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Предложил Пользователь 1845373 10.05.2018 11:55:04

Сделать опцию ручного склеивания контактов, компаний и др. сущностей

У всех компаний очень много каналов коммуникаций: 10 почт, 3 мессенджера, 50 телефонов и т.д. И каждый раз все обращаются с разных каналов. В итоге в лидах постоянно появляются лиды, которые не лиды по сути, а одна и та же компания/контакт, который уже есть в базе (и очень редко этот канал можно идентифицировать, как отдельный контакт/менеджера, часто это сервисные сообщения, noreply, без подписи и т.д. И информацию пишут всегда важную, которую не хочется терять. Для этого приходится в ручную изобретать костыль: создавать компанию или контакт с такой же почтой, потом находить их в дублях и склеивать. Тогда вся важная информация сохраняется. Но это же жутко неудобно!

Сделайте, пожалуйста, опцию - сразу объединить лид/контакт/компанию с нужной сущностью с сохранение всей информации

Рейтинг: 0  
Пользователь 274166 10.05.2018 13:59:57
И лиды нельзя склеить между собой!!! Если лид сменил канал коммуникации до конвертации в контакт - хрен его соединишь в одну сущность!(((
Рейтинг: 0  
Пользователь 274166 10.05.2018 14:01:57
дочитал ваше сообщение... можете выбрать из списка (куда приклеить лид)
https://pastenow.ru/b4f5fbb3fcaa9fe636a8ad60cda95780

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CQInbTDrtptAXfJTOuLSyV0RnQskzuW0zMIBk1o/HQjcu+QF1X+JDg0ojgB3jXwVXixioXASFNaH2x+26t­W/B7tt/hbM+l3xHjONj6L5d9ay04LTNoc3Z2wH6/M5uz/YRhGHB5cYllPuFEd16n3R/viku/xRaCsczws8Hql1QCEpCABCQgAQlI­QAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAiYQK8tTzvn6AN+42VstBA4xWrDKd3GN1gJVRreu­g4Fwsxx4i36HcUR0Dst6Qmt1i3RDsCA4OIeBa70+oruCfB3c8n1c0WVkzCjYO2fBL6NfBr5MffkzLgB7x+B3ezBDZjTMpV5+9Vwd­jml7HxxC8JiQkCOXg4EWvf0sBn6GN9PQa7G41zF4rg2ldhSX4YaOnoBamj1dmsB1X/KExHOcTGMaR0zDgGmIdpySGQWfcHl1havL­SwufGSunISENg91PCg5cQu6N52+2JMx5Yr7P8yacs2A48x/EOzufT+n6rvVFAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCAB­CUhAAhKQgAQkIAEJSEACEpCABCQgAQlI4H4XiP2ZgNbD6trq0VqB4wzw9eIu+B7LebcI2DFU7d7ewwB3SAnJO5SyPhPjMtjl6m0M­jH4DdjGh1o5lZSSbLXzNJcMx6mWU6z0YCds5e7PvU0wYxxGtdouIt7NbF8taGVwjZhzMz/K1WjK8YzjsMMSI3Thtx43RQt1xiPZz­XlvrzaLf6rbFYS7/lpyx5I5SgeQDqgsWOYOrxM5j3O0QvcOY0rZa3BtqXi32Pb+8xPndu8h5xY2bN+26Y4z2+1VqQT6d7Phc9WUA­vBYuCjcEz7jX2WunnJGGCbv9HsNuQhwU/t7v/4Pq/iUgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAE­JCABCUhAAhKQwD2B2BoneK09fWZ5lhFtKdViVy7WDkMCY1++l08Lbpuz1V9+lKu1fHC9lw9GwvwJ4+EQAkYu36YIzDNO8xHHZbHw­l+/3Yfs8F4Ft+daC427nSFztjYGN8TPrwXb0sF0vz8XPxBAt1LVr4KKuLf8Gu24u6fIYu2nC2X6H3TRiSAHr9TWspxVr7ei1o9UM­RrohDrh1dsBFbpiXFSWv1kRz4dcWgC0yXrGcHFrvuDxe4fz8HBeXFxYa17LDsiw4nbgQbFeF4/GIp+/cwZ2nnsY8z9Y3m+002c0w­Bh7TgGc/59l47oMP4satm/DE0UMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhA­AgBsktZxNdd5hBARA5C4iHsd+XJRFxz/rYx+K3pv19u/XN7l2i4j345aK2otcK7b6m/nh7AFu3EYLBLm2u/V8Yg5Z1vSZRTMVVyu­/jrH43aA560VnccrxZ7oDr1VlNLY8YJ/MERmcHxvi5j3wJd4fYyWLVBmgOwcD7ndz3WIPAwjQvDbUnAD6rLC1baFynYVDSk07FyA­R0J23c4fDGL7fjk1LKeTnY+p8X43WmC8cjV4XfD0009aRHzj5g0719XlJS7Oz3F1dURvDbyG3W6H/dkBISXszg62bPys2w/gOQ88­Czdv3WTjrIcEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABEwgen+vL+0I7npZ­lwu/zmNdF+RcUNcVjfHv9cbvvUXfISUke69DqQxzC+wg1wGunYHhLRjjZpzKilwLWm+2JszoN6UE19v1WnC31xj5Mv61AJgLwy6A­F1BtnZgrwQED14BTsotn7MvoeIuU+b6KXCqyHaOjuYL51O2cQ4rgdcN5+Bgtuh3YKLsK+I5eGnKvaHnBNO5thbdNETUXux5O/7LH­5Tn4Mx8cdrsJu/3Oru/O3XNcXF3h6urK0mcG0VxIvrp7B/O8LQAzeOZSsa0hjyP2N25sMXMHbt68hf00ITqHtWT9mkpAAhKQgAQk­IAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIwAQil29dh63dMrgNMVgYO6QRKUTMmG3Blq9t­G778XEeKEcMwbOEuHEouKDkjuMSBXrTW0UO3RdwTA1ZXLYx1gSu9XPgNFr6yPO7NDsl9XvumdX4OFsfGGOBdtHVergDz3FwZ5rmn­3WRB8Mowma9x9ZehcccW/hauEG8Hr6XaQvB+HcHjM7p1vllEHGJDch7g9YYG3wCfPNKYEIfRoHh/y7KF0IyGt+VjZyu/+/0O0zRh­WVdbJOa5GELzLwyQWy2YL88tpuZ5+eAisUXBzpm3CwFjSNiNI1xrmI9HWwi2N+sPCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS­kIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggfteII4x2touY9VaCrL38D5gjIPFvTnGbXm2caXX2eqvh8NuTJhStLVeLtNyXbd0­2OpvgkcMfDLEha3xdniLXRn0MpzlCwxfVwCeS8P8bGtYuRrM/td1jFwT5osdSD6hNb+9l0vB3iP5AB89al6x1oLuPWIcLBiGKxb9­8hzeeTA43sJiHnv7d2d829HtHLyn4IGRa8LwGKYd/DjCh2THK0OyczPi5dpv8BFxShb+MmJec8V8WjHPWxzMkJf3yBXkZTlhzQXB­B7jk0WpD7RkuRWSalwrwGTt66zheHW1t+eLi/L7/BRWABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS­kIAEJCABCUhAAhKQwCYQx5S2Vd7WLEKt64rSOkJzcDHacu0W9VZEHyy4jR44DAFDcCgLo9uK3Dsa31+yRb/jMOCwGzENEdy45Xu4­CJzXFZWLuWD4y/AWsPcGYO0ZR+9QXcMQA/bTgF2NqLkgcqE3DHB+C4gZKufTCdNuZ7FszhkpJgtrGfoyzGVEW0rFNAaM44BpGhDi­ttbLY5Z13VaMPa+QVwSkwAA4YLcb0WNA4WJwa3YPrjeUdUEuDSmNGHc7wEWc1oacT5hPJxzn1RaH99MO+8PBFohDimYyH2cspVgM­zEXg5gP2xwVpPIK7xFwaZqic1xOW04KaF/2eSkACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS­kIAEJCABCUjABGLkoq6LFpwyRu292fdLzkAtWPNqS71cy+Xib/AOuyFiP45grbqcZpzWFQgRwzBaGDxEBwbFu90Ou2lnk7554Ypt­tnXb0qstBOdctkVfdEwpIIV0HeB2BC76xojmKlqtCCEgpgG1NZRa0Fq1BWCGxHzdVn05L4wGrgozoGX0y/fZyDBXf+HQG1eJt/sE­F4J9sGP2XtEr38lHR1tXe7/rHWupOC0Z8/FkFnYN64LGaxwdKoB5WTEvC3jM3f6Aw/6A/f6AgavB7gFcXV7gscceQ14zqmOQnHG8­vMLd4S5iinZ/LIb589M8Y766wrqerq9HXyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhA­AhKQgATud4E4pGSrtKUUsJhlFOtCx8IFXzhmtBbnBsfwFwgOGGLCbhgt4m1cCl4zfALGmNBDQAiwhVuGws47dOewLAXLslg427hs­yyi3NqQQ7XMpArshYRySBb/DEO08ZQVWju6y2EVDq1zM3ZZ6PXjtHSF4i2e9d2itozIKZsjL97du8e+9EJj3yXtkSByig+P6cOsW­/TIgBuPgUjBzZbhmjLsJcYywAHh1KD0gt47TslrwG3h8LhrnFeyG0zBiv99ht9vb9QcXkGJAvHkbVxdH8L/tnDC/5bTidFpxdnaG­YQi2bFxzxRIY/TJk1kMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAkCMLHm3­3BVoDb01OO+RO+NZDth6hBjg+Z5e4RuQnENklBoChiFhKAXNeQtseQx0ft9Rc8Z6WlC4iDvPtsJrx3OArw4huGci37MpWDA7DQm8­psQw13s7B4d8y1os1rWgt3eLlX1wWygbw3bubavX7iYGBrfJzsnod11Xi5ZTChhLgQ8RlUFxLRYul5wtALbY1uLhjNoWBN+Rph1i­gN0reEysuDjOuLhzRHMB3hZ7o92LhcPXw8EMjJfTFjunIdkCMFeLc16x329LxJ736YKF0JlTxb0jpoBptwNDZj0kIAEJSEACEpCA­BCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJECB6GoBnEcAELyz2NaCW+8timWLir4FqIx/Y/BI­wcFzCZh/TwnjWG0Fl7EvuMzL9pfruRYSXwfEzmEcB0R4lNotMM6lIzIidsA0DBi43BscN3dRS7GVXZ7fOYfC6+wdXBFmD8sF4C1S­3v7ebRG4I4ZkgS7j5eF0wlqCxcu2sgug5ILTzBi383C2QMz1YTsWeF9hi4qdx7rMmB1QW0NzEb1VlNKQc0ap2VZ+C6+vRAzDYNfd­eW+89tYwDoMFvadlsd+23X6PGCO889jtGE0PCCFalDyfZhzzCkbOfHTeK6eT9ZCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ­SEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQALvdVjKc5+osMMQIuIYQB7AEttC1bVEso2CLflNASsm2dUutaLVaKLsFq9t7m03p­RouIubrLAHg/jduScG04LSuyt94YY3QYY7DwN7Lo5dJwbRb2Nu/B/zoXeLnMWzI4Agxs4TB/xkjYCuTrEHlIEdP+AH9acJyPCOuC­FAdM04gUAxgIz1whLtUugIEtw2L+x6i4+23l2EeHNm9LxUtuQEiYc8XdqxkX84p1LUjBw3VYlJxPFa4VMPwtziG4bnG0LRx7YC0V­8/EKDJAjV5LjgJSi/Z3LvgyduUxMR14T781iZ/2aSkACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlI­QAISkIAEJCABCUiA4S8aA1iGqs7CWLiAEAM4q1vDFqNWvqdxEniwxdoQPFqryHm11dvMxVzWt5zQ5fJudxbTJh/smA6Bqa6Fv4xu­V3T4Xi3inVLA2W7ANMQt+uUSL8/Xt0Xe3KsFv4yBGcf24Cze7b1aHMulXl57DNtS7zAO2O0mu6d0vag7pITdtLNwueQVeV3ZFyNw­UddtX11g8evQWd6mbWk3xIjlOCPPV2g+4FQq7l5c4bhkuJgw7fZIcDidVpSyovCenAODZf691mQR9bQbMDSHu3fvopSCPbblX0bI­lffF+0Wz626tYVlWMKpe1lW/pBKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS­MIHIpV9GuXx4rt5eL96yg60xWuDbV8a8fNe2jtuuF3i5UFtKRskF8FwLtjlei3BTiHDe2eqtLfkmNsYNJTAybpYC8+0Mfs/2E4YY­UK1/LfBc0nV8OiynFTWX61XebdzXcfO3d1sbttVf7zEMCVzXTTHaV/59GrdQmcdjzMw4mFFxdVskzOPbWjAXf3mtPK/3cNfLwPAJ­tZ2wrhkFFSuXiGt9JjQeQoAPEREO89xMkeEvj9NbwbLO6KiYph2mcYfL4LAsBSVnrMvJzNfMFWO/XXsabInYuQxemL/2tDfqDwlI­QAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIH7WiBy9bbBwdlmb4drHa7zJ95i3N4T­OldpWeVa/9tQakEti63qMlq1od/e4Xkk5zCkAePALVxYKBtjgncRbYQdZ00J5XpVdzck7IbhOhLmrKxaRFkAACAASURBVDDj24A0­MKf123k5whsjxpHvA7iKy5Nuq8MZwzDY6yElOz+XgRnN3vs5s2bGygjbum9K27G9dyit2mtMln2M4DF8cMhrRs5cQ/YYpgmJS8il­oLSO1DqGaYfd4YAhbrHuVQw4rStabxw8tiB6WRe7L4a/+90ZwnWg3NFQzC+YEa8jxoCc87Zq3LstK/M69ZCABCQgAQlIQAISkIAE­JCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQAAViTMnWZUNguNvh+4qAihQ8iguoLcOhMsHF4JMFsAxv­51