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gVi2j1XltDMswzSkGPas1ahiEtWidKVlkscAxDAvyTcI6XRYlMZttbW5GqLmtua21BW4yZ8a0aEN1ZVmpNxD0W/0Bb8Cs8RDxWoRcLFL5wY5MHxGvN75LP4DgCnUnNSZwb3y3FFd4Re4CoO3F6NOExE/mcZ5UZx7TJP2g7t1Bjv86+hz5+LRDPtiIeXXvmDQQlX6Msr3ecNh7mmyk51JM7jRWhz3xvdhJXCEfkv4a35O2nz5N+Meik6N7uQw+E81C7agT3RN18CyjQRaMNYvbqq0cj6uwls8KMYyWBy3JBC3J02MNRppOATQC8wj3IV7L8J1JWAumw2qZPsSyYq8Oi2KABdUpgT3Eip3nuopcwPbCSLajM+rs6GhsRKijs6Ozsb2xHWY30x3M8juDWQaNC8Thwja7bFeycoVDYavN7sZWixGLVkXd4Fhc8UrIabspFC7AZRGQBrmaEawWmx3uZC4vi4TgHiZmn7e7w5ed7fNl+4y11+1ubu9cdN+F3mDQu2OBfNiapnVu6dwzc3ZH18/XeIN3rc3O8rf/c2Nedt4CPtPjeyhtdr7f7fY/63dnbHX8y+h0bVyyeF8zc8Ln8fieSV9QSU5+43en2poWJmN7isu1dt6indGf+zzSgRm1mVmGJP3XI93zpvryjMk66b+IjHhUAjp+C+h4MvKiYjQFdaAV0W6wZR4z/CBiNYKGFQYRh5DIob4kLBqwViNq+/SY5zEIAuOsFqTRCL1IELKF1qlTS0p8PoSmdkxtn9NYMqUkWl3pK/YV5WQ50s0p8CPGkJGYscxNv09hGFdaYicajCm7QeFxwAgj3KDY9TCiAPvHX2FkxpzG1+6aM0f9zzxjz0hLTxu+yUY/2fUjJVPDYfU/kzg0nHCCG5qTcGbQ4bDZ7cMv2uAzzcbWWxKHjryXOHRP4iniNw4BTzcAT+tRI/p70/FiUOw0PUa4EjOoEbPMLL+V5dhCzHN8s2PyUxo41Sl7zixQagaCxyDcmeUYtg+cqtirBZXOatFgjuN7BRCGn291yD9Vcs7xCIbTXVVsjmjRWS5CsWsSJN0JDhqhmdOByDp/xB+oDoR0xHzscZcc8vuIFG12XF4BLkvxb4JoV12dr5AInEi0vCJExUqshoi1AjOf3mwlVtG8oaIjJzsHB7Myk7KOEa+1LFCyYT7Z6S9yL9r7UN/RjjXLVs47suqduoK5ZRd2ST9yQ+uSw7uJMSwpLGgtjHQWSqcWb4DIFvRc0n0J+fD2Hllyc9fq26Zsvbrz4PyR3POmReYXbcYhIPoz5nXmLxDDklC5zP4kEri6GRK4EDDKzJBohReRA6gX9sCRRHUwJgnpAizR7XiEqsHMX4QK1u92BdgKofBu7nSJVJ/hdGbgF4mQcLb0S7aXX408yHMS7jaH/uBjcK8w/NJJ+Lyw81GbBWtsuYj4GGIhAui9me6RHwGHw5RFzOUVrFGX4tKbDA9+9eVDBpPelaLTX/LelVf+YYBfbTO70i3afunq0VHp+n6tJd1ltgmz/4Hnvvoqnn96NpnHeTCPu5R5aDGaTX0xmUdOfB5uJ52HzWy1MIJIBEwNtdxsSmHoHolCdmbqH6688r1L9PJsHvryqweV2fC209IDr74qPfSP2YIyI7wZQfjFW9U5EX+E0XP4Ks4AtlOG5keTizDiCsP+9GQWXDsDMSIHBJJKJIAvB4jFZbUAbEC5RC5W2OMwh/Agkcxl9CwHKMIAdy1DEXegAABEBgUQwXKFm4LIy0z1gyaKiu9pwEGikTI9vAyxmMP5fAAjuyktqBN8mdJXL6XnuDNy0vfvT8/JcOekvyj9Z6ZP0AXTTHaMAjg/hxsqypG+GNB5PalmZ0go+126K+i2Fpw+XWB1B13pvysTQk5zqserG8BpvM6fJdP+K3QV5+MYkEN+NAeMGkEQ4zBAI3AOeC2xcoKOeKYDRnuQO+D3B/yixkEghMlLbcrvNVHjKzN5KVAo9ZrI9A94cBWxGOkVov3SK2QfV3mCHDPxWJCOJfPBW6X3mb+BVaQgd9QBigFgDlHlRzHdD4UYTRrFMCILP0ywSj0Gvf/ALL5jnt7ILOcc1hdxKDXZmCw5s0u4JPxJqpXSyjCcj7kKGZAn6ky0qW5ytg1+34D0EWpQMmEKPRwP8xwRyGyZH5iryHzJH53vx4A//4bz4Mr0qE01UORHrfRuSUH5bmMg40MNDY2N8IfzXL4nyE2fkGlHL0vHOIHvRyZUfkrPMDKQJRAlidw4p0Wx0qiOauM+aiTUD5hQSlidtohVBEcAOvtvEXakR/TbsyIscwd88v1uu0b7/Y0pFvIpnJdikXHn0xA/UmhM9qC8aDbBkjJ0Bl8MUyFEZaNWkjSkeFLcaTYaV2V4TM0TfpK6hfFRkvn8hb6+5y+99Pm+vhcG2wamTx9ok7fc0FHpyyeekL46ehTbnngC248e3vT2wYNvb9xItpsIPz5ECOzyaZhRUTTfCLAKdAE2LIMBJbAAeDnCiJ4Yv0E/w/5AhNhcYIwATaqhVVA7BM1lvyEiXU4V0PC9yZhpN3rwgMVic6HRK1QBs0t+pstOs/nMXyS5MoZZKqOnAGR+DXwqROc/5sMcS0RkBBEFEOyzHMyMqNVmmJ8cI7OI1JgeNfEIJgwD77Fr8nGdUSN8K0QFgZwyv52aG8Eigoi9CSjRq0oZwJ7fF4OJ1I0wTzzcs/o86Tg+QQIakDrH50rGTyxtumjDxl5yyD77V0u4oXm3bVhz/wbp/l0kcr1IqA6l4GeX72xctqFyIzl2KJxSVkN95OhX7H9TfNEUbSzGAi8AGUwzEgBQCByQw5JMhKA2FrgCaJgXezVyKI+rD2whdAcCkUjAnqcloVsmSwVain8HJ0g0iIBYCNhy8kG/JVIJ8b2UeeGB5e2zu1b3Pnnpilfb3KaMzBTz1Ftad+zZe+FsItqK/gsvPH8rBcAG43XHuaGOG1ct3BkMHVyz4d6l06ttTosrx1BctW3N2vOIvHuWLugNTyNkb7BlaBdTuzgEOggwDQVRFiqPlmZhJOBmESNedpAaLAhZLQD5GbYHZOlngcZwCEZDphXxBnxajTMXWU0q+rCWliQoZg0ui8mwFHtT2Zl3klnfeRn1m3PJ9rDk87l0+FNbSUg6Dy/UcEOtI/vIXP+kKinseI3Mzz3ukQr8jezTn6ayugtF0MzoNBFgNSZyYnmBBbvheJbbBYNAgHwfDBe7iZh8BHHRPDibIWKKoBJ/KGAP+QJUTPKkWZDM5KJSjN0nR2nij0u97M2EigLDqgsuPr5s3fO7el5s86QQCU050tRxcUPNpjnTzy9N8eX4GQuTmc3YuLtoUHiucs1j27YNrY9WWN22jFxDQfmUba1z+qP+gM7tx//0u2V/9Rr4qyTuScj681BttEojU4mBWk6miwWzIk4igS4XuFlXnis36IfLHKFAQKNJl2kTIcsgwXcMdeZABRqXErDHIbhK30qfOCNHFm58ZPWapwY2PF7ZcghP+U46vHVKwwXNzf31dVtauSdDpR4HNv7rnelzlj+w+fz7e1Z1X/bbB3HkTf3ItRW9DTM31leunT5jXRWV12dACw/ycqC5jwEwZ4hPSSIAHnYBIvdDIGC7OaDG1yLbkSOaLp9CgxPOdVL06EDpfmuYV+hLiAnehBzSy37hEqSF2rAjkM/jm6WQ7CuYO4ko0lJ+/L92uyvNqGf/fJDYxLsQ8Vj0FuiWBPbgAAhUg6ZHp1gEQAfEMYMIOIbvE2nkEOTIwXGq6eflOZ0I5dXkVUdKnLnOnIAPbpEBTsA+3gnI2HzynIsZJw/mrV/2LJ2zbPP6J7dufXL95qVzunp+ua6+t7JyZW3tysrK3vrZmxsaNs+Wt9zQoiNdHYNZOTetWHvP8uX3rF1xU07WYEfXkUWH8+dXls4vKppfWjk/X+LLe+vrV1RUrKiv7y0nuvb86JccCzQrumbCDAcEcyACjgF6eT6ma0r4B3rH6logEJZ1jWA/hhMFYv4VebjizOkl8wpRLOm57xygcliH3XGVk3VsNtU3bohqlvTGm3o8XucOyzom6xvMlmIV9l7AJQ4S4zkVrQSJj4asAFMHZoTYY3QYM6ypFMDQGK+uOdC4w4z95lbgjPrHbI7DmpHLx0AcmMMV0vsQAMkc3CgnGrbLUZ2FuM6sjk8Igw9yO20WOgN+wgzME7CfOokrEzFg4kykUxPx4E60nXNxqSid4EG9hlhUM8F0qJMuHMII3OHMpGBTWSzQYgW7h7Gspph9zeS1JWWP9DB3ZCfZAAoP/yvdZktntVxqbprZa5GelZ61eM1puTq8MykzPT0zCe8kOvUrXM352LlUFoBu1PXItSAEkMUiuizZTbjSpsgj3Wqm8FSYAE/NZwarvoR9dq4aMqTNCRAWqHwY+NCm8sGczMRAd2ccdDvDKugW4ksmWqwGAcxVAdXD/7JQbjB3jPTI3GC1zCClWtqro/zAU/FUmR/SXsIHafRb9mXIfcOQMV0c1WVgBhvABTLKEm4o5ucg4iJ+F3F31NgCLcTwuF5wMX4OHGJg3EAYg4hu9SUO64xasiDvySrLihTmw0+GAnnZ1C5l35OMaVYWKm/A9cwkcGPc0u+7x+bN2L/BwNc1sAYm2TSjfVn+6qW7FxMnmmS4+WlTeXldHfxxp9uuWbZwe1f+9UVFL1vSRKe3urG4aUmwkzjV3VaHpuvH/3L5+unqArESBpWMruUOcuVoDlqMuqKLM+yMjtFhVkfgFuIhlA/qsQZxjIbrQ0wS1rGMrk+LIWVDAosAeoki30kBGBJ5saOpCaGmxU2L5rbDDWeHS0LBglAgZNC440tioXCCHyqxK2EdLMxqsVEcRmO74p/K6Wl1OYBcZA6UUsdsk51XyM/m/2XXzMF5U5bZI8sbijsKFh5csDDHI6Qmp1rsXIuY5W9a2PPIwBUf7Vzy0PYZ+8o0rNPAp5Xf3HH759tvx7YHaxdUBdzFiyJZAa78wHd3bD25cmrDtGnlq2d2/Wb/qga9KKYbpX9zpOcUHhrY89zaGyXp9sFn1lhMTL5Z59ClOff+874Xcc2j0tLOA7MKC7qumlpQKmMGSJW4FyHO5qNiVBktQ1rwO1p2LRJFTbcOazS+FoFjWLL0AmAC+4kTKiqE0bkEy5kCEb+eMM1mx+NQXNgrjjsiR1uwRpH1sswvipNwbx0FdbeR7