{"v":"5.12.1","fr":25,"ip":0,"op":200,"w":970,"h":250,"nm":"970x250","ddd":0,"assets":[{"id":"image_0","w":180,"h":183,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_1","w":224,"h":151,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_2","w":722,"h":490,"u":"","p":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtIAAAHqCAMAAAAedVnFAAAABGdBTUEAALGPC/xhBQAAAAFzUkdCAK7OHOkAAAAkelRYdENyZWF0b3IAAAiZc0zJT0pVcEwrSS1ScE1LS00uKQYAQXoGzmp6FcUAAAAJcEhZcwAAAAEAAAABAE8lxNYAAAMAUExURUdwTIFuujYmd4+CxIp6u0Mui0MviFU6okAqcmJLpjUmclBBhX5ruTongZmNxE89i3VguHhmua2jyTkkmf///yodWSseXTEjbC0gYv/7AScbUzMlc4B2xh8RPjwyoCkcVhkMMy8hZ1dCqiUZTSETQiQXSjgngyIVR1I9p2ZYtSYaUHtzxDMnnTYmemBVs007pWBIrTclkWxduIVww0lEnDcmiDcljBwPOf/2AgTJFjQunmVPsFpRr//oAXRcuGFZrXFXtDkjlYl3xnpiu35uwv/NAUU1ov/zQXZqwP/gAgHGH1RMr01VtJJ9yYR8yImFwoJovlNNoVhdXm9lu2RgqU1Eo+Pf3//WA/+sAammzD1WtZCPxZqYyf/vBEVArXVwuP/mSWtosdfV07epz+vm6llWo/j19AGC0AGL1UFLrzZhvM7LywCU2qGfyv/rLkleulFEf1hHLyjMDv2aAQCq5oF8u5+Ly0UnmgCi4ixpwa2azVQvGwG9K7q2t8TAv2dfsv69BACb3v/0WmM1G8G61UPOCAGz615jvFk0onQ7GTQxjjolSFUrmv7fYB9yxv/TLMJgDGHSCFlLhmQ6pIdEGEcpGGprb2BkZWstnultB0NyxtVmCBF4ylJrwXNhmUk7eEpKSa9XElgvRJxNFUA3kmRTkUQyNf7HS/hxvIhxtF1WSo96qO/pFPp7Bo2CgtTP5nNJOZiJsvv0zW1bhf71en9unubGc/rXiSt1yHx4eywhL6qduPDWuG5FqU8oh+7P2qWLbf+5b4tqjXhpcuyVBfzxpuO/V7KtqpZ3YGhZX9CwaOHaKXxpWredXX/XDnhOZDl/zrJsL19Qc1JCk9LIN9O0h5NaNRCoQJaQkcKzR/tgs6Sdnql+mhbMOEE8WxCIO/SpoCOG0hI3QbyYjMyOGvaLwvGt0krOJypfVBkLCHXWN2KQtQxeOajfGvipM4w8pJVKcK1QgtJpKMrmCiaXgbFVsPNsSEvPT5jacVGhZfudadBDlvtygHa62tBaYTyy37adSQUAAAATdFJOUwB3x8pLTn4Q/irl16OnoK7jyMsrs+u+AAAgAElEQVR42uydTYvbWBaGO7ggFBNCBbLUHzAXvJBqZyML6y4Eg2QFkYHgQAipKphFtln0JpuC/Bav/BfnfN1PXad7ZvJRldwjWZKrujfdDy/POffa9ccfuXLl+vb19OLiyXOoZ08uLi6f5v8euR53XV48XxwOfT/0/QFrsXgOZD/NZOd6nPl8CTz3wLOtftgPewN2juxcjy2hn1M+I8g9XvyCzN7viezLHNm5HklEP1mQcDDLIdCu9od9juxcjyWie87mw1mevczOkZ3rgdcFRDQCfXAhPQO7GAoqeqDI3ufIzvWQiRagEygTzu6wNQjZi8XiWQY714MimiW6P5vPg8FaUHalihzZuR6cRy/6wzDjuU+FNNEcEq0UXhh1juwMdq6fPOtYSGN43jpsRvs0m5BW9uaBndvHXD+vnhz62Df6eWc4SF/owDYYx0ehmexdjuxcP0ekzfrKcGYkTV1gSjoKAdq/FEpjVms6q6LYDX2PZD/LkZ3rx2nH8JVJdOG7NAM9WJg9ohnnIohqDUzjscMCsnNk5/rB2jHXDTvrSIm0MhZt0KaXJrCJaUCamebbrkKyd0h2BjvX9w1pS3MSaryYAZ6j2g46OKcZaKBYKcO3JvVAnCtlsKbaVX2/y5Gd67uZ9BnvKMykw06khyigTY/o9YZKUzrL9AMw1pVGoisiW1dBgYwA2HmRJtcPMWkh2UvnVGPoIlpS2twKRhv6Q41YE86O6ZEfRjh2CPaO2se8LTvXN6jLw1/2hUW8DF7YtZXZGE9JRsOrolmeFvPQYh0up5FnuR9HiuzsIrm+RXPYpzJaxnYUzbvEKrjyYbaNIZYWn67gN5WMPLRYtDYuXbmQtgcWe/YxL9Lk+n+8I6kchW0MLchDvGDoE+3rtAadRqfW2B1qaQ4psxFkHWb0aMEWqkd+ALJzZOf6n5rD/Vem0G6NJbUIrsJlFmPT7B5KukNNOLt89vvD0QBtiLZQW7h3uytZpMn/q3L9vXq+PxvSriccYudQdp1FhSM8PCtmulKAs0g0zqe19hKaST7GOM+wbsVHjjmyc/197+jjIbSQnNynZDcphSzbiNYo05qiGt6je1RajqKKCxtDp9KzjAag4WjNFci+yhO/XP+dd4RMB0CbAQfPoW1Ey6qKXVyRnzDZFQ6ptaoKEWk9kw6vPzyOtkt0PBuq+dLiTymy81eM5DrnHfEgei4a+Kx8qFWgHU6kCwlnE9QAM6Q0r7XoAOjRYU2ucRTjOAbGwTxbqOWKVWNkj1fZRXLN6nKR2nAHh0oYh/I2KtlVbyMd5BzEM68gkoLQaouWFlGmHUcz6TgapsU/JKOPIdNGPQKgbcG/dJUnfrnS3uHt5ECg1eCWvCOXlk13M41WPt0Y0QXO8ZBnbWN6dCktuiEsV35E+1DbkPaqpkMekOyqepEjOxfWs73/2UJ/5XvwDDqccgTL3rMi+zAhTbNp5NkxbU5j0jT4GC3XKZOWiB6jlCaca8t3jZl9lbdlZ+8Iv9CAG0OFh4oN2r+oeM0wymg+EWfF6sFCrTVHtKY9HqIdR9sbplM6DmimGSGu5aT3WHgDsq9yZGfvEPFAloVoSWwV7IoOFwvTPJuo1oXBmmYdeI7SI5oZhzfvMAviYUgHKe1TbcNZMKaXcC1vMbLzxO93q6fPZh6t5CB8B+UvFEYTjnM8U4coKY1TD2oMjX+MzHa42CIt4THyaQvzGFm0Bdo/Lc9QTd1gwRX+SYjsvMfv90F6PwQfWVHhISLtfR5rvkkp4Rwe2samxamZ69EbdESLLamR9Ew9TD7bjPa1A4EuiWrGGt40zbIEsvMo+3eoJ/vo89/K5bREdBjP57tCx7NWHeMsQPs4Q0iPAnViv1Llr4In2sLWawVtNLfGPFoX0TUldFPCATw3S6lyeseRndvHX7YW82m0d+Dp77Bza4TnS0eDPB9ooJlvtjP09nVUUVuYtI44pWtn0s45TERzSi/hXFqs18sVkj1dvciR/WvOO/bhx7CCiCag1dR1tuX7S56pOtUpN+3QJqnfGapHInvUYUof586RnEZ74VzXZ6FuTErDuRScm/Vy3SDUiDWAvUSwc2T/at7RO+kIZVrcuftwun87FN3kkf03eLZZzUCrDmHudCdQxzv/j1U06mjHMxkddoYxy0Y6PKiXlNIN8rxqOKbxBKZXy/UKiiI7W/Yv0xwuoi+dIZapIaTmEJC+eQl1d3O6f9MP6utgd+5Fp+sKOy00Yz7TOXorhlVg0aO3Vjgm59Gt782zanzrKMk8uBrKZwM1Mu2XRHYG+5fwjuijKwUuhYtAd4e7l7YA7NOHw6AosruvgN15E49OC9wU0p1TD9MURkCP6Uk0L3tbgY76wZBnvsDJQJtDcKbbih/mZJfiIpnsRzzv8D61Iuoh02hC+v7lrABscREiuzMBbayDzk5rHnxQTr+zPI8S0oz0mNgk3Y5nRDpsCJPxbMXDpXQpAw8ked0EVK+AaHCPtXUQqQ3ISAntY47sR+odQ/At6MotGBKjNy/PFLrIRwjziQlWPtz8oKVDxAc2j26k++iJhx3dHRPeERi0XfQ+qxwmoP3mkIE2QS1oc0yvzJNleR0m9urzlBdpHlld7GdfrzvYxULkOvCOM2C/IaApsSWkzcWO8DprHR2pdEs5LTSnM3pMQN26CUcbmYZks53e8asWqs0Eb02zj2YlYKNBs0dTSAdAb/i6ocjOE7/H4x1utxJdSKGlQ6R5dMo74voIMJ/IRQDszooHDjs6GnUE54hRPbJ5pD6XlZ7cxWuFvmt4r7JpbFLLwqF1aXNbu/7QyLTEdGTVG8Fa+CYXeZEnfo9j3uFCmpYOzXohPpzu/iKmX95BOA82sgt2EIrsjtpC9GkI6M7k9IhUu5RONoZjNOYIItpCXQK59CKGy0aS2SZ07eTDaMfarSMatlfmmEPt0to9fy7f58h+8N6R+CJSs/MOsD58vD/96+Y82Kcv3Reb5Scy6+nNhx4kuwSw3Ti6M1yPRPXoUT1rDJMLhVFGl+be0JYOoRnBJs5pY0cTzDwE68bn2sf5DNCbAGuoLZL92UR2xuiBecfszwgNRqQlqTly1fD2wymN9QF+bXvINxNmNL7Hgd/9J4JYIczWO2TcwTzrKKJbbxncy2g36wito2SwiWUEWfCua29/Rwkgl0L00otosQ5zGqteJWvj7huGfLPZbDefkewc2Q/LO2Z/F0sNFmi3+o2cfhmca/gTPUB+b39B3jEd7C+VFY5OasQTbXrkS+AcyZCW9cKgKSzNiQg3DDMBzUaN7mFSeml9WtZbZmWT+gzPAdhbvG0BZ4SauN5QZOeJ3wPxjvivVPB20uT2/snaxc0ALnIjkp3wjtL1lB8mO+nAYypLgLRj93DfOtOe2XMnvhFuUZrgOtmgLu2tsUM8ors0Kd0sy6VN6UaWw70tTCvfppdnfXorL7xSZiPMcG5u8fVPuG4/fyYXyRO/n1fPBg9oVQQfnVXBFmnyD2sXH75MUOQip5uZd/j/5Mu7AQd7mrSjm3Dx8VOhAWo0jg4w7oIProyJjaRGPZjoycU0H3wryaLpka5s1RzSBut5rSWjl8uA62U0x1t5QG8hoOGKKc1E3wrUdL0ltm+3ObJ/nnfgH7xKf110EX/muxs8TMlEaPUw8IzYO6DuS6MeXf3JzEX+JJZJKdq29T4BHn2vgVOOluJ5YqpLC3Xt+OWcLkk7ypLfw7W0M+kmsA63zLIMUzoR0lukeetCGqhGqJlpDupbJhqQfg11/fr1q9vbPPH78d4xDIF2GJF235zku4ezi5sp2HX3Ne8AfveTzDm8n/ctEl3d/9lXbY0fpDrzvQZmgDffbyd9ocG6MWnd2MFeWTLZJQV1QqHXArYL52VaPiSht6v1dgvnCk16tZGk3kIo39qwfvXaq+vr69e3t//I7eOP9I4zf4tzhnPkHZPbmxR6xkc77/BmfJNM77rJdJU3QPTY1m/MRqje7Lk7920dE0I9SVAbzzCHuxDN+NzwFI+PZQnSwWeY0cSzmXeslsn+UALaHHihJyMeGNUAM4N9C0S/em2xvqbrv+HuIjtT9z3rcjHLaP9LlCKmu33oHW7PXeAduDL+NlyJGZjprn7rZATRrU/2fR2kdB2m9GSneJMbSJcuoh3c/FP7puGUbgzT8ZhjaaTDt2jPprdsGtv1yqMaiSaSt1SAMrAMN3gR0IjyK6SZzms+KbGvX+XI/v7eEf9dLBV+R4dfvl1Y5aCH0Du6rjxFSzG4kgji4X7e47cRtDsT2nf4Xniu651uIVhlI4eheeLGsKwn/M3kdYYyjyaSS9GNWh7IpUsEuknw7M2kZ52hZLIX0mvCmR7YP9g5WD7ozun8SvL52mLNZJvr9fvD+6vF8/z38b7fvCP+KxUq/E6wlHd8cXtJqU30vQMHG/HevbfUIbaedyDR9Z/WzWs75ijb0x27CEt27el0W8r8zpDM4DqJdirieIbXsvkPe+fv4kZ6xnGCDblAKuMVWwiC0w2CIYzUedGYlTgGNpJ2mPGCkGAR0ghSCNJoC8NmGoHg/oezGzfGhRDmKnVu3HuLC5y5QNwcbLt/QJ4f74/nHY1k5y5pbL0jjaT1+pr76OvP+7y/MKGDMuswsuH5hXAOjURr1fBDplmlM7zN6EnKoYCOdUSzdCiyGzauG43bwSjOLnsDaPceHPbO+T94h1uwKyz/FlwvrV2oeFYxLTwD6x3tondgTAc4whLMXM+w3jF+oisdzauJmJS9OOdVLEnLqLPRiqDwgyZRbaWa0hnvHj0l0UvbLVya7iE+cuA2D/GVoKZMNkyHCufH+o0Cmp8ZS3SDoOaHBlnd6M238XyexeFlTzcG+xDZ/3vvsC69azuD5aroHbXvmetgJb0DkF6VTtUTv9eh/Qysd5w2GejgXP7V6apj1hg+0ZNB4c4Z7PYNA/4hmTOTTKnNbRtofPHp6WuXBmi90BeyEfoaZWPQ8BuPdUbzO3LqDCNaAh03nhauBid0Ix1cxvGIYO72evMC2YeK328sSv+x66K8tbOuW++Y2tGUmugeRgXvgP7h9pqBSYLD4NI7ovPmWHjHeSsCcK/k35x0PM5o4Ll11V+sqC1m1YColnEt8lrDrd7JzmGwNDwT0MxyzlCHeA/xxWGZn/ZFtEx1DUPVLUSeY1YOzOhY+IamGqQjRelQRCPU3XkXbhrs4cFFfpN39EoOx9q5TlbYhcJZT4t2vAOQTmYlE0FmQRQ8s96B0zsc78CIrjsRvQBzJqC91jN3utRkNQwee9aZVRcwMNHc1M5h/gCJXoqc9jXXdGFAE8bIs6d7gb6WDV+7hqdgVkntZ5zSGZftYrRoJ5npEat8hpbdgnSk84HJ5l5X3YFsk9bD4Ww4fHCI7F/RftctdgtNNFc/5R1WpmvCM1YU0vbzUHhxZNV5WuYdzeYzGdGruopor70oWSg2WUQ+h7HKaYuyjWoNtKlJB57O6aUeWMlJnD0G2CNqfRHJ29nMPGfsHPCahYwzBnRMBD817ow4Nxoa6m9Hg8ssGw2AaAE1RzRFdldDjVgPZ/3+7MEhsn/dOEvN8ejypHa9QywEB8+YSmNuW++YBH0L4dhrOfWOyHrHRQARfXohiX2mRsqDYLhj5eOkj/rRNAh7huAnQSGfjU1zTvtLdI4l8ZzrLqEnXcPbzbLjHQh2HDPJtiuolIOBfmoiunF7i9IBRAug5+LOQCukEWrAGrju9x8A2Qew/wvvECdxVveE9KxQ79Dljpr1DJpH2rafF0EiYtp6x7hJi7FMmPf/EiRjqRbKOVpJ0F7tXkuzijwzbgjvTk7IJoLtxvGs0llUO4hnvEK2aObaCz+3IdQxubP25libc6wSOtY8g3TcgnT0ihmtgO4WiGagAWnV+ofI/mzvkKfLbu0OZvaYiaR3LCOnKJ3srHd0kkTE9MKpd7StdzxcPXO7hUMAOuIa9WTf+rBJZAD2x5PV4qqWBP4W2KKGp2sdOQR1jv1Bb8mykRuF3g10XhbRT0UXkPiNJcaipbejOAbpYKJdqLvivZPRFumhAPsQ2bvqHfe6cuJdrbp3c13hHbPE2X0mqk7deof5PEmisnoeeAcuZbHeUVjHuKAJ1S2AOmhd7F/zuMJBRs7hidiFIdJge4G6lljtWKqQBnWmYOZ85o4hqEeYW579UqhTfcsU17Gozsm2zTZGtJKOokpL8xhwSivpcBt2God0x08c2Yfuo+MdXXcqaa0UaA2uqGLorWhU2cMG8ZR2VZLeAZE92AZx3DqvQ0qXK8WqQ84RbRepgdbxYuHWPha+CunO9GFhR6hOlHjKRbh8p1N6mWOlQxsHwpxzSusozvdEdCp+FpNnPF9v3m02r59npeEspCPrKY3eArq3ldJrA3VfXQJr3eDjg8MgTal3OCzviOmlYxdyayW33iG9Y5Dg2PgWucV6h/NnfQV0hCK9ktl9GtAIn5fMJnJpOmhFAkiXbcwwXZGLeCdnvqdS2suXGMs5EY0DK+gcVKzLdTT74TbVqXjCjS6O6HTz05u/v3j/5u2Hjwj2D2kJ2DcZ9AtvSDoGvTUCvXaBnm91DqFtkOhNn/qH2Ny0hjYYsqAcKn5b3lHVuyqV4fy91ovFasJLxIeJNWlaFmDQHCa4CFx6B37eQhe8o73DOxbtQPGM2nElR10eB2o5eOAli2JMa+/YtSPUEMt1ZydqsWzu6Q5hTkBzSpenswnmVD3wRt1CEozX12+OK9yOv3nx/u2HDx8/fvjwg4zsm7/d3WU38dz0C5nn9dwFei5ies0urTPaNpZqEdUANTcV2V919/EPXYuzHDGs7tqNNImqA1yWZQcOeQTGeMeE1hfaz+Ad2LZsetzEZYel3nHlkXJErTaEtKiWgDM3m62klfBsac9+HabJtndst/6Jd9Jf9buXI/+MyQ6pvoHRnOcUzUuGerkPZ/2zFIkGaNPrt48qx7odVSpHR5VH31BkA9naRe7u/nyTzVk61m4sM9bzkpheq5zuu00biKV6oOLaFkpU9/H3X6V31Evn3VV3bUUa8XYzhnLcP1qIBXlHW9Y76KChqIAbeke7Xe4dE0zo84iCWoT0BDuMiUK6mUB/z9JORQ9//4ZQ0xpk80S5yHhwOQoBbFo/6FMyL0P1EooXiXJqWE4V0BjR63dvjgsN4/oIwD7+GSMbwcaIvhlR7U4BPV/jO+CYglpT3XvFv7AGNRFV6Vl/Uw71TFi1yWpqPUR78PVFtvCOTx6/EpXvsktQ7/MOOt4QIF/s9Y7JQuT1swBxJvUQJg3hnTDTrWYCWAe+rQ0OqEa3t9b38AJCuld0kdooP0Oy95Y3Qomzhpul4tX12+OKgBkfFXpTUWD/Cci+u2vcNLDSYX2jp0GeO5fJbjQPoHKjuofbjakeSqhdrFlwBjxh5KvpPt7vOsfblyzL2km13TcaTzTs6r0P2DsixzvoKLiCTZN3tG15rv9YLFSctPHfAYS6ZedCTbDLqEI6aZF5tM1/cgwy7dvlNqV754B3nC1KJRtcJD+Jz05kOKcyl5VAp1qktXNkm3fvKxUXaIOz0et/A9Ev47kD9HytaYam3uibrHqwTm/KoLZJvRPr7gAH2OkB7d7XsFu2rnfUzGDLrnHDPTv+0+HggCBtMLZIcIfSyM7jiPi8TpCMsesdbTnOMq23mmLFwCJo0aS8SHjH2GegAWkwbORajEpi/9B6x+LMS7p9/JYVvCPcmeO0BfylwnkJ5P5V1zUMxan5mIamW1hhhlk3DM0GZ2y/ANA3KWcm6MZ8fathXiuc58y1YvsVPMk9IKbRplmmyTyuy6keygJIgWm4cDN8/r+aJNHll31yB3pHHWW6Zna+2xfSped01vGIcNpoV0s2AN69mBrvwDPvST3kGOCkhdltvWMFCSymgkyiJtc8Avs96NDQCzGdkHkEQeKktPWOKpY2Ts5OvFFtaMAuekdJG58Br8vUFjVSBJuGCKl4p34YZjR+kl3/9OKowixXdrZH/7p7+fJmNFA8qyRGmnuKYwE0tFfGQHg+nql66Ha9w6lnsgIyHAqocb9DjKskyLHUSfvbf6mHLd03W3e0ixOXPgvoKt/a+Df0DtL0Jqp2riglFy0+VRlPGYrG0jva9fNz6x3jADLbjWmqeVgbmUZBK4m0TVNKez3h2YHfMV8IPRLuBR6A7efRYLy6mJV6h+MgvZMwtG4RAtBsG6npEsLb1HYLoQeoRWMX1Mc/AtEkHYZaB2VKaiSZHpjQBLjuJWIpj3J6U6bTLtU0oqih5qTuknrQ5nDdCIAmogN84pZCGNlf2qpemoRXF+fciwmmn8a6yh4NXwd1ycMNade7dqeuQxpPCI8urHdEGNsd4R2g1rIEfUoxLZEOEgxp5R5oHrLCUfNc7yjMV/LPcJxlj3fwVyELlWewU0t3TjP95G7h83/88+ej3dlcOaLnERGd9nRlY327nhdhnr+mhwW794qZt/VpjmlSjzE9rj/t1MY+enTwX41ghttIzrslsjGyv5S9c5R3nJqxlpoabxFzl3ayjSwjzkSyco8axn27Do+aPVFZAQ2tZSbhXaB3nEvvoCJ1UIhpKR7TU/gJxHTEULsqPXHqHTOatuR7PKE0xwdceW77jw9LC9jjGMt4bB5pagwaSDZpnWY0ZSPboHPspJlr03Ad/fLjy+8ydA6Ry7JploFkvBTWSkUopTFvN8Y8rktCWjo1z/6gMrXKaW6XDPPIxjQDrsAO4B+96Es4bOl+57R6ykTXlXvU7M40Neek8O06Rw1xrtYR6Bq8oIHUgXE8857vDs4U0/WF2p4avUPKdb+JG+O1mzMx3tLEiocI7tV/qDt/1zbSNI6z7EI2kOLuNoqNbmBYxAlGYoegSdLISM5YhSBIshhdwNgwDPrRGdLIgQXfNIaAyy2uvDROYQJnwuJiMWmucb8uEgh4YatArvQfcM+v98eMxrpU2eSdmXfGVhJi++Ovvs/z/ng89B1AdDcimbZzeBAder18FqMe8Z79qQLb+I6TdoxeJAf2fGqSzsZpCNSW57j3cv/fq+71PCPL9FRa/e/V0SHN9s8j/fID32M4jmPFsWB9zKxTqo9SeSjT2nrs5+HezVjqrEojzwOU6FRgZoQtoW4YsHFaQfRFb716K5RNpUPtpq2F4qa6ct2qGU5mQ73SYe/hkIdGrQaM64EToEpjD4+ZBtwGvb3xyUmPNv/P+Y7Opp2FPmmgJLeCmVn+ZVkPTOHtmZcyviNbyK4ek2KjShvfsf2ovTYcro2SATp+23eoY6R7o9Ag0TRB9OzdpVu6DmgcYinxvYQqfXh4dDFNQHQpQJR2CiDDBedLepjHADM+H1tyTVHiq8G2Snts5cdbjE7vLgwoao0eDPrdqJEolRZxNmJtlkvo/SAa3pdaH+/m1yG5jrB47//MLgjWXmJOnRkm/4x6XEeQQaIZblBfh6iGM0c0FaLtgEPGukNBZ2OsSmWctKhoXLdju+ntBk7ysFcPOB46P1Rq0Ghva5aZ4nHtOMsER1QicB5W3jpppzyjA8CetpM5bSl8MARw05GNNXbTkXqgVPS9V//4D2K7yDJjrGDmtgpIH1YPq1UEexSjQVZYoz7HfJ7GhDeo9WmMvdZpkWk9H0/aOE/1mRUiWkzT2i+QaPTPSaMFZyNppY3CVrSja+tLk2z2HWQ9wqBw11L1QZ0lWT057KFJ2gMhvM5ug7gmu6F6amEG644KGnt7P9IQzVaLiwFkNmiakHO2sni3Zzv81gjff9+uhjSJ4OfRXxr4JWnGdzzCOUrYeAwcwB5OlXvW4iwuWkm0hIX7by/LpSKW880Vmb56f8itimCjZMeK6VOmmaCO8RFu8Dn65PFcrAcHiJScPtN+I287jEobjcY1Bb1+RIKc0EVsR6lR56VAq4aS/YWEj7dCaI7Y6YBTH/kmJNv5ELQWRDQf9BEd6haQTAfFQAvVoNYBRYRwBD2p7AlQR9YYIw2LR1FmMeK434F3TmfPHh6c9eG77o+XIX2wBkgb37H790e4az/NUEpHqTVbNLWBHllAs+e4d7b/s/EcxTAjyq7r4gXtzu/vf3vz5s3V1dXhEQn2oZbsWLT6lIAGkqUh1NhJlPhKlgMsyePZtkNBjatktinRkbDfUC46KVLohufldwuUekyq9xqtzz7jB75DqXSo/EeY2f7AsYZfMH6sM78OEx3gJziupMxdQDKNVkT5DccCOjw2OHNPwy8drhQnJYhwn96sTGOAmJvvNJlkS3vNdn38SS3Nz2372XwHmux50h7ipowqEkwthW4bokeWRJ/uH1fLJU7QFeHsloRkc3cpVESwf0OuCeyjKpkRUOzhiCWbsD4VuOOEpPslvfKKrMeOzPXIKPQ+W46t3V0r4yFZaVpj0HdQmpMWU520ohzOLb1fT7FGN7mQjS/FTjGHRGB/tpINvqMfcnNErR2dAeEmc/QkJuRhRgI6EM9B7pnsCDrogNTZNtAhAR0uiLQMkgc0SY+zfZtU2rO7EZiB7IMGzvNobP2fKaMexuoD47h3xvm6X5MUwsO1XPw4o2lL83g0xe36herRiLtsY4kenp3/+nDFNWFgFmfXSLNuZb7K/HLp9/fvr7gdHR2RYh+iYoPpSVCzWaMTwho68CVsp3kQUaemF9vZVlajUaK3B04cpWlDVLrFWZ9G2kpyCzIXXYdvbSHPNdaxIjVyrcpSN1rrn6Fk37jV077DnBbTAXckxpSoI5QpoyFeus5QB+rA0DAQsh2jz0GR/QCsN8mABOhApJo4lQjAFGnYQ5M9oQGbqDFewvRsTO7aHmfBxF1S37bmeOR8x2K16EHMQLct02HyHEqif3ZXnhaynCfZAhq6MmMNR8ktV8ruHQH7w/Qekg26DbejiwsCG/UZoE7YULPxEJk2c5fyIy1bmYEWkeg6Ap2IMCfEcyL79KT2MFSRRPviO3CjtiaWVSegkWk8VF4EBeIAACAASURBVPPW1z+r+njgO5RI891xtFyzsQ6Vu+4eTE72OkqkmXbtqAMeXaFwkDXaUuqwyEdviu2QuR+k0mw9uAxiFx00+r6QrDYw3bt+tlHPwxGwZ8Z3DGiBS0q7kKYxJelm5Dvmy8R+Nm8XCzRoOK8b3H/3vOY+qLoLprmQY2RYOm6uXPxcA/tyCWB/gDZlsuGoItki2WSo50amt3eKZfqMjfSWEWle01iPCehUjzQx1QmJ9bqJCRdNh6+BpqK9aq9tFGhPqEbECWrq1xufiWR/1ROaHRUlwtmnG8LcF6JRfHHTmV6HI0hOdYjRRq7rxK/jKNfhsImG34swJGlegFqzzFpNcSLpNJZC5MoXJM8bqppc1OgezIqXkUceTVYw+Y4JxvMRjivQiCFVtIefbtpYWzq/4/GUgX52jed4df4roLj6dMVdhjMz/dGtVqms3Lv4aYRgjwRsvhBsIXpAY4gy0aNopOVMO2kt0YN+nKRpwiKdCtgK7nX+lfcaXsO7PtHhc5UxgrlJIPtN36i0p5Ta1uw/OuP3dS/Ura+p7ov7EAdCMt3dxf1f6mo0RjwHouyIw3YM0YpqhlkRHeZ5Vg9spwNlqNlSI9cbmxpqFGqvu7ug1JNx1+PpN5HlO9aI6CiBDsDGN18EOkmXz+/YGo6KGniOC/Qc55i5K7l/fWoFgllpzgnxxyFdW31aLVf+VimtXj6ZMtjDI6FarAiO0WxzHm/pUgCZiseeA0w0fMV8iUDLU7pOvRLnhr2Hq947vill1XkLzCZrdJM7nwEXmtcEZ7rfVWD/QV7k5qAX9voaaCc0mu2Yg6jGRVcHXeU2AklLS9ovQEMi+Q2t0qGGuSg61Fk8YnpTOQ84Y6opTlU+O1TqUzocA29E/S0d9qEBHmig7XzHwEegafQXmE4AbUxJA9Had8zGuYnU5DumINIJUpwsSPT0/N0l+GCA+EG1XBAClpcocy1zr+VeW3m4oj5Xq9RcABslO8HfJGYaGhoRwJoXii8aj0y2gz3HXEl0Sl8502zhjCvk6bRYXiyXp2qqK4n2WKdFoH2tz2sG7CaDjWijy/7qmxt/gO9gnvsq6aHdtQU1RIez27NeRw+Zd8SQqFtGoEWb9S0syndkbbUYDwkPyVB3FMu2ASF/Xe/393b6mJ1Cnqk4HVrpgeU7ooihTkis8b0XH43vOBmutUfxYNcG+zGPqWR4Vqno0/NfSmUyGne+WykvOOdCiGs1vKxWzjzzH6n98HSlUstbkdqdy+c/AcZE9sVw+GL6Av9zSQxc6yTefnYw3JJoBjpFptN1fFpP1qFL6fJSgpmBfuZlxdlXCWiRaN+XLAdx7QvFXsZ2GI7zD9T+dOsTUn0DfIcFtWNBLUkQLdO46Ap9R73brSusA0pUW8rsCM/UW1AHxYMtHbHTgfIcAfHMVrojUq0rM3dlCS+PhPMkdmK5K1B7xneISPOBUgUdHtY4C9b7HmENilEy2OEFZlvAkBZpuSPRFyDRby9rZKDd8sp3peWumXmtfWT74eH3+BfsAFKDXb7z/fMnLzBQTPi/kyQcLuLGBnZS2vgO3u6GgE5YnBXVLNQpIk00+6mq9qjqH0jeTu8bL/XFJCgkofY00NpD+6DPa5Y4M8+v9YHnp4P6Zq9nJTuygq3Mh9hp9B3jLsA83utLxq6jBxsD7lUs6Og8hzmubYppk5xGfaYKzFxLjvzHRjfXIn1oqBtacAceizQIc0SuA95+sbd8R9wGPujnjWBP8X19Jx5plU7olohEvz3/p8umAwi+Xy1raXZzynwNyZXrHipu9b5bqclftf8xcTL0R0ur3z558S+cGjKP1XDinNfI7qqEByeljecYwVc2SjXUKQs0E008A9FtINs3JZd8oVhXMVXKTGc+JvSb1zdbpV/jdbd56+Yn9B0q59GngxW6b6k2ZT8c8R2dH3FPUrYeSJyDuT7FsBMK1Z0QZ/0bmkPrtGJCTktzwsOcXUp6qBK2GZXeMBxrrCOBGp1HRAsfJ49xuQbQnCLRqNJsphPbd7RJxJJklChlpqkcifqAbpyKHp3/AhIt9rlcerhSW9Tm2nWyXMk08yGiWqnceXDfYF7LYJ17H6iByf72+YuzwXywnd0YkjJ7vFONkWigWaDONK+NJ160wdRCwSW7NdVd56I94zgM0P5dX3N81+Y4079u/vmbT+I7/rLHOGv7IbkO24OwTuPyqpOu43RVkBjUe49PDkL0GIAd84o8I8Pd8eT2pPc/3s4ntI0rj+MUsiyBUnZb/4tsMI7+EQmJScY2Bg+olt9BICm1q9mC2c0KIUuwh6Wn+iDY1UUQ0LWQPVUn51AwEnvQoSwGkb10MaaHOOyalFxyKeTqQ3zb35/3Zt4bzdi5qG9Go7FS2mJ/8vXn95s3b/yrhlE9PCOk/XYHO4cPdVA+/JD2RERBTbV7rf4IEH6kIrrLOONB944GAk0vV984nWnbVxH9Dw2wzOJOiGrEbiY5YiQXdnIxwttT7UDtaKCN/6HJz8fr+zxJdYpsDWhI6a77udv43GWsXZqb1WWg6UjL8dAjaXiV+LxcfYrPkGLOafZnaRy03xTPfkafcjwroLct63e/BtN3Op1qsVgNOseKLtby+ktJegfOJzoqkVxD4h0CrqLY61TpnizB/BZtcUjrf3kwF+3wjod2Qdz2gFYpXeLbvMQUzzX/5btHqeaNp8Q2sPwUWKYdi0RAt6Z7hxtkOUA1R/TL9cHrZ/N6YmZSqYzpzaZhxD98JJc2F5MysrWszkQhjePNq+f9/kv6XySpDiwLic7hdj2OZUi7tHglr2DZVc83AJwJ4MIDfspSyLPSOau3+Si9OTiccJ71fD6FD+H4qzD9UVMyXX1cLRqFog80F4p2UfMOQc075HZUsm3K71qx0+t17BLGNCAN/LePhF4emm084d1dq26ypdpQtvFKsj5UVIdEtEa2Kg51rBuc0OzRRDPmcbeleYdMaALb2z2P9iL6NZSFRlCugneERfPNMCfli9+S/OXyzlpaExGjNRLGNPXBf3p73O/77fMGk61W1Ks36Oqnt+HB9XCmlf668rEGDwr+Q2jyt+Os+nV5v3eXj3DoUz7DaJbVIVENOX139t7RgUE2TTyrFvXjwDXyx1PeAbgLvBkFsLXho/Zf+bJe+0CQfgjR+VPVD2l1ATFwZVx4Pq0us0iRVruQDxsX9UDHo6SiWQtpLaYbtZoOdFceIK39JXBa08qhbQ3uc6yPX2vOQSVbZm1nNRPMZ0OSTZKTuBsDiabD8s5CMhlUbbPFN0316sLbF/3jY9cd6O3GBrdCsC3SNTdG2Vu60qe34J8XooDWLhXmPYid6IT2qLYUyNuMNfIMu/XxrPsed5odYhpQrsqoLlZ9jIsa3nhXt+cdVBOSdwCkiPZohJM951Q0i86RKAoT4KKtT86jeF4xmni2TGkhvIymR8wxztmotK6VvDZeqV6rA8t1BbSKaJnSGMvfcB+6rbzDG66ON0U0AN16PYSyMGa06uKpVPwWZ05+yEhncqlYOhlkOh4uIKvaX6yfXh33j1E9Bq471Ubvyp3T2QWIXck0cutUKhUn3y04eV4GUD7+LprqvLMNu4MVoONtvHPjztH6dhaTTACrpLbU17CdAtYfzRjpTwjpps90kRsgj4ONvRW7St5hiwP0jpWi9GXpHe1RuwcI9+iJKQDv3lfwkeDWB4IphJfQHtVZH2QlHHyhpU4BnfVCGmgm+6hnqbFhhrXh1DQA6EZd5TOA/NSAmhYm7da/+KMbIFkHWnXufnj/ZSyzanTqALOHi3HVhQsN5eQHIZ2ObeaSaT+1NbJv84/M5EW/f+xdFGp4VFNEy2OXZ3531TrYQHPeHQwvLy8uzk5Ozi4uLidjXJDYAZjlCxB36MZjenMIZcxpIthxts3NbEIbXTvZ+bB8ujmmLdTpuzP2jiYzfcQ4y4PnH94kagjpHnuHIO/AD7PsHYA25He7s4v0IuS7nNtzHYGVoyg2R6OvRgcg2bZ/i4s3W08EMlqViFlpHKWsjGd6CgyX4nS5UMOaaK4j0XW1axKtBbVMagSbf1P7B9+lEWgZ0e+vwaKNq9wI8trDWDwsnqNZBnDTaXVKJ+l0enVj2bQRM64zWhckiPS8XyHq+tHQ4lremMN3uGNAV/LjycXJyT19bJ1NKo6EmTcC2lHvlNGOBScyjw2iLceSYQ27pfCWkFuq02