EX-10.32 3 exh1032.htm EXHIBIT 10.32 Exhibit


Exhibit 10.32


data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADMAgQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACmuM4p1QXbmNAVXefTOKTGld2JQM0bagt5WkjDOnlseq5zihZv3xjC5PY560a9BOKRNUcpUMu5cnnHNZ3iTxXpfhOy+16rc/Zbcfx+Wz9wOignqw/Ovkr4wf8ABRHwv4YiMXhzS/8AhJJU/wBY/wBoltfKzsI4e3Oc5bp02+9a0qNStJRRyV6yowcl0Prm4mmtlaaW72wr1Hlg+386898TftA+BvCzqLrWvssjZ+X7LO+7GO4jOOor8ifiJ+2h8Rfi1fyRW039hWpx8m22uOynqYVPVP19q8c1Vp9UuQdavP7blH3D5Qt/K4Gfudc4H0x717lHJ6k3t/X3nmPMH/X/AAx+v/i7/gof4D8Jhtg/tHH/AF3i/u/9O5/vfpXmlz/wVY8NaoJBY6B5ZhxuP2yU5z062vsa/M9NJtIY90Ufl+24n+ZqOK/jhLLLcfZ+m0bN271+lfQYfIKMZKeK0h13+WzvvYwqZhJxdv6/A/RD/h6hB9p2/wBk/J/18n0/69a6O2/4KgeGWCfb7H7JnO399K+716W3Hb86/NSObzuUk3D+9txVq3s728JFu3nbfvcKu3069a3rZFlE/gl/6X/mcX9oVP6/4Y/VHRf+Ci3wv1ZQLqbyT67LpvX0t/YV6l8Ov2m/h38Q2vRoWu+WbbZ5y/ZLg53btv34x/dbpX40nRLxEyZMt6bR/jVb7JqwLGK3+YdH3px+FeT/AKtYWUrYeXvdNH+rLhmUoO7/AK/A/oA0jU7LUYfNs5PtH+1tZc9fUexq3ZXN1O8ouLP7Kq42N5off69OmK/Cr4cfHj4i/Cu/We1vfNjXP7ryrYdmHUo39819m/Br/gqEl5dz2fjrRvsZfb5Fz9q8zOA5b5Yrb/cHPr9a87FZFWoLa/8AXqepRzOE9/6/A/REvjtSq26uW8E/ErQ/iJpZv9Buvt0A6ny3j/iZf41B6q35V0qXkZd1Jwy4yMHvXzsqDi9UevGtCa0JafUYlZiCqblP8WcUJMkjuitlkxuGOmaaVihxGKFp1FMdwooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU0PntUbzlRwuT6ZpXGlfYmqKdgi7j0FEczMgLpsb+7nNVLi4czLldsS9TnO7isZzTVluTKXIrscUj1KFHdcrzgZPr/APWrwD9ob9rfw58FLO0iSbzbqfftXbIMbTGT/wAsmHSSvIv20v21NI8FaU2i+Hn+2agfvNh48fNA4+/CR0Zu/avzA1O91jxVqH9p6/c/at/+qi8tE2YAVuUxnO1eo7V9Tl+U16sVUnD3fVefmeXXxK6M9M+N/wC0x4v+PuryRNP5On8fwQt/DH/0zQ9Yq8yg0LTtHtpE0+fzJ3x9o+Rh0PyfeJHQnpViW7Bi8u3T7Ovpnd/Oqx09WAktYvK2/wCubdu35+7wemOelfcUMNh6Uedbr1Pn6teU7pj9L1KO2zFt5PfJ9z6VE2lNbSvMxyJMY/Dj1qa3s57v5rez80Dq/mgfoafea3pNpblL7Uvs9wP9XD5Dtu555AwOMGu+M3FXSOOPvPljqyv9p/gpUvdJ0r59Tj3s/wDquXHT733fqOtd98KP2Zvir8YbuObQfCPn6Y2d15/aVou3hwPkeRSfmjYfrX174W/YK8H+BolufiB428u4f/V2v9kzHy8ZB+eGcg5DIefp61xYnNaVOLhW26r/AIZHp0MDVm0+XT1X+Z8GxaydXPladZ5XsfN/H+ID0NaNn8PvEUzEpp3niTr+/jXbj/gVfpNB45+BHwytDBZ6f/a0if8ALTzr+HOTnoVb++fyqjoH7Z+k3KapH4H8DZmh8rzl/td/3mc7eZYeMfP0/wAK8GWf4SLtCl+L/wAjnrVsHh5ctSdn6M+A/wDhQfiK5h81dKy3p9pj+n/PSqVr8FvGEbSgaLlRj/l6h/8Ai6/Xn4BeP/iH8Ry91rnh7/hGbJcc/bbe7z/rB/Aqnqi/99e1e/wkSSSIG5TGePWsZcSuKvSpWfe//APQpYKGKhzQ2/rzP5+r/wAA61pmftWh5/7e0/o3uKxJ4o7AFbnQttu/+sf7ZnbjpwOTya/oguNPiul2yjcPxFch4s+GXhrxJ9mt9Vs/OtzuzH5sq56HqrA9QKz/ANYPa/xk/wAP8karK1Hb+vxPwi8B/GDXPhbrsd54K1fEK53QfZk/usB80qN3dz/kV+n37NH/AAUK8P8AxXWfSNftvsOq2+3dLvkk83d5rDhLdVXCoo685rY+Ln/BOnwD4osXuPC4/wCEavuP3n+kXe7lB0kuABwG/wC+vavhT4s/sBfE7wTrOkXPhy4/ttT53n3Oy1t/I+VAvyvOd27cw46Y96WIq4DF0GqUv3nRWffXXbbzOqlQlQmpvZH7O2/+pWS3k3RnouMZ/Op4GheSRo+WONx5/Cvyz/ZR/bqvfhJ4vHgr4rTf2ZZD/l92LLj93NN9y3gY9XiH3u+fUV+nXh3VbXWopb6yTNrLjZPk/vMZB+UgEYII96+Zr4arR1mjtjiKVR8sXqa1KtN3U2CXzd3GMe9edFN69DocknyvcmooorQoKKKKACiiigAooooAKKKKACiiigAooppfHapclHcB1FMaTb2pIpfMzxjFUtVcdmSUUUUCCiims22pbUVdgOopu6mGbH8P61S95XQ7NktFRCbP8P609W3U7WBpodRRRSEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA0DNRSkRLvPapVqnfRyFFMZ3Ef8suBv/HtjrS62CL0CGRNStkkZMKc4Gff/AOtXw3+3d+2JN8ObfR/Dvht98t/532l8AY2G3dOHhb++3Qj3r2L9r/8AaJt/gn4Uht4Lf7Td3ecjeU8vbJCe8bA5En4V+O+v69e+JPGWpX99P9rjHleV8ip/yzCt0A9B19K9/Lcs+s1YtrR3/J+Z4mPxHLB2/rYyrTSodS1abVNXn33EmONhHRdv8Jx0A7U4pdx3Epn5gOPJ6enzdOevrSa8ItRwUj8gjvuLen+FGkoJraaO5v8AM6Y+zweT/rMk7vmHAwOea/RYR9jD2aPmpV3JbjttWbWaSz3XeM20OPNHHOeF9+vpVMrd2xK3dr9nkP3V8wNn8R+Feu/s8/s1+Jvjv4jnDn+xtE07b9rm/dT+Z5iSbOPMRhho8cZ688CtY1aWGg51P1M4Up15ci/Q4Twn4M8W/H/X0sfBlpsgGd58yE4+Qkf60oesT/5xn728B/sufDb9nPw+msfES2/tPU5s7BvuYtmHZT/qZXByssfbt9cafjn4zeBv2VNFXw94E07+0dVbO+48+eLHzK4+WZJF+7M469vpj5E8SePfFfjPU5b/AFnU/tlrJjfb/Z4k8vChR8yqCclQfbFfC5pnSleNPRf8N5afma1cVSwvuS/r8NT6C8eft9eJPERXRvhLY/2faw5/e+dHLjO1+lzAD1Eo69/pXgmueLtcv71LfWLn+19Wvs7hsjg8rYAR90bWyoHpjHvWJ4S07WvEXiKKy8Iw/ZYXzvfej9EJHEmPRv8AOK/Tr4Bfsn+HvBdjNqV8Ptuq3WN8n7yPbtMijgSlT8rDt2r41VqtaWu3yOKnPF42qo0dvl+p8mfA/wDYd13xBdx6rq1pixbPHmR+ki/wzA9QO1fefgb9n7wZ4GVm0zT/ACrg481/OmOfvY4aQjox6V6Wtq0SkJJtz/s5pktiJ2Vi+CM5461vax9rhMtpxV6+r/rsytK9+zAW8WxP7+5Tn8DV+0CK0i5zKMb/AOlP8pl6Pj8KWGNVd2A+ZsZPrSZ6toxfLHYlqvdSwRlFmOC2dvX+lWKimto5ypkXcVzjk1JQxbcRndHx7VVvo59QtpYk/wBHcYweGzzn+laIAUYHSq15brLJFLu2SR52tjOM8Gmpcj5g5ebRnhXxw/Zr8A/tB6NLoXiOw8rVBjypfOuD5PzRueEkRWysSjk8fzr/ALIfwe8WfBTTPEHhzXdS/tDRoPs/9lfuIotm5ppJvuOzHLSL989uOK93ukmARo4ftEq5w28Lj8KljkkQJvTJbO45HHpXZLESqU+S+n9fgcCoqlPmLCrSRLtzUMN559zPDs2+Vt5z1yM1Lbu8iZePy29M5rhScPdZ22UvfRLRRRTKCiiigAooooAKKKKACiiigApCcUtVtQufsls0u3ftxxnHcCmld2GiwTimEZqOKbzFQldu7PGelRzXDKHEMfnSpjKZ29fc1zSi6krCclFFmlQYzVKa8EdxBCR80u7HPoM1JZyyPNMrRbEXbtfdnd68dsVorwaizJVOZ2LdFFFaGoU1xnFOprVMo8ysNCUm2nLTJZVjALcUublVgcrDtu2lQ5zVcTK4yDmmQX8O9l38jGeDWacnJPoZqom7F2io55GijLInmEds4pIJhOm7GD3HpW5ZLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMrO17UrPRbT+076XyLa2+8+0tjcQo4AJ6kdqt/aeB8vPcZ6V8N/8ABTr9oCbwJ4K0Xwhptp5tz4h8/wA278wL9k8iS1lHyNGQ+4MRwRjrz0q8PB4ityU9X/wDlrVYUY+8z4B+Pnxb1P4+fF7XGeX/AIl8fkeUNq97ePd/Ah6x968/0uM2+mQW7/62Pdu/FiRTNMQ2ulQxRnZcLnfPjO/LEj5egwOKS+vmhjvLxIfMI2fu92PbrX65haawlO09Jf1+h8niKiqvTYW45qmLq20uZNSmOZLbPlrzzuG08j6+lXZkaRLWRRmObdvbP3MdPrmuk+D3wpl+NPxes/Ctu23TU3+fqeAfLzbvIv7ospOWj28H3q4zUXzVdF/XYzo0k9T0H9lL4DeI/wBozxwviDVU8jRIOrZjbO6KZP4XRvvRDt+nX6w+M37TOnfDmwk8HeA4cOcfbpNzeqSx8TRt/ff7rfXsKk+O3xDj/Z90K3+GXhqHMsm7fqu8/Lho7gfupFfP+tZfve/sPkXUo/7D07ViG8+/Hlb7nG3z+Rj5eQu0HHvX5vnmYe3bpUXv/wAAVfF0sPFypv3lstf+G2M7R9OtNF1eTW9dl86eXHG0r0Up/BkdCvate10y/wDEniO0sdOj32+rb8nco2+Umf4iD1B9PxrM1UxWXhq2W/tftl/Pu2Q+YU+64zyOOmD+FfYHwl0bTv2Vfgtrnj/xNbf8JBqNx5H9naN5jW2zbcvBL++jMgOVmV/mX+HA65Hz2Eo/WVeOp4kMN9eqc1T+vy7H0x+zZ+zdpXwU0EzSfNqLfef5/k+aUDjzGByJK9zhh86eaYN8r4wMegxWL4L16Xxp4btNTntvsi3O/Nv5gfbtdl+8AM/dz071s2w+2W0chHl5z8vXHPrXQ5uDs9Ej9JwtGGFo/uldltItuec1IUz3qOOPZnnOaRo/ehSUtmdms172g4JjvT0Oc01W20K22myVBxehJRTPM9qPM9qi6NLD6huIllAU9e1SF8dqgupPLj87GdnbPXPFZyakrINVqVr6e4stLlkjXdMuMDIGct/hX44/En9sP4j3fxO8Q2cN/wDZk0/7PtXybZ/9ZCpPWH/Gv2QuQ94Li3R/JK7cPjd79K/AD4iSNqPxk8WzyHhvsny/9u6jr+Fe/ktH2tSz/rc8bM6jUHy7/wDBR9r/APBMn4seLPiJ4u1hdZ1Tzgvk8fZ4lz+7uv7qr/dFfpXp1obUygy+ZnH8OMda/LT/AIJQWlrL4n1gi32v+5+bef7l52r9TLWKK1klEce0nGTuJzRm1ONLEci3sjfAVG6Uub+tWXKKj832/Wl8z2rxrWO7nix9FRmXHajzfb9am62KTvsSUVEZsfw/rSrLu7frVWZfKySim7qTzPasnUinyt6iH0UzzPanA5q00yRaparH5tm6+uP5ire6o5fnwKuLs7lx3GuBHJEo96/Mr/goV+0741+F3j2x0jwzd/Zhf7/PHlwNnZFbMv8ArI2/vt0Ir9LBMZglxjAGfk/TrX5H/wDBTu1ib4/6XCwyI/N555za2pr1Mqpx+s/vdP8Ahn2OTEv2cbyOH+BXxs+Ini3416Pa6nrHyN52R9lt+1tIf4UH90V+1unhgHDvvPHOMetfgb8CoxL+0xocOMKfP/8ASKQ1++drGsDSY5JxmvW4ho0sPNSj59/I83Ctzqprb/gFuimh89qC+O1fIqSkro9yw6mSdqPM9qaX3dsVHtoJ2bGkPWqd3FE2ySX7qZ9e/wBKtLJ7V5/8cLq+tvhvqj2EPmzfusHeo2/vo/Xg8ZrXRTSl1Ma11G55J8ZP25/Avwm1ZdPnm+1TdzsnTHyo3aBv7/rXpnwZ+OPhP43WdxcaHcedLBt8yPZKu3cXA5dFzny26V+D9vBJ488eXrajF9vYbPl3CPH7r/Zx/dH5V7l+xj4t1bwx8cP7O0S22W0//HyvmIduLadk++CTkk9D9a+yqZQ/qjnBe9013116niUsTH26i3/Vj9tlufLvPs+OD93n2yalij2TzMP4sfyqO5kEc0TbNzc45xUVtI32y6Y8htuF9OK+LUk24rc+hUW1cv0VGZcdqduppp7EXHUU0vjtSeZ7VVirMfRTPM9qUPntQDVh1FN3UbqRNx1FN3UoOaAuhaKKKVxhRRRQAUUUUwMZd0ep3zucRHy8f981+IP7XfxLufiT8dtdgkbdbaZ5Hk8AY8y1hLfwqeqd81+y3xr8Vt4U+FWr62IfNa38n93uxndPGnXB/velfgRJrzeLte1HxC8H2Zr/AMvMG/fs2Ls+9gZztz0Fe7kmHvX5/wCtmeJmHW/9bFwfu4araRdLLrdvbScwzbt/4KSKmkk81NuMVnSRixgmcfPI23a3TZzzx3zX6bWjz1EfOJXVhlxqk8UN7osC75pNnl8gdDvPUenvX6O/AHwlpf7KP7N417Vf+Rh1/wC6Pm48i8kT+EyJ9yYdh+J6fKn7GfwjX4s/HnS5JpvK0+HzfNfZnraz44Dqeqdq9v8A27vHD+K/i7B4Tsl8jSvD+7y5M7vO8+3t5TwVDLhlPc59ulfI5njPZe5c0lNQjZHi134wvPibqs+tXzZkG3bwP7uzsF/uDtUd4TqOjX9w3+sh8vaPXLY/pRc6QmkWy+RNhe67Pf1JPrVO91c2htLpYNyQb99tvx52eB82Pl29fevzTF1Oe9RHjVKftJHr37KPwzb4/wDxOsNavV26Tpfmebzn/WQzIOjI33oh0B/DvJ8d/iNN+1l+2J4a+HOjDGgaf9p8l+P3nmafHO3DLGww8J6sfy4PsC2ifslfsha1rME32/UtV8nZBt8vZ5WobD8x8wHKz56Dp37fOP8AwSx8MR33xotPEwfFxpW/zI8f67zba7jHOcLgD0OfavrsjwrhhZ1mtUr/AJ+Z72BoKOr/AKvf9D9irWGHQoLa0hGII92evGTnvk9TWyq7eB07D0rMaxeSKeOSbc0m3LbcdParcchkQSZ4boPSvmm+as49P+AfY0drFoHFG2mrTLh3SMtGnmOOi5xn8a1fu7GjfKSkYqOTtWXrXiXT/D0cb6hP9nWTO35GbOMZ+6D6ivPNX/ak+GWiXstpfeJPInixvT7BdNjIBHIiI6EVfs6k1aKuzH2sW+Vnqy04DNeGr+2l8IfP8v8A4Sv8f7OvPT/rjW7pP7T3w5167jg07X/tO7O5vsdym3gkfejGc4NS6deHxRD933PVttV77/jyl/D+dVodWS9t1nsl+1RtnnOzvjuPrVg/6Ujw/cY4z3x3rNVG3ytDXJfRiQ/8ft1/wH+Vfz9+NP8AkrPir/t0/wDRC1/QJKfspnn+9u2/L09q/n6+ILfY/jJ4ug+/s+x/N0zm3U19Vw//ABf67M8jMvhf9dUfX/8AwSa/5GfV/wDtj/6BeV+pkTbZpfwr8sf+CTDbvE2scY/1P/oF5X6lSv5BkfG7pxXLnzSxd32R05fpTd/61ZYL57UhOarz3vkzwpsyJM5bPTArM1LxfpWlSyx3d15TxY3jy3bGcY6D3FfOe0l9lXPRdSEeps7aFXbXl2o/tI/DvSmK3fiDyiP+nK4b09I/cVi2/wC1/wDCmeV47fxP5zJjf/xL7tduenWLmrjHEV37P2dr+af4GTxVO2jPbKkAzXmWiftD+APEU4h0/XvtEp6L9juF7E/xRj0Negi5Zl3RR+Yp6HditHQq0t/yCNeMi3SB8dqaspxyuD6ZqGaZvPiQJlWzubP3eOOO9Spxk+XqdEfeLO7dSbqiWYCbyxye/txSTStAwLJ+67yZ6fhWFWEub3RvQnpM5IrzzVv2g/AWh3Bgvdd8mUdV+x3Ddge0Z9RWFL+1j8LIrqG2k8T7Zpt3lr/Z90d2Bk8+VxxXXGnU5L2MXVij1G2H/EuU/X+dfkZ/wVIuPJ/aJ0338z/0ktK/Vvwl4u03xdZzDS5/tNvFj99sZd2SezAHqpFfk1/wVJR7j43aPfkeXv8AO/d9cYtrRetelhIzWIV/60ODGVFKNn5nj37Plv5n7TWhn/rv/wCkUlfvRH99/wAK/Br9mu8Ev7ROiTFMf6/5c/8ATpKK/eISbZ2UDJOO/tXvcSPllB+v/tpzZf3f9bljbSFM96jDFuq7fxrnde8e6F4ZP/Eyvvs3/bGR/T+6p9RXxCqSe0fxPZlVUTpQMUF9vbNeTv8AtP8Aw0jkKN4kw46j7Dc//GqpXn7VvwwtZFSbxLsZs7P9Aujux16RcVrOM3BtLU53io7XPZSmO9UNe0ZPEGnSWUr7YJMbxjOcEEdCD1FZGl/EDRdYe3+w3X2hJ92H8t1xtz2Kj0NadwxvL8Woj8yFP9ec425GV+vPpXPiZ1aLi+U6YSVVH55fGr/glr/aviH+1PBOo/ZjL/rE8jfjCRqOZbn2foP6V7r+y1+xFonwGN7qM8/23Vr3Z5h2PHt2eao6TOpysnYDpX0Xbatptlqd3pcL/ZJoNmRhn3ZXd3HHHv3pdM1rT9Qvpo7SbdKduTtYbuD6jjoa92rm+LlCNKW3yPMqYaEZ863NmTc9wM9F6flT4Fw7n1xWf/a6eRdSTj7NFDtzJ9/OT6AVzOk/F/wxe2NrOdR2m43bB5EpztJB/grzKNOVSLnFXPVdRRpnZo+c8VODiuf0TxPY69pH9o6dJ9qgPQ7WTPzFf4gD1B7Vv9648MpJNSIpSU1dD6GWlBxVaeWUTwqsO+Nt2+TcBs44475rac+XRFt2JycUA5rnJPGenxWUtw0mDFjcmG4ycDnFbFpqMF0wET7s+xFEVN+89jL2qk7IuUUwSZkKY6d6bHOZLiaPbgR4w2euRWpRLSrXN+L/AIk+Efh79k/4SnxTovhr7Zv+zf2xqENp5+zbv2eYw3bdy5x03DPUVweuftgfBbw5qOlWV38S/D002py+TA1hdi8iRsqMzSQ70gXLj5pSi4DHOFYjaNGrUXuRb9EzNzhB+80j2KivOP8AhpP4Sf8ARUvBf/hQ2n/xyvRd1Yypzh8SaNVKMtmOorgPi38dvBXwL06w1Dxvqs+i2F9K0EF0unXNzEZAN2xmhjcIxGSA2CwVsZ2tjS8F/Fbwn8QYNNfQ9aguJtR08ataWVwr215LZFzGtyLaULKIWYYWQrtbIIJBBNeyqcqqcr5e9tPvFzx5uW+p1tFc58PPiH4f+K3g7T/FPhbUP7U0G/8AM+zXfkyQ+ZskaN/kkVWGHRhyB0yOMUUpRcW4yVmik01dHzf/AMFGPH48DfBN4Q20XuO2fuXNsf7p/ve1fjxpNj9k0Wz7bt//AKEa/R//AILG6k58A+FbFV2h/tWXznpLZHpivzs1G6FtaWlsE3eVv+bPXJB6V99kUI+zTe//AA54GYyX9fIYDmqWsyCDSrhz22/+hCp4Z/M/hx+NVPEFo15pklvE376TG1cdcMCefpX13PGMvePGw9pVEj9FP2DPDUfwi/Zt1vxrqUW25l8jY+7O3F5cRHhSw6OP4f8AGvlKz8RT+Mmk169Obi5xk8fw/J2AHRR2r65/a+u5Phr+yl4X8O2g2vefast1+5fQydDu/vnvXyLo2mC3s4dMDbPIzmTGc5Jbpn+tfiudYl4mo1R1/pW372ucGMqe/br/AEy0BJf/AEH+f6Vt/Dzwe/j34l+HtEhXcJftG8Zx0hZx1I/u+tUdJuVt7hrQpu6fvM47E9K95/4J7+HP7d+O95qby+WNG2Yj258zzrW5XrkYxj0OfavGw7jKDU2XhbVKiprdnMf8FU/iWJde8O+BtLf/AEWy+0+cmP762ky8sueuejH+ldJ/wSx0aB/iZ46khH+jx/YPL694bvPU5618m/GvxS/jv4zeNNcuotm37F5cG7O3NvGh+YAZ+6D0r6x/4JDzfZ9S8XW7fPJF9jy/Tdlbw9O2K/UKdKeHyybtuv1f+Z7tKdOElFvX59dT9QY38yWVf7uKbpyH7DEG4Iz/ADNQ6Zue6u9y7cbO+exq7bAGIEcD0r89wzbUpP8Arc+lp7cxOvy1RuYxJd2zl9pTdhcZ3ZHr2q6RmqF8trmNbg8nO3r+PSiUrS97YVROS90/Jf8A4KjeMvEnh7426dbx6l5elnzML5EZ/wCXa0PoW+8a+V9QtdMuvEmqz2x/tBpvK8z70WzCADr1zz+Vfs98cP2PvDfxz1qz1HU7jyxBv/d7JTu3LGvVZkx/qx2rqvD37Lfw18MLN9h8PeU0uN5+23JzjOOsp9TX12CzLDYSCnC8p/d+fl6nj1MLVq+61ZH4W3Hh2GL95/Z3/kc/41NpWoy2NpeyWUf2SaPZ/EH3ZJ9fYn86/eSf4K+CJF8ttG3L/wBfU4/9nrwL9pv9irRPG3hD7T4cm/sq8s/+WO15vO3yRDq8wC7QrH3zXox4iw9aXJUjb+vJHPLK3a7l+H/BPhD4C/tqeMvhbcRRalL52ntnPywr2kP8MLHq4r9bPg/8UdG+KuhrqmkTbx/y0j2uNnzOo5ZVznYegr8F9f0/UrC6m8OarF9mljxiXcr5yBJ0X6gda+5/+CV3xQbw74q8SeELi1+0HUPs2y58zb5flpdyn5QpznOOox+ldmYZfHEYKeJpR1jbW/nbqTQVHDVVJz+VmfprqH/HpL+H8xX8/XxP/wCS3+Mv+3L/ANJkr+gK5k88XUOMbNvzZ655r8APiTH53xt8ZnOMfYv/AEmWvD4fi3Wsv60Z15l7tNye1v1R9c/8Elv+Rm1j/tj/AOgXlfqXdRmVZAOvFflr/wAElh/xU2sf9sf/AEC8r9TV/eyuOmMVw59FVcU4+SOjAJezafW/5sjuLcOAufmPTivxB/a/+IGsyfHXXdM1HUvsMUHkeSPISTfutYWb7q8Y46nvX7e/ZCLsTeZwP4NvtjrXzp8Qv2IfA/xL+JN/4u8R/wCnNceX5Nr+/j8jbCsTfOky7t2xTyOMY96wwNeGDd7X/pmtenTlsz8dClzDD5i/6fn6R9/8/lUVloUmuw3U9xYfYRb7MfvvM37jjsRjGP1r9z9E/Z6+G2gwrDZaL5QXP/L1ct6nvIfU1d1v4ReDp7Qfa9I3JH9xftMwzkjPR/pX2b4njUpOgqTV+t/O/Y8qeBqtOUEfg34d1NdH1AS6fP5V0vT5M9QR3BHQmvsH9mH9u3xZ4L8XRaP41bzNLvM/ZjiIY2Rys/8AqoC33mTqfp3r1/8AbZ/Ye0Z/CFx4s8Kt/ZM1tt32mHmzukgiHzyTem49O+PQ1+b+p6sPE3hyKzlut+o2ecP5ePI3uD0wA24D8K6qVTBZhS5W9e1n/wAN0Mlz4bWrp/Xkf0I6L4is/ElnBfWEvm2rbsttK9yOhAPUGtGB/JmlOc+ZjH4V8Rf8EvfihdeJPhteaPfDzriz2Yn4Xfvmu2+6FAGAAOtfbO1vMiULlBnLZ+7+FfleaYdYTEe69f8AgI9qhVVWPuM5z4gePtK+FPhu41fUWwg28Yf5vnVf4VbGN47V+Vfxz/4KI+NPiDqUmm+FD5NhHjzz+5bORGy/6y3B6q3Q/wBK0v28/wBoi6+LXja58D6Qv2O1tdubvIk3bo7eb7jRqRyhH3u+favmTwbotxrWqaV4X0BNlzJ5v2u9yDuwrSJ8jkDoGHB9zX3WUZYpU/b11Zf8OujPMrYu8uSO5lzeJVnu3n1abzbp8ZG3HQY/hGOmKSHw/YXjvcXS/ex5L5b5ccNwDznjrX6l/Az/AIJ4+HfC1pHf+Kb7+252z8nkyW+MGResdwR0Zfy9zX0Cf2cPh/iOybQt0Mmf+Xy44xz/AM9PWumtmWV0p+zi3L0T/VoxhhcZKSk42Xqj8Tfhr4t1r4Xa79t0zxTtA6xf2chz8rDqwb++TUvxT+Jmt/F7V7SfWFz9j3+VJlPm3qgPCquPuDrX6g/Fn/gnD8OPHemvdaNb/wBg3nGJN9zc/wASDo1wB0U/99e1fmt8ePhbqH7PnxLl8IXuo/27CuPJufIW3x+5jlb5Qz95QOT298CqeIwOIrR9jLXs0+33fiXi6NVR1RD+zf8Au/2htEX/AK7/APpJLX73GRY50U/efOPwFfgr+z1Dj9pTQ493Xz+cf9OclfvJcMCwkK5MfTn1rz+KG6VaN13/ACib4G3L9x+b37aX7YniPwD8QW0PSj5Y7D92f+WUD/xQn+8e9fFnir4q+N/GOpSSatcfuVxsGyDuBn7qjuor3P8A4KZ6Wv8Aw0vb2Nu/kGXd+8xuxiztT0Jryf8AZ88Pv8RPjHp/hq/u8QXXmYl8v7m23kk6AgnJUd69nKIUqlD2ko6evmycVU5Hyvc88udU0sZWT5rg9T8/+GOlVF0CNoZHv1+STHkvk/Lj73APOeOtfuFo37Inw20m2it5NE+1TpndP9ruU3ZJI+XzcDg4rel/Zq+H97YtbS6Huhb+H7Xceuevmeteas5wccRzKLcV/kczweJUk2vxR+MHwBs7i9+NmjWVl4oyo8791/Z4/wCfaQ9T+NfuvqNtbw6cFuJNmzpLtJxkjsPyrwXwp+wD8L/B/wARoPF9hpnl3cO7Efn3R6wmLqZyOjHt/jX0EdPljuJme58yKTGyPywPLwOee+a8rOcyp4urH6urpf5LuenThVhHVfkfgD8Xb65ufjdrYttc2p+4x/ogP/LsnrX2H/wSOe5m8aeOTJf/AGxY/sOR5Ij25jvP8/hXyF4/Fxd/HHxKy3PleV9m/gBzm2Wvrv8A4JK3csni7xrK7bg/2L5cDjEd4OtfR4j2dbL5Pls0n18zz1Wmqy9pt/wPQ/Qv47PJafCfXnt/ll/0fB6/8t4/WvwTsvFvi230+S4+2YWHG391D3OD2r96/j0hj+FGutuyf3Hb/pvHX4G2NxLqmmzWQfyhJt+fAbGDnp+FeNwnThUxEoVNtPykd2Om6UE5aL/hj9XP+CWWsX2v/Ao3Woy+a3Y7VH/L1dj+ED0FfacVwZLy5iI4i24/EZr4V/4JPu998Arq03eX5Oz58Zzm6vD0/CvvBUAkcgYJxk+teTnMIUMbKFJ+7p/6Sv1OzCNKH9d2SVgeLLe2l0p3uZPJCYxLtLbcsOw61vbqx/FCkaHclWwRt5x/tCvDsudc5vWTcdD+e3Vr64vr3Xduu4RfI4+xj0H+FfdP/BKzxXd3Pin4kWsl99sVP7N2/uRHtyl2T25/+tXwnez3S32vbbjaP3HGwelfcn/BLFze+O/Hqtwf9A5/7ZXdfoGIwdOnls5L4tLf+Ba9ex4NKtGNZKTP1HxiXPrX59/te/8ABRi/8H+JNd8CfDGD7Jq2m3QtL3xPdRq/lTROwnhgt5EKnDKqGV8g4kCofkkr6o/aq+KWofCH4BeNvFmkx/8AE1061jitHyv7qaeVIElwysreW0ofaQQ2zacZyPwxrgyTL6eIcq1ZXSdkvPfX8DXH4qVNKFN2bLGpald6zqN1qGoXU99f3crz3F1cyGSWaRiWZ3ZiSzEkkk8kmq9fef7Cn7Cnhj4u+BY/iF8Qo729065upYdM0eC4EMFzDGGjeaV4283/AFu4KoMZBgyd6uBX6L+EPht4R+Hv2v8A4Rbwtovhr7Zs+0/2Pp8Np5+zds3+Wo3bdzYz03HHU17OMzyjhJulCPM18l6dfyOKhl9StHnk7Jn8+te9fsL3Hidf2pfAtr4W1b+ybm7uil8XciO5sEUzXUDjawbdFE20EcOEYFSoZf1t+If7Onwx+K39oP4p8DaLql5f+X9p1L7KsN9Js27P9Kj2zDARV4cfKNp+XIrzrwT+wn8OPhn8a/DvxC8Hx3vh/wDse1uYTo6XD3EFxNKjRiYvMzuuI5JQVBwT5ZG3awk4qmfUK9CcJRak0/NXt/n5G8ctqU6kZJ3Sa8md7+0roGt+Jvgvrth4b8K6X421sy2c1toOtMBZ3TR3cMhEuZYgyqEL7WcK23aQwJU8F8fvhh4x0r4u+FfjJ8ONLvfFXirT7UaDeeGhqkNhaXNg0jytJI8hG7bukUJk/vHt5cYgZJfozbSgYr5CjiZUrJJNa99bpJp6+XTU92dJTu2+34Hi/wCxr8PPEHwp/Zt8IeFvFOn/ANl69YfbPtNp50c3l77yeRPnjZlOUdTwT1wec0V7TRWdWo61SVSW8m395cIKEVBdND81/wDgsX/yK/hL/t7/APQ7Kvz41KLzHHt/9av0T/4LHac48A+Fb5TuCfa8pjHWWyHWvz2dRJYw3Wf9bu+T0wcda+9yN3pr+u589mO/9eRkD93Xb/APwv8A8J38e/BmjsN0E323eM46WsjDuD1X1rjGi85C2duPavoL/gnhpSa7+0noYZvLaDz8NjP3rO59x6V7+Jmqac301PJwabrI9w/4KV6y1/4/8N+G4uLa1+05X03RWsnXGeo9a+fdTAt9cvpE+5+7x/3yK9h/bO1FfEn7R2oW0i+S1t5eGzuzus4D049K8YvcywZPBl/i+hr8Vrfx5fL8jx8VrWf9dCpcXP2b/SOmf/1V9a/8E/4P7GtfiH4ixjyP7O5+puE9/X0r5Fv7b7ZYi3D7CP48Z7g9K+vP2My1x8IvixZxjbJD/ZPz5+9m4nPTtXn4ePMpI6MB/v0Pn+TPzo1PUftuv63cdftHkf8AjqAelfYP/BNHxJH4V+N2u6LI2PtnkYGD/BbXT+h/vetfGNjZZsLm7Mvzxbcx7euTjrXsv7Mvi1dC/ay0K+m/cWt35+8/e2bbCVR0BJyTX7cqXtst5P6+I9KOtZ+n+X6H7sQqqyOf4mxmi0/1C/571XgC3Mpulk/c/wAJ29e386sWZzbqcYznj8a/KUvZtxPtofATVWuLeGba8q52ZwcnjNWiMVSuXl+0QRLb+bBJu8yXeB5eBkcdTk+nSpcOdkOViW0ukuFby/ujvUBintpCyv5gftgDGK+f/jl+2X4P+B866fIPtl7/AM8szJt4jbr5LA8Sevavgz4gf8FBPiRqmqStpWnf2HZvjy5fPtrjz8KueGgyu0g/XPtXsYfLqlZaaf16nDXxSpwcux+vIllI5i/8eFQS3ksWo2cDJsWbfnkHOBmvww1D9rj4v3N15p8T+Sv937BZt2A/55VtaL+3H470G7h1HVdc+3yWu7yYvskEedwKtysJ9QeR2reOQ1Obm/r8yKWPjNWf9fgbX/BSjwl/wi/7Sm6yTbay9s9MWdr6knqTWV+x94qOmftP6Hb2vAn8/f8AhZTEdR7muF+LXxWn+M/iu21a+uNs8u75Ng4xGi9QqjpGO1dJ+yRYCx/au8Oow3FftPzdM/6DNX2lDD1qFDkm7rrseViqtOonY/cmZdj3L+u2v5/fHv8AyWjxnn/py/8ASZa/oAvDvjuF6Y281+AvxFG34y+Lx/15/wDpOtfO8Of70/l+Ujuzf/d/v/OJ9a/8Elv+Rn1f/tj/AOgXlfqPu2zSfhX5cf8ABJb/AJGfV/8Atj/6BeV+o4dRO6scE4xx7V5mbtLGNvsvyOvAtKKb8/1JRLjtUc9xLGyCODzc5z84GKja5lglfzoPLt1x++3g5/Ac9eK+Wvjf/wAFB/Cnwvee00m1/ty8j27/AN5Lb7M+WR96Bgchz+XvXivDVMQ7Uz0Z1qcNWfV68fMUw31pquZGO+Pbjod2c1+M3xB/4KB/ETxaz3thef2HCcYTyre4/ujqYAeqn8/auKk/a++Kl1BBcWXi77dMm7dH/ZtrHsycDkxc5Gfyr1qGR4jd/p/mePUzGKdkv6+4/bxBNqhvLXULb/Rvk2/vB83c/d5GCBX4R/tBaRZaD8ffFel2Nv8AZ4h9kwN7Nn/RY27k+p716Z4V/bJ+MvgPVYnvNT/tUXOf3P2eyhxtU9xCf7wP4V5b8RdY1bxf8Qzq2r2P2CZ/+mySebiFV/hAAwFHbnNfSZRltWjU97+t/M8rF4uNRa/1sfSf/BKDxBNbeMNVsD9w+Vxx/wA87xvSv0n+NviT/hFfhhrGohtjw+TjjPWeNfQ/3vSvzQ/4JYRrcfFLUyBsx5XHX/lhd19yft66kdF/Zo8VX6nLwfZcJ/e3XtuvXBx1rwc5pRnj4031/wAke1g6kfYNr+tWfix4Z1acahrniS7PmFvIw2AM8GPsPp2r7x/4Jb/A9NRPiLxlqKb45vs/2fnHT7XE33X9h1X/ABr4E0eGO3+GF5C0u559mDt+7tnJ/Gv2T/4JyaYtl+zJ4cnByZ/tOf8AgN7cj1r6TF1pYbA8kdP+HPIjHmr6P+kj6buFi1QNGr8L1OD3/wD1U+1Cvdune3xg+u4VZEYEhccE9femrB+/EgOP7wx14r89jaXvH1t7R5SrZXYt9OiZhnOf51+SH/BUieOX9oLSVQfOnnbjzzm0tMV+uNoVXTU3LuHPGcd6/Ir/AIKjBR+0TpuBgnzMn1/0S0r2Mr/3uPz/ACZ52O+B/M8U/Z7/AOTmtD/7b/8ApFJX7vT/AOrk/Cvwh/Z7/wCTmtD/AO2//pFJX7wOvmMydN3evc4v/jQ+f5RPPwO33fqfkX/wUu/5OvsP+2n/AKQ2teZ/sef8nOaB/wBvH/pFNXov/BSe6879rWGPbt8ndznrmwta86/Y0/f/ALR/h64+7u+0fL/25zjrXs5P/wAi9/L82cuYfxl6P9D9xH/4+T/ntU0P3BUJ+a5f2x/KpouFr8xh8UvkfT1fsj6huOq/jU1RTjJX8aF/EJfwn8/vjH/kt3iz/t0/9Jlr6w/4JJ/8jL4w/wC3P/0C8r5P8Y8fG7xb/wBun/pMtfWP/BJYbNa8azdfL+xfL65W8Ffoz1y+p6fqfL4jSf3H6I/H7/kkuu/9sP8A0fHX4D+Gvvn/AD61+/fxtj+3/DbX7XOzH2f5+v8Ay2jPT8K/n98IXP2lFfZt3Z4zn+9Xk8Kf7zL5flI9POF+4T/rofqf/wAEj/8Akiepf9sv/Sm8r7yX/WP+FfCf/BJODy/gjfndnd5fbp/pN5X3WjZlkGOmK8bO/wDfZ/L/ANJR2YX4F8/zYtZfij/kBXP/AAH/ANCFalZXijjQrn/gP/oQrxp/HH5nbU+Fn89F9/x+69/27/yr7j/4JSf8j/4+/wC4f/6KvK+HL7i81/8A7d/5V9x/8EpP+R/8ff8AcP8A/RV5X6Zi/wDcH6P8z46X8df12Psn9uTw7qHif9lX4mWemW/2m5itba9dN6piG3uIp5myxA+WKJ2x1O3ABJAP4q1/Q3c6baazb6lp+oWsF9YXcRguLW5jEkU0bKVZHVgQykEgg8EGvxi/ay/ZK1z9mrxIlxEZtW8D6lKV0zWGUbkbk/ZrjAAWUAEggBZFBZQCHRPMyDF04ueFk7Nu689Ff8jtx9CTjGstlo/vZ9if8Exv2i9E1f4fQfCbU7qCw8SaTLcTaVCylBf2ru0zhWLHfMjvKSoC/u9pAbbIV+66/nSr6c+EH/BRD4vfDC6sYNU1j/hONBg+SSw1795OyNKHdluwPO8zG5VMjSKob7hCqBeZZHOtUdfDvV6tPv5P/P7x4TMI04qnVW3U/ZGlWvln4Of8FGvhN8Up4NP1W8n8Caw8SFk18olm8mxmkWO6DbNqFCA0vlFtybVJJUfT2l6laazp1rqGn3UF9YXcST291bSCSKaNgGV0ZSQykEEEcEGvja+GrYaXLWi0z3qdWFVXg7lqiiiudGoUUUVQHyT/AMFGvAI8dfBJpwu77Fjvj79zbD+8P7vvX4+6Je/a9CgH9zd+rGv3r+Pfh5te+EGs6Sr4abyfmx6XEbdMj09a/A6z01/DOpahocrec9p5eZcbd25d/TJx1x1r7bIcTTk/Yp6/8O/8z53MY7stRf6lvwr6G/4JsXa2/wC07o8Z6yedj8LK6r56dfIhODuz+FerfsKeIB4e/az8EBo/MS4+3ZO7G3bYXHsc9a+tzDD1I05Rkt0/yPLwK/eo9X/bGElj+1DrbdFPkf8ApFBXnEsqzabZMOvz5/OvZ/2+NP8A7M/aHvJW+ZLnZhv7u20tx+PWvCtPiZUe3Y5EOMPj72cnp2r8Qr1IrEyi3q7fkeFjP3dW8v60JGr6/wD+CfEkd7feNdDkOBqX2L/yGLl/88ivkGUbPevof9hDxR/Zfx10uw8rf9u83ndjGy1uG9Pf2rlpNYaVq2l/66G+Ba+tQq/Z1/FWPhq70ySz8Q+KNPxgW/2Xjj+JN3rVXWpZrPTv7btH2XVv91sA/eIQ9eOme1enfGjw83w6+P8A440G7Pmif7D5c/T7tojn5QW/vgda89s7YnStLik+c3Xm74+mza3HPfNfumVV6VTB7/n3Z60o8tZVPs6flr+J+4n7K/j6D4nfBLSbpJt90fN84bCNv+kzBf4VHRO1e0Rghm9OMCvyV/4Jp/H8fDLxPfeDtZTz7a82eXd52+XsS6lPyLGxOS4H3uOvtX6u6ZcSyDaV8yMdJsgbuv8AD+lfl2ZYedHEc6Xu66/15n11CtCrH3WXZ5vLr5k/bd/aJj+C3w5hs7Yf8TrWt32J89PJmgMnBjZfuyfxY9smvo+9E00mFi+X+9uH8q/Mr/gq/e/2jrXwtjQeXJaf2p8/X7y2fb8KnL4rF1OWnq/+H/yOfFz9lHmloj4TXSnurafWPHFz5l/Nt8tfLx0Ow/6o46bOo/rX1N+zn+xL4p+OGizahrM32PS7fb9gO2J9+5pVk+7MrDDRj7w78V84aTpsWufEnS9K8QSfabaTzf3u0rtxCW6IQTyFHWv3q+H2jWfhXwpZ6dG2baLf5bYPOZGY8ZJ6t3Nfb4yu8toWivfv/X9eZ5FKKxkv7rPkvRP+CZHhWO1232q7n9Ps8o7n0ufpU9z/AMEw/AgicLc+eXx/yznXGP8At5r7OMtpcHAbP4GiG3ht5gqjy2k+7yTuwOfpXxks7xzqe7r93+R6v9n0ox0PxE/bB+Dul/BL4gWOm6eeP3n97/nlC3d2/wCeh71U/ZKuJZ/2sNB80Yx9ox0/58Jq9G/4Kiru+OunsqbI/wB53z/y62lcL+y4xk/aw8PGKLIX7Rk7v+nCWv0fDYmvWwblVVlp27nzNemqcvkftzc/8vX/AAGvwH+I3/JZ/GH/AG5/+ky1++lzIzG7CpnGzHPWvwK+JSyj4s+OriKPzTB9gym4DO6BR1r5jh1WxLv5fkz3szpyq4a8Ff8A4dH1r/wSW/5GfV/+2P8A6BeV+obtA14IZGxJJ9xcHnAya/Ln/glLL9j8S3wVfNkm8vKZxtwl3371+n7y28mswJt3zpu+bJHl5X8jkV42f2hi3CejdvyR0YGPPD0v+p8Vf8FCP2o9X+FOjyeHdLGye4xub5Dna1s4+9Ew6Oe9fmFp3huCW1e51C487UNWx5S7Cu3yiQ33Tjpjrj8a9/8A+CheqX2s/tKaha3b7LS38vy1wp37rO2J6AEYIHWvOv2b9Cj8bftB+G7G7t/3TfacRbz8uLSU9QRnO0V9nlNKjh8N7apt8+7R87jJt1HCD6f8Nv5nvn7MP7A2pfEG1e618/Z9O45+Vu8o/gnB+8q19Kf8Oy/hpI8sd63/AB742ti5/i68C5+lfYduiadHHY2cv2YnO0bd+O56/U18+/Fb9pe28J/tAeDfhtb6V9rm1v7Z9p1H7QU8jybRLhP3ZjO7cG28MMYyc9K+Wln+JxdV/VNvlp9666nv4TL6UrKp8T/ruea+L/8AglZ4B8R3VvcW2ofZRHu+Xybh85CjvdD0/Wvzu+Jfguy+HXxm17w7Z3H2hbPyMnYy4326ydy39496/eEajDbTDzbzandPKPPHrX4kftXXqr+1X4zjWX7UqfYv3u3ZuzYw9v0r2ckzHEVKrVb9Oz7I4sywlKnGzf5+R7D/AMEqWz8TtV4/55f+ibuvt79vzRm1b9mfxWgPyr9kz/4G2/v7V8Of8Epv+SmaoPXyv/RN3X6N/tLeDLr4hfBfxHoNm/l3N39m2NgHGy5ic9SB0U9683NZR/tKDi9dPysa4WMXh5KLu/8Agn4NXum+T4fECngdf++8+tftL/wT21W2u/2Y/DFtAcvbfat/X+K9uSOor8WtQtLzT9Xu9Aul2agmz93kHqofqOOhHevv7/gll8Z/+EaTWPAN9b+fKvk7bjft2Z+1zH5QhznIH3v8K93Mqca+DtHWS/z/AMjnw7VKp+80P0+JxRGcmqd3qEVpLCkp2iTODyelOguQGIUbvX2r80pqUZcrPpeVztKOxHbf8gxPx/8AQq/I3/gqP/ycTpv/AG0/9JLSv1sFysMkFjjLPu+f0xz0r8if+Cqeo28Px70q4gf7ST5u5MFNv+i2gHJ619DlUW8ZG3n+TOPHQlyHjv7Pf/JzWh/9t/8A0ikr94R/rx/ntX4O/s2H7b+0Xolz9zHn/J1/5dJR1r94Q2bjp0/wr2+L4v6xCPXX8onnYBN6L+tz8fP+CkH/ACd234f+kFrXBfsWf8nA+G/+3n/0knrv/wDgo8m79reRs4xjj/twtq479h7TBe/H7QGMvl+X9o425zm1n969TKKkVgJJv+rs87Hzi66sftsP+PmX8P5VNH92oU+e5k7Zx/KpoDuX0r80impSv5H1kv3iUo7D6im6r+NSE4qKdsbeKiMlzkz0jqfz/eMv+S3+Lf8At0/9Jlr6w/4JOH/iYeOv+3D+V5Xyf4yP/F7fFh9fsn/pMtfWf/BJ6E/afH8qnc0f9n4T+9kXg69q/SOeKy+bf9e8fJ4mcXOy8vyP0c+KsXmeC9cH97yP/RiV/Px4Vt/JsLZsdd38zX9Cnj60e/8AB+pqgw8nlfLn0kXv+Ffz+39uPC2oaxo8reZNo/k4fGPP80b+nO3bn1OfavI4XkqeJk5f1pI9bNX7SguX+tUfpr/wSQuwfglqQzyvlf8ApTeV96IMSyH1xX5s/wDBJrxhb2fhK/8ADTr++l8vEuTxiS8k6Y9OOtfpELtBI4JwRjIrzc7pyWMfnb8kduEanTvHZN/myWsrxT/yAbr/AID/AOhCtD7TGTjd+hrM8UShtBuivI+XJ9PmFeJOEpSjZHdNNxZ/PXf/APH5r/8A27/yFfcf/BKT/kf/AB9/3D//AEVeV8PX3lte68Fkyf8AR/4T6V9y/wDBKuIQ+OPiDIG3bf7P4xj/AJZXdfpOL1y+Ulsv1Z8g4SeIS/rofp/bf8fNx/wH+VV5NNtNZ0W40/ULWC+sLuJ4Li1uYxJFNGwKsjqwIZSCQQeCDVlF8qdj18z9MCpIIvIiCZ3Y74r81mnz8yPqqbXJys+Qvi9/wTJ+GXxBur7UvDNze+AtVuMMsViq3GnLIZS7ubZsMMqxUJHJGi4TC8EN8PftA/sMfEf4H32rXlrpN74q8GWW0r4isrdBuTyPNlkkt0lkkhjjIkUyPhfkByNwFftCBigHNe7hs7xWHkk5c0ez/wA9/wBPI4KmX0qi2s/I/nTr6D/ZE/a71z9mPxU0Myz6v4G1GUNqmjKw3I2APtNvkgLMAACCQsigKxBCOn2R+3t+xb4Y8QeBfE/xO8I6b/ZXi/T/ADNW1SK2cLBqUICm4d0ZgsciIrzbkwXIkDK7yBl/LSvucPXw+bYd3WmzT6P+tmfP1KdXBVVZ69Gf0T6bqVprOnWuoafdQX1hdxJPb3VtIJIpo2AZXRlJDKQQQQcEGrNfKH/BM7x9q/jj9miK21ab7T/wj2qz6NaTOzvI1ssUMyK5Zj9zzzGoGAERFA4yfq+vzLEUXh60qL6Ox9dSqe1pqa6hRRRWBqZ1xELuSeKUbovlwM49+1fh5+1/8MpPht8ZNRuNu231Py/K5z/q7eEN/Ex6v3x+NfuY8beUFD4b+9ivhP8A4KW/s7zeNvBXh/xRp995Mvh77R50HlBvtPnyWsa/M0g2bdpPAOfavRymsqGJUv62Z5WOouav/XQ/MIfvIam+HniJvAXxS8O+IgdqWP2nJ9N8DJ6H+96Gqnh6U6toU92q7J4tv+j5znLEfe6dBms/W7b7b4Ru53HlMdm4Zzs/eAfjmv1qtXWJipI8GivZVkmfoP8A8FDtM/trRPD/AIwgGftX2jLf7rW0Xcj0/u/4185pGqQJj7xzn86+sNcsY/j/APsZaTqNtP8AZP7J87d8m/zPN1EL32Yx5Xoevbv8daRrY1a1W8WPYk2cJuzjBI649q/DswoOniXNr+rI8TMIc8r/ANdC1cHOa2PhT40l8A/F/wALazG21bf7VuOAfvW7oOx/velZ8loJE3b8fhWNeWBvLqCESeVu3fvtudnGfu989K87EL20kcUKns4Hv3/BVj4eeX4t8NeN9NG6O8+0+e/T7kdpCvDN9ei/418g65L9n1bULqHmCPy/J/FQG689fWv0S0mL/hr79lK/08r/AGRqOk+Xtmz5+/zb4seP3YGBBjqevbHP5v6Lq32nQtOspLfdd23mfaV34+8xKdsdPT8a/WsjrQlS9n/XVn1EW6lHm/rcpX5vop7bWbB/LnTdk4U9QE78dM9q/aH9i747r8WvAS2YfF/p2ftBx97zJZyv8CgcJ2zX49B1eTyyfIj/ALv3v1rrfhD8W9a+DfjJNTsLvyNPOftKeWjb/wB26pyUYjBkPQV6WPwEa1Fw69P6uaYfEOnGyP3lhe6S6KzfNGfutwO3PSvz4/4K0/D66u/CnhnxDp0W9rL7V5g3AY3yWaD7zfXoDX2L8EvjPpnxs8JDV9LGQPvr83H7yRRyyL/zzPaui+IHgmw+J/hbUfDt5J5Ql8ve21jsw6yDgMuc7B3r8qoxqYDFX/rb59z33KOKp2Z/Pr/ac+t2el6iPlu4fNz0PU7fQDoPSv2Q/ZS/aq0Xx54XuNM1C4+y32m7d77Hff5jzMOFiAGAo7nrX5+ftBfsgeMfhN4mDaVY/wBs6cn8XnQwdUj7NKx6ufy968I1SwnvdTnm+x+RPHt3w+aG2ZUAc9Dkc1+pzwlLOMPyt6vr/VuiPGjKWCndLTt/V+5/QfbMdUQT2uoZQ9D5P4d/oaiu7q10n/SdSu/M8v7reWRszweF65yK/n/03x/remnyI38hR7I3qf7vvWlrPxM1vS7HyR4k+xfa+v8AoCSbtpB/u8df1r5ipwsqUr834f8A2x0vOJt8qhr/AF2R9B/8FOvENj4k+J2nT6c3mAeZzhh/yxtR/EB6GvP/ANkC+SD9p7Rd3Mknn/pZTV47deJZNcmhlurv+0Hjzz5flZyMdgPQflXrH7JGjatP+0hoGtWth9qgh+0eZF5yJszZzIOScnJz0HavfpYP6tQ+K6/rzPMjiJYut7OSt/XyP3EtJDJd3SEY27f1Ffgl8UdB1PTvj74ngK7IL/7Lk5U52WqH1z1PtX74fLBOx6tL/QV+eH7c37HviHW9R0vxN4SuftDR+b9qi8uNduRbxpzJMM9G6D69q+OyzE+xxKa/rRnv4xtUOVf1qfKP7EfxfT4GfHqOLVRnT5s7/wALWfH3Uc9ZBX7G6F8SfDHiO8upNKvfPuTtyfKlXPB/vKB0Br8C721urLU3i1i2+w3qY/e+YJOq56Lx0x+dfRX7Av8Awkviz43RLa6nvs7PPmx/Z4hv321xt5OCMFT0r6TNcFTxc/b31/4Y8zLsRKM+Ro7X/gqv8Pb3S/iLpHiKzh3W8nnea+5R0htEXgtnqT0FfKdj4vvvAnxCtfHOjLui03du5X/lpF5I+8D/AHj/AAn+tfuJ+0B8I9L+OPg6bwveXv8AZ11PjyLvyml8vbJHI3yB1ByIwOTxnNfjV8YP2fvEv7OWsDw1rJ/tCwf/AFF1iKL7bhUkb5Vkcx7DKByfmx+WfD+bUXzYOr5d/N9F+p01sOlL2jP05tv26PCt18Cz41Nxt1EdLbZKf+XryvveRj7vP3f8a+b/APgmwmsfGD46eMfiTrTYa2+x/Z+E+bda3Vu33duPuDqv+NfDvmW9za/ZpJPsFsP+XTaZO+fv9evP44rQ8OfEqfwRewmz1v7HAmcQfZA+7IP8RUkcsT+NelPIafsp+we/9dzhjjZxqpxVz9/Z75r2wMtvP5YPQ7M45x3r8Rv2r77Urz9pjxO9+29P9F8o4Uf8uUOen4da8zHxX1n7EbaDxdhW6/8AEtTnnPdaytQ1JdQ1q81pJPtVxJs3x7dmcKEHOMdB6dq87B5bPBVOeT/rXzfcMXUlXjr/AFsfXv8AwSkP/Fz9U/7Zf+iLuv1muI7gahaNE3+jjf5wwOePl9+vpX5Of8EprK5tfiJeT3MXkxTbMHcGxiG7Hav1imuhJcNBFJtkX7/y5xkZFfOZ3JzrOVPey/rU9nL6fuu/9bn5If8ABRT9nu6+FfxUb4k6bFv06fG4bgPuwW1uPvSMern+H/Gvm3wb4p1C08YQeO9Bbygm77WmFbGY2hTlx/vdF+vrX7v/ABQ+HunfEXwpPpOqwfa4324+dk6SI38LL/dHftX5S/GH/gnx458AXFxqPgy6/tvSLjb9stfLgt/s+0IsfzSzln3MznjpjnqK+iynMqUafJX3/wCH7I4MZTcXdH1/+z5/wUR8F/Exk03WJ/sd+M7pNk0mf9Y3RbdR0Qd+9fT9v4j07WLee50fUNqrt8yTyGPfA4YD0PSvwAul0fSLxrSS1/sPVY+r+Y9x1GenK/dP6+1atx4y19rNbbUNb8iAf6l/skbb+ctwoyMHHWsq2QRx1S9HRf15ozjj6lODS/r8D98pfEtrp0kYu9R3Bs4XyCM/kPcV+R//AAUqvrfxN8Y7G5trz7Wo3/8ALIpt/wBHtR3xnp+lfOes+LW1Z7djf7/K3Z/c43Zx7cdKx7c2k+vu8Y8qS7x8vJ+4laYfhuWBxMZTl+Hl/ifcwr4ypVgel/s0fu/2gdEX/rv/AOkktfvEseJl561+In7Lvw18R6n8cdO1A6f5NtB5mW86Ns7raVem7PUelftwuowS3UcavmTnIweOKniqlCNenOLu1f8AKKPVyxNK/wDXU/IP/go2dv7Wso+n/pBbVwn7E199l/aA8PDpv+0fpaT12X/BR+7J/aKbXIY/OU4/c52/8ulqnU/n0rzr9jW2u7n49aJcW8HmLZ+f5g3gfftZwOv9K9bI1CWClzf1qzya9LnxCsfulAP3sn4U+1OVNNJ8qcADd5n4YwKdDD5QPOc+1fmDl70kvI+uguWFiSoLkbSnfrVgjFUr24ijkhSR9jPnaME5x1p0oe9cUo80bH4BeMv+S2eK/wDt0/8ASZa+vf8Agka2dc8cr2P2HP8A3zeV8f8AimRZfjJ4ymc+WI/sfHXObcCvrv8A4JHQi7g8fXscmG/0DKbenN4OtfpNXk/s6cFv/wDbHzE6DdVfL8j9R1OZpo3GU+XH5V+H/wC154DT4P8A7QN7NfW+7Ttf2bG39PItIQeAzHq49Pxr9wWDTxowOxue2a8L/ai/Zn0L9oDwskV4fs2p2Ofst1+8fZveIv8AKJEBysQHOfb3+My/EfVq/M/60Z9FXoRqUHF/1qfj34B8c6v8BviXa61p8mNLO7dwnP7lkH3ldvvSHtX7IfBL9p/w18a9InuNOv8A7NNabfPTyZW+80gXlol7RnpX5F/Er4JeOvhhBNo1/o/9s2Q27b37VBBjlX+4HY9XA69s968+hWOys7SKyf7NPFv89cb85OV68dM9K+4xOXwzZpRfvf15rsfOYevLDe49j+go+IbMpu/tHI9fJP8AhXNeKfiDollpsttPqXnST42L5Dr90gnkLX4Yf8JJfCDy/M/Havr9Kg0PxJd+HdXjv5Nd+xhc/uPsYk875Sv3sHbjOffNeDLheVCfNKX4f/bHdLM47f1+RzurWH2GfXrlWyjeRjj2A/rX3J/wSbmafxh8SGbp/wAS3H/fu8r4dtdN1DVrK40+xj+3tNt/e7ljxg7uhPsR+Ffod/wS+8D6z4dvvHl3qun/ANn7vsHlDzkl83AuwfusduMjr1zXsYyjTo5fOKeunT+8cFGsqldP1/I/Qjxz4stPAfhLWvE2oRzzWGi6fc6jcR2yhpWjhiaRggYgFiFOASBnuK8v+GX7anwf+J3haPWo/Gel+GHMrwyaZ4nvrewvImU9SjSEMpBUhkZl5xkMrKOE/wCCkFz4iuP2Yb6z0DRp9Whvr+BNVNvbSTtaWUQe5eclPuKr28QZ2BUKx6Egj8fq8PLspp43Duc5Wd+nY68RjJUKiUVdH9FtItfz2+E/G3iLwFqMmoeGdf1Tw7fyRGB7rSbyS1leMkMULRsCVJVTjplR6VY8X/Ejxb8Qfsn/AAlPinWvEv2Tf9m/tjUJrvyd+3fs8xjt3bVzjrtGegq/9WZqf8XT0/S/6lf2srfBr6/8A/VT9uf9q/wb4I+Dninwlo2vaXrvjDW4rjQm02zmW6NkrfurprgI48llRnVQ3zeYV+RlV9v5E0V9Tfsu/sDeMvjvPZa5r8c/hHwN5sTyXV3G0d5fwMnmbrNGUhlIKASthP3mV8woyV9Fh6OHyfDvnlpu2+vojy6tSrjqi5UfaX/BL7wnd+HP2YV1C5kgeHXtau9StViYlkjUR2pD5Aw2+2kOASNpXnJIH1xVbTdNtNG0610/T7WCxsLSJILe1toxHFDGoCqiKoAVQAAABgAVZr82xNd4mvOs1a7ufV0afsqcYdgooorA2I91ZHizQbTxVos2kXnMN1tyvPO1g3Yjuo71rmLPeq11AftNvLjKx7sn0yMVl70ZXiEkpKx+FP7VHwgv/wBnf4kTJHH/AKBLtx8y9oYf9tz1l/z286uVTVXsrX7ttqe/eeuPL5Hv1HtX7J/tm/s22/x08BOYbn7LeQYxJsL7t0sHYyIBxHX42+J9H1Twza6r4YutPxNH5XkX/nr8uSJG/dgkHgheT71+i5Vj6U0qMpe8+ln5vtbY+WxGGqQl7RqyXU+v/wDgl78R4bttf+Eetpvjuvs/2Tkj7v2u6f7i/Tq/09K8c8e/Dq8+D3xI13wncrtisPI8o5U53wrKejN/z07k/wBK838L+Oh8GfGvhzxbbL599Z/afMjzt83fGYhyVYLgSenP619+ftReEIfjr4J0P4oaL/oefP8Attty+P3kVvH8zFP+eZPyp359a8HPsHUgudLT/hjzsRSlWXOl/X9fmfIv2g+TVFZRJbXafxts2n8am0RY9bsJJopduzGV2k9SR7elRR6dhd4l+9/s9K+Cg26bZ8liYyScVue2/sgfFM/CH4zaf4avHxpOo+Z5nH/PO3mkHRWb7zjoRXH/ALfnwFk+Dvxa1TX9Eh26TrHlbU3Z2eVBboeXdmOWkPYfjXE61btql1a3cUn2W7t922Xbv+8ADx06DFfYnww8Yad+0l8PtZ8D+IE+x63D5P2C7y0nnZleaX5ECKu1YlHzNznI54P0WUYyWEqKVbRff3PqcHWh7Hkb1/4J+b1r/wATjSGuVPzr1/76x7elQTD+0tN+zzcRH77fjkdPpXQeOvBF18FPH934O1Cf7TcDZl9gXH7pZegZh0kH8X+FUb5JLO6bSri18teN0vmZ7bhwPy61+swrfWo+2p6xW/5eu5rTpSp1eeS9zv8A1rudp8HfjV44+AN1HL4Uud2nnO8eXAM8Pj/WI56yt/nFfrn8AP2nvDXxnsLU295/xNod/wBpg8qX5MmTZ8xjVTlY88fjX4tWt7cB/wCytOuP3Z6tsH+90b8e9P0vVde+H+sxXmiSfYZ4s/aH2xyeflSF4cELtDHp1zXkY7A4etHmi/eNcPiHCreWx/QbqVt9tcQTQ+bbN975seh7c9a8U8UfsgfDLWb+S71LS98s+MH7RdDoAP4ZR6CvlP8AZ5/4KUTRhNM8TaR53X9/9pC4/wBY33Y7f/dHWvuf4e/GTwt49FzPpd/5kvy+ZH5Mo2/eA5ZBnO018W443BaqNo97r8tT6ZYnDVai5Xd/M8Lvf+CfPwbvpSwsthPbzbw/+1/atTw3+wl8H/DhmLaX5/m7cf6ReLjGf+m59a+nJPMd8CP5R/FkVTieG9lkSKTzmixuG0rtz0+tRPMarXvz/Bf5CnT537sPxPLdH/Ze+F+m4+zaF0/6e7r39Zfeut0X4a+FfB1/Dc6Zp/2SQ5+bz5XzwR/Ex/vH867JE8scfLTJRE2PtDZ/u8H8elcKxrnK3M2dlOmorawNEJbhJs5C528e2DUc8s/2hI4oPNTne28DbxxweualWXzvkj+Uf3utExkjRdjY9TipV+a6Mmle0jyLxr+zR8O/GlyXv9N/0lur+fcei9hIB0UU74Ufs1eGPg3q9zqGgx+VLc7d/wA0rfdV1H35G/56NW74i+J/gnwwrz6jf+XIuM/uZz1wP4VPqK+Nvjt/wUth0yzuNP8ACnhz7WRt33324p9n5jYfJJbfNuyw9sZ9K9OnLG1v3VGPNfpdfqcNf6vRXOnt6n1d8bfj94Q+BVuNR8QXGyZvuJsmPeNTykb9pF7V+SP7R37TusftEeLRq11H5ek6P/x4ruQ582OJZOkaN96IfeB9sd/MvHXjbxB8Y5JNQ1y+/tzGP3fkx2+37q9UVc58tfy96tfCH4car8YdctfD+mz+TbxbvPfYjfZ8q7rwzKW3GM9DxX1eT5LQwsXWxr5ZfN910dtrHnYiv7ePJSPcP2HP2fY/jv42kvdbj2aamMtnPWO4HRJEP3oxX31H+wB8OYr+5me08xZNu1fNuRtwMH/lvzXq3wH+EOmfBLwLZ6FaS/aJhv8ANuNrL5n72Rx8pdsYEhHB5r0SxsnhjKNJuYdX243fh2r5zE5zXo1XChLT5f5HZhcEnRftFaX/AAfU8FsP2LvhlpvXSt3/AG8XXv8A9Nveum0v9m/4a6KkrR6Pw2Mn7Vc8df8ApofWvYHjL/xfpTGtgylSevtXn1MzxVVe/Jv5/wDAPVdCnyWSOS8P+HPD3g2Ivotj5Qb/AKbSH1/vE/3jXTIvmsZXi8p26/NnNWI4PLTaG/HFLHE4UBpNxHU7cZrjVRy96W5dGPs1Ya8yxn5uKqzQG7AEU+FH3l2dfStAx571Vn01JZY3B2lM9s9fxrGSTd0ypRjNWZ5b4i/Z5+HfiyR/t+i+ZcvjLfa7gdMdhIB0UV5Q3/BOz4f3N9PPK29G27I8XA2YGDyLjnNfWLJvGD0qrBpFrbM7Rx7S+N3zHnH416dLNMVh4uNKX5P80cP1Om5a7Hzdp/7Anw5sv+XXf/20uR6/9N66fQf2Svht4YvkuBpHmz8+WftNyNvBB/5akdDXtv2GP0/nThaIv3flPrWeKzHF12m5X+5fobVMLRcbRX9fec/pPhq28P3Z/s7TcJ/f88+h7MT6mtNb+ZZH2Wm7puPmAfSrDWty3/L3/wCQxU8EJiXDPvPrjFcda9WpGo5Xtc6KMI0qdjz3XvhN4Z8aas1/rOkedNxj/SZVz8oX+FwOiioPDvwJ8HeHtebUtK0/7LOv3h58z5+UqPvOR0J7d69HltmkXCybD67c0NbyMBtm2evyA5rqpYmpThyxk0cMaDVTmaA5aYMei9KmDZJHpTWtyVID4J74psFuYFIL7ye+MV5eGU05OqrHoys1ZErNVO6nFvLEzJlOcyZ+5+HfNWyM1Dd27z27xxy+U5xh9u7HPpXapJDTSPNbv4CfD9r291K50fe15s8xvtNwPuDaOkn9K0vA3wo8M+ArRofDVh9ihl/1n76WTdgsR/rGOOWb867ZrRpLdY5Jd5HVtuM8+lSRQCLOD1qvrNV+69vU5FTtUUug4fu1ApgZQxbHNPkj345ximC2APXP4VLatdbik5t2S0MLxF4VtvF9r9k1C2zAe/mH1B/hIPVRXhXib9g74Wa/cpPeadiQZwfPuueAO049BX0vtqIWaqxMZ2E9e+a3o4/E4dfu9Pu/yE8NSm/ePlP/AId5fCH/AKBv/ke8/wDkitrwx+wv8J/DxuDHonnGXb/y93a4xn/pufWvpUROP+Wn/jtI0LEgl849q6JZliay/eP8v0Rxzy6lJ3X6/wCZ5foPwJ8G+EmDaXo2xh0/0qY+v95z/eNd3aWXmLtaHyVT7o3bs561qvEW/ix+FNitzHnL7s+2K4/aSbu5fgdMMHSpRvHcIhsG2vLvij+yr8KPjNrCat4u8F2Wpaqud99BJLaTzfKijzXgdGlwsaBd5baBhcZOfVPKw2c/hT6qNadN81OTT8tDRU1Jcs1dHzF4i/4Jv/AjWtHuLKz8MXugXMu3ZqOnatcvPFhgTtE7yRnIBU7kPDHGDgjN8H/8Ey/gj4b+1/2jY614s87Z5f8AbGptH9nxuzs+yiHO7Izv3fdGMc5+r6QDFaxzDGpcvtZW9X+e4PDYdu/IvuPGPCH7GPwR8D/a/wCzvhvotz9q2eZ/bEbant27sbPtTSeX9452YzxnOBj2laSlWuepVqVXepJt+bubRhGCtFWHUUUVkWFFFFUAU10EilT0NOpGBIwDg+tAFSPy9KtlR3yozg4Pr/8AXr4S/bq/Y41L4jwaPrvhGPa1r532tdynO426J/rJl/uN0H17V97IjBNrv5h9cYqhJaXEWpRSx3Oy2Od9v5YO7jA+bqMHmt6GJ+qVFX7f8MZzpqrFwZ/O+81r/asvh7X4fLvIcYO4nqu/+Djpt719W/sCfHKLT/FviD4Z+Jm8zT9f+z/ZGwR5fkR3Fw/+rTJySvVhjtnpXvX7cX7Etj4m1X/hMdAbyrv+O0wxz8sEQ+d5gOgY/d9vevzh1Sx1HRdcM2or/wAI1f23/HtNlbvfuUB+FyBgEDn+9x0r9LhXo5thuXr/AMH5dj5nEw9m+Vf1sfUv7RHwOm+B/wAVFs9LHm6Jc5/ecD7sER6M7N96Q/8A6q8vnYDW9QgQ5hi8vYfquT+tfYX7P3xRs/2vPhjL4E1S2/szWIcbNf3tLuzNJMf9HVY1HywBPvd89eD8teO/hrrnwj8ZSeGNWt/Ps4MbNb3ov2jMayH9wrMU2lwnXnrX5JmeWVcLOTjsv67nz+Jw16Tqf1uYoGKu6Frl/wCEdatdf0t8ahYb/KXC871KN94EdGPUGs69vbGxvhC11m3P/Lfy29M/d69TitE2F9YW015Ja+Xb/L9ln8xT5vOH+XquCcc9e1c9KV42kebTlKmfVvjPwp4B/bZ+Hf2qyPlfEuLv/pDYzMo7mKH/AFFuf/2uv59eJ/CniT4Paw+k+LrbbdS4wd8XGFDf8syw6SL3/rXqngm+uvAurp4l0ab7FqC5ydokz8rR/wAWR0Y9u9fUuqeLPB37U3hVdL8Tj/hHvFSf8eM3765+25cNJ8sYjSPZHCo+Y/Nu45HP2eU5p7OpHDy2f/BfY9fD4r2s1TfU/POeH+ycX9gdxP8A+z3+pqxBf3rRNNdDP2jGPu/w8dvwruPil8B/GH7N+9fFOn7dPlx5dz50PONmfljdz1lUc/44860j7ZqsLzqfMtePLbgY5IPHXqK+6p1KVXZnZVjZXRG2kW8ku8ybD/uk/wBa3dGa9tJhPpmt/YJIeo+yLJvzkfxdMc/nWcLeEttD+c/9zBX9aj1XTNhtzdaNt3bvLf7Vn0zwD9K6auFp1KbT/U4qc5+0Wp9Q/Dz/AIKEeP8A4Y262d5/xNLRev8Ax7w55Y9oGPVx+Ve5eGv+CunhkxyLr2geRIMbD9slbPXP3LX/AHa/Pa3sNRSL/R38pP7uFP6mlhfUbYvvtfOLY58xVxXjzynDz6fn/melDEVY7/p/kfprZ/8ABVr4bXhG7Ttmf+m9yf8A21q5d/8ABULwHEqGw07zic7/AN/OuPTrbfWvzFEuqSfci8n/AIEjUjWeq3JUTRfalHRtyJs/Lrn+lc08lopXS/P/ADNXjqqX/Df5H6GeJv8AgqXZRxE6ZpGG7f6S3t/etvrXhfxC/wCClHjrxpaiy022+yIPvnzIHzypH3rcf3T+dfL1zPa6S373Utj/ANzyCf1/GrMerTamqtZt50cWfNkwF2Z6cEc5welbUMoop3a/r7zCWMqyV/6/IZrep+KfFl695q95hGxx5UXoB/CB/dFZtlpUENtezW