f65kmPeAP1+gmwrcdNTNBPZFHwKX/EkRF/fcEg10b//PZaOHCLbK0b+zLjkte52oGcm0OMGVS5EddFqAYtyZBIxJ4IrAU8C6I5gA0FJc+VMqTA/Jysc9EK+hJzeQK1WNYFYEFbpMKl0sCoch6Qfdvxe5vu7582Irt+y5IFLRl4jk7/kEkrC6c9+e8GFW7f9Fmu37/tRAhTafkNv87ag7+ZNfUfmxqmQhJ7FS5cPb1jf+5bsgy4EDDQDYmwJmhaNFmCAczQqIJYhEIfvFQFmyElSfB/SeWLY2RxBrCWoOBT2h4JBDYHckOPJixJUdVXUMFZ1lYS1RF5651J8xHLrdi07/75li+88f+WjjSbIkc2eZR9svfXL3Xv+evPygyW+bG7I7ZdOEdOdvnla/zvXXvt2f3WFMey2u21TppJM9nFsvyVaU63iVCKjrSCjNOB8bjRLlolAZcKNkYnf60iHUTZvoFykUEFOqyeThIwQcuEmf9+79+/HpGzC+c2bKf/f+/2TFx3v6Tl+EajRddI/Tp2S/nldnO0/ftb35qFDb66XeU7m1gxzq0EHm47rwNuWI4AmDNefhPVaDdb3g7vR6gUtWAiCJEHTJ88ekcmTZXg19XZEK8mFIicM0iu1es3gT7y0M2qDnRpUXQFaFfSbUoOQNZUZ5BqVyTIJ/SVxJ+w1KemwIuzYES4HYOzwHsKQNWvIll0PB0C6I19ixpOV5SF/ksTk+rLxQyDP9xINzBOUiHiflK7pIp/Si2TbJa37DEQq82wh8KwcXSrzrBAsEUJPP8ia4N+1oLWcwHLgkDHWdeuxTudrIVmi2A1+xi/K696kTEnXvX/SJRC2gEnlKFJUAI4olbIpKc4imfDScazwm8b5pBgHuSqFF1KMFV9QoCCR7WU0+2SvIDmA9B2h/SVpYAwndox1SLIurVDqlrVoTnRWJcYiQXYQsDgCaDh1bV/D0BUByDpj+wyjLu/D4VpUEwoGIj4wYx31tZOacUVZXBloWm2a1KA5atBTdi3adH9P130bH97xL2ohD5JtZmDuu9tu/Xrv/q+PLL+hWDHrPxL6apeXyWZd9ecYXjpdbCksPortj5/CabfUVBRT45Z1YQfowjTis5AecVjPrU3SaSCEaLuNBkar9bWIPEvWUsHk6coOXDcNTamrqa6qLC8pVOKKN5AcL8pOEJv3jIJUqffGRdsNtDU20tDyMtkulYxL49/kM7iansH/vVT+JifewxtUcvERad1YEVMmXIMvoOLG6FWgmwO6PSg7GuIAKPLdZAnL1wKUYoJaFUo9yEVXQZT1YrpU7C0ZuzKn7rBvw1xGEbZQTZxKZ2YZRRS63jR+hjHFw+gC0LvLYS5BsjpjJ2uDzSRqAHIeTJwZIkkpKX+QoA6D/f5A2B+fGFEhpb5gUsyIAp/Y9Lg+mMhrb7zUPxRNIVo1/+DeC6X76ewelWc3UvLwox0zUzOxi9rKd01bB5jjcfsgunI3zHMesY85mIOZMGT9DAOOw1yfXtEaQ5KiNQzJyASsLCnBZR0tTbNnTYsCQwNZkcrigDGuMljGa+S/LVbzIjXkAhymyC0Zn1OHYoiFUlonLdOk7G31FDo5b0q41EkInbt6VrrPHrKnzS7IaXW76VKVtDgh9KyQ1eqUrGTTlfWc8/CqrFVNugWuRvL1QMmiuvleX8DtcknvTKJk8/CDY3lG4lMAlYCbhbQEMP4goHskdEMOIsgRNL7uBuN8EDz8poACARTjiPvFCdQzH8BU/xt/LS98yBHjTkoZk6MqHZ5NBXrBRJ8HXoB7COYXJfZf67GzHKLoi1SFBjWYyFOvO4MXiKL6qnIizACxkKS4MFPHSUovr92E9eNRZ6xBgzbjwCftwijJKI/b+ybbG4bcQCDX8KZ1U/xoeXox+Xg7zSn88SN90dsTrKt05GVCMlM9/OZYEaWYRm5ner2E9pmK3ZWh3lO5BlKsUDI2B+gukRD4d1lEDIN7iWMA03NEPRPPUlTgb5GNszNqosWzUoIDIgF/QAkDMRMNnzGwUUbgUtMYRa4Khso8I99z18TR97QWsv2TzaHB73MDibo6rHNkVrC3D786lmqjcfg48ykVO4MWA91b/z/USVjm6717v771VrrdeF8XBCx5yw3dIn35+OPSl0dJACLo8rAcn/rfvvbad/pVjLkYZOFFOagsWgLQC2EBrRVJ4R3w/0TPnJMV8MFoD/HOIa1aXjDi3DP7iVgCwFY8u3Lls/v++g111H9IsBj/X989cPDQVe9ydy1/YMuWXy6T3hvLx5Gbdm25gICexdI3lIdVaDYaiqaWYCTaABIWYsi+mnWYwU1NxwOgSmFiSSwmWS5BEexqkqQJvVq65g7QSC21OZqOh2B4ELAmwiJkwGe+TAM6mIN4lr984mDE8gzbN2ZwZ2fUXl2NUPXs6sapUZhwZXEw3+8P6amDUQQaFuXirpJf2BJyY+p+41Xes4remXZpR1tmVe6McFZLrlaX7Eky2arXlmbUBDWRGVnnbxM1Xn+G9tFbHoaxm+7t6rp3k7zlhm6Q/nnihHT6BmZ/pkabnOER0iwuW0ZKbkAjMnpdMVvgSzfq36jG/t+ewEk3HF7/6pVXvtrXR7brYzkKiU21aDpqiNaCk9KAH9PAGQ3Tp6VAVEdrBDzLqB11NDuePrWhDq6qJnqUHanXxys6tDvJlhiOQmo8OquSZco6JpxcdvjSyqAnz+FMVsJPY+28sC3THcxwz6+5gjpqaWNC3vnDV69j4xU7/p27a/6R1f23uWzF2R01dU4adBqa8xqnzg7k5Er7xmnkF6/09Mm+/Daw62zad9cRbZ2FseDFDE/iMxZ6gY1U48BxxfZJVYEF75XdgkiJnO5Sx0577kqK8nNDAY/LH9TSVTOlq4sGY9KdIgfr+PKLVamgRxJrXzK71AYvBdWyfwBUGzIWPbRp40BO2L+8beHq4lVbVjx3+ar7G+SOrtzk7JN7B69sqA0taZ27qbC9c+UjWxbfXS1j3M/97oyu7jULsystZnuyyW7JPrRz3bHFs2e2Eo+P8/zunK07NnY1tGWYrCkpTmtg+6q1RzqmV9fJ+SxGl4CuzAVdyUaRaLGAlQ4esl6iFpLiPp0G5WwU9pto2qJUkmLdApMg3TgbvFwZzVKk0/9JHc1Bsv1P6bQcqdklND3ZTyddlggMpdfpsQE1RqtxKp/2N9DlHbYbhEgLJqSfLAYK81EuoMII/MVKXiosLJsAl+R1sbGxpv6DV1/9oF4OKBQW7TlwYM/mxAAzsvH3b731e+agOt2RPUcvv/wos0vB1TqYK1mfCpO5ukmNv5lXZgxpOZ2xOtkwCvroXBOgjgIU8Li5auPQ7h6YS4t01FCal1uaJN3aTOd2Idleg0tw2Sr6vVUJhil+t8fHfqPOdfhqdqs8z9FvYZ7v0vpi7+O5AQOLBRL80+Xgz8J8ORLfIf9qgcQu2MKowd8NkYnUTwfHjVIGyLE/gkoCRAxjYz/tb6INxqTLaRyFDqx0JMcIHSIw5yo+O2uuZegp67xwNrePYh5M8erBVU8bqzP9wlPrdowJ/ykB1xRmxshTU9z+BLo/ZpoLLZaRB1mvjPwwKoG530Lzvmi0rjo7TeSIqHRaEYjSdCfpGXkpUYZ8/NjEr6oiAoKj/w1x0KcdD+7Y8Qe0eALRY5K+KdLreEl1HOVsGJV+nEe/0q7cerxMenVGnAWdH/2xln4rUmB6q+SJ5X8bpBggx3/Gx2Pg/CVcG8u7aoEH1wMPSlBFNAIsYAkLRCCa5Fwg10nSwRJUpJKeINmJ0eAslBKEO126+xPqEu6l7cbSvTNltaV9ej8MT0kka+T30q0xUlYxhTFS1uKjcRx/H9DiV3PISRo01Bwy3qCh5JDWMr9VzSFFPCHTiFVbZY/Gjrh0I32MRenIYHwuI3NI0ilF1z+RGacbh9uxgeYbD5OZ2qzsA99Th1an9BvNkU6ya/ilyE5yb5IRkf5vTu7v5+L9/TDWjmyBsggpAXMx/ppibCWpODub6AdN2zBVGmkIz3qG9Fh7goI3SFuuf7iI8givgd/dQ383Kxokv8cAtFobb82KtVDZkRWSMKXybJo01V8d/9lZ0pD88/xST/D7j+Xf5K8kW1k2X+Bv2U8hLrtQ1iPCqulRlxESCEjygWzE7CNVswthnAs5w+kchNpHBMAwkAbQOpUg501K16LSZ8HscetwRHDazPZUl/C3vwmuVLvZ5hRwROd2ckPm1JFHdHqTQxQNSfhPUmaSQRQdJkjj2lLNMJ/RT6Ud3BejHDKgTDof63gWBAOMMg9ubF3uI70+6cecJNhy7w5n5ORkkD/K2yrOyOby+5EJpdN7GpHa3pVmUW+GlLpjMFZxY3PTbGlGs3SVze31pZrxUm5jarojXfeBIcMVzjaMyuvP+0n8Y0+gAlSNPm067gInnezEGraiHNBdCsyabXaMOSLCEaULOBvxHOkXGUQsoGLEavoQ6d8liDC3RSR09zIyFHTIdy499wVArp/uqk0Zjmjx2a5CsYsA8KvXEFheWIhQYXVhVVkp0JbvDwQDkYheXfpPhJ2xngJgGi3qCbFuMKX710aWFAkQDz091U/UMTplmXHuc+et/tniT07efsOGgaY7Z5uMXps+OP+F3uf3re565Y7pt7axJ35xj9TfRtzIlIbG1hmXdd12c+mC3q6coLYoLcWfmlcocW0LZ3fcs8Fml2URBFm08JngOsrQJ6dSIDUR1azZj9RcLdBCOqBpapPbItD0Ug2gcjNg/pmHys5WuQqpF5EG7VwYjzhgdN9PuCSaPdloFBsMUV0d2wmisIVCCIXKQpGCPOIVwfpD4ODlFtExHUOKRMYm7eNbbPA016VP73hp8+aXdqy4t8Hlu52uPdFV/Gdw+oG2tgOdnYPTpg128pmAAIvv2fbB4cMfbFs8t1327FwK9ftS+5F16460LziycuWRBcQudwPvXWAHZ60v5SbUl3L/1/WlccD9X3Q5Orq7s+fIwo5DPUsfnGU1u9KTM9vf77/ug4sv+eCazhsjvmz2hLoQXbc8svCWnt6jC6vKU7LT7X577fRdH1511Ye7ptTWEjTOUJoOxfTJmcygM+oTeRKFJRIfa7ST6VPi0G5qeUKiuSbqE8tza3/CJYo+jRuNYoNBn+KWPUGffKFgxK/qU6yNP1SHx9Ssz6hP7Gcu2kkHetRw7wpZsZ6+lK5YfC+5qCZ1Uq0i+vTjAzJCaJ+7WNare/ABWZ9kTZK1ivD+IPB+GuhTJkBxyJnV1UnEw0ke0b5ArpeswOS20J4FRJ/N8kJU84a9oYAfLvSE/T5IijJIzmwnkeKMKmTEopeQgt7cqAHkkCfedePSR6ebjH6bNq/l39bf/O7mS/5wYPvP05mV1pv3sCe2/Xa/z3nj0cKwtsxqyrKFi7a+f9N1Hw7csHPTBQNKDyu3hA+iUnTRY4DRtGqbcbb6QIYGMyJp72QhwGNtrw5rtQEQKdETJD/2EQ2rY+Ek3FKL++IXJY6kj2zAL5UoDZF+m57AXrUHPgz+2IXjkOQMK3vUgO69rIg1BvSG3Rt/g5dQuHKv/EmaW12+l+ni5stD9/HBUnORPrmKL/6PjVR4L6mwj6H4dfs9Q7I/3i2t4Q6BDAtRA9ZF9UEGCEijy/KyEeUiUFme5QZ1GtJo3KsVGNosJYrqsylKb2E+tYsAraAmXqIGMfn6bnS2q4lVRdSrkYh4VuT7znyXhGshgI6/LLaGRbVv4jXEzOxFRQgVNRTVV5bTVuOAPRAokyOoXVlOVXLdSVpz69SnaCZpXLsh7rZXP7+/56UFYY05rNe3PtB21dU7XpAtsC3B8NgTMe89/NZF9y/xeozhlLQKzpm5t/+1Wzf97uqrf7fpcNs1XV3XtM25pqfnmjlEh8F9cPvB99WgDUSHOVWHA0ij0XbLGqu2H+aOX393RH1EbTVIS7HG5INkza1BVfJCdCQQ1Cs1V6VTdELiEpGfPjrj+jTudU25f2XX5Y1z44nZ0rntCw4tXho/MJfun6TRzdi7tu3wSskZS2H+vXPdigfWS5+oB+Roh0ZHqU3P5uel+NBahFIYtIaDycPxZ6U17H56fDV90nQNepHi6mkK/xrQtqi2Li/ZyGFR5WEQ1FPoBq8sBwRNN/A02KLXcQxpU+smz7/Qqr+ftCNpBL7vLKPk2nUDqq+tjhAHAIl9hFQ7AmPTXdF65kV9q2nikkYptz7GscYfT82ON9Ns2ku274NX2TkrnhjWSO/j9upYZz/OueOqsTz0BIe/wO2x/HBEkvMe9AjwqQH45ECzZObYwZNz3eRZn0ALEwt4BDVZ4SAp5bNrE4/LjwM5UDqhXX4cyHrGKihzpwvTBHb4G/nZGOlr+rkuMTjFxE7ykWGY3+fgw9rRKepDTjVOZcBNNDvojgarWN6jIQ9LaHtpQSrYYkgSeY5hULdAlnTlNXTigXLoMF0vaULIbZGv6UaTXxENk4VgdSy1u8lHgrNJg8m2o7am2TOnN9QSgwqS/0ZVESgsHGc/kx2bTD1c8oPo9nLFKLnXgGM3+lz5JYXthfQRpOuVLxGqJZ9SK6MmCKNyL545fY2585qaZRX1inow7TNmLPrZSum5Sb9CFLla3lu5vHtp52M1A4tHPpF1hfikG0AWNehuys3HKskaQrODfIoxSThJh7SmV6dliL2M6zhTxBAiY+TASxInGC9b1/jR4O7i41DMCMcN61RdWXVE9WXUlf1PfJjCb7bkHF6MAvaTPtfUR9awJ87uxFR+XrzmfDkuXwbYqhH4OKHGlnuuGtvZn9hlvv5w584Pr7ySbnsPtbcf6pW37IkdHx048NEOeXt4wdEVK44ukLc0b4OcvwXmk42q0GOnQlpG5FScDYkOQx5V1ZKUIRgrSmXH177CseheSMcmRHMFJZ3xsmjemEB+juEkpOfkIJRTlVNZUgSTzSLS9sm1KpUx4XMJdnxtKl0BzA/Ey/1rEvD0yoSEDICnjJmlbeN9K+Dpw2MzMhl/7eDui/HVQ+BXIl8ngVzZ8epCmE3k69mx1rjLxvH1HMMn8tVHAtmkUGk8c38SSFoTZ+0Daup7Bnz0Y2xZGh9QMt/DYzMT4ofIM0tzga9F6MKoDlREyCOLZQpnvSihZqPUs4JjijYOAL6JdR36HFduCx3fjcaP7oyCHcJPFcq+xaaVn8iOw3sjjgP8SZWOKWU/n56ltQaTDcWVS05twx0U1NO1+WO7yfYNn6voilua2BNZaSFzWpXGsfN3214c7z5+s/iyRpn+k+A/MoD+ZlLLa5yklpebUMvLPUstrxk1zZxeWvw/qeXFX9JwtmLeb+iLGXLv3tW7ITvLu2hG70Vl7Z1dD19y/t11sdczBH5x9dYdedn+rpnLd5XR1zT0/rxaXiggb2WYO21GfWaWQZ8k6lNTXRuXLNk/p7Yu/lqGnsXzZ/ryjPpkUWezyi9nqI7kk/UDjLYRP8sNoXy67g1kY5YZFOizbSx9tk1p0EtYBclHeQF/mDwErFbz4g8B2yY02JbFBE0WnvE/fPhnVNdXt62YdniG0eRLM3hbn5/3q2Ovk8OvK214tC9IOty/vjxfV5CRmmkpbnjkOB6gWp+n1iEbYe4Xs7dCZnntY8k0zMrqnUFWsjhS4eO4YAs/br2DuIvAxBHyMgQ/Zs3CN2ZYwmKF/ES0sgyZQpPbYhnOxHgyySrFGDyrdMrHjrG/ia1RQLxUE4Rf+lw0rF5LvnzG3uoJjhQRJriDA2vOh5CKP5UVf+QvNKBid6w+Rd6vAbw5Ux0x+L+tI+6ECTVIzxgriovKkqXn6+PtX4PYhC2L5L5ClpZeRuzkVSHMl7Ga51bZYNU6IsyzHFVHK/JDRlpInLRGGCsiyn2w/gDMOTSxQKiu9k9WIqSrRONKhGm/1oVDucVJR3+WVJobCmlfMNOZh8h2+/X3iSFPg/Hew6vpQbNKTsDl8eETUqvP4wokkPUk/p01I0vKZmbGamQzYf6XA31nqRMG/5d1Qv0564T2inF1wvfwlFJqhb8g255vvm6Lt4aV4BnS+7PiZcLmd/69Qq6nydRLr0gPxiIQI0mx/QW4Qt3//POYHkqrqR4WkF6BoIU2iQmKWFW7It1hoI35VLQFKM9HAWpiCR4bGfq8XEU9U3EOnayX1k7Z8bNN/lBZz5buGdLBhkTFzMCGzkTFHH5y35FZHA4WTmH58r0HmLdionyLKYnJ8ARMNgNoCKIb5H5vv1wg7I8/503Lg8Exz3nLz28G4kPHlBKD534mfOK4Tvmh8EnKjhMfCR/7kOc/XMkjt+HPlLKjjZQdV0pVStnxDcIMl2lk+QM0ZBAOuJOZu24k3/5D4cEj0kn2j/xSSCDWRXXlkOQa6LPfcj7siD3yTRZAmdV0BZ3MnrzII+olr5RAHI/64sNA5OTBMuJFMdMRy02KC3OzM90ZaQEx9oQbYAcPtgmilUTXZCyXamxKTTXSgOVnwuU3ksF+Iaa77Asg5fUDxRzLb9q9awvW4L3Uhb72MaNnLr+e7B64DPPMR6/zS0mhsXr7qsaLj0V0wes22vQDhvTdW8nRRx/1m7c7k7ZsIV92bbXo5rgNQ2ThEDMO6RjzCN+PDKjgp72fIf4iCGtCiwtznU8O8ny/2//9g4Tjwjw1vv1dOsk5KM9XR3V5cD8rhgAd4zkMYclLp+QHJ5H6Rp4cTuU5rd7EhwFe60Tym85YwvNkmeflkUB2IFuUVyXGcRj2PTjG7EQOk2IZML9ANT783UcMjy87QHPty4HJH9Mngq7dC6zfsmv3Jp7ligfWk0P80qEhg3uOzrJ1F2Hrli1Jzu1m/6OPki9bd6cbBvS2jdcFdZFjFzeu2l4tV4Exugk/yJUzH4PuN9P66BQDsDcTlIlgOp487zcIJsSATg6SRytQJ2EAqSgSBhCSEX19SRAFfIGwj3Z9K3Vi+jTBGMgypmOPFAjxh6uj1Y3hBTNTbDZrplh4RWv1qqmVc0IJB5iPc7J8mfNTTWlOo765KyfL6419IXnOt8yVbEjpGa2gFORxpALFAuAifYeI6VTyWgZ1TJLW0smeI7VdcmlT06XNzXQbnhaO/eeGYodhuz/xFLCEG/1x1Mf9HnTZhQpRK+pAm+j8VnmAw+2Y007Fgo5ttmoZZg55C8w+YDa/D3FanZbTDZInDpEWo7VIy4naTsCgrE6DBVEn9CGtVlyBRK04t62tqKito62jqLWoZU6j3x9KS8/z+4rJ0g+lizitsgggxHibpNxFQTaBMS/oIoIyKy9SUJ97oRpYobyL0FTqT2UZk8UqTcvJ+dU1xiR7ssH+o9aQbLnTamGajcPrRa3dajSyN5HPjRaLpSvD7XZIL1vSBQ2uS/ZYXfldb/AfMS+ll0XwG3NEpzXZot/Nm00jv0531FtSNSO/5ZwWs1nLFHPOEWea05l+FO5iOerNTE7V44FUs8MiXY110regiMDbLO51hbfL0CjlbLIHJD8dcyIjc1VGrTVx5mrgnF7k9ORRKp1OvzmByUjktGIf0gmCbhHS6YQeJOiEdgXW1p7hFqJet+vc94hOTRSvqBE5zSDS6EWNftdPvgkp3RUVFS0rWtpJEtbsclnShv+xpCGk0Usqgso7ToSxLzmhjipZDoA/WeorMrIlf1YGthXlTq0PzHSBAmSYinfXbdo9deYr2JDhnlz4m8cJf/gWq3Vnfm2m/cus6dnFVabkhTar1XZJmt4b2Loiur7qnilWK9gXslD7ugCcbQs6H21C31EtyCjAAg8OgJsCSVcKBM5NWGtcDYwWwMOngjRb1ReraLD6ZhWtUWfU6gZJhwYviHw8oIIDMTKoz4SN2iRjZzLWGbA+SacnB4xJK1CSMWmuIzo/9qYWDYANDQEb5La7Jr2t5ifetjMaaAXctnFD6/mt563sXb60c9G8jlkz6+tIbAkESiMBe44ZkFzMgdHnS4UzvOhl8ve8EEGjCe/qMydkWZP4ArY0FS/dVLu8ou6Ky+p2FKeKRoeozenJb5rbNicvYDZ7ZzbOmTKtksq+6OIaVkcVJK4oxvwuyyTeYfQPPH9BSVf1qtLUefUrtzgdOpshNcza0itKKvIjaa6isuKStDIr/FuaoXW5Rv7sNI9RG+kYcQ+TeA1pGdbJcZ/WawBvZhLMrMcMfRRf0QC18BCMLYPm03fqZCK3P2APqsWFyRgcb75a7zr2q3nPt3oNaT6TccbhaSvaJBkWSwQJDm86/khDsSUzNaNAl1++vp+NyrkaI3JtzK/5eQBlwlSDlfdndSa8ky4B6MjhdczT8seysioq4I+f5wrsCbjoRqlFzwZ6HShMF7NVChNLKOeun8Se53lgXP1khH7MjyfP8RUjuOv/A2A+hfx42o2SUWvbMBSFj9y0Yw8Ng20vfZke00GtpF2hNKwQAn1Zoc1oC3tMM2G7JJEjyQ+F/qn1R4yxt/2gwY5UrUvDOmZj67vX9xxdSwLwAl8hcH99xvfEApviQ+IMz0