Ex+LifYkpb25/8drbeIZFuyoj2oloF9gpCiZGMtB4IKhLnqkJBrrxjrreLkbzLvNu7PVxuAwWkqG6kandKlNOyLeI17xTLtlcd0lJ6CHVWygdRrYBWGZKnmw+Z7Dpsqjqss3PUG7W6Xxo2DJ71oboeeoko59wNr98Y00KVZ+RSIZVfVBT7I2mcJdY2lug8eQPX00GtoP7x5/5xv+WZh375Hid7d32oiel8pTA527oXMia4VqsE2tv5XWGO0uHIlEaCAWSLqbZu3U6VQp/iTlhb39+ZrXc0GWpiWoV0VVaK8BKdw1GPkhq9A1O3id5hK+/ANp1Afqv0EZaOHcRUKomg58u26XkBzLTW7xPsHhJroYu0YJpZPIhqUXqk6R1FCQ4kuyavu6BHU0bj4WndiGmP51oAZ8OklXPgnLvn76+xCFwNNuvimc21pNnGCEllwjZpkmyMxc2FhOJ7CuuQUjHA9Pzb51QhtnydNsnWV9QpFJzzk3vh47wMRHuj4lTKvJXLCu5tPjDObB8OcUpgW15CO5ZMYy+oTxnmbX7hOY3dT+/O1jtUTrNOV32miWt0ihFm8l6PT8g79hBygcsSHKEdk21QlDP3NnsHIj2ip6qUBN422MZ6EeeJtO1StdM7ED7ONi2RoPFMIS34UYpUGT5iqeMeknQ9ObDMeYCTlDCtpUo38FX3Wa5F5bSrhfSYIxqB3v8fOYd3kVurBJcexqLDOc1A3zoWN+YTRoJHQB2S1HRvQebfWiNvEJgIW5C3MEieC4XKeQTQJxP87kFOVwBnJBm+yePB8AX8G/O02LajIIag5ngmkhln6Rr+Z9KXLf9EJbT3wnEww67HnaYcgHTP1+mqb9Wky1TlHbIc4weUyBTOh8jxEXsz5nZT1ovsHfQ+d4BLhNGKYR3u94GaoI0cClrng1c94Ptws+qIOEudpuKwxtPBuu/eXV1dff11ASsW+duRRqtMP5pCt4shXae8ZvsgrmuR3mH6B0b0Sy4Ln/ktNLOzkVzOJVUhGL9ZNaJGIpnLZRLmZyFhPVUsajkdW6VGHqjHc6a6MYW1BJqgPgsFeutyPBwyt+VKpTIeTrBwfIJ/8gTqx8kAoUacFdDEN2W0HsnbVt5SZFu+NyvdCIJt3T/4529m7B1SPZBpz6Llm+2RSN4M1Db5vchS3RMSbZspHzH30jsom0fUyhO4pnkTPlqBHD+ie797NXW1hZzjG35DlksENTc8sqggHNF54Hn9L+vyNtTvwBDp+8hQ7wPWrXJ5fx+XMOg2iGwC+haOG42BBjXP829BRMfl7FB/ipEibGMtnYyH4hxhGgm1q69jG7l0IhR2E+yAf/jtPEA6859XL7GR15q+W6EQ3JzK5TTOJxdDd3i2RUhXKs7wctq1t86RaSuPDsJQw2ZxWUgHfuOMdhS6nmKoUNbPkOj7X/zr97OK6bufNpt6TssCkVNamjVJcLWDEDald4z2UEnoGYQU4MSvopx8+4i9AxMZbYPqRPwLUOLrjKM5dOvHfJ+idkGcVzrNKqDxqYn4JUd0/rt3V6mNjZ2dzVSq31f3V1/BD4y+UfCDuY9g78vhtABslI+6MpCbBmEtgV6/fv9lYF6zMSdjIxbZ2AiBGY+BkUktwp8kDMxDmY4Hk9poUk9+pkbeoCWD2lhshJdWxR037N2dnUhkt548ubg8H7vj84ute1s/wO+3MtSO4WICwFuMMh4AbTgp4xcMsiUdBL9UxuE7s4Jbc4771rdw+P5v4zuz9I4OE9002h5ejWj7S+A2SalHXB3ae2jSlNtH3MrDkGbvoFZIGzg98qd50AUaQBpbIoftIyGqTVr8US425hWIWakf1MXj5xmxczx4d3Wc2kilUjufbaZycJbL5QhsWhOj1aLvadmCHxBgXWas/7Dfgh8nkx2R17KL985tjJVzXD9LLa4tzMcywYlzdBkwDd4R1d0IWHRCwZymF2+JxGpuQX1KH4VktafW8SimAeo3KqaDKt0ingsSaiwOhyfn8A8NhpPJZDh2XbBlUAwi/GQA37HhWZRqu5jh4BWAM+w4/kw7DKbcUsnN73oub8s2hxrfMtOw7f598PHsvKNjxHRHhrQKazixmzQBuT1CaquczZ29PeyEtH3v4D4f1pKad1BIU78PKEe8myVBazV2Smp1XptuKVerm8qULsn+HZaHoiad491+So6Hn+0A0zlkOrW8vNxf/uWXq//SMkYtIhu+Z8B0WUK9jm+tFk7xieRaXS1E57i+frO6tLicS6Vyy2sLq7F40Js3ltIfEtEJCXUwo9NLqXkfc8l2CNTTSh20j8yPb/tYISLBz3Wg/0/b2YS2kZ5xnB62IactcfQRycKMPr0Kk0q15bWxwI2ig8hE27iVA2ZrmY09gRD2IqgOZjd7kSjsnuxCj9PL6lAqZMqiQ9iL0KlUqD1YIQyUBJyDhZ3DHgpBtz7P877vzDujUaAHvTOekT8h5Oe//8/HPK9FNao06vSDDuI5GA1hmaPRSLIYA9xLbBbRZhcjlEwehRxJNrr9Tm9oDnsd+MUgqtFoZyScZaodZgMO6xLdf2784trcfQe300cF2XaQUK8UyvWDI2wTJdlGc/3k0enhzdMGmGKn7yjftH3H74uCbPjIIhmOJ/USjf9vlJjXoIcIWLHFGnoqLiVyHUKi/3h19ZektXILC8gzX+EwvX07pvFcDGwtCktYEKR6ldCG/+Ipmrt4uTJQos9Qon/LbHM6veRXwvTzAey05TRSvmQ65YGzl+mIey1FXZIBt6GOz8Tam+lQyPeS1RB1UGAd/AeBzK9bOt2Z79B6M5i9NUCRNjwT1u1RtzsyyHgg0N2hbV1g7bVHvU0tY/Ocn8FzlLsNgTOc0b8+M4yP5u077LRHeXqRzFKmGlWbDx04BSdh+w7kndcXQaRZvLhS4L6D2qcPKcWBwn3Ih30sigfLi7d5woPZDrE1qJDoOyDRq4xlhrSqZhfWOM94sMXe5WAj2dsacb0jY726SlMcscPniyvM2l0xlWbl7wpIdMy2zwhT2oeSrYbBioTSCK8STiU8M3cuquMeCh2PxJVwIuKSbdmfeJtqz3weyDR15KH10HVZntlV8AzHDKTXB0M0Fpo2XJ/6zKi3ZZh77S0m0P1R2wN7U/uALjOn8SduOKICZ7wv/+b5vJC+4QCadLrRkFGWTvsjK/UGbsVNdcIiM9ssBVJAVf5SznfcZPVy7Nn7HHMfJcx3kP2gsniRT2hio8doLwEWD+L2ibjP7R0h0d/aPCfJcuQWsi6iYQXgwFsgQGB/xcDeBq53ZKipMsi8CLcdlkSP085Kt8VUyK/gzwawVcUloilbphMu4zFFdCwcSEU8pJs7FPZNXslqb0cde8siRErlWfk8nT4gM53fMqezGQOzoz3FjMbTXtfomSPQ4PX1dnsENPe7hjFEdzLQMDrpjeDLvX4luhoRrfETkaW/j0SuAFmGmTQ6unzwvGX8fC51Fh4X2lwj0wflWatghYy0jhqn6Dtw/FHD5TsYytjfxOLGRW6ryXdg65M9aYwNOKVBekyi+e5cINKsWvjN1dX3ScdiLjp7VyXHIfMcQJxxhdfuqooyxoGKBPYJgL2zY9mQs+2zVaIYwNb5gI5VYzJZijnTG8w/p7hPToReB4P0K8SsCA/kPIuE8dT5mzdupCOJcDAeiX94OQyIO02dlpgGaxQ4o1YPsNK67TzEjZ34SKWuP9A65mBvfZ3QXG8PBsPOC+RZy+uAtLlu9rpgvY2KYRhblS7wvcd9CXzJ5miGacEUH3CqEdTIcjUDgWe/0+90+joDW6I6w0jHc/ng65bx8Xya/50ize30FMhlp73mXU3U/4wvTg8PCW3mO4rcd2Cd/Euh0iulOhNpJBtLMSvs2duiGOVLzoOxzM2HkOj9q0pSlmjAmZ1q9i4Gh6qEtEW0oijJbCCo4Aq+5mC/QrB3drhQA9asHfqMAb0NnoNa+NNTDaIp3ms0vjh+lwqGE+RFSLEB7Gl5phV786/mxjvZeUQikVDYHyH38UGe4/G4l6OeKrz41Gwy+I//YISoV6YOLtGw8ILuIV/pdl686FZedHUt/5SVBnWM/KpDlqceUIdee89ZLZ/pwwf9foVDizQbPfbtsEDv26MOk2Sh0FF+wbX17Mc5IX3DpdFcpoHZurdI210gch/IygrvB8E4EQle4bqNqn2TNU+TSH9WLOJmzLslminGnDSfeooqjXu+2NuFslT0Fy7PITIdZDmSd3PeGq0A08FkTgkGFdpXE1+cj98Jk01STRivrp6sMrAnk4mzid+dy0ikXl8eN2vnapCDhuEjkq0ECWzn+u7VcXPjsnZue+hIJO4PhyJsfRBrd6wo7IfMdCwdVNeSSij2+uUPaD30Foq0JdOWPG/RmUeoqRBlL6AZP8ZU2hbeKRnWvJFumx1j2DaY+laNvgkgm2anD38stjY3M63OYL1XxYDQDTSK9P7jv88H6esW0DbXHGkn1AUX1FKnnv0ILt7BipQB4CPuN8hTPyqUSiVKbu+WFn8n+w7beOAuoCxKZMfibV4t3L/SuUTnnEBzG51dUy2FFkArCDQgreSS0tb0/C7ABivCh5AS1SjRsUTa6Tdcqbn0xfFxrTZW05Io2yZbCfpCMctDn180axsblxdji2g4g4EY4czfIv+//7ChVpJrqp+G3vz09nuaug7UGroueK7QS2k9wItGGLPXeV1Ana96N4AMht0qWunNoTM0BDkfdsBrt2+1N9E7a13g2ewbWrVaFTqsVaM9/KwA2uYZ1i93H3fng/TP3PkOy0vXieh62QtrmWbmQKwnvAor7BGt+umjU4wXF9GB3Dxs7DYOWU56EZ+LAd8hBueJ+WM0jux20drqiEv0Prjou2s5t4u2iIaVy6osKHQotCIxbW+s6eObH/t8fooe308m//1zC7eWnbwf23W6WZXASbPZ3GhOwpJ2ciudQrDRiwQI7ERqfAFfen+jWRtLqY5gMBWRFhPuSHxWsOhgWvbT8PdBya2F0fbT6Jq3Bsj0NgFN+WnOsgX0Fn/jWg1cC5jBdeAFMx5td7EcqL2DFZWMppn9TaOP4eNgMDKHSHOlN6RM9gAR3jLBZGSiVSJWi/KzWjXbFYfbsF4tRxvPjbmEh9duCIk+suX6qN4o4+OwBHR9KjiU6uWSDSnYZ4FVXCjLwR+pFYNFgWiqIO6WOM5coykwpG2NinyTrk+wd5QXV9YWsP7tctGUh+aZu7WkjbMl0QoZDiWn+mWm/WIgNGv9CeE+E5P3cIy/S0zrs4toxLRWa06C03GbyEzHQr4gSvbkogm2YwN0+o1FdCqgxCOuxYGeLdeeYWIonEPHEeN5j/S/X55hhNhC8wFhol6xcZZ1mqvzA25B8P38NvKMDV+a0WM+eDBA/zDsVvIk0Hhog1uDEYBc+TXGfv3OEL5SJPGq4DkGoz5oskaH4LYa7Zvr7YwTZbGWf/X4x5PWPJJ41w8Ez3biA1Wa9myDhaWVmYkPTrP9pEBZGptgDUoAWnd56bFcKvI6ebm4KFwHn+jLtjGiHB5u136HS7ROliOXXcgK15EUAi2n7nI5i2klIEwH89CBZMA/xbM8kRGnO6cVNnTA0bcxFe2hlQCkLy6XZMasB77lb2NE30ekJykeGSYC/rjgOCK/YDZkllJPU+0L59QgjxEZ0tTqARGiALpVcdP8gHsNrtAaf0k2ZDuv6bw0mK9U4BVEi1VR8aZT46XFNiVM5LXXBZRHpmQ3OM+ZzmjP/Cc4bc+1/Pnjv520Wh/NL99xxA8iun6we48/AEjTux5SVmN2lCgz7YRaCDZulVUvlOipLHqKC0W6YFdaxERfvvtckU9FYZm7HMKcy6JQq7LpkFJ3gTDYSjvRYUk0MR22mZZ5djSNxkLhtKPv2bNB7lUNJHqjVrscO61tYio7Mm4C0TVAGtYrtCLpRDythCIeK27fPV1Iypn7SCX8ag4cR0Ik89g/4vXbM4oQUain1ZnDTAgT05qFc57ftvNy3MhIJn3Gro7o5oxnB9ZHHWA50+4B0lWSaLjDrwOFisN+tb9nVD2JXm48+wGQvj4n3yEfSDT4jiLfauIhO0sP78HdC2yZaqHSDOzPrNEfyC51RbM+vdPDJ7vFRZHCW7T3whV7KnKJ/gNKNPCcY2FhLpvNqapso1WR50B9VjnTlulQrKgwnAz6JIX2OSaMilEFYb/9zKC7pM0DvvMaLo40f/5VAlpqaxpfHjeR6Psg0ve/SseW/GBGAspSOsUA/lRC+lOXCfGwIRLViWAyqaRFkGjlp9PpHtUQdQZ1S//A0ribxiOqb1PjIgk1dptzVaaGDvEOqrTpxXPbNMhubLUBbUPPQBRpGP2OaaJz6RjAttHOeIv0N4+/PjlpfXxtHsVw4aGPmOWAVT9qfHKP73NVJPtBUo2bStwryV6k4Hr4pVwoWNepJbZTJM3m0yBZEk9Eh2wvxRUeFrLiyv9oO5/YNLI7jl/aXa0q9dAIZjCJEWAMpqZ4nRBjYrkuiazIs6aZTbzSSvVYa4tTtNIKyT6soj3F2ih7wjn0NjdOHSG1VQ5Wc0A+FuEcgkQ5ZC05ByziPYfc+vvz5s2bwXvkMQxgiI2VD19/f3/eewXWaB63P789q4aFikhjrmN2Viq0lGidgsFoTg+FA45DUWhe7yiuzHlVe5w9T3uGOAOky4C0O6NbmfUqm6mzF6enh/hK8h0bb5PoOsLxbDYUhrcWjoFiI8lLWkNmEgAAIABJREFUfFqCcSN9joMTfVeHi1SGTGo5+OilZeLDq41nf6JEnkk0Nx5dQfIXpsAYcTZXqibZaPbSJh+GuUKTKKj+LXFGg2wYgUmLRbDWdlXYDaPd6W5j7cZxtnHWeb9lL9BTVrN9NdGZ/d1/fnfU+GQy+Q6/SqNI7/11fjqTT6ysCbAR6/sP+ARYP7gL13s3y34Xouj0ppvQqygL6iloY66OtTuwBS6uvi6qhfvv37BEF2Q+GlzH7c9lPjqa88rfQp5nC1E/0TIojOb8JlpZIslV1iltvEVjhruZhadNPmGka8uDXlLJp2WZZrnOUvrjaR09N4j0MmL9BL+Pm+qYSaNkw1uLJUGxl2icX/YG9dP6YFA7u1RtSLCxCYEOya6PQA9T8rWU6Wr1Cp025cmgOBGEWaQ7yHTwgVQbcIcoRpAThgj5DGsBEx4w+hA5No9fimwdPw3Go2o3/9dsntg20mxl2FDb7Y7qO17QkYAn83uP7aOjo99O0nd4Y/PgqVmaXl8vlaanpwHsuVVUZtJqsB93H/BxFwc8UQ5yzb6jsqmu/iE2gLnpLYDKTrrs2zAUQb/P82Qfvn/0HGgu+Fs6COrbAY3WZDI6Ho/ORq8kOhSKRsNXmWhRVSFE4qHxDjpfMfuCiEaVPhxc+HQyKea78PdD11Gvs+8QSCfj+ow0zSDKN2ZS2Rj84QAnkj4/q8HrDw+Hv8Dp8NLz136q01NaTuN5Xb78tJTp0LsTiBAb1aMrFFrw/AXgCjdIM7WT46VqUnM5oI1fMlYSwDN8HW4NwasLtqWOhCUSdUhuA5BOyK+LYVkLLae7kPHRTDzD6c7jH4Do303CdxDM2HwnuT7Y/H4PYF7PT9MgsK0MgI0Ao1RLohlrvOOabF+cSCvbVOQaZNflvkbeDrjuvi5/FPsX3ePiyo/74DlcoAuBbPQsmI9AT4cXF0ZzOc9zqHm7cFTzL2g7NdaWpOu/2hHKfpqCw0MIDwHpM0JKVM7VZf2T2S9Hh0j04TL6DkY6qYU8ogXVpM/p84uPwzqKem0wIrMyOA9k+MQ7wA9lSljqK/o94FdKvfYiRJ+dNsUZgLWPgVx6gPhilgPgNQntBdRmgTlBjY8MQ6p04CJzGxgR2tutQBAIbB/32+0WEyxoTiSeCaqxdAhIT6DQ8vu9oESDSG+i7wB9Xkeg+VoqIdl5ATZzTUwLqlfxdE/kRXj5MVzUprIpzUalXC77lqkW24SqoyzCwofvq67hKAQr4CjRs4XcOM+aSNzlclpAosXm9NF40ESrPIPhyMZTaW9G1Xib8/kAeMbMHJL9NqZEZ2I5aKb676MBgo+FQ4H0x2x8SpTDfVSD4zgbnP5yCkgPR7uvRvhPaoN0AGisOaZ1TQspbR+pMetB09ep1ePNFbGhSSk847jrFNuPDJZoo9l1nO4JKjCmKAyDaOZbPBKm4Ym0Vz1xeVaghptu+w5LNCt11W4Bz92mlOyMxPkZHfmvdyfmOwTHHtUHm5tPt5BkIdMl5poFG8Fezyy4YHtMC7BX2WSXvRwIqXRFAfs69U17OHtUs0T/6cf9b54XaPibOpR6Ic7PclMdUX/qjprkEGdd3aYeLYce1eX6MkpUqHTZ6dmZdFqZSuXX6dQZE41A18B58FLnWbmPkFi//2eXaDQo8Erw0z0tKTqWvCQHA10Hlof14Q+7/3pMQMN4q8u0iAt2StfiMV/VxY900s3k0eJLINNHdKhogzKbpk2JuI6F3sMwO9sRx4k4J1a1/9/WS3tFzL0SXKNQG1s+hRZAJ6yEj20aNnw6+p1jG6e74CQBp91vLSSEo0aGX0jPgefMwlPyHZ9NwncERPoAy4V7zHBe8lyiC9/hAcAn7qwJsNWxisP1IhWRyhNgV9xtYGgzgUpgj3JZXDEpzaGKtJeNdv0GCrWmdN15iQ4U6qiuj1dWpsJaOMCzvzgyEwpJgi97Z8ng7NcB2g6BdG3wMStKd/4lpn8eDcmeLAukMUTsTXlteIpCX0JIOBoNh6NXo1G9xkAvL/eyWH3UMZFNZCPQemq8lqjWeGRy+vU7kmmyGkcezHwj+pIctCCmcVwsthDyjtUUDXhN6+XLKiq2RSxvIbSmNMzEspFRHyekcoP1oFZrTnd0Wyd2QpZeXiQ8pX7GQGfyO7v/+W5CvsNnOQ6AaEB6b18gvS5k2qNaXOQgsFGaH/i0GsYiXB6CZAPFm5WKt12Gaz0q7DwqQqgrbs/d/iNPogu/2tSBUKNQa8HqSpwcB7Yyuw0dSp5D12Kq5QgWVWayiA7J8wXIbO98RpT13OCQ1JeRHtQ+UHuF7MMXee4QEY3ZDkaash69dJBoYPocgX41rI+++mp46PIMLuVMRI9TYT0eh/gxDo5DvgnZ8SHXhZTWg97FT+/+zUwfKTQLN20a3PHcNUy01dVm07D/3Aak+xGn3wUBPzacYscymk1KZhDU0nBsGRlxH7nGB4mgdya/YS+w98hITXaxZsPBUGfy3+6+BKQ/mYDv+N6P9AEhzb4DhPiZh3NJPalQz7uKvaoQ/XCVx+La2iJo9v1710mjhUzjgUpdERpdgcsirwe28/4WKXRBtdHjGk2WI8fPIddjuWhNMK3UVhA5PR5TmvsDQMMIZyW9MHq+TjkIDgFn6vAgpIcXylwp3hAc/vILjaZXLVODx8by8pn49mrKgyW6DkTjP3F53tjYuFxaco3JjVQc4oK4K9l+mQ5mPXi1EVye9/kbZLZR9cAWwSH1hzrHaDzAXVhWp+hgLzRiDVy3rZNI8cRqFSNOo9XtJKyVFfLGLsR0EbVu1OdxrEF+M5nEWM7uRcbDG3Cm4+njBhiPyfgOv0QD0eWDr0vCPOdddRbSLK5+pkvz83DMz6tgK1gD0wD22uIigc1CzTaERbqCdIsVOnb2q8JyFNTm6NnxeiHn7sQkWuban7mLE9NqbYVEVNfdekhqHOiZmWSM51E9YcIulUzajTCzTK4DkB4MPkqccfly+lFINLwIsx01obyA6fKF/Aku0ulencbw1Ssp0cA+EP0EYeYSTCoUD6XIeqAVgd8vjI2rkmpVqKVMh3B5XpBpnIEmgaa8HZrpjrPdtS32He2+2QJtLto2XC3guo9Y0/zDLj2y+u2OZZ/YK5x/tvBAQ4IoW4bHtk+OA0DLoJDUWUg3+I5V9h2fTtJ3HAiNPti8ubdTEiTn1z2cx02HEOl5Pl2bvwZck2IvzBHZrNMA9SpuUr22Njc3B3zfxeiRJBtVGpGuuA0dO9/cKhSCgaG/Aq7OXcF0dC6HCq1pYl4Lci08tK5pqudwTbQe9ploL2XHqMDfeMDuQriAJ2m3VZ+8SN3lmTuXPsR4GS8vURgfDTmCrJObltI7lZIfGv6G54PT+hCIBp2WnoOJ3jjj4svSjWQ4HlOK5TNpsiIaTaJJeZ3aqcCccVzVAyJEs8GZ6IZ00nAYhm0bOE8NVLoZcWzL6ka6VifSNq3jSKRpgVw3i04x0rKL8KjqRFpWF012vwpUYyMTQpxhK+LHWPEZzxjlF979DGNNVhruo+/42+4/JuI7PvuDotAu0eUy+g6OBdfz037DURoDunSNjvn5awg1jL/gPQIbJFsI9SpvvA5ivTa3hvv3rj4Eya7QKF8XK5Hu7N+a9XguKLm72bESuNdzF8VJ2xQVCrLRhlA7NPz/64HaCjYn6SG3OemqHHQsCfCcv6Vuo42N2qXbJAfK/eGUJbou3MdwGEKgQ+GLQY+jUdBoQLqGKelaTdHeXpZ/mot06mx4Co7jFGVaMdEs0udMNHz2Ur5GEJHSk2DrPFM9yDS2eqBMA9INF2hTnHhU6diqtiNOt4tcsyJHHMMubjedditSbHTgEUSNxQZgjY2mCQsEvd23KUuXSVikt1t0kJeQBZREMCQUzzLN4pLBlqXGRFJ4vwkqNIk0+w6W5Pz/aTub0LayMwwTpjDNZhY1kiwJW/aVFStCqez6J7ITmLgBtdgErIxlGNpckx+tQrPQIoYhPzCMwMx0Iw+kO1kLu1Bz0SadgKALoS5Co1oDjYpHuJGLu5AQMRQ8YHvX7+fce8+5UrrTkSxdX2vGNnn0+j3v951zLZaHezkOwTRItHkDqV4YEGN4XQb7BmB9GYi+wddAvUYbnv/a2lr3+drKti3R3fNC/wdWzCLUHnMpFmV3g8g2yTUyrUg01ffgr3cPy2F2f/qAnH0GDIZU9ii0eNrHCgzMds7ceEVPdxsQbuO3b56dYa8SijRRL1CFCV8kJDONEo3VRXytxLMk0kMRdyDEBqRH0WVMgE2/vrQblNnqQfWWJMl0UnEeFtU4lirYLWoUdVDkl3oSuQaQ60YeTXXDGy9XUMEB6zxIuw4u3AC6V/RiHVvuJvSwKHkTzTQdFFosvLNQaJFw8MSQXwNAx6hlqQ+lw48/kQTash3L6DvMGxbFLRc930VzVNzIdAywSg9YB8T2/Dor9mX003i/fMO6SrW9T/TltbXtGTnomFGK4IqP9vj9fqW6guG0s7iCS7KoX9qNl0W2gMZ/fZ87IvUlSTiTHPvGrt4+FaBl5jKH5hrBoXN2HFlcpkVBXu6sDUC7PQBoZh9+kH+QRhPSWXqJRWubd7ThyPtoP1cjmrNZ2UQLotFJj0Vc8FMQ2kqP3pDa8IGLDXjdo8czSGQz08H/skwnN8FM75BQC6pNheb9p1LpUrmUxjki+o44+Q7cR8wAuCvcoERhSDmf1vNw8nrFgNfU4aTWqNZXwGSHiWUAda+cz0+EJeOshb9VSoUEvpgZwkj8po++47E1LeSw49bUFPgOyzUnYvO2TEtjQPhnhHk+SvrMKEfpyRJq4HqBPgGuwxPXAGy8vuYNusr6z22of7GWnJmRbfSMM43u0XdnRXe4hMQzKte/XdZw82lcwWJNCn2uoAz0uL3SFUZkfOj8HSFGvGVMmfZhKpelQrdAutX6Ed44o4d0punZOuvUCGjyHaLSwri6eX8bfB8F27kaEN3hfHtOGSzSY/DjDZl+2uk8ute5ANfmgl5synaRTOPmS6jSLMzIM+EsizRCreupFDiQCviJsmGkQa7jZTDV8Ze6XtxrVMF3LBm8agUMygR56yUjjpJtFMmF65VycSKsa3VcCm4ZjA0W6G/DVsCBIKNebzDR4b61LP3kC4Xnx7jU8JfLtz6P2gEHOo8uiaYZocB6eBjBTsDjcFSIc8+BYK+vJ8Ko106Vfr52d9YGukdTh9R253euABfZnTDQMtJil3y3Cy8SSGcDPpTL8XFfINRtOcQYD7VPTY1Gmd4XM8RzOGYNRoHOUvbxI/wl2GqRLLe3DsAfI9AowRkuyAimn7jwDwSvC6Dk7uyslcnlsirRFODtB31CoM3xAeth5tN2s0ckMEgzC7/HTR15YD3QTydBqAXdvQZOFgHspWQ6r+cbdQ7z4AzIL8wake9yuVEh5da1UnkHJpU6lWc+xbljBQMTrVEvrlTKFR0DPFOlOYXeEEaDsr2wNWKfPnzan9LhJ188lommNYbLy/c/mzcTjnmBtEy14JkNBwDNDhpsx/AAfMYexLYdJtDSM3ItsObr6X3GOcesM+tQ0mgbaNV02GH0qGfQ7YyiaR0W/k1mn4lsE9c+n9LGoaws8Z0rpInGuHZLII2sZhnp1vnoqB/dM9z3X5+xP8Y5H80QbQ0+DJCJD0Xa5/BlQPo0kz37y1lWttFE9NyTo9DY1RG4WUA7oB7qFml1yTj8up4rV/7zLzFDTKaFpe6l0rynWgrvqZQGXGOgoZcbZT2c0nRNFGEw7FhBW6Kn4fCNN141jIaGJnsF6+tVLe+NF/V0vdrYMV3zhlRTMWeEmkR1jFql+1A6vPizx4pCs0gvo++wY45EQtXoqHhEkhlostGXms1Codn86db2Ap4d/j9qvbAwOTmJE8frz/GyQWt3HZ6jK77zO1pJ/YpE29WVQRHgKStXKKp1+azYTtSwcSPS0PiYo/GCEmNTpE2kD1Gmg7h7gYo0lsQ9/nMCOZvrvCKJZqKFnbasNJV3Is1Oh6aF+N93zkQavajajqERGA6oezoPteBiEU1bUvpHm//cRJneTOIdRTrZC2eGmYQanpdSeE9hbQUB1/NV4yWuNzSqjSXK9LSqsQdybcRRsQH2esV4hHoNk0otXUW4udBiFlNEyNE9Yon7fWpZuuDwHDimbgrfYVpoNNMq0Oyh4SHBzhms9FZh90Xx4PUPpT/smmCvD0c/RDQiPTkLY3J7enp6exYF2pJoeV7YvcTQ02MJ+KjdRcrPap8/whRwBYJqcBcSfaAh5FptJjq3UaOHTBu4amPYZiEtzHKr7d/iggmcrqHnqNXEZ1nLd2ChBX+O5nmHLQm/I7Im0VLdcG7xPeEMPI98yHx0MW1vqh4J8EQZJ4rfWzNEjPLIfPQcQqKTuFtgCh6WSK+X4AYyvaKnaZfSqm4Fft/FDa0Yj1f0CYC5Gq/HwVnXvY0JXO+yp4dthEUh0ZRmhezY9Yd9aln6SCWamF6+ef9u1A7t4GnDodADlukQnmP+UuFvPzxbfYBj9d4zCeyZyQGnvTaJFlQjyrOzsufoJtqxOZifFdrTe+3KoNvtWIvFwV0goBANPASp9VjUWwhrxid4SoLJKQQyndnf/abYyYrZIau0aPQ43znPiUEKTV2iLNumSi/OvVsEE+9u1whoJFiZPGaykpN+dzRiqfSIJNMS1N1b1vD+kj6Xh/bFEQ6LZohfJ98St5u9YbZkmp6Q6pQAmgYINTpq/VoeZo/5Ki7MKoIiN/Qdw1vSK8B4vAy+W0vH48W6t4pwC3TzRTj8gEIj0X1rWbpo+2hrq44p8B2JeaX8vTHsqBKarsPM7rYKpXsPlCGDvYVWxAJbEM06TUqNXJtG+pJaYLE26riiOg7ZRo86Ov1dpNIBRaMp6fD5gjLRyPSYDQmtzhrDVVMjzVNCmUM1Osgcnzw6qWWytZyEdIaT6SwpM3wAznivsVBnLZUGpJ8MDh5SzJGlLqZMxo7vFu2CDH4zRFrItCLUQ5L96LEPU9CFETVuzCdivIBo9dhOvk1vylBPW/u2piSsmWVSaY1oXiKwNbyFqQUJfHSpXMFoI045dgV8hze+p+Gsseyt7sUbDeE7wuGJ+h3vnbIFsIPrGBCd+Pzed5v9iPAuKArNTC/fvPW7qJpwiPlhdN4Koqm0Qr6CiN49AIVeFTcH2Acl4JoVe2F4nZmWRNoiWij0zKUuG32lV3bncexpoCQdmGyYy7+lnruIL6gm0eMhZvro/fsjJga3FN0tszojYmRv0U7XTgzj5OQYsayxU64dH4Mkdzp0cAxfq+MJwjuXk0SaquptLK2AM5mbM4s1VthhV8Px2+2TlUasHYa6h58W89tQ0A0WbDDg3Ek9wK0epNMIdPqtQ6Wnhetg4yGYJraXWKNTqXCKFl1RsVCgnSeuYXpY9XJTagXzvTv4eUMnZnVqYDV2usWZeEaR1r561peWpY8/Mh20vZnSFPuOeblMCPND8s6Wj45iDs2NSkj07acS0E6u7xULhb8eHJRe3GbFvjS7DjPHBYlo20erTUqSSHeFd6OmkbZLhnavP6caAaUtmu2F2DbXSjnGKZ4b2wf+DsdJFr/5+5tHHQJ5UUg1kkYV8Nxxjbxyh55Il+G4hjQfV+uvTurItKA6l7NDZ/hfZOmtUEMzTu3WJtHwpUyG42/6hjA7NHkWOI9YscdQLz89jhvxYccHbcqnIB2IfP9vqiG+ZYV+yxCLqyBMSz6aJTqlCbCXWKV1/GCh1rVUGGBmLrGyomv5nYm9BhfRtbTh9da1CsJNL8jf4Su/xJw8k0DjSDzvU8vSRVOepR3Cpm4uf+XMoX+fkLo5+EGUWFCmv959DSCvAsir3WCvHhQKxYdw8Lr4+uHTUqFAVqQJYG+vo/lQRNry0fKKLHWfDjPpkFTa3b0vGGbRLkWjzSsCBYMhJYceQ6aP2C8fXR3affPqVycnp4uLwtku8pRtjjtFuW8ORiuXawGhcGQyXT358vjL+p+rRDXpdCuXtVPnLL4DcrwQl2aGGdPaSLYDP969H7EGCXVPnRbh9LjPBb9/IBISvUshuR0P39K8ZguJniasN22qTbSFTDPY5gCodVOnwU2Dc9BTqNN8Z0D1GIl2Za+slwywHAQ3QSzqjlUtJnsNIdExOkz0q2XpgpVymONP4Dse/zbqKKskYqY2szxzbjdM0V10oFlaNYFWscbHF38sIdAPQKoL9x78j7bzC4kru+P4S6B5ykONSUwwCakTJdxwCU7qKGu2pmQGBVm1zCSlzNTOzPoyMIRZmkCoNgwK091IOnnQt+xAXczKoMVKRAi4xrhZa+rDmrAhNu6i6C2SKYXpEh/7+/3OOfecc+/VPs2ZO38yi7IZPvPN93zP7/xOZA74tj02gH15jMSaVFop93cDrUu0szb6mHM/ljDSAuif2fNCn08vxa+ra6rd5Ab3xeNsNl3M777tEDkEo46ByGOMoSELmbaGLKAbLkS6WAxlYcxk97JcqPNIvVzsRqCH+K4AtsDSwX+7cNTc5AjfIaBu2ifJq633YfUfOKm6On17i2T65MljWw+49XigiLPkmTEtVFqmeGGh06DO4KVBos8xoSZXHGtQyY7FzHMPn8JkELwIe9dE1cZFSBfNjGccFSpZQt/BW5Mi2D8ykb6S+KPhyKFP5zTLQbXRmDvT8vfYRD9qtMTa5hpMx2hhnUxIHIguANvAdL9j8rjx+cXziLTXHsP9VgzVBo6qRlc7K0lP8nNW1JI7sh3qclzTZjPj1lpJB2rKpd1m5gGIugxVyuFqYZ7WuoltkOc87RhE5wEIh4hoPshSo5DnLYF0ZneXqpiY1ttF1M0UfahEv/3XWV2lnVzbPMPf0lfvyPH0qmn8DL7BNUT/2hoR/OBjv4KyXwLNFLpb0WhSZxTpGIUe4YaGsMnsNPDtHoA1zAkffsxlOfZ0pbjylXTOLONosHk2zQ/j/TcrUbJ06I6jzW4jOmnmO7RKjtP3OM78qc0QFXfA9OeLEW0kpWT3T4wgxuhDgN45ZDtVGI14pSLnf375suem2VMeUceBU0MOtGo77OxOzqo0xdv8A8llpnmoXFNT2h0SkTQ2leH1RaSupTwa6nKZpomrNCssrcAIEdIzcB/Gh73SnjDVedqjBUjjlkU2bcRvCDcdHZJoHq5813TWqdL6iksTWKUL8NfzeS236HsQUaersT3vp3i6AZ10wMR6jd/9PPcI2zKtDyCZ3Zgoh8UFU0YOq5jxMWZN+73YuS8aYrZ3FhybXKfBSn9UId9xJHLHpvlH3lnml1du/cZwxNBGC6Z4mNexCSF66SosUqLAY2I94j2S/YWReJLTPTD3Ok7C/Zpk2pGKTE4UNqROX/TQaHXJ0NFLyWuD4Umnj/a5au6UTdpUSUqmNlMq53cti6V0GdJmGKUSLa6Uo+XV1XI0StGHGOV0KN27sDALY2l29skSof0SoH6JnnuX7b+yLOZcWFwiFwx5+an4AnW83zzrGlo+Xe+7cPKCr05uHqt3riDyBgxcp9k5W2Nr7DCaNX6MmB3i+cNhfxhe+F04n0OeEWe0z0Qy+WhTeA7GbkyZ9ikvc9JsENRcoiXbwUTqbxXxHT9NRW6pzRq7OrvQd3xoqEBT0JE7za00xXdVHGiqvBtbTnnQjMoc7wGNtm2I7bELi0k96SNj8rqwwYhW+kZ74Ky4DnFSxbET7nakzvTOV79PiRJGCrUTW6zbBuEFUsxWRDJvM5bF8rlisYSmoRgFlovRADZfLvOxkk73ji/88ObNm+0n00tLSzM0sisrKNLw5UCLIpFGpjNyBVwQ3SEy6f9Ku6G4D6bVYDdwqbPeuyJPb+lBSNPnUE2lHnQOTTcd34GHLXX7+WFiYRJpf5jg9lDpsMlE2gbWbIgJYY5Jjbb5VZwGkW2aOZtrRayDH6QqUyp9KJGYmtJtx9WuK10JB9DIci5oiEJSnB+22SrdZnw7t49Ix0dH4qoVEZPGEfLUrqzvOei0S6M9gNYD6WMnPDtG6006dNshTQdlZHXLf8+GMsQVy9wsyuqYIWBhNHBcxt0sJdTnYiAQhQvfpuN1AuMLCz8g0m+256dhcKyzK2WEGpi2gGlWZS171dhEDzX/P5FmUNfWAa6se547x3M4DzvGo0+Ctedlhyt10/FK3X72yEUbwSaZ9mswk+Mgok000iZcDTK0ECsmXK2lHsvZYIOU6BxdkurgbytUsnRkMJGID16lnAN4/rKzsbFR8x2GmBQahLQhauyMNuNSCy/0v9QDviNON8cYGU1p/pq/SK4XBpSsT3AdAaYPX5Zx9KlTjonhKdtGH5cSrfgOBnT1Aa5DLE3Uqgr94nE2lE5bvNaCypJWS3BjnRxLXI2BYCz6L0ajFE8FaETxaMBAenhh9snOzqOdR2+2k33TRPUMOupsuggzTRTqVbZri3aNZ5Qy7CFpOygv1OaGkmiwG/U+0QzSq6tY3T7zQzZD/A/K9Bg7KszPD1gSJz4SzmEvqE3BthkmNMFzxNiDaiXs+R530tp/ytG7OVubc/afKlWyhM0dE4NTd7BFYyNpNIr0lcQHhj0vrGrhC4X3sGSUgKZMmgfSeL8J4MYjBLQO9mRhwG1G8CleWFdkW2TYcI0W7Lmh1ttfryU97mWk+QpLtbu/rpToerfl8L14BUADmBl7C0t+laZ/rOoiT0KMXqOmCDI9VAqI5vfwHGBHToWyM0vTkaN9R+e3H+3MJ/v6UKiJafiqrOBEcjcv5oWs6FQMWbYkkN5kS+Eaz9j6SdSeaFFe3UFm2lbpM2c2Xj0kpv0P/GviFDwOtsRaQu0XRKMw4w2fGalhnPLxIC4m8jgy2LpplnrNEc6pPAPR5ypUsnRoEPv+D0bwfOTOq0h0Z6P0HfbiN8l08LbB/YZhXIIbGmmqfybfEbdpjkf4C9Di155TRrh6Fm1vraXY/QXvrEOLOo579I3FzIc+AAAgAElEQVRWow7J8wVHlw6n6wDLAQoN3NUEVkilCWOwvhho0GEUaDtaW1vZIQ4wNcyv0ivQZ+VchzQgnWQnduxsbzOoEekZ+N01UTzy5CVBTQkJZiBDXLEdIt2Mu1nU7I7sBqs5UYM8e7+4s87DO8aDT4Qq8j4dG/OPCZjXNKrD/MIHpNokoCXPMZNJNAkx+wPBG1MnfLZa55SbvNQRDP6qQiVLR1JIdILOckPX0fklEH3l1kcygW7hM0Kj5TYzHlVGi6g+CvIapNHJgRSX5rhNNFw9c/F9cpDk4nKcW5GkNnFM9hw+7yqO1s8w3KdvtBfRjsYzDpEmyzFDRAcCL98PdbAdLM2ZXWu1XGbLIqsoz9xq0AIvAt7efu0ujmvtAYn0dB8xfTRJUDOmZxbGe9OAfjE08/KxyPzK9LsZ007b4RBp2pDQpE0RnaUe+xVN60hXn6GKPIb1GHMgqlzbXDOqTXGzqYaL49wQk9FFTKG5wfHsHkh10L5Yl6VK5B1MpqemrpJGY7d/8B3dmu/glRzgpY02bqRZgTQvq7s5utwzOjL3+jkDO87RTk6ikd4H6lS/5q8l0z0b52Wd0kWX6RCJtPTRJ0644mhVotVGHVrUAf+cL79CoENpQLZodWQYz7QwiOvZFlbXlZ2nv7ffvXHjExzPnt24AVBH4QsRyhLSOFCo5wFqEGpgOpsdH//33WvX21vTMFXk8cjSUqgkavSk7WBEd3zX1GS7Z4kzf6fJo9SjrtZhpl3Lh+wz+faVYNommyk2pzpIlwkPQaIZhNoU1oOU2iSoY4LPmCbLij4LaQYXndPMM4IsyDaDDVSyVAnfMciYTkwlwEU3sslh16/FhhWyHWIZPHjP4KvgXKRvsyfwHc/XJ+dGenpUsCPJgcJzIdlCtvfRbJXt0Y2Dts0ed5y+oou0I412ZB31fHmFA11bAKCzvQh0a2toz8IpHO9jsIvul+qeS06ia1rv3vjk2Z//hOOvf3kGSt1KRBPSSS7UR5NA9TwxDV+Y+3cB/eutmPtRWgJzxjJfulHSDl5J8o6VlLL/RXc47VXq4dqB6KHSaKe3tp4+GNOxZpINtyBnmqhmWPPLDAfDDpqVV47Vk5zpchgM5lxQvmbX7ypUsnQkJZgejNzBkyvQd/zi1u/5vsIWrtAUdBj37tHOFXLRLJZu474D0I3HU/0S7Mn15wPx0UlpQ+IReR1EdqRvZEMAfdHjKHBXz7sTaiLtHUerjTpqP9v4jKr8z25szWSHOdCt2b3M+z0L17fzzRaup+DAOWIxoByEFigyF80O177eXoR7+n66t7eXVDrJVZod6zi/k5yexhki+pr09WsANf9pfCyv8mYHSiRNY3MfnLlOb777/vt37zY9twJoTZfUCWI1a2FzePGrLRj/fPiFDjZxjWAH6S5uAuugGTyYZdVXcKhtH40s55xoI9GV6nbwE+B5anCQe49OZLoLfUdY9E4ylCLSqmDQMKrcu7+Nm4sDcRzEtQB7omd0ORWhN3V/7Zn1KVwvH9ZFWuvtf9w+x9AGWlFpGUe7sw5e1AGTwa//sbhR6/tmFoAGn0tE985kLNyrbeXzu5lm3DpYApgp5XAc7ZdGn5LGn0FHDeN++v793vHh4eHZpSeURALWSTx796iwHjBBhB+riba2y+PlA4EyqLSl98Cj3jU8hvEate+ofR5WQ7mZdk0P/0fb+YW0leVxnIGBbV9rnNqWpivGmdkScX2wje666BRvSJ86hYkMu3dGouQl7GUJbAOibgkJBGMRW9A3Ow+W2jFYsJaiuOO2EpxuZ/Iw7lDXNrq4VIs0Tz7Y3af9/Tnn3HNvbvu0nhuTMBO1TT9+/f7+nN+hYgvSXEdvGL09p8/Vbf20+lKAvQ40t+CtpWWkfWSkHcH2I9XTxLR9Bw+0hHUw3se1obsMQz6lTxVSLe6OqGXpQxBpoDpB1iNx/zNk+lLnlS9lWGgn8DDLkRoV+WhB9bTY6f3TXEwthpjAXpyMRd2XnurzBLs/9o17LKnrvAqHRDsyeFpjx3nZqdTgNB1PwSAsQDD3M3gOBpo0urifPcDSYFuptD+eRLGuPCtQ2lk/NwoW6C1/CtLcw0wD0b1A9I1Hy8uiarSyC1j74hJpS32JsPhK6N0r49n9vWSbQ6TbaGiYM+MhBRpPCSiJ/Y37r203HThbvQVR7BDn0SX8tvAsE/pVdroWwH7AYD+8sz6NUI+0w12wpR3A9k8bfBmGDbPxBVPZbBgK0SqYQZ+NT/ExZ+TEHb4wJ7GWXwKvo2pZOoFAZ0ComekMTj1n32HXDMl2sEqnpEp36UqdmlyLeaz+tUmdcjfbGtparTEaf7HFuY4mNU7JY7aBrdJ17n5S2anUcL6xwanQ8G//w40iUIapZLC/xbTZAZdppYv/GD+IlCqFSrJyUDnIAtIVzOpxQUUDGjWbiZYaHUHjgSp998YjkOnlFaoXAdI+QDpahbT4UqdM/L7YIZLUxzqCTIsthztvnj/fdhANAi126MJt7+2Oncarqh824K7h2o9obImW8qjlESZiYya8Vx/VH7v94IkCu2UkCGR3jQDXQLafyTb8EmpDwW0Yze6L+c4Z6vFTBXzOYLshMx38GuOoWpaO92XIS6sQceDKlUud5DtkXzTP121HAx0cNXh8kuRZRIfSd7iRfjEpzIiAWnzoiu0SbEzrTRxrcnV1nHHmo3WeiWiXl1bHCbmH3Z3N/7iARb0wq6+VXggDWCbA/axSMCPjlcgBIl0CaigoDOmuQ1QKTbEYagYbkO7tRecBTM9HV/pXVgTSSqVD1QdfItNmIVwSKs1NrINvMGrFIwGypb02rS6OE6jlqLFx+DVy+IkWH2pmurEBnXPtOf6ZdiTxWKQl0dq7R2C/VGAHW1Csu7CaJuYwM9RfMcn8zMk234RsgyYbJNBwywmWBcy2TBvoO46kZenDDK8Eu+kBsNOXftd55Y+YhpabC8lIt9AjIK2m3IHjkPmOCfAdCXHpSM9NOBBXSq0eorZWK6xj376jO1qKdJ17uURaJaT1xjsyHYF/AtHzC+lTylGALw4DdM8KIMnmeLYASFfMSCE7fkBFwZCl1Qkl09TbYaMNcEcshJqYXgbvQUz7AGlfXCEdCoVOuY/bpurNQdJGGkLDs4E324OX98ZxjuSgQnrnkOJWzvnh2n9ePf8A1Zl/PanztRwZD12l5QgfbSvyyWO3bz55+RLBnlqfRgUDsa5pqelSaBuGxrMAWj4VUk1m2fbQhpaEluDLn4Gjalk6wTjfl9YDmP6ss/Pa18F2ZaGFRpPhMEbl8EZaIt9RM7EmaE7EdKyjE4v85L7QaqfdnlidezE0HFPyjLdYtJ99h+6j3SVDecS9Oyft2MHiiAqF6/ixOC9F2pRUh8NjY9e5XgKuo5QtQBB3kK3Qge9Yf7EsXaPVouKLGRJkd1gWIU1Mr0Th2gWeHSodcoeZJNShULiUFFYaj2Z583ywXMa+ksNsGw4uJRPyZpur6GKWNU4NOXytVcUZZzx5qLGqcckp0jbSbqjlLk4BNqzZqfUUTQlvaReCTcdQGX63C2m2+ZY6LL2GsNJODy0+7YimLB3P2CoN1gPPHspkfvOrgS8crgMbpOnvFRxNkZPuwphQiXTNnxaHIRyEm9BpKdeJqxsuKxK16Y5uXF2dxHQfgx3VfMcZj3lKapthHZdY6h39SjLq0br9ee6cRvTF/N/nufHC0vBEsnquX+/BVESoMj5+ANpZAFMNjoJSG2H0wUqcHUizWocE1gz1AiA9D0RXGQ/qBeHvGHbEm+HCAZiMUpK2Ng4C0Ph4uL/H2Tw6OU6OByGJ3tsDosvPA5LogGPuqifSOtO1XkDTm8uHoIrp8wD2lAD7lsHNxEGR1tUEu3oJwm18tZDQ5p5e0hebOorS4QfE866AOkPnANwfuPSHoJqsy4EhrZZgTS6l5+7kaLAHc0RzIpbQ7Ad8DF31jBrZTyPvw0NrG4sA9rcMdgJFOnbV00Zr+Wh56TlpbSO4dtqb3kp6Nv8zKjQGh5YGJktnpPt6ByBHuejKgVkAg9wBkFqa46hepriZbEOscG+amSbnEY9HbaTDwuqggS/G58OaXlshk3qiaEMAIA1oH75d3rs8eBk31O5sj8scBw9JxRQJ4P+afIc2OzjgsVdLpqXFcRualZZQ19fpRPNx1VptqwnAfqKDzbun28UUfY+wkVZO89mOe03Pjc+PqGXpREZbQqYH7mf+onVF4wXBQntXMNgVzKU8JpJOr64l9BUTeEc3JoeZbS+o51bl/xgeerGxOEGKvTi3trF1xjvXYWejpVLbPlomOlQumpzHJ1pTx9mL/55fAEixFSMtOZRwYkUQjK0JIAPRGPVB3AevVYbZNLWfgZB8LTqOCD6GzMjYGIaIaUpOA9FRQBqp1owHl1iseTDYcWA6rMWd+A0KJUQa/fTefAKJHrwIQNMWGOpx4tJ5dh+sd/ny4I7XYF6vviWteOhIeNTpOn2y3obaplo02TR9fPvmHQa785bhbxf7mUDQ4MMJ9qhh+wr9abNmoaVIH9GUpeN9tu+gBz6uJfZbpdI8oIP3ZQHNOXFehWMY6c3FYcky4yyeRVcXHbrtIHr46pCdBolqYE/e9q6wqDBGHFxBUDPQ52yNzsPVkMdkdD6A11Ljkthh+P2ClQaJLvaOWem05NnU/IfZ0dMTiVgdHZTYw+wzp+s0oPkzerq7u3uwFgjkd3dfxydjY3fv3n1898bj/z5G5wHGg5GW1UPxewHCzXlf/6uZ/nl4UhTemm1QwSxkL5cp67H3NkmHWuxsi07UUomIpnOYcaTZYXnbsyTuVRE//T6Vrq+rd6r0SSfQYn2Mx5W1frd+5yGCfa/zVrNfCTb+rk75UwZeuFJSrHOaQGtGWz71f3lkvqNPE2lYhHSmzx+0cx3go1V1ZVRXZ5Xv2EgkXDJNt+GnL5xuRI8cF+eqvQgWaNaeenVHa3EhxYZCpbXMHf67Ac8NcDXSFRBXI1AdWAr8LW2lRVt+L1dLJM4a1BHsw5A5OpV+1qAGUQbuKX3XHUGJHqMFPyZkpdPFlZXlfy2vYG467lNIh4VKw1X0rcxsbr4CT+/zpYXrMcU3qCTLh8AyHfgJSP9HtVaXSiIqbEvuI/WH5R0X0o6SuI70+xMeykvLZdsOakdQQDeJmSqtrRfW70zNgmDf6/x1Myu2ny8/g01UV9kRRfZXUry5Vfr/PmXpFycI6T7dfdBZAJnfi92FGO9y0ItOOpjKeQwgTS2uJbwW+I6hmMNi21RHh58OxbyrM1vVuQ7Veic+1CwaLdGRPw3XeUAZb4H8El8I81IgsJQHoou41aSYtkJWGPS4g5k2bVPMUPdELIGyjTQl2+iFinCTn4jUNCo7GpXeR1GAuB9blyA2XAEvTS3T0kqHQla8f2Zz5tXmrs8HAWRYMh2J0M6Y8fIeGmkiOil5Rt+RxSoj97yWadfLe/tLq5DW89JOka6rr3+nmbYlukls2W+V960XRtenHs7OzpJiU+QI5hrBBq79SrE9oWat9h/RlKXj2CbtAJoixGvXBhJ/Bv8soa4Ro2dg5TxE+ubcsCfSsYm5KumOCaMdnZvzdtj9q8dcEl3vqhmq0FCvruRRoRHmvIAZqIZ7gfbSxe/DVpE12hJsgtiaGtV2+qMj0qGxHGFkVXZD5KND8kNz2yKR9+jRMmc84lgTF0hTehuTHb7dzc3d+Mzm7u4m2g/xXfGbAu8V9B17XEfkiafsOyAoPOTTYpKHZT6V6JeiwdRzeLq7E+99Kl3ndNInlUY36Sqtlj38+0Lrhe+m1//68N7sPQA7Z1But50F21ZsL6hx+Y/oQNoPMn3qspnG0wAGMp+zg6YSCwaG9Cdmle5yqvQq+I5hcekIr02uxXSH7dBrrKBXO2zMg7wzIV0nEtLqJGWW6Frk+VzeXlvfbDHYtlT/YFkLlMATKWnEsQME2ZZqQTZFa3pdEKM/0mMJtEpymPI/hKRq22k8RnqFkU5rKp0GpF+BJZnB9SpeVD9KIRTqZ0m1DyCJqpzkkXuYhi4j0G3Jclk7Ok5rma7e1/IOpGXxkGS6/n+8nUtoW9kZxzdZpJssantsY3DradAMJcYjiB2lVMUm2CYBbwq1NBDRVBbaXEaMHFqBG2lE4oIHy3jSDBmt8lASx3HDRXVNg6axHHCEbOoOeEqNEqHJIrFdAmkXWSTLfo9zzj334cxKPfdKjhIHG/PzX//vcb5jeQ+X8fBWaR7AyeNlB3B0MjwGbv/zyrV79+6dWv3oQ4geZdTIXLuyIbI405yWJfAdE4poC+4JnGA6Mf2rYyIsxC2z3PffMpKzTqeQYN8268Qy8UxYM9nRUsltsUVCZLy+rhkRBbYRjdV/6RJplb3TD7uXruNHbbNtGtAAcKm6VVzaLOCLhdkFJPrrrXOdFyvCdVhcolKzddaEWpZAZFdSiKEWWQ/xHxXTEVVFDAqVxjQeFVvAdazFJNKUlpZIYxFml5jeYzstPU8kcVn2l57hnQhE9GXQ5n0a5ztJSDeenVCbARwN00fdSTxP3yFlGrShnM+Xy4e76N1Q8x29SqJ1mbaIJqDF8tOdyl1ZPXXv3i8IbEqIMNbuLB9+aFLL0qGJadqiZYMabho1PX32GJXB/Xx8IZ+LpaelUyNM9R2zZNbq1XQmI6kmsKPpqx4WWyRExks1lRphtMUdK113HJOld/xrtkPaaCS6zVLohdlaulZK/v7F4+1iAZj+GpneWEl0jlZka4eVSg6gUoeCGtW2wh5CHQqFNKWO2EyHjjR6acxjU1GcVHqtNbYHQaJWD8c1GkekY0z04uLaskiEBLg575UsjDeI6MnLOBwVj+ua5MGQkw0xLe8AL20dvfyTA+rhbfYU3uF87nA5l8eVK3fZw0Op0jrRXkD7B8RAZeB6KJWbWR08dWqQwSaoHTLNvqNJrdJHmGIJtvVHmjRtHOcCSwvNCeP2O0Z6yGalS7V6zSzBkmCL4NA0DcPbZAO6WEF3hI1ksY2vnG0dPQ6guRiuKoYaz6DJs4V62rxaSte3Hz9+cfPL5AJSvbWyXBnFvrtRV32EoZb+w9FIStaEMhx2qPVktXrB8SE1L2FienyPkI6viV0tASs8fLob230qkF5U1oOhvv8HJdO0CRJ3KqLtkPtuUaSx8UNME1Nm+qh7X4t38dCZl87lKURs7yKwRSnA5jx8NjOti3S/kmi1cGA4TsJPpWZWVwcHV0ecFRnlpyeMv3zaDN9BvXeaUqubZPrXfqu3QwizVGnNTd82q5lMOl0VXEuwo9X1tGG4HTbjnl7P2OyILKfH6t92ObfNqpFK2vYsodEWzwW8FhYWgOhNczyevpHcfvHi5q0vP08uLD1YjseXR0VNw/IN0hYHT2OCOcje2NlXRNYjZHnqIHuMiB3uIIeTUqUBafDSpNLLD/WEB/yaLMcX9YXWo9NqaUq8JpFu0H3yJBmPyX0cAUJI7zeA6WeeW2o9Mx56WrqNKy1tmpXu6Cjne2X5EJ7yOfzBl0mxy75eER/67FbaKdJKpYcI5iH2pEM4Dz81M3iFwkV33fznzTmQ9tCEXZ3FwldoPaZ/6yeJ9nNsiFjrObyUYPuOCQDz0sCu1Ut1K2Z0gh2rldxA402+w9bVoXrvlE7biH7P4hmvWtXcrMXi4+sLCzeK2y++AKa354DoCmhlp2zVCETsl1BqL6gDEWU9LKpZrYMW2lybUfEhpjzQeKztxeIO3xGIoJnWmWbrYfU0fXMBcL5AUSDm8dB20PQxMh6NxpsGH+EioLbvp/3AMW9JOwbAqdLCSufLHVZs2JMrtyPRZZ+wIvmyXaXpaAan85C2g84oEUe1qpNLUqt9ng0h3U1qWToyYV8a1ijT05/5aeOsmHyHZlpHWvZ3lGrMs0E3kU1g1zJGRkuECLBpZWJmzcNl4+Mrr8M5e7QMqiAaTAfjjEAj0QUgulBLm1t1iMlqC8lkcuHGzvYXt27NQVw4Fz4/v7LC3XCRSCTgujSord4LcrhYKwzZsD4tE9KK6aDM+QmkyXjEWvf2XFaa40ObTgvr0SkM9f3LSDTVxWlYKhppHGNNGTxE+t/2YR4nDiiIu9LSbTYrzZtdyrkOPduRB6R9+ITmw1dGsJ05PKnSA5ZOKy89xCptg3pmEAJERFpizZ2p3RPGteb5Do8FbI8B0iPCS1u9pFrCQ8aJx9F3uJYRLVUNibrBuGtyPQ4S7rXAd3j4aFnmElVDlY5GpguMc6FwA656xtysx+OxdBKQhvvG0s7N4YvLy3ezodPZ8DxO06AmJJtQi2KLglowjUN1RwMRUVMkquViqIN62YVfndYS0+Cl9/bi4w4rHQistO4u2q1H/KJUaVbqbxpCoyfphHJw0i/f8OmL8A+NZ7YZpgeXWhzDeF29pSzS7VoKr6ecR6xzWhqvzDpNmp3LlflMqH5FtURaqvSQQ6Wx+/i/fZj0cOr0R805kPbQxDvW2O+mPvGTPquhd8BxLuUqHd6ppQ9AmjHOKJ41G3Ig0qXr7e36hP92vfNO12jlopFoxDlZSNbSNdLozBJodCGZhA9gqedW5uex5/90OIzFFX77t/kPWRhEz0wTlXATF05oxK3jDHUoOzw/Px/i6vd8IhH0XAnNeAikHz5ApK2qe2TF7qXJeiji6SsnXmF/6clJcbD4JAAtibZOjvPOS3/gjg5/+o5KS85mO3pRn8t5me6gHg9E2odZPmlFcl4ZD7+m0s6jLVc/dPVY03THv/0/fIe+psbGpn/jFyqt9s62uKx0S4tZB6chLifSGWVJpC9hwTai1LrnChyjxtV2t0YrlbaO6USJBo0GnL8jiU4WisVkKQNEg0ZHtwjoAiINYr208aSyXAEnHRgOh4eR2U69gd961xcZPd4WsLJSwZwfKTBKeygcDmezop8DqT5t1WGsUuO8hnSMkK48mLP5jkDFqdJccOlUKg1vDq/FSaEUEr582djnPeQNOf9Rm7nkObz0wEqL9B3CdthEGvSZvYeVwwOVBiedy4smj34Cm4n2u3N43khf6ZNEC6rFwXDN9h1T9OCLrfQY+Q7bNkPAOOc6X/Z4raqI1qg2DIW0BFqD2jDW6yLbpwoz5Eeq32oibbVy9HTIoqEkepZVmh3HUhFW0gSiq/H4+Hg9yasIF6518/m/AE8SWxyNFBT2Qy8Ycucn1RPpryLYkoej7LiVAz4nMnz+fDiL/XbANFJNFiSkIsagZTzmCOl46+4eWGkL6USlAr8jbqSfkvVQKo2G57UYbwoivf/2zZt9JdLPTtiGLrmSeN+X8LDVDkVsyCoNtqNLF+leS6TLKuPR7ysT0lKyU36VwpP5DifTqyPdqZFuDWicXvP+dOaPnzbFd0yJ23mB7xibOuvnpHSLdbT9SM6h0kPHroHvSPOtX0am5GWxBdpG2pHGFvFjzLzunHonW6P1Irh0HQXW6CKtR0Z9qwauYxxFupi8lGSg0X+YsJ7/lbJ44CAYarnDJKDvL8HOOu6HHs6Gmf6IBXUwC1Dfnbt79xzbjxDFjRbToNu8AZFVOh4HpB8+mMPRN/SVlltb4yuRFWd4iNaD+pfEDl8c20RMk+uYfPn2LaY7Tp48Y9mOHx+o0t+Tltay0u91lPM9GtLtmO7oyvdq1cOuHEaH+bxWZ/EN5Pt9/fn8wEAqJbgeGtCNh1PyUqvdMjrsHuljoPv6mjRl6YhDnac+xvZ/ePoYRXps4jOqr4jRBvytzrit9J9qaVoOrjNpb6R5RWslRxqboCbfIc5Qtg0mtfloqdEcGJJCF3eQ6I1HRHS6iPJc5GeS6S1AulT6x99pKgxuysqGKAy0Ac3JEGq5iwRDgPR5VGWKGIMa1Mg0Ez1Mi6EWF22qZaTBdMQW1whpUYQfbY3vxlor5+IupJ/qvR4JOr9I6jQjjaM+zoBIN545ePZul/ZE2r49HH6Sh6VIi9gw10VYa7YD9bkXc3paHx64ENDoARkgplL5/Dut9Mz7P+vuFkCrc+JGzjalZekHP7QkmmkWH4Ft9B0TI9R+p+2dHWpxdJamQKXr9bRajLVQaSrAENweUl2qk2A76jNR9B1dvXr2Tu2aZblWPnp29jtyHUuo0Ts7OxtG9dFzIjpaRZgvFRXTRUS6tLF+9er6k/vclTScRVYjjroKgpcQRMNn0BxHkmrRj4e/BMFs+D+g38R0VkJNlloM9DinkG5d210bJ5VORGTdcHGtdTnuig8X91rjCWmC5JFcrya5Bk4qvY9EX2ioc+NOOFT6qGfCQ9/T0qYnPJBoTEl3yA0tPe29oM/tPiXS5DwohafZDjAeCHg/xojqMOFUPmUvtLh8B+c7+vSTPKeNO02w0uQ7pqbE0xTijDdSjcEh+g45nVR+nylHZ2kKHn/WkJZcwzIMs6oE20l1tGamDcuIKLBN8B3tvl4XztwD6dJosNHFAgG9vf1QEA1IPyoWPy8qoi/Bk2lubJS2trY2N7ee8EQ7nKM77IIasPsfbWcX2tZ5xnECgyY3u+gU2SbkQ6Z4uagbm2DPZRHhGByhpqYwWkmh0eopmm6ED81MbXAmIdSUrkRGGbbHCWF0ngvOzGxcVVSECckmViVnzoWX4AmZdiFESjdaBbKybLkIe57nfd9z3nN0svWifqUodj7cRvz4+/98vkQ0m1QZYttJOdReNo8FfxX+ZiAAQCfYnxJM801iEtKNerGISHtUll0psb5S3oUn+w5HZEREqjrSHs40Q/rBK5jAa7Ud0oh4q+/g4eHhlvlwnNfcq4lUv2Q7uEhT2ZDFhgVN7u/owugQRdpoWOrlSBulQ4vvwL4lfgHG0U66LfEYa5X+rkuHz30fOTYBrXN9bnxw+NxJy+I7pTU6BKJ7/2BFmruP0PIONyIG1pzskG5KoobDpsLjdXhv+w9I69Al49Gud5Py6gq30Uj0/VL+5s0whoahUKiyIpheQbE+fy3wjOYAACAASURBVL6CIg1I/4agrvyZOHYzqK21wiAjmg1iAdMk1fAHuQoT1BQoDg0FiOmEiWlausSQLjrqdSB6jZbukanwZiL1Wq3eaqXDjmRQNx76xYmeX+NeYET639j2/8vP6Uoi6/7Sb2ulrSoNsaHT2HfQLseGQqUtsSEyndIKff3ahJSU7k9p/9N3TBuGo7OTEX10l7Y7gu9gLMtAsw/PnBkGK31ISLQBtslKTyhIuPIzMAw2J+6r7jDBjltjR2Y74i0pvriv/BeXq7u3zdxC2m6amxVtHRgZ/m5RJ7q04Mk4SKR9sZWZmRkw1zME9rtgqpdXUaQrNzZJqDc2Knf+yGfCA2zVgYG0Spk8mib0I9N8jTQm/wyoAU4MFAFrbj0E036aqMWER6NRD0euMaSn0ipPgI+AvQbnbPHRjVqdWkx5OlHlSGeT//wFQ/ox5aOBaONSAFFoESvETPulbTcemJPSTmchpYs0PKhu2C0n8LDMgrYjZdTCu7oKWorZjj5doye0lOQ7rEQr00dloAHpTgwQL+5Ky9L3uEhLME+Oig8Gh8ffVMAo95pblCxWGusuyhsxkOkyPUwnVK3qPsREdTS0bFucAaSrH7pc/X2ivqJ7DsG0aI/m9RVdox/lSlOeEhJd9IWKqzPb2zPwY2V7Bpn+YKWyWrnOjAcxDVQvbjJTHfSDLfYOmN2028+V18912lBqrwlqugGAXliQ6Mc5RBVFeo2iw2KtXry7trawkFbZTMyAW2Q7anUpKQ3S3ShJ3XhCpbPJrzHP8Q+cRsTQ8PELpo28Ryz3tdhOaT0j4YG2o01u/k9p8KKlpFFaig3Je5hEuq9rQuuXRZpFh4od0vDpqU4T0Nx3nIzG3n77u/cdz3N9NnAeFVAz36FI2TvCWrH4jlMo2oryZplwLsfMWId2qlaLzchGI20bOEZD10EwJrrllVYS1E5hpAXRQqMffVZaQ6LBdvjyvvz2/Pz89vw2PGdWEOrNVXDSlRsVQfTm5uLG4sbm1h2xk8ar9yoNDEi2gyM9RkwHWqBG9JnVNpAmlZ7Ce7XIStcaeUB6bWEk7eVdqGQ9qAYOrpoT7XAUa9eyqpBpyXlkPe+9/PIDNmsI58sWoFt8h22hxaZ06GxPFZwG0S6KDQsiNuR1w9QBLtLdItvRJ2JDg2kRHPIMnmIBmiEsgJ5mn596bVdalvbJQI/SBC1OZ40T2cODw2cOySUW2xReapr9VhysR5k99UesHI1XbR1JdAdNthE5Cq5j3HdMtFl45kw7DSN96dIXRq5ja6tZyo2UcKEzAO0r3pzDM78FUINaA9arq6uV5comPgyqNzZ+srh5x02Rot6CR9UXYTuQUGE8uFKT/WD7d0mp/YGxhGE9kGq2ZTp3N4/r/68R0k+wNqPPg5H1wKkWHAKowQMHXBq1JyMeeZ+ZLNOPUaSxueMby950U8/Swf+Twtt/WF605NyPKWk934FNpQC2bjuIarIdKc3UV4q2A4RaLoZrqX5b36Eoh46d7qRLD4HlHngI2wG+Y3dalvaYJHpcPOlldHBw/DWF3wsu/W9afQf7XPn5xfKOjDOTbHAedrmQUHl5p7UwQ2CT7yjwXGm7zSZHBnT77/XsHeU67udyC0lcPufL+Ir5/KP1wNWrly/PbW2hVM+A7QAnDUdiGqFe3ASprmD+I+iVZ8DdupH2+v0878GgHhuzUeoh4TwY07jMA0T6Li7xIN8BSAPTacY0Vm2mKCsdyeUiOMYFH9cboNsLQWlHjqqquGgkiT0m771C07Mg04+/PGKr0jaNeM/ch6cXWvZibGgMh0NY6GorpNok29HNU9Ly2CHajsIzYkOzSAPQPz1xmu6HM3jG8ytE+sfR2G6UDp+XNXp8chQFevzsOFE9PDh45qRiJKR5Zsaa79Cm2YIa5Y1zcYCajqTV4Dw43BLUIdBoS24kxm0I8x2pbnukxc1Cuu1Y4Rp9P1daU8lIo+0oPkkMdPjHrgDUW3NbcwD16ipnWoZ6kZlqcECfZj1eMQUepKUzPIVBIs2CxCEbqFGpSdTJllDyA4lOL4wA0Y2iL4z7/8OlZHJkodlMp8WMQdBbctRrtWLGm85lIijQeK7l9cU1WIoHRx7E68dRpmmvByL9zREblbadPGxpw7MYD3gvUykJaBDpbpaXljZ4YN3wgDk27NJth9EqrU3Y9HcA0Kdf4kD39BDRPcJ3dMIvv7MrLUv7LBINPNNYOKA9Ojk4ODx5qHVNmLV0qGkcd0V5/Vw0Go+VJayx0k0ybTLYUU60LtN66Aj6HfvE5YKoxV6i2w3XwVrvBNGfZnKqJ4JGOlP05fNNdjtQ4MpVonp+C4k2mDaUGs3HciwUjmSmVNF/FBxwiwQGifQQex1iUI/x7EfCL7b/u6l0HiBDHWgmCGm8dLnRwP2OjnAeuFSDwXQzgfdpsUmvdCRcA+fhcaOk5/HWz2v1YoZ9hwDiMYmYTgc7mEpnPeSkwXj856BFpO2iQ/NNLfLVQ6bG0v3wLjullaWFgou1SpubSllsaPRKs7phQW4rTWn9LWUWRTn16kudtCgdgGY0C5lm+Y7daVnaYwaanmdJpeFxfHD8HUXeuNtaZ8EzrenfZnr7e2+f/PjMRQJ7h3MdKleNsBF/ikfNGi3qMuzFt/Ohi3c7igyHRaQPiwZpI9mx9VkmN9JRQiPtK2aK+ZxYBe1OLKFUz926ZSANTJuhXi5HfbgCOqdyL6FKRpqI9vqFteD+Q4bazyy12w+/t7S01BRE38UMHs6H57D5n7SZf1mkegqzHpFsEL/EUAkXUDscWdoHQl8v6A56BzpQoZHp5NfcdlyyvVXL3Fr6wxe+TVYaE3ia09jvCLEh2g5NznagPlNsKM0cirohbToQRCstIq0cevX908izUOgeAttIeBzr2ZXtjs9JvgMEenScn8mzEB8OHx+c7FGkMji3ztY6y8RDIxZQensxtfPR7dc/PneRKzZoclW2IvFYdXkn9qwTii+3tbdpe+WNpBxqp2nQEJAGjV7kRjqfm+rwINEZJDovNkFTgXD9ytVHt57eemowbfHUcG5UYyEwAJlsGnhTVdl20H4wwHV9nZxFIiGUegnsB6PeLyw1ID021hQiXW9EcD4cpw5V2rDnDpL8E9PeDASO4RI6EfhvLJQy+H2CVpKxGmPaywPELMn053ZXiktG+keWFF6LSLe2LAHSYm0pxYYFF2uVNqCG2BC8h0x0F4sNTdkOPTaUiT71/gm8TYsBLXwH/Zjm0eFbu9KytG+SJzjYQzrgPHTf8aIBtNISHIKzfjitmyeCmlpou7v6AOw/AdhxcNhcscl87FSrItNnkwsJ7XzSznvDuNOQZFpMsSDRX+j5OyAa83cg0uEMOGkgOslxZgtmgkNjj/51C3X6aQWeZqqB68XzFy7Mzs6eX7we8wHUI16P38jHDQ25KaMXmJud/eDyEtbFmf1gJ0ASzpRaBUs9FEg0m82FtSdcpHEvTS6ZHVH1LTeY9aO5mTREjuEMjzLhmwGPHd1Bt9iLwHMeiHTyAdqOv9679xWdv311z6D6oDDTpg6Pls5SK9PtTqB479423meAoyxtKU1ewguAH+ju0kyj4Rgb9rN2JSk2bHXSvz2hC7Su0obxwBTemV1pWdojhYaj46YDvuM4+Y4XzdV6a3CYmviB9nDCRDRf5gD/bHwzPrr9FoEdYx4bgK4ytMstOWxy2VV4ezXN6ZK2RptW/B+2ZqSB6CbaDk8kTCKdz2c5yh2C6qC/eZN0enVrtcKh3iaqNzfPv3sBiEamEevrMZx8TfPOOrIdqgdZXf87ntmZ9QAT8MQSJamXCGqm1KqaBCH2pyEQvFsHohvFCG48KCWzHj7+Qm1NbtqE43X7cw6Ho0TTi+TJjU0KYqE6IU0i/V/azi+0zesM4wwK025ysRDJicmCs0QRBRMLY9ch04ZMFPF5M8suFml0Yl5nfFMqnBgsqJJV2ITaVMHCssHCLJnjpc42BKlm5ovKUkPlGUo6EMmSsDJagoNJ3FqgIS+MEvb+Oed85/v0Obupj50/LQ6F5Jenz/ue9zwvOA98rYVLh67QQ8Qrpx7rG2p3SS119h36EB7ndnhd+HhWOmmPmilF22EV6S7z3rBLtaTT3fYhvODZLd9JSTR7jg7TTE+glT7KKUt74DukQFs0Grse6DuOBu22o6k4zCaC+2u1BL+gVECbjx2gSMZg4uF7f2Sw1x99xhZb6/QJrtexNvzsekubp+bS6kHWabdb5YSpoX/Vv1srXo2jSJ8vDxbLxWW5I5OpppN6ATINVH8En5++EFjfvXt7HE6SzyyDfeHj9TeGCgN8t033hgD1WCwy+ZShno/S+FLIVOoUWRTEFBdzxQLxpa//+QRqv/JQ+cnQUBGwJKJjEmp6hIt/DdYK8N8xVCwI91o4QAGbeIJp4Tww6PHZFRr3wMQlilG3VYfHbC0854sWLf0ffvS4SiUC24u3h4i0Kg+9YDvaaWbJZBqHprEl3WVeHc7N2Yb/4fh/8i4gLYAWYAuVzvLM0h6NLL2yi+ug09vZ+1Zzu8NeHCawNkzUahOcReIPSqKZaQ4uwRfyXpzqGr75519oTRGzgX2ZmyNvrj8ColtKtTbLbk4JNRH9nmmktW5H+OBUYRB8B5WGHNIYoz1YPANtzNerVSCaPz/6FE31g9uTk5OEtIRaivX7d9ffKC5jrRgB54xmIxKPGRvjzHQF9NQwZDNP1InMNEMdmPrv1yjSg0NPQKSXhUjHVL6e8B/wK6YicZl1Y2aCqHCcsE2meYnc5rNnmNH78DWtLX246abluKPvcNzRgr7D4+JgCdDqklxipu4NVYAHvWWR94amSDfP/gfJdxDMcLLAcrbDWhz6zv5yT0aWvvU2tzbspoMO+I4zQZ3poJNIp1cJ7FqjUZtIJ2wiTTWxiLf00qtiL/xfDcD+4PJvVFPkspBsrBvXP8BHcO7anEWkBdNm8p0Q6T+JYaW/IdHGHSS6DEY6zAsKcaGgfHsVq8xnMvVMtVqHUwW6q4uLMzMzk8R0Ej7BTSffF0KdFA7kzZUp7FBE81jy4cr7wP3qLDBdQRxD1LDTLbUQ6vja2lh8CZ9oDaLtGALbASKtHhAYEmtaHwBQ6++7YpZVA7T8ViG9/NUpMb307GLfv/oePtYyPBzG8I7v/uzQGuDRZk13LIncjhIKcntTA49sx5zlFa15b6gXh1u+CV+HdNGqKd1h9jtO7smoNPgOull5e1TzHf1KpDvRd/wfkQ5O1MQ87BxQDVyvTiTMB5bdXYLori6RSExx2+2tIAkuBPu3WhsbmL58jX6DPQ2XZSW4WqSMabtE9A200kqkC2A7YpUvBs+Tk45zqhxOIcWEnY5FsZGXqc/TR72eWVhYJKZnhE4rmUawla/++NEn26FIChtzee5uxCIbkxvUAIki0naoWagH1tauXl0Bosu3Bsl2hOOGoVTaCGhQi2AyFeAUcEJaMI2DHqc2nz/fxIdaOtFNV4fSS2tLWhxHpfX0f4+Z/t8uAmnSlLAkUmn4Dy9BtiNhqw2bX4YHwXf4fCTQwnYonLPCSr+zJ+mO4Du4Ba2A7kei+4VI94+qxbMKbXsHb3+6JtJLMSYqnSWuAex0SbKsRFoR7aWEtVbguqXt+vC1Dy+LcekPr4l3WKWGnLhr0VaoMtHymkWKtLQdoXpxkDrSAzztDNUbzovy1TJeuMDJ5fKI4UgFAJdQM9NJK9bKguCrcmQ6k5xcyGElSB1jUNcUzXtEdaijKQn11HKhgH1ufKO1HF4G12GohGpNpYWpjugBkgEzu4mQHgsrlR77O2j08/9Qrph41WJT6WOHd0/wcE47aNM2w3nUA2b8vlWmhqUpQ4xPyRxXEkjjW5bu5gdawa0f+TTfIcyHRaT3ZmRpn70qRKJfZ6b7wXf8yt+Ue9ec/c/dDq00TE+sCrDnZIaJHtIjt360i1zSthY3gH1zetjTIq/AazW3tiFLrZzlRHQB9O/VJQuK9MHYBiINRF8lje4J5XO53EgIRRrxziHPFajEhLOOVBhqU6eT4D3YfzDQZhPkdrWST6KJnpnP8yNEwA9Een4hk8NGtQ61ZHqggIN1YKaXcbucNM+SaWsEOw1mRyxMC6jjWhMPzr95H3Nfn3in1STSh23F4XH7Rgvb8L/yHaZGN4dKt8tH4KUSTkkD0gndd6TTDvEd4DuO+nwd5sl2aAMefHW4J+mO3/6ubNdpRPcLkUbfcTK43+akm0QakJ7ju3C/YJottD+d1cDWiRYq3aot6fSonXuEtKvhcutA64vuD6g34TcsteF2vfoPUOnyCnejYyDE8JEbSYHYBRBv+GnAfDQL2pjLZBY0Q20tE63VYnKRC8On4/P5fJQlNVVBWz2eqaBS293H1NTASmGwPFS4s0SzSoaSabX+wvxnrAYNIdUBuRqDsBYqrWT6IvHcd0kGHuzS73BS6SNmvKPmO9ps2yw8li1a5s4hrwikQaItKt2VliIdVLFh1O/Y8imksx1aY1oOluKo9B6MLL1i1WiA+XX4Rp+jo+fQd9iAdnoZHpxrJBz6d5wC+AfpRABsSsDUTqvTbiEW6Ya+4l5DmtdWsOu4IJ30dqE4Fjeg6HtRPF8uivWEI+w0yGoYIwB0PtRjdvb4JS0KNTKNRCummesLdqjhMNQg1Bz3GAhxU292wVonsvvAQbyVwtrY0s7OzjY+2dXLQx3qgIQ6oDPNX2xX6WURo/7Y9kTLYfr/xEvWDh1o3gzXtBeuXW3R8soGXjtPSuPo/1w6neDLcD/Vht16EB77jne5Ka156aze7vDt0ULafbbGHUl0v5Dqc52jP/RbgA6qMVKbTNeE7QjaO9Lc4+gq6WB72/VFTZZQdNZo9zSKtNuBaFou9J4Uaemki+WVcM82NjG+KBeXeFlViKpBOEQ1nGigx8BSUSTd0ndOTKujTMhsMqkznRkJkZFGp7AxKaSbLDUOLSlLjU8AlgbC8dgUMJ3nN4ty74vhGDkmM6w1Z6KrNGH9lSoMbSL92q5heN/Xm9JHtLADzUvrC2mbfUdzprSKEEvDT/xW38G4fG/rxyd9Hac15yFFOius9N4spJW+Q/FMB34ArR7tPNP51smgba9hwiG+Azhv1LQrQ7OBJ5sdXu5q3ru3KsGepvUJHqeFhi1uV+P6rrZDOWkKCkOkN0ikiej6J+UVvlmJ5JHoBcV0Hjw15hSYIn0Qv9DIzZvWQ7kPxbR2A0Of8G08Ew0FjBA1QNBU359BppM52fxQ00wRDs2LQyUZ3dnJiRwQ6+HADz3WVzw/V/4jzkTjhheAG7gWMem2WWmLlT7x0rSD5m0W1jVa5jYLJdJe6yoLL/+5dieQZ9Boy024mJQO/kzzHaI0tF6G08jSnvgOB41m49F/7kzvT4P24nAi7UD0/mAaKE3bbw217l2XWRd6S/eQ61sI9vD1VtPDKdcx3ZhWPTsNaLwIp/grTvk3nfRa4WoYbQecneIUN6FHcPQODzINRBsH5b4I8YOIoBlBmUak2U+zWk+OW4z1rH7GqynQUmzq5Rhq4/4CqPcCvRBApU5pUEemaAFMIATGB75YQa26Hg4nFtCCfgXS4TifMUL64qUvbWN4TlbacVTamnXQZDssKt3etHKoSwv+7zJHPPzWfgdb6d/9mvsdqxaZli9aEGlMWRr+xkeW9jnxLKDuPXdm9B2/zUs7i/R+KAxXEdFaFh2W5jq6bR1pr7TQrtKcBPvmsMvTpgKj3Z7Grb94PO5djLTpOshKI9J3hqA2TAHR9Wq9vh0jCY5Sj46RBpEeCfCiKrkFxbwnhxJRyLQU6hldrxHqWRvUsw8qKQB68uks9j8wLSFVfZDiBwI0fSqg3sasBPx3ONGRyhPUoYjxEuchDUhArhowaBV5OBwTUagA+CZtuXj4pWPcgbTSxyzvWQ4detVp2aEK+VEibd0a7mA7VPJ/t5Yp7W8GGljZ+gFehp82q0NtZolTlmhkafgbvjr8jqPvEEx3gpU+G7RtgUs7ijRPlKqOdC2d7rY2pLVmh+x1kO1wlW7Cr7kFYNduXndhN2m6dgtch9eji7PYxAKfh468SlDfQJGWTrpQGAvHSKTr9XwAt6r0GIpoRDqX50ZejzDSOGAvZ/R6Khl15WJ+mDaEhXrWBvVMppIhEz0jOtUAbTxMi1wihkpnQoJpF7MJdZQt9UuoNsc/SKfBSw/Ezb5fPL556RKtYf78sa7RmkqfeMkQnlYbWnyHU7ujXci0fS2cLYDXr2VKa49Zfk6+47TewjN70ke1lKU98x3sn02o4ednzvX2mk3pXdsdWkeaohzSc3pHWlyw6NeGlmYH/V66hgXY+NEYdh/w+NtMI33ALRLcgGj4k1EqLUX6r0NrYeGk6/UUizG1nBcW4WMBiY4wygGuDun2JUJQx/hLGWnzTFq9dZP5QP+xyO0PATWKbzwGBAZiRkSE6ImGHgk1Qm0oqCWixi5IB7inx0gj0WbFGHt2qQ+3AmxuXvn8f7SdX2ib1xnGCS2rc7NdBP+L13WKHXcYvEYYGQVFKbKjmS/Dm/FFJRiiayi7GTNNDPVFQiZswhriUpEmdoUZyBg8CBaUEBYWEpMLj4Y4uVDwDGU4GZkhc7zWIF+IFjZ23j/nnPd83yeng+g4cZnpje3fnj7neZ9zzuvBJy0CN5b21Dsa7qYdkRCgAyIds49ZhN0ojTLNoKT+8C7nHcZ6+HqljaksvfZ9OwBn2/EL/jusfMfIh4moNNKpOkTT2JASPP4ulyXYTiCtiRZZRyvaDgX25csffBCBH3cs5hoOLdLw2D28OwsarSt4m9ffv6GcdAV9h5JjMBcYOAPSJNJZ8hlwNxIcpVKcAdlJoj87Z2TaLP5fBmqfUG9RUs2Z3lahrKHO3RjD0gY5D/XlMvgRYhpuaEeoKSrxQnjOyeGLghqUeoyBNv/27rlzCPXGhQtnnjwNG4Z3dQmR3uuyA+k7wiYtwedo3Zc7fU9oyROHynf8xM07rJX+lPKOhtyytF/TLE3HAEH94Qn2Hak9etKuSDtlJfi+Ndg7mEh3u4E0Tw513sH3RWMY3TrRKneFzXodBFPIHbxFK9K3v/3T17A1rFSLeWqTlmkuyCKdp9gOJNnDiYuy1jhCRKgZ6QXgeEGuINT+paEuUPyRziSHkOh0luy0+iKdwaUzi7BPzGSLrOo25aATMX646foyu1P0uO6ESAPTcI/6syf/fhpe7xBIm1ulGelm6TsclQ6ZsXSHinRMPs7iIp0SvsMy/ekRc/bQ3rLUgMrSq7qiNGz2hgP4AWtkZKDPPwyfDrUdE04iHZXtOzqntmPA7mZ57u3wP6SsH1HGx8om3OROLyXSPSjSqNKEdPX2+/+4/18iurpCr/akkWhgGkR6hcbjYDyyRHQRdJtzvFyWux685vVacEpNZ0OhPjsFUfVVRBqoTmvbQXleuZz1iGit1AC1CT+4JL107drp059XNlc9n2BDbynpMA0qvgsafY7eQsTHAZRUh9+y5D9G676x3GJ2h04m3brHC8th78JFOe9IOZvD1HvbcCI8IXyH2++gytJLv2XptVd0RUlqNEP9w8GR4SO+YXjolAXeHtIV6agdscj2XS+2XRhsKONqmGUgba4nbV6ejgQVmok+iETDe1mnSaTv/+b2n7+tMNIo0u0e2o4FVOnCHGwYkd54TsHE88TxnA6nkwLpeR1j45DGLTVN2fMBLtVnFxShzHR+DInO69ijbIHmD9gnptlS8wNH65cWS2rBO3Zrq9p3cCMvDmP7jK3pqc9fEc4S6qfh72j5J4cwDPe93SnjDqnSZnLY3evaDjLSzmWlIb5jYnr79+Q7Eu6gxe4Of/ZL9B0/aJDv4BE4Iq0WyvQJhfSEm0qHB3j4+mhUHM0SER4Jdcykd8sMNjqRjlYZSOur7+B8Z0dQpOFXoogmkV60oXT19vWbQ19rkaZczkCqtHZuLqv70tjFK8wVqorpcp5CPSXTeZONUN5XLK6Mr5TxnoSC29QLST44qf7rx3ReC59k5kPkGFF7AmlrqSH8wAOMeDBr/VLpUomWwnoz7xHO9Cc+NBTX4QdRvcr305g3a888++bN73RCK9BYitTPpG2E52i0eT/L/86hE3dMTL+FlaWEO2mRu8MG3e64j0nWf0GeB5jpgcGRvhNR390d0/WM9AQItcTZ1v7dsAN/VhLsplb3hfuWyGc7TRGfRtPvA5Hu8eUdmzg4ZKSzdF10cY6JBpFWmOfoMEC6zCNyQNprz+GXk+16JkNfz+KdvPF4Lp3R9VNk2hRPEWo/2ApEWGNINFyMR0ynyXYYninRA/fhkaXGa61XH4yW5Fpfy7DxSGITb3JyTLrpJby79CQX8uCfz2tP6t3uWPc0i9gctrJI7zlkYYnuDn8Szo7C8ZbmidTb4DsSRxJI9R3foAV9x09/i1XplxzhvWI8tPYdA3oN90nfQZ4/1HZQ2hGdwJUyVAczadGRxkYHgq2dSJO+qyOyvPNZUyRiA2mLNBN92Fpp8B034UFwvTn0sBntinQetTiegy4elz6q2njEIQaBwTkZDizq0bYRL33MpQlqx3wEO3qk1Ju/HkPXgSjzBepspF3rAX+0pQahTuaW7j0aHS3dUmsRLUjpWmVtiSvT2JfG8wNapXdrNaXTGyePmrXxvPYvG0r7kD7YU+cYbTDBc41HR0jcUe8x2pR4bwiITm2/91ZI3iE3hw2pLO3/FVfujIs2QA8Mjwjf8QLbQWkHSLXlWpiOWGhHmrK71g4GG53I8vLOzs5yW0tHm1RpbtscJKTN5vC0FukbQ7lNszmE52OL2htD3LGSxCpHzkuOa6JhPp7lmUsuntHSrb4Y19d+6KNd3gozbecuU6ZL7TaqlVIv4d01WWJaIQ0Hcc3O0GephfvwkktfzoyWtra2bm0pqkmqr216BDWf0xoy9b1dvLu09nyDgcbLampPtWHgGgAAIABJREFUHd9x+M1gUTowONTns8JG4b0BlY6FBHj+uINMh/ov9o/+83P0HQnXS0vf0ZDbHfdpgXaY7iOqBwf7Bt0bgsOITsn8Dr9BAzYcC+8O6UjjxkNQDasJYEaumyLNLa29ju3QSJNId+p+ByF9H94w/KTKCR7643EO5QDpOUj18GJbMtJw42OhWiiW0/zGUHs8qyuo2SQOYaBzas+Vw416zPSUOXVLf6RYE9ZXVohoFumMNtJpY6W1THNKnS3rMc3aX0ZvUSBooH6wmSEvTUW8yRxDvUsbw9qGlekLNZDp8DuWekKQbmsJaZVK29Fh94aishR4MTwqngw3Gq2r0ocSiWNhKo1nwxtTWYK8Q4wLLdHqjxLpwWHn0GFquq6RNifCdfmuX4NtuO61QxaR39k+qQ6k34AfeG+HszPUQAPTnZ1gPBYvUQsPXmW5foN9B87C4bihI9LjOcRUsUBXiM0XeECOIg2H+wjpYjnD4/K4aZ9SmJ2lDshFt316dkpqtrHYF8lT04MAvq2hNCDaUqdx8oJCbZgWSv2l8tPmNt7JMVbpoydRm9Xfo+w+nj1XKt0Vck+6z0qHns/SkXRHnVQ6INJh5Q7OOyaIktQ2jA4TRqXvGKKPaCvdkFuW9sv5tyW6r49EemTA8R0TH71wyCIaePSdG7Bj3RZoMzV0Aml7nWNLJNYmRNq4DvQdnZ1kpVmlKw+p+s+bQ8QwK0S6UExzJB1H2zFf4F1gFiNpgBpQR6LFEy00WmSodVXvYlijWpT1uNy0sEmuI+/YDso6HP+Bly0p91Gkk1/JpYePHKZH1YfaKSqmkWfl1CcpxfvqpBN4ANYbsD/s+n/PHPqK0nJq2BGsSWuV7hcPWVgrzU6a5hbKdxxj3yFSPHm9o36Q9nsvP+8YDrgORTQINfoO10in9jDSdshiS9L8Y2CwgWuBs9uRls8nt8V6nQGLkWjwHZ16d7iIGd783965iSK9Dr4DqcyVKXkDpCGTxmpSEqaGJNIV2B0qSW5nqNM0Tcy0YzuvndpMSa3XeJ9N0RwSoPIpfVJ0X5wSVsRUquf5ZS3PDljS0ncY+4HuAw7W4DYxmXw44+o0QP343moSmB7CyhKqNB9rwfmhzqe1SLv30XTWIZrjDl9hyUxZQox093eZG2qiqSoNIi1HLe5B2kPoOy6/bN8ha3e8N0SgFdLKdww4vqN+fueODeWURRTwLNh4oKU1ALR5gqW5t19EHTqPpgW/pcOXblEsjSp9W20OP6nigVoOpfNUQgKmFdJ5PVChCw8K3PkYjxtFhgNcukxNQTXH1ebeMTx1Kw4J2DUlDncZ/7F49WKFjHTaCHQmLZZ0H/BKubdSKGBFNbc2s6iZXiyNKqLVAvcxNoSew8OzuMlnJwNLO+n6Rw7DnLTvWHjogcPe0LFhzM2kU9p18G5L+Q4Q6UT4qAUDj3exKv2SR4evhgCtkO5DqgcV0lKW64wNhZGORvuD+Z0bdnR3M9jAtX/Iop996+hva7auwy/SWqUX0UtfufvO+cn45jqIdKWKG8H4yhwXNtB3eEilDvD0cBB8M+caGSzyy41h3Oc84jCMdJA2PVQDtvQf8OnKZsbzRNhhqc440QcKddIj86HM9SoZ6h8j0WbdW5KlvaULGmQ9cdmozQTe0Doc+nbnHnGHHLLYUmmgriSIjvoyaUv0ge23DdKGaTfw+F0jqtL7HKKHLdHA9PHBvuOOSB94UdphjHQsMGNxImn1kyKwUbBbnWc6W5SPjraFaHQPfYCVVkjfIqaV8zh/6ouP1yrwDstCtZpGSTVNUcg7VuKkuso88IwbrqYBg53j8jROstMit/PopLY2IfD/B08fEkCQZVPvSgjUcLHN1avreTsvtC5aZx8ioiahzuIuURnqu48gny6Nzs6Ojs4S0aUSMI2pNIQeS2fIdmzwGxcbG988Dm13dNZpd/CQpa3N11cSNzuGJ3j+dke/I9KGaKgsKWwTCuljMprW57TASh9qRGXJ+o4B4aMZ6ZHjru+on0gb3xHtD6q0vyVty3cG7GhMca3vJI30pmKC6DdE2NFjiO6ieTgU8R6cOv/Pu/eA6PUKN5ayRB956blxZDVpfEcFiR5H7UaoPSDaMwds4blZqmukPf0Fce6FcZZNPWOxDdRXCeqzlbwYGupFb437hy8KVsioIflYejgzo2CemZmdnS2hoVbr8QMuV8NIcfcM+meW6FqtNnv49Xq2oyfcSYu7O+xtNHtNwqVKB/pKWqMtGH/c/gistFXpOz6Vbkxl6VVdJPURPQKfjiuVtvW7VHjt3yfSPqSdGUswwKMfpAa7vxt+kP0HohFUkpA8Ghf8srpQpLEtffrvp74Aoj+HN+B4zsIeAVVaWWm6PKzdG2eV5lk4V6VzOeA3b47Xxm1Vr5w1ViT3P9quLzTK7I5SLCyCb04SY7Aa89dAGiWbZMp00kzGkY4iTH3IzMsHNizzIi2OPvgQtQNDKSEbkgWNhFDQCYw4bGQYCpJpHxacNAanBUVSRZKHIFi7tQ92wfjW359773fv992JfUg+jcvGECQ5c3Lu+Z3fufw6kZ92kYxAGdVTCdScG9cTob3JasyU0PBMp8uPLiZNWDNRx5bEegxgeo4RzdNEwvQrV3n89yxmS+lUuPFx+/WFtqH6V1lY0x2NtrySfW7Yq12uLJP/vsMhkbTL0ag7KLIkPDxNeJyUWpraHS/vtt9xQCSjvaKDYD08nBiJ+C7L2klI6zFptROuSWnOd/R6Wjvoi9rSQsCODPa2yqUsO6TpWyXT0iCmM5duvn5YE1UeoDscpznpInpxcXYhheoBe/Go0mOWA0t8BS227DfjmvdVVdWLwaYlzuqJEyO9Nxm8ylEPeeis4o0CMqm3aO4KMKpz2KpXmHgW84J6OgBPeWV6RgU+BLbjOCBnTL9APCOi3wGmt8jOu1uLq0qb94joDXzb3l7ebB+yLdF2eJsO6ozCfQG8+huHlkG4Fv2nkaEExpegO5ikPcLD1dJ7EVkC3TGqkqQ6SZ+GP6LDw6PdkZ2PhgftTdJuR6kl3KGztAtqQRpqMcucGhKi0Y2iDHuDSEuDmC4UamM3Xj4hSN9aX/+QRPhWXYUgDQ9QD/EgpUo/kAGtLOmww7JD1S8FuWRsgUoSlsgV4WhTVeRMhdcNQsbBSj2OO/l2BRDTeQ5Xr2dNUMdm0ojpdBqvGZghb1pOE0ErK0wvI6QLPB9ni/ruU8XS31w/SzJ649OdnmNDQ94InrW7w2t3tHp0h+532KYsuoHnjeBFGNEu4Z36A1t4IWl5hLy7tH2/YN2xf9d1hwXQidOIaUN3XKu/bRjxR0otG7S9ppLWx4bGRZ1GnNSlaPiuNNCCfsPRnjahPOAHMqjp1fFVJmm+lvY/yebggjzGsYcXF9OSoGBfFBTi0EezcJId6jpaiuotyOKPq0HKWTtxhLSc3sAnnRfbjVnB/FqqWvE0AxtOiR7xEZsJBL4aL5fvlxHY5WnjoBiHQyJj+ukyQ5pBjXPEzRdKeby9ToD++KnrmOc6WpvsOHrYRXSDNydtIeleu5D2pzt0u8NANOiOX7PuMGla2w6ndsfLux1ZOnBe5KJHNUgn+k8nEqw7TuyM6IgBaa/ZYbB0r/TwWrS5oVHb0ap1SAuSlsVA4h7gxqOH6WzY0QWnQ8B0gTyP8Zuvl9dKGYlpOCFmZSMH4hohLUeAIJqFRHYvbwFORpJ2lCWtEE0ZpquowWnw6FTdaB+JGfEZYqml+bqgJqIu3M5lvSz9l2/ef9weC9CzMqN7evFwlhYTEdNzc4V3FXfqMvVGIvpbsqU3Pm26S7TtlsOhZT1LVGXa2nd9nnSnL6/UaepobW546iBG71xofIlbhyHB0pqadoUHRZYu77Lu2L/PZWgarjCimaVBd/SrcscdODriLVfSIK0h2prtaDEXWTSWJjw3EJipeAnIuYdoByDd1dHVVcHzIdB05fHY6stakSFdW3+y/gxOiVIBCOERcyQBJ4WREQyqCo8wviOF5z+eGMZdRBOkec4CqBabjPdEss/tiWyOY+OMDdTE0nnE9GRWPx7OlAPjV/hgN44apDxjOh+xJWFQP5y7K1l6S7I0r2mRzfHDkWO+K8PRk+6wXWRR92joWzg01sLtPQcDvsOhwdHYKi2kdMgXxJO6I4Sjw8u7rjuIpOXTr2QHvoHuSAjdcc0+NfRkO2yyw9dyYK6E65NwOWURa+CNTB+EZj4ZkjYkkgZMtwNLV4CkK6uXXj9cK2YytAuAmMZrwrVxyOK9haxqdWx2aMckyBlp0c5LBp6wP5odgc5ZUc+UbWblAZLbbblBTzsoZucsYDRQuz61VsBeeWPQdDnwlZqQbAOoy8aIXGIaePq7O+8EpinDlJQsDZC+/sNU3aKDLn/y31/6z0q6qdWS7tCmLL4Inr4VrtkdBqLhx7fSHXVYWo4O90J36HBWHJ04HR0ZToQiO83BPZa0r+1fF9Kdno5Sze7QEC2+4K301YW/amzQZoY9xNEIacB0V6UDebpSyY/feLkMkC4VS3hjcg1QXSpNlkQEg8X0kqPu0xJ/iBtc4I06NbJBYUk7Tmxe2BgMaQI7jxCzEtI4SnfCQS3/Qfd0pRjU7vIt/M7ncnni6du3DEivBNIf3Tl2OpCeNg29cHKJh+MXHxJNv9tCSE+tqzXbf53d+LelusNP0kb77s6l/3pVqWUSbmQ7vJNDENJGBjlyBnQHkzSB2hDT54TuwMjSLo8O9+8b1Z8HLkf/MhEdGRnuP8Ob6ztxdMRvduiW9IAyOzplAq9Xxe9ajLASCeYm+nK2NCE3c/buqA5pQdLwtE8xph+Po+4AlmZIP2Hvg/xhpmk8yjlhHc/qZk+8r1ZmO4RVF5a6mFiadgRE6INCfLK2KY6lNkTqYRfUcQyoGt5HTi3gFnKG8ngUCLiQPgs8XTbm5GR8LGEfpHNxuaKOh5skpelCrrf/+KdRv9t+xJyEt/0fsuOQx8CzNXf0+ndobTnpUx5EY1T6uII0nA8VqFXEo/vcXkSWfixV9HmdowHPiegwIFqa0vU42vSkB7Vrhix2h4ekW7SUNE1lm5pIt+FwvFHFOqTboXRHh4Q0fPuIpyuvWXcAoAHRpcl1vOytlMsQlgRNo+UhiTmovGdCY5YDeI56d1KRNAeqk7LalCtQZccNzR15VK59SrzRWSu4mYQfFsDTQNJ5L0tPG5B+P7OiqWn+D/A0Sg9HYJp1h5TS4W8/bXnuz7Lv0Bq9jnISbtQ6agVLLd4pi0bSutthsTuufX1QFSwx2YHuOH4yNGJlacI0tTvudsvSFwcYzpS8006GBGhENKujehztmRu6mVKbkPa0/Wt+NE0PqRIBuZk7lTyZ/x4JaYXojvYOwDSq6Us3Xz5eA5YuFtdKkxNAjAhpwHTOxfS92aqLZ0dpBb6JaIFj09L+kJJ4VtRCBhVsU/NiOZGq9UTyNO5oM0eaRFZnfd0fwNOF22/qQ/r3wNrpi8Z8ETGdEi17T++IWctmMc7Z0nD4RXv9+7NIR3dYAnhmC57vriGtfFeeDDVLutOXKdWk9DXD7OBW6Z8fPx46EXKlh5LS54SU/s0eXEiLuqMfMP1AKWkiacQzAHq4L7Izor33z3ozpUZeyUvSahSOHwrvb9ULSr2IlrKD7+9j3YEk3V6prIHumJOIph/0pVqpmBH7JjlJ00lH4FklkxCmWTEizCpLWuzaysMhkTSfI0WITyb4ZKeefC00i0/MtgjPyW/dKgmenijcEpu14rkfCFz6mYT032MvyoE/mcEmND64cj3u/PXOFLvSb8IS0t95mkrbLfeFt9W7W9nYzWr1CGmDpA0p7U3guYPDCCNaPx7+6nuArYln83jYTe2Ou23h/ei8tO5GH4wSnvsTUWLoaHSkT/wLv66L6IPm2NDr3w34EC1Jmr6AAGa6rra3ybXvDvm2Zw8bskMq6XYSHgjpoYfjqDsA0IBq9DxqRfydyWRo0qHRtPA84o4EYLMj79bC0pqgUYjgknRcXoARc5sSskjwRNLZuII8b4Ixly9U1TmRMV0QsxaOK7ExPS4Rff3KlY10YMVM6tEhEVN5tJEo2hCeSkT/tmgeDb2XHOpzQ9+QpVFT0qrnwD82NIP//uS/fjS8ZqgOEZUG3eEKj1DI1B3d3XsRWQLd0c/rKy5Hk4aOJka6I59x76TsiHhYekC/r9NFdKfL0fA/A/jxA3Q1nMWRbjQz/yagyZMmRKOabq/8mXXHWrFQIBuvVHpSQ0uPIhaCptHHq+IxDqs5JKFimAIPggLS4v2sO5TAwHAe37zlVGXgCXAeFEUJ4aWrdFEX16/j0JxM7YVqMJ6a55XyEiqP/AStbc2spNPlRzNeFw+fcYK0GaoGSGMTOxaXvroDoN6sUacH6Y4po9Zxp7uVtRXaBn+4w95U2uIT0gMK0f4yGjoaRjx09/1Pu03d4eaWWHj0UbvjbvsdcntFTViiw8NoRo+ciXwO0RFjyjJo7wvzRkox/A+v6UFaaWH7ThTgtWqYtpF0W5tO0l34zSNIH6msAqTn5mrFQh4QnaGnWCsSSTOoBU0vVGNI1HFHgDfshvJASocF0WpjFoR6LJgkSzpMPTfiozmEKubrVIDniD5U0DX4kpinVbFwitOAoD1ygGjUHdM8KyyvTN/PEqSV9Dg7ZkBaxqn5HhjUHn+7cPfC81dUnYfXNb/YMoS0bYW2Z0fZYRYstXiS/5Z7WXyBpcFTdYU0R6VRd5yQNH1SiWnJ0n17ozsIy2rAEgXREU0kQmcin8l1+Lez1NxQKA+tTFoAunMQfzadGkSDzjdkOeQLd+jr4C5JtxkkfQSFx4Ubqy+X1/J5zC8VGNIlgnRmwpAeOMKm7B3aecFkdmlBrrdQIYJQHjHOKzGiqSihOcn1NIKkRfUHgzosGvBSQVnyy4WoKdGyl/1AkM7nn/Gy+EpAPeV0YExn6THh4nmeJb5oLh52Xj1//oQL2R3QHe/fbrHsGLK5HW325o4Gze5obW2177LYZYe1L8wQ0h6W/iNA+qRG0iFtfMhS+nd7EFn6Yt9o/wOU0QRqBHQ0moiGfhL5zO6sdZVlsP6+IS4c4gtgsNOXv/Mus9h0x2HNkHZJGgCNViyAevP5Zr6AieLCbfg1kckBTa+hluZHOXk0xU5hw0AqVVVGHU8Cg2Ij3ImLUClXQAbdVa3svAQ6uh08eqHACEI6KV4QDsWiUMcIGRNbXAcxnXsj2vFAQKe3eQKOcSW0PP5H29WFxHWmYcpm2QZ6sYtx1EjiT5LRDCurm2pmaLQzK5OgZdksK51ZwuAaGmEp2KqUuUgph2SldWOYpFsvJHTabuMEJQO2xA0r5GLBXIRkhZCSmyUNhIUJFnMxBXWXJez7933nO+d8o72I51BrJRTqPH143vd93ucVno6dtkE6laLIGux6dF+/+LdurTvurq0Cpvdt4VYKzg2rbUMWYxLuX2XxULQlIL3LnLEEDMffvY79jsNxZOm4xzItLE0pSy96dLjb3ceaO0kcDQxdZfz/NrUFRyesLeku924Wa7AOuoeRoA6d5bYhTWNr/d6OAEkbiObqEBENbwvF0yzxM008DZgePTt/b/SvZzWkFaa/lKADpmF1G4CH29IDSQHvKqM0I7OOhXRSWfNmZFMgSi5rGtMURVtrknaEpKPRZYD0AmZ6cEgNqI09m7F+8XUY48P+R37hwTVkapwDa2g767octECSvryyuvHE4u0IXs/a61k39Ctpi12p8pCly1obkuzwF4evku4Qlr7lEdPcxGvdkYO0L2nVcZIQfeRIz37PNZatVIfd3OFuZgGYCc0UccC9jjZL0EHQVOoqab/q8CD6YEsEL3keAvWxb0k9xNOF0cIoKo+CBdTuJooOkv5ChId04vCc0IzKP4i6GR4MaWxhR1V9Kanr6A9hX2qUfX7uPRjn0pcPFxYujTNHs5h+8xEmyTza2PzgrU38jnlaOh4BllaZ6sb5Q9QdK5cB0/+x+O9aKh/ttB0Lr/kBQxbmpuBZFlN2+Fm64x3SHfHDiqR9ay0A6dd2IGUJdYfbiz555Ehvb3Oi6ueu6Jiq2gbRCf+9TtFbchysq9MTrxTcZVHtDjuiG2yIZtlxKNIQCjUcagEpuYQvgbqwNK3URwHn47KnrfT0pLsuKHD+RNbHJbdGxEJS6eO+OtfapHojdJErI394XEg6zZoDW3pF9q2KLaR7BsrDhX872F7mlrTQNAmO2CNDS4+9ZYN0H7B00jxTC4hGkr57GZ7VzceV06T9LmkvRXtJ2m77Nz2llVUHkHQ2AGjUHR8SScctWlrG4e/tgGVpt4loAHQ83nPcXcT6QYj2T1mYmbOA5uDh+/rAmKWpxmzhqWUWj+6IBHX0oQh8MNV7Ww5SbQQvYtp4ENHTIKaBrCWDUYN6Upa6jY1YqhvJP5pROdN9eAQ83S2TQfopOplovWsGDXhRgixvE9AwXUJ+M6RaitQRROBHl8tfPHyIQ8M0zUxQeQBNn+6P9StUy0vl4U0LSafSPpZmSH+zxph+Umk5y79uGLInhlWyK4Xbgs4Ob7PD278LSGkZHRJLx5XycLU0KI/W3+/AQdqX9AQc1AcCuidepUl6i8LQrQ0TZqpjoorDSjvkogGH4LVZbdLmTWVvv8P0/fshDZ/Y3mr4PBoihGeGNACamVr0NJA1gvrO/Kgbp3FeGtSCae95Icpi6pNsg6gsv0QzPBnsxn6ddPZwX5G9HVFczu0ThVJM1nFLOkoLi9j+oGFOMpoq32dEY9Y0g5oWtDZiUhbGDC1tZ+mkCA9N0yOgO0a+X1lbW50oja0+3WePKQ3EHFSHPOYOT0+63tru8K3Q+vYNXZKespA0WaVRd6CY1sqjXSMaSbr9T2iV/ngndMdJlNM0MIz3NuvbhlvLaK+SlvDdRIc7YensYmAnOjrd64YeTHuiaJqMC7TelrTyKuFHFUFnU23kkDTwNKbhaVxq1Cw9TaD+fB5IuiC3kWXoIlStrnR+Mqm3bWdU3IHKdZQkD3LXsewoy9KWimFC2VGGt+joE4ooWSSwmo52FQHSZaHbvlQajx8mnZuaphnQquOhmniO/oLVYXLcSZksPQIkPXJiDaT0KmA6pjMdvUo6YowNDZKu3YajPckdVo4OsjSTtF13xBHT8YDyIJZuHdyBg7S7qHNHsXfo6ACSFt1RldhGdKh2hwqSBnC7DWmjf6eB3RVuq9DvcPPCQrVWJc3+6AN7Q031NbXVETU1ZEgLoJca5TVQXQBIF1RQ/1k1STzPKXYLZlwSFYjpTJ3fq0Et6YxaCUCSLitGZsk9A4AGUta2JaoN14sOuU1BmyTLzx+WqTCkzjKCGog69zXRtAFqc3poAhqltJN2UqaWBpIeOXF3bWXl8kRpdaxUehy4b2g/B2dz4BlBpT6SrmAptQjphJWkq6pQd8SN6vCWUSC+QS28nUhZ4n6HSI4exHRc3xbajqKrqrIazcbcsMsW+B8WYHd0trXVe6+yNBlOaVtLmim6IYS/9tBe8XbI3JBJmjn6aGOjgegCfb2DNE14njY6HxrX5wXXksYk45NonTeBF4/XIlLVUnlSp/RmCNFlzqfmP+0Ui+szxfEMnxSoy6yX75cdBWm6soKXFqlA7A9Ij5i/ice3A1hKa+UBSjpzAkgaIH15Yqw0VvJE74r/rmIEXigUTMAzZEdbhZ3wLcaG1m4HfNR/RN2BgOa+tFSJx4zq8NgOjA5/8iMCdA9paHp7m0VFb43orEZzQllKvaZSz1Vl3bbv6uAuiErB8yfv1gZypDnioAl+0U2gnuU5qHh630Fh6UYWHkdNnp5e+vwe0XSBMW0oavfRkKZpeVRui7vKg13SGRWTgKsvGRUAGUWbNdL2uEnS6/AmoyJXnPLzcpIhTTRN0ARJ/Q9sSMcCWlo18QyzXg6ktOM59jmCF1sI0RNjY7HYWGn1cYunMlQm6Ygl8N9/O8uSgGeJC7OFOnplh4XyPv2UIE0UHRdA39JGPCwOf7cD6Y67foWxpARoQjR8s3/rEXgW0TwlaA4mdwhJh7026bBZGaJdSePaALRFSWNQWHUT9rJrGw5oQ2mLV3js0xzdyDx9VKP63vzCAmOaL21O+5iaA3RNTGcwScx1i0r3LjXuTl6S2lBKy11l1B0pKSopOGG9WEyr0Xr3+vMyn4hLKkyjKE45z4apjxfzyA6E9E0Dz5K0jiSdUhdpM0jSI+e+R4oGSMdi/WOxUumpP7gjUqk0DFmEdL3XJV0fbHf4Uw46jLFhh2USjs+fUXe0x+OHRXpIy6Mds/F4Iv6LnUhZeuXXJ3sE0MTRPb236I6yFdGKmbNmA89nwZMVHoOmjRO07lkW+BrGmWKCQvCaPIBW5g74PKpr6+FfUBOKqPadMkm3uJBWtSGezwZA45ejSwzqC/cW0MREXeqzDGqiahTVZKUe1cpaYXoczaLdcstCRYYZgMYAPcS5cnJgR49jawjCKeTo9aJcLeqre/Z8/ZlxCCDF4gMl9Y09e952e3iC7NLwnosePBNJpx3RHVQfAkWPnDgnsmMCM9LHQHocqmzt8GUrhYLpSl4ZbTdJhxVHdwbnhnaSfvW7dmFpaeLFzerwDaRp0h3vvljd8TMNaKU7WhM2ikZmnnLh7A86CLo7ND+Hr8Jfn4W9y1nsv8NfJQIb6sow4trL0QjnznB9qMHdzPKRNI7MAiwNgEZgLyGuQUlPkjEPWLqgT22edVU10vWoy9Pi9Ihy9B2nK9Vl2MNUvrKMTosMd+/6ZEhYRpYmn3VG5oYA6HVHrc4464hoBHXOySU1USOqR4b3nNZDlg1x420IpE3dASTN/Q4WHsTSN86tuJCO9ZdKq08DHemtsqR92Ur1wSxpe086mOmYsNqV6NmP03BmaQ3o14zpYXPrL3fAKr2rV8g5Hu+RfkfWR9EE5qls4LSyL6fUG3SAYL764MzQ4uDXdfyrAAAgAElEQVQcPIOLg0ND+YHZB5+h1PANwml1FoGNzmnaN4QPIdRU34n/WL2XlsHVkMUrOrTsYEzjw8g+yrBeunAHbaaT6MorFNSVby+oVQvE4GmQFhm9URjtTi/LyHA5wyYlBC+COppGjkbZ4XAYAq7HQGkImOZYPeBTQPQ1eHP45q7lcrkkvAxpoOnhzfdVO3r47Y0NoGoSHqrf4TBJO4qk+/SY5dxtJmkSHni9s1TaOFDprLLlgIV+LJmOge0soyPdZTtwmLV3O7jh0c40zZi+ZYzEsTxsPYWWpXdf7OjwlV6CsTA0vS5FZ5maj2ez25k7vBF48Ct4MDA395v35gYH8wP5gYH86/nZgdkB+GYoP/vgZdsJWtyjrW/rlI2Atk7MeGxQCaUR32pWiwHoAEsTR1OheAFXAFxQC1Fz/8PFtN7kmlQ5pJeuFNMpKBMzfY6zLD6l8iXtAMGykMgbK8MrQNKOhOphS3pdkzT+5Bkh+hp9uZbD1wFYp3JE1KmvybH0/gSQMzny3tzc2Bh2m3gMbFDSTjIlxSHfXh75w+0ba2vYwisJpPEk7ZPt/Xe1TfPz3xp4bvJdCm+zWkrDruwwEa2lNC7QWiHd8c6HzcLTujpkPB+T8pAsSy9Wd+z+KcM5Ll/h73/JCjMfxzeb3W6XJeHdCof/+KtnBr/6CuA8tDiQz8cB0/lbiOj87OzsmdkzA/nF/Mcv1wTdHbxAW9NGt2s6wvXA1+76rKk6DnprQ6OHp7UHAPvghQsEaX4m59FFPa2p+qyHqT08rYx6xeUZZdajba10JuNeJAJQp4oAZ6oNu9Wdl+g4Cun1Zxn5Se5//2VE0/MMUX0N6TrHmL5Ne4el5ZWJTWWfhprxIgHaJemkS9KC6JEbH/z9X5ubm2urq6XSmAL1ky2ylYSi/3m3Lnr97jf3781/W1PphkWbP/G/0+hIW7JotiBpmoe3y7AlrgaI7gZA8+EdSFn6MemOHtXuwPc4EPNHH01ls9mtW9L+xDAGNOB57tQpxPPQYnxxaHEorx9B9ezsbwcWF/P/p+3cYppM0zievdmdi72Z9MDBFCgHZUkdIKHAILI0hhrGC1MjLZOR2MGPJpNGQsc4XhiaL8NsnMFpyqKOMZNBCVUChYZThyhOKNWJ7qibsDoGV5aQBdnNbuKFF3gI2ezzvIfve7+2HEzw/QQU8EL4+ef/Psc2+vVUY9L4JU/bXQ63RTPKyQ7sSATBTkfrIdSTJtkOTjTVaYZ1RcHZs/k5C1SkwSz7Rq7RXa98dyxKthCpToC6j2686FJqqbGmqalS6AHHJgGUaCbSLJAtI9Crqxi2bsVcOhDd3/+mf2amf6ZfOcF+VGqk2k2y4n9uHB7+0TMW+HmM1k8HZG3FksxEul5Js7jHDuWYCgwLF6/PvXoFWP/pczj/+KdaULrOlNInGfce3Rsi/4Che0/+RsNNgu3YvSN1/d3O9XayoPbgADzdOkyXfvbfEq7TvHZJKcUD3/Eupjv+nhBdW6MEpWv2YHxOt/lJCHcwokOHPzlycODoQPRoFA5FOSpQTZm+6rj6aTh6WVP2n74DcC7dnZZuyM6m0Q64HqLHhv8mINiZyeG7fAVoU4JKV+Qh0DkVhxSR9vlY/cfdx74LNwQDciGFoWZQs0Jqunq8t0ve2yRmFWUwHeBG2N2QD9UDni+BSJPijmAlgDyDOJM3+Dvl4GUxSLpb/B9++FfXst8zgxnFwM0xPQ/i0fImVz3J0QhEg+2YmKP9s/A6z7hw8fXrly//8/rfKTVaHK00mDHUbQm1fXf3yaN78DMldqClxfHwMssPrN+ZZd1g8G6KUTRaSD77gbSu7GHBaWqmq1nEoxCnLLW9A99RU7uvVr0dFtt0Wzm0K1xzNbRaHw4c/wTuggMD0X1RfImGw1NToz3AdlRhuodRffVwONqWzqfRAM7lO3ekGw2GhCxLUSbeFHcj12nGzDxBohPKO1SoTUWGTBPCjb6DdSH6rtGippyYW14GqgnUItMdWqjZNHTl9PZ+v5dnFUklU71KNJ92U1nZSGzHqgtFOqM1w81RpiegxRplmpRNf/TR5/+SPKuXbjfKcuPzfuyylRUz7XKRrCNzHbjHYq97/1K+MliJbqClwU1BozO108K4SD+xdHaWWuCEur+731na2WlvcBxocZQ9pLd2zXSlVCHpRKBxlPS3G9e1/XCGMy1G8YiXzv2jd/tLlli8QzEdLBmu26JKa0TaGjqJQAPP+JAT9nj0UrgnGscn3hMHnscVpe5uiYavpqE6W202Kx1Gk5QL53NoirC4A+/gaaT+Tr0YqkTn0Jdd2YYiExXrBdVJo0hjYjHnvttV55KXz5+mUn1NzZQL9UznEyr1MA4i03Qg68NC19H1ohettDpJ3UVcx2oQPxHcwX6G8uKkcmYmAeyAwnQwSLLiNMFy4tJwYx2LYNPEDMk31nGRVn1HYEE7dDd5bVbCliF6zPcy7lvKHGWhEHANYJcC0/Ct67Rl2RsaHI6GshApwUnqzbJaU2wZ2qg7S8v0mQ+I9fiD9n74zkqW3t+nmI5aMleppkSns70t0SjS1tCnR744OTAgMh0ebZ+aanY2x8kZhwcOQA0PU+rw6MNyW/nONDOddKxdQZuplnfkEdtRUEDAhq+72cDrSkWFRgttNOYpkQ/Bd1ypQKDhI1cC2HIty7eXZ7+5cE17V1Tz4+cTqO7rW25i0TtSA01mdMz2vugitoO3sjwnRD9HxHF1/STBefHm4k1+GNUC1CDTOPIA4xz1rkYcUioLPMPlkAayNUjvj1UIOItLwpODHWJAerByqK3T0QKPw1FGwEamO6sI2FUAdnFDQwN8gObGlAieNWk6eqk4739DkSZXRMp0buIIMVIqHQXf8dt3Ee9QJLq2pvhtRFrRaKv18MfHT3Kew8jzaDTerPePe+FHazwSjsSvz02NAtQ9wLbK9MOe0ajZqGk5NCSItDJcidtorP03449INNj5YsWSKTvduEt1IPkC0tf41XHwy6DsIqvq5cbbsz7uqrW1H9+I1acjVKa/l/cSqJtwIxFINEZBZundEAPQeDfkIp3RikQHZiYXCc3T9GioDjCk+6lMI9K4GPEE7ZpVzDRbdSEADVaaijQpb1GJTpkG1y43vJvxyBJCnuk54ACAQ1khwBkeXaet1GKzVAHYxfj+kDpPiBOdou4fZ0lvSor9TDW9Iqr3Q6rS1V95u7e7+v83+5TbIVPp2i2JtHasI0i0Y/T4QQJ0eCAcDkfDU17JMxqX9O1zHknvjUcikbgfrvPeW/H4dZRrYHqcUR0OXzYmNbMYhB5azZRSpUY6f1eRwZyGGcfsgnySZtmVbczO5/YDX58dVJG+QYGuyFmYaAVY5EZy5Mek8lRNKXac9qWiGjcI9HZdwtHl8DdZU/ls72wXsx3ESBPb8b/VN2A6cCEyoLtIeXbi45SmJYa1qtTuYP9N4qZf6vUB4peJUstC6X8dj3ZwqEGk1Q4WlehdqVyHpjXL/CjjrqVMRdqRS7jObWgotmfpbFU2IFuHpTcWnS7LDmQX2+2hcjrsPnHPkCjSmwFjsxWfoWEPZXgp8dKsZKltW1OHv3tfsRzcUZdsXaOF0o6jx77gQIPdiI5Keo/knwekn3qlZr03Mjcf8ZOg61wc5Dre7B8nUKOhRvNxmVYepBjeUZSSaDVpiGCn4/TpbAA8s4KlDwnUcDvEubwM6Xz2kZwbk4h0HUW6cdZ3mn7OBbFDwMeXgXOumZ3GaDWP62FEBEXaxWN6ldR2rK69AY3+cmJykukzwkyPU3JSqqmtDgSIVBOZfqXXu1nhqUs+waGWg65EjSYibRLvyEkV0pmZqZBOTx9sGuq2OASkgekSBy5qwxhxYTGCXaUDsoFp+mQh2Xb7qVKlmVQzuAOJ1n27FQk8QK+IJfx2uIf6juPbX7KEvqOWxaTpeTvfwYAOjaLnOEkVOnzsq/ioR38nMh+Z9+iferxeRHouRneRPEW9vu7xEKUmQt19tTs61WYwGoUu2mxDimaWZKQVJ23KY3sDiBFR0uJiCM+kpMp/FVS6cRmR9g3C8Z1Orqfu6EhMwfDzuA+eXrgd8pB0RqVMRXptdW3tzczEzwrQ+FqSplfgkD87p5n/QKYB6ptYvOTXe4IuXk1dX0cmlYLtaOXFqHvVPMv+XwSiN/TRWpE2ou/opCw3oDwfAKCBZ0cJfSE7CAuBYAQb2/SqdFSxTwHY8N4QL0vTbDfczEkzWKqZnRa6WljJ0vb7DmY3FOuxtcuhWK5Ufvj4EW45QKGb9e1xkGen09O+5PF49UtOvT+2FKNIS5EYMB2Bt+3SFGMaoO6Z6jYYU5f+iw2H66UN841mI0o2KrbZjC0v+SjUJhFpWgKCr2JuIJqr9G1w2b6RQQL1IB9i06FtEyBarXaVE5rxLfqO2008b1hPiF6j5++LHGjntOTBFXDwE2p65dkKo5x7aox+TMLHXzbrx5gi8x6B4eHGoDvILoZiN0vgULLrEGMdRess60zyHQTkFlwUe44si1W3tn2N0ky+0VUUbKxAOmXPsmed0pVqthtuDWmdrlBguoTWlubmkpKld+A7ONNUpEu2HpOmTAPRHx8EhT5JJPrYKFwJp+YjwK+n+Q4g7XECy97Y0lKsHb6r0lJsPha5e0cvOfXS01vjCtTRBKZTIL2uSOeZzdn5ahrcVJAJthGcSF7mxSvq7ZD5a0A6EsAEM5fpxyDTg+zcV7HuUHy1r0PTVf6Yt5WjSne9cPGQdAbaDlDo1Rl34M3aIvPQ0jTwKkmg1CvTEnxNONSq/QCdBufhdQLSPEtOlbpelt3u1npOtCrSsSTXoSnsSLnaECN4V4aaui0NGqBb6OZjwvM5JPtc7rlc/IUvhYXoRBJL6+CcArBtjOjNL4d0EIw9q7pEZZpeD2nJ0vamDqnvqK1VjUeN/W0ieEh0aIAEOqjncIJCN+vvzM01I713luC76H8ASD9Y+mXpwa9+fwzlmgq2NHfr1vgtwXu8Z0g9qnQDpFGgs81pmSbiNIQD78/LNr6HSF9RVJqa7IqcQxOygDSRadwbAGeETO8dHPQlVn8QqEd4VG8EeIanr2/2xTAN3uEkVEp0P14MJyjQcCf06KWVlWfPnqHpIFBLBGqnCjW4j0mSBh9jOfJ6hel6t1uBWukMb/3xrEl7LdS2gydptLLa8C8Zjzo7qZUmpoMW4f9U8hP9VcLRLsnlYH8NT6Ei2CLYBG3kgIi0xbIZL8X2Knt1Lmf6/7SdbUhbWRrHGZhldmE/LDS+bMTaRK1BlDjsjBanlOzIZpFBppadrMO2TNDb+0UaGsq20BJHWj9E7SWl1w47DOy02vpSZRJfauia4Lu21rCIjbRVRPDl09K1fugHR2Sf5znn3tx7ja0Lzrk3qdVKRX/5+T/Pee658F/Df/4F3ZD2kJcOWe5QDE3jYLFDreAVz1+40PV5V1cvEN3b3Q0kLwrC9IuRapC0INYJois+E4/HZ2DEYzOx2GpshHQN8Xp8/EVdtW9M8XT30HLKfkgbuztUReekZqRll+iA1qCdc+auJkurdZDceD1tpaGm6XZkehYdPcvBfhjyXmvXdVRzU+O+5yFONVh6q1wpVZ97DUAj0TAxnJxEokHNMEkeXu/s7HwFoxNRFug9BLWgQi2NEtJh6jwNsL5TOj1uKeFpzrTH/TRTdXPe+1NHokc69fbj2x8ncgc3tNVBOEdxYAKJyuRqohpt7bfBAUHEju1rBmeDrkHZ8Mb8fAGN/YnxHz3KmLYh03x2+G2t77BblrD5n23zr0q66OCxgzn6wmVlWlgjDo0tUiOZWLcaRw9HAGdkGc84/zMWh59qnWBaffJkGn+SLpY9wNO93TgzTLrOopkcai+gzbUUWvKUOKF1ND+aNZa+S1eVUxH72JkOKv3qmEao2R7reITw4i6vca1creqFGhnT97bqz/EuaYodO6Pg6AGYGbKSHQP6FR+dDGrM1JxpZZ4oRfA7IVHvaQBmhAzocg84OlBerkPa45mx5CPS7CRFqwXpZLefTVzIYqksbWr6hDn6JAGNVr4qVMhyWZccjX6mqFoGplkEocMmI9V+YnsP2Pi30v6enmcvY+P98/tifcVeerS01M727bAyTVutv8Dujr8pO2WwtLLZwQGTdHElK0YT0oLJt7QEv2h91SZT9aorEieEB/Ggpxk24hHX6ggiDUTXTsNcUi18DP0zK0G0OSvprbM0ljZnFKbnluivZtFrWmfp3OwU6ifJys7LGemoxz2b1ewx522/g1QT1ngshLyhtfqqtYVGLmvNdYp4QTmqGu9SPrf1/Wvcq/ocxI6d3bc7biB6ElIHOlhUgAaWO5U3NgRBpPSBTCegDgP+UofU4Q54VE+7PWoBJFGV9kwtmy2p+QZFvy9H0zrWr883Qe6g4AEPpKuoyBE0mYL+CtEVVQdEanzIMtAMpx8f8OS3EtdItt/JwFaOgv5nbI7c8/zlSH9Spv3OUkwqNn4vWh6lf4Eb0n6gTgoTuePAURolXYktHV92Q+oYohy99KLWJK6uusQIKhlZpjFF56CKdSwmwr8STXXj//5JFMYVph/5lrP23mtInzsUSeelFham5Ckr4XqmGdZ4AtJ3FU03U8LG5RkYi9KfEkxDDJmYCzGqQdYhFLR3rgrv81l1q6URPmCo6ylQQ/TY3dp6+/qvJ05sv93d3dnZRkX3RbiiN5BjgHkdB4caQocLqx/DkK1dKGpe/BgNRyRkGqAOBChNe9T6XWJ4PH+ezcnLTrWk5GpStDFHGzs72KYdqfOfNDXh0iE4Git3jpqGYFlUwF+U8PVURKNGqimDyEXItNUv+7mnFWPbCewroOkjpQXO2+MjL5/3UKvLeDKmbZA7wNPEtA3v6gmatn52+C1LWO845dBF6aKDL7P88ePi81/zBUMIHbVjdaa6RQS1FsIz6pnBPKUdSDZB7RJj1abaJ09mfaba75S6x+3u3ixD7DArSOfpVg6zLccLUxLNHSVGotUWD45zO2vE44GkJCfXPDYZwIqZKmpcG8drbnGv03ZvaG6CfeB7vA3G2lzLDZI13pbiRuhGYyucTNMQp3e3dt++fY1E7+5I19XQwRTNgF5ZWVlfWefKhpmiwCp6BLUaqUex9iG5OzrQ05ijy7WSJqADHncsC78NWRaLmQk6LzfpzFC/Ds4sXXm/qekr5ujz54usFfA1/EG+zC87uCrLOqaZp2lY8YlkTVzjsMPBwHY6cZbIkjSBfe7ZfEGy3FFKRmeeBqbR0t9UD/148eKhtix9eEo3Mfy/6x3Os0h0L1Y6IGss0oIhN7Qi58FweLKPxmQ4zPBmTMdjLh6nF5+ODfEp4gNfv1m3GG5cZ2G7dpgzjmdkY7twSZLYoUYP1dKKptWKB33Gct0AXiilMk1Ur83NLUCaWKvi751oa/uh6hJFkxBA3XqN7gTe2ggn0/TC5r3d3bldGj/v7ISJaEGA0LHOFE08s4GqfsVNzdLHxgbCr116GYXs0UFIuz3KRbe0ygIj4PFII2biOC87JS09W5F0kloH3yosRbNnB88dvHpntSHMn0ejDUh0sMvfVeOQowaqK6Iq1Mi1n2RtoxOZJrDtTlqGOcqxLnh+Ikn0sLPcgcNuY54GSx9+y9JHHxiKHZQ7Dj45vP835mjM0b34C4zkg4bmQIf7+kQRcY704VsmsW9ykLkaw0fEJECSNvlm4bWwyOeIj4bIL1n7IE2lq9RPj6fm6ZpKj+070NLtypmpzh3pc5oXJz3wG17HdFU9a4NT3tPWNnGJDZhE3mvB2h7dNpksjWOhbXNhQSH651dhRrRgEtaNQDOqOznoG8Mcavrngrr0gquJEuZpRrR2algecEvj+blKCjNb0lJz9+boPY0diqPTL36Fk8PzlSdxyfDbsrKr8BM7HZVR1lcB36BJuKwDWi4Lmmr8/ssVfsa1nz0lVM197WRQE9cFBUef9SSxtB8yxxHmaaedkEZPs90df3XI9Q7DsB54LRyI/hJbo6l417s0Brp1jUxXCzApZECHI4BzJDzYMUUdZ1MdU4MRJHwSoZ5BqPFVIPpm60wQWpToMdSfn5C0tgmPb4+enXa8kAOdWZLsekP9WH7oVaH2tjc3N+dkclHDp+R3R66X60WtH/W3Wn64pCCNrl5bwM3XEerQDZY8Nls22zZ3NwFoHK9WqBwtQIpmk0EG8ujKKJzc1Oo8cTiRPjBRJ6rUmKfdEpq6XNPc4fEMhMdpUzDlkrWUNIjU+1w6S9W7FN2mHZg7qIRXBE9BE9UNa6IyWDoIANfAF9OVADrqiDrg5+M63WASHLI6/DqmbUQ0DlpXhONIwYMTz5PlDojS3NJHnE6bDaG2fnP4LUsflhmC9AFzBw/Sf8fqHcvRolC7VI2luxmmaBS02BcmmCXJDQHRzRp0pgaBagogrPRRvToCoq57+vQxZ/qRL92sWzrUWDonx5z2aWFqZqa+veMdRB9rPgMwM6jveL2z380+fPgvpaspKz0Twke5XtS6MQFET1RNXEqYGgJIi7cdPQ25ozXUSESrSDOiwb86RW+Pjm7DgVhzUSsVPRapAW7XsFL84FAHJJwlegLKpNDjdsO886ds9RVOT/npGZb8d8dovp2jBXJHJcsdJ+EssgV5hK5BcK/65Qr4UhooePwXHo6gKDrkBn55bw34OSpruZa1pubJw3kFmD5SMPL7JwV7e0sxd6Cir2Al22lHS9vtZzF3HG7L0m9PGcsd0YP3KxX/5SzPHOwFX7sqYOhgip4Uxcggp9mND/wDBlJNUJOpZ2KxGK26LL6oFn0JTWv339X2d5gLiwvN2CFsuJrlHUhnQvIAnP8DQLd7r7FOU1pyOZZpsUAQaX6B4SM51PVVMDO8NMGJBksT0xSrW1tvtIZaW+AEplHTbxSiYb4nihsJRSPMeI7Ss0HUw0JinoiriXyaCC9+6Tp8yyA7e4jm6zDrhJQ+nfi1pajabMmwJHe04Z5Z6ek/Qu64X/lFJQsegLRInsYyeUVFEN+uUGaI/zgNIdEhn2aX9gbLolEN1H7i+WaXA55uAtA3ldSBB0TpngfJc4di6SvM0za77fB3Wfrod8Yofcp64CRd/BV39KMGU+3SNOC8GhciLEWDoSNTwDOhfJ3T7OZcM6hZ+gBRw2uB9Zyy7AFpenrPjtJ4PUtOburx4jTze/c5SBamgeY7uIMHeBqvE28m1tPSM2kC+Tji4eGjnqXpKmVqWH8LHM0PJXzQbSmwXN3aCkxvhjYbAeg3b4joTq5ocZ1NASlybI/qx7YWaloiV6BONH5IUnhAIh1go540IA0MhIFo33K24baPyHZKRlr6/2g7v5C28iyOs7ALO7APsxiNE6katakEQ5XZOmBpJyqrD0V0hGZbyrDF3LkvsmVE6oUUnSL3ITteqRhahYUdlSEaLd7WuhWnyfhfM90pZbdarJUiGH104z7Mg0rZc87vd/8ksdoF+0vHtGN9GOfD1+/5nvM791CiEzWa5x0Ud2Da4P607mKNYGxZoDeVmemAHypHQNrvReR9AUX2hCKBXkOl/cpFWVT9Sp3Xr6D1UMB4SAzp7vvL2UUpl1oQadJo1m/EGrHw7DcnP7L06xQn7a4qf++0o7aWafSIKL5eX4cKr3GF5xwcaBAXehlv1zWpXgyLY5xpoS26ZGlofT3Jxj0o9HCmXNE647SWltrzC5JHlk4dI9JopoPssRZ3GdK3KPnIPWNN51N5uR1L7VB9JTtqALe/Syd6nss0fKKZXQucf/lgAKpDgDrONFq30cKWJtF7ezPMcwzO0NYD+tOGCWqa/dCg3mJYk/dYAIRBlzuR7HFwHAtjC+NhJFr/lhjHlpllzUneIZ2RtCrMnmllvuMSdQ7zzp/3Y6LhsSQeH8h0oMbrw5kzUGWQcqFS8btF8iaRXvhXvX60HS2CHBJkWRAqFL+/ypDptKLoJ9OHWGnwHWWS5qWJ6qrCs7UNI9+d8Jal36XkHeff03eUlJf8+Rq3HSOCpW19c7PBEmauAyR6ghS6k6HcXn0dX/CGHznUOxM608+eYSNxbm50aZXJ9MhqfqKVhjrIVXrOblrrWHAq6c5h7hHOQ9tG8wMT6aam4YJcm8tJRNOXnp7svHBBF2pNrW//rb85AWm9SkSbgle8XmLiAUTHgWht8A6IHjKZDvN1cAB7zwQ1eGoWWm8bUNNw03Z4IhxegANUI8+PN6fnJjfHF17bc5Kezsvrwvx0qwugNl/LSn34LPcdbLYjr1AWvO6Au0JH2iPXIL+k0dxmqxFsw6hQDKqk2Ug0KLVXFTyqKviVFlGOXBWKFc1LSxR4LH+Z6juK/Nk05SSVSdmSkeWd/MjSRx+nhNKF7xdKS4ri1oz0CJSF4KNbRZHZ6AkxTEBzaQaa2+mFv4E/6Ur9mJhGpD2Whmh0tBVkns96tKbbTCJ9Oj/DIbnS3z38n3uc8wgyoEGkUaKRalvWaX1gD7/00cQNxrTeTLxyO9bPbLSJ6StcqOkuLljq57MENBC9N0NEC1yjyXQQ0Hv8LLJtS5pSk6ne4lUiUU3PPpyaAvXe2g5vbGzu7sbj0enpueHhgR+CfW9Gx5esLleG05BpZ75eGDqdGS5XJsZ3BtCmQJq2OWa+IN8BIv1VXnHeVbIZokmdwSvXyDjooSNtkTG4rlEouPYq6DgigLQg13lVt9iiBOoUKSR6JalKociDfMeL+8tVh6TSZdkMak2k4fdpnzeS7zjJ1uFvLrqT8g539vvMveIaJqWlgg12tI2sv0aJgcoQXcfiGCO6nRFdTTRfJ57xjQ43H481nQ4L09ONmNFq2XTro3yjOLTZS6WsnORdpcm7O44wHpN9QQKaHuvJHyv+2wJjtond59qsvsAcNYXSaCz6sTKko2n0FZbkNV+hO1S3Y9HZ0V3uo/c2tohoy5TmOrAoPNjf39XP2z0u1XwLApBI3C8AACAASURBVBxtmIka5iz+EHGeem0feH4Obn2gI0ivvr6n4TfO9CyHVfvJ5TQOW4lud2Rl2A7Po2k3G/cdeDXrqy8+V5MMh6cO7ITiZ9UhybD2GS8DHzSdRNqvqL4fQ6rUIkTARnsFn6rW5Ekc6KqyoslPniUTXUR5R5rhOdgputnw8AP4Dney7zhapCWJtoqloe2o4/Hdk3WsDS0CaXRnmEwHl2jUZjz8rZo5kGpDpydYJ3EFb9mKr+d+IjP9qPvhKkMa/s/lZJWXYuf39JnDxv/54v/co4genawPEtEcaPzwIJgy41Qw+c8LDOo/0pM251/tNOs8GxkeU2l8v3PnX7OzcU70wcHaECJtmRripgOANvNspnpQZ9qY0GOHSfXW2v7+fzjSAwNAdHCg7+fHj9BX2B3WHGfS4dcMbRkuRxYuqTIm/vWNuwi14/K3Jd9zJw1WukVgOyU1dEWvT5ZrAnqXJSInQS96wUdHKj/1CT6lQv4xIlYoblWOuAUw1DcliqaxgfjqsNYhRXicZ4mLdHbZ1RPfsvTRx8kafbGw/Ei34ff7JQmLw9I8fnN2xGPxrK9ubq60MdcRFh8PdraTRjO3sTCu82xwzYR6cDBMWR7INHxrRXFpqbGNO48nTqbRmY5yhz1lZOn/STw6Rifv1bNpJID5ljaTN3zKDDT7+p6n97Hv/Cea+4jFGNLN8yYfzSRa+7U4OxudZUSvbWxQE5CIJtMxMbNpIjoOokt6DlQPGlRvHKyZDubU6Kqn1jA90ZDuGAgGOwb6Xo1mAKw5tkyXK/0wpMlG2x0Oe/JTDfWlu3/I5nOlaKaL884isnIlNliEFs2AUC4dqAkB0opiYpo+HwLjERJVVXYrINEhMaJ4VQU0u9wt1krUasHqcHk55bJAURqz0lK24T6A6MsnP7LE8w4z1dIROPf6FX3tf8nNijpmpB+KlobGtsZGRjQVhu2dhka3w7divDoVau49xpidXhFWog30raMcr7t76Q3+NLWDhc7kTYUzCeP/enV4bD+8515Pz3BfX1NfsMl8zDLNxkFw59jcMj6YG4Cej3XFYgmmg3sO0md2dqZRpGd314G/rfBUItEzGxrQcXLbcRPVezvcfuzt4Q1FHeshuhcw5RnaN4l0xy2wHQNvok+RVWQ6J8thdya7Du3mbEZWqSPTtOnftEX6zbO5om/ZDdpLxcXFhdcsrGcIKi37Q5xpLyLtFi2eGneLrHEu+EJun4BlYqC3zkNRdEAFZ6IEPDVKiwxUy1rgAfi++L4oMfAtSivPPsth5gotUTb9AUaWfv+eeQfgHOA4l7NQuuQy2Y7QyJMnTxrZfzYhvWCZABdNtoNXhLiVc8FsPbRzg1kPywQf92gTPa1Lq0uIdDeY6X+fzrGWQE2Yn5+8gteM9PHNw4J7PfX1w8NBgNos0iDTKfPVtAUk+DIaHY7FYl1dXTHNShuNFh3nZiJ6bg6I3tXyaGywcKJnONHrv/zy9u1u/Dkc4hp/xUGnd7hQ7x0YTA+RSAPT20i0SaTvgkz/vPi19lRTW44VDDVps9NmMz8anBZjZjhKXZnpZh/Nn10R/WS5LBv7LJfY1BLGG26UXYulJRCg/FmV69B2eJNzPQBACYSwKd5bqUbcNaGAAl/QolSCZKtuqUWsLZdYR/zw+1pgpY0ETxfpsr+c+MgS+o5j8w7C2Z+wxBRFurKWRPohqws9goeld+IEFYaMaFYYjlksY4kwt1ffqNYs9eCYyJqIYD2WonPMTINKP1x1SZI1J9/5jtX/Kb3DdzF9Comux4nRRJVuGu5IvCzAp6vpAXNAdKw/1sVxTrAdxgGiQaMp7VjboPDOpNEz+0yOd3aA/ebYf4FPhjVxvbjDmSaZxjOkxR5T21NcpJmRHrjbARXi8OJ0hoE0/PRy5RgWOmG5Aa7mPnfOal70T0hbs+hq+BeMadTpCq9Q4494sXUIjsJHKR1z0l4xyUT7qAHeC066NyQKgiCCMge84DsEL9CtXJQF73meSpelmg5g/CxL8CjD0wrED+E7fpXaZ8FLZMa2PkmCnzBK0iIdEumqWi7SuGfFIoCV5kRT1nEdiealIW4wXDCL87gojo3f0HIPViEC06K4GY1GV5cacdKj++t/tOplUMKFlkSR/uz4Tstn9T09PzU13cWt0k0JVA8f8pfZP0FQaSAaZHr+r/3zzXqfpfmKCWog+vnzOSAafMc212iahEagZw6Q6B321/HDDjI98ICgjseB9DvE9N4BvuBsHGD+Ed4IN4bD3HbENScNr1crVtO2Hpst3eXINJjOSeqCZ2KGn+g7rPbv2NVwIjqPCsTC84EQax6qAZyZFvWJJTeVjKpP1Vy0RxUEH811+GR3xP93jzeC/ZZIRAG2/VL5TfEaSzwO/SlfhCNLlNoZGp2WXfbN/3g7t5C28jyOvyxM93HQatvQuNqZdikRFWq2ZAbHbKh9KDIa0Ao7sK4JB4ZhpSI1EKeu2DxkMQdL01iXPtQ6rCG2eFrTNdjWJY6pt42Ehm1H6+ysVHcZYQjtww7UGcr+Lv9zyaXTPrh7Tkwvmt749Jvv/3fd85KlAkV41UX4p+bB0ga3kV+C51BD0jcpa9jKKZapqTAH74RGk/PIUem7+E9ESLOfJjc9DQfEz+JbfR2g+IT05T9v8DurXrKUtczi8Hv5U9K1aycnhJfs6uJB6TlID97DWhEtDEi/4LHB9wcHn5BKk5neCd3Q4h1Z1R/r4DqA6C8xyfL0XyBcGI5WQx1zc0x0pk11K9vgIvChIU2bAMIiZL25+yMnXx7gMMgfXgDRmkhjFG99YV/OyrwyU23pIUP/il6oRFCX19ZU0pBBbXOFyeA74K7gznA12tHob4S/gF5WiqYkQgkWJaLFqAMg1PWtbiWCVaguP6p2IOjwuRWHx6Xg2RCJtuVqNIfwVJxZoun7lk/+H76jiqN0QXqXwc0WBeMf9pqqjzmAB0B/vbHVV8w5limJjLQW7ECVbu98CP8aupEeQKeCRHcKOx2OFU+L2DQFZYtnomlA+vL9b47rZXjvv6Y7/PDrOwD0PMsE7Ry6t3NvfHw064AohhzwRJquUf4eloMg0ZdYpUM7oSvbWXV44pqcJ5EGlf4PuOGn4Bl007E7twunwlf9hsz6IyIamcY7001LiBDp78F7CK5xXO9mbHPzh+c60YMo08npdPZMNYxvllsrywxVHTnzOg6UWq2mrI1Z6wfjlgYe60g6TT0lPcWSC6MdSrDeUefQiMYES0/A75AwwaKmzL0BgELpmY0obsXViFZkJOgC8Y4A1O7fevh0WECmVd+hWQ7hOxr2fiFtAd+BS74Q6RE81I5ogp0v0ucZ6Ttfb2xsbFHXrDDSFOwQAs0qfTcr5DEliNbDHgtYvwTnQ0oyTC4W309H04D0hW+Ov3lyWPYqi4IhvGFcSwtMA9LPurKQnujKv3pxKl5oGy+kOpG4sbMT6v0jVnpkO+l4FDSaVRqI/PGpXkiKQIfxFEgi3d+fGUKknzCht4loQJp2WoQzuxmh0xTSi83RnJpNPBj+lYAOgZUev/33KE2/3K8jXVZ2/NCB2toD2rkwl+iSkvLKGoRaJfr6rZNp8h14t5xpruClEq5GP0iyUhfkCmlxoToDs3hMbPL7sU/AR3G9oNcNVmPWAW4URdrvj7h9Aav9A+UTsh0NnmyRtvNMvSKb3+A3PKIez/bRnpcsvfNufb7vQIUmt2HnpDcJdkC1H3Yh0g2NqkgD01uLW8J2SDIZ6QFVo4nqdtmA9AASLQuiO9lOq3E8SYr3SZOTxX2E9Ln76SMFOlpyAx4/XVs6eHVmZiaJ28Ph2gHrMWpkemJUaLROOsX6xru2E3BvE9Io072hK4lE9ulwdWZ4GUUamH6VycyBb9j8N1f6A9GZ8C4eA/sJaHwOy6tCdFmll9q6+89qTOOtVuvRMNPN52OaSAPRY9txdfqlQaXxUWktLbgZnF00HBNrjqrbhUzJg3+z2TSRBqRZp3EGXlMPDlnK6s+K+OoDEVRnKeL3Y8+LAyU6OOJ1u331fnAgPYo3UN8IeCuKy6e4qzl7aCajYc9PHeqF0mq4w2z5DU533NPUYb7vqP+lJxjIdRvCiIwIwcZdjTUffRxxRISR3tgSRLNII9FazpCth6QhjUSzj+bjIcfxYoT0eqsUX5Q2Ji+sCaSjRwpMwytc4lEY6R3n2uTMfPIqeQk201qnuBh/N6re+OALmL5Ckbvta9cQ6S8A6d6L13Lc9Mz88jLL9AsgWi2D5hKlzFz4ezLMIrM+FI5N31aJxrBHarWt+9TZszrSIkdOZaTynDz3QuMZnPTYk4XrxqHbmi5jNM9aud9Q1pEdjsa9N9YaE693Mq0fXLWYPwSWP20+04IyfQbnHVQHabASz1uqFt2GlDv0i+yLMosqjTV5WN4RmPVKjYF6OCxKkUCP1AOi522sOy/VedR4hy3Hc+CjQbgNkWzxMNOuPS9ZKuQ7coqitTg0gT0yMhLkXPh53MOCTN9fXNSQnpqSRWWHUaRBh/F82Km6juKH7QLoTjU4HZOmyUtLW/H40vxyGpE+d/1Orkq/ZhzeYdFylc/0MSR6OLnMSBPTo7pMTziZ6Own/IJnj0BZkWnOtYR2unp7b7BMayIdHV5eRqJTX263dc+FtV0s4V24M0OvgOhUilpyh8IyEN0rfAcAnUQr3UZtsoA0XrwOUYYvlPEhy7tqRBpF+vZqtERM3SaiRRyPtbrcWltyKKeFRQ/fwcdRO0ANSO+7dXLY0iKC0mfQeIBMV/AIXprvyPOVaNISIY39LNQg4A14FUXB+B0pm7c1GPC56nvcwYDS6nbBW7jd3uz+A+XDzXlA25FouxrCI6htxLPZ9mHHXpcsFfAds28uvwODPTIyq/oOmtm4qIq0bIh2GCo79JAHuo5Y++lOPdlyWs22YAKxL760NDMzuRZNI9J/SR/JnkqTvRlO8Hz4J4qWnGvgOtBKE9LfhVClxwXTE0Q0fDgJ5W81wcZrm3tpE0h0W+LSTm9X15U/IdMq0RmwHajSqfnoahsgHRviaiTEGe6hIXQXiGXq9qPVlZWli4JoRDqZSsX7u/tpSgchDS8KU+GHLGRaDofjnDZEIz22GtXmyIMOl2Vfh/bX1pjKjK3gxmJS9Bym2qKjJvIdZlsLO+lPGWrc3Y27vSt4WCkLtrhng/4myR2JUOtWUPTSItQ9UsQTwSy4LzDrbmqUmgL1XpdPahZdh0U2s123qCTRNRb4FJ0NdYkGov8HJUs/zxfpqrdqZ/F46n7NIbw79NbUx0g/mBJO+rRRpQcMIQ/NdZBE69ZDlmLc3fJZBw5s6QCVPnfu+k0V6eOFiM4pxftFAap/NQkiPZ8UWzzRTD8bJ2NBtsNJN7JMH4C3bkASVIiHSk3Zw