0m+1TZ9rO0jqcJ1Oevp+NTajq1nK4jj1n7ZN/zw+ylPT+LGOnP4V6R8Mv2avGXxlu/sFjp/wDwj9h/y8T+dDc+dw7L8pkUrtMZHHXd7V7P1WjhY+2XT19CI+0rPklpc858M+Cde+J2rx2Pgm13xHO/95GP4SR/rWX+4/8AnFfsx+yX+zDo/wACvCc9xJDnWdQ2/am3vx5ckwTjzXX7snbHvzWl+zZ+y7ov7OPhj7PaSfbr4/em2vH/ABynoZXHSUj8Py9viuvNRN0eA+eN3pXweZ5m6t4U37vc9rD4fl3C7tBIwuC3C9sfhXzj8BfDmsfGXwvqmva3488X2l4NSkg8vTNV8iHGyN+E2kLy54XAAwABivo3Wt0tq0Kts34+bGcYIPSvm39nP4MT6/8ADaHV5fF3iPRI765lkhttC1M28WxSIyzqUPzlo25BPyhK+cTTi5HViYSdWnFK6tK6vbt/melfBTxJrU/ifx14V1XWI9ftvDtzBDZX5ZZJjE6viOWRQod1EahiRu3+ZknjHrNeI/BjRZ/hH8Qtc+G6vHf6TcWx8Q2N6SROiM6QGKUY2k/KOVx90nHzbU9urKp8Wh0YRydK0t03fy1287Hk3xZ8eaj4L+KPwxgtZJGsdWubmwu7QPtSUSNbojHIPKM4YEYPBXIDGvWlrxD9oebTl8Z/CWKWCRtWbxHC1vOD8iQiSISqRnqzNCRwfuHkd/b1okvdiFGTdarFvS6+WiMbxp4v07wF4X1DX9VaRbGyQO4hTe7EsFVVHqzMoGSBzyQMmvNNI8Ca/wDFS1tvFmteNdc0ODVLWK4sdH8NXhtorSFgWVXcg+a5VlLNtXDbgMqFxuftIaXdax8EvFMFnF50qQx3DLuC4jimSSQ8kdERjjqcYGTxWz8H7uC9+FHg6S3mjnjXSbWMvE4YB0iVXXI7qylSOxBHamvdjzLcia9riPZT+FK/zvb8P66HCXniLW/gj4s8N6Tq+uf2t4E1SaWI6zravJeWcvlkrFLOMIVZ8FWYZC7wcLGGr2mvBv2q4U8X6f4V8E6dPHJ4i1LVoporTDMUhEcqNM+0EqilskkdFcjO1se9AZolsn1Kw7aqVKa+FWt81qvl+pz/AMQtUutD8A+JdSspfIvbPTLm4gl2htkiRMynBBBwQOCMV5B4E+COm+NtK0/x1/wm3idNf1uyjmvr3TNSiizIyr5kQKR8Krrt2ZwuwD+Gvf8AbXi2qfCXU/hX/a/iXwDr/wBjQfab658PawyjS5N2GITaYxBsVeGJ/hVSyruzUHpZOzIxNPmkpyjzRXTt5rv+Z7RRXN/DfxtB8R/BOleI7e2ks471GJt5WDGN1dkcZHUblODxkYOB0HSkYrNqzszvjJTipR2Z4rfXWt/Gr4gaxo+m63qHhrwd4bm+zXN7pLvBdX95tIaNZCuFWI5DLzn5TyHUp2Hg/wCFb+ENZXUF8Z+K9XUI0bWer6itzA4PqpjyCCAQVIPGM4JB5r9n/VLWbVfidpqS5vbfxZe3EsW0/LHI21DnGDkxScA5G3nqM+vrWkm17qOHD041YqtLWTb/AD2+Q6vKf2iviLqfww8LaHrOmP8A8xmCK6gwv+kQbJHeLcytt3bANwGR2r1avn/9tX/klulf9hmL/wBET0oJOSTLxs5U8POUXZpHvtFFKBmsTtPnv4S+AdR+KHgHTvFOreP/ABnbahqLzyTRafq3kwKRPIg2IEIUYUcDgdgBgV7noGjJ4f0a005Lq8vlt02/adQuGnnlPUs7tySSSewHQAAAD59+Avwh/wCEo+E+han/AMJr4v0jz/P/AND0vVfJt49s8i/Imw4zjJ55JJr6D0HRU8PaNaacl1eXy26bftOoXDTzynqWd25JJJPYDoAAABtUfvNXPLwUX7OM3G10tb3uX68M+JvxR8Q/D74zx/Y7O41nw3F4fjvdVsISC0MQuZEa5jBP3l3LnHBUfNgKGT3OvK/+bpf+5N/9vqIW1ua4rmcYqLs7rU6Dxb4qtda+D3iDX9A1HzYJNGuri0vbVyrKwhfBB4KsrDpwVIIOCK0fhjdz3/w38KXV1NJc3M2k2kks0rFnkcwqSzE8kkkkk14V491Z/ggvjTwtfmT/AIRDxRp97L4fMbKyWNw0Tebb+WqgojSSLtx8q5Xu0jL7f8Jv+SW+Dv8AsDWf/ohKco2iZ0KrqV7PRparzv8AruvI6yvH9e8V678TPiDf+DfCmo/2Lo2jbRr2uW7xvcMzqQLe367G4YF+qsh6FAJPYK8O+B+iT6B8YPjHa3DxvJJqFtdgxEkbJjPMg5A5CyAH3B69aUdmzbEOTlTpraT1+Sbt87HX+F/hF/wi+u22p/8ACaeL9W8jd/oeqar51vJuUr86bBnGcjnggGu/ooqG29zohTjTVoo82/aN1a+0P4M+Ib3Tby40+9i+z+Xc2srRSJm4iBwykEZBI+hNc14I+D0/iXwZoGr3XxD8dx3Ooafb3cqRa2Qiu8asQoKE4yTjJNbX7UX/ACQvxN/27f8ApVFWf4e/Z4nsNA0y1uviB4ztrmG2ijlh0/WittG4QArEDHkICCFB7YraLtDe2p5daLnin7vMlFdbdWeyUUUVij10fO/wyj1f9oqHWfFWpeK/EHhq0jvTY2ek+H7428cMaIr5dsHzGPmDLYByD2KqvunhXQP+EX0K20z+0dQ1byN3+mapP51xJuYt874GcZwOOAAK4TX/AICaVe+LbvxVoWr6p4T8QXCfNNpciCCWXO7fLEV/eAsFLpkK+3nkkmf4NfFG+8ezeJdH1mzt7bX/AA7em0vJLEt9lm+eRVaPcdw/1bAg+gOedq7y95XWx5uHXsZqFVe876336/L0+49LooorI9QKKKKACiiigAqpexmZ4oxwGzk1bqOWLzMc4xScYzXLLYCndSQ2NuBK2E+h9a+df2kf2OvDPxz0SKSKPyL62z5XzStu3NFu/wCWyAYEfevpVod6gM273xRHB5WcHg+1Z0K2Iwla9L4fkZTowqL3j8IvHnwS+J37HeuprOmNtshndJi1OPlVBwzyHrOe3/1vt34afGHwH+3h4Ag8Na/J/Zvimx3eT8s8ud8rSN9xIk/1dsvUnr69fubxF4L07xbYmz1aL7XbH+DcydweqkHqo/KvjX48f8E6dJuxF4o8Ea1/wjmtadnyl+yPdb/M8uNv9bcbRhd/UH73qBX1ksdQxiUcQ+Xz3/JHjVMLVk+Xl0Pk/wCKnwv8TfAO9PhzV9I+2aVJ/q7v7TEnQJIfkVnb70gHJ7Zrj9E1MTLNpxufOhj2+Wnl7dmcsecc5PvX6Pfs8Wvjf4heC7nQfibF/aTQ7dt9ugizmSRz8kGP7sY69s+tfOfx7/Yq13wZrseq+CNN/tm0TP25vPjg25WNY/8AWzEnJZ/ujtz1FfGYilL2vNSV1/wPM8TFYJwV7Hzrc2//AC7r/nvVe21qPTZhaGL/AImDf8etzu/1PGX+XGGyDjnp2qa11i1tdbaPVX+wXS4zBgyfw/3lGOmD+NOuTKLq4It91tcbf4wM7R+fWsKkalOSqwWqPmknTqJrc+hfhn+1vaeCNGbw58Rl/wCEkSbGybJtdmGaQ8QRHOd0Y6/w+5rK+Jv7Cvhj4mmPxV4H1z7LHc532H2SV9m3ZGP3ks65zsdunfHpXhUGiwWAL2cH2dj/ALZb+Z9zU+h3Wr6Rdy3Wn3f2CUY3N5aSb+CB97OMZP5162EzKpTd6n9fgepSr/zuxw3jH4D/ABQ8AXTRHSPMs1x+/wDtNqM8Kfu7yerYrkb+5t9EWMavcbp5M4TYRtx7rkHIIr7S8LfteeIdOgWw14/2vZjqn7uDuW6pFnqV/L3rsNO8S/AH4hpNJ4h8Mf2Jcx7dkv8AaGoXHnZznhAAuAq/XPtX2NHPaDtCUt/L/gHqQq0HZQfvfM/PMazpt58sV3t/7Zsf5ipoLa2tgzSX/wB/GP3J7V926l+zn8AfFchaw8Wf2Tnt/ZuoTenrIP7p/Os//hh34XXBza/Ej7WB1H9hXSbfzm5zz+VevDNsAt6n4S/yKkqsvhX5Hw3cm2P3b7/yCaqLa288geXU/LVO32cnOa+8W/Yo+Fdgu678f+Unr/Y1038pvcUy3+Bv7OHguTzNU8e/2zcSf6i0/sfUoN2PvfOrkDhgefTHeuiWc5dyvlq6+kv8iaOGxE6iUo6eqPhiXWNKklWCws/t9wc4/evHnv3GOmfyr07wT8BfiL8VJEt7PR/7Ps4872+1W0u/O4jgupGCh/Ov1H/Z++E3wv8AEente6N4Q+wrF0n/ALTupN2TIPus4x0I/GvonR9NfT5J4BF5dsm3ym3Z3ZyW75GCe9fP188i0/ZJ/wBfeezDAJbnwT8Dv+CX3h/w/PBq+vSbrwbvk2yDtIvVLkjoV7V93eHfDln4Y077Hp0W2NP4dzHqSerE+prakh8wj5sD0xSSwuzJsl8tRnI25zXzOKx+IxC5Xqvkj0KeGhF83Ur20M8uftBwP7vH8xTiUknVF/gzkfUVYeNm+6+38M0i24U5B571xJuS947YxiiveLvUV494Z+B3jHwTp8mmeG/ifcadowmeWC0uNGhumhDHO3e7fidoUEljtBJr2l4d4xmnLHt71gvaRlZLT5EVaVOrZyvddm1v6NHK+DPh/a+ENV8Rar9ruNQ1TXb1rq5ubhydsYZvJhUEnCxo20dz7Daq9VS7aNtaO71YQhGC5YrQ4rx38LrHx74j8I6xdXlxbS+Hb03cccIXbNyrbWyOPnjjOR2DDGSGXtVo20oGKHdqwRhGMnJLV7i15JJ8EtW8OazqNx4D8ZSeDdL1BxPPpI02O8gSbkM8QdgIwRj5QOwGdoVV9bpCM01zR2IqUoVbc3Tzaf3rU8u+HPwPg8H+J9S8U65q8nivxVeOSNSuYBEIEK4IjTcwUkfLkHhcKoUZ3eoLRtpQMUPmk7sdOlCjHlgrIy/FWj3XiDw5qOm2WqXGiXd1C0UeoWoBkgYj7wz/AEIOCcMpww8q1T4K+P8AWvDkuhXvxauJ9NlhFvIh0WMSSRgAYaUSb2yBhiWywJBzk59qoqk3HYipQhVd537btfkyppOl2uh6VZ6bYxeRZWcKW8EW4tsjRQqjJJJwAOSc1ZanUhGanU3SSVkec+N/hG+ueJ7bxT4b1uTwj4oRDBcX8Fss6XcJXGyWJiFcjC4Y5xtGQdqFdHwb4R8W6PftceIPHlx4iiGPLtY9LtrSM8MDvKqzN1Ujay4K85BxXabaUDFVd2sYKhBT51dP1dvuvb8Ba474o/DDSvixoFvpGr3F5bW0Nyt2r2TorlwjqASysMYc9vSuxpCM1Oq1RrOEakXCaumNpVo20oGKmzLPFvC3wT8d+C9CtdG0b4pfY9Ntt3lQf8I9BJt3MXb5mck5ZieT3r0nwZo2u6HpUsHiHxH/AMJPetMXS7+wx2myPaoCbEJBwQxz1+bHauhpCM1bcnuc1PDwpW5L6eba+5uw2sD/AIQqx/4T7/hLvNuP7S/sz+yvK3L5Pleb5u7G3O7dxnOMdu9dBto20ao1cFK10cp8Tvh7Y/E/wbe6Dev5HnYkguljV2t5VOVdQfxBwQSrMMjOa1vCOhf8Iv4W0fRvP+0/2dZQ2nn7NnmeWgTdtycZxnGTj1rV20oGKNbWEqcVP2ltdha85+KPwjfx3rOg67pOtyeGPEWkO3k6jBbLMXjPWNwSpYA5wCSuHkBU7zj0akIzQm07odSnGrHlmtDznQPA/j2x1m0uNW+Jkmq6fE+6ayi0O2tzMB0XzBuKgnGcDOMgEHBHolLto20O7FCmqatG/wA23+bZzPxI8EQfEfwTqnh24uZLOO9RQLiJQxjdXV0OD1G5RkcZGRkdRw2k/Cj4iaHpVnptl8V/IsrOFLeCL/hHLdtkaKFUZLEnAA5JzXr+2jbTUmlYynh4VJc7vfbRtfk0ZPhfTtT0rQra11nV/wC3dSj3ebqH2ZbfzcsSv7teFwpC8dcZ71q0u2jbS6m8Y8qSPKv+FefE7/orf/ltWv8A8VXQ/Cn4ZWvwy0Ka2+0/2pq95M9xqGryIVmvJCzEF8sx4DYxnGdzdWOe020oGKtybVjGGHpwkpq7a7tv82xaKKKk6QooooAKKKKACiiigAooooAKguN4kjK/dGdw9anprU0NaMpyXbSqVt+W/ven506S3lfYRLtxncNo+b0+lSsgjB2jFZ9hI13PKZTvMWNnbGQc9KY5QjNao4Pxf8AvB3jS3mS607Ny+MSefNxgr2EgHRRXx54//wCCeeraJfNdeH9R+2R3X34/ISPy9oUDl7g5zlvpivv6+vJoZgqPgfQelOumMZiK8F8598VnNKSszyMbgKToyez0/P1PyA8YfAbxn4Jmbzodyj/ahH930c/3q4mRtdjbY1pjb1/eR1+1moaTaaomy6i81fTcR6eh9hWBL8LPC8xO/S856/6RL/8AFVz+xPnP7M/vH44/bUj/AOPu1+b/AK6f4fhWfqeraaTEBYeaef8Alswx09q/X+T4F+B7q4Pm6Ju/7e5x2/36tL8B/AsJGzQ8f9vc/wD8XVU6fvXMnlvMnaX4f8E/H2wtrq+/48tNx/23H9foa3rL4a+NvEjeTp8H2Zh1+eB89+7D0NfrzY/C7wxYn9xpmz/t4lP82963rTwxplm4aG22MOh8xj/M118rLp5U/wCf8P8Agn5ofDT9gXxrrs0dz4ku9lo2ePLgPZh/BOD1C19dfDP9j74Z/D8XM9zp39oXbbdsnn3MW374PAlIOQ36V9GdzVKdBp8u+3HltL989c46dfrQ0kj2sJgfY1FPmvbyK2kBktVt9OtfslsucP5m/HJPRueufzrciRkXDvvbucYrBm1W6SUAS4H+6P8ACtm0gjjDSKuHkxuOeuOlQe6WKKKKBoKKKKCgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==


October 6, 2015

Joseph Talamo
27 Brushy Ridge Road
New Canaan, CT 06840

Dear Joe,

This letter serves as an amendment to your offer letter dated June 28, 2011, and confirms your appointment to Senior Vice President & Chief Financial Officer of Caladrius Biosciences, Inc., (the “Company”), reporting to the Chief Executive Officer. This appointment is effective October 6, 2015.

In accordance with your appointment, your annual base salary shall be $300,000.00 and your target bonus shall be up to 30% of base salary. With your appointment, you shall serve as a member of the Company’s Executive Committee.

Should the Company terminate your employment without cause, or should you realize a reduction in duties, title, authority or responsibility that occurs by virtue of the Company being acquired, you will be entitled to receive severance in the amount of six (6) months’ base salary and benefits continuation for the severance period.

All other terms and conditions of your employment shall remain the same.

Congratulations on your well-deserved appointment! We look forward to your continued efforts and success.



Caladrius Biosciences, Inc.