zge4RvHsEHlN6QW0OygnbbEObCL2pHch5xHGzVdjmeEFzAmEYLYV/88lfipa96FR54/nNwuP0s7M5uYHc4wzjubKWXx8jrirIs­OM1XuHj6KTzxxS/g0c8/govHH8XxzpMI0cPHwVaHuQ7c5hU9BrjWELwDt3gbOCccMISIYccCOCKXgnaqqCXbuXbTDmdnZzgtJ1zc­ucC8XNl672G3Q0qjvT96YM0Fh7MDbt++hRR2mE8Z0SLluziuC1qAWZzmk4XLw7zg6afuYL8/4Matm/AxYFlW5DwjxYQpHpCix9XV­DFbDKQazBheJ9ZCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQAMPfgSu3MaHW­Zsu9XMaNMdr67bIsWNfVoKZhwm7cIYZgq7vTNKIsXOjdVnQdF3FtPfd6tbZVW7FNYwJnbblm21vHA897Hh76+pfgBQ+9Ai9+xasw­7XaIKSIEh967vYfH5HLw1r06W9wddxMOt2/hgec9H1/18legc/XXOfv62COfwZc+82l87g8+gasnnwQ6MB9PuJhnnJbFjs/jhRgR­nbfjNk4HA6gxbufhSu+6Yp5nlJzBV/fTZOeIIV7fy4hhmFBqg6cDHNa8ojJ4ThH7wx41OFSuH/tqS8lcDma8XNZs53PB26owY+NS­qi0slzTYdXH1d10L6lrs+Fwf1kMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhA­AhSIMXikYQt/uYBbU8CQBoQUMS8L0Jot9Y5DwjgMtqDLPV9vAW2zaNbDwXuH0qst3NpCbynofQuDW2940eveiBe/7g143otfau9h­5MvPWOALbNFv7/zOFogtAr7+N/Le2zXwZ+gV3TlUhsHgyG/EVz30SrzgFa/Gn/iWd+PRz3wKn/nIh/DhX/s11MKVX8D77Z7GcULi­AnCtuDzOKLXYs10Hx7VWWxfm6zznbrdDbdv18DqHlDCNO+RcMHMV+PIcy9rQ4OFCQEoBqQSgcmk4IHIJOWaLnufWseaMen5uIbId­tVsTbecM3pMatRVbFkb1CK1cC+iLBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQ­wP0uEB0aghW0DtHz6W3dNqZkK7wMYNnibvHtFtsy/O2tsta9DnUZ5PLZ4O1H2+shBbzmHe/Eq/7U2zDuz8DAtrFuRbdol6fdVn0B­WGDLD/Nx/dW+ODgGwt5t7+GHrh8MgZ3Fs1tAzJXe573kpXjei78GD3/Dn8GHf/VX8P6f+xlbM3aMhwPXfj1qKci12Fow/x78tlrM­w3KFt7VqQXLw0UJjLvjyzhnzMpJmrntaZgt2L69m5O7AqJjxb8vFjj+kEfvdHv4QUGq1JeG7lxdY1gVLuw6mnYd3DkuITIft8yF4­ZtVYS0VZtpXge/errxKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAL3r0BksMuI­14MBrLfwl+lpr/U6dvVbcMtot1Z0hsBu+96WcntDrw3wsOiX8euYIv7Ut3073vrt34nd4XBd9zo4nuv6af2uc5ivLvGHn/g9XDz1­BK4uLnA6XuJ0vMIyH7Ecr+yzh9u3cTi7iWnawcUI+ID9zZt46A1vwuHmTfvXszVgXrHbsuH9jZt487d+O173tnfgAz//s/jYb/4G­TnEBF4657BtitPu1DztnAS7jXt63Lf5amrz9YtxbJWZ7zOMzFGYIHVhMu27HazVb+FzyYsFugMdwOMPh7Aw+BJzWFXFIOL+4wFqy­BdCMoG1lOGekGDGEgInryz2gzyecisLf+/d/Td25BCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAE­JCABCUhAAhL4coHIkNVxgdcDMTKK5bJuQ26rBbDXY8DovdmSbXVcpuVnOPJbUVu11wKCLeq+8k+8Ed/+vd+H57/whYiBb9zWeHla­z+Xe5nA8P8fvf/h38LmPfRR3H/sji11TCljX1UJYfibEYGEuR3/vPv4Ynn70UVsk5iLvPB8xH4/4v/7p/4qXPfx6vOKNX4eXvPb1­YOxrm8Q2I7ytCk/7Pd727vfgVX/yTfidf/mz+OKn/gAxRuwPe4t3OS7cW7MgmcFvLs3uKTiP1rZQ+R6ZxcVc/3UOKQaMY8K+Toi1­I4Vki8Y5eKytoawrSl4tKB7HEXEYLPblkvJpOWE+nbCcFrOjJdeEhxjsuLV7lBjt8/fOra8SkIAEJCABCUhAAhKQgAQkIAEJSEAC­EpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEAC97dAHFJACh7Oe/QY0EpAzgW1bqu+5LF1W5vS5UJtsVVg/tXC2NYsAuaS­7nf+wF/Em971jQgMfK//81YW274v/vXvfggf/NVfxsd+57ctiL196yZu3jiAS7q1FzjvbHmYYW2wYBgWApecbVW4sU5mpAzYQm5H­x2Of/TQe+/wj+IV/9k/xwodejYf/1Nvw0te9wSJbx2u7Do+/4vnPx7f+wL+Lj//2b+Ijv/QvMQ6Thc05r6jX98AIuHVGuwXNAT5G­Ow5PGELYvkdHCB4pRQxDwhlf9Akx2HgyxpjQu8fxtODy6gouREylWATN+9vtJgukGTf31tH4WoxIKZlDL8Ui5ICOxHVlPSQgAQlI­QAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkACAOMcJzmRfOgl2u8t5b9+USLiNe7wO4­gMvglk9+t+W+NOz4yhe/GH/hL/+H+KqXfA1ngDdYfr3+wOd+/+N4/0//n7j75BM4zjPSkBAc410PBsNAQ64NMQZEF66TYYbFDa5W­uNosBF5rRakFrRYLh10IiEOA84O974uf+RSe/NIf4V/95m/g9W//Bnz1yx6Cc97ugVfFbvh1b3kbXvKKV+KDP/8zePTzn7Pol/fL­i+X58mnF6XiECx6HszOLfHlD3o7DY/ntvtAtgqbPNI0YxwneRUzDhLxWnJYVx/mItTdMy2yLwPTozm0rybxfxsTXv4aMm33dAmOu­HQ8hoMd4/aq+SEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCdzvAtFCVvSt171u­dfkXhqiMehm8cjWX0Sq/Z7QbE5eBVzASfs3XvQnf81f+GqZpsii2W/jbwEXbJ/7wc/iNn3wfvvjIIxYXc88XrSGFwJft0WpFSN5i­Yh+DfeULrnV7D1dxbQXX8zVeUrelYcflXS4Dg9cUgexQK7AsK/7wkUfw2U/9KB786hfird/2bjz4whc+s/zL9eJnPfh8vPN7/h28­//94Hz77sd+z++y1Ya4zMsPi3rBPk60Nc9WY9xnSlujyurk0zFiYoTC6t6VeuxbvEBlJM6TuHblk1NVzMhnNVZTGcLmiXcfRdGWQ­vC4rltOC27sJt27dxLjb2TkYBushAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQk­IAEKRMa2jFttbXdIFvjO8wyuzh7CZK/VUixkHVLAfkoIwSGFiDe87R34pu/5t7eQtTPU5WqwR1kLfvF//3F86kO/hTgNcH2Ldz0X­bFtBKxlDSkgxICSu2jLiDXDdoTGs7W2Ljb23z6M3C5FbrmAozPczpuWEb2sVqAWjd5jLgnrqqM3bku/nf/8T+Cef/CRe/9a34U+/­57sQU9rC4VrBAPgt7/mz2J2d4dMf/V2LeLt3WEsGI2AGvKU2lFLsNRoNw4D9bgdeT6hALB2ncsIRsAXjMIxIvmKMwDR6nKpHbg3z­mlEj7FgW/jIYtuR3+8LQmIHzkCKmVjFyDTlFc9avqQQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCA­BCQgAQlIQAISkIAEKBAZ/HKA1nmuyzoLTqdxxCnXbcnW1m4DgvPY7UbsphEcon3tW74RX//uP4dcKlyv9zJWXD79FP753/thPP3o­F7Db77YF3+i3YLdv4W5nrIsI552tCPNCOjve62VhBr18MARmNOx5wlw4OmzH42Iu//NuC249/84Xe0XJK0rmQrGHj8mO+aFf+SV8­7lOfxHv/vb+EW1/xbDuOg7Pzv/EbvxlhSPjXH/4gxt2EG4xya0NfC0outtrLc4XGQJm9sUdAwBATonMoa7a4dxoSRobMwWEaAoYh­IawFuXbU2lDDtoLMe+6NEXBFNQfYQnAI3taGr46znYPWKWwOdmL9IQEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ­SEACEpCABCQgAQlIQAISkIAEJHBfC3jvA+tfQ6i1Wig7TqMt/zLQda5jiNGC33HgSq/H6976drztvd8N75jPbo/eOz7+oQ/iH/7Q­D+LxL3zejuMZDQePlLgSHMH3cN3W+t57H2S86wP4Xuc9fPDb36+PzfVffo4f4utgC2uRL8PgLQRG4whvAxd7GQDz7SFGxGFEHKL9­7AuffQQ/8rd+CJ/40ActxC21gPfL58Nveyde9OqH7X6mYcR+N9lN8dwWFwdvi8ghBLsvek3TaAvCvLaSs6358vsYIujHdWCuH/Nn­PA4v6l7o7NC3hWFb/mVM7Cxurq2Da8sX5+e4urjEuizXuvoiAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS­kIAEJCABCUhAAhKQgAQkcL8LsMa1qNYgOldzu4W5DHbRusWrMXpbsmWw+pJXP4y3ftef5xuvC1xgXVf8xI/9z/i99/8GbjJ69VwO­3iJZi2Wvo998yhba2idZ/957cO3Xewtjt9XfjlYdSuVCcLNYmLFvBb/fIl++z/PSG9BcRbteDI5psBXhyPA2JHBb2DmuGWec5hPe­9z/9KF7/lrfiHe95L9IwgOvBvMY3vuubsFxe4nMf++h1V9wQGSFHxsbOwl9ecq0Fjau/KdrnGPbW1mzRmIEvjzVNE3a7HdLVDLcW­gIGvMbstfm7dzsHomu/nOjGDaLhg93xaFtDa/m3uGemrBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS­kIAEJCABCUhAAhKQwH0t4Bm+MsRNMWAYky3u1lLs73FIiCnYEi6D19vPfS7e+b3ffx390o2fBH74B/8r/MrP/gyWvOK0rCiNue3/­0xM7x3A4WPRqK7uNsSxXb7cFYDsKp3Vt5Zcrwlsgy8Vhhr/3Dsb3tV6Ra9kWdrlIzBdtVZfdbMAwJEzjsIXHnle4Le3GFG3ZmH//­wC/9An7sv//vvizY5a286du+A9PZDRznI1ovFv1y4TjZCrGzuJeLvFfHK5xOJ6yZIXNDaxU5Z+RcbN13SAPODnvsd/tn1pS5SMxr­tZXk6/Vis42MkoFSqi0Zh5jgfEAuFcd5ttf0hwQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQg­AQlIQAISkIAEPBdrgw+2UHs47C3+bWhwwSNZ+JssyGWw+67v/X7ElGCrvNd2P/73/i7+8FOfsrVertaWXmwJmLEvn7021JLhvbdn­5XsY7tbr9d/Wbdh2S4i3UJfXZNO+XMb13s65hbvJzlpLRVm36NZblOstWOZ1hcjF3YTEJd1WwYjZoyPFiCElRMcl44Y//PSn8b4f­/QfbXVyfPISIr/+O9yCvJwuVGfwyiE5DvA6JO0peLcg9HmcLf+2ec8blxQXu3nkKV5eXFkRz8XdPz5QsPqZfjBHTbodx4Crxtmhc­SrEV5HYdKO93OxwOB7MvJes3VAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEAC­JuC5VOu8s9A1eP/Mim/pAHd7S+/IteIdf/778NwXvvh6xtd2dvH+n/4pfPS3PmCfh3fgNq/t8zoHzwXfzkXfju6AyIA2DRbgMua1­MNjOyyXeYO/hZ3lkx/ndvi31MthNDHYHLuE6eDjwOj2XiFPYzmnhrrOY1hZ6o0eMvNQGj4oQPMYh2pOLwIx5Gdz+3m99AL/+0z+F­1poFyjznc1/wArzrL3wfbt26gf1hwmG/w42zA/b7HSJjYsdQuYJx9LibcDg7YEjRYuZlWcFlZN47g99xSOZ6b+l3GifsxvGZ5WGu­/OaSkWverqF18/Uhmg8XkfWQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkAAF­IgNYrs9yLffe+qxzQO0dNRe00vDS1zyMN77zXfYevo856iOf+Dh+9V+8zxT5Mz7BcNhvS8EhpuuVXweGrD4EO4/3ESlWhMjgl0Fv­hAsBvTPSZfTrbAGYf2yRb4ALDiVXdD5rs3Vffp7n6OgWzboOBB6hVlSGuY3HqYjBw3Pl1wd0hrQeiLxW/gzAL77vn+P5L3wRXvbw­wxb2cv34tW/50zh/9It45F99GFwBTuOI5hxO64rKFeHa4bqzgPewP9j5T/OVBcUMftk8N3tfBdeLeU+8BkbMjJ65fswHX2MYDV4P­qh0/Xh2RU4TjPfA1PSQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkAGa6juu4­8ZkYFej2PcPfZc24mme8/T3vtdiX0SrL2ace/RJ+6h//Q1ulZZzL6NcHjxAZtyYM44hh3NZ9GeeGGFBbQ67FYle+lyu/fL9FuWxf­r4/DyV/bE7bmldHs9mi1odWyLePy/byWyD3fjmYLwVbSWvjbbEV3QV0zfG+2+MsAmE/Gt+M4gOu7jHx5/e/7kf8RT37xi7Z2zLVe­Lgu/9u3vsmsNwW1LwSna61zhbbVizauFuYx4LXpmeMy42Xusa8bl5RUuLy+xLCdbAe6tWfhs9x2CfYbRMuNfRs/8ygXg4/GI+XhE­rdWWjvVbKgEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCvg0JvjgbFXX4l0X­2P6i1441V7z5W74Dz/mqr7YV3nvjtD//T/6xLfBWAI2hLtdsncfoA/ZpwBQjEiPYISIkLvbC4lyu4HKFl/kwI1kGx7YSHLYFXKuL­r0durTF2DhUN2UJeJr5bFOw53Mv1Xj7tLrYVYrQtCOaCMENinrWWjN4KgmtguzsOHvvdiLOzCeMQEPieZcHP/Ng/uo5wefMdt579­HLzyzW8FerNB3nvRcAjegt/CZeFWUHszg+49cuu4nBfcubzEU3fv4s75BY6n2daTOeprq8a92+Jw8h6RS8B2nR4NDrk1nHLGWstm­mtJ2f/pTAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlI4L4X8MOY0Bi/tnqdoDqg­Ngt/w7DDO979HnB3d0tsOz7z0Y/gyT/6ImptWArD147gPQbvsQsBhyFiiFz/5QpwgEv86hACEPnzwIVcb2u78IEFMMCfWQ58ve/r­WSRvi8CtF1vX5QIuH1wIDvyGC8BrRq0dtfHZbG2XC8M+JaRhQBoiei9AzwiB4a/HMATs9wNunE3YTxEBFagZj/7hI/jkR34XDHq5­zsvna97+DVucfH1srgSPw2