SVeA1vxJfELbwWPxOvYzNTiTfwKisSt7GV3VElWs8ZfYsOgQW2hEqcoS0+JV7DkVgkbuGt+JF4nT4vE2+gk71P3Ma77BZDGNS4gUWFAiU8JHbRRQ/7pHNmNMdQ1cQazbfEWeRZ/BbY4Jo8ieoBKz11hnnHuBNdPWdxOITiXVAbKhpcIafK0ElhwdgwrznOl6IxlUGrVrr408M2XTA09Y2titLL3W5vX56XWg5NYytt5ZmtZppvc60nXg4aXxrrZKf0vnaHShWVL5urfGJmatEYr5t5HMZ17VSyiA7bYZYnFwKPZgM+MlewdsofsAx10UzHhD02G5b3AH2McMFnQHrq13ZWffbybu+gP7oYDfrLve08+P9rq1a8Hq/Pg8NlVDqqDDdCLnWMS21dZeYydoH/7/rvrf4+F/enwvEkBIOaOccpQwNTjuEcFfx+imOcUMRd46a5ia1q73JXTXNjC3V6fIJf32KzKHjaZYrXTsJgAEbPX0YRnAzFLW5RscVZV1wouAUnqKUxYC8INQVjvNVn87WMpokx0XNzvpx8SDh8fvD2LcFfTKdKuHDjwYuMjwb8BGikiWZaaKWNICHCRGingyiddNFND7300c8AMQYZYpgRRhljnAniTDLFNAlmUFBJMssc8yywyBIay6ywyhrrbLDJFtvskGKXPdJk2OeAQ4445oRTzsiS45wLLrnimhvyFLjljnt0ihi8C0m4hFt4hFfIIata0msVo2bqZevZTpRt4yH42+ovlpMiddMu/TvKj5XXJ1PTfI5VRfkZ6hcNRzVQAAEAAf//AA942mNgZGBg4AFiJSBmYmAGwkQGRoYkhhQgL5UhHchmAcswAAAn1AI1eNpjYGRgYOBiCGFIYmB2cfMJYRBJL0rNZlDISSzJY9BhYAHKMvz/zwBShcwWY2B2dgxRYBDz9fcBkkH+vkASLsuYVpSYzMABYoExC1gvI1CEEWgmE9A+BSDJxsDHkMzAzCDEIAqyHUiLg9WmwNlMDCIMYgC1thMZeNpjYGRgYOBisGGwY2B2cfMJYRBJL0rNZpDLSSzJY9BgYAHKMvz/DySwsYAAAFsaC2sAAAAAAAEAAAAA1aQnCAAAAADZnIPhAAAAANn7SUc=') 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  <style/>

  <foreignObject x="0" y="0" width="100%" height="100%">
    <div xmlns="http://www.w3.org/1999/xhtml" xmlns:xlink="http://www.w3.org/1999/xlink">

      <div class="header">
        <span class="title"></span>
        <div class="buttons">
          <div class="button">─</div>
          <div class="button">□</div>
          <div class="button exit">✕</div>
        </div>
      </div>

<pre><div class="banner">Metrics generator 3.34.0
These generated metrics comes with ABSOLUTELY NO
WARRANTY, to the extent permitted by applicable law.

Last generated: 8 May 2024, 23:02:15
</div>
<div class="stdin"><span class="ps1-path">hboutemy@metrics</span>:<span class="ps1-location">~</span>$ whoami</div><div class="stdout"><b>Hervé Boutemy</b> registered=14y, uid=7462, gid=16
  contributed to 190 repositories <b><span style="color:#9be9a8">#</span><span style="color:#40c463">#</span><span style="color:#30a14e">#</span><span style="color:#40c463">#</span><span style="color:#9be9a8">#</span><span style="color:#40c463">#</span><span style="color:#9be9a8">#</span><span style="color:#40c463">#</span><span style="color:#9be9a8">#</span><span style="color:#40c463">#</span><span style="color:#9be9a8">#</span><span style="color:#216e39">#</span><span style="color:#40c463">#</span><span style="color:#9be9a8">#</span></b>
  followed by <b>130</b> users
</div>