9A4fOW1hMFOLw1fBZFGppcw7ByOnVJXdGZ4RedztBeqfR4LYf5vrHfsIviOJHwq09bNE+/aSaJF2kU2XAuaTI/FN0r1OfIo0jlU7y+tqSwpy9dobZky7kStNK0eXLdYbDZzw4kW8tKo0c2k0xU8mh/nlNJox2qeHBb0N4Jp9rm9KtB8ed1KY2sk6HJHAhF30KM0eVyS4vp9FZeWWixmo5e2cKIFTbY5KzCNKu3q2OuFtG/0Ha8v/qf9bzexPQsvUfavOun2gZzcN50PBzrJRz/sNJoOwXQYG8ZX1h9zokrq21hEpO8YVTp3HN57ed202S6a4tFrYKTnkyKuAQJNvkMwfRXl2Yks45OTDorfqjq9FOacN1XgJRKXQNNHbySETGOMeRhFeji1nIpuk2g/PIW+WGznxK33S+iZCUvMk4xzuoSddCq1SiKNMznCSDQF88I06EA0ZsH/8pVleu3YcnzNdKBEU+ksK61OhjDZrSU5A2gOZO8Gr8VOk1vRE2YasgE8NbS0tKBI4yP3EgNLgxXYJltNGRUD1YFZn+TrafWBBXW46wJKk73H7SniiiXszjJnR6RxCpOligfSeDSwkejmPV9I+867TU1NDnUszezbDlnC1KFHDUpTcYekNrLIHJPWMuHiGxVp1UcLlvmDVDo8hSq9jsV4HYDhcOsivCFd3yiM9LFcK/3aKo/hly9fDgvfAWc+QHpcPQEixyTSTie6D/IfhLaAejIWxsNgAlvDQasfwWu+IBPCOh1HkUam00tsRHDbN0DdjwLdj9PsXqHxSC2rSJNO94LtSMK9BPrPszmGMhl6DTDdHpa54xhTr4j3ShJ+h6UV+fG+EqPv0EersVzTD8ut1vL9RqCx0dC4G7zUZG1YP3gSp9XNXz5hwzGMYsFQhU51kJ/8KtY8iMbvrwgKqOkBPzHrghNiAEy0S6lWGptd7iquWAKRLjI35J0OLZ4GDkbbjNlD2+/2vGTpZ7jKwuFocjgE1x/UV72lSFeoSGPhv+o7ph7qMemcCiWK4gmiVR/daegFIJVeWHmMmZbWvrV594U8pHMT4saIx+HCNR7fvfzH559/9dU/edcyMT3qdJJKT1Alk1MDmzw1PhPe+Km1B3floTZKsOA5caJr/BFVe/DQpXkU6fRyKp3e5mxKDJcDIdW4zQ2n+GdYj1MTEwA1/F8aDLGRRicNrznFcwwyiQwtEkekCed27AnHpwFZnl6IxeRO+aa+usYANB0S/0vb+YW0nWVxnIWBzsI87BKjdqRWbc26JSENS+KaYidZyU8Uhu0ERl12y2Y15EX4IRbmB4NKkBVkVX7LFpR9mfShQ2nLtkwm3dKtLWWNVHeUonTQ0qmC9VH6tu97z5/7u/cmzkxnyN788kctKaWffP3ec849x+/NO20Uhto4C25Ouwemo74nz7EP4+Wvnr94EGdLAIIdDjPTHYSzeLyKr2fbOuAlo4w3ZHq+J3dz9tPsTedC7s+5XDY74vCJFp/wHc2ajYZJRuQ7VIbFx7YjSKXSNUwdniDfceHChURCkA1gJyw8JPu9SMd+KctKv/lmcnTytfIdVIDHHtrLiGMUD1snZ3o1oMGC2BkbjccydT94PTmazeVGByb3BNKQPTR2h8cG8bQwngn0/s6rV/39E/0T+5xVuXYtvbSETKfTe3vi9eLi4pK+0vjzNPx0bm57ebWUcVPoNADqv6oCJuE7ltaFTAuuV8qk0veptR5O3MT+SPk1pBeUev0WuY5bz1bW4VubqaE89wL7+xsUd9fNgEhzXwgAenqhVFqAhgelKQfmxTbWe+N6kWlOFar2M/5QMtCoHcpq1Gbd07T7hqZI0BlbX8M+jM8/BpsQF2CzYAPY3KiOWsbAAqi5rSM1LMXGHcD0p7ns3bsDiZHs7z7o+Uj1WRLvFjZdB74//FVORYVHPIxdlsZqHe8AoGkGzCMg+2Li0fkwFfgnv6vFkqzvMILSRarAU35DM9NFJLrKR7NKu2Q8Nje/nno6NQC9eXcLYwVE+v0qpCtOAHTKgukWg+mjo4n+V11i9Quq9/cpwpFefAAUp5fS+EdPnW0/035mbm5uT9xgtZ/FoUX8PnMvi6slO49F0lRgKmumaXMoFvgOVmk3P4gwp7jhV+rwGUryOkK9fgsjfuvP0Hbk89wSrHyYJ8NyQ7aDkKfop7msoLQ8Fpt/7DjO4wBw7T9t5gr12B2cnjc3hrpG0wjlZDASDYQK2xuFQCB6/bqF7RnjQZwyFMTBWQJsaoJETIub7FLqteFFrO9+Mj+bzd7tseatedk3DDaH8bAX/qVgB/wisJqb9bpS0GhIHYLvqGXq8J2eBA4o57lGbXJ4F4LdZn0r10m1O7z9xUtOHcJ5wyKXSWs8y4ppDHnUFTNaNR5f2HNFeG2oxdtc5uqYqT3YHRZeNh6bEP/Ft6p0py7RXf1dtATTO8D0tbMtLZ3/ap/b22tveat1anGqWJwezCPK5bLsSyPMx8pSWqj0tvAebKWH7i/kEWY5362vb+iQrQdERsQjPD/bWAeiwXbA2Zn84RsaPOtmbmRk+x5secLHkDOl5b+dbn0caGxsCAVijhOLhppamWv/aZPo+vrWaLKpvnpniEA38GDwgM8Xw4GzPHbW4xrADtKcIRx12KGW0XyXX4VnnVnnww8daxYGA1DzMMsKBldedKh60kgQRnKh7+A2S6zTGJj+w/C9Qm1Llt4Te8Me1OnzEmlo5xSG3z8AduLRVT6RVcW0Q/3RsWLJU+ncqkqz9Fb46cwq+mjDRtsq4OFi3dKLzeWB4dGppw/urGxvC6LHditHaZnGo+oIgKbS+xMT4+PjwDPIdJcQ6lu3Dlp+8OrcniquZlJDZKjLUqXLQunX0yDT0koP3VBIy1FY+cMtBhmYhm2h2O8924IhyjTqbRCIHsQkIp/E5D4n3tP06r9PC/l1AvVIbmtDKBoRvg/mp9dLqa7XVigZ5YOzpumQg+5hxXzJQOW4+5gAG3XWmJtFYM96Ws0sy1al2NpR6+4o/DJ2d1Q7wzipdNCSJw09kYYHGEhb09ThiZ9f6ulhCy2oZhcVDsvWZuGO848SPQC2KdiQDf9IJlrAebx+OqUhLcs7OM1CLzDWUacXdvT2npSVeB7Swng8WVvb2IDsIaj05w+OzYdXy3TVIYCDo53+fiSagO4Cnd7Z/xFMt5xamQSo88D0P+QZ8cOlJSJaIC1zL/fzzLTXBjqVH3qztSaBXqfnFy4QjV0bB8vlFBoV27XdjNddjdHGp9IuWQonpEw0zE4XYEdi5ET8MiBN6e9krEHtDStsBzgPuEd8EZp3b468j0WuY3WoDrYPwYamSEKM8ZI8WwLmeXETl+pJI7s7BmXeEI06+A4mWqvw+GB4sta+4xIjffEiNkwHrDWiKepihdsE15egGxo7bOyx9KffUJ5lcnQYDnJk0Urj+Syp0mb60HPScp30ZNpGL72aEyINSAumV1aESG8XCpQ8rE61VKl0tfE4Ao2eQaIBamRabBOPxPoRVKcF1NPuEHkPXAJpMB7CeiikF27kUxXd+rF5QvlwbQPMNJiPtUPXJqK7u7v7kGjIibvkvipWr1CHrxtpsGmT0ySjHeQ66tGJJCXYqvFdQ8yn1d6xRnsiHaIVBfcRCGhAR72R95EIdGBEBr1yDVJsJhqEOWyxQIc1kQbf8UR1WaISPDAeWLKkLAelw4M177J04j2NaDx+iL66rS3sEU3nHcFadQDXl3oSwongnLubmDvkPEtdbgBP0cojh5JjtUlcpT9XtI1zh3QJkXapEu8/rNIrK4ug0oV37+m1pXqNx/H7Q1XlcbDT3zUzM85EE9T9aKkndgTVbynWWrObvd2B4nRqyGMakU6jl/aQfnPfHUpVDqDA5jWC68PDrbWtwzeDLkxO7ksB0ZfL5TypOmq0nbFNnqGt4+qXfsqx+ANOq18PeVAcj5yI8KwINsc7Ar6oqdEKaLjIRCcdn9JoSTPPvBe3SMQnsyJUGoqCjUOXZ/HOvZUIaOmlm4Nx6u6IE22FRsMocop3NHtQx6X5qHnJ0k9/RkhfJKYp+MFbRRhx5/2CAKrheKQVvpqAQEfPo6vzv4XOjg/vDguaR6deGwUe05lSZYcD9NGqcMk2vLSdkTE8UOm1tTt3pO8o3PNz14Mz58yJh8fWLSnncbA/wUQrqMlUTyDW+0dvB7Q6jQjRj4FiyZWRj610WhqPrSGN6XyqAuluSTUMK4e7i/0UoE90CojuI6Qzto40FpFj391dv5cFB6b1GIf2Ugh2NCYgioi9Y0MrmY/W1gqcdZEmqH0Rj2cP6Zi+IpEkgR3H2bQ0exmniSPEQLYF97DmOy4/b1YRPFp/iVtG8I5luvYlS+9oRCcSRuwDS1iEsQa/D/8aaKAax4+bcFZtj3pu/vcTQHokB82RctlhLvDgUulSHXT5nzaJLrpFU6Vtg+iFHFvpJ8O57Cj4DmE8xu6dq+wtbToPYrrT6IrHSI/PsJOWFxBNAT1x3zk6OGg5eFuh5uKRuTvDEuora2lkOm0gPZRHpvVhbvwAKRgoMk1pnc8F0TxVWbgOl5i2CWgY2ylWb+kpV2xgkiXmGCqtapQ4DS4cdixJYId8ySYp000a1SHWaNgZYgAlikx7RMeiGs68YnAiBOdlgYeIB4lrAtsyXIfyHUGf9hAkK62H7/D6Y81LljTfkWCRTvD8W5oeTdkkGisTpM+pj8EOY2/HkdwXtyGIXFc3IFVaaHRGuowii3URo3eu+HYuQ9p8Uk+2iP9B110tskjjeaBdJPrdz7Fa2iwubdfOHmpRPGN7CHtDT6RlGI9jH8z1PqyDox8CNbQX2x1lqLck0SqIh0wvINODfWp6vZyvolMOPjpfli5F7A2JZwEx8dyLX2Smpwp+LWvYmIzWG90b9X5KXmtS4bAjUODuxIRiGzvDkEd0QAY7kgi1IloBHfOmg9PuiSfRxknbuIrDIa4V1sJ3/PqzoGekhe0Iig9B0JLVSl787v/kO4y9ISTDL+jhPE75d3Bkz8JNMFPtswDpeyPZ2w8fTgLTRfTSrNJFdU6+uFqaRo1esCuOHwqsbU4eulru8AkmGV+ylR47dzzS1VE83Xq07E+8Gp+ZUTjzI0bzEGvaK07s7H+vq+5Ulhrf+hTG9PJgPIjp9PqGccD2Bsyc01yHxFh/lkTzZtK2PeNh22g6qEP69D8L/npZ9g/Wo9UJqBa7hkCrRVnDBiHYDgxug7RK5d4woIXvoo4T0TQ6WinREmm9uLiZpwzJwuhmFmwLuzt+ZfHBrGQ8grZDuGmrMn4H6+PRqRr7jp9cUntD5TsMjZ5tU8F2jO9ZEuzm39/8lfDSI6PM7rCn0gsZDWm5BNG99oIe8lDPOHgVDwC8EEQ/xU/CLsY7CrcbPaQrjtNWlEwboelOsB3jFSKtbhym7uek4nftFTtbjCaQ9P6nPnsopHozLc10WuwPr8gz4FeAaZeZRj2W3qO725srC99KlYco12iINKk0JJ/sPjtT+vJ9z0gj0qdbnVBlHFrvS6rKOuBq8gkFjoFecwX+YAAAIABJREFUJwlsZaW1UEcgAumbgOE6IppIE9BVfV0cmEkRpvw3LmQ1qLo7ouFgnVYhvLh6iNe8yxLHOy5K38EarTF9FWpYAOU2j2r88n+0XV1Im2kWvll2vNibYYzRFJvE/0rEFTbJ1lLZr1BLhdKOF1poF4IjuQkVsUy/GysiW5A1IdtdsF0KGgqD1JaA1jbIuKGMRk1bGXAUW0wVVNgbERYG9nbfc97/7/v8uci+sTGxUKh9fPq8z3nOOc3wM3cH1w29iUWJku7piaGYpiaeA6RnI3184hKz7US+g8fwuN+BLP2QcDTB9N/f1FY3Mg9Pp+kaK01Llg4TIQ0czaS0BmrO09KrHtza2trbO6P1wU7WRah6qBMxDU/5VTFSjI74SEQ4T3OZoakQeImIpgYeQpmjOsLBDYheKXdxfqYfLu85wLQuoUVMyRZUOhcym8gzWH3A2IBcXXYIojZDKkULjobx4UJ2UFxrdN3eDP0wa5/fzf/QTCOrdLojexitfAsio2ZZNpTTHX9bbN0h3Y4LlyyFcRrKarCeKrop98GLKy9ezrycKRQKn/ZXeqmWLsUgHtfSUn7QCgtAPZobIdqjD6vgFNVQZqH5f3SlV9/FYit5KqXfTGRL3C6PHAp+fKeW4nnsHX4ZePwIpfSAIj06OKgZuukXBwmoT1TUYbk6kWLa543Xh8M1Owjo/PT6dH7n4xIHM8P2VEJYeZymparGMvgSFdLd12GzEHwPGEsT3QGv4MI4slniZUiWATxXk+n3ujQdrSgOa3nFHTQNWgonuA62IK4NAmzNvCOPEH5ZQXRIUx3HBIxZVbl5o6KCRlZff/uH9J/ZNosAmmSgpAlNt9tVx/lA8SNLVHe0CU/6kl13NFRZ0Ywfo4Dqu1f4Urjtnth+FEsty1g9hAYVR0T3zXKBPZsb4chm8X9B0qurH/No4YHuyGbjT5/G41l3maea7RO2lA/tmPbtfnn8+DGQ9IDG0QLNHZqvBxfFrdNJmg4VQ+O7JAvx7BogaAA0yI+Dg9XVdwdyZeJ93FUoifoyW1fIUN0NnTKsdo4ymqFZvLoMiF547XEJ1SG96DrTrXE0XyrEk3dupcDidjeZhKilg1fHCdtsCQUlpoNB8lXDwexgDG2ctHs7YL6GDcsQWX31quLDInU5WgJYOBS6gxB0gDN0K49KF3faAS2Gt0klfemCjuh/VDlxNIU1edy9+eLmzMzLv0RjP5Z27fdG1dhSJDFr0dFKTVwAnSB7ro/lO5iShjrL/CJz8CZ/mKhu9Jb5S7LxOOC6xA9b7CWi6/X6IYf04dYXjmiLmtYltZDWg4O7Z7Cn2Y6BsK8yW+6DmUwpGrZO5VPTO/nV1f8UCkdiAg0QdUT405cvK5IaED18sHR/mFUNCaIlqPvof1+4Ci7DEG3zoINGuct+MfQ7JO+An5tazDrdjiZ8zXFtEGDzuyHCnOpoC6INa2e1DdQErLhh+cOHtV8C1LqDBFQA8Ew+W/w7xtJFn7IkdYesG+p2R4ONpVniEB8P6M6h70pjP/X2DkVLF2StBabrJnKcknNJFr5jWTxNY2MZeCoSpXbHAiuGL2KdpeTNJNveQIDtLkHCzmbdrmql9VAV00x4HA4OOEJaOB9aPRFBfbh3WpVc8T08oDvIj88O6uid/PTO9PMUIelC4T0FNNvxkkxcR1Czq+FlYeZdBUTf5hzNAa2gGt/OpT22igrLRbcYfqvq8Nvy/tKKDpnGOVkzFDI6qAI7BJdDkNSa2WEYZ4jOU6I2+S0xEOB1cELUrRTU7cjQiuiA0170yBLojjappKnuUGUHE9JVjiTd0HDzDiFpoqWjvbEo7T3EijgV0wSmSUD1bC6T6JOR/zkrpOfQ7YhkYGzp57WF0iEk6Z+p7uh/gwNX+KKW2mpPeQkoESDs8sZ6AmVrvrSSQvqRXXfol0QJanpf3NoaPDyjO+0juoNq6rHOTmy+TT1P5RfTaQLp/SPK0XzPSyRiEx9Qc7kNiL7KOJr87fuS1/qsJzKyTx1oK6Bx0p0Zkm3gZWrc363l/Tmq60xC1KLAoh2JawA2qA+JacNmdhgnbIX4hiX92YO2NwKoA62t7bKRRTgegeJPd/zaku5wImnHg0ivaiaQvnGFgBpnXvYODSGkUXnQdlrAKv6LKfHSpMUKySVZ4RB7w9eGSqPvPlIlDab0xGSjvm0ZdHRttZcpERAi9bRyqPp4e7uoO2yGh01XC5MapMfW4Vm0B/rSqDuAp1FM7xBM5xfn0+n0PsE03/DCegKmIkDUWsWle/g2zLcZZldDhHTEztEjmUmPy3pEr5bfrHMabKA3sKhFcNMMnrNZHUERVSIoBlDH8ZehAdqGZ+M4llbnKmFU6a8oOtDe0wiaFVruYGSpmLrjlup2EETbSVow9GgDWJAqS1c1NN96ACw987I32vXw4f5+D8xKzywzZxpn/9OwghZTyujXRvTvkiLd8a6rtOfTysNtqqT7J8TOQ7Ukjg5ebbULlQgQdll1DR04Sn28vS16O3xEhceAE6A7FHGNzydnPsIqqhvj9czN24F2r+md5/n5+fR8+tP2dqGwMDfSdx2XvHDx0aenmK4OL/1t6TZFNHgdGqKZeYeIXvd4Xcdj+pxZ5xIcrYoOvy1KSpNKLaah+9HBoBpUom5Hi0FxfZIffRxLt6vjDQKsxoJKmvkdrSpF0+mOxS0dfiX8jj/JwiF60qISPip4GaOymuVBWPr7uzcQ0z9iV0sPm1r6NjpLE9OREYeJ/3APVBCdwdT7VA4nh62939yndZsY1R0Tkx6vssizUd8DAJqjvrFcEjYbp+vb2/o3MzwunnQ6pBDBisvhXvhMykPojrBvDFsYU+PzBNLpTzguZD/WOwv1UgLOJETuhon4uC4x3a0imuhoIGnmSF/TODr3utFrg7NyJySYbirjeBY9hn5Nc7h5DRz5mdz+6lREh/rr1Nid4nVQUBstdh1tHE/TTHjIRGkruh0IazWyJNi6+JGlr74WJN0mEniq7BjlFC0JWjGmyfOlewTSN2ZmCgDpGB96sIxDHrFn/5oDqCNJIrCjzMlLAEMlp3KYV/r8ns7kHhp6OM+UtBgl5NzXUk+FdE0tKhEkbFdtZXjv1y+MpE8BtQx/oD+9teswlNrhxP2s6uJLIaIXAdAEz/Pj40/G53/eSQ8RVM/mcrk5chLJYRQfVzFwRyC+tHlwH6qG3Uk0O4CnsQSuKg9I/buUHiwLRdNTZ54rK3eW0W7H5B0R1EEuOwiO+z8rOaWgqBli0RDVh3DvHB1p2/t2ZdY/SmrQHeh6tJ5v18FM/Y6bxY4sEd3RppXChSktPGlO0dCc09wwKvGMWrrh9/fwfkjEdDRKPjb3sa9lWTS2iG2HWj4a9DXMXskkplhnUo4J6QX4c0qj6RSLlU6sN7Ihhlx32MJ49fJ6WFPrcpOrI8H1LxzSjyy5pYuWpCk9A8jS8Hb3TGHTaqI7aISp8iOBdCdHNPaZjy+ma3yVO+Pbsa5ZeqDBPBHBNCkA+uDg/RKRIxzQSNGQCMDyCpcfkZG3Ox6v9yRAE9ERMtks9HKL5tB7sjhLk2PGW2RT1sYGuhzO0TsDQG1RHcYp90M+yxFCbZjXo7ID8x28eVaV1DBl6f/gd6gJvEv/UgqHQmMgTTdDi47Vy2u++QBZeqYLxgD2rnRRz2N5oTRDR1FEnJYNQVkcFCRrtEtOZUTZEAy8WGkXtrP0E5Iu98q54I6THq1tAOHKmsZsvP/X/wpED5xoexA8w29zSA/unqUpgOgOBu6x6enUEwXQnYDp9CIG9gDWPWC8Q1UpMXU0nEwOLy0drB0cEERvUK+DAboPIh2w4pRXWwhJr3q82oQOlyWkhBVw03QLRPu1NnAF0E2SpZuaQnGTITr0uWLDQONOIrpFtaTNOAH1WRjaqjx4FwtzpFup39FqWTl0PvBtsSNLRHe0yTLLBYfAkpTRFuHB74cN39+lLE3k9DbYHtGFTWl6JPgV0TahhtULMX4H3VkZKqSHelag5bA3+hPL/q97vBZEH9d/qCwhKok3kuvhI3qOQ3SH4GjabAtjPlBPnyVomvWzF6mP03mEM2PoTsT0YmGMGuS+8Fh+OxaFM5t7e7T0z2fPcAL70u2jJCC6G1UHgBo3qsM35Rrj6Dkkaaf2b7VgWOY3DaXD0G+3OhSCZu5dMG6G4FPL6h8rXmVDOkWH9FyHaR2Tb5x6P+Th6ACPlMrIEvPvBE+3Fn26429uKQk8u5KW98JmaEVswH4zRXvAvJKGtnt3kKVnCj/2RCGKR1ceLsMNkU6jiIzgwiwF1FgAvxZhI6WJsMaq4fu1TYxcf1rMr6wAovsnJyZcnKS9GqLtXeKi4BKuz2ZrwfG4CCm8gePFdEeHoqNpn8sgdpCfnp6ufToWpptf0k9S41JydDJMI00zP9Hnq+ncxr0z0Vzm6OAZQ/QGp2jK0qyDBe6HSNEjI3P7jdreFYeUEh63GSq3u9EWHa14dwBqMx4iiF5/VVHxaj2k6A4K6JBWYTFtG3qMY5Ed+MaUCWm0OyCDDHZHoP28rjgoSxc9svS7WzKB56CkFQMPpbTkabw1jv6PtfMJaTNP4/hlDh3oYZa+/mvRrq2tUiJODh2dDJSGggvuoUMOYWE7rOuE9yJd3IWOlyilp7BGOmQg8VQdajtMDS+M8Q+vdSX4Yk2MYRiNNcHUwsSDsD3Opbd9nuf35/29b9509uDPGDXWS/n49fv8/dE/+PT+Nwzpr/F6uO3ats5CxFermtRp2ugx/Cd5aThDnM8j/TC9qNP9LEB0ZGIEmKZS+BgEh2MLlJa93KSmPCTT3Z4Npv034kB0f//bN3wwvAHRAugheaL0+D3r0T819cIystnd9j8eW2UgmnIdpgJ0KBQCmT62bzGim+aOrW0IE0CpieiTyuPHjGnuO0ikh5mh/geOzy5t8SiiybUC3bnBEU5v/HqrO3enThmqrkOkOoIg1MEKbhAb89sq7ZedSkGlPXo87gm19xmk+USRvPs3p9rnCwx2ePQsnfnFcJTvsOuGDassfeIt1hdzOml46ntwj2R64Ws9/LJ6VAuDUO8wnda2+LbCR/yucHlpuLyQlmqG7CqLnWIEb4bbZrMszHYk7EHoixc90nj1uw/6L8fPYWK667c3Q26Kbb0eUpbViDoLOQ98brgRYW3tOL8LNMMxjN28WTaSKYwNk0luogXTgLdpyWu5ZAHo+Cis66uA9F9Ovj15+PDxyT9PuErzOUP6r6EhLSB6sumiKtFNnhKNzdHItGtXhxoW9iq90b1qJynYjra2gT2/Y8jQOcLCQ0MPqBuINJhptt6AOBbJDuzvGHQ4Di7Sfz/rLUsffSliw1ue6Q4lIR1DoHvYU8zmGbumb4PzYF66Wi1XQaRrB5zpVcpOs7VBIvch/r7yeVEwHdo6u72zWNT0bG43P0qzLOg7EhllBlpBum7lkiLTLTOdxM/xf98MuZn+l0uih3jm7nOh0tEoMe1lPNrn8hbBnC3DG3pn8Bq0NW9uju/Q4w/2lDSmWErEUdScMsMrJycPT55+f/LtL69fhF7bIs0GDfl/0KOlpUVnTrq5gURTXHgz3tuqRoYtTqBv9tqFFVlV8eWwZ86JtN/vKoIr95mM/45EB5mH7hgXkSG30mg8eMtSoMNVQATfccYtS+c/mO6QDXh9AmjbRytl8Z4r93nOY+Gnl6PhiDZJ/XhoPcBP66u0g3N6WIyHOnjGm1kW2aVwxYNaVtdGc/n8KIaGCXLSLeq6WZebvqbKtCT6HCO6vX9v+32U5zC8UtDqYaO1DGjG9NsXc8/XHDWXNTNbA5oZzuUy6DNbqIdEr9E6SC7RnGmQaePn46nu9n4X1scVJPrp9693LcsykyfCSQ8zjWZso+2YaL7o9tGNW6M34pc6Hbk7DvVeLr+LCxnye7j+dWxsfn5s3s/Q3Sgg0W3phF8B+rP6blJ55cP/JdQ+dB6k0yLXwVV6sKOjrmMp0HfWLUuY75BE33aPhUvjgaEh02cy0zHmpXvsSZc7KNMsj0eJvIimg0wzphf1LVr7zRJ6j8TuIGaih1cXsfeO5aP1cG5S09BMT+4R0rPLs00OpC82ChAF1EB0vJmjM3tU/i1qU+tovxPOeUj10QxmOm/fpnZ3c7u7+bm5KUZ2f7KMZiNrGCy7YSQJW1puSmt9uYUOiQ8o04ZRNTYtAHsKS5p8VTBedfv0dS5nbG6iBd9l+Q7mpIUhezS8tLVOnS3eRlpMr3Tau/3H42SkHclo0OhzY8XCAJHLTqGA73hKjGhQ6WD93Kzfq/WOQx38kO0IMDPNBJpMdECm8AJ1Kn322x0/+lKUWW5RU+ltxzDLd+pyP5bzwEVoAmrFT396D6stP/608DI8WsWZQbpxeWcHmX61riPUXKqn5W4s3Aq+xYDeIdNxoGkTuRFa7LiHV2iNjT15wgbtmtQbK91Iq+WW9m4IDKUalhWmP3dKMnUo8Wfmn4ckznTevTs9TaWSlG3GLlcTC92MZiwPokCH5kQoCIIe4jptuw8A3jLxB40qHkQbr5Gzfs6B2Fc3AWhsnjVNq8StNJNome3Y2r560U7feU+v2Bsc4REfdy1xFJHh7F6uNNBmn4G2AXjYX2fnccWQY3A2GPSsGY7HY3HRGM3bR+uvy7owTitsePZOcl0fGbJW6TNuWTqvzLIIkRYyrbbg9UkP3acCzZN48OHu/bt3MUBcWFiuApWTNZxEXN85kFDjBnW+Ypbw/mF4GgSaKTQ3HSDRetk6mhwFI51AI/0MbYdjU5Zbpl1bl9qbZ+LXqG0a34+PjKPy+yhPNruJZi9Ho1EeFTKgBeKHb5HpUxJi4BcgJpaJZumbQyHuNMB5PHcDTTJtWknAFt5NQHuTfiOqJM7sVSTaNE+wZYkqUlyn8U/Z0tbI8Q1nicW91KCz1bHvrvNSfMMVGsrI8ObNvWK6reFJV6ygL+i3cx2N26NRqLGlLpGxMolMZr9Dgi223wUDF8bJafg5zMx3BAblqKF66ELaM/QdH39yR7Udt+tGDmPCd8QoK00paYoNY45JAC7ToNKg02A6Jgw0IGQ+VnaQ6RXAV1tcXF1aRQcyPb26iuW09ZVXQqIndW0kO4HZO2ooTaDtSCyL/nZnzuNGA5nuam+a2ehul9MAU2XDLJffH0a5DHOnwT9lLsN+NapqtED6NCROKik2qgu3nArNcZEGpJ+vSZUOqdbDgp9i8ConKZ9MZNrACuq0SHYQ1hgbmleVqqF3qsM5YdjZG7/uqBmKZR2YjL752WzSqdXOUygmLviCrlyH19SKbzBjVkqF9ACJfbpQKlr7jGoKCoM0M3tBpDoCbOiQtyzVJ6XPvGUJfMctV3To6O5QKy3cR1PSww00vPw3lOkHuGRaj1SrYU0HodZGdvBeLBJqolqnJiVWSOM8E9EQSkbwdyCia5PJvQyzHYkns3LgTmH6sof14B15nTPnupRhgKZyGa+YQ6hl3BdViI7KmFDmOqIyRgSkgekXNtQS55AdAvKIkJzHc0lzSv4I/SJYbqa5cCe5epsmID3NlypxlQaRPlKu5HRotAtotUnpOui0V/KOstG42w60uiHVXxUq+wDlhyQaSN3PFdKFimFWviqUcoW2UrZEIi+o9lMhfLxD1Wh6BDxq4fDSmbcsnZdGWjRK/0ftK41J52E76Z4ej5wHl2maqgWh3pzUIkfl7LYWPlg/IPNB+CLXKyurq6vyawZ0cV2LZHO10YhuTWi6uZdJENHL5xSNdgaIXnm8ru6NmdZ29c64awYgnQShJqXmtoJ7CxvvqPAeDpFGlX43p6i0hDQkDDSSzG++mEOZngupEp1nvwZ51GmU6qSEm15hz8i0mTEfU78i9uCxkioQvTTZqlwy29wQaGcJvGUDdLquvnJdabvzj+1WCo2oHkiXcjgw2LA/2rdfgX+S6PBlCoVshy+Xzvl88xBnAtV80pCcsy8wTt3RwkrT57JV2oH0WW9Z+vgTmZJ2F1psmb7CrTRP5DmBVmT6i3u07pH2TEe0l5vlWlgbraH52GFUC6zFIZ5BoYvFmq7VcjlTj1jWyBHdrpwAoseaXPfsyG481XvY6zw2ZpqVojgqtVkm88uVWh47VUefHSqv2N89JJWeOw2deuKcsj0GS+OBm06F3L8AqXwqmbdpZh/4VwJwM1kcpmF6OR1OIm1clckOr2y0RyMpXr9ySTDt7OnoVaaxUKsrjX31V5XMuCvqsyU6UyhZeJVhsZCNDfqsgon+oljoK2ISBb9DG0rRefAiC6+y4MPDdnQE/jx61r5DKRxy2+EgOqYOhsdESdxzVBy++eCbuz/eXUCkl8OIdFiL1La1SHHngJSaqKaKIrzBl8Qz3qocqeXC2kjOsiIauy2cET2rtLmLO3Ya2unurssbGzdwVFzd+miUDZadQKqN9+8PD1UlFuxGVRs9pKo0Ie0U6ZBiOkLSTKNK/7oWcjKdTOL3Ed28kGnn4Vibr+jmMbm8g4hWRFpmOlrrx7HcBcOWS/F4b90SR+fmaJDq4Hyu1JjqQoW0un4Eq5LOYTQ4X0pbQO13hRx5jUx635dNZ4vpEoWKgWDA5+8Y99nJO3pWtzvaSJ/5dsc/3FFV+gsl4XGlbuywr0dWwiXYsv+Dpaf/ijK9AI/ll5oeBmd8ZExo4dqIFsEcNeea3tg5OFjXDw50LTwJRrrMkU6Q7Ug8m3VERO6cR91wS/PMxrUuRxWxC1XaAOORlFQzrA85x/h86Ak0z+L9iuGhlOlTG+ZUSPXSLOUBUD9PqRFiEl8ElWYyjVTjJ3n+yPPX4bxiY8dy1QEgvbW+d6PedSgTs/U2WqSjW+Jxp412zRiyBiW/35f4QAYE3HGmw52h81WQZCC7VHiGUlwpxahBKQFIByr/o+18QtPM0zjOHBYCe1qMf2qIwag1K2+Z7WE6IV2yhkIWZg9Ds00uQ8g2uLmEXeYyeGlSCHMQYi4R1JPmEA9BEXbfOIu0EXml2zTiRQ1REgzUSw+Bucylt/09z+/P+/u9vslcsq82xpZpHPrx6/d5fs+fpo+YkYbG2mcBaZGRRqrtKpZgIe39liyh7+BA/96i0txMK620CUmklfVhWOnx9LsfjgjUlWKl8iOBlBBd3oZTl9j28Hx4ds5ujObzMxxzunk6jGFY+P5DY/2NrqNG73dyY05zqTAzHjZF07wJMeihRAfVeWLtS1DpqqmLmGWufibXxefPv/xyfX1tCvc3r6Tjw1c4IY+Y6QM7lV4yVdrMeRwcDDJmYJjOwHbyA7p6DpMlpqVmkMOXdrv+371jQJq3Z+FR+L97ET7D0XZMh1kZ7VckGuVZZlqR6K++EkwT+3FY4prc73b75As7fimtlsh9dbbZanQUpOvNfY0+4hz0Rkn3JQjUWqekg6M+BaPd4AWlMDCdWw44EJ+zFel7L1n6Aid38AFLkMM7MSfh8UF43HskZr5MzNxiOriWz+NYXgJ1JVd8UywaxhaMnN4c1ofDs+GwBUST+9u3Z+ex8Y1hbP39yvjK6Wk5tlHdHl9p6MR0UKQLBbqBVZ7UeVfxUtidHQuyGFFW6fwlnotQpjFjQbmGplconPt0c31z/UqI9jeKUBPr8YnKtAy0SbWcsIPCpaXdyd00+710W2xUhJ+ZoaKcQXWGR3LP0OYX8NHHNGEvRPr43ZbTa/XRQqFHp4NNWIqjkzWbsaSwf0WZHM2QLu3zoRsLjnhi0eHo0EtvNPYLMtE6Dk/ij1qn2SeSnEwktf1VALlf8mm+PtBNj2B83EnPMZG2Q/r1PU935Ifh0eio75iWizymZZmWWmlHqP7yr98erR1V4FYxKgbsX94Y3yz3hkNC9frK+RDQJsLd2iZ/UK+f1gHpRm98/UN5Y13XmUZ3Cvtu/Oez+A415yEhHahlx8Ki1EOqMx1c9kyi4aYu6gQUKdI2BvsCZJp66U9yVs7ipgXaA+ixpd+n04PJyQBuB+X9APCz0xn+Oj7w99f53p93CNFScAix4btNP7MdvzK+0W9fG13L1iZGJnVIXeC0a1brYpKjoYlqf8cCQRSr6GjqQtFoH5FhQDnebVGtxp0V5F2Q0FfhXdGYBX/dbfpEFprS7GBW2i6Hp/1jPZe/b98RFVZaPg6XJ4dJ7bRWB23OMhW/dfQt7kAE71Epro9vbMXGLwnSvd426PUWYXp4TqLGFWJH6kOYiB6rAtJtvdgmQBfg1il87xepKjszLQ30iDCi3WGp1MMsYdq9ZCmP9MjiWcYk0Wk1ZhRQE6I/3tio9FLGLq9XgN50VyiApA6CWKQUDAZ2CddLmYw4ovlA+aZ4Dwbe9uXxzg6vVMSOQxRpWoB3S+pupB1LrurAzN3Ek2yNSrRso7nr4G3gGpRKP+g6lFNwhzjwtsaGjdXyMoR/jdIhtsl2++zMUGuVEuCeAXliQk4Z0r64iA6Ba1uVplOW9n9zr75DJPDAdkRtosMUdmKJzMe0GO7I3AZ9XJ5mLVszz4hOV9YqzyrANDEfGxu9cu+qN8SxNevEgdS3xmPvx0lAOCyvbF2SPyZIb6JC6wVqOvKMaNeoTDtHG7ZCkVrWFVYqp4VKE6SFmTZVWj6zJkhf2/DMjg9vlIzHgZS443/BAT4bBKCFF8dQFr7PB5TCu3A4ECFkD5hot4nNbg/yA6cXt82EBo2f9nawPuBvtB0CDlm8U2oDi3WSkjyQdELtMaSOo4ZMm7PQlQUsrHllAYqWmvsOy1zSuD3TWp9Y7Ga3VQa/gezyQbtav5lajBPG65jRAyODh4Y+ptFgpOfu8h2/vUffoSSlR4ZKs7HSbMajADjBVTsFdxEjTi+jUi/PPDs6ekaJBvNRjMUM46p8dUmHqZd7vTqxzesbhOVyo1G9JGGhbrwBovVCAXjudCY88nWH9UCkQ/5sMhJSB5mKGDEiIS35DlaYgZh+sjoPJTyE40NVpjNWlSZAB9mB67MBAAAgAElEQVQA9XBETH/yRGjlnQhVIb0YCuHwszC8+ULwJAABrl8f/mdPLDnc2Tl+i208o4kOeXyjsvTNpgk8mXxozd49VLvAHzsI0rO6NjJqN55I2JSQas3TZZxK+oCO2m01mWfWtGaXhImLWh9Z3+cyreGCWyrR2i1If3fPC2lV3/H06VO5tFRe0JLi4xzhS4qfKk6LwaUzgne8zx+tEaLnyQ2gLm4ZxXLPuMSj8PdEr8tEpWObl+MbRnUT2rr+hTxTz0GAztN/txGZlq2HV5y3BEKebM0bErUeIYv10KWUh+I6BJrgPO5QafX4MGONE0GmacGo2E8XDLlwDCUB2+0MYQVVEIFmFx0kzIqu6LsyMmiXW2d7bF3nu/cR5y1lpB7/r001EFcya7fFUF5XAV66xao61JqOpGDaPED0NTGZQSx0td5vlkqzpVY599yHet0iJjqx2KXyjWRT6zEnjIc90vdeskTzHVEpPJQzHiKPl2JRYgrYTjGqZxjW0wJ17jyml2deH629nK9EKzm8Adbktgl10EbvqmxsjxO3QZCu6pvrWwYVaEIzBXoCefZ7/KpKO211OhIJjWXHIqGRAiYECMQRqzysMs1zyRkWH15cX9jJNPTUMiudWbIaDpPyyNfKLD7ausKH5LBxfajSFGhCswI02+UY8ToH7frZT3vH77bzU87bTwv9bsVGu1WgJ8xUNNFpaRC6zZIs4qX7joWRFSwLyHTSWhWtdU/RQre64Js71VWoXCo1+y2jPIuwLzZblPkuP2KJ+7hG3yLS976Q9nfcSc9LVhpl+kQimuGMDwg4+hD2hPFsUk2P0P+4dvQyWonmokg0Jj8M480bw+gZ5aKxTgyI3ott6gYaaGI4Cgj0887hI1G34LHqtNM50t1CQKj9PBYKjNQvSdajTQ9brMZDyix/urnNery6/jhJAjxaX4r/ddoi2BAKWnnGwlasmwqGI0Kwx1wRGIMtK3SA8uxlnznw2eNyF3Jtj9fptF8lZBsX2gxTooYjm7Sk7izTwbRW89Aha7SE8Kj50Fiig4gwJEOqTZ+2WAAn0px90OzXc88LJWMRRPu0ucjz0XFmpG9D+od7XkgLVjrKK5YE1CdCpRnVKbFOS+zUsjyhe7bYA4P89drLaO4lMJ2jVFeAatBrwvYWUefNoq7nqIMuMIU+fASfqArRKtQuS24aiWbHLZD4sJoPoDqQNmVayjxIjvjg442tSINKf6QtVjR1MdiNSDV2mOJeag9GaQ5OyhMYJsM4hpJwncWB2Dhx1ZRohJqNNSA3ryvp9jptMndm/k4NC60tho/MbeBPKNNmZKis5Xz8RDtl+Tu7/pV4MhW3hIeQ6UBf4XAwe4HHKqlmE51IafbsyjhZJG8UH5dp2CtEnYct0b4f779kKWpNeJyYAWJK1mkeJoqvDGQq1tOcbQ42uf7w8lkumnuBUFfEZcBdr2xsxGJFQnSuwK/nCLSfM206D0G01XoQoqeyWVfA2g2g9G2FUad5F0paTeAxL31wY+s7sAL14qO0FZT8GqSZNpO/rT3YDSkthQrK9GeH+XlmODDlEYLtn4KXGmCug3/ssP+5ZE3WaJcAOq+323mawbObavBImtPBMx01YJr76CfSCEdW6n/4eEGKC0d6slJJSxIPT1iAZYd2WKprrLGF5qM7erNEnMg/m2eQEaEcO3zxubk7VPr/U7Ike2nuPU4UmZa4tkKt4kyf/AVlepl8+/T1yxeU6hxItQl2rlKsEJ4LJtBEoR+yIna3qdJ+Nedh7W6JuLNZb0AqX7JhGoXak7ZhWlJpO+PBuhAvbtggDsZ1BBtccksDb9A6zmAyyG+MZwqziAnh5YS8LncNBRtyIrBKKSKQ5sZqLOsZNR2u9hW7DL095kasrXmOidGKjni2JnLRlq1vljbwBZsRHWA+FuQKjy5Gf11AujBbpYtpNV+XGA0oZSpViRMx6t0HZY0CTes6KNGL9r7jnkuWvmA8z1uBlqwH1Wq4Wzi2u5b5V/hmmbD9pxdRBPpFjl4QLeJF5DnHif57By0HA5oxLcWHivGQakwD7p+zU/DBHTHnPnKmQ+qZSyhftRoPKcQ7gAPEC0mdGc9QeHrD58p8zcK+MHEf2ZqV5slJVaBRn4Pmi2Cvio0diThp5EicyJjbBa/fy5GGEehZulHIY56Au/JXVx2k8bBTqFCw82PSWFK7uTN4JbNPHo4M2X0sDVO6c19FPCGbD01fhfjvtNQhMOsP/kfb2YO2lWVxfIottLCwhZDsUYiMZDmOjTKSwbFnpUckE3jFiIV4iYuFnRQL6tOpCWwrgiureZWnkQoRd2aKFBJD0ngwZmFkCIJAQNtMEXC1Rbo9H/fj3Pvec1xo75Pek50mTn7553/OPfec92os+PmPv6hMyJCeF5eTfpErlWBxhMgiHcP67/88/2m53R3lyXCTmNa56YnWaWtB6l+FuqPNdYeftVrr+fPnoNT/OkVnbRfz3CWghw/uiY0D4zySoLbWo7CduZkWtu0uonvGRQo1UL2/+P3L2/c2jyfDQ855eEk8Phzw4fOCR5I7bTg2otJ+goF2PYcAWvMsFtZbaSNCTiSHsSFDvTad5rwuHf/+eGqaLyKLw9npG+L6JKMMtUh1uDUdzPSeL9F7nkSnnfg+FuYDqMVajtGPFwTyiSq5m7NI74ITwRLp3curan+AUOuTLKm+g0uWljkY7k+k0NJMw2vSNOdaFNWDunIfjg2J4X3U0VQD1y8A6hedhyFuIbXbXYT6lE0IXKPno+5pF+9kOB5xatUybe20AnrVzII3Kl3IYWBYKHhzAaT5cHswLT59+KJz055I/+13S7Q+L/6DavaYkM3Yz0QVV57jPAuaN12gOSRUr/V1PUqJQsfVHMWI06gkTUf+5cePQ9lRdEdZYSPYLzPaTT9wNgxJn6PI3V/ZiQ0yvHWmUG9gMx+quJT8xwnuEWb1BngV7Mecq0jn1yGEhYNBqBLSxHRaqfSSB9IC0jKHZ0S67XsPLdZllGtW63q5bIS7o19462i5hneII9OL7f9OHwxnh93nE6CZgD4lmtlvPOKYfUUwjUSvSjOdj2Xy1gpr0U1pu7B2G9NuzcfmAo8ffvjyRXcW1VD/+nuKRPNAgEUc6ePpforZ8AyH+Y04aWiRuFNHdHj2nRLslXwpyuQE0+dKollgRfMYYHHn4Hg2UYL9kzs9+bFKSO9FxybX4bTY/bpEk6nW5kNtfYP3OEeIzy/ZZlSvSKSLc67+D+fXu9zsf9APG4bpJNdRbCy7ZIm8tJPDk0kPl+mBch9SrgXKHUPxEak12uhyJ2wUs41wPFZ/xNMhMHx4eNidHSLMQzufXYv0PUP0irYe3qa4Uum1QimKuFecIDo9SiTMMFPHQ5W/fEGp/vXX3xBrmewwEq07JOBhrRjR7DsqMXHWEWEq0Os+z5y4o9wdfJ1bVak+IDtTWlXhIbhoboT0erfb6gaHR7tD2W/jgFoxgj8gJ3I6evnATKwwIwyBaSHxO3upE+5TFtgI09W/cXE2H83PRiDOIyL6nIpJZ9f85ejy8pxddLVI7sMiHacafcdyrfQ3f1DnaD03ze5jYhz1xFVr1utyh9W6o9m2N8a7RrPOJ+OBDVW4eJcXD8JRyzMeK9ZLl4z1kDpdyEBgGO84fatMA2sQBBpUcVq4U/tv/YbtZPPq0ydfpSvoOzaT5Fml7GJErycR7WfuTHMw4poEG0LHe6XSO5JowHC31WrChbcgKNfCodTaLFB9UO31Jz+/efPm3enJVDa/ewBMx8bbK42+fdKszn30kGk9peL99dn87PI8ZL9xQtV3QDJWl+7+cjaf6biw0Qj7g1D7aE2z7Fy69O6OiHS7/cSR6abYQnT2XIT90EzXO+rBDkR6DvgERPca4bPxTEUpmmrL9CPBtGs9VHKaVbrkJ6dBpIFosYd4K9SO+VigJIuWu/b47A/qRIvTwYYzeLrNjZmsGE1vz27oIo5Ux2FwTmyjBB9XAGeaLn3z8d2QOHzdbcGqd5vdIAi6QQvuQfkoLGapXe7OQXXngPoNYB/c8gQPf56OZkaoj6Oe0Wi3RuluI7KqvcGgZ3ugX1x+++3Zxdk1sTyH29XlFZiPw6szLdF61QYEdayilJH+x5JLltRWS9sxHkz1REWJTbXxUo+hbQW7g4+g3DFYE9gPuX3feGICb6nUBupHDtF+zsPKtFBpQHptejNFGtbW3AMBBdd8xOJEoG5hhVr1o4lps5XoVx9AoivWYjDI9zduMvueNrvynKbPaQJt51ToHkqrx8f4JUs02o4j0mfAOmjVW0EdeMY3kg3/HRLYB1UCtErT6Q+yvVq9DWD/fDobCqbjiY479tatkvkwE2eLIzxf/v3FDLgevZ2fXb8Nz6+u4aFq/sUi90EQhz7UR0sfSEs1Hp5KezrN3gOhJqYDegd469T5SVBblVa3Go0fbf91xltXkmfN9D3Pe8QCxFhu2jA9vckoHNZih1wcpq1QW7FeYL2/A7X3+ItuYootDxIMxv3MzYbI1HkwSwvt8exJtNtEKSeIhnsmKqGLVhI9RIVudZus0l2EGsWasaZn+SFwzVMz1YSUA5TtsD95On4zBsEeRDs2I32Q1u4ujWhqRYpMm0mz1dnF9dn3OD4A31i+dH11Xq1WPaCV+ygWk7z00kuWdHzoR4gKa8k1Qx3A00DNQKvPHXyyYhsbXayNx1N9fNPzHkKkHyUCLbcQvRAxl4uAaK+Xqc/0doL90FAvFpSE9lWZaTaNILFYepGY0diPovvWOifLsxDobU+hfaKt41gVmeiVKFN6958Rp9yOWqTQzRapNDhpArprgSa2m0qwFae8s4eS3auBE4E1mWED3j2buDu4I87Kb6D5UANmtVa//WUO62p+9f5klsizch81z3bgpQfS/nmpROt66dgOIpVOT7TxUFCTs0a4+Q9RE41Mo1Ij0B001g/pt9wEF/1YVRdYolWAqIXaiw89L+1si3O9Qz63GkWltZx3xCVmPmJK7ThqgNqaan+94tjx8+dFpbKZgDT4jvsVD2Ul0DF9Nh56W2U5kmNCD2j8eY8jkGg0CiTRaDlQpdFpCH2uByQm9Al1BT8g12G2gdHigUSziE5k/LQ9mPVErf9dLEdVzQKvgokITbcZgTZ9r5HCc+pmeHHpA2nlZktsNUWKWqxAXUy3hZqUmswIYF0LWaKHqpwxrtJCp6VM31sRQm13xR2VpsDQNueNn3KJKfWGWOJ4wMIeOJQ4Y+3dh094mmVRSUw6V/YzN+u+2ZA0C563t1MEeu3Wlv7wM+cz7z6OOJ47ItMBTroOEq3iQsRasRx0AqKZXnDBgu91Okcs2Fk9po3x7IXlZvvp0/akH2a/TrUdXbijZib3J/2Gbd5ouW6kCTSm77h3R6iNR6hVurvs7o4iQPQyeWQ7uKVHu6njxKZ010Gd2bZarQwJEB3iqj8biOEJEuhHLtHCS6tj+4Zpv8QUZSwHROdzCRVMcZmOR4k0p8h66gWL9SfZ7QCPhMO34ZfUHqAf/8HnKPIVOtFu+A5aS3QuwXNomk17XXbRQPRulzQaVbqLgSHC3LUmWpONMAcGaoU2LJQXQzWNTcHhKcVaufnk6ZNmudbLpvZy1EDbjudVNh9FrdINEwqm6zNBLZPSL8xt+SVLoswjSaWbAmoP6e9QrolpvGm1DjhaJKKfjGeSaE+mnTyeFyAqoS4lYo1ET7nE1G9mKs+5xFMfG86Sthr4/fwZu9N8ohvAvLmoLHSBRsWejzH3dfAdSTS7NRy+PsfzdrFZnGYCOEr0jCX6sKVXE81H0G1plLuoz8Ax6jQ+Oow1AS2WFmwCm0+X8PHWajF8WEcxA5+YjYGNeRM2G1mj0Gp8UH8S6hZ3SppvMx0EdMONC0P1XvpAWn0KIMV6bFnzge8tItlfGmsmmzYAYNWetvfMKTfFtDTTDtOpdrpU8gPEfH56M83l/TMu8SAxIZ0nd188B0JgkzLD0juNmxUPa7Nhk7kpVGLJZ+k2EoAW/+oScLZV/vyz/vbxzXBHba4gyxO00d2W9RxKnrsdctNKqsn5Id4s0mV6iUVgE9YNdcCVXe7D5la7XReCLScl46SVhnLPr5WJrqH5MBp9m0Ab68Egv2B5fqEA79BA2pd//Ob/xfSTdiyRt0WPrS3kubmlLlJpfTHWzDZwXa7BCtvjdq3f7/V29nRwqKiOm2ml0sJOJ1bk8d90Ph/dZCQMOa/3ozAfSUyvb2x4xppNsGJ1ffNO634UedrsVdjFcY5vrHi9ok2RP+0soURT5s5INMSFLVLoVjcQWNdJm8lF443vSqS1VJddwSawEeesix04EdAwUKQsyTNJOqlzo2q7j2q3EQ4GjWrj6zTzmHBvo0VJNHC9/JIll+l2kk7Da0uhrXmm+5YSbab6O+2rkeiw9mRcpzFF5XK/fzwc7j1+4O62SDMdS3o4WQ83N51fiW5W8vmEOlPBdMGm81KojkFNyZCNOxDN7IPvqDhIr0uB3k43HBbnXPKYNw6E0UVTbdGuBBpUuhkELWugKSwkio3nMA66Hge6rqHm0PFFqAvznbTEUQf+PjFhhfGgSWW8xlGchmFqZWCr7BqNu3Dt7xzSLIClD6R1mH6WYqfhTkzTQ+v0FqGNnxhovn1XJ4luPmvX1FzmWu0IO9j0Z8eGa3+/5V48RJR7iE4mDwLDVe5nEZNpueciw8RYQi8Ba5EKUZK9sRm/aYjRd6xtGpRlcsMCXRASnbBRKDa/3bmFeJ1Tof8Ouujn2kS3SKTZeHB0qHjmwJDfCPf/mDt71zjSO44fBt8pBnPFoRdk2GVXp/POkszsmblmd9EKBENgF07mNEU2x2NEcDGkkJvDTWCagxiRympUSc1uIa4SwVWQCv8JcXFNTOAqQw62cfr83p63eZGdO+mSmdnZWVk2GH/09ef3e555poBzryqo+acAyebAFuosgiodk0I25Jmypp/xa2flpGcX0Tttw/7BwC9Lh3vIVOnbH9wQ02c75R6eJhmPYECBHdAVvElgWwUJcTW8KNo5I7LxUnUiRWAD1+2jZ69ml/JY1Nqex6o/e6nltvKY6OIEJjt/uqpDjVBbqru+glSSvWnmN9/frN7ug3eU5LnrhPMVONc9bYUDusW3rsyoLowF6MEe7I+xgTe0HTy3gceNDikNe+NyfVisFYdiIBzx47EEtn4Jgomib0Po3f6GtDfgCoX63RKtQ1qZqLZlYn79U5Y8pj9+cV5M6mBbIB6YkPbO+AphH4RhGPRo7en27jY/XtzktGxJiiJydITz/T/ztKNi9lKpOY3/2FAYrlTc4VLDdMmpMUQLWG9sum5NjyKv49ghuru4/HSzcHNKt6wbzVJBKE9KLo+rmPU5MKLnPFXucY48b49Ge4MRD7QMR8Y6xKbFOfQ7g2pobpcSWlM9NGcJ7QlwrWjWZMPxXwRbKdLvxFlfxuhG4+KocRXLzg+Jkph2WngKp0pf+5SlAtPPX5yfn+3uUDwTz2zSblKLhZB08KFFpEccb+8ORDo6nchhOsEjgQO+foRcX37mzcarmedhRhHh3xwKw5WKFcWqOx+FQtHvVBcthJdK0PsVG33r/aXFsjs06AS0Oymp3LHz85kT2lsRDBsd/+BJzbNRPtrLMacHI3lhPo+GLtV65hJJR4+Fg2ltV5Bs49n8AMDbBHCmnbYMwTZVXUPLA4MNv1YoCLGbV9+2c4ZZdHnoQG1Wd7wp7yCmP1w6nX+HTwDXXAdyhh0PJFgUhL8mQQ1RPeDlH7d321GknzUedRQeEcmHSghr3mLk+oLAZpr93rRDtZ3qAUT7Qy6eTzsxbe4dLzC93nW2jdK2KYeFWtzE1WXcPj0+3tQs21rQi+f1KqCdyXbeCndrks8tbHTMGejHeT7K9wb5ALRDbNrDeUwRrcEk42Bce750tMd1YGM0I9BwMdG7gJ1lmWo0XK5ZHRIFZGNZ6cDbuWjXJHTf/kTQCryZtg1JaYVTlm7UO5jpO6urp09OXiDXXyPXAT1fizvUgbAdCNQQziauB7QcDdeFgrM8qsiBGohGsJVg3Yg77YuLOXNdJ9O6j7fKRLfqqK7Jadc+fKo3fuq2Cd5x31WNsm5UCHRti2NN3+bQgoh+yREdj3IM6GAPTnumNAwLGS214VjGw4dGka/aJnzgt04Q6slEo4yvjA68mCLY8uSrfta3T5NVAPZYspzm2BXlo+HAbIM6w6Kzb7vSsrrjdzcydOiPjd+9gwjdO30yB67/dn7+ze7OVhDYoDZXA5PbkNH8BNvts4Gh2Q1qMg+BWiUp4AxUN5KEhvmTZw+B6/mry9Pf3HPu2fLvrIXCcLG61nKmeqx5fY/l6tZHpX5YrHXKbrwP3/a+gqXFykYFy1QLugZN/2k4NNvJdmXlaJlGh0Q0eAe6dIAyLUAXeJbWnUlqyd664pBYnvDlEF8Tlg66MlAT0Jl+m0ynBDZhmeFu1jtXtNEvtV35MMqR9eWcVfTwBO1v/3jNqx1UB/Xtu3f03X9Lmusvdx5tiUoHgTlzTCPVBHRvZ6sj0pF2VAcPkWoVEdfc+4jwUxJjSiPUMf4NZ0n68AjBfnK6dM88ocF2p5Foc8+Ws6SYt7iHUyV6daJXKBbE2iZ211PsbuHC8eXu5vHxRsk1mOdmRUVYbnEUF9VlqE91RM/2UDpGhmq5LwuYdmN6bDrTNMoy1PlchDnTh5wmwvZQEBfZMNJheZ5qwIlrJeGbabRZHnBL2hcdTXTmqkfWt1/GiOaQVgbs4c1MWapK6tt3b2msgevT+ckL5Pp899GWm9UGbYlokA7hWT96ixxECdjK8BxFaaRAyVTMQR1jV2cGXMcPH16cnMyfC9c2pC8Xl/aBle4dAYUi0dpH05/2UYa6oNZOcEtzWdRio/Qd64vLzUI8+92NKytCRzpadhVS36LzPWY6p5AOuDUdEs6Q1RM6jHFII457eYVYzjy0RTqGAvWEwOZDcBauRT/obcoiAoBTYGc6cA3XHNiJNZGGy7J2ajEN5Yb0jU1Zqozqj351+0Ph+h5z/RwEG7k+29nhQXLWDhxBpUU7trbaRjh0C8/oNLuH0vYhcQ0SEiPWDYB6RlTjkaRHyDUGtq4Oj12iaXzNgXrFXYTJo7poHz7ZXduxroS7elvvbiwt1rrvA3PVxFHPOOxzZdeemIh2gJaQBrAhoiGjMaY9+9AKbcSjvGX0MtLhFoJE71BjbC4mE8+pObYzuUCsIbAzFgrCmj1bArthwM7MG2tHZjt4ZNP4u/7wi3hHDde0AdfzF9wQ2dl5IFViSHeD67oQN8UvlfIbCzXsPJZow1pFsUqhWkxj1BDCetagffYUROTihAN7tbVYXK7ZQUS/RCw187xCcblZ3tarNraIepCd79w4XnRL4yhFea4JaGcBUmlyXBXROap0EGBMhyGnNFA9CR31sCldRfXEloME9yTTSk30DiWk5WRgnlIoYy7zGxwZF4wiJgR2RkEtLmIdWbFZ9F2dxnTuy+ChkI1vNzdl6R1gF7g2hePXXwLXId8NHuz0IudxcalJam5PKzYPBNtL6QQVJMWCMRWuE2KawW6AiCDXi38/X1pteeLhLjst97oURl5W6gyEG2zrdVtXhv50i7koGOvd5uJyw2az26sr4bxc2YP2n+8Gf5VTWXTmi3h/H4nGzYhHQM4Rjjij+RDx0GPgPZfnoaZ5YuWDDyPPtsFhXWOi9YIBnuo382HKUE91aMM21YENGQw7oYzSjFdJw5lAgt9hDVoHtqx28PFHH/wvNuF6qcT1+Td53uttbWvjSDXPHNGdVHp5kR526Tg1YkqFYkpEE91xCjuCzVlN56fxq/nJycuTv4KItFq25VXT+tDTJ35CUr/fBt7R6pb+wIp0Xq6eOeopNAK9+pIbHV/MHu/nuctzHiDTISGNG6oH5XSx5eH0PErWMSnbhsOwi7MLtRPQDDHRLIBnBaxpeAaxhqPPVqGIchIT6pJk3JhW+GroJvXvrn2VpZ/A9W3hmh+1h4Ujcf377VHPtO5Um2l2FMSOuqSaZgY7xkIR9QPCOuGvpYg1dkRmuLOLNJ4mfzkCrnF5rKXWmrt4uPQ91la83oe+XaQqqN20/q82HrrpHi8KU599e/ZGU8pAtzyHXm3xrStI9EOM6FxTnSPPnNJBEJJ4aKgpp1k5esPQskz2YV2DeeZ0Jp3OxqZLN67HueAdmYYby0MBeipizVDrjSU5a7BcZ32bySTOmd/Bw698e92rO/6MwL51644Z2qPCkRoixHVkasTUdKZ1SGunTsWlUx3SESU1AI47xzUdCQJNeT2b9WcANgQ2cI0L0K55oxV6lYBi98PT6sq8NsOMTQfdwpWrzOvoHRLLnM1X2HNBoP2n2PPDVl6aXvR+vm+B5tqQPDrQIU3bhFKaoQ5hH+PbkKeLDh3xEK41yWPTyqgguYy1IVp2e0np7NgHn8caaxTpPllIg0tHzm1OaolpPY64f/NDh+/LdIVgc0MEC8evRkPucCC7EtTySUUczmzUdJ3KHtPHmK/NFyGwozg2NWODwJ7NiOuXKCKysIfpUK8V/8tfLmzN5VqmzURrafo1m+tV39kF71j37h2sTWeZZecahy0JeUjUieivGGgDdQgxDTznQUgTwwjrIb0I6JBJZqidoRYeR/EKQ6kGx9LDqKH6AI+DKZymB1MnmqvYziSjNc9jPjHYKktMSwPPGR1+bCPzNz5l6VoaIk+kIfJoxPe2iIykRDXaNeOsrEvTYCJ5hyY61Wmd6k9AdhxroA8hrQ/7h5+8ms+R67+DiNgOmd/6WK6iunkF2JXb8o8/vvnBftw8XjRLOBdLQcc3VvypozaggeglY9Gjfdwe2JgOKKoJajhCgjoUocamx1hCmsh2R8JpYNAZ+B5nxHSmA1r6zUWaEWehGt+A7IPplOjWgOukzmzZmFn5GGcpnFPZOeRlehoAACAASURBVLBVw4i0hHXGLHOlGN/4lKWfXTgK2qZwPBuNhOvIzPbgxkfa0Z08gjhikY71pzS1YMfsIDFSnVBQH8KOp09gN4HNK3xWYF0V1VeUjaUNV2V6/fr1n77/55sf6DcsL467ZaAr+3V+OheAXnV60Y/3IaMfENEPNNRBHsKRh0HoAS3qwa08CWpdHtI0JLcg1PmcXWkaArLQfIBRDTxjXiPOB4gynESmXf+YGveglKaQVmNI6VTRDu9KuUnNQZ3xq//n/xvveEfhyA0RKBx1QwS4VqwbmNQg0HxTAPyd2amjWGn/MG8Szh10EOSa6E5ixJo85NDsnx9+rrmGwK4C2p9PXczrZvOqyF5/8/3bR7uPfrv/r7dvgez/kHf+Lm6caRxPE2xyRar9wZ3RoS5CoMVivMWdyOZwEAsapCzSFJk1M6hQoTFGaeZA1TaBgS22cCnYc7NXHKkWY1gIpPA/EIgLN0cCqQxbXAL7B9zzPN/n/TEjCSeObbzJO6ORdrNxiPnsh+/zPO9Iz5+/ePH9/27+2d1rtcrPZZxXJGhUITdxdyHvIk1Z0MwzU922miZHE8x7kjxaTtJCdc8//HZHJ3SpwzU4eqblrNfY4jwLPZwVaLyMFW1gbag2po5lTh46oM2jJ1j3GOwExq5Nk5qJ02j0iajfypal3zxHf/9D4tqbpD9EQ2RwtNdB1mCsEzMcN1Cj1xG5ZB0hddCVmx+wtXCtqxtwCjk+Jqb5PD6+ffyPZ8+Y65+E640VULsPeFkjbHP7otmfSutHAjpPZd1N91Pi+oq5ZmFv/HVlMbjpNcu9ewnrBmrdKkt/O3bT3UGakqMJ5iE7+ghQA2ixNJJ0JXmgOgw7HVsc6p6l0EDtIvS0gnNYxhkkG575pQE5tEAzz/xgoGO4WnsfqmkDs3T06DliqHvEtDnF126vNIk7+fL+vx+9i7njZZOZOhoivMZSOIqhP4p2zNTFYixER+bBNH+ERM0oyyBGHM08K9cKtkAtXLOwieun335HAXs1chvrc8gS5qzodJyOsdLx3c/upsNTBvv58+dXL15sA33fz6tuVNEQvaVELyl6OMZBMA/pYEsL1A0qEKU6bMl+dF/TmqeNo1uy6xl5WnaMuopwXUtDgTYk6yk0U87wuI41fpgUAlWrpplpA3VvamvERFK1ZI8EQCOK7OhWkOnb3bL0OhoiN9Y0RL7mwlEaIsmOu0Q2VIusBWoTpwVouBoUY9UCJ+wzSdZ23TZBhIW96TfW3ARkY2UQqawff7hKPyWi03wwGJCrlezxJ3c/Ho5Pr3Rt1TeZ68pNhFbQ9fqKD7DnfdH6MUITKFqpFkO3BeqGxA6RtNG0BzUHaaGZdzABakZZtj9jN3R5RNhzeUOazq4WLOGMq9BsTz6yOM5U07O4QnU8jcsd6kiDB7KHBOqIUabLDm+1TjAx/9vgLW5ZejO+rnsTx1QKx8RI2kscmjpE2JSkpUY0VHcBddeGao/xAEHE+XpXg8i3FERWTqjdXpDVcIuiiej8UFeJ6/EnHx+NR2Jsenzx/fZmBWsztPf6GwC6zop+irdROqNfmCEsTecRiVo13Yaki0ajaKCJV4W6o46W0jBEkRjC0J2wfItKtTp0udmjubIg6kwO4jhjsjOTQSzWU9fOM9EjMlizoHti6KlamrtbSVRLeLM8feutb1l6I1zzx07e/EInjjm47uooMTKCtpLmF8EOgEbPo+vcDI59xqtcH+/uHmsQ+UmDyKokUgne6vCNH64uGeB0YIg+v2e4Ho9Hso7o0RiNx5eyrh4+2trecB8X5HU4tlzi4L+Ex/99Ip8fdEaKtqljONSmBzQNScPQjcZy24NFjaFLKHDTV0jUdiPSigY0CVprv3g9zAwyzkwknRHKYmmoOnNQQ9WiaTMdB9mSqHsiaG1+BNC0WDpI+L6YWke2LF2L3LGucPQbIqXCscd32Zra0JO1gh2oqQndKDBpOrAPgH22ztck7N3dShDZWM+1UTkp+jMm2iraX4Q1uOabqPb2JrQIboA9+YJ/eTa3t7f9BrQPNBTN92KNU3E0Uz1koocFObotmmZRNwqyNEu6aNj0Aao7ztMdUC19atlG3dP9z52w56Nd7tcZrJehzjyg6VBNy1OcGVHHnqVjt9uj52UP9rS4OoGmI2yPF55rdO3WdKv0jfeu87rxvjdJ3/In6WNpiHg0m4aHNqUN1Du+pbt+uFaw13DNn0P1jQaR7zSIbK5Z7OgXqmhL9LleBrxwzTmGjEYTfgPzCdZoBGNPWNisa4u0r+h/iaJv7xmgTfQoCGrUh1wcNo6U5IYmj0qeZkfL2et09I4rc6xA2Z+krJdz5sHsH3zGBmo5ZrFtf4SxidM+1QnTzKJOUCcCahelk3dgy9IbmTjW/Uk6FY6RBbtUHroCsRuUEzQqRf/rM/+flbg+xscUP336Mwu7vk7YDDSn6FRCx8DjWb4yQPORC9bjkSDdoWMyOehM9kbj9JJoxwaruh86uNEhH+22G9B/YF+ZhqB5HRlNtxttZhlZWrlu8VsAlfoePel6sKPDloc0EW2+rBraFINxiWuAfJrNFnRki4wffPKa2ac4y3ygTfaYAui4vIWJk4dwPcUtiuA5kNjBru727r8jW5beyCS9Xi8VjlouavAIJFFHmCPueI2OJbb9IBKs8fUd4vr2sQSRn23lWCH6ihWtoWNQiRzg2QKdg2r66SPGuncwOWCsmW/K2GxxCiJbaOHx/+hDUrR8qAQr2jlauC5Y1EOtD4s2Qocj2tna1IcdcXQow3Hc6r1iP7/SbDt25QytFmaYVcaZoVmehO2ZwRo/EpvDKxMF7KkL0xI9TAePxy2BtqcpQ2Nnk767459uvPd7WtUt2Ftu4ri3dxBhc14QRV7wCKKumyNWQkgtqLr6bAnsO14QOXv2mIUtLexNt8WZMgerNzWKtrnjnIF2UPfpyJt5MzWzGPolYK47/CGlPcKbE4lwTWA/41tztlnR0uiI0qY6WnEeokAcauxoe5Z2LK+KHuRqRGm9tkJc8BWvlr+DY7Ys59lpZsSMwwCdmad5Vl4e04gdCB5xVdQJ0vTUSDqS2nCKO7oodzz5feSOdZN062u3BTsfEdeKtR4ycsGKVmr6JUu4vsNgM9t3bvtBRFvYRPR/mM8cQA8QOKqSVkc38zR3ROtU5kii9QEHEblv8IiwbnI9OfnqyS5/gvfZHog2uWMfUGvsoODRLohoknS7bOm/ewUikkfohw5z9Rzd8jt2Yanx7HKyJ2X7xZxBpoNOfr3IsmWslWkTqKclUU8FZykRZTA+RV864J1M3Wm3W4vuv6Nbll5j4fih87U3SafCcYLBoQQPSmGQdOTgLnHd/UVgHzth32Fff2OCyCNRtKRoL3KcO6Jd8GBJ51WgZWzCi9+GY28CpNtjsjFRfat5K8/HkwkDnYJponnfEq1cE9S0CvF0CWjbzysNxhGnW8bQoLpl7ExnYbj2DJ0p1WTl2cIPGwuBmGHWJwV7XsU6NtlaLY13sil7OoGoCWjkDra0NPG603doq/Rbu7Vgi98cxxSOlmsQKw3qSJp6v1rUvrB3Rdi7HLCPWdiPn1wiGeeHJkafO6oHpcqQgW6muSFagdZBIDGaylRQbo0dK9J96ZZI16TfJJ6HqVzgaS4PC+GZowcnj0KyR1tJbrjutEkdrU5oWO7YerClcsZTgQi9ole30PgMkEXKxPAcF73OL8wLhXs5f4DpUMNHSdMYuBiokwS1Ie83JbBrD67BlqXXc2fB0sTxplc4Wq4TGSVGhu/lht4vBxu+3pU4MrmEdW2KPveodopGkqbUIaVh7iQ9dJ7mbxDGqYAvTs5v3eoD6cN7+AP7TTL0kHg2mpY0XRDVBVu6rf2OolofelBzklaoeeQimaMFnIvqyNtv1i0QORCeGdaFD7S+upiX12qsVdTYyRTHJUkjTDPVXRZ1d4qDJy3XZsvS65441pfu3R1NDsAuoE6CQB6KdvfVhC1cH1yie7FyuuIFaWQOWNrmjrKkUffxn5U3+/pv9Qf9vhKti9Emrpv7ALpgnI8kdWh52G6UF95Rs+VvyQtbJkxX6sNQEsessCm6MhpcODlni7lT88X8YsGXOU4cJa797IHkkZkSMV7K03wEGLZMdTsez1v4A2mv9ejwtzVEvA625XrvoERvguFi8Ior4ubI6BLRuNy2O7dXJvpQYsdAY0fu5Q5Eae5bMNkpokaaf8qNEbgZFEPSQPqBfotYbzZNlObk0YamJU6XmnjVsXiIU+4Y1zSNkrBFB6HMQBfMcaE8L7Rht9C23MIFjYUhWBD2XsjlZM6nD/bcUJ1lsbeTqSxqdDyIbYQOmR5y8KgdXsMtS6/51oK/LBeOo8lEU4hiLVxHxtq/blHmGAjS1ZLwnpmxuNhBmA6035Gi1EPsANSM8xicN+lH+h7RDx48+PxzutyrLrG18FwI0cO2beNVJL1EdSt0By4FXZTnmZejTwVoCdAzjRxSBRo5WyVf8JrjcnIyP7k4AdA4HNBzP1KbInFF4yNB9ECYlpu3urxV+vEfKnesLhw/+KDE9ZOvviawx6OJXyJGr+jpEYhelzk8SbOmydG3yg088MxhWopDVH4ctpno/uGhzzTWEtn9fePooTQ8hOliXfawQHdaJkyjydHSyFEAaubaOjpTqNF9RkG4mPswK8n0dELnyQk/sDyiK6a2VGMyXkKaBB2Y8CH5owau/5i5Y6lydIVj3dy7a7ZgjybSBEkc2C9n+8BT9DjnhNzMJRMc4tBzuTTs56Y69Dp4ImkEDlV0Sj9xq28rQgBtifa5/qech00bPApteZR5xjt5m88RKVm6ZRt3LWQOFIdi6EIVfZqd6jyFK0JuN9u2hqIsHJtXzHMZamH6xHLtq9p4Ovw/e2ev20Z2hmFgiyBIk3ILDwi4FAZwQbhyAoZYsphCGsagXUgkJOwSBkVbhCoKNoFkIcDAdCq2JKS4ygUEaQToJngLvJOc7/87Z0bewF6tLYtn+GPtT9I8efN87zkzOrjFp+mDoIa9lsXD9Y5f20mPBscXL1lAmO3ZrwMNX89fHeHMtxjw0DZ2NJt1jJRoBrq/4IKZIEaoh/g1VOsYfAzp2EIC0m1RaRsR29VOwzKid3VAfIItB86E7NAQ0m4sJIlGoHki5GRm2QDFIK6BY/q6dkQ3pLVCLRX1rGlKPMS7xZ8eCtXBPSbfypGl334n/bHuOCrX0eB4GNnI8zrP4fMFRvSiHBHPKdT1+o63wsPwZ6X0kJgWno9y9eg9GQ1TopcANCB9Nj4bnY33cmw92jYg7rS1mY61w+V0pVuI6NAU0BU3HezQcK1CSq+ojJa6bgUwI80QzhjKlMuXcG0uLsLn5QVd9BFzLb1elNPSfaStBxV5LboO4emOH76dI0u/9U76o/pDn14EwfZ1Bn29dDS/NK5/5M2TseTl6IYLNgHaT4Yhdheo0hDSKh5DPoOkc6FOhmWc0XARz/hnQppMpyx85UEhHRV5f0mKD+RZSo8nIh0U0zgZhpwG46CmA7toymiAeoUDoRLNmYwwh9fFJrwIbuL6Uj6U6YukrCafVp0+qFF96Mg+ehBbh59+a8Gfv/suvrWAnoL94yvjeuaoZrbJt1+SdAQ5IKJvtDB2Im1El6wdYTg86ot2cOEhKY2DYSA69mgh2jkHEj3GlIb/X8ginofCNCLNXHc1qBOZrvgdmMZ4rvDSlH4NCX3FLQddzqAvLJohjjeBZ1r8vTGiDWo/K2pPbdvjyYwYrqc0IbbCV+vbOSp9d1zXH/qkg+OLl1Faz4jp5/Tz8xfkEhDRcyqKb1g9GoCmhP4BIlrqjjzK6CPL6IysQ8uO8J8vRC/ROTii5yw6I9IOpHrogW57nv0mIkAdYjqQHD7/SlDj/ncF82GFRUdF1R1px8ozfb0yoOEDod0QxlO43Ao/xsuw9vsvB1RQzw4aZ0QeEfGZHrP3b3552BXe5x7BRsHWmHYigtIBbjAf02VF