hrvfRaS0FuFY33kUbMtePJiys8cfcSd6+OOC4nrDyes2lli5C5Wpw8MIaAgfGzD3A+cGcZhau/9q/B­wpki10H0ff9rKgAJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABH7nIyzXaWlBK­Ri0FvXVbv33rn/lmTPu9ha7OOfv6mz/7kxYFL+uCymVaAFzDZdDr7T1seSNiTNc/Y+S7hb5pSBimEWnk0i/ABWCeD7VuMfB1BAzH­OHiLgBuj3lzsye/54J+tNeRcsK4L1mW1ENnzPG6LZRkdDylhHEcMw4AhbSFwShHDGLE/22Ha7eBTvF4jbviNn/4JO3rrDaUWDNOE­h978dtbGcFzo5ZJxSnafpRRcXV3hOC9oXBp2gePAWJYFy7zYIjIDZ4bKfEPmQjAj4N6fuVeuHm/X7OD9dfQMv60rM7e22WP9kkpA­AhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIgMO6MWJiHGtBK9C5YNuqRbtv/sZv­fMaIWervfeD9uPvE4/YzRrgWsXKdNwR7P+Cwxbmd36Ixo20VvXBFt9qyLZd4/TAAwaH1blEsS14u/LoYOI1rZS+PbecoDXW9PgaP­Z4PEDHO3kJZLv1zf5ZLudk2MmJudE61bpLtFtVwtZkzrEOOA/eGA/WGPaRosRB6mAcvxEp/92EfsPVt47PA1b3wTyrqinE6oebXr­ZXR8nE+4c+ccF+eXyOsWLqfEwHhCpKUPCC4ihmihby33wl+rhJ85B++TIbMDV5GDWfInOWdbOn7mH0DfSEACEpCABCQgAQlIQAIS­kIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCdzXAhzrReDaLJd1S7XglCu8b3jL23F269YW8vaOUip++V+8­D7E1uMD127At/Nrm75audi7l5mzHSCXC+QbXPUKvqL2j9sqTgf9x1ffew20ftwCW5+YxGp+lYl0YwGZb03WdYTHQKgPgjsE5C5YZ­/DLGXZYTWg32feXPuK4bHGKHxcGshm25mGvEKWzB7zDYeaf9Dmc3DvjEb/0aXv66N8AnZ2HzuD/gwYdejU9/5IPo8CjdbVHusmKe­F/TQMDaH3TRZQD1NE7AwEJ5tiXhdVzs+j5dLseVfhtW8Xq4G814rY2e/Rb+B68toWHKBd8s9In2VgAQkIAEJSEACEpCABCQgAQlI­QAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISuM8FvHfBFnIXhqzHGafTilI7XvP1X899XTgHe/72L/0Czp9+Gr1d­V7o+2M/B1V40cE+XDTDXd0stW2gLWBxMYy7bbu/teNlr34g3f/O7N3pbDm6otVnoW2u1GHZdM3hNfOaVr3eUyqXfZkvCXO51gdfg­8ebveC9e8trXY11OWJYFXAFmWGvrxVz/5aV5b8Fy985+znrY9Y4QtqXdEDyC9zhenuOTH/4AvPf25Hle+PDrkdfVjs/V3876GJ46­6J3PbbjYuYB4vaA8Xq8oB+ctjabLsjIWnrGui0XW/KAtG1feH1eR6cj/PBoj6lbu819P3b4EJCABCUhAAhKQgAQkIAEJSEACEpCA­BCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpDAPYGYruNZrujm2pBbx9mzn4MXveKVHAG2tVq++cO//uv2Ga7oBtbAzzyY­v8Ii2RgCOF7b+SnvEFK0mBb1OiDuHi997RvwV37ob2PaHzCkAR/7tV8Ei2FvJ2NBy454W/BlDGzP3uGdt4VcBr0sjkNM8CHg6771­Pfj+//wHcbq6xA//9b+Mz370wxYDc9m3N6DkgjoUODdZlMvrZ6jLgJeLuwx7h+QxpGjXjlrwBx/6LTz0+jfZOjCv7cGXvAy3n/1s­PPnoo6g8KK+HYXBIqPAW7WZbOmakHBFSwo2zMyxcLK4FxxNj5I55OVl0HL234Df4gODbM6Ey49/oA4eJzd0a62ec9Y0EJCABCUhA­AhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpDA/SzgewV62dZ0c+3IHXjRw683E8azjHov7tzB­Hz3yWbRWtyVdlrPXa75ctGXAGuP1M0SLdLmgyxA4xAgEWKT70te+Hn/1h/4Hi375+e/5638Db3jXt8DHgMBV3nvP64XgUit4TWyB­Kxxq7xbQejtfxFu/889Z9MtjTYcz/Ed/++/jax5+A1rJtkzMAJnXzHiYsTBDYT6Z1XLBl/Evl4pTiEiR0TKr5YbHP/cZC4l5XBrw­5y981cMIXDQuBbwuBsExDuC1cGE459WWfJflZCvCt2/dwAO3b2K/G+E9r7tiXblgvNj18JgxJSQGx1wFZmTd2Dw3ME5m9Mvj6iEB­CUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQr4+Tjj8uISl+dXuDqeMK8ZL3r1­a02H0S/D19//yO/a33ttKDmjWfjKld9gce8WsDJiTRbx+uBtdZerv1yvhcXBHs/5yhdg3O+/TP69f/U/wde+85vAxNgxKG4NrXaU­XLHkgrVkZAa/tiPsWXa6xQAAIABJREFU7FiMeN/2nn/rmej33gEZ/z7r+V+Fdc2ojH87LEoOtmpsQ732B7NlxsH2ntos/rXLtJ3d­rcB95OMfsVVejhvT4Ctf/kr7ysA3rxncOebqMO+Z76m1WEy8LLPdwzSN2O0npBSuX2eAfH0XgdFwtOiX1+YZWDP+9Q6tMRJuFhfn­Uu7dmr5KQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ3OcC8c7TFxb7XswzLpcV­S6l4wcsfsmj2XvT6yY/8LoLn4m5FKdmCV87wbqu121IuQ1YLfluzQJaunbO1jm90CHD48C/8LOarI37gb/zNL2N/z3/wH6OXit/5­uZ+yONaWfnPGaVmQc4MLARUe0XkeCm9/73fjL/6X/82XHYN/+Uf/9X+GX/pnP85BX1vMHcYR4zSCES5XiXtvFtVyVZehL0PmlgsK­Q9uyIpW0Xa8DPvfxj+KhP/kWOwfD32e/8CU2SVxzQS3cH3aIKdqJcl3BSHeLhxsY/8YlIS8zyrqilGqLv7wPxtIpJltC5rH4YIhM­Xy7/Ep7hb2PqrMFf89EfEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAkD8/J1L­XJ4Klsw4teEFL30pfEwWzjKyLXnFZz/+Ebhe0AuwWKQakHxE8R2N2SoXgJcCPyaEIcGnCBeZ+gKeyj5Y0Mpj/cpP/G9YTjP+0t/8­b7/M/7v+2n+K2gp+62d/GggRBQFrBXIHBhfQGAA7j3f92e/Gv/+Df+vLPsu//C8/9F/gN3/yJyysZZhblhVjiBjCABc8WuBlOLgC­tCWjlW1917aE711osIlgYEx45DOfQKsF3iXbGg4x4NkveBGeePx34WpFDANWdOSaLZZmML3WbpFxzQvuPP4o7lxeYTmtaN2jhIrQ­msXLg4tw8Kit45Rpv2JIAwi2LR9z+dcho/6/7lM/kIAE/s0EPvkHf4APfvB38IlPfAJ/8Pu/j9Npxktf9jK8/OUP2dfXvPo1eN6D­D/6bHUzvkoAEJCCB/18K3L17F3/3h/+O3dt3vPvd+Nqvff3/Z/f52GOP4Uf+wd+38/3f7F0HeBTVGj1TtqQAYgMFEVBEsaJgb6iI­IiBFFPRZKGJDUYqIiKKi0uy994JK7x1sCKgIWCiKIqCCqCCQZMvMvO/8m1k3YbPZTbJLwPvzhZmdufXMzK3nntvx0svQoEGDjMWt­IlIIKAQUAgoBhcCeigDr188XLMCqlSukL7hp00bUrVtP+oCHHnooDmt4+C6vc5ctXYpJkybKI7jxpp7Ya6+99tTHofKlEFAIKAQU­AnsoAuxHsz999NHHoHWbNhnN5aMPj0R+QQFOOukknHte87TEPWniBCxbtgxVq1ZFz5tvSUscKlCFwJjRH0p79YCaB6BLt24KEIWA­QkAhoBBQCCgEFAIKAYWAQkAhoBBQCKSMgLkjP4BA2EHIdmDbNg48+GBR8tU1UlCBH5YvhSNqtg7CFpVxLSHg5mSbcKAj7ESUczXd­ho+KvCT5ku5ra3KuG6YkygoE4dg2DE3Hgsnj4PF6cPXAB4okuP3N/WFbDhZMmyhpYPxUFpawDB1ntb4Y1w3ZmfT77oN3YdHUcfCY­TBM5xgFR8w0EgtAL8pHlM2DCI3FJmOQqB8Oi9qs5DiSv9KgxzSZ8Hi/yAwFs+GEF6jQ8Ssi4juOgWo0DYJrfQtdtWOEQgnYYwXBY­VIqpCkzF3mAwiO3bLFE/ph9DVH51aDYVgj2CaaCgQFSMHTgwTV3cWg6xMSWMSFgObIeJUqYQUAikgkA4HMawoQ/hkZEjpEyL9Ttn­9uzozzvuHIj+dwyI/lYnCgGFgEJAIfDfQ2Dr1i0YMWyoZLxOnToZJf7+sWlTNO7jjz9+l5OQ/ntPX+VYIaAQUAgoBPY0BMaPG4de­N98kRKTYvH380UfRn6efcQYmTp4a/b0rTr75Znm0DXD5FVco4u+ueAgqToWAQkAhoBAoFwLPP/ss1q37BZd16pxx4u8Tjz+GLVu2­4KaeN6eN+Dtl8mS8+87bqFW7tiL+lutNUZ4TITB2zBiQZM5F6Ir4mwgpdU8hoBBQCCgEFAIKAYWAQkAhoBBQCCgESkLAzAuFYTma­kExt28I+B9SEEFZNA4ZuYNtffyK3Si5CgQCCwRAcEoQdBwXBMALhoKgEa7pObi5Ctg2ELfiERKsDjgaNxGAhEWtCGDYME4ZpYeGU­ifB5fejU7+4iabvk1jsQDIUwZ8xo6BrTAInz7Ivb4cYHHizilj9GP3wfFk0bB83QYJoe6JYhyrnhYBAkAJJk6832w7EpJKzBFoIu­lYzDCDE/Fkm6Bhw6CNuAbkuaSXv+69f1qNPwyEJsbFTZZz/SigvVi0n6JRnaEnIhSb8ejyGEZTeREeo0nTvyR9IxVYTDDuMwYOvU­Q+Y96iZrcqSqMYnIJCHjP0T83fj77wiGgi50ZT7WqlW7yDNIFBCfy/r16xI5Seoe1ZpTVY4NhUJY+vUSLFiwAD///DOaNm2K004/­HQcdVCepOBM5+uOPP0Td1u/Pwn778Z3979iOHdvRvm1bLFr4uWR63333RePGx+OIRo2EeE8V4FWrVuKnNWvQrFmz/w4wKqcKAYWA­QkAhoBBQCCgEKjkC//zzD5568gnUrVsXnTpfnnSbvpJnSyVPIaAQSAGBNWvW4PnnnsHFF7fDqaedloJP4I7b++H5554VP1nZ2Wjc­uLH0A/ffb3/8+OOPiPQFV6FZs3NSClc5Lh8CFBh468038Ntvv4HqxlWqVClfgMq3QkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIK­AYWAQkAhoBBQCCgEFAKCgElBXYc8U0DUaferQeKvLaRTKs+GAwF4vV5YoZDch64hbDsIFxQgZFuwYMPQIyRVJxgS5WDTDML0RhR2­PR6PEIjJCeafZTtC5NU8Or6aPQ0erw8devUv8jgu7zcIgUAYM98fBUsDzm7bHj0f3Jn0+/7Iwfh69mTopg5NMyROD8nGho6QriFQ­EADJzKFQEJYVgsHAbIuJEPXhsBCZLZgeExBCM8m/YdhWCDp0BPJ3FElXlb33FT5u5KJoC8upqAgXuiRW2X5T8AtYBRI/00C1Y0eL­YOXzeiKKv7zGPxJ8GYgDwgtD4NREvbhIAvbgHy0vaIE1a34sdw7XrF2H6tWrJxXO77/9hmOObJSU20SOGh15JD5dsDCRkyL3qDZ0­RefLsG3btuj1V156Uc5PPOlkvP/haFSrVi16L5UTkn6PP/YYbN++DY889ji6dP1vbRH1xuuvR0m/rVq3wbPPv4Dc3NydIOSiAKpx­K1MIKAQUAgoBhYBCQCGgEKgcCLzy8ktRBcz69Q/ByaecUjkSplKhEFAIZAyB/n37YNasmXjz9dfx87oNMhaVTOTLly2Lkn4bHn44­3nrnPRx66KFxvbIvqCxzCHz11ZfodXNPidDQdfS9vej4X+ZSomJSCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIK­AYXAnoWAqeuGkGE1XQMH4avvu68QUS3LApV8//7zDwSDQbmmG7rwZqmWS7IqFWupVRsOhaBbNgzDhkEFXMdGyLKQ7feBJFfDNIXg­ml+Qj+15eUKG1anOa5j45qPZoubU7uZ+RZDtcte9CAbDCIct3PRgZAvmWAevD7kT3340TVR2PUKkNUE1YXJoTduE4/FG1Ik1R+Kj­ArCh6dAcG1Y4LEq/JDjblg2bSr+OA9HfJQHYcmCSPFyQD+IihFxdQ9Xq+8DrMeExLXhNB0GGRRVfUfKNxEMMs7OyIPgVBOGQ9OvY­0EF8gSrZWdgrt4rg9nfeDmzLtyESw5I5R4i/Jp8JIqrAsXnek883bdqU8ext+iPzcc6fNw+dO12K/Lw8kFh/1NFHy9ben37yCTZu­3Cik1batW2HM+AlJE5hjgRv60INC+uVk51VXXxN7a48/5wTuM089Jfk848wz8cZbbwvG8TJumma8y+qaQkAhoBBQCCgEFAIKAYXA­LkKAu2G49vnnCxTx1wVDHRUC/yEEvi4sB/Lz87Fs2VI0adI0qdxzy29a1apVMXP23ISqsqovmBSkFeZo6ZKvo2Et/DyyM0/0gjpR­CCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQqDMCJgeEmP1QqVZQ0OVqlVFfNZ2HIRCIWxYt16USanc6/GQ­WGshHA4JWdc0PbAtDaFwALZjwePxQrNsBAIhFBQEkOfzwuvxQNN0IQMHgwEU5OfDMDR4fH4K7wK6B998PE/Ise1vKar8cd19D8TN­2Cv3DsDXs6cgO9sLw/DA8GgSh6NpQhYOWWE4cMA0W06EeEtysqEb0Gwb4UAQwVAIlO+lO5J0SQAGicGGBt3SSNNFIG87KMWr6+QF­G8ipWg1+nw8FARteC/DYFoK2LSrAGvnBlDQmyZceqNyrMxwNuqZBdwC/6cE+e1XDftX3QkEwiIJwQMjAvG/ZthCUNc2EhwxhzYT+­H9H8DRQUCFmVD/vClhfh8iuuiPvck7kYT921JH+b//gjeqt3336yFWj0QgonVasmp877yy9r0fmyjuAkZr169TFx8hTUql07GtPE­CRPQ5eorwcnOyzpeghmzZkfvJXPCrUvfeO1VcXrf/UP+c4q2kydNwvr16yT/3br3KJH0mwyWyo1CQCGgEFAIKAQUAskj8Oeff0r7­hdunSzs4ea/KpUIgikCNGjWj57Vj2sjRi+pEIaAQ2OMRqFGzJjZv3iz5rF3r375yooxv/P13jBs7Rpxc2qlTQtJvonBSuafqveTR­qlGzRtRx7PhH9KI6UQgoBBQCCgGFgEJAIaAQUAgoBBQCCgGFgEJAIaAQUAgoBBQCCgGFgEKgTAiYPoN8VwOmYQh5Nis7u5Awp8G2­HVEh3ZFfgKqmCZ/HC1MLixIuFWw9hgcObAS0sKjoWghBZziOhVA4JORWHTosxxFir23bcvT5PPCHbOQFw/AEQ/CYBr6cOU2It+2L­Kf8Wz9Xzd92OL2dNRU6OFyQee3xeQDdgOxCicihMleAwTF2Dh6qeFmDZDqywBUsPApaDUDAIKxQWgjMZuiErhGA4hCzHhmn66AGW­FULetq2ibExmL4m9Xn8WqA5DVd8IpdcRpWCqH1MZmARnEnitcIRUrGs6DEMvJP468Hu8ovZbPTcX2/K2w6vroLYvlYaD4TAs6gDb­Hpi6Dl3XELRDxbO/R/7+Y/O/BNwmTZqgVes2GcnnHzHE3xYtWuDEk05Oa7zvvvOOkH6rVKmCd0e9X4T0y4hbt2mDEQ8/gt639sLi­RQvxxeJFaNL0xKTTdPegu+TdP/Oss3B+iwuS9renOPz2228kK7m5VdDyoov2lGypfCgEFAIKAYWAQqDSIzBuzBj07XMbftv4B/xZ­WZU+vSqBlROBlhe1wrvvvI2aNWvirLObVc5EqlQpBBQCaUWg46WXYcX338uC4JoHHJBUXCtXrpR+MB1f1qlzUn7K60jVe8kjeNLJ­p8jC5y1b/sYlHS9N3qNyqRBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYVAQgTM6jlZ8Pm98Pr8IFE1KytL­FHCDVMB1HPz91xZRySXz1evzQPeaCAcLoNkOqAqsOVS2JXvYAv1Q2ZaCtRTztUKWKAHbFkRZl2q6pseEpZvID1vYuj0PYcuG19Dh­2GHMGzcGBYEQLu97Z9xEP33n7Vg4dRL8flNIyRZdMW4SfINhhC3SkCFkYJ9hQrOBsGMDVACm0i/JvhbJtTYM5qWQEMw0BAJBBAIB­mF6PyB+TpPzP1r+EqAybysDkJWuwrXDkzw6DuSIhWHJnO9AMHbZlIb8gP0ICtuiGMNqSFo+uwWca8Bk6CjTA1Bwh/lKFuNChkJFJ­FjYcIMhI/wMWS8Ddd7/9MpbjovHun9Z4SQ5/9+23JQ6qEDU8/PC48XXp2g3PPfM0Vq1ahddfey1p4u8nH3+MaVOnCGn//iEPxg17­T7/426+/ShYPPPAAUfve0/Or8qcQUAgoBBQCCoHKgsCSJV9VlqSodOzGCHDx2vLvViAnJ+c/t3PFbvzYVNIVAhWKQK9bb8NVV1+D­6tWrJx3ub79F+oH0UKfOwUn7K49DVe8lj95+++2HRV9+FV0EnbxP5VIhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQ­CCgEFAIKgUQI6DX33RsHHVgTB9c+AAceUEPUd8k+JVFReKeGAY/XB7/fB5/XC1M3YGhU+zXgWJaQaUmoFe6qo4m6biBkIUiFXQ0w­PF54srLgzcqGx58F3eODremicLs9Lx9/b/0Hm//agj//3IotW/5BIFiyyq3fnwWf1wfbclBQEEQoGCbnFnA0hB0gHLbIVYbX44Fp­UsEYQvKlei4VjT0eD7xeD7L8WbL9o8frhU6WMknKtoWwFRbSs1yIXJZTYkEisGXZomRMci/jpVKx12OC+r+hUEiUhMPhEHbsyMP2­7dtRECiAJaRjR1R8DU2PkKgtGwY0UQ4mlvzzezyiUMx0U6mYYcckQdKxp/63OUZ5d//900vAjcUwk/F++sknWLv2Z4m+RSlqvK3a­XCzuxowZjW3btsUmOe45389BAyNkeSocHXPssXHd7ekXXeLvfhl8h/Z0TFX+FAIKAYWAQkAhkAwCigCVDErKTTIIVK1aVZF+kwFK­uVEI7MEIpEL6JQxuP1DXdeyzzz4ZQUbVe6nBzJ2zuPORMoWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgE­Kg4BPSfHA5+XRF4bXtMC7DAMEnY1TdRn96q+FzSdJFQDWhgwHA0eXYejawg5FvIDeQgE8kHmr9c04TW9MA0PAAOhEITIS2Kiz+OF­3/BCj0SBYNhGQTiMQDiMsO3A0R2ccXEHdLnznhJz1+3ue3FSq9bU2QVgwrF0hC0NwfwAAtt3wCkogDdsSRxUIrYtG3bIAoK8ZkeI­tB4TWhUf/FWyYHhN6KYBwzRh6iYM5tGmeLENhMLIzqkqCqqapoMsYitMBV8bumFD123Y4TCssCVudMMUhd5/CgIoCAYFw1yvib39­XuztM+HVbPgNDbodRiiYjxAJwVqEsBxyNDi6F3oh5kHBJQTNMErEYk+6UVR5N/OKv36/H7m5uWmFdPGihRI+FbXPOOPMhHG1btNG­7uft2IFFhf4Sefjg/VH4+uslotY96O6Sv59EYewJ934tVHrKJHl8T8BN5UEhoBBQCCgEFALlQSA/Lw8rV6woTxDKr0JAIaAQUAgo­BMqMgNsPJOnXyMAYiqr3yvyolEeFgEJAIaAQUAgoBBQCCgGFgEJAIaAQUAgoBBQCCgGFgEJAIaAQUAgoBCoQATMn2w/T44FOjmnY­QTgQgGZ6EKH9OqhSrRq2//0nAgUFCFKJ1tChGSY0Kwwq6WqU1aX8rRah41qWBcu2RWmXhF8h0mpBeEke1g1R5LUcG+FQxI0JQPeb­OK/9Zeg+6L5Ss0Y3jmVj8bRJCIQt2NvyYFtB2KEQDNuBZprQdQe25gi5tiAQoOyvpNXj80In8dfQhcDMyGxSlDUdVCAh8ZZuSeil­mnFu1WpwSb+6TeJvCB6fB0YgCCPIPNvQNR06ecE6uc9UOg7D8XqRk5OFXH828gMhCT/0998wYcGxw6IsHA6HEQrxLyTkYRKJI/LF­/N+hSyEGlwrIHuBg06ZN0VxwG8hM2R+F8e67b/rjdPNYq1Yt+LOyEmbxiMOPiN7f+Pvv0fN4J/wu77/3Xrl1w009cWCtWvGc/Seu­/fPPP5JPn8//n8ivyqRCQCGgEFAI7N4IRNrQu3cemPrly5f9u2PG7p8dlQOFgEJAIaAQ2M0Q+GdrZvuBqt7bzV4QlVyFgEJAIaAQ­2OMQyGRfOjJHtsdBqDJUSRDI5LtcSbKskqEQUAgoBBQCCgGFgEJAIaAQUAgoBBQCFYyA7jE9Qnh1bBJXHRTs2A6Ioi5FbjVUq743­rFAYASrZBgJC6uUWiqICrGswDE1Is66yik3ibygEEltJhI2QYUPIDwQQDAWF+Ms8OFYY4VBQSK/ntu2A7oPu3ylrw/r1xbC+fXa6­fu3gITjpwtbILwjg7y1bsXXbDlEWpnIwxXpJOLYcwLIdhMJhBAtCCIVJpdVgGqaowJB8bDmUH6bEr5tjSHpIyCWB2VelauQGuc1U­OC7Ig+n1ivpvWAjOlpwz7/wjEZocaN0wkJOTjep7VcU+1XJRLduLqtkemHqE+GuTXEyHJB3rOrymAa8OmJomv+mfCsNhJ+JmJwD2­sAub//gjmqP999s/ep7uE1dpOBMKsZs2bZTsVK++d6nZ8vn9yMrOFnelEX+ffeZprF+/DiRM39Z752+l1Mgy7MC2bRB3EqH5jaXD­KtuA2Y4d2/Hrhg3Iy9uRjuxi69atsr1tgIscdoFt374dfE/5bNNpLNc3b96MP//8U8r4dMa1K8PmYpDff/tNFtuUNR3Eit8YFwZk­wtxnw2873e9BbH7+/vtveScYf1mNGHF76ExhVdZ0VjZ/VLpjucbyTdnOCASDQXmvtm3btvPNmCseD3fIiFh53mM3jLIcmUaW4Wy3­l9WWLFlSVq8p+9vV7x7rXJbRfMbKiiJQ2ctTtpMy9ez4PfO7YrtlV7XPij6d+L/YFi/Iz49/M41XM/ksypMNvtPlKRvLErfbV8p0­m4ppddugLOd2V8tUPzCT9R6fBb9Vtu3Z78qU8d1nObZly5ZMRZlyPHxn2Y7fFeVYbGIrok/C9o27WDw27HSdZ+r5uv3EdPbhK6It­mwzOmaoT+GzYz+K3l6k6iN9QOsesXHxZlrEtVlofyXW/K45so7BcSVfZxz4EMUhX+LsCs4qM063vkikz3L50JvrRXs4FJTCmgWlO­51h3vOgzVZbHxs28btq4Ea74Ruy9VM8zVfa46cp034ffeTJjLR4PZZEiQkBuWtVRIaAQUAgoBBQCCgGFgEJAIaAQUAgoBBQCqSBg­hoJBUZglb4bE3x1btyBrr73lGvmu1ffeG6ZhgFTVQCgIw9ApihslC9ONxzBEadfRTSHaSlfVsUU12NE0kGQbCAfh2BY8Pp8o4Dqa­Ds220KL9Jehxz86k3+H9emP8W29HiLc60H/4w0Xy1e2e+xEMhTBr9HswPAbg80maDObDcaDbVOTVQJKypZFwG/GuGzolfhEsiBAc­NF0XCi5pQ5xoIxnYdixYVhj+3Cpyjyu7Nc1BIH+HqCNT0ZhYhBiEYQjx2eNABmUtx0Ekah2moQGGg2yPg72yPDA1qiGHRPGXAyUe­00RudhY0j4WwrcN0qKhsgmkiJzJghYrkeU/94RJws3NyooTXTOT1j80RwvG+GVAZdidx9qpePams7bP3Plifl4fffv+tRPckEzzy­8Ei5f8eAgcjNzS3R7a66QbLr5EmTMH3aNHzyycegyrJLDOS3ScLyqaedhgsubImLWrVCTk5yeeBg3Q+rV+Obb5bjm+WRPw480hYv­Wojbet0SN8uD7hmMvfcunXwd13MSF5mueXPnYOaMGXL85ZdfkB9DqCChm+T2I486Cueeex7OOe9c1K1bL4mQI05YbsyZMxvTpk7B­3NlzsG7dL0XIR9WqVcNxjRsLnm3aXFxmBej77h2Mv//6Cz2uux5HNGoUTR+f55zZszF1yhR88vHHIKG9oJBc6vf7Uf+QQ3DYYYfh­2GOPw3XX31Cu7/nnn3/Cyy++iC+//AK/bvgVv//+W5Q8wwH+/fbfHzVr1MQhhx6KFhdcgPOanw/mP5FxMmvE8GHipPu1PeQ5JHJf­2r077+gvz/fsZufg4rZtEzr/66+/cP+9g6VOGvnIo4Vq+REvny9YgLfefEOeLQeF3W9kr732Qv36h6BDx4649LJO2HfffUuM4+uv­l+CN117D3Dlz8OuvG+S94DdWu/ZBaNCgAQ4/4gjc1PNmHHDggSWGkewNvofz5s3FpAkTMGvmTInPnZTkIpiDD64rz+TSTp1w3HGN­kw026s59/2648SYc1rBh9Drfv/feeRdvvvE6Vq9eHSWdUrGf5XjHjpfiviEPRN0XP2EaJ06YgA8/eB+//LJWJvQ4OeMa35+aNWui­Rs2aOOXU03Bhy5byLrv3y3t89523sWjhQgnmoaHDSlV/jxffG6+/hiVffSVpvGPAnfGcJLz27Tff4KUXXxA3t9x6G+rVS678Wb5s­GSZNmoiZ06dj5aqVyNvx70IGlmt8x1pccCFatWqNY449NmEaSrrpfk9nnd0Mbdu1K8lZUtdfeeklUaE96KCD0Ltvv6T8lMcRv9tx­48ZK2cznE0uaIj516tTBRa1ao0OHS9DoyCOjUXm8/xJ/oxfTeMLJOX4/s2bOkMn9X3/9Ddu3R8jJLC+4RTrff5Yb55x7Li648EIc­dFCdnVLEMmDp0q8xZ9YszJo1E4sXLYq66de3j7SLoxeKnQwcdHfCsqyYc2Ti3Xvn7bckD+ecex5at2kTTQLzyfJ57NjRmD1zlpR1­bp1HRyyjm554Ei644EK0bd8+re2LaKIAvPryy1i2bClq166NPv1uj72V8vn8efMwbuwY8Td0+Aj4fL6kwkhXebpo4ed49513JA13­3X2PvJOJEuQ+u2bnnIs2F18cdcp6lM9u6pTJ8o5uWL8+SjJx66lDGzRAw4YNpb1Sq3btqN+ynBAP1sGfffaptE9X/7C6SDnJurdp­06bYe+99Egbf+PjjcdXV1yR0U9abXCg4ZvRoaTfzfN0v66RtxbYr03fooYfi0EMb4KLWrXHOOeemHE1leRYpJ7zQw5IlX0kbYc2P­Pwg2xIh9VL4vdevWxSGHNhCMru7SVeq8VONx2zbF29YkPMyYMQPjxo5C+FkPAAAgAElEQVTG559/Ln0lt03Fcnn/GjVw1llnR/tK­Lskl2fjd9ifdDxsxErHEFfYlJ44fL2Xcd99+C7pluUeju4MPPlja161at5H+WrJxlted+y6x33zP4MjONsXD5PNx+4DsD3780Ufi­hHkoqR/Y+fLLceJJJxcPKqnfmaz3mKA1a9Zg0sQJmDJ5kpQpJJa6/YOaBxwg72CDBodJ/+Ckk8uWp+IZZzubfbyJE8bjs08/LbK4­jnXDkUcehZYXXYTOl1+Rch8z9j3s1PlylJZmty6oW68eet16W5Gksv3x3DPPYP78eUKmcXGpUqUKatSogQ/GjE2pf10k8GI/3HeR­7SG2c13j8/jg/VEY9e67WLFyRbS853dTo0ZN+V7+d+VVOO3004v0+Vz/PJLEzT7JqPfexaqVK+X74/Xc3CqR8rhBA5zfogU6XnpZ­rLcyn6fz+cYmKh19+NjwK6otGxtmvPN01wmxcfJ9eu7ZZ6RM+2H1Kvz000+yEINuuJiB4yvHNT4eWaXsHMbxglNOPTU26BLP3b4L­v3e2tWMJfHwHTz75ZLRs1QqdOnUu15jOws8/x2uvvoLVq1bh199+FbIg2x009pE4nrN/jf2l/3hhy4tw2mmnF6mnSsxABd5gmTJt­6lTMnjkTK1Z8H20vMgp+0/vsuy/q16+PZs3OwbnNm8v4QCqLTEginjBhPGZMn4avvvyyCOGXdTr7Xc3OPRctW7YE27Os+1O13bkf­zUUPkydPkjb7p598Im0vt1wnPixT2S9t174DzjjzTGmXufh4SiHjuu4q4li83840ckyUdQH7Uxs3/h4dm+X7wXHnk085Fc3PPx8X­t20n/caKSEc6y/LYuppjlmwDu8b3+KWXXsT4sWOLjENzHHj//Wtg8H33o1379q7zEo+ZKnuYgHT3fYpnkm3FuXPnSNttzqzZEj8X­KNHcsZYmTU9E+w4dpD2VnZ0TDcLjSUwsjzpUJwoBhYBCQCGgEFAIKAQUAgoBhYBCQCGgECgBAe2u8xo7JPySbKrpJo49vw3qn3Ay­8oNhUbD9ZOpkzBk7hlxZmDGqtKahY0cwhLyCIDhsZ3iy4OgG8gJUBg7CpnJYoVIutXZNaPDoJrw+r6jakgDbquOl6P/wYzsl7YX7­7sb4t97Elu07hERr+ny4sOOluHNEUfIvPT7avzc+njQOOX4//B4TXt2A6dWgG1wt66AgbwesQAh+nwc5e1VDVrUcMpUR2L4doR0F­COQVIGzbQuj1Zfvh8XnI4EUoPx9N21yCY05vDs3QJStrly3GV9PG4pdfNuD3TVuRF9Kge7OgmV4UBEPYtmOHqAbuleNDnRr7YP9q­OfA4YezYthV/7chDOGyhWrXq8HhzELA1bM0PYWtBEDvCNrbnB+CBHhnkNHTkB/Kxbfs/WPTLup3w2dMudGh3sZAJSRb7evk3Gcte­jX33loG5K/53JZ565tm0xnty0xOwcuVKmZx7/sWXSo3r7DNOF1INSQyvv/l2XPf9+vbGSy+8IBMBn36+KCHRJm4AabzIQVBOlA25­/z6ZkEsmKk7U3T34XplMTDSQzomC2gfUiBJOkwnbdcP3i+9ZOozkknsH34OVK1akFPy0GbNKnfxkgJyAHTjgDpDgmYxxAPbGnjej­d58+SROq3XCPObKRDOY+/uRTUQLK2DFjcMftfZNWIiKh+bEnnsRZZ5/tBpvUkcTEBx8YIgQ6d8A/GY8kf5JE/tDQ4UWIdbF+Gfbp­p0Ymx98d9b6QKGLvp3pe96BaQvDrefMtuP+BBxN6J9H02KMihL/vVqwSkg0JFzde1wMzZ85I6Jc3Oek04uFHos/D9UDCe49ru