<div class="stdin"><span class="ps1-path">hboutemy@metrics</span>:<span class="ps1-location">~</span>$ git status</div><div class="stdout"><b>Recent activity</b>
  <b>100369</b> commits
  <b>   64</b> pull requests reviewed
  <b>  232</b> pull requests opened
  <b>   23</b> issues opened
  <b> 1744</b> issue comments

<b>Tracked activity</b>
  <b>    2</b> users followed
  <b>    0</b> repositories sponsored
  <b>    3</b> repositories starred
  <b>  333</b> repositories watched
</div>
<div class="stdin"><span class="ps1-path">hboutemy@metrics</span>:<span class="ps1-location">~</span>$ ls -lh github/repositories</div><div class="stdout">Total 290 repositories - 13.6 GB
-r--  <b>   48</b>  stargazers
-r--  <b>   27</b>  forks
-r--  <b>   69</b>  watchers
dr-x  <b>    0</b>  packages
dr-x         LICENSE
-r--         └── Apache-2.0
</div>
<div class="stdin"><span class="ps1-path">hboutemy@metrics</span>:<span class="ps1-location">~</span>$ locale</div><div class="stdout"><b>JAVA        </b> [####################] 97.52%
<b>OTHER       </b> [#                   ] 2.48 %
</div>
<div class="stdin"><span class="ps1-path">hboutemy@metrics</span>:<span class="ps1-location">~</span>$ ncal -MB5</div><div class="stdout"><div class="isocalendar">
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                <filter id="brightness1">
                  <feComponentTransfer>
                    <feFuncR type="linear" slope="0.6"/><feFuncG type="linear" slope="0.6"/><feFuncB type="linear" slope="0.6"/>
                  </feComponentTransfer>
                </filter>
                <filter id="brightness2">
                  <feComponentTransfer>
                    <feFuncR type="linear" slope="0.19999999999999996"/><feFuncG type="linear" slope="0.19999999999999996"/><feFuncB type="linear" slope="0.19999999999999996"/>
                  </feComponentTransfer>
                </filter>
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                      <path fill="#9be9a8" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
                      <path fill="#9be9a8" filter="url(#brightness1)" d="M0,1 1.7,2 1.7,3.2 0,2.2 z"/>
                      <path fill="#9be9a8" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,2.2 1.7,3.2 z"/>
                    </g>
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                    <g transform="translate(-1.7, 2.7142857142857144)">
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<b>  185</b> consecutive days with commits
<b>~9.94</b> commits per day in average
</div>


<footer>Connection reset by 10.57.24.88</footer></pre>

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