/s/ David Schloss        
David Schloss
Vice President, Human Resources



Acknowledged and Agreed:

data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RCoRXhpZgAATU0AKgAAAAgABAE7AAIAAAASAAAISodpAAQAAAABAAAIXJydAAEAAAAkAAAQfOocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEFteSBKYWNrc29uIEF5YWxhAAAB6hwABwAACAwAAAhuAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABBAG0AeQAgAEoAYQBjAGsAcwBvAG4AIABBAHkAYQBsAGEAAAD/4QpqaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+PHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIvPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIj48ZGM6Y3JlYXRvcj48cmRmOlNlcSB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6bGk+QW15IEphY2tzb24gQXlhbGE8L3JkZjpsaT48L3JkZjpTZXE+DQoJCQk8L2RjOmNyZWF0b3I+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwAHBQUGBQQHBgUGCAcHCAoRCwoJCQoVDxAMERgVGhkYFRgXGx4nIRsdJR0XGCIuIiUoKSssKxogLzMvKjInKisq/9sAQwEHCAgKCQoUCwsUKhwYHCoqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioq/8AAEQgA6AGCAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+kaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikJA6nFLkAZPSgBM+vFQXV9b2VvJcXcqQwx/edzgCqHiPX7Lw1oc+p6hPHHGg+Uu2AT2FeUWcGufFrXLW9vHks/DkLZ8pRj7TgnkH6jH4UAe0291FdRiSBt6MMgjoRUtV7K1jsrSO2gXbFGu1M9cVYoAKKKKACiiigAooooAKKKKACik3DGc8dKFdWztIOOuKAFooyKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimMTkhfvEflQArltvyYznvXDeOfibp3hKM20P+lamflWBT0PvWT8TviZH4fii0bQt9zq88gjGz/lnwfmzWN4O+GwF2niLx7NHJqBG4NPPuZs88k0AVfDPg7WfiFqx1vxbK8Ntv8xLUcqcdBXtdnZwWVukdvGI0RdqqBwKzo/EWhWsSwpqVnGFGFRGAA/Cr1pqFvexq9tcQTqehjcGgC2M96WmIT5jZfd7bcYp9ABRRRQAUUUUAFFFFABUUxC7XZtoXJLHoOKJpNnAODjO49APevJ/Euvar8Q9euPCHhSYxWMOP7Q1FGKjb3VSOc54oA3NW+IFxd3lxpXg21F/fp8pmJxGrY7nmufsdP8AiXHo13qev6pEkkLmRbKLdhlAzjP/ANavQPCvhfS/CmhJY6RDENoxNLsAaZu5J7n61oarLDbaVdS3Lfuo0MjhuhXHT6cUAV/C2uHxF4XstT8nyJLiFXaLOdhPbNa6ElAT1riPhPFMvw105ptwd4Vbk8jiu5HtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFGaACkOccUbgATkYHU5qnqOr6fpVn9r1C9ht4B0d3ADH0HqfYUAW9x6nGB1oMiqhdyFUdycV5/J8Qr/AFu4a28GaTLdKx2fa54mijUnjcC2A2PaoV8DeKdcnMnibxDJHC3Bt7XCcfUCgDsbvxTo1gjNd6lbRBf+moY/kMmsaP4p+D5JfLGuQBtwX5opFGfqVxTrP4ZeFrOFAbAzSKPmlmmdi3uecVj/ABF0nw9oPgHULn+zbNd0flwjy/maQnjBHsDQB30F0t0Ee3ZZI2AbzFOVYEcEHvViuP8AhnZXun/DzQbbUyz3H2RJGJP3cqOD9M4rryQBQA1nI5GMDr6/hXB/E34hxeEdKS3sR9o1e8+W3t0BLexOOgzVrx98QLPwPpRZ1NxqUgIs7ZVLNMx4AwPfiue+HPgO9ub6bxf41BuNVvSPKt5CCtsg5AA9ck0AcTeeFdU8NaDaapqsgPiLVrxLdTLhjEGVmO3r/dFejx/CyDULW1PirVL3UbiNBvXzmRc4/wBkiuv1Lw9Zay1o+qQi4ezk82I5x82MZrT29SBgt156UAcWfhB4MaHY2lsTj75uJM/+hViXfwg/s+VpvCGu3mjyg5QNKWjP4HNepVG0fzkgbsnPzdBQB5LB498U+CNSWy8eWRuNPJAGpwplR6ltv+Fep2WpW2oQR3FnKk9tMMxyxnIaotW0u11ewlstRhWa0mQrIjDqCO3pXkXg29vPhj4+/wCEK1iZpNJvj5mmyP8AMQc4xkdOo60Ae20U3evHucfjTqACiiigAqIykYzjHQ4/velS1zvi7xJa+FfC9zqty4P2c7UX/npIegx3PWgDkfiZ4vvXuoPB/hdvM1bUGCz7DzBHjLHPY11vgzwfY+EPD8Wn2ceGPzzSE/NK55Yk/U1ynwt8I3KLc+MdfiY6xrLNMEcj9xG7bgo9OCOK9JVSjFnz8qhRznPvQA7ygq4QAAchcd68/wDizqcsPhldEsm3ahqx8iNQedvQn9a9BZjtO3k44rzLR8eNvijJrO1pNN0lfKtnxgGTOTx+VAHoWk6bFpOlwWVv/q4Ywi5HpVwDAxTYWLwozAgkZIIxT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimSHCc8ZOAfQ0APqMNlmHGwDrVG91GDTbGe51CUQwW65knY44HNeeXOqeIPiVK1toG7SNAbltRPzNOPQLx/OgDZ8R/EK30/UYtH8PWbapq0pIWNSSsX+0+O35VRsPAN3rd4dV+IM5vLtDmOxtDtt4+eOOSTj3rq/DXhjSfDenx2+mxY2Z3ORy7d2/E81vAfNu9qAKVnaR2kccdvEkMCgBYVXBWr1FFAETFQrc/Ln5snpXkOuGX4k/E6DQIGxo2iEz3ZX+N84Qf+hV1PxM8Vy+H9MisNKHma5qpMFgg/hPGWP5ir3gHwjB4R8LwafvElyw8y5b+/J/EfzoA6OPcgRVRVCkqFHZB0/pXNeOPG9r4O0eSe42m6x+7QnrTvF3iZdJtVtLS387VLv5Iow33e+4n2AJ/CvKtA0CT4g+PT9suften6RJ/ptzji4mAyFHsCQPwoA6T4feFrzxRrB8beMRvumYfY7Nl+WBR0bHXnOa9ZhGEIxg55IHX3p0UawxJHGNqooUD0Ap1ABRRRQAUUUUARycOjE8Zxj1zXkPx6tlsrTQvEUA/f6ffAM3+yR/8AWr1+RN/yt9wghh615D+0Dded4Z0bSrcbptR1BWRfZBz/AOhCgD1iOTzbeCX++Q35g1ZByAagiUxW8KHrgK35VMv3Rj0oAWiikYZUigBa8c8Sf8XC+K1n4XR8adooN7eiP+OcEKFP5tXqWqXkdhp95dynCQxZJPtmvOvgfazXWg6p4ouVxPrtz9ox6DJP/s1AHqcX+pXKbOB8o7e1PpAMdPWmTyJFCzyuEQDJY9hQBy3j/wARSeHvC8ptubu9zbWvtK/yr+pFWvCehReHPDqWQzuYefNJnq7Dn+VcvpEY8afECbXbpCun6TIsFmOu9xg7vzb9K9LoARclRuGDjkUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFJnmgBsjlOnPqPQetZ2ra1baRpc1/eTBLWFC7vjk4/hA7k9Ks6hcwWVu1xdMscajDs3p6Vycuj/8JpewTamhj0m1kD21uD8twQQcuvpn1oA5i103VfirepqWvmbTvDiNtttO3FWuf9pscY6CvVYtPtoII4YIlihjGFiQYUfhSLZ7YwibVUDCqBgRj/ZqzuHbP5UAAAHQUtN3jvkfhR5i+/5GgBWO1SfQZrP1bV7fRNNm1DUJhFbW8ZkkJH3vYe/FX3bCngsccAd68i8YXLfEjxzbeE9PaT+yLMrJqMqn5HOfuDHU4H60AWvAlnceLvElz471qFkP+p0yJx9yLrnHTd7113ibxKug2yRQQ/adSlUiGBDlj0y2fbIqXW9b07wppMcZVYnA8u1t1Ayx9gKwdG0ybQ4dR8W+KHMl88W8B23fZ1/ur2GSR09KAOL8Qf2haSW2g21wbvxVrzbrmbPFlCfmYD0OPl49a9X8K+GrLwr4Zt9N0+III03SEdXc8lie5yTXBfCfSX1vV9R8e6kGa41J2W23dUhzx7DgDpXqwCR45+8fzoAeOVH0paKKACiiigApM9unpQWxjAz7Vn6nq1nplm17fTrFbRZLOTjGPbvQBZmlYYBTowyScADufwrx+xA+JfxjbUoznQvDamKCXHE0znkj2wg/Or2u65r/AMQbg6b4REtrpZG2e+ceX5itwQh65AHfHUVtW9xp3gbSbTw/4VsvtVwnyhYQCM/3nPrQB3aJ1O7dnnpUijCgegrjNE+JGkX98dM1GX7Dqa9YZkKBiPRiMfrXXLcoYVkJypA5X5v5UATVHcF1tpDF98KSv1oWeNhkH8wRSlgRwevtQBwXxlv3074YapIjbXkQRr9SDXQ+ENJXRfCul6eg2rBbgAA+gFcJ8fJHk+H8caKxEmoKhHtivSLnU7TTLUy6jcRWyRp/GwBP0HWgC55hUYGCxG7ngYrzPxjr1x4z1oeD/DE3yK//ABMLkD5QvdFPUH3qPWfFuueNVGleB4J4bKRvLn1RxsG0fe2fxdeOgrtPCnhOx8K6WtrYRqZmG6e4YZeRyeST1oAv6Lo1vomk2lhakiO2Xb1+8T1J9a06jMedo42gg++akoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjbgqvXLGpKjZWZQehVs/WgDzHVbyXxR8Ul0q+vUtdH04BniMgQzSDkDnkjkV6Ct5p9uARd20cSjbtMqgJ6d6zdT8F6Fq+pG/urDfcldplWQof0rO/wCFZ+HirCWO4AY5ObkmgDel8SaPEfm1axH1uU/xrOvPiB4Ys/8AW63bk+iMGP6VFD8PvC9uuBpyze8kxP8AWtBPDGgl94sLZmH95aAMf/haHh7H7ma5mHqlu5z/AOO1EfidYyypHZ6Vql07E8LauvbOcla6pNMsYuEtbZCOmIxTb4wWNhLcy+RDFCu9pAoG0Dk/n0/GgDzrxL8U7i00iS1t9C1CHVLwNFYoyHcXPCsF6kA8/hVDwjrWn/Dfw/JDqlheDUrhzc3E0sDjzHYAYBI56dBUnhi+TXdc1j4g+IcQ6Va7o9Mik42rGMMy+uSG/OtHRdPuvH2rjxJr8DQ6dbPtsbXBHmAc7jnnqf0oAqeF59I1jxFL4h8SX6tescWdldyBFhX/AHTgZ+tWvjhqM9v8P7W1spTJ/auoR2jOmDlWVm7f7tdjqPhDRtXYm801UbtJG2DXh/xb0weDdZ0QWVzeahDLO0iWsrbtkijCsAB2DN+dAHoM+o3GmWdh4Q8H4a4sYY7acxjd5WFGWb06dT3NT+EfFOpQ+NtQ8H62yzXVrEJo5RjBDKGHP41e+HfhyLR9MW/nla51HVIvtNzOx4yxDFfwz+lYfiZF8NfHLRNfkHl6fqNubW6nP3VfayxjP1CCgD1UZ2jPXHNLTVYMoZTkEZB9acKACgjKketFB6UAc54v8TWXhHQJNUvy2YRthQZJdjwOB9a8mtLpfGrvq3jXURtjffY6NYShi4HQSImW5Pr617B4i8LaX4nshZ6vBI0QIYbG9Kr6N4K0HQysmnWH7zOBI/LDHFAHM6bYeK/ELxpNGnh3R4xj7PboFkkH6kcfSu007QrLSIyljB5RJG6Uku7/AInJrUQMBhsH3FOoA5fxN4D0PxZCBqlp++U5WaAmN/8AvoYNckPAfjLw4c+E/Esgtl4W1ugs3HYZYE/rXqtJQB5dFd/FxJ9sumadMo6Sb4xkf99U6/1H4srbuLXSdPjcLuDeYh6dvvV6gKa5xG2emKAPFvibb+Lb/wCG08+swRLJbSrKFhAPY88V01h8PtO8QLFq2u6lcatkbo/3rKhHrhcA12erabHq+m3WnzD93NFt/PNcB8H9Yu7TS7rwnrfy6jozCNd3BmTpnH4D86APRbGyt7G3WCwiS3iQcJGmBj/GrS47DAojOYwex5H0p1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAReaRGN4+YruwK8/wBQ+LcdhqE1qfDurTGJyvmQwb0b6GvQ/LwPk4OMAkZxQq7Vxx+AoA80Hxmh7+GNc/8AAWnD4y2+efDOuf8AgLXpWKNvr/KgDzb/AIXLa/8AQt65/wCAtMPxotN3/Ita5kf9Otel7F9BR5af3R+VAHmh+MllKPm8M64f+3X/AOvTh8ZLQDA8Na5j/r1/+vXpPlp/dFHlr6CgDzb/AIXLaf8AQta5/wCAlH/C5LQ/8y1rf/gJXpPlr6Ck2L/dFAHm5+MELFBD4a1wtIehtemK43x98SH8X6SdFsdI1W3s0nRtTm+zHMcKsCe/dgo/GvXvF3iC38L+HbrUboZVYykaL953PAA/z2rxXRdM1LxBFH4fWRxdanOLvWHjYssMJPmCHPGT9zPTHNAC3viuy8QS6Jb2eiaufDdiQVhS1+S4MfJ79yK7iL4u2UCIkPhXW0WMbVAtOgrvdH0ay0fToNPsI9sFoNsYPbPX+ZrS2/5xQB5inxgtI/ueFtcH/bqaoX/xB0LVb+C+v/BmrzXNsGWKR7QkoGxnHPsK9d2/5xRt9aAPK7b4s6fZ262ll4U1pIweEFocDJ57/Ws/xT490PxXo0+i3vh3XYlO1o5ltOYnUhgw56ggV7HsXsAD60bMDAwB3460AeIeHvi/qOjWK2Gq+H9XvPLOEndMMV6DPFdJD8abOSPK+HdabnB22+7B+telLFtHDP8AiaURjvz9aAPOP+Fy2v8A0Leuf+AtB+MloQQfDeuf+Atej7F9BS7F9BQB5oPjFZjGPDWufKMD/RTx+tL/AMLmscYbw3r3vi0r0ny19BS7cdOB9KAPNF+MunKMDw7r6j/r0p3/AAubTv8AoAa//wCAlek7QevP4UbF9BQB5t/wubTv+gBr/wD4CUv/AAuS07eG9cI7f6LXpGxfQUbF9BQB5v8A8Lktf+hb1z/wFpG+MlkVIk8Oa6FPXFrXpOxfQUbF9BQB5qPjJpw6eH9f/wDASuL8SeLI73xDZ+JfDGmaxDrVrlLm3NnhJ0OM559RXv2xfQUxYgCC207fu/LjbQB5nZfG/S5wtv8A2NrDXioDLEtr91scgc9jU/8AwuXTw5D+H9eVx1X7J/8AXrp9V8LQXOpDUbN/st5kF5FXO7+VacM0wCrNEGZRgv8A3qAOG/4XNpv/AEANe/8AAT/69J/wubTf+gBr3/gJ/wDXr0ZVDLkqB+FHlr6D8qAPOv8Ahc+l99F1oextP/r0f8Ln0v8A6A2s/wDgJ/8AXr0QxD/Z/wC+aTyf93/vmgDzv/hdGl/9AbWf/AT/AOvR/wALo0z/AKA2s/8AgJ/9evRPJ/3f++aPJ/3f++aAPPP+F0aT/wBAjWf/AAE/+vS/8Ln0n/oEaz/4Cf8A169C8hP7q/8AfNHkJ/dX/vmgDzw/GfSu2j6yf+3T/wCvSf8AC6NL/wCgNrP/AICf/Xr0XyFHQKP+A0eSP9n/AL5oA88/4XPpP/QI1n/wE/8Ar0f8Ln0n/oEaz/4Cf/Xr0LyE/ur/AN80vkJ/dX/vmgDzib42aNDH5kmlasqg4O632/15rV8KfEvTfFOsyabYWd+jRruMk8eBXZpGEPygD6ClVCOWOT6gYoAdRRRQAUUUUAFFFFABRRRQAUUUUAFN3r698U6uM+Jfi238IeEbm8aXbcSjybcD+/QB518StdufFnj+08P+Hke4Sxdt7gfIk+MbjnqFBcd+SPrXqPgjwrF4T0OOzjTNzKDLdTMctJKxyxz6ZJx7YrmfhF4TvNN0OLVdf2nUrxTJIGwWG45zXpSDBIyW75oAULjgcc5J9adRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAYpCA3UUtFAABiiiigAooooAKTFLRQAmKUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5Pq/hzUPGHxcgXW7J10HRYzJDkHbM5I5OeDwtesU0IARyTgY570AMtwnkqUUKpGQMdBUvSkVdowOlLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS0UAAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKSigBaKz/7f0f+2v7H/tax/tP/AJ8vtKed93d/q87vu89OnNaFABRRRQAUUUUAFFYXjHxTa+DfCd7rl6vmLbJ+7hDbTNIThUB5xkkc4OBk44rG+FWieINF8LXLeLJ1lv8AUb1r7YJHcwrIifu23dCGDZAJHuaAO2ooooAKKKKACiiigAooooAKKKBQAUVj33i/w3pd7JZ6n4h0qzuo8b4Li9jjdMgEZUsCMgg/jWVN8U/A0EzRv4o04spwSku8fgRkH8KAOtorj/8AhbHgT/oZ7H/vo/4Uf8LY8Cf9DPY/99H/AAoA7CiqOka3pmv2P2zRNQtr+3ztMlvKHCtgHacdDgjg8jNXqACiiigAooooAKQ0tFAAKKKKACiiigAozRXm/jP4i6xofxK0rwjomnWNxLqVukqTXcroqszyLg7QePk9O9AHpGaM15b4k+I/i3wHPBceLvDFpc6TKNrXmk3TOInJOFIdQc8dwAcjByCK9H0zUrPWNLttR0ydbi0uoxLDKoI3KRkcHkfQ8jvQBboorlfiF47tvh94fg1W8s5bxJrpbYRxMFIJRmzz/ufrQB1VFFFABRTWlRPvuF+po3rx8w+bp70AOooBB6UUAFRXV1DZWk11dOI4YI2kkc9FUDJP5Cpa8s+PGoGTwpp3he1f/TfEN/Fbxx7ScorqSc4xw5iGMgnd7GgDQ+ECeJJvD97qfifWV1ddRuPPs51dipjxglVZV2KT0XAx6CmfFjUhYwadHJDe3bTs8Vrp1td+UmoXLAKiSIvzvGvzM3zKudoIbd8vbaHo9t4f0Gy0iw3/AGayhWGMuQWYAYycADJ6ngcmuDgX+3v2ir0ahEXt/D+kxi0jlU7VllZWMyAnGcEqWwPugfw5oA0tE+HGi3PhO2t/FPhTw/BqLRkT/wBmW2wJ8x27ZP8AWBgu3J3Zznmp/ht9ptrHW9Kub+6v4tJ1Z7K1lu2DSCJYYiqkgDOCx5xXSa1rFl4f0W71XVZlgtLSMySOxA+gHqScADuSB3rk/hJFqE3hC51vVk8q48QX8uqCHOfLSQKEA9tqAj2IoA7vNFQ3UskFpNLBA9zJHGzJCjKGkIGQoLEAE9OSB61z+nL40vkabU5tI0mOaMFLSK3e4mgJHRpfMVCVPcIQfp1AOmozXDzeBvEd1cpJdfETWCq4DLBbwQ5XP+yuM++DXQazey+HPBd/fqz3sumafJMGuCA0zRxk5YqAMkrzgDrwKAOERrnx/wDGh9wYeHvCEgG3eWS5vsHBxwMxkn1IK/7eB6mK4D4K6ebT4XWF3MzS3mqSS313O0jO00jufmYt32qgPuCeSST39ABRRRQAUZrnfFV74ohezs/B1hYzXFxvaS71FnEFuF24DBBuJbJx/umuQi0v41prQvZNc8MSW24k6eUkEWCMYDCLzOOo+bqOcjigD1HNVdTv00zSLy/l27LWB5m3NtGFUscnt061YXcVG4ANjkA5ANeY/Fea48Uappnw30zbHNqwF3eXLvhYbeNt3QA5JKHHQZUeuQAavwbvNU1T4bWura7qNxf3eo3E9wWnAHljzCoRcdF+XcB0G7A4Arc8davdaD4B1rU9OyLq2s5HhYAHY2MBsEEHaTnBGDitXTNNs9H0u207TIFt7S1jEUMSknaoGByeT9Tyepq1QB5XoWiWHxC+HXhyG78Z6v8AaVtTJcix1HZJPI5DOJQ24tsYEDsOccYxb/4Ud4duXtF1jU9b1a1tSxS0u7tRGSwwSdiK2eBzuz8ozkcVD4t+CPh7Ubf7d4Yik0PV7RWltHsHEavKMMm7PTBHBUrjPsKvfBnxtN408Dq+oO8mo2D/AGe5kb/lrxlX4GOQcHvkH1oAsWvwY+H9ozNF4bhYsMHzZ5ZR+TOcVZ/4VP4E/wChYsf++T/jXYUUAczH8N/BcUiyL4V0glYxGA1mjDA7kEYJ/wBo8+9Tf8ID4O/6FPQ//BbD/wDE10FFAFTTtK07SLb7PpNha2MGc+VbQrGufooAq3RRQAUUUUAFFFFABRRRQAUUUUAFFFFABXh/j7/k6Hwf/wBekX/oyevcK8f+InhbxXcfGPQ/FXhzQf7WtdNtI1dPtkUG5xJKSuXORw4OcGgD0Txpb2t14E12G/IFs2nz+YxA+QeWTu5zyOoPqK8p+HyWmr/s7rbeN72XStFgvWjjuIZTGZ4fMB2secgyM6YAHCj0zWx4li+KPjzTZNDXQbPwpp9yAl1cS6itxI6ZyQpj6AgYKkc5xnBNT/ED4aXd18G7Hwr4SXzJNNkikWIuI/tOAwfJJxks5fkgZFAHl/jpfA3hzT9J1/4Wz39nqsF3GUkMNyI2TY535mXaSSFGAcEE8EZrr/2lfD1h/Ymn+JNsn9ofaI7Ddv8Al8rbNJjHru71R8ap8Rfil4UstPs/h+2kWNtOsoWa6SOQuismAkmwquH6be3Wu9+N3hTUvF3w/FrosDXN3a3aXSwqwBcBXUgZI7OTjqccUAVdd0ay+Dnwr8QX/g1ZYp28tlaZxJtdnWMMNwI43ZwRzivOLnw/8P8A/hAftNnd6zJ4vFv9qW/FreF5brG/bkoEAL8Buo4O49T6VnXPi38Lda0vWdAn8MXcu2OD7WWAlkQrIG2sgZULADODwTgkisjSvG/xI0GxsvDd78Obi/1CCFYI76K5xA+BhWZgrIDgDOXHP93OKANz+wL/AOJfwg0uLXb2W01C4tw80oj2MW6cqMY6dK7jSrAabp0Vl5jSeSP9Y3eua8VX/jOz8CxXmjWNr/bmzM1vEwdFb0UsOa6TTZbuXTIX1GMLM33loAvR7tvz4znjHpTqbwvAOB6AUZ9/0oAdXllpbReOfjtd6hKY7jS/CMK28ClflN45JYjIIOzBB5BVlQgd69Rz7/pWbomgaV4ctJrbRbUWsU873Eqgs2+RvvMSxJ7D8qANSvMfGmheONI8dHxZ8PobPUWvLVLS7sLtlH3dxDgll46dGznsR09Mz7/pRn3/AEoA8z8O+EfFniXxDa+Ifig1miWaMLTQ7dQ8SOSR5knLKSBgjBY/dOQVwfTI40ijWOJFREAVVUYCgdABRn3/AEo5/vfpQA6im59/0oz/ALX6UAOrN8R6cdX8LarpqhibyymtwFIBO9CvBPA6960Of736Uc/3v0oA8I+Dj+KdV0z+y7nxs+i/2VcNaNoh06D7QEC5yGcbgcluqt9w5rrJPFPi/wAFeK9JsPGL2Gsafrl2tnbXNihhkt5CQAWQ8EHcOh4wfYF/jX4XXGoeIofFngfUIdG8Swk5kkjzFPkbSW4bDbS3O056Edwzw38PvFVz4hstc+JHiddUuNNkZ7Ozs02wqxUAOxCpk9eAvYcnJFAHptFNH+9+lL+P6UALRSc+v6Ufj+lAC1lWPh2xsPEWp65F5j32piJZXkbcI0jUKqIP4V6sfUkn0xqfj+lH4/pQAtRS3ENvs8+WOLzHCJvYDcx6KM9T7VJz6/pSfj+lAHB+Ifi/4b0hJLfSpX13VVkMa6fYKzuzA4bLAEAD9e2ab8IvCur+HtAv7/xPJnV9bu2vrlMAeWW5wQAAGJLEgcDIHau+/H9KX8f0oAWimnOOtNy/qv8A30aAJKKjy/qv/fRoy/qv/fRoAkoqP5j1K/gxo2n1/wDHjQBJRUe0+v8A48aNp9f/AB40ASUVHtPr/wCPGjafX/x40ASUVHg+v6mjYfU/99GgCSio87ODk7vQk0pYFlG4g59OtAD6KKKACiiigAoxRRQAUYoooAKKKKAE285703ae7E0+kxQBwev+C/EmoaxJcaX4yu9Pt3AxAI4yFPfqhNZv/Cv/ABl/0UG8/wC/UP8A8RXpxH0/Kk2n/Z/KgDzL/hX/AIy/6KDef9+Yf/iKd/wr7xh/0UK9/wC/MP8A8RXpe0/7P5UmG9F/KgDzX/hX/i7v8Q73/vzD/wDEUh+H/jD+H4hXh/7ZQ/8AxFel7PUL+VKFx2X8qAPMv+EA8Zj/AJqBef8AfqH/AOIpf+EC8Z/9D/df9+of/iK9M2n/AGfyo2n0X8qAPMf+EA8Z/wDRQbv/AL9Q/wDxFOHgLxmB/wAj/dn/ALZQ/wDxFembT6L+VG0+i/lQB5p/wgfjP/of7v8A79Q//EUf8IF4z/6H+7/79Q//ABFel7T6L+VG0+i/lQB5n/wgPjL/AKKBd/8AfqH/AOIo/wCEB8Zf9FAu/wDv1D/8RXpm0+i/lRtPov5UAeZ/8IF4zH/M/wB1/wB+of8A4ij/AIQPxn/0P91/35i/+Ir0zafRfypCCFPT8BQB5p/wgfjT/of7r/vxH/8AG6X/AIQPxn/0P91/35h/+Ir0gAnoW/Sn7T/s/iKAPNP+ED8Z/wDQ/wB1/wB+Yf8A4ig+A/Gfbx/df9+Yv/iK9L2n0X8qQqcdh9BQB5p/wgfjT/of7r/vxH/8bpf+ED8Z/wDQ/wB3/wB+of8A4ivSdjerfpTtp9F/KgDzI+APHBPyeP7jHvBF/wDEUn/CAeOv+h/uP+/Ef/xFem7T/eI+lGxv77fpQB5mPAPjoEH/AIT+fj1t4/8A43Un/CD+PP8AofZP/ASH/wCN16Rsb++36UbW/vt+lAHm/wDwhHjz/ofZP/ASL/43R/whHjz/AKH2T/wEi/8AjdekbW/vt+lG1v77fpQB5v8A8IR49HTx7ID/ANekP/xul/4Qrx//ANFAk/8AAOH/AON16Ptb++36UbW/vt+lAHm//CFfED/of5P/AADh/wDjdH/CF/EAf8z/ACf+AcP/AMbr0fY399v0pQjf32/SgDzceC/iAevj+T/wDh/+N0v/AAhXj/8A6KBJ/wCAcP8A8br0co399v0pNjf32/SgDzn/AIQr4gf9FAk/8A4f/jdOHg34gAY/4T6T/wAA4f8A43Xomxv77fpRsb++36UAecS+DvH5jI/4Txyx6ZtYV/8AaddL4R0fXNHgdNf1xtTduhdFXH/fIFdFtPf5v97HFOCnPO0/hQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApH+4aKKAEj6U6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Zdata:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RCoRXhpZgAATU0AKgAAAAgABAE7AAIAAAASAAAISodpAAQAAAABAAAIXJydAAEAAAAkAAAQfOocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEFteSBKYWNrc29uIEF5YWxhAAAB6hwABwAACAwAAAhuAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABBAG0AeQAgAEoAYQBjAGsAcwBvAG4AIABBAHkAYQBsAGEAAAD/4QpqaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+PHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIvPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIj48ZGM6Y3JlYXRvcj48cmRmOlNlcSB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6bGk+QW15IEphY2tzb24gQXlhbGE8L3JkZjpsaT48L3JkZjpTZXE+DQoJCQk8L2RjOmNyZWF0b3I+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwAHBQUGBQQHBgUGCAcHCAoRCwoJCQoVDxAMERgVGhkYFRgXGx4nIRsdJR0XGCIuIiUoKSssKxogLzMvKjInKisq/9sAQwEHCAgKCQoUCwsUKhwYHCoqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioq/8AAEQgA6AGCAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+kaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikJA6nFLkAZPSgBM+vFQXV9b2VvJcXcqQwx/edzgCqHiPX7Lw1oc+p6hPHHGg+Uu2AT2FeUWcGufFrXLW9vHks/DkLZ8pRj7TgnkH6jH4UAe0291FdRiSBt6MMgjoRUtV7K1jsrSO2gXbFGu1M9cVYoAKKKKACiiigAooooAKKKKACik3DGc8dKFdWztIOOuKAFooyKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimMTkhfvEflQArltvyYznvXDeOfibp3hKM20P+lamflWBT0PvWT8TviZH4fii0bQt9zq88gjGz/lnwfmzWN4O+GwF2niLx7NHJqBG4NPPuZs88k0AVfDPg7WfiFqx1vxbK8Ntv8xLUcqcdBXtdnZwWVukdvGI0RdqqBwKzo/EWhWsSwpqVnGFGFRGAA/Cr1pqFvexq9tcQTqehjcGgC2M96WmIT5jZfd7bcYp9ABRRRQAUUUUAFFFFABUUxC7XZtoXJLHoOKJpNnAODjO49APevJ/Euvar8Q9euPCHhSYxWMOP7Q1FGKjb3VSOc54oA3NW+IFxd3lxpXg21F/fp8pmJxGrY7nmufsdP8AiXHo13qev6pEkkLmRbKLdhlAzjP/ANavQPCvhfS/CmhJY6RDENoxNLsAaZu5J7n61oarLDbaVdS3Lfuo0MjhuhXHT6cUAV/C2uHxF4XstT8nyJLiFXaLOdhPbNa6ElAT1riPhPFMvw105ptwd4Vbk8jiu5HtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFGaACkOccUbgATkYHU5qnqOr6fpVn9r1C9ht4B0d3ADH0HqfYUAW9x6nGB1oMiqhdyFUdycV5/J8Qr/AFu4a28GaTLdKx2fa54mijUnjcC2A2PaoV8DeKdcnMnibxDJHC3Bt7XCcfUCgDsbvxTo1gjNd6lbRBf+moY/kMmsaP4p+D5JfLGuQBtwX5opFGfqVxTrP4ZeFrOFAbAzSKPmlmmdi3uecVj/ABF0nw9oPgHULn+zbNd0flwjy/maQnjBHsDQB30F0t0Ee3ZZI2AbzFOVYEcEHvViuP8AhnZXun/DzQbbUyz3H2RJGJP3cqOD9M4rryQBQA1nI5GMDr6/hXB/E34hxeEdKS3sR9o1e8+W3t0BLexOOgzVrx98QLPwPpRZ1NxqUgIs7ZVLNMx4AwPfiue+HPgO9ub6bxf41BuNVvSPKt5CCtsg5AA9ck0AcTeeFdU8NaDaapqsgPiLVrxLdTLhjEGVmO3r/dFejx/CyDULW1PirVL3UbiNBvXzmRc4/wBkiuv1Lw9Zay1o+qQi4ezk82I5x82MZrT29SBgt156UAcWfhB4MaHY2lsTj75uJM/+hViXfwg/s+VpvCGu3mjyg5QNKWjP4HNepVG0fzkgbsnPzdBQB5LB498U+CNSWy8eWRuNPJAGpwplR6ltv+Fep2WpW2oQR3FnKk9tMMxyxnIaotW0u11ewlstRhWa0mQrIjDqCO3pXkXg29vPhj4+/wCEK1iZpNJvj5mmyP8AMQc4xkdOo60Ae20U3evHucfjTqACiiigAqIykYzjHQ4/velS1zvi7xJa+FfC9zqty4P2c7UX/npIegx3PWgDkfiZ4vvXuoPB/hdvM1bUGCz7DzBHjLHPY11vgzwfY+EPD8Wn2ceGPzzSE/NK55Yk/U1ynwt8I3KLc+MdfiY6xrLNMEcj9xG7bgo9OCOK9JVSjFnz8qhRznPvQA7ygq4QAAchcd68/wDizqcsPhldEsm3ahqx8iNQedvQn9a9BZjtO3k44rzLR8eNvijJrO1pNN0lfKtnxgGTOTx+VAHoWk6bFpOlwWVv/q4Ywi5HpVwDAxTYWLwozAgkZIIxT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimSHCc8ZOAfQ0APqMNlmHGwDrVG91GDTbGe51CUQwW65knY44HNeeXOqeIPiVK1toG7SNAbltRPzNOPQLx/OgDZ8R/EK30/UYtH8PWbapq0pIWNSSsX+0+O35VRsPAN3rd4dV+IM5vLtDmOxtDtt4+eOOSTj3rq/DXhjSfDenx2+mxY2Z3ORy7d2/E81vAfNu9qAKVnaR2kccdvEkMCgBYVXBWr1FFAETFQrc/Ln5snpXkOuGX4k/E6DQIGxo2iEz3ZX+N84Qf+hV1PxM8Vy+H9MisNKHma5qpMFgg/hPGWP5ir3gHwjB4R8LwafvElyw8y5b+/J/EfzoA6OPcgRVRVCkqFHZB0/pXNeOPG9r4O0eSe42m6x+7QnrTvF3iZdJtVtLS387VLv5Iow33e+4n2AJ/CvKtA0CT4g+PT9suften6RJ/ptzji4mAyFHsCQPwoA6T4feFrzxRrB8beMRvumYfY7Nl+WBR0bHXnOa9ZhGEIxg55IHX3p0UawxJHGNqooUD0Ap1ABRRRQAUUUUARycOjE8Zxj1zXkPx6tlsrTQvEUA/f6ffAM3+yR/8AWr1+RN/yt9wghh615D+0Dded4Z0bSrcbptR1BWRfZBz/AOhCgD1iOTzbeCX++Q35g1ZByAagiUxW8KHrgK35VMv3Rj0oAWiikYZUigBa8c8Sf8XC+K1n4XR8adooN7eiP+OcEKFP5tXqWqXkdhp95dynCQxZJPtmvOvgfazXWg6p4ouVxPrtz9ox6DJP/s1AHqcX+pXKbOB8o7e1PpAMdPWmTyJFCzyuEQDJY9hQBy3j/wARSeHvC8ptubu9zbWvtK/yr+pFWvCehReHPDqWQzuYefNJnq7Dn+VcvpEY8afECbXbpCun6TIsFmOu9xg7vzb9K9LoARclRuGDjkUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFJnmgBsjlOnPqPQetZ2ra1baRpc1/eTBLWFC7vjk4/hA7k9Ks6hcwWVu1xdMscajDs3p6Vycuj/8JpewTamhj0m1kD21uD8twQQcuvpn1oA5i103VfirepqWvmbTvDiNtttO3FWuf9pscY6CvVYtPtoII4YIlihjGFiQYUfhSLZ7YwibVUDCqBgRj/ZqzuHbP5UAAAHQUtN3jvkfhR5i+/5GgBWO1SfQZrP1bV7fRNNm1DUJhFbW8ZkkJH3vYe/FX3bCngsccAd68i8YXLfEjxzbeE9PaT+yLMrJqMqn5HOfuDHU4H60AWvAlnceLvElz471qFkP+p0yJx9yLrnHTd7113ibxKug2yRQQ/adSlUiGBDlj0y2fbIqXW9b07wppMcZVYnA8u1t1Ayx9gKwdG0ybQ4dR8W+KHMl88W8B23fZ1/ur2GSR09KAOL8Qf2haSW2g21wbvxVrzbrmbPFlCfmYD0OPl49a9X8K+GrLwr4Zt9N0+III03SEdXc8lie5yTXBfCfSX1vV9R8e6kGa41J2W23dUhzx7DgDpXqwCR45+8fzoAeOVH0paKKACiiigApM9unpQWxjAz7Vn6nq1nplm17fTrFbRZLOTjGPbvQBZmlYYBTowyScADufwrx+xA+JfxjbUoznQvDamKCXHE0znkj2wg/Or2u65r/AMQbg6b4REtrpZG2e+ceX5itwQh65AHfHUVtW9xp3gbSbTw/4VsvtVwnyhYQCM/3nPrQB3aJ1O7dnnpUijCgegrjNE+JGkX98dM1GX7Dqa9YZkKBiPRiMfrXXLcoYVkJypA5X5v5UATVHcF1tpDF98KSv1oWeNhkH8wRSlgRwevtQBwXxlv3074YapIjbXkQRr9SDXQ+ENJXRfCul6eg2rBbgAA+gFcJ8fJHk+H8caKxEmoKhHtivSLnU7TTLUy6jcRWyRp/GwBP0HWgC55hUYGCxG7ngYrzPxjr1x4z1oeD/DE3yK//ABMLkD5QvdFPUH3qPWfFuueNVGleB4J4bKRvLn1RxsG0fe2fxdeOgrtPCnhOx8K6WtrYRqZmG6e4YZeRyeST1oAv6Lo1vomk2lhakiO2Xb1+8T1J9a06jMedo42gg++akoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjbgqvXLGpKjZWZQehVs/WgDzHVbyXxR8Ul0q+vUtdH04BniMgQzSDkDnkjkV6Ct5p9uARd20cSjbtMqgJ6d6zdT8F6Fq+pG/urDfcldplWQof0rO/wCFZ+HirCWO4AY5ObkmgDel8SaPEfm1axH1uU/xrOvPiB4Ys/8AW63bk+iMGP6VFD8PvC9uuBpyze8kxP8AWtBPDGgl94sLZmH95aAMf/haHh7H7ma5mHqlu5z/AOO1EfidYyypHZ6Vql07E8LauvbOcla6pNMsYuEtbZCOmIxTb4wWNhLcy+RDFCu9pAoG0Dk/n0/GgDzrxL8U7i00iS1t9C1CHVLwNFYoyHcXPCsF6kA8/hVDwjrWn/Dfw/JDqlheDUrhzc3E0sDjzHYAYBI56dBUnhi+TXdc1j4g+IcQ6Va7o9Mik42rGMMy+uSG/OtHRdPuvH2rjxJr8DQ6dbPtsbXBHmAc7jnnqf0oAqeF59I1jxFL4h8SX6tescWdldyBFhX/AHTgZ+tWvjhqM9v8P7W1spTJ/auoR2jOmDlWVm7f7tdjqPhDRtXYm801UbtJG2DXh/xb0weDdZ0QWVzeahDLO0iWsrbtkijCsAB2DN+dAHoM+o3GmWdh4Q8H4a4sYY7acxjd5WFGWb06dT3NT+EfFOpQ+NtQ8H62yzXVrEJo5RjBDKGHP41e+HfhyLR9MW/nla51HVIvtNzOx4yxDFfwz+lYfiZF8NfHLRNfkHl6fqNubW6nP3VfayxjP1CCgD1UZ2jPXHNLTVYMoZTkEZB9acKACgjKketFB6UAc54v8TWXhHQJNUvy2YRthQZJdjwOB9a8mtLpfGrvq3jXURtjffY6NYShi4HQSImW5Pr617B4i8LaX4nshZ6vBI0QIYbG9Kr6N4K0HQysmnWH7zOBI/LDHFAHM6bYeK/ELxpNGnh3R4xj7PboFkkH6kcfSu007QrLSIyljB5RJG6Uku7/AInJrUQMBhsH3FOoA5fxN4D0PxZCBqlp++U5WaAmN/8AvoYNckPAfjLw4c+E/Esgtl4W1ugs3HYZYE/rXqtJQB5dFd/FxJ9sumadMo6Sb4xkf99U6/1H4srbuLXSdPjcLuDeYh6dvvV6gKa5xG2emKAPFvibb+Lb/wCG08+swRLJbSrKFhAPY88V01h8PtO8QLFq2u6lcatkbo/3rKhHrhcA12erabHq+m3WnzD93NFt/PNcB8H9Yu7TS7rwnrfy6jozCNd3BmTpnH4D86APRbGyt7G3WCwiS3iQcJGmBj/GrS47DAojOYwex5H0p1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAReaRGN4+YruwK8/wBQ+LcdhqE1qfDurTGJyvmQwb0b6GvQ/LwPk4OMAkZxQq7Vxx+AoA80Hxmh7+GNc/8AAWnD4y2+efDOuf8AgLXpWKNvr/KgDzb/AIXLa/8AQt65/wCAtMPxotN3/Ita5kf9Otel7F9BR5af3R+VAHmh+MllKPm8M64f+3X/AOvTh8ZLQDA8Na5j/r1/+vXpPlp/dFHlr6CgDzb/AIXLaf8AQta5/wCAlH/C5LQ/8y1rf/gJXpPlr6Ck2L/dFAHm5+MELFBD4a1wtIehtemK43x98SH8X6SdFsdI1W3s0nRtTm+zHMcKsCe/dgo/GvXvF3iC38L+HbrUboZVYykaL953PAA/z2rxXRdM1LxBFH4fWRxdanOLvWHjYssMJPmCHPGT9zPTHNAC3viuy8QS6Jb2eiaufDdiQVhS1+S4MfJ79yK7iL4u2UCIkPhXW0WMbVAtOgrvdH0ay0fToNPsI9sFoNsYPbPX+ZrS2/5xQB5inxgtI/ueFtcH/bqaoX/xB0LVb+C+v/BmrzXNsGWKR7QkoGxnHPsK9d2/5xRt9aAPK7b4s6fZ262ll4U1pIweEFocDJ57/Ws/xT490PxXo0+i3vh3XYlO1o5ltOYnUhgw56ggV7HsXsAD60bMDAwB3460AeIeHvi/qOjWK2Gq+H9XvPLOEndMMV6DPFdJD8abOSPK+HdabnB22+7B+telLFtHDP8AiaURjvz9aAPOP+Fy2v8A0Leuf+AtB+MloQQfDeuf+Atej7F9BS7F9BQB5oPjFZjGPDWufKMD/RTx+tL/AMLmscYbw3r3vi0r0ny19BS7cdOB9KAPNF+MunKMDw7r6j/r0p3/AAubTv8AoAa//wCAlek7QevP4UbF9BQB5t/wubTv+gBr/wD4CUv/AAuS07eG9cI7f6LXpGxfQUbF9BQB5v8A8Lktf+hb1z/wFpG+MlkVIk8Oa6FPXFrXpOxfQUbF9BQB5qPjJpw6eH9f/wDASuL8SeLI73xDZ+JfDGmaxDrVrlLm3NnhJ0OM559RXv2xfQUxYgCC207fu/LjbQB5nZfG/S5wtv8A2NrDXioDLEtr91scgc9jU/8AwuXTw5D+H9eVx1X7J/8AXrp9V8LQXOpDUbN/st5kF5FXO7+VacM0wCrNEGZRgv8A3qAOG/4XNpv/AEANe/8AAT/69J/wubTf+gBr3/gJ/wDXr0ZVDLkqB+FHlr6D8qAPOv8Ahc+l99F1oextP/r0f8Ln0v8A6A2s/wDgJ/8AXr0QxD/Z/wC+aTyf93/vmgDzv/hdGl/9AbWf/AT/AOvR/wALo0z/AKA2s/8AgJ/9evRPJ/3f++aPJ/3f++aAPPP+F0aT/wBAjWf/AAE/+vS/8Ln0n/oEaz/4Cf8A169C8hP7q/8AfNHkJ/dX/vmgDzw/GfSu2j6yf+3T/wCvSf8AC6NL/wCgNrP/AICf/Xr0XyFHQKP+A0eSP9n/AL5oA88/4XPpP/QI1n/wE/8Ar0f8Ln0n/oEaz/4Cf/Xr0LyE/ur/AN80vkJ/dX/vmgDzib42aNDH5kmlasqg4O632/15rV8KfEvTfFOsyabYWd+jRruMk8eBXZpGEPygD6ClVCOWOT6gYoAdRRRQAUUUUAFFFFABRRRQAUUUUAFN3r698U6uM+Jfi238IeEbm8aXbcSjybcD+/QB518StdufFnj+08P+Hke4Sxdt7gfIk+MbjnqFBcd+SPrXqPgjwrF4T0OOzjTNzKDLdTMctJKxyxz6ZJx7YrmfhF4TvNN0OLVdf2nUrxTJIGwWG45zXpSDBIyW75oAULjgcc5J9adRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAYpCA3UUtFAABiiiigAooooAKTFLRQAmKUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5Pq/hzUPGHxcgXW7J10HRYzJDkHbM5I5OeDwtesU0IARyTgY570AMtwnkqUUKpGQMdBUvSkVdowOlLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS0UAAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKSigBaKz/7f0f+2v7H/tax/tP/AJ8vtKed93d/q87vu89OnNaFABRRRQAUUUUAFFYXjHxTa+DfCd7rl6vmLbJ+7hDbTNIThUB5xkkc4OBk44rG+FWieINF8LXLeLJ1lv8AUb1r7YJHcwrIifu23dCGDZAJHuaAO2ooooAKKKKACiiigAooooAKKKBQAUVj33i/w3pd7JZ6n4h0qzuo8b4Li9jjdMgEZUsCMgg/jWVN8U/A0EzRv4o04spwSku8fgRkH8KAOtorj/8AhbHgT/oZ7H/vo/4Uf8LY8Cf9DPY/99H/AAoA7CiqOka3pmv2P2zRNQtr+3ztMlvKHCtgHacdDgjg8jNXqACiiigAooooAKQ0tFAAKKKKACiiigAozRXm/jP4i6xofxK0rwjomnWNxLqVukqTXcroqszyLg7QePk9O9AHpGaM15b4k+I/i3wHPBceLvDFpc6TKNrXmk3TOInJOFIdQc8dwAcjByCK9H0zUrPWNLttR0ydbi0uoxLDKoI3KRkcHkfQ8jvQBboorlfiF47tvh94fg1W8s5bxJrpbYRxMFIJRmzz/ufrQB1VFFFABRTWlRPvuF+po3rx8w+bp70AOooBB6UUAFRXV1DZWk11dOI4YI2kkc9FUDJP5Cpa8s+PGoGTwpp3he1f/TfEN/Fbxx7ScorqSc4xw5iGMgnd7GgDQ+ECeJJvD97qfifWV1ddRuPPs51dipjxglVZV2KT0XAx6CmfFjUhYwadHJDe3bTs8Vrp1td+UmoXLAKiSIvzvGvzM3zKudoIbd8vbaHo9t4f0Gy0iw3/AGayhWGMuQWYAYycADJ6ngcmuDgX+3v2ir0ahEXt/D+kxi0jlU7VllZWMyAnGcEqWwPugfw5oA0tE+HGi3PhO2t/FPhTw/BqLRkT/wBmW2wJ8x27ZP8AWBgu3J3Zznmp/ht9ptrHW9Kub+6v4tJ1Z7K1lu2DSCJYYiqkgDOCx5xXSa1rFl4f0W71XVZlgtLSMySOxA+gHqScADuSB3rk/hJFqE3hC51vVk8q48QX8uqCHOfLSQKEA9tqAj2IoA7vNFQ3UskFpNLBA9zJHGzJCjKGkIGQoLEAE9OSB61z+nL40vkabU5tI0mOaMFLSK3e4mgJHRpfMVCVPcIQfp1AOmozXDzeBvEd1cpJdfETWCq4DLBbwQ5XP+yuM++DXQazey+HPBd/fqz3sumafJMGuCA0zRxk5YqAMkrzgDrwKAOERrnx/wDGh9wYeHvCEgG3eWS5vsHBxwMxkn1IK/7eB6mK4D4K6ebT4XWF3MzS3mqSS313O0jO00jufmYt32qgPuCeSST39ABRRRQAUZrnfFV74ohezs/B1hYzXFxvaS71FnEFuF24DBBuJbJx/umuQi0v41prQvZNc8MSW24k6eUkEWCMYDCLzOOo+bqOcjigD1HNVdTv00zSLy/l27LWB5m3NtGFUscnt061YXcVG4ANjkA5ANeY/Fea48Uappnw30zbHNqwF3eXLvhYbeNt3QA5JKHHQZUeuQAavwbvNU1T4bWura7qNxf3eo3E9wWnAHljzCoRcdF+XcB0G7A4Arc8davdaD4B1rU9OyLq2s5HhYAHY2MBsEEHaTnBGDitXTNNs9H0u207TIFt7S1jEUMSknaoGByeT9Tyepq1QB5XoWiWHxC+HXhyG78Z6v8AaVtTJcix1HZJPI5DOJQ24tsYEDsOccYxb/4Ud4duXtF1jU9b1a1tSxS0u7tRGSwwSdiK2eBzuz8ozkcVD4t+CPh7Ubf7d4Yik0PV7RWltHsHEavKMMm7PTBHBUrjPsKvfBnxtN408Dq+oO8mo2D/AGe5kb/lrxlX4GOQcHvkH1oAsWvwY+H9ozNF4bhYsMHzZ5ZR+TOcVZ/4VP4E/wChYsf++T/jXYUUAczH8N/BcUiyL4V0glYxGA1mjDA7kEYJ/wBo8+9Tf8ID4O/6FPQ//BbD/wDE10FFAFTTtK07SLb7PpNha2MGc+VbQrGufooAq3RRQAUUUUAFFFFABRRRQAUUUUAFFFFABXh/j7/k6Hwf/wBekX/oyevcK8f+InhbxXcfGPQ/FXhzQf7WtdNtI1dPtkUG5xJKSuXORw4OcGgD0Txpb2t14E12G/IFs2nz+YxA+QeWTu5zyOoPqK8p+HyWmr/s7rbeN72XStFgvWjjuIZTGZ4fMB2secgyM6YAHCj0zWx4li+KPjzTZNDXQbPwpp9yAl1cS6itxI6ZyQpj6AgYKkc5xnBNT/ED4aXd18G7Hwr4SXzJNNkikWIuI/tOAwfJJxks5fkgZFAHl/jpfA3hzT9J1/4Wz39nqsF3GUkMNyI2TY535mXaSSFGAcEE8EZrr/2lfD1h/Ymn+JNsn9ofaI7Ddv8Al8rbNJjHru71R8ap8Rfil4UstPs/h+2kWNtOsoWa6SOQuismAkmwquH6be3Wu9+N3hTUvF3w/FrosDXN3a3aXSwqwBcBXUgZI7OTjqccUAVdd0ay+Dnwr8QX/g1ZYp28tlaZxJtdnWMMNwI43ZwRzivOLnw/8P8A/hAftNnd6zJ4vFv9qW/FreF5brG/bkoEAL8Buo4O49T6VnXPi38Lda0vWdAn8MXcu2OD7WWAlkQrIG2sgZULADODwTgkisjSvG/xI0GxsvDd78Obi/1CCFYI76K5xA+BhWZgrIDgDOXHP93OKANz+wL/AOJfwg0uLXb2W01C4tw80oj2MW6cqMY6dK7jSrAabp0Vl5jSeSP9Y3eua8VX/jOz8CxXmjWNr/bmzM1vEwdFb0UsOa6TTZbuXTIX1GMLM33loAvR7tvz4znjHpTqbwvAOB6AUZ9/0oAdXllpbReOfjtd6hKY7jS/CMK28ClflN45JYjIIOzBB5BVlQgd69Rz7/pWbomgaV4ctJrbRbUWsU873Eqgs2+RvvMSxJ7D8qANSvMfGmheONI8dHxZ8PobPUWvLVLS7sLtlH3dxDgll46dGznsR09Mz7/pRn3/AEoA8z8O+EfFniXxDa+Ifig1miWaMLTQ7dQ8SOSR5knLKSBgjBY/dOQVwfTI40ijWOJFREAVVUYCgdABRn3/AEo5/vfpQA6im59/0oz/ALX6UAOrN8R6cdX8LarpqhibyymtwFIBO9CvBPA6960Of736Uc/3v0oA8I+Dj+KdV0z+y7nxs+i/2VcNaNoh06D7QEC5yGcbgcluqt9w5rrJPFPi/wAFeK9JsPGL2Gsafrl2tnbXNihhkt5CQAWQ8EHcOh4wfYF/jX4XXGoeIofFngfUIdG8Swk5kkjzFPkbSW4bDbS3O056Edwzw38PvFVz4hstc+JHiddUuNNkZ7Ozs02wqxUAOxCpk9eAvYcnJFAHptFNH+9+lL+P6UALRSc+v6Ufj+lAC1lWPh2xsPEWp65F5j32piJZXkbcI0jUKqIP4V6sfUkn0xqfj+lH4/pQAtRS3ENvs8+WOLzHCJvYDcx6KM9T7VJz6/pSfj+lAHB+Ifi/4b0hJLfSpX13VVkMa6fYKzuzA4bLAEAD9e2ab8IvCur+HtAv7/xPJnV9bu2vrlMAeWW5wQAAGJLEgcDIHau+/H9KX8f0oAWimnOOtNy/qv8A30aAJKKjy/qv/fRoy/qv/fRoAkoqP5j1K/gxo2n1/wDHjQBJRUe0+v8A48aNp9f/AB40ASUVHtPr/wCPGjafX/x40ASUVHg+v6mjYfU/99GgCSio87ODk7vQk0pYFlG4g59OtAD6KKKACiiigAoxRRQAUYoooAKKKKAE285703ae7E0+kxQBwev+C/EmoaxJcaX4yu9Pt3AxAI4yFPfqhNZv/Cv/ABl/0UG8/wC/UP8A8RXpxH0/Kk2n/Z/KgDzL/hX/AIy/6KDef9+Yf/iKd/wr7xh/0UK9/wC/MP8A8RXpe0/7P5UmG9F/KgDzX/hX/i7v8Q73/vzD/wDEUh+H/jD+H4hXh/7ZQ/8AxFel7PUL+VKFx2X8qAPMv+EA8Zj/AJqBef8AfqH/AOIpf+EC8Z/9D/df9+of/iK9M2n/AGfyo2n0X8qAPMf+EA8Z/wDRQbv/AL9Q/wDxFOHgLxmB/wAj/dn/ALZQ/wDxFembT6L+VG0+i/lQB5p/wgfjP/of7v8A79Q//EUf8IF4z/6H+7/79Q//ABFel7T6L+VG0+i/lQB5n/wgPjL/AKKBd/8AfqH/AOIo/wCEB8Zf9FAu/wDv1D/8RXpm0+i/lRtPov5UAeZ/8IF4zH/M/wB1/wB+of8A4ij/AIQPxn/0P91/35i/+Ir0zafRfypCCFPT8BQB5p/wgfjT/of7r/vxH/8AG6X/AIQPxn/0P91/35h/+Ir0gAnoW/Sn7T/s/iKAPNP+ED8Z/wDQ/wB1/wB+Yf8A4ig+A/Gfbx/df9+Yv/iK9L2n0X8qQqcdh9BQB5p/wgfjT/of7r/vxH/8bpf+ED8Z/wDQ/wB3/wB+of8A4ivSdjerfpTtp9F/KgDzI+APHBPyeP7jHvBF/wDEUn/CAeOv+h/uP+/Ef/xFem7T/eI+lGxv77fpQB5mPAPjoEH/AIT+fj1t4/8A43Un/CD+PP8AofZP/ASH/wCN16Rsb++36UbW/vt+lAHm/wDwhHjz/ofZP/ASL/43R/whHjz/AKH2T/wEi/8AjdekbW/vt+lG1v77fpQB5v8A8IR49HTx7ID/ANekP/xul/4Qrx//ANFAk/8AAOH/AON16Ptb++36UbW/vt+lAHm//CFfED/of5P/AADh/wDjdH/CF/EAf8z/ACf+AcP/AMbr0fY399v0pQjf32/SgDzceC/iAevj+T/wDh/+N0v/AAhXj/8A6KBJ/wCAcP8A8br0co399v0pNjf32/SgDzn/AIQr4gf9FAk/8A4f/jdOHg34gAY/4T6T/wAA4f8A43Xomxv77fpRsb++36UAecS+DvH5jI/4Txyx6ZtYV/8AaddL4R0fXNHgdNf1xtTduhdFXH/fIFdFtPf5v97HFOCnPO0/hQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApH+4aKKAEj6U6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z

106 Allen Road │ 4th Floor │ Basking Ridge, NJ│ 07920 │ Phone: (908) 842-0100
www.caladrius.com