8lk­g3utpCMnxAffez+6dOtW4iR0SX7d65wY7HPbrVi8+F+in3uv+JHfMSf3hzz4UEqEOPf9e/vd99DyolYSLAngnS/tKBNBxeNxf985­8C7063+H+zN65Hv05BOP44XnnxOyY/RGEicH1qoF1hEMu7z2+muv4tZbbpZgPhwzFuee1zylIFn2NWrYQL5BYvv9ytVC0kwlEJbJ­D48YLu/Tz7+sL3Uid+3anzH47kEYN3Zs0tGQtHvv/UNQp87BSfuhw3p1astEKAnqfGfKY/+7vDMmT5ooxPO5H32cMKjYb/PJp58B­iRrJGhWhnnz8MTzyyMPgpGUyxvCHDh8u5TIn0Bodfph4e+e9UeCEdzqMk3gPPTgE7779TpQwn2w8Rx19NPr0vb0IGZtlwCsvl96W­iRfHV0uXJ0U4z+S7d+P114HEfBIm3DbaDz/8IOVzMmUd80kS8ICBd6Fb92uLTJLGw6C816684nIhhHGRzbyPPylXcCSaDOgfIQ+v­/+33UtsL6S5P2Xa86YbrJU9Lli0vlbzlPjsSo1546WXxRwJHr549pR2dDDgkuJBc2O3aa8tUNy747DP06X0rvv/uu2h0bJOQRM86­2p3wjd5McNLhkkvw0iuvJXCR2i1++5yg/+CDUUKEdkmdpYXCdDw4dDhS2RWlMjyL0vJV/D7JlR++P0pIG/zmkzESIG/r01d2WmHb­LFlz2zZPPPU0rrzqavE2e9ZM3NzzJlmIlEw4XGTz0PARsngwGfd0E1vHueUvv+Nnnn4KD9x/X9L9KS5YZNxMQ7rNfZdIyP/mu537­Ve3btpGFbqmmg/19tunKYumo92LLu+XffS/kL6pgsr/HRTrJGNuDXbt3l/Z9eRYBjx83DncO6J9UO5mLtfv06Ytet/VOur6LfQ+T­aWu52Bx9zDH46JPPBAq2g3vf2gtcBFeS8ftc9+vvSJUgX1J47rvIBRnsF9NI1r2tV6/owqmS/PI6Fwe99c67O5WlXPB5x+23J9Um­a3bOOXj08SfKNYaR7ufLvKazD8/wK7otG++5ZbJOYPysk/ku3HvP3aIU6qaJhFi2K6kKm2y9Tb+PPPY4unTt5gYT90i1WfZdHh45­osgC9biOASmX2G/hAsZUjP2wkcOHJz125YbN8YrzmjfH0888V2o/1fVT1iPfWY7fzZwxPaUg7hp0d1IL70jup1DDs08/lXRdy7Y9­F+KdfMopKaVpV/WjmUi3fXNZp8547oUXU0o3xxgH3XUnuEAvGWva9ES88PLL0f7BCccdizVrfsSNN/XEAw8NTSaIlN249QAXN8//­+FPxzzZjty5XY9nSpUmFV716dekndu3WPel6M17A6S7LY+vqtet/RdWqVSUZrHf79r4tYZ9myrQZCRceZKrsyWTfJ/YZsf/Zr08f­ESKJvV7SORdxPfvcCzi7WTNx0uvmntK+iX3PSvKrrisEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQiAeAub2bdspkQvNMKF7vPhjw3rU­Pd4pnPjUUKtuPfi8prgJBwuQHwqBW9DkZmWJEjDVfh2LiroRBV1D1+E1TYSoGezYcCh6q+kwNQMG1X/DYYRh46JLL4tL+n1v5ENY­On8WquRmiapu0LKh6wYmjXoPjhXGwEceL5KP24Y9Isq+n00eDx0GdC+ldx3oCMMwTfj9WbB1quhqMmjq2A50psekSrAXmuMgHKaE­sQ6qAZOrTBI087hfrToR8rJQiIFtW/6ESXKxxyOTCSbDoj9dg2XoERVkAAUhC5u3/AMtHMDeWQZyskxYmhehkAWB0iYxGuDaab9p­IkiVYcuCpQPBcAiOpSEUCsOyyr59eRGQKvkPV/E3lcnl8maJihYceKJROTTdpheulE+WyGgXSlSXpPZAtcvXXnlFkk2CFQkGlcW4­BWLXLtfIKnemiXmgaiwHsTmIxSPJUlSrW/r111i+bClWrVqFjRs3Ctlj+rSpePHlVyMk+DiZ4gTnFVfuPGlLJVBuO88J6TNLIJtW­qRIZuIwTbJkvkdDBQTqShlyjahpVHRsdeRQaNTpSSE4cgKRqLSeUPpo/D18sXoycnByc0KSJ663E42OPPCyTEq4DkpePPS6C5bHH­HSdKt8uXLY9iSuUrqhI+MnIEJk0Yj3ETJpVJ6XXt2rVSbl7f41q8P+o9iZ6qqKedfgYOOeQQUds95JBDkZObg5/WrBFFKqrdUfGC­aj9t27TCHXcORP87BrhJT3gkabr1RReCqjc0qk9SRfH440+QCVMqSQRDQWxYv0HUExjHzOkzQIIY1dGoOkmiZmU3vgP5BQVo2aK5­vPecQD/77GaiynvEEUeAKoRUoqUyzheLF4lCH8srvmcbNmzAgDsHShapoHPV/y6PEkFJyuB7R5VcKgNxsQlVa7777lu8/dZbol5D­ctKnn36Ml19NjlAQiyUn4W/peZNsN8zrjRsfL6R1EgP5R6OKDRVPZ8+eJeQBfhdfffUlJkycLKp1seGVdu5uZ0yVaxLdqDLLyYeT­TjpZJsNOaNIU+fl5WL9uvRDVm7doETfIfn16R0mKLD84kcbJS6rrsN5hmBs3bZQJp/Xr10v658+bK3UEVaK5M0JF2HkxRN/Zs2al­TPylAo6rHs9J4EkTJwpRLZW0zZ87V5xTaY2Tyols3ty5IIGW5SqN3yMVnI857jgcc8yxqFuvrryjLMc50cEjCSskCc+aOQsk159+­xhmJotit7/H97NCuLahKRyPJhGp4VF3nH7+JLX//je+//14IgVRT5MINTvCTKDh+4iT4/P60Y8Dn17F9O/kOGRlJMVSuo7IyF9xQ­TdLr8YqaLb8lKuNQOZFKZ3zPqKhYpUpRNX5+Q2xXu/bFosVRkuU1XbrCYBu7BHMnEEu4LZd31btHFX0aVRZ7dO8mhAi2r6ieFilX­WbY2RG6VXFFH42Tv10uWiLo0t/Hs368vPv3kYyFuVhTpKBFOu+JeZSlPi+ed7RUa1b5v79dH6imqVJ151lnRtgrbZlQN43PmhD0J­H6M//EDIW1xMN2nSBIwZNyElpbX777tX2lqMm7tY3HnXIJx88imyAwJJoSSqcfcHlo9DHxwiiwDdtFOt+cADDkS1vapJO47tqwMP­rNg2zJD77sWrr0QI0YyXyr5UqK5Xv760TevVqy8EBC5OXLnie1EuJ4F59IcfgvUUF06ksjMF49hVz8LFNZVjp44dZAcB1w/7Kaef­fgaIS7369VDn4LrYtu0fWdTHNirJmGzPD33wAUydPBmz5s5LuQ+2bl1kUS+JXo89+ohEzWd/0smniAJ1g8MOk2MgEJRylWUM/378­8QdJ6yXt2sriGC6SSdXW/fILDqhZE5d27BBVyOUinROanIAGhzWUeLl7B8lmX3/9tcT71ZdfyKIrtuuanXkG3v9wdEbVf+PlkQun­mM5YY/uG3zV3j+l0eefYW9FzKnyX1dJd73HMiqqvbFewHqaxzcW2BPtc9Q85VJSn//zrT/y4+ges/mEVPhg1SvpM3CGFapUzZ81J­ub/Hep4KyVycRmO/nfjyWzjqqKPRqFEjef5syy/56ktMnz5d2uMs+9jffOGlV1L+BiSiJP+TsUpAxg6uvvJ/4DgBjTuZnHLKqdKm­r1WrNjZsWA++3xxrSUf9S2IZ7e67BspiQp5zB58mTZpKWg4//Agpy7kjEcc1qATMuoY7EZ3X7GxMnDJFiLusE26+6cbouAH7Ilwk­6373rANYhrI8njF9uiy05G4up5x0IqZMm57yTiqZer7p7sOnoy0rD7TYf5msEziGxEUMVAylkeTO3Vz4zXO3DfZZqQhP9V+qWw8f­+lB0jITtjZ639CpsO+wVbUdwp6BExrZq+4vbSBuf7kiypao0+y+Mt179Q0DF4SVLlsgYBHd6YnnE/iDJqNzRKRlj2+rabl2jpGW2­v9pf0lHG6fbbb3/Z+YO7ozBsEj5XrFgharhMH/uS3JGgtH5qMulI5Ca2vUh3XKx1NMs8GcM7Eg0PPxyBggB+/fVXSSf7bp98/JGk­j6q/pRnz1q5Na6mX6JZqzSxX3fFQjo+yrl26dKmQR9nvohIq+9QXtmguuxjdfEuv0qLZre/3v70vXnjuuWge+J4ce1xjcPcL1n+s­j9gm/X7Fd1jx/fcyfsoFmWeceipef+st2Z2iuApvNLA0nLC/TGM/8boe10pdyDZH0xObgnUA35kjjmgk5Njly5fJc+WR/Q2Ob97e­tw8+mj8fL7/6Wolj3SUlO1NleWz827dtk3EyLhrn4nEax1pPOeUUnHzyqfKtcC6HdR3/jjn2mFjvRc4zVfYw0l3R9yGBvUf3rjIm­zTRwjKXx8SdExoWOO07mnNjG43vMsaEvv1gs3z/rAC4k4A5VmXyXizwc9UMhoBBQCCgEFAIKAYWAQkAhoBBQCCgE9hgETCsYItMV­BmzYmoVN6yJELw40ahpQr+ERQggIBQOi7Et1XC80eE0vvCZ9AcG8fCHG2FoYtmaAXAAh+RbyVg0jQvzVLBu2baFlp06467EndgLx­nWH3YfnHc5HtNbHDa8BnkqyrAZoDQ9cwZdR78Oo6+o18tIjf24Y+DG6G9dXMGeD2OIYnQt4lCVmYuwYTwrhtWCTrQhMysaaFoVEh­2NSh8Q8aLBKNHQu+7BzUrHvov8QGx8HWjRtgCxFZF9VikLAbDsugrGZbQvzVDC8Clo2/tuVBDweQY1bBPtWqwJfjRdhyYHi8KAjY­0HaEhXCcZ1kIBoLIDwaYKiER65oGhzjrJRMnigCwm/9wiUzcqj1T5sbJ+Dhwnm7jwA8HLbdu2ZJUVJxUppGQE8+owEiiI0lVF1zY­Mp6TXXKNhN5LOrSLTmAQWxIMuSVbcYtVgiVRrOeNNwjBbML48dix/VK8+/4HcSfuOAA88uGiZQDD5oQnJ4W4dVa8+8Xjr4jfnIzp­3OlSkKRE43ZuVDFyVUpLioOTOkzrjz/8WOpkKVVISPylkYBEZdnrb7hxp6CZb9dIMCNRkpOUnHy84PzmmDxtmhAdXTfJHNf+/DO4­NbFL+uXWbUOHj9xJtYhhkQTqGp8n1YFJ5uZAcYdLOsqWpe79eEdOfLRvd7EMinPCllvLcSvZeJO3nGSN2kgIAWvixAlSFlMdp7Ib­ibgD7rhd8OEk3yuvvREXHxJ5ccONuPqarjJJTILziGFDcWHLlqixfw1c0fkyIQhzcpAqZiQ4FTd3u88e192A67p3k4k+bvXdrXuP­lIgbJCuS9MtJB05c3T/kwbikUxL7qTTEyY2u11wl3wYngzu0bysKKfx+kzVO9lMRtevVV8nECsmq77z3fkrqwZwkdZVJSdqgmmc8­JdojcVSRZHHSkdtxcvvTa7p2LXKvrD+oXMfJRH6fJDOnauPGjiniZeLE8XGfQRFHMT+44IWTijRuVZrIpk2dAhIs3AUyVG5+9LHH­4S+2xSwn5dwtiPnM+Y5RwXr79m3o2KEd3n5vVJm2jE+Utspwjwtc2re9OKrowsliKvZykUJxi1V2Ztl4S88bhcB1RedOGPXBh8Wd­V+hvEkw4WU/CDq17jx4YdPfgqHpPbGSciI41TsRPmjRRiM3nsCyKMT5z97nzMusJTlTTHho6bKf3JMZrqae78t0jQZPk7B7XdhfS­LxdQPPfiS0XqNzcDsfUQCXEsp/iNsQ3Dib9XX3/TdbrHHCtTeVocVNaPVGxzSb+six5/6ilZbFbcLetd10ie5KIaPncuWuJilWQV­Qdn2e/ThkRLUJR0vxfCRD4OKXrFG8nG9evXkr1Xr1nj6qSdFRZ1uWB9SqTOddm2P64Ssel7z83H1Ndeg+fkt4iqNkUQHtBUFz3sG­3YXnn3tWFNhJTk31Xd4Vz6KsGLJtxHb2JR074qprron7rTNst2xn+/u6Ht2FuMEy7/VXX02pHmZYv6xdKwR1l/Tb4oIL8cSTT8Xt­88X2n/iukWzJdthddw6Az+uTMj2VvPPZvP7aK0L65ft3S69bRYFuJ+Xi4xpH+5dUsyfBhe0hId9d0h4TJk3GCSeUvnAxlbSl4jYe­6ZmLFEn8ZV8sHf3AdNZ7zDvbFZ0vu1QIZlyU9tCwEbIVdDxc3DZc3379MaB/PyHqs85mXfzs8y/E8xL3Gt8l9r+5sI9GEir9F1+0­xYUvp51+urghgenyTpeJkjSJLhy/GR5nV664EZbhItuTtAeH3C+kX/YL2demsmQmjYs22X/iDiLsj3MnkFt79ykUS/g3JW5/+Nbb­bsPge+6W3ZlIiBrQv7+0Ex8Ycn+U9Mv+0v0PPLCT0j7bY63btBEiEONj3vkdsmweP3Hyv5GVcpap55vuPny62rLx4MtknTB82FAZ­M2NZzF2vWK4VX8zPfhcJovzjrhS39+0t3zvJduyDxev7x8sXr7GfxkXZrkIpxwjYL+Y4QqyRfOmOL/Kd73nj9dImvuP2fqhZ8wBc­3LZtrPOdztk2uuG6HlJXUdHylVdfT6gC6gbAsc2PP/4IkyZMkMWJ7vV0HN0dcBg222kcmyPxLtE4BUm4TOPXS76K27aMTSfJ2q1a­XhBVUGe5QKJqcazpxx035HvOdD3+6COCHRcZcKwx3m5GsXHtrudUtndJv2yDUK06XvvbHctiPln/dLn6SlkE1eWqKzFr7vyUCbTl­wcuf5Zfvx10cyrbhK6+/HleNPbYepUr8LTf3lHKcpOGu11wtSvDJpiVTZXnx9HCRM8fDXNIvxxGGDhsRtx9R3G/s70yVPW6cme77­TJwwAdd26xIVR6Cq87ARI3cqz92+BNNJTFhOcjET2/Z169WTeVc3D+qoEFAIKAQUAgoBhYBCQCGgEFAIKAQUAgqBsiCgm4YpCr0c­ZORA1yYqJ4q6XYS1S9Wuekc0ioSt6dAMA6bHI519Emv5R80vEnpJmnUcS9yS+GvqhoTtMz3wUSXXNNG68+UY9PjOpN+XBw/Agslj­AScsar1ejWq4BryGBs2xYTgO/B4PPp48Ac/fs/OW272GPoyz23WQtHm8Pnip5qtrCFthURm2bQciP0wise1IekmuhRNRN9a0CBmJ­6besMPY/+FBRBiYZmP+oyLvltw2iEEyVY5+HxGcTOpWNRaXXiqgFazoCFrCtIIy8kAXoBqjmmJuThdwcH7J8JrI8mvx5NBtWMIAd­23cgvyCA/DAJwEEEiL9tI6twRXlZHuzu4oeDWH9u3izJzQQB18Vl8x9/uKcZIv7WlPg4wJOMucRfkvuK22effipquiTnkwRamYyr­613VEpJi5n30SVzSb/E0c2v4OfPmi9IU75FEM2L4sOLOKt3vgQPvjJJ+OSH6yWefRwfvS0ss1SGKE62K+yEByiX9kjw+YdKUuKTf­4v5ILqRKmzuRwC3bOCHO7y0Vm1oYP9VgSFAjQTUZZW4+z4mTp0o9QTUbTlSWZqNHfxidHKFSKLdUjUf6jRcOSTycgHWVcOO5qUzX­OBG8fNkyXH7F/zBz9ty4pN/Y9JL48ebb78jkMp8hJ966drlaSL8k0H+2cFGpE39Uwp4weUqUlJTMM3HTQMVPbq3LuEkO4haH3BI9­kZH89OGYcVFSCsMY9d67ibzsdG/b9m1CNqYiEN+p8RMmpUT65WIfkqxonHwZN35iXNLvThEXKiCRsP7aG2/FncyJ5yeZa82bny/O­SIammnCyxonGCePHiXN3C1cqALt1RTLhfPzR/OiERLNzzy3RC9PF8oKkX07EkUBDIkhx0m/xAPjM3/vgQ/QfcKe8q1Qd79Gta1Sl­uLj73fn3yJEjoqRfluNz5s6PEsMS5Yvv8fxPPpMJY5LGOAmYTqMan7sw5dbbemPEyEfikn7jpYFEdSp7cfEO2xuZsF397pG80qnj­JTIxy7xze3GXxJMo/1ykMWvOPLhKayR4c5J3T7LKWJ7G4rtp40ZcfdWVUsbdfc9gzJ43v1RiBv3z+50+a3a0nOfkNglWpRkXh1C1­kfUiVfJYRhYn/RYPg33tXrfeFiWsPfXE40LyK+6uIn+TLLRi9Y+iwE4iDwkuiYyK4LGqfnyXXVXzRP5i72X6WcTGner5lVddhRWr­V+PRx59I6lsniWns+ImizMi4hj70gKj/pRLvnNmzQJU7LqJ64qmn8d77H8Ql/RYP87Y+faUtyHEF2t2DBooSZHF3iX4/9OADQl4k­+Wjq9Bm45977SiXNUHXx9TffQt/b+0vQ3H2BZFG275VVHALXdu8qCzZJqlv4xVclkn5jY+TYyUuvvBZdiMN2trsIJ9ZdSedUvHRJ­v63bXIxPFny+E+m3uF+q3M6Z/1F0G/pXX35ZdrMp7q6ifpN4xDLoqSefkPYL+xaZJv0yL1yISAIky/nJU6eB32OithH7+WxztWrd­RqCYOmWyLPpgv57+2K8m0Y3uSjKOzbLOcHfOoVLk7FkzS3K+0/VMPd909+Ez2ZbNVJ3AhZjuGA8XAPE5Fyf9Fn+gXNTw9DPPgbst­0biImGTRZK33rbdESb+D7r4Hk6ZMi0tEjQ2vfYcOmDZjFlj30e6/d3BU0TLWXew5Fw6xfuCY0YxZs5Mi/dI/889FDQ8/+hjaXHxx­bJAVes4FC1yYTmNdOHnqdKnfEpF+3QQwjVxsn+jb5zNh/9ft51951dWYOmNmqVizfXbP4HuFEOrujsI6m4vS9jRjnp55+inJFt9r­tqvikX6L55v1D8c4uRCHiy0vv6yjzKUUd5eu31St5cLd/Px8GZPlc+VObKUZFwfOmPlvX2PypInRBSCl+eX9TJXlxdPCRSscq+D7­znkH1mml9SOKh8HfmSp73Lgz2ffZvHkzet0c2RGN2LAPxTKstPKcbQmOed835AFxy3Y167rd1bZs/QfTZ82V3Rl21zyodCsEFAIK­AYWAQkAhoBBQCCgEFAIKgT0BAd3v88Hn88Lr8YAkYE3XsW71ighBrJAjdtjRrgqYA0cm/zVRziXRlxPBvGTohqjykj4ru//qGqj0­S7Ivib9+rxdtrrgCdz722E64PTOoPxbOGA/DQ6XbMMLBELV3keX3Ijc7C1leD7J8PuRkZyM3OwdfzJyBV4fcu1M4Xe4ajBNbtCQV­l6mAZTkoCARREApJOplQppV3Se6lxQ7a8R4JwI7t4MAGR4ifCFHOwV+/Rrb/5T0Smv1eH7K8PpAErMGRPAuOWdmg6m/Y0V4U2H0A­ACAASURBVEHer+VosKEVkqVJkrZg6g78Xh0+UwessJBrQpaNoG0jRAK1bcPQdOT6E2/DvRMAu+EFDp6R0ESLVfzlQB63QeKWalxl­TiUuuq0oo0qGa7HxcrKahDxucz1r5gzZ2pVKC+W1mjWTJ/5S8cclHRRX/OX7SJUnGgc8qfQRa1Ry4qTfrbfcLH8fvD8qOugc6y4d­558vWBAl2XE1++Rp02UrsGTjopoQiRoucYbKVqlMXiYbT0W54wTeKy+9KMFd2PIiIeVyC+WKMpLEqUJH4yT/nHkfJT1xQj+cMHjr­nXdFbZe/SRJ84fl/t9KTgEv5j5P7NCqCnd/iglJcF73NLUvdAfwpkyfJN1zURdFffH9oVJmJVcgs6mrP+EVc+XyoBEGSTTJGcrM7­0b3w889BvFh/PTR0OHJzS540jg2b7m68KfJOffHF4ihJP9ZN8XOWzzfdeL1M4HEw+8WXXpHtaIu7i/dbBr+HjYh+00MffDCqIBvP­ffFrL73wAmbNmikqYySd+/z+4k4S/qbKOusS2jVduqbsP2HgZbxJ1UXXuMAhWaMC0p9//ikLtG7vf4cQBfhsWA4la/PmRZTJ99ln­HxxzjNuu29l3z5tuAMnWtFdee71UkndsCJw0pWoSJzxoTHOf226NdbLbn69evRpPPBZRnefkO8lT3PYyWaP65+hx42V7XrZv0mlu­uco4kt2eN53pKS3sXf3ucbKeSvUkSHLiLpUyh3Ue3wV/YTl15x39kZcXqUNLy/fucL8ylqexuLF9zLYzF8OQkJXKxDQXOAwcNEiC­I/n75Zdfig067vnzzz4jpF2WeY898WSpE7yxgTw4dJgsYiFxYMSw9C9yY5mfqpGE5KrAPvVkZAFNsmFk+lkkm6547viNJyLexfPD­Z967Tz+5xQl/qkSnYuyDsv4eOOhukBCUil3UqjVeeDHyfvL96d+vbyrehbzIb+O1N9/EiSednLRftjcH3jUouviQffRnn3k6af/K­YekIcMyDRJAnnnoGqe5ewvKL3yu/vYceeKD0yADZlvueuyPlHpV+n3/hRWmXJOOZZQoXO/Bd4rtMRdp0Gd/zbl26yLjcW++8V+pC­x3SlQ8q1QrJXKt8OyfUuAejxxx6VZ0Rydyr96muvuz76TjxauAtQafkkYStTz9dta6arD++Gzzynuy2bqTqBavr8dkiovfuence1­S3q+TB/bHDTuIDNmdHI7h3A3Ci7koZFUW5q6rTgs/I8LpEhIpf344w/gLkAlGb+ThZ9HxnS4AD2ewm1JfjNxff36dbj1lshYCPtu­H3+2ANxRqCKNir0cZ6FxlwAu8El2vId+iBvJ1iw3iKe7K1pFpnFXhsWFxe7YAOuQqdNnprQLFdtsL7z0siw+oco/dzjLlHEhO98h­LpR5aNjwaDs5mfi5SJCLRlxhA47pc2FLaZbJsrx4Wm695RZs/P13UZ3uefMtxW8n9TtTZU/xxGSq70NlblfcheNfqdRRbFtTSbzX­bb2FTM45qN3RSPqdNnMuNm7aLMf8goLdMRsqzQoBhYBCQCGgEFAIKAQUAgoBhYBCYI9AQDd9Jnx+LzxeE4apwWPqWLfiO1GvJUVW­c4DDjmsMjWRUqu7qGkwKf1lh2KEgHMuC7nCLLMA0IP4NEoEdGzqVegEhx2Z5TWzZ+Bvyig1uPD6gLz6bNBYenwmv3wtGbNthIdJm­+72onpuNvXL9qJbrw145fmT5PNA0B/MnjMdTAyPKM+6TyN+xHX+sXwsrGIYVDMIKhRAsCCAYCiLskA5M1q9GNi7ssAj/wnYc2I4t­QXgME6ZmUAQYBx1+tBCE5Yfj4I+1qwHbEqKVYRArkpp1+Dwmsnxe5ORkIcvvg9drwOv3QdMNBMIOtueHkVdgQ9PpxwvNNKD7dHh9­BrI8OnxMElWJCxWHqaBs6gzbQFaW183aHnuMVd6dM2sWWl90IQ5vcAgOrn0gTjmpKVpecD4u63gJmp15BurVqS1/55x1pmwhnwrh­qTiAsfE+/cQTOK/Z2ahT6wA0bHAIzjz9VLRp1RIdO7THySc2wYE198cRDRvgwhbNhYjJLcZSNW4DTuNAYWlEkO++/y4aPFVeY230­hx/IVu0klgy6557oLQ4KU5HzuKOPEqXG1197FfzjNmRHHtFQFEKjjtN0QuUMpoPWf8CAlAZC3SRxILdf/8h3zcmQh0eMcG9VuiO3­U6WRAMDJEB4r0vj8Nm3aJEF269Y9JWKZmw6ZqB90d3TCkWTqVBW6qCZ1w003uUGmdOx7++1R90u/jmwDH71Q7OTrJUvkCgfF/wtG­ImqyhF0Xj86XX+GeypHqoVS0SMU4eezaqpUr3dMSj2PHjI6qA3Xp1k2UDUt0HOcGJ3Ru69NH7lB5+rVXX4njKv4llpe0OwcOKrJI­J77rna9ywYhrRx1VOd4rTi7m5laRZM2dM9tNXqnHsaNHi5sTmjSVSeJTTz1VfnNrwWRt/twI8ZfEuJLKK05Uzp0zR4LkAg6SjMpi­VOx2F3FwS0tOTu8p9tKLz0cJ7JzQzc6OqC+mkj9ORpGcmG5zy9V99903qtaV7jjLGn5leff4bQwfObJM2eBiLao60UjuGz8uotJd­psAqmafKWJ7Gg2jQPZG2Wbx7ia7xudWtW0+clNZeoaOlS5eKW6qPnXBCk0RB73SP6mannna6XF+0aOFO9yvDBS5ka9/hEknKDz+s­LlOSMvUsypS4cnoicapOnYPLjA8XjbD+KIuRFOTWr1ykyrZVKsa2ZOx2w6n4ZX/AbT9Qgc7t96UShnJbMgIkf7hKjyW72vkOFQfd­uifZRbMjhw/Hjh0R0tGQBx8ClZ1TMZaXbpwkH5IQlS5jf4C7n/BvVxpVurtd2yOlJJAM2/TEE6N++P30v+PO6O9kTrjzjtsHTKbv­xjAz+Xzdtma6+vBu+JW5LZtqneC2M9q1aw8+31SMu9i4iwOSaUOwnL5vcGTckN/5Aw8NTSU6cctv3VU2HT5sKChUEM9YH7kkuMrS­945N52OPPhJdFNy33+1JL3aIDSPROQUjnnzicXFCrPv0+3csLJG/4vc4vuMu+Gb59/ZbbxV3stv+nj5tmhDImYFWrVuD4g9lMdZb­u8I4vnrv/UPKFDV30+GOUjTu2sRxttIsk2V58bTw3atWrRpu6nlz8VtJ/c5k2ZNUgkpxlGrfh319Cq3QuIiDu7mVxXr36QPWb7uj­/f33FiH7ktBP2/rPNkybMRd5FSCeszviodKsEFAIKAQUAgoBhYBCQCGgEFAIKAR2NQI6+aaGx4Dp1eHxGPB6DPy64lvoVMdl6jQH­Wbk5OLDuwfDqGrJME15Dhy47hTpk6YLkWB2OKP6aVPrVHCEKkygLy4JmWyAZeM3yJRhyY48o+fex/v3w2fix8DMwpsOkajBVcTVQ­R9enGyBhODfLi6pZHmR7TWhUdCoowI6CfMwYMxoj+kaU5PK2b8Mz/W/G6qWLhZBsBUOwQ2HZ/ixsObAcJ6JSHHbghB3oVOKlyq5l­icoupYBJ6KWa73616sOfnQuNiXKYPQcbV38jBF25pGtCFnao3mtoyPb7RZnY7/NA12zBkCv0Ge/2/BD+2R6CFdZA0DRTh+4z4PHr­yPYZyPbo8BBng3nW4TVM+L0eMCy/X+7s6nckrfHHblNOUsEnH38samuMlBiSdBg7CELVX26Nxy3aLu90GVo0Pw+fffppymn8668/­o36ouvjll19Et2olqZYDN+4gPJ8/FcCoNvLG668JMZiEWqrrJmvcto4WCATAbRoT2ZTJEQVHKkOQ5OUa/d43OEJouP7Gm0B1HhpV­t2+64Xq8+srL8pvb6l16WSfZItRd6c4t9/r2uS1tE7Rr1qyBq15JFeJUVGzc/LlHKhm7E9okd3Nrzcpmc+fOEUVqpouDtw0PP7xC­k8hnygl1GicZe97Sq8zhU13SnTigkmEqREFGSkWYVNXQ3MRS5cUlOf78c+LvpWq1quJtxYoVrvc99kilj1TUIFwg6tYrupXgzb1S­V1Ll4L1bLiRDFnm5UNWa5fDAu+52k5LSke+fW1698FxqqtOc5D/1tNNSis91XLVqNfcUleW94rM/u1kzSde8uXMjuxFEUxn/hGR9­kmdpLS+6SI5nnxOpU+bNnZOUWsyG9etBpVra2YX1kfwo9h9Vll1zF2G4v1M5kvAd6999j1IJozK65bMY/cEHkjR+S5f/rygZP5U0­X3ZZpzIR2lOJwy1XqUrJv8psleXdY5lTHoWy2LI9VSXQyvx8KmN5WhwvLlRIlYTrhsGJ/MOPOEJ+ri2lvUJH7mKGww47zA0ipeOh­DRqI+x9/+CG6kCClADLgmKRm2tq1qRFL6SeTzyIDUOwUBcl77sKrtT+njk+nzp1TUqWOTQDf1R7XRxZxsY/63jvvxN4u9dzdjaNU­h3EckOxM4jGN/WCq1CqrGAS4SPi6mMV5qYba6MgjxQvV+Uoi5blhcjeMDz54X36yTUoF2rJY7z59hQjO9/ClF/9tP5YlrNL83DFg­YGlO0n6/8xX/i/ahUonMXVRCP9z5w61rUgnDHRsh0ai03agy/Xzdtma6+lpu+JW5LZtKncCxLXcnM+4WURZr0CDiz22LJApj/rx5­UaJlnz59o33yRH6K3+O47K29e8tlpn9iYb+0uLsibcWV3xe/vUt/E/N3C+tLkpj/d+VVFZ6eDz/8IPpsu3btVmQcO9XISBom7jR3­l7FUw6iM7t979982yw03RtSXy5JOtvcbFLaly+K/rH6aND0RHF8tq1Hh1bXS+omZLsvddMUeuVtYWRYkMYxMlj2xaS7PeSp9nw8/­eD+6e2X37tdG1ZxTjZ+LyKkivbuZkH5nzdupH7tt+3ZMnT4HoVBkZ8/dLV8qvQoBhYBCQCGgEFAIKAQUAgoBhYBCYHdGwORAPf80­TY8Qdw0d27b8iQ0/rkLtBpHV19TwPPKU07Bh7RpQG9fSqXKpwbEgxFj+59gONJKByRam6ieJw44mYYfClqju8v73X36Bwdd1R83a­dTBv7IfIJhGWvFeLKsEayEQ2hFWsw7Yd2CFLiMBe3UTQBgIFAeRRxdeyRK135ocfwDR0bN30Gzas/AZeSg/TB3m2JCEbDN2SNDmO­LQrFcKio60GwoAAkCGu6Dse25c+Gg0OPbyrXGAax2bxuDbb9FSFMWGFLFDO5HTDDI1nYaxqwDR1ejynZJ2na6/PBCDtCKs4PFiAY­MKB7AMewECFbU2lZQ3aWX0i+ZtCSCUDT8Eg4JJ/6s7J253crqbRT/ZBbRb7y8ss4+uijcfwJJ4gKEVfDxw4wUZGGE6s//bRGCJcv­vvC8EIQXLfwcF13YAs3Pb4GnnnkWJL0mY9yqiltrUWGOqkfHn9AExx53LGrsX6OI4g23Kf/5559AEsDChZ/jjddeQ0FBgazsHjd2­DLpf2wP3P/BgqZO3nOBp2vRELF68CDNnzJBtpEtK55TJk+TWRa1ayVbArrvnnn1GtuUkAY8Tba5xOzl30LBf/zsw4M6BUTIRCaSD­7x4kyhMvv/iiqFPdUgayoBtXScexoz+MkopjVV5Lcp/ouksYu+G6HjKQNnbsGHDAsTLZ24VbHDKt/QekptqTTD4WL1okz5pur76m­S9LvdUlhc+Jg1HvvCp4coGzfoUNJTne6Xh4SNwM7qM5B4Bbha3/+aaewYy80anSkEGlWr1olR3cCO9bNnnLOST5uL5mq1apVWyaA­qIZNO7xh2QjnLF9ZtnHrwETG7RMXfv65OCGJx1UXSuQn3j2SXc+/4AKZtCJRhOl3J7LiuY+9dmvviFpw7LVkz2PfofHjxpSZ2JBs­fMm6a37++ULkpSLSV199iSYxCzzihTF/3tyoehKfA6158/MxcMAdsphkxvRpUWXGeP55bf78edFbzQpJw9ELhScktU4YH1EoPfqY­YxLWU8X9xvvNRRzcxp5bcFKtfsTDj0SVAuO53x2ucaERvx0aVY3Lovbr5pMLjDhpyXZIuozlqmsTxo1D1+7d3Z+V6liZ3r1WrdqU­Cxsq3lGNjQvZPv3kE9nloTzvSbkSU4GeK2t5GpvF81u0iP2Z8jnbKzS2+xNZfl5e1M1hh5VNqcwlK/DdX/Pjj2UigiVKY0Xccxfs­5O3YIQsHYhdilhZ+pp5FaelI5/3aB9WW4FNZCOqmp1Xr8pUzJO8Oue8+bN++TfqVt98xwA064ZHPsLzbmlOp2F2MNHPG9DIvzkqY­0P/gzTPPPKtcYz/ughWOXZGsn0hFkQq9LMdo5SGCMw6WZStXrkRZlcGTedRNTzypUrxnZ58dWbiXTJpj3Rxc99+Fm4eXcbFwrdr/­9hvXrVuHRITRTD/fdPfhd5e2bLJ1wnff/bsLSsMy9uW5eIjjiiuTWDD9VuG4VXm/d/ZBb+t1i7zaHCOIZ9WrVwdVM0kOnjVjpqiK­l3UBebzwy3ON6qpsz9C4OJXjExVt7O/SOJZf3jFXd/H+22+9KWXssqVLccyxx1Z0kjMaHhctsN1Aa9z4+HK3R/hOUsU5k+Yuwi5r­nOxPnXPuuZgze7YIi3Ceo6RvJNNlefE88T2m4EhZLZNlT1nTWNxfKn0fd9yMOF3TtVvxoFL6zbkfV8glJY+7yLFL+mU/Np7Vq1cH­Hk9k4UK8++pa8ghs27YNP6/9BX/99XdSohHJh7znu+SirL33ro66B9eJCjtVdK7V8yk7our5lB27TPjMxPPJRD525zi2bt2KVat+­xB+bN4uw4e6cl3SlnbyM/fbdF4cddkiF7+SSrjSXN9yf/wli5kYLPwdMhCOyneUNUvlXCKQVgez9Ut8pN60JqujAqY1r2XACYRxk­5aF5DQN1q3orOpaUw9NJUiWZlWqiBQX5CAUD1BDFyi8+g0ZCL/85DhqfcRb8VasgPxjE1h15+HvbNuQVFMC2Scwl1VakcYUAzAtU­79VJiHWAcCgoyiPBQD4sK4xvFy/ErDHvRwjChexhj6PDcHRoooprQjNcv2GEA1TMtRAsCCA/vwAF+QEEgkGEQjZ03cTssWOw4qsv­RSfYND3wer3wejzwFf55TRMeQ4chabREpZjhk2RM1RwSlUlEKggFYWbn4rAmp0DTNSEvE9EN338tRGLmMxwKIxwOwTA0ZGX5kJud­LYq/PtOEn/GZVOr1Iyc3B9k5OfD4s6B7PEJSZliaZkDXSQI24cnyITs7C9l+Lzy6DY9hwOM1YZj8M0olk6b8tCuph06dL8eMWbPx­8KOPyeQTFZRiSb9MNgfDOEjGwT2SGJcsXY57Bt8bJaJxALHdxa2j5KjSsurz+3HPvfdh4uSpslUXlW6oxlJ8m0sqY5KYw+1uhw0f­ia++XoZrunQV0hoHOZ595mnceP11SXXAr7z6aknWqPfeEyJkvDRyYNdV7vjfVRH3dEei0SMjR4gXbg8Zq0b8+muvyfW27doVIf3y­Ihvq3IrMVfKhoh7JwBVtixYtkiCpUuwqQZUnDm57KN8mgMWVcBvkBQsWSPaaNG2KQw45pDxZjes3dtvGdu3bx3WTykVOHDQ+/gTx­kgqefAa1ykBQjU2bOxH980+JFX+7dosQ0rio4pqr/gd2cPZUO6DmAWXKGjs0LvmWW4UXL6+SDZQEYtovaxMTfxd89q+aeuPjj082­+LjuDjooQqhiXcsJ62SNCuJlNX6bZ551lninSryrol3W8CrK33nnNY8GNXf27Oh5SSdMO43Kki5ZjBP+roKYO+lQkn9ep7owjf7d­CY3i7r/5ZjnyC7fla9u2XfHbKf/m+3pxu0g4/J5J6t/djTsTuNa2AsrmY447zg0uLcdLOnaMtqfuGjgAyW4BnpbEJAi0Mr17JL2X­11xyENtb337zTXmDqxT+K2t5GgvOQXXqxP5M+dxtr1BRkRPxJVkoHI62pW0udi2DcSGra/tU0u1dXRIT01naQiE3L+4xU8/CjW9X­HN26NJU2DdPJcYJEpL1k8pKbm4smTZuI02+//SbpiQAuTHD7V8nEE88Nd2FwCVPLli2N50RdKwMC5f5mChcuMOrSFi/EKjW7/cMy­JFm8uOXmTz8lXjBR1vDp77jG6W0rJZu2Aw6omazTIu723effLbxrF/aHijhI4ofbd6PT0nZsyfTzTXcffndpyyZbJ3Dc3bWyjssF­AgUSRDILchYsiCizc8Eh/8pq3ImNO1HRflqzpsRgunTpKvdYDvW6uWe0vVSihwzd4O5tNI6PXtLx0gqPlc/yyy++kHBPOfVU7F+j­RrnjaH/JJdEwKAywu9u3330rIirMR4X0o4/NfN1QEf3EU0+N7GbFebZvlpfcT8x0WV78/apXv350HKH4vWR+Z7rsSSZNpblJtu/D­733ZsmUS3BlnnlWm3QBi03LMLniXY+NP5bw00u9RRx6O4489OpUgldsSECCp9KslS7F585+Vpi4tIamV8jK/U2JHDIllRZt6PuVD­VD2f8uGXbt/pfj7pTv/uHj7n0D79bCF+37gx6bG+3T3PZUk/OQTEiFjtyTwCFxuSfl/8RcMPAY8i/bqgqKNCYFcjQAFaU4eR48X6­7Kp4aYMBfqu72kxyYUneDQWDCIZColBLou6yj2bg1IvaIrtwq2wSOM5rdylGPfcELMsmNxgWiaokqVJVlwRiUQ8mEdiAaRoIW2Eh­7FJFl7u8GAEH9EqhYBq5tTZlgB0Lfp8futcDzTTh9ejQvB6EA2GEC4IIBIISJ7eKEaKxeNSFRGzZGqiSa1mOkGtFudjQI4rEtiYE­XpKbqegbprovqPobhskwHPo1EbYsBANBhG0Hp7a9AKbHE1EBdmwE8rdjw/dLZIDQCkXUfkkAzsrywzS98HmyYGgm8kMhBAuC8Pt8­kn9Oqnk8GnKr+JG7V1V4fDZ0w4ajEw0SLzXoVAn2e+DzmfDkOfB5PaJETBI1Ky5X1bEQLnWIQYCENypBdunWHa0vuhDLly0TwixV­Yt97P6K0EOO8wk6pYPHo40/g2h7X4YLzz5PO4/uj3gMHAKkinMiosvrAkPvBLTg7X3YpJk2dWoSANW3qlKiKRsOGDeESRxjm8GEP­gVt9kbR1TdfIYDqvf/zRR7LVKs/79L097mQu38WBd92N8ePGycT93DmzcW4M8SxRmpO992WhYiEnpco7ocw4SczmYDmxWrw4fWqI­yeYv1t369evw64YNcolb3qbDXDwZtjuhWt546tSpIyRqbpPJiRiXNJgoXCpok8xdHqPyC43vbyLjBMm1112HF59/HqtXr8ZJTY7H­fUMewKWXdUrkbbe8V55JN/f7KuvEMQHLyYmstNq2LfEz+SLm26Myenks9lvh+5fMFolcAEKCc3ns0cefxLlnnynbbvbpfSs++eQj­PPDgUFEjKk+45fFLtWcuZOEij9mzZ4FK7SVZMBjE5EkT5XabYmTcNhdfjCcefwwzZ86UbX8T7RLwUaHi79klqP0ygi8XRyYreV5e­AoqbH5Y7rlGZqmEZlc7cMHb1cXkMycmd4C9PmljXp9O4aOqJp55Bl6uvFFJ3i/POxS233obevfuUS1mwotNcmd49Lj4rr8WW8cuW­LgPVCvcEq4zlaSyu5f0m3fYKw9z2z7YSFbhYN9EtVdtXfP9dbBKSPl+1aqW4rVGjBkimqYxWrdpe0WSxn5yKZepZpJKminZbrVo1­CTIYQ+JKJg6SfjmuUl6rWbiIjAt2fli9Oqn69Ygjyl++sR1ao0ZNsD9EBUJlFYNA7dqRRXllDS22/Cqtz+W27/kO169fv6xRir86­B0f6wr//9psICZS33xgvMfXqlS+N8cIsy7XYuj0V/27fjX7K+pxzcnOjUf7zT2LyQqafb7r78LtLWzbZOiF2DGbF99/LLhHRh5vk­yarCxZRczJHIqLzrjluVty/PeLiQl3H//HPJC7qpdDtt6lTZ1Wb0hx/ih9U/YOSjj5a6w02ifFTEPXcXoxo1a5Z7fCteelatXBkl­FlXc+N2/Y43sR3e79tp4Ue8212LbDOVtJzLT6e5HxwOWC7HLa5xTcI0LqEraiSHTZbmbJvdYnrp3V5Q9brrLc0y27/Pjjz9GFcRd­gYPyxMu+oNu3LE846fZbGum30eGHKdJvBT4EKv2SfHdAzZqoX78evN6KV6qvwORWuqCCwRDWrPkJv/3+u6gmH33Uv7uhVURi1fMp­H4rq+ZQPv3T7TvfzSXf6d/fwqfRLbtBBB9VGoyMaisjh7p6ndKSfc6bffb8S69atF3Xkpk3LJ1qVjjRWZJhU+g1DtQUqElMVlkKg­IhEgARhV/Zi58R9cW7UiQ049LD0QDIDEWL/PK39eUwf/sk0DqxbMg8c04DVJ8DVw/Gln4JB69VDN70O2z4TX0OA1dPjNyJ9Xp2qv­I+RaMoPZQXEcC45jAxq1g21YdhjhUAi2ZQGODZ0kWN4nEZd/JMFmZ4m6cHa1KvDnZAsZ2IItqrten0+UcqiOGw5ZsKi6ZFGxN4Qd­O/KxY3seCgqoCBwSQq9jkUQbBiuCvII85O3g3w4UBApEydhV1yV0VffZD/WPakwBYLnHk5+WLBACbjgYRihIIrMDw/AIwdfn9cLj­MeD1mvD5vDA0Tf4o7cz8ebxeVN2rGnKqVoNm+gHNCwcG7MI/6AYMKgR7PPDqmjwHrvq2bFsqd+KnLDECHGB//c23oyvRp0+bilkz­ZyT2VAF3Sdp68ulnoyENH/oQNm3aFP0d74STFhMnTQEn+bkt7NGNjsAZp52Cbl2uxuGHHSpkYKoIk9w7dvzEKIGWg0qvvvyyBDn4­vvtFbdgN390+i4OHiQb+OcnsKkW6CsFuGOU9cpWru/W5u01yecOkf5couGH9evl+KyLMiggjdktFd7KzIsKNDcNVTaKiFicnKsJi­07omgUpLbFwVMWkRO9kZG3a88wcfGhad0Ni4cSOuu7Y7zmt2Nka9966oxsfzszteix3sL2v6K2KypLS4XfVxqvuUlwxXJ1aJbE1y­qmB169UrLYml3iehYfS48SDZ9v/sXQW8terPEQAAIABJREFUFFUfPRO7L0gVaUWlxEKkRBQkRRApW1QUWz8Vu7sbExUQ8/tUxE5E­QcFCLFBBUbobXmzNzvc7/32zzHu82N738P5h387O3Dwzc/Pcc2lUz+3c8RBce/VV4ARdtqxfv/4SNZWBKiNocKGGs2qVSuhuO3bo­UPnJNs3nn1esHPzH77+D7xOtd+8+7iBKHS9atF29KRXvPgNPpNwplahq9oOT1zSWzakg66VioqgqiKj4//iTT0nbmSpjD9x3r7wD­3BqVC0Gqg1WXZ880zWh7Mhlc3GX88hXLkwmqWvmtruWpA9IeSRLn4mmvtG4TIe0nqui8YMF8SfYBB1RO2nHylqlv9pfZrmfZsLak­3kgk7kzei0TSl4gf9tH9Pp/U2ezzbdm8OZFgklYFcyJNpJzhTjapMCduPidu9cpUhP1vDcO9UCoRDGItv7jV+j///C1RcDePWP1V­lCanHcNxq6VLllTkLKnze+21V1L+U+GZOJHwnqylu/+Wrfub7j58dWzLJlon7LX3XlHV9N9//y3uR4qTwH8vjPRHqmpDuMM/JMnd­e5hQp3+42NVnLJsBLuD/3xuTQUI4jbuN9O/TG2ecdipmTJ8eGWcv6ynNv/lecPyVlmxZW1FSS/dlIjsdVeQ21vMsX50yOtbxu1jD­zoY757ll3E1d5NdE05Kqhcqxxs974VZfj9VfWXdNm0bGpXjeIeaXdZOtstydjmTq3myUPe60x3OcSN/n74V/RaNokoSSejSQFC68­d4eZyuP1Gzbi48+mR1W7y4ZN0m+nQ9qXPa1+J4HAxo2bxLci/SYGIonSxI7mYJlYSOX7csJU96d8fKo6q+5PVQhl93q67092c1f9­Y19XMlejSL+V3yvu+k6MaA5mlfuo2VcX+82anQGVeoXAvwABkn+XGflZz6kZ9AeRn5MrK0dIYPUENHjMCKF3+U+z0OWowfDm5ZWQ­YXUcM/IMvPP0o0KmDYZI7AWE6kv1XPJ7A0EErDB4LRwKCfFX0w0hteqaDur9UtGWIsGmqcM0SHglcTcAPZwDk6sWTBN0yc1TwyQL­2yH4rSBAorFmgCLB/lAIBv2SlOw1eUkIuoVFEaVcD9VzdR3cjjUYiJCPdUND2Iwo7JheDwySbXUdpqYhrGnoOmCI5IcTFxp0hPw+­/PXDTCH72lZYiMYRlWADum4KOVfXLXg8XngNkoD9oBqwReXkUAi6niPXdKr66DlA2IDG9JPsrOsgCIYnQhD2mh4ELQvBsF2iUuyF­6VGFeSxvCJUjnxr3DEaecrI4f+bpp9G3hFQVi/9E3XAC4oILL8LTTz0pk+SvvvIyLhtzeaXBkYD77vsfYtjQY2WQb97cueDHMSoH­T57yNqi06titN98kgyvcWnXgoGOc0/L9S8m24w6JrNTFMj/od+yjj+DrWTPLXEnu5+bNkcEIhuJMBiQXYsS3o1DLX5s3by6FSSrC­TzQMKrw51qJE5cj5narvzZsiZAIOLLOMSoW5Jzmc8KsKt1nz7YPSVblNxXWSrh586BH07NkLt996MxYuXIg5c37AnHN/wPXXXoNT­Th2JM848C61atUpFdFkLo3EKJo6drTbTmQnnWdd1A6ePPDWpqIqKCqP+ly1fFj2u7CCZyQZ3uFQ4mvHVLNxx261gOc0t3J8Z97R8­uh9+OLhF7TGDj83oClrWUSyPqexPNV7GX56RqEzjwg0uOHEb89WseXNwccS777yzQ/3guJ0+/Qs5JFn18CN6OKd3+GY565hD5HB+­J/rtLOCg/0RJUonGnQ5/Dkmb5A9nIjaZeLggKBN26sjTcNBB7XHTjdfLpDuVGm+75Wbcc9edGHzsEHkH2MbIllWXZ6+2S1EvGSya­lChxMoyqlNWTiScbfqtjeUocSGisTPU81Viddvrp+P67b6Wd8ubkNzDiuONjjoLtGpJfaP2OOipmf6lwSOLLrJkzsXzZMixfvlxU­W1mHrFixEqynSWRK1jJ9L5JNr9s/782vP/8CtlOIC8vK5cuWY82a1SkjuNauXccdZcLHbqIBFapjsdp1UhX3dgIkieLpUHmNJT87­k5tUkIliwcNd3/698G+cctKJsXir0A3fEcf43nCsI9XmVkhNddixhsdyje3oZI27VqXTsnV/M9GHz0ZbNh11Qn5+LQwfcZwsbH7t­tf/h4ksujUt5m2OPVHqncnzvPn0rfZycvjwdvf/ee5gzZ06l7qu6+Mf8P8QJF79w0UdFZT8XR3LM8/Gxj8ruNHwu2Vflh+M4o84a­jZNPOTXpnX2qSq9z3f1etGiRnoUE7jhSRUglvs4uaFtcY65Ovmrat9OPZrqbNG2SdPKdXaySDijGANjPSMXYrJv0vLWC7efdz1O2­6upkFuFnq+wp71amo+9T+lneruBcXvyxnsv08xxruuiOpN+pn88Ad2EtzxTptzxUkj/niEEppd/EsXSwc7BMPKQdfTphOnHs6EKd­qQoBBzsHy6rcx3PdCdOJIx6/ym0EAQc7B0uFS+YQ4EJPGomtyipHwMHIwaxy1zX7akiYZzU7Dyr1CoF/AwJaDnmdwaxm1Ywo5lrQ­NQ8MsnFhQtPCIr7r1cNY9N0XaNdrEGyNDF8N+xzYHm0O2A9rFy+EP2ih2GchFAwJ+dckQc0OwwaVeEnwJYEW0KEJmdXJKfm/pk6C­sREh31IL2LJgh1mphQEq3oZCCAX88gmHgrDCFjyGB7quQbPDktb8WvnwenOQm+OBZodAd1QTDhX74A1ZME0DAV9A1IBJLjZhwDQM­aFQm9nigMSEUGtY1NN1zL7Rod4CoE9thDZpm48/vZgiJV4MGK0xychihEIm5EOJzKMxOrwZvbi7I5GaDiBiyQUTSM3Hh1qjFPg/g­MaCHDZB8bOs2bIlbA4wQTE8OvKYXwQCE5KzleJGTm5PRCWzn3tTU70HHDAZJs3N//RVfffWlELsyQai55rrrhfhL3D768MMqib90­16ZtW8z7fb4QfplWKvp27NgRh3Y7bIdB/2+/+Qbvv/euEIzuuOvuHW6Po+IYC0GuZQlZcuPGjaKg6zSMdgg0zhNbNm+J+kgVWYwB­upUiqXjpJkNHI8zCgZs06ya1pTIpW7ZECHgpVVB2kZSd8KtKc25uXlVO0nJ98LHHYuCgQTIhRoImtwXkc/vE44/J5/AjjsAZo84U­wlpFE05pSViKAmX5XhPMIfWTKPvRhx+kLMmsp2OxvLzUTY43aNAAYx9/ApeOuRxjH3kY3HqU+SIBih9O6J908inyXKWDtFA2v9zS­sU6dOrJo5PNp08ol/nJC9cMP3hevQ4ePKBuE1AvHHjtE6qCPP/pQFoiUR0qY/kWE+Nupc2dURmx0lIU5eZ/odsZlE0nVRxJkSSaL­tdwpG0Z1+u2QOB21w2TTVqt2rWSDiNk/20hvv/s+Zn71lUzCT/tsqrQFSFrkh+Ty00edKRPxfB8yadXl2cuvlZr74X5/YiXkZRLv­ZOOqbuUp85NJ0i/jO/6EE2UxCckvV14+Bt27Hx5TucmdPS65+CLpK8r26Oeel+ztqNI/+6V835979ln5jnXgnnUBF6fEa5m+F/Gm­r6x7Ep7feP11TBj/nPQjy14v7zfrNZI/Ehlczk8R8a9xAgsMUha3S92MxF+WCcqSQyA3Lze5AGL07SYTLVu2FPykymJt38cbX15+­dvqj7nRSxbQmWLbvb7r78Jloy2aiTrjwoovx+mv/k53oLjjvXHz48SdC5K3qGVu8eBHuvutOcXbZ5VfgoPaVqyu6x61+/vkn8JMq­4656QMVjGmxDjLniSow+51yMe+pJTJr0PFatXCkLpm68/jppQ3Hh66gzzwIX4qZiQWVFeXO/F+4xxorcJ3Le6cvQb2rFEFpgzerV­0R2AEklbdfHj9KN5r91tmETTx3YYF8OTCJ8Jq52ifqKzExXTvG3r1nKT7n5ms1VXJyM0kM2yh4Cmu+/j7t+nalyodoYWhJf7wFVy­sirSb9vWLZXSbyX4qUsKAYWAQkAhoBBQCCgEFAIKAYXAvwcBXXi22c2vGQpZCAaCCHkMGKYGmwN4tgXdY0Dz6Pjr+2loduAhqNug­MXm/IP+350mjMPWZ+7B1axFsywefBVHKJW04bBhCAha1XpKAhSgb0e8lsTdC7qXKL6CRdKtRL9iGTjKvHSH92uEgwv4AwsU+wB+E­YUPUez2mTlqwJML06KBiRm5ePng2HArAokawTeXfiOKw5C0Ygmbbkh/D9MDjzYE3Jwee3BzSkYXAa3q9OPK4UyUTTIJt2Ni6bjX+­+v7LCFHY1ISYHLaC8PuCCNuBSOKF1azDCAYkjZquyYCtoZPqDCEhFxcVocijw87NgxG2YFIoxNRAN7qtw9ZMmKZXCMw+Zt+y4M3x­gqTV6rziN7uPbfmxt29/sEzYkiw1b+48kFiVbqtXrx6oQsNB+J9+nCPkplgGremGExf8VGQkSnFQnEYlMaqsuY35dAaY6++yi/tS­uce77rqrnGe469auFaXIch3GeZKkfMdSOdmf55pgS9dEopPueL6LiouizuvVrxc9TuWBZUlJh1QSb/NcJN5EiBypzF8sYVHFhgq/­/HCS6sVJk4SYUVCwTYhrJK81atwYV155NU4fNUqtgowF1DjdFBVFnvW9994HxwweHKfvip2TuJ0t41b1JADfdc+9mPzG6/Jc/fTT­j9iwYQOefOJx+XAS8oYbb8K+7dqlLZkk6B7Zqzfee/cdTPvss3LjIVGLhBra0KHDynUzZOgwIf6yLvjyyxnoU0b5iSQzEptpvXr1­LjcM56RDYGIbie9fKszj9YITv0wHPzXdCgsjytVUskqFeT2ZX73N948fqlm+/PJLeOnFF+T4r7/+wk03XI+77rgdo88+ByQUZIrM­VV2evVgJkVXd+8oI9lX5rUnXq0t5mg3MuOhowvMvYMSwIbIrRa8je+C22+8QQnBF/YDvvv0W11x1JX7/7TdZ+DHu2edSohxWWf65­ePDG66+PbnFNt9xqvnOXzmi7bztw15QGu+8ui1/q1q2HWvn5IAGek/1fz5qFY48ZWFnwNfoa+0MP3n+fLChzlLt47/Y/4ABRSG+7­775C3mE5yMUQtevUBpUa8/PzwIVJ995zN+6/9564MUhVOcPFQ/Fa6uKuG2/Uyn01QaDQtQPHET164OCDO6QsZewvKMsuAtXh/mai­D5+Otmwm6wQSdm+6+RbcftutsntA/z69cd8DD6BT5y7lPkBM2//++6rs1sHxZb6311wbGScs10PJSffzwAWuqeq/MHhTBrYriz1y­rW7durj62utwxVVXY+qnn+CFSZPkm2OZzuJD4nHjTTejX//07IJQavyuXrrG79xjoqlbKJBXsihkp+hHF0T60Wy/pGrxPsdUMkX8­5bhGKsxjbt/ZsSIFYfe7WxPranf6M132ZKLvU1BYEH0Udm+QmnGhVD1f0YSl4CAW0m/XzoekICYVhEJAIaAQUAgoBBQCCgGFgEJA­IaAQ2AkQIDk0y2aGrJAo4oYsUwi7Qs6wgjCoSKhB1Gn/+OoDdBk+Wki1JOvW3W13dD/xbHwyfmyUvBu2SeAFTEODZniEoCtEXJJy­bRKKbYQ0G3aYhDYq6IaF5GpRwRdGhAgctgGqB9s2bL8f4YAfdigAEqTzvF7ohgfBIJWEQzANHflUxc31IuDzSXjEkgM/QhAOWwgG­A5In3TDh9XjAQTP55OcJ+Zd5CQV1HHniKNSqv2tEdVjIwzZ+m/4pmBwq8xqaKelj3IWFRQhZYZBEbHpN2HoQllYIzQggYGkgnmRB­O+RfTrDRfbEvCIRDMIMQdWDTCxiaBkszoJUQf3PDNoKhoKSVqiKpGgzL8jOWsehF8eKlSHRU4MqUHdT+ICH+8t3hyvxdYiDhxpK2­t6a8CW4vyOfg5ltv3cHLunXb87jLLhFS7w6OXCd23XW7gt+q1atSRvxtuHvDaCzu7T6jJxM84BbEjpFgXV3MPdHOrZJTOWHq5JHq­xiS4phbP7VuxVic8nTxX9k2MD360A26/8y689t//Yvz4ZzH/jz9E/eSqKy/HuKefwqQXX8IBBx5YWTApv5YqAkXKE5aiAPmscyKl­fv36gn2Kgq0WwZCYR4Uhfn78cQ4mPPccprw5GT6fT1TWqbT7n0suxU233JoyEmzZjPft10+Iv0uXLhHl95YtW5ZyMuXNN+V3mzZt­sN/++5e65vzo0rWrEOCpBPT+u+/uQPz9YfZsUTam+159+jjeyv12VNWLCgtFYdtZLFKu4xhPMl3ORGW9evVj9JW8s3S9m46q0IYN­65NPJACfLzMKReUltlnz5kIauPKqq/HJxx9h/HPPgurQfAdIgufE/NjHH5ftiMvzn8pz1eXZ47OfClu9elU0mHQpi0UjSPLAIV0n­E0x1KE+TSX+ifkk8evqZZ3HRBedj9apVOO+cs/HUE0+ga7dD0apVa3AXjNWrV+Ofv/8Wsu+0aZFFHiSUPjr2caRr1wgnP3yPSeZn­v5qLZc84Y5TUeYz/32587s8843Spg4kF1bouuvg/OO6446VOTSc+zqKqZONYtWplNIhYn6WUxb0yEjcJK82aNYumQx1UfwTq1tlO­2mb/in0rZTsPAtXt/qa7D5+qtmw26gSq4XLMkuMY7Iv279tH+nFcfNKqdWtZcLJkCfuIC8GFQ9zZjNb/qAF4+JFHZdy7qifX/TwM­Gz5c/FblJ13XSQgfcPRA+XDx4cSJE/DSC5Owbt062d3phONGoG/ffnhm/ASkog/qzkcdV7nH8bt0mNOXYdjLly3fQbQh0TgZFm2n­6EeXqLdzYXMgEEjJwn32WzNlJN2nwlauqrqf6H53a2Jd7U5/JsueTPV93DtoUEAgFZbNcaHy0q9Iv+Whos4pBBQCCgGFgEJAIaAQ­UAgoBBQCCoHqjYBOQm5klbEO4eTCgAEPdH8IdiAIXdOwYcVCLJn3HTTTgGYY0DQdjfbZF+37DAbsMDTKANsh6LoFr0cXoq7HMJBr­eJFnmvCSTGvZsG2qCudA03WEAgH4fEUIUi00xwsPSbThIBDwQQ/6AcsPf7AY2wJFCGkWau9SF+xcm5oBwwrDDAVhBH3Q/MUIFhWg­qLAAgRDTYCDXm4Ncby48JOeaphB0DY8XpofKul6Yhglh9YaBjv0GocnereQu2RpJyMDv33yJFX/9DkszEbB1+MM2/CELhcU+bN1W­iEDQggUdAUtH0G8hVBRCcUEA6zZuw/qNW7Bt2xZSm5GXmwNvbh50Ty4MrxchGCjwWdiyzY9tBSEUBTX4dBNh00COxwuDxGgrJINg­AX8AlkXdZGWxInDAAdtJf5ncUjwd8VIB47ZbbpGsn3/BheVuF7dmzZooNCTmVWXuAfS1Lr9V+avqOpXCHHWzpUtSt10oyXCOpUtZ­1wk/nu/69berK3MyJh3WsFGETJ1SPF1prWnEXwdjkotGn3MOvvluNt565z20bdtWLnFCrH/f3vjqyy8dp2n/5jagjhorSTU7ozmL­GBYt+mdnzF40T1RTf/Lpcfht/p+4+D+XCNGXxNGxjz6CU046MaGtvKOBV3LAyU3Hvpg2zTmUb19xMT7+6CM5HjJseKlr7h8se7mt­Lu2D99+TbQ3d12fMmC4/WUd06FC5GkfDRo2iXt3lb/RkAgdLl26vEzJZ7pBwTEv1u0lFTNqK5SvkO9k/BSkimiaTDk7EDxx0DKa8­/S6+++HHqNoWF5+MPnMUHn34oWSCj8lvdXn2UkWKcybpmfk999wzJgyy5cjdHkxFVZat8jRb+A0fcRy++X62EFmYhl9++RnPjhuH­q6+8AiefeALGXHoJHn9sLEj6rV27jpDsvpr1DQ7t1i2tSZ4xfXqU9Eu1vY8++RT33Hc/4iH9pmsBRVozHmPg9993b5T0S5LV199+­L8Rf7iQRqyWKT6FLJSzWuMpz5yYvxbrAoLBgu0JZeWHGes5ZmNi4SZOUEHdijVe5Sx4B9y5BixYtSj5AFUK1QqC63t909+GTbctm­q05gvfzeBx+h3X77SZ/ls8+mSv/zPxddKH3Q6665GuOffVZIvy1a7IX/vvY6XntjcswL+Kvr80DCNhWP5/2xAA8/OlYWGfNFYv57­9ThCFnen8sVyj5WmbfyuYer70WxnOPXtztSPZv/cvXgp0XvNxcUkEGfKnJ1/ko2PxHfHKuonVtd310l3Vd/ZSH8m+z7sWzm2YsX2­++mcS+S7oEQROxG/qfazbv0GTP18BoLBULlBt9pnbyil33KhUScVAgoBhYBCoBohsHbDRvCjTCGgEFAIKAQUAv8mBMiThW7oME0N­uq6JIi9Va3nOMLnVs4Zw2Ma8L97GljXLSeGVQUkSZA/qdTRadewqysCU/qVCbkTtVoOu6bDtsJBQqKxrMDxDF5IxI+UxNB1hKgGH­QqIQLPLBVBkG5LemazB1EolJRgY8hgavNxIOCccBDvT4/aKSS1XdYMgS8i+VfgOhAMIkJdO/aQqxWDd1UQb2BwLw+/xo0nJftO3U­HYyX5BkhOa9age8/eAvhMPGIxMX8+/wBic/0eJCbny8KC0xfMBQCw7PsMGzLQiDoh2WFhDjErXoM3UQoZKHIF4A/EETIBsKajqAV­hi8YlHP+YAjbCopAAkgwEALpx7wXqVDh+jc9zG6VX/fgbroxWOtS3nWTQpOJ99lnxoHEK24te/mVV5UblHuLcD5zVRnfM8dIiE+V­UWXbIQguW7ad5JVs+A7ptVat2uCnuph7i8TFi9MzYeoohpAcsGnTppRk3U3Ai4fYkJLI0xDIkb164ctZ3+Cqa66V0KlMO+r0kaK6­l4bodgjSTeza4eJOcmLX3SIq4VQy52dnNy6OuOOuuzFt+owoqfzTTz7GXXfekZasN23WLKrkO3NmadL61KlTo0q9Q4cOqzT+IUMi­16mYREUot838KhLuET16Vqlc7JQ79L9saWrUkNwE4kyWO6msi9x4OpOuVHRNlPTlDm/L5i3un1k/bt26NV6f/CYmTnoRjro9tyGe­9tnUtKatujx7bCdt3bo16by6JwBJ1KjOlq53JdPlaTYxpgob28K0Tp06Y+Rpp2PI0KEYOmwYLrv8CllYMnXa5/h9wZ+iJO+4TWea­r73mqqjS7+uTp6B9+4Pjjs5dfsftuRp7INn94QcfkBS2bNlKFj0k0m9c6lpQF092N25MzcTDihWRBSgcr2jevHlMSUhZ3CWLX1q0­aBFTvMpR9UGAzzpJkrSdfWFf9UE9cympCfc33X34eNuy2a4T3IvzBx87BCeedDKOHTIEx59wIq6/4UZpk8/8+lt8P+fH6CKjWJ+o­Bg0aRJ0u+qf6LeSlKMeZZ42WhYdHDxwkaWXb4/TTRqZ08SbfC2f8M93jd8xEqtrWXMjqEFt3pn40MVq5YvuuBdGHNM6DLVsy24/m­veDi7GRt5crtC4gr6ifWhLK8MhyyUfZksu/jjAkRg5Ul7fHK8IjlWibFaypLz+YtWzF1WuWk325dO1YWhLqmEFAIKAQUAgoBhYBC­QCGgEFAIKAQUAllCQLdB4m1QSKY2LCHrkrArKmkkqdphWCELVtDCTx+9Jkq9YZu+yAnW0POks9Coxd5k/MIOW7DCIeHvkjOs0w3l­o6gIHPEh3yTYcsLBNAzoBinEYMyweaiTJaxFyMgeHTleD7ymIWGRK0zyr8fUoWs2wlZQSL9W2BbSMQVyI+TfIKywBc3Q4c3xIjc3­Fzl5efDm5MDwmOK2fsNmOPSYESUkZhJtDdhhGz988BY0GAgFLfiLAwj4gvD7qE7sA+PJr1VLFJtI6mXeolgIIBCCstfjkXST3Exi­cEFhEQqKiuELhhAKU/xYQyAURkFhMbYUFAopmMTgQCAkJGqP1wPDMCVvAo76ExMC8+bNjbpr0GD36HG6D+bNjcTLwWT3AFCi8XJS­9qEH7hfvV197Hdyryd1hugd/YyGHuid73ep67jATPXYUxByybqLhOP5Y/jjEmUM6Vq5S6fjJ1Hf7gw8uUUkHlixanJZo2+7bLhpu­qogXzgRETk4O9ttv/2j4NfmAk0WcEKNKK43P+HPPPVthltxkm+Li5LYFdPCsMLKd4IJbIfbfRA4gQeqNKW9FtxnlFqzpmljq16+/­PCmzZs4sNcH5/nvvyvk2bdpEycEVPVLdDjsMzoKEjz/6MOrM7/Phh9mz5Xev3r2j5ys6aNt2+/bvKSt3XIq/VAKtzJz3szjJLTs5­IUcSdDqsdZs2EiwJouvWrk06ioV//Zl0GOkIgFtyPjt+giyKY318/333pSOaaJjZfvaiCQHw558L3D8TOnYrcbbYK/XEOI8nsngr­FVuCporkXxFQmSxPK0pDOs+TlNHnyJ6iHjvqzLPwwcef4PEnn8KkF1/G8y+8hFtuvQ2nnDoSnTp3iZLp05kehk3V4fl//CHRDBw4­CF0PPTShKP/6s3qWTwllxuXpjTdel0XHPHXxJZfAvfDA5azKw0TxWbhwYan6vsqIKnDglDNNmzaLEs8rcBo9nWiaowGUHDh9tIoI­K2Xdq9/VBwG2tahyTVucpn5s
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Пользователь 901959 10.05.2018 14:20:44
Возможность склеить лид с контактом\компанией\сделкой уже есть давно. http://prntscr.com/jg2qwtвЃ

А вот имеющиеся контакты \ компании склеить между собой нельзя напрямую и это очень неудобно.  Можно через контроль дубликатов но там искать запаришься нужный контакт