD2/7mnTevWX5yUEI4O1RO3Z9e9e1eRSNSzR/eQ0FAvb29lPXFOnT7TrJlt/35969Su9S4iYreLK4D1a1cP/GHAu4iIvv0H3rh56/r1Gx07djAyMtq2ZbOVlaW1tXVOTo7EYfCzkBBvH58O7dsZGRnNmjn9/v0HPw0bUjDG5EkTAGRmZn70fEJiAoAKFSpwP1bklnMBYt6/b9SoYXR0zLIVq6ytrefOmT1o8LCi/L1/7j+QmfnBysqyd6+eAJKSk7nnp82YxT1o3LjRjj+2WFtbF/p2PX39iMjIUWPGJSUn9+nda+nv/8v/24iIiC2bNnTo0N7JedFFX7+w8PBu3bquXLY0KDh4/MTJubm5165dr1Wz5i+zZyrnBVC3Tt2iJCeEoyv1lJSUdPXadQDdu3UD0Ktnj207dt69dz8yMir/yTjVqlU7uM+TO4J7+MhfCoVCJBLl5uae9PIGYGVpGRYe/igwqGPHDgBatGgeHPz44aPA5JQUfX19AMqNmmlTJn8+T8EvTHOycwAoDx4rd+hyc3MBOC36NS0tbce2rWKxWK748o38srKy9u0/AGD4zz/p6ekBKFeuXKtvW8rlikqVKr59++5ZSMiTJ09n/TLv6OGDhY4gEonGjJsQExPTvl3bjevXlir1nzN4mzRuzB25+2FAf26XefKE8aamlbt26WxuZvY+NjbmfSwA7oMipHh0pZ5OnznH/TvfvnOXi5s796RCofA+dWri+HHKl9k0/UZZELFxcdxrFjgvyj8Ut+FzOyBgztwFMTExALh//yisdIrOuKwxgMzMvBV+M9LzHpQta7z/4KFr1663bt3KwMDg7r373D5UVFR0YFCwTdNvCh3t+N8n4+MTxGKjoUPyNg/NTE0P7v9T+YLVa9e5uXs8fPjo/fv35ubmBUfw9jmVnZ0NoHbt2squVLK2rso9UJ6coWx5I7ERAAXdDJWUmK7Uk7ePD/fgwYOH+Z/38vLJX0/6/xQNAO4groGBwYE/94ryrXhpYWEBYIHTopiYmG9btli7elW1atZz5s7ndh6LrUb16gDeReQtLq48A8Da2nq3izuAgIA7Q38arnz93ydO3rh567r/pYJDyeVyqcceABK7geVNTAqdrnWrVm7uHgBS09IKrafs7OyOHTtcu3Z93/4D7dq24fYQlQwLFFapfB8dIbzQiXqKioq+e+8+gEkTJ7Ru9S33ZHDw442bt4SEhoY+f17oQeIWzZsDyMnJiXn/vk/vXtyT0dEx5uZmubm57yIiAPTu3at69Wo5OTmBQUH53/voUeCTp8/69f3exKRcEUO2b4En2hQAAA6QSURBVNcOQEJCws1bt9u1bePlcwqAlZWlddWqHTu0MzMzVb7yoq9vSkpqwwYN2rVrW+hcvn6XXr56JRKJRo0coXxXYFCwgb4+d5Q9Ozub210Vi8XVPnHsqUf3brt2bPtt8e8HDx1xWvhrk8aNPnWUihAV0Yl68j51SqFQlCpVavSokcqzHFt923L7zl1ZWVleXj5zf5ld8F02Tb/p3q2rr9+lmbN/+a5jB2Nj43fv3gUFPw56eM/Q0LBmjRqvXr/esXP348dPgoKDY2LeK9+Yk5MzbPjI7Ozs5y+e/+/XRQVHLlSjRg07tG93/cZNxzHjzM3NuMNY48aMATB2zOj8r/y+/w8pKandunWZM2tmoXO5ukkBfNexQ/7z0QMC7qxeu87Y2NjSwiLm/XvuJIPxY8cU3HHjGJcpA2Chk1NAwN2w8PAZs+YcPrifzqsk6qS1Kxbkx+122dra5D8DWywWt2/XFoCXj8+njhlt3rhhtOMoY+Myl6/4nzp9Jvjxk/bt23FHwVcuX2puZpaYmHjipFcVqyoH93sqdwD19PRMTSvjn93Aotu4fl2Xzp3kcnlUVLRYbDRtyuRRI4d//i0F53rw4OH9Bw8AjHYcmf+VDRvUr1Gjenp6elh4eFpamrm5udP8edOnTfn8+GKx0aYN6wwMDAKDgtesXf9Vfw4hJaRb19wVj0wmi42Ny8nJNjU1E4v/vUxPLpdHR8eUMS5TocDNczIyMqJjYmoXa9WElJTU1LRUSwsLvaIdzfmqudLS0hITE43EYjNT0y+/mpCvwfs1d1RPhBB+0J1aCCG6guqJECJQVE+EEIGieiKECBTVEyFEoKieCCECRfVECBEoqidCiEBRPRWTTCbLv9AaIYR3OnFJMIB79+8/efKUe1y6dGkrK6tW37YUi8XFG00mk33XuVtsXNyGdWt+GNCfv5hqdePmrbCwsDp16nDXHnLS09PPnb8QHv6ydOnSzZvbduzQIf9iMgDCwsNv3LhZtmxZid3AgmO+ev366tVrAIb//NNHb+S8efPW188vMSmpWrVqfXr1LFfu4xUdPj8+0Sm6Uk/nL/i6Sz3yP1PexGTTxvWdvutYvAHlCrlCoVDFJUFyuXzFqtUNGzT4cZAD74Mrp9i89Y+du1wUCoW9xE5ZT0+fhTiOGRsf/++98Nq0br1H6qpcqODc+QvzFjhnZGRUrVKlYH3k5uZOnzn76dNnAH4aNrTgNYPH/z7hvOg3mUzG/bh+w0aXnTvy3w7r8+MTXaNbO3fGxsaOI0cM/GGAsbFxckrKrDm/pKenF2McPT29q5f9Am5eG/jDAN5D3rh5a6/nvmvXb/A+Mic5JWXchEk7du4u2K0bN22Oj09oUL/+Pk+P9WtXGxgY3A4IOH32HAC5XL5+4+ap02dmZGR8auQ/tu/guqlQ72Njf/3f7zKZrHXrVr8ucm7SpHF8fML0WbOzsrKKOD7RNbpVTxXKl/91kfOGdWs2b1wPICUlVbl45sOHj6bNmNWzd98+/Qb8tvj36OgY7vnQ589HOo7ZvmNXamrqot8Wd+/Vx+fUaQDjJ02ZNWcudxc57jWbt/zxLCRkwuSpXXv0HjRk2N8nTmZlZW3cvKVv/4H9f5AsX7EqNTVVmSQ6OmbxkmX9Bth179VnyrQZDx8+4p5/+ixkzdp1AG4HBIx0HDPScUxiYiKArKysHTt3O/w4pGuP3j+PcDzp7aMcas269SMdx0RGRvn5XRo0ZJjDj0MA7D9wsEev73fs3F3wQxgzdrz/1WvfNGnSsEGDj36VmJQEoFfPHm3btLEb+EONGtUBJCclA1i3YeOu3S4VK1bs1q1roZ9tUHDwrt2un1my7urVa9nZ2YaGhq67djiOHLF7x3Y9Pb3IyCjuM/zi+Pn/c3zVR000l67s3H3EumreUtncctqXLl+ZNGWaTCarWqVKRnLmwUNHfH0vnTxxzMzUNCUl9cbNW69fv7ns7891GbfPcvPmLZlM1r9fXwDcawKDgvcdOMjd6vLt27cPHz7a4/nn48dPuImehYSkpKauXb0SQHR0zEB7h/j4hArly5ctW/b8hYu+fpf2SN3atW0zbcbM16/fAIiLi4+LiweQlZUtk8kcx4y7c/eeoaFh1SpV7t67dzsg4M2bN9OnTsEnboF1/O8Tr16/Pnr8+JTJEz/62+f+MufosePLly4ZPsrxo19169Ll4cNHBw8fbtGiWXDwkxcvwkqXLs3dC2vMaMfQ0OdLFv928NARP7+PVxDOysqaO9/J0NBw/NjRi5csK/QzT0lNBVChQgXuzuyWlhZWVlbv3r17+vRZr549Pj/+v4N85UdNNJpubT0poEhPT3/xImz9xk0ARCJRkyaNASxdvlImkw3+cdBlvwvXrvjZNP3mfWzsXs99yjdGREY+ffpstOOo9WtXt2jerNDB09LS6tWre93/0sF9ntx9TUJCQt1cdt29faNd2zYA/C5d5l65eevW+PiEhg0aXL3id9nvwojhP8tkso2btwDw+vtY69atAPTu1fP+ndv379y2sDD38va5c/eekZGRj9ff58+e2rJpA4Bdu125FS85p06fsbW1+XWR8yLnBQAmTZzQsUN7rr8+0q5tmw3r1ojFRnLZx3crmDRx/PCff4qLix89dsKGTZstLS3cXHZx21Bmpqburrutra1lclnBMTds2hIWFr5g3i+mn15GivtfQmxs7NNnIQBu3b4dGRkJIDkl+YvjF/ujJhpNt7aeIiOjbFu0Uv44csTPFhYWr16/5u47ULFCBS9vHwCWlpaBQcGBgYH537v4t0VfPFY9fuwYCwsLCwuLWrVqhoWFt23bhrt1Zb++39+8dTspKSknJ8fAwMD/6nUAVatWOX/hIoCyZY0BBAYGKRQKY2Nj7nYM+vr6yrXDuVtgWVpYBAYGBQYGyeVykUiUlZX1LCSUu1sn/nsLLAA9e3Tv2aP759MWPPaUlZWVmpKi/DEnJyd/A/7zro/HuXP33p69nq1bt/pp2NBz5y98arqOHdpbWFjExMTYDxpsalo5Kiq6vIlJckqKSbn/3KyhiF82FPGjLtJYRKh0q55EIlG5cmXLlClTvXp1id3AHx3sAcTGxnG/3e3qlv/FGf+9U2aLFs2/OL7ytgJiIzGAKlZ591ZSnsEgl8sBxMfHA/D1u+Sbby9GJpPl5OQUuvJ3bGwsgFevX/8yb0H+55V3ncJ/b4FVbLPmzPX1u1SvXt11a1b5+V3+Y/uO6TNn79y29TPHgzIzM+c7LVQoFIPsJffuPwgLC+eev3fvfu3atbmFhjlisdjdddfvS5YFBgWnpqbNnTPrxs1bN27esrKyLEbUIn7URKPpVj1VsbK6cuniR08qF/dbsWxJg/r1lc9zh0iU9PW+/Fl9VC56eoXvOxsbl0lJSf1p2BB7O7v8z3+qX7iEtjZNf1u0MP/zder8e6cD/RLfxykxMZGry00b1jVs0OCbJk0yMjPc3D1c3Nw/U08hIaHctud8p/9k+2nEqJXLlw7+cVD+Jxs2aHDowD7u5qYpKanbduwC0K5tW3y9In7URKPpVj0Vqk7tWtxeRkho6JDBP3JPpqen58q+fBCkeFo0b375in9Q0OPfFi3kKkkmk8XFxXHnMXLPpKSk5n/9hYu+z1+EmZmbVa1ShXsyMjKq4DmNSpGRUZcuX27fvl2tmjWLmEp5jkVmRt5mo1yuACD77GZIpUqV7CX/lmxEROTtgAAAEruBtWrWzMzM9PY5VaNG9TatWytfIxKJkpKT5y9w/vDhg62tTfXq1YqYkOgaqieULl162tTJK1at8fxz/6PAoJrVq8e8j3346NGObVuLfdLm502fOuX6jZtBwcG9vu/fvJltcnLy4ydPHCSSeXPnAKhTp84V/6tXr13r239gdnb25k3rBw8etG//gYjIyB8G2rdv304mkz1//sKkvMmxI4c+NcW8Bc63AwIa1K9/yvtEEVNZW1s3atTw6dNnY8ZP7Nzpu6SkpOs3bgJwkNh95l3Vq1fL/x3Z2XPnuXpavXK5np7e1m3bt/6xXU9P7+a1K5UqVVqxcnXwkyfp6enPn7/IyckpV67cqhWFf81HCKieOKMdRxkZiXe7uD56FPjoUSCARo0aKrdTeGdra+Pp4b5qzdrAoGBuz8jCwuKbb5pwvx0/bsyt27efPHka+vy5sbGx2Ehc3sTk4P4/l69c5Xfp8pmz5wCUKVOm9z93Bi2UpaUFAAuLQm7/+xluu3euWbfh9Jmz3Lld5mZmkyZOUN4GvRisLC0BmJiYcPc6j4qOvnPnLgCx2KhH925z58zmvhYkpFB0p5b/iI9PSEtLK1+hfMF7Q6lCampqQkKiuIzYzNT0oyvUkpKTMzMyzc3N8l8akpWVFRsbKypV6ou3mZLJZC9fvqpZswZ3V76vIpPJ3r+P1dPXK5iqGN68eVuxYgVuPzQ1NTU+IcGwtKGZmWkxghGBoxtJFQndSIoQ9aMbSRFCdAXVEyFEoKieCCECRfVECBEoqidCiEBRPRFCBIrqiRAiUFRPhBCBonoihAgU1RMhRKCongghAkX1RAgRKKonQohAUT0RQgSK6okQIlBUT4QQgaJ6IoQIFNUTIUSgqJ4IIQJF9UQIESiqJ0KIQFE9EUIEiuqJECJQVE+EEIGieiKECBTVEyFEoKieCCECRfVECBEoqidCiEBRPRFCBIrqiRAiUFRPhBCBonoihAgU1RMhRKCongghAkX1RAgRKKonQohAUT0RQgSK6okQIlBUT4QQgaJ6IoQIFNUTIUSgqJ4IIQKlzzqASojF4hcvXiQmJrIOQogOyc3NNTc353FAkUKh4HE44ZDL5awjEKJzSpXic4dMa+uJEKLp6NgTIUSgqJ4IIQJF9UQIESiqJ0KIQFE9EUIEiuqJECJQVE+EEIGieiKECBTVEyFEoKieCCECRfVECBEoqidCiEBRPRFCBIrqiRAiUFRPhBCBonoihAjU/wFVYR2rIWSu6AAAAABJRU5ErkJggg==[/img]