8X/SLUMGutQDeDkDXTDUSHXBzpHF0oFEYzJTRKtzjCmj90rZaqm0lm43dtMR1BrTp8QzflSAM72usOmAc/24ubJCmEk6rsU6rsmZNwj0NCZZPi9TrsU9ovLDN9QR1C3muYXHTINK/7z1jk/YSZdCRAdHE2w4go1wv8KNwCxENCNNqTm6GYlKD1xIl9BHlyF+s6DReZ6bd7ipUInG3e+9Ju0g51hGGZ0VdhIPUtohzTvj3abWA0Kar9MnHNNSdDioVygfqxVFNGf0tZR1IBrXlM3Kb9PCv1dL6ot4n/xAg7ohppnqWWv8II4s3U0hojsz/5ajqsb1078hpywdDNjcufRo5B06RHT4hzPaY+nT6Q46xy8LE5rnwgUf54iARqih51hqRp/hf1cGZ5cK5tml9A5+cFJ34+mQtMMGQwlolI7dSpoOajtWrB0Q0UpzWDL73cpxEtgNUf3ONx8H7rRpBDVX00/BqVtb7/j0wbG2k047jijYMBdC5hLMc4XaEW3lHQAtGR1GP2ykC5OOIZ3nz6m6A+mQc6SjM0F6ThbtrEOYHuTDgonW+XDoq+mAc92nn1TUefC1qxco9NVpZe0deMcKrQPz+Z1FNHR14Zr+/+syMpAopxVqpx5J69Gi988//ePDA986/NyddHcE2x76BOcqsoyqOwR6LDatREtElwPiWfbBMYzNpAsxDkjoPAtES9UR9dFL1mh2Ds3oskCgi/jcknOPLkJtfYdldUUujRPiLnPNbUeguSKkrySkGWhZQTjEny+nHxGOBqw90VrnmXq8bqinWzoiHrYGW+/4zJ10GRxlbrTB8YYSk116Po4zmiO6FJ5DQgei+wQ1Al0w0awcYS0YaNPoOWc0X+Qc1t3tAdGOae47vE43mrSoB4JsQa1AV1eB5/CqhTRn9AZCGpTjVpSP+d2k1NNkTrywnPZ7LlFQH2o//eCPLN3J4Pi9/n7Sm5sJDGy20TJ2TUcJi/cLsyzHu2ehkUag5f7BnIFeUHNnEX3mMlq7Dt0Ch5MdQToA58LEww4uhdVV80irD3haTYUDYqQdDHVFCQ0RTTyTRV9HGn2bcBxPj3FN8XUMP9+e1LSnGPXTkU/HOk3esfvmwR9ZuluuSbBvJoCba6OJaJwfYSrMcC4MFk1Q56YceSF7Kwt0jrI5ovet53DKPigKC+miWTy6bXHodq2btsoDeEaaSTroAqDROmgsDERLRKNCXzbQPCWUGWz9Or49qWOhruV0EtMhpbdHlu5qJ/2PCddBRCb7gTYBGg26pJoDJBm0ojCPzlE3IKR5iUQ7i3bd3VLnwvGYj3WMz0olGoEuRDw6BnVXNly6UU7j/VuViccu/wmYhojGRR5N2rGSjF6jc6Qd9PHUc6wxLV/4bhZqCmo7SO1nxJk/PU2lR8jpyU//3W4d3gnYtXvSecdxfz8EKONMwrHIF+wc+KJbu/kiwHNxjnJUas/hiJ7LsTvtOfDoXVHkhc9praUD1HBJSvt4tgchVCggmNRV+JKMJqaxjXZAY8+xJqA3ya4KqgUTLDz7NdW/XvOPtM17fUtMH7T0SN7u9sjS71CIPLJ70mlwvLnZD2ldZjlUdhLDHM3Fkee5wPTORTkGSULLDjiejV4y0Wf4LsO/i1cc0yoeHVfjtTWn2xbTOwCyqjT8WTL6lEP6VHgOEY1E43sTkG6SjUacPdiJVkNQT13z4XL6NpuGvmN7ZOl333HUo6rI9SAjmoneoyJwHN5Fjq+Ciw5yDsjoYNFnWt3t09YKD4ZLPUqKbyC6ryEtMd3BlA6fRHSXR8Tujru9ti3PrFGPxveptw5q7yilcSHMmNLxXCj53IjziX64wG6I6RjqBqYPdECcHW6PLH3xwXF/PBhkRaGuQa8j5DrX4q6sSfT+3B+NjquO8TgL/wPpF/0iSmlcHbCOYSeaD/X8UtvcoyKbxpAmiyagKwppxpm7jvX1CkN6AxkdBXSN5hN4nYR1TBd9+LCuK3US0+628bScbs3e/HO7dfhFd9KF6/lgkGOSCtG5EM09RzkYxYf9l9EtWUtro6GQxuwX7dCQ7hUBaEhq3D/sQFR3wTm6NCVKmwdflY2IFNKY0xWFtG+kVzwarimjE6CnMdDEsdAsK4HagvoyzmmCuqYesXtsveOLFyL2a2aQ6wyVF6kmwy6p6EgSOl7LfTvTgXfO4r/ZDzGdR51HQSkN4tExne7S4aWuegc/s8ZiGo4qSYEXUhoyGi5a7wRnANoTHeMsGNPrhMk+OXY/Oaf2G+ROPaJ9cYb62evZzA7lHY6/2ac73ovB8U/2dHc3OOJjkoY0GEpEQ9ExHt1CtLYdCPWciO5DSvcLBzUQ3UOmscWjsO6yUXvzoHmR7EMSGhbQ7HYNBerr1Xq1xrnwWoiupXNEc9M69lQn3YdCzZvjyQ0B8R0u2yNLX3InvTY4wq+ZiQdHJHpU2m5hxPNE+o6lZfR8BD1KhlAXFtPAdK8QoGFKlBqvKyfyBGp8A830IqjxsFLFIr1yKX29WqfScZwy/VGYY/84ScdEOZ53EauH5zlcz5jqVrU9svSV7qQj1xNs+oBpJ9Hm0BOB2p33H88HDDQxnZt3ANBFb8g23RGctfbQNo/+QM819SktgyHusVxp17FeKdGbhox2dhGtc7081GbV3j4uXU5HOu0Lalqj7ZGlr5DrR+4eR9xJhx1HJlppniQmzdIx3wuukiHUfRSPaELsoXl0OkNL6Y67FUCSGp4ttoPvncoNhhVpNKt0MhiqRkcF9ElTQJ83XA2TYo1p1en4Fhcf0s9mD+3pjvd1J/1mMqEsdjWHZTQc7SDtmI8zXhzTZh6i0j2EGpu8IQ+HXX+PCzyIiTykClD7xSYtRF8lGR0iepMMhUk6B3DP6X2OH7Cawtrko15Pv7to3EPUkK62T1n6OnfS/2D3pD9+LE8Lvpm8n0zeW0ZPpL2TTcP5/oh5xncfKo9or6WHUHeGPB76PXGmWQrqCh8wJjJdkUVXdaJRpKXr2PhzdnWBPiemBeZowV9KiY5mxKac1qC2Eu/ZaHtk6WtdyT3pjx99AMEGEXkPKzIPto7lfC+zkO5Tiafm0SuomO71MKNhq2XoxCPRD3g3pfRVUuAF61ipR2/iIjr2DQvmW5anmqsPmREv49aj4Q4XjWn6hbTbCu9rjevmI9jCNVFtET2GBjsrRaWplsYNRFo9SGm2aYhpUemONnlt8mgMaUzpNlHtExqZtsFwvUaPRpeGjD5u4plVw6234cKviGm1DzXqxD18Sr+zbtpsehd/Ie32yNK9KkTgnnQWbOKaInq+fwYVdvYDIU3akRf9fnzIo0dMk0u3h3FGtxVqUuq2i2mjOvZoFI8NAB2Q1s1v2OWO4/kkBRqvtwq3JjVjbfaR3BLAUL9ujunFduvwnnFdP6oaBPs93l0QUMaUFvGAnC76ufMOjGnO6V5nyDHd9uU0hzTRTFltQNe0gyfDNZzrWG9ij5aUTn3DaA7rHN8R1SeJUltM69np9KyH/y0u2yNL97oQ+T4aHOdno9JUmmQ67/dJPP4OQGPjEZCWxqPTHrajjXFZlNLVEC+NaT8bupCGRSk9rUsHA31iNDPMbxnrc/nBsDb7SPdc6qVHdNMWecd26/B+BvZ3XkQC1/+iog+2Zkqu7zLsOxDpvsk0As0TIuy26HzYiXq8CoAOAT3EV3PbwTiDRa8ToGPrkHgWov/X3tnzppVEYTiylOhuJNcUt6Kmy3YpXNgpaNYUVJhU6yJsAK2LG+m6AAnJuu4otkS5oXLlKlpFQuIHpOUv3JrfYLEzc+bjnJlxbCtZf+BzMOBEUapHr97znjNzDdS5hTun1hqg7g38LM+tL8WCPMk0ryw9UaZjE8e5ObsrbEi3qxMPx/MB2A5lPIxKw4EtBfWeL9LnVKXlmCWYsliRVkRXoY1GjsN6jetqkluwsfnwFvOwTJ/iecvHt8pLd3hlaSu4jqyqHiuuJcvCSL9TP9JMt5VK6+5QWek2ifFcayiA1s1hO7QdpeF5Zk1H1aucjfZ5Vgp9Y4GlzolOE5X+TGVahh5OpD8qleaVpe1rHOt04thVZwt0dwgfbcS0DqZ9jdatoXId4qNslvAmER7SaAl10Bd6Fpr4jUy9M/1NHQjW6Z6n0zE37W7Jk6PD7+w7trRxrLnGUfjr1r4OpZt6IH6wp/Y81OpSpD18o571aWwHAI14BpHWPNPWEPGsiQ4dh+FZ/ZYRpiNQU52W9+vBgXE7bcFXL/HtjlsHNpmkoxVs0Ti+b8FDAA5kb3hwsKegfkPvP3A2WrwM0FKlVW/YULZDfqxK8dIi7fkOt8wx0B3hhMozfhmgs8y3H26SaPc9vMVpeAo5yaal7+BblrZ/MuMmjoLrodBrbTkgxdsLRuJGpNuoOyyFUpfNmXUdQPQqsB36cIrLoqlAgzTLL/kDFbqPPCejxJ6v0zjzIHvTfx3xytIW943h0QLUOP6x3wSMwUzvEePhWWkBs3xp59HQ/aETaazSLuuguR1VaMyy+mPuyKYRNT2/Fcq0OStuk2lYWdplBp6LXtdo47j/zlAcqrRyHQB1ea6dNOC8aijXsSatYUXCuwmW6EnAc4B2luXWhhimkZ+mQ0Syu0ST6bdHZ7yy9PwCEZikX0S4xn7aiDQw3ZRMK6Dlh4GaIA1WGi1Fg0gToKnhcDzrv8ONovHTsXBaXcDu32QKVP/Ntyw9o1KBiGsc66Rx3P/dbEtDKt0+t2OWNjrK0pDN4Uo3hyTuqMhRWTdcoRFHAHSGTQh1Hyb2CNPpqR/jOS/d+HM5n3OE96y49m53t5P00XFnePhJHQ0/14NDaqVBpZVES6pJdyiJrmzYMQmJ1q4jItI+1Yho7afD0ANyPLQ1fWqeW3ukHkg7Z9/BgYgw2Jf6jOPhYVueoVXmA5xH2SaptGB5Jp106Xg2Kk3mK9RDZ4FCF3GsUZNItj2QwM8MIgAABShJREFUSpP+kEYevLLEXPuNo+K60zpswuksyPCkl5ZQN2aN2VpbaavR2knb3tAATZIO3A0qmtWPeXkqjYV64u16KKQrT6Wtly7ZdzDXgV6fuEDksOG2SptuUVrqc4m2lURNKuui3dpdNLgDkjXIgHag14RoE3oo6/HBcx5oHU8yzStLXKhxJHqNAhHg2kbSoNEz8eE0eiBtR29ARdpoNOVZ4ytZLhDRxbWG2sk0NtMVvkMdjQ95ZYkLCfZL3DjK1SfHtTDY6Bitlmgl0xtrpHtkwuJ8dI5ddGFVWjkOWU6wEdURmSbhNNnycM6DfQdXLBABwU7dCjZc+nQsDLaFuoEyPIg7bHo3CDU6p46j0ChrJ11kBRVqHOVhN+1lHv7lB6J4ZYkrKteR293NxLHT6bYa7jSLiTuQkR54PtrL7GxL6MD2mQbrQWUaRdN22kK8NEzE2Xdw3TkQ0Qa7u8bbHUak9dCQDFioSGOaC/Or/KKOGql0ZN4CmQd6xpYx06W83XHOK0tcP+TarGCnfiBy/L67tr7DGxpqqL3czrnnwsM6SPN84xFE09Pp58Vn8sRaIdItvmWJ6w6BiNsQwZP04dXVSoXSNuwgPtopNO4IvcqMs7ZQ5xnaYPKiaWBaRh4LfybOq9JcdzQiZJJunrsrz6RfXUk/PSBhR+apdBHn2bWKUeeBt5ew8RAaLYhekP3Ssj/ilSWuOzD94ocTR8n1psJWGu/YXSfQvlAD1DmO8vyhOBiPSvqOxXRh7hGTTEvfMT/Z5QiP6+caR3J290xwvZmgKTgG+iaovYkLzjzIvY96zWMhRXrhzh8eydsd5zw65PopruOXmV0JsHMU390OaDd2sacCYiumetZSCZW2xkMNW0pYlWYrzfVLAhFvVVVwLY1IdivXQYQa7Xng/nASqPS0UsZjYXc8usp38OiQ6+fBlpP010lKGkdzC7Y0IsWty6p0breXIMWLBNNy1LLAubTyHbwqzfVrA5H4Ldi35BptMtHMwyXT1nkIiVaRh1PpRn8piJ6z7+C6n8YRDPbtZRqvmHojcaPSmmnjpTv9L8l8zr6D63/mul4LuN7cJNMkmp5glR6g9dIFAD3VRH/qL5OEfQfXPTWO+Ew6NI6b60W68I8CxDaXlEgvnEjPxv1/E8E0+w6uewxEarZxPL7eYONgOiNAk8hDqzQE00Kkh/2vSZokPGfhurfGsRZOHM9CI5KRaBpdUiONRw+3h1qltUy3+qOTlEWa656YfvGjVVWPa7w1bSKP2CEAqdK2O/y4Ho8vaizSXA8diNT9ieOm8Kbi/pKHaw8/LNRAXCF9Koj+VkvT5DWLNNeDcR197i40jpvoAUTvFjGh0tOFHrU0xuNLofspizTXw1XYOJ7QxnHjr+INvBBP4Kynhy1BdFpLa8kOr5VyPbBgB2fS3cSxo4wI2lqa+CoNRwBOZ8Px6Jv6D9h2cD0OvQYjUouccdQGO3eLeGgTT3vpdWc0+iJlPk14ysL1eOT6xkn6ppr4RwCmwnush6PR1xM4GfmKjTTXIw9Ewomjupfd7JZOVxLo5YX+90w015MIRKQR0SvYyzN5ZkaQvZLPDF2t3y9Hy+WXpA4+monmevyByA7mWjWO6tan0Xg07C5lXf6TKqDT2g53hlxPRLDxmXRtsC+/irr8dnGS1Oua911O77ieBNLEYNftLSKianWDs9DonZdsOrieauNouQaYGWiuJ841vQW7lr7eecVAc22DYO/u7oj3q5e/Mc9cXL+0/gNtFmSke7goAQAAAABJRU5ErkJggg==","e":1},{"id":"comp_0","nm":"txt1_14","fr":25,"layers":[{"ddd":0,"ind":1,"ty":5,"nm":"Одобряем ваши планы","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[263,69,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"t":{"d":{"k":[{"s":{"sz":[526,138],"ps":[-263,-69],"s":62.4969024658203,"f":"TinkoffSans-Bold","t":"Детская карта\rс дизайном КХЛ","ca":0,"j":0,"tr":0,"lh":68.7465972900391,"ls":0,"fc":[0.2,0.2,0.2]},"t":0}]},"p":{},"m":{"g":1,"a":{"a":0,"k":[0,0],"ix":2}},"a":[]},"ip":0,"op":200,"st":0,"ct":1,"bm":0}]},{"id":"comp_1","nm":"txt1_13","fr":25,"layers":[{"ddd":0,"ind":1,"ty":5,"nm":"Одобряем ваши планы","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[265.5,57,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"t":{"d":{"k":[{"s":{"sz":[531,126],"ps":[-265.5,-57],"s":52.0889587402344,"f":"TinkoffSans-Bold","t":"Оформите Тинькофф Джуниор","ca":0,"j":0,"tr":0,"lh":57.2978553771973,"ls":0,"fc":[0.2,0.2,0.2]},"t":0}]},"p":{},"m":{"g":1,"a":{"a":0,"k":[0,0],"ix":2}},"a":[]},"ip":0,"op":200,"st":0,"ct":1,"bm":0}]},{"id":"comp_2","nm":"age 13","fr":25,"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"0+","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[16.391,13.476,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-3.689],[-2.009,0],[0,3.705],[1.978,0]],"o":[[0,3.61],[2.072,0],[0,-3.579],[-2.072,0]],"v":[[-8.228,0.039],[-4.445,5.314],[-0.693,-0.086],[-4.429,-5.314]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,-2.276],[0.973,0],[0,2.26],[-0.973,0]],"o":[[0,2.213],[-0.973,0],[0,-2.213],[1.005,0]],"v":[[-2.875,0.055],[-4.476,3.587],[-6.062,-0.024],[-4.476,-3.587]],"c":true},"ix":2},"nm":"Path 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[5.355,0.259],[5.355,-2.786],[3.66,-2.786],[3.66,0.259],[0.803,0.259],[0.803,1.829],[3.66,1.829],[3.66,4.874],[5.355,4.874],[5.355,1.829],[8.228,1.829],[8.228,0.259]],"c":true},"ix":2},"nm":"Path 3","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"mm","mm":1,"nm":"Merge Paths 1","mn":"ADBE Vector Filter - Merge","hd":false},{"ty":"fl","c":{"a":0,"k":[0,0,0,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"0+","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"Rectangle 1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[16.326,13.5,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,-3.815],[0,0],[-3.815,0],[0,0],[0,3.815],[0,0],[3.815,0]],"o":[[-3.815,0],[0,0],[0,3.815],[0,0],[3.815,0],[0,0],[0,-3.815],[0,0]],"v":[[-9.419,-13.5],[-16.326,-6.593],[-16.326,6.593],[-9.419,13.5],[9.419,13.5],[16.326,6.593],[16.326,-6.593],[9.419,-13.5]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,0.909803926945,0.447058826685,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Rectangle 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":3,"ty":4,"nm":"age","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[16.326,13.5,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[32.651,27],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":0,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"age","np":1,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0}]},{"id":"comp_3","nm":"texts 12","fr":25,"layers":[{"ddd":0,"ind":1,"ty":0,"nm":"tinkoff / horizontal 12","refId":"comp_4","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[75.704,8.443,0],"ix":2,"l":2},"a":{"a":0,"k":[75.5,7.5,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"w":151,"h":15,"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"texts","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[75.5,8.035,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[151,16.071],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":0,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"texts","np":1,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0}]},{"id":"comp_4","nm":"tinkoff / horizontal 12","fr":25,"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"text1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[75.296,7.627,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-64.949,-3.144],[-64.949,7.016],[-69.309,7.016],[-69.309,-3.144],[-75.296,-3.144],[-75.296,-6.841],[-58.962,-6.841],[-58.962,-3.144]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-53.003,-6.841],[-53.003,1.223],[-45.737,-6.841],[-42.016,-6.841],[-42.016,7.016],[-46.231,7.016],[-46.231,-1.048],[-53.497,7.016],[-57.217,7.016],[-57.217,-6.841]],"c":true},"ix":2},"nm":"Path 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-27.838,7.016],[-27.838,1.863],[-34.61,1.863],[-34.61,7.016],[-38.825,7.016],[-38.825,-6.841],[-34.61,-6.841],[-34.61,-1.776],[-27.838,-1.776],[-27.838,-6.841],[-23.624,-6.841],[-23.624,7.016]],"c":true},"ix":2},"nm":"Path 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[2.18,-0.611],[0.959,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.93,-0.349],[0,-2.3]],"o":[[-0.814,0.233],[0,0],[0,0],[0,0],[0,0],[0,0],[1.046,0],[1.947,0.728],[0,2.416]],"v":[[-9.243,6.696],[-11.887,7.016],[-20.432,7.016],[-20.432,-6.841],[-16.218,-6.841],[-16.218,-3.115],[-11.887,-3.115],[-8.807,-2.737],[-5.639,1.892]],"c":true},"ix":2},"nm":"Path 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[0.698,0.233],[0.581,0],[0,0],[0,0],[0,0],[-0.465,0.204],[0,0.728]],"o":[[-0.494,-0.175],[0,0],[0,0],[0,0],[0.727,0],[0.668,-0.291],[0,-0.699]],"v":[[-10.986,0.32],[-12.614,0.146],[-16.218,0.146],[-16.218,3.668],[-12.614,3.668],[-10.957,3.464],[-9.882,1.834]],"c":true},"ix":2},"nm":"Path 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[6.946,7.016],[1.918,1.776],[0.755,1.776],[0.755,7.016],[-3.459,7.016],[-3.459,-6.841],[0.755,-6.841],[0.755,-1.63],[1.918,-1.63],[7.004,-6.841],[12.294,-6.841],[5.551,-0.204],[12.555,7.016]],"c":true},"ix":2},"nm":"Path 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[0,4.134],[-5.668,0],[0,-4.134],[5.639,0]],"o":[[0,-4.134],[5.639,0],[0,4.134],[-5.668,0]],"v":[[12.159,0.116],[21.227,-7.22],[30.266,0.116],[21.227,7.453]],"c":true},"ix":2},"nm":"Path 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"ks":{"a":0,"k":{"i":[[0,-2.271],[-2.819,0],[0,2.271],[2.79,0]],"o":[[0,2.271],[2.79,0],[0,-2.271],[-2.819,0]],"v":[[16.606,0.116],[21.227,4.076],[25.848,0.116],[21.227,-3.814]],"c":true},"ix":2},"nm":"Path 8","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,-3.959],[5.319,-0.116],[0,0],[0,0],[0,0],[0,3.959],[-5.29,0.116]],"o":[[0,0],[0,0],[5.319,0.116],[0,3.959],[0,0],[0,0],[0,0],[-5.29,-0.116],[0,-3.959],[0,0]],"v":[[40.087,-7.628],[44.301,-7.628],[44.301,-6.23],[52.788,0.087],[44.301,6.23],[44.301,7.628],[40.087,7.628],[40.087,6.23],[31.629,0.087],[40.087,-6.23]],"c":true},"ix":2},"nm":"Path 9","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[0,-1.863],[-2.906,-0.116],[0,0]],"o":[[0,1.863],[0,0],[-2.906,0.116]],"v":[[35.902,0.087],[40.087,3.261],[40.087,-3.231]],"c":true},"ix":2},"nm":"Path 10","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[[0,1.863],[2.936,0.116],[0,0]],"o":[[0,-1.863],[0,0],[2.936,-0.116]],"v":[[48.487,0.087],[44.301,-3.231],[44.301,3.261]],"c":true},"ix":2},"nm":"Path 11","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,-3.959],[5.319,-0.116],[0,0],[0,0],[0,0],[0,3.959],[-5.29,0.116]],"o":[[0,0],[0,0],[5.319,0.116],[0,3.959],[0,0],[0,0],[0,0],[-5.29,-0.116],[0,-3.959],[0,0]],"v":[[62.595,-7.628],[66.809,-7.628],[66.809,-6.23],[75.296,0.087],[66.809,6.23],[66.809,7.628],[62.595,7.628],[62.595,6.23],[54.137,0.087],[62.595,-6.23]],"c":true},"ix":2},"nm":"Path 12","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[0,-1.863],[-2.906,-0.116],[0,0]],"o":[[0,1.863],[0,0],[-2.906,0.116]],"v":[[58.41,0.087],[62.595,3.261],[62.595,-3.231]],"c":true},"ix":2},"nm":"Path 13","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[0,1.863],[2.936,0.116],[0,0]],"o":[[0,-1.863],[0,0],[2.936,-0.116]],"v":[[70.995,0.087],[66.809,-3.231],[66.809,3.261]],"c":true},"ix":2},"nm":"Path 14","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"mm","mm":1,"nm":"Merge Paths 1","mn":"ADBE Vector Filter - Merge","hd":false},{"ty":"fl","c":{"a":0,"k":[0.2,0.2,0.2,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"text1","np":16,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"tinkoff / horizontal","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[75.296,7.627,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[150.592,15.255],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":0,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"tinkoff / horizontal","np":1,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0}]},{"id":"comp_5","nm":"dis_13","fr":25,"layers":[{"ddd":0,"ind":1,"ty":5,"nm":"Срок акции с 01.09.2023 по 31.10.2023. Подробнее на tinkoff.ru. АО «Тинькофф Банк», лицензия №2673. Реклама.","cl":"09 2023 10 2023 ru ","sr":1,"ks":{"o":{"a":0,"k":80,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[248.5,7,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"t":{"d":{"k":[{"s":{"sz":[497,29],"ps":[-248.5,-7],"s":13.9159698486328,"f":"MyriadPro-Cond","t":"Подробнее на tinkoff.ru. Рекламодатель: AO «Тинькофф Банк», ИНН 7710140679, лицензия №2673. Реклама.","ca":0,"j":0,"tr":0,"lh":13.9159698486328,"ls":0,"fc":[0.2,0.2,0.2]},"t":0}]},"p":{},"m":{"g":1,"a":{"a":0,"k":[0,0],"ix":2}},"a":[]},"ip":0,"op":200,"st":0,"ct":1,"bm":0}]},{"id":"comp_6","nm":"BG","fr":25,"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"Shape Layer 1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[120,200,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[240,400],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":0,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"st","c":{"a":0,"k":[1,1,1,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":0,"ix":5},"lc":1,"lj":1,"ml":4,"bm":0,"nm":"Stroke 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"fl","c":{"a":0,"k":[1,0.874509803922,0.419607843137,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Rectangle 1","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":225,"st":0,"ct":1,"bm":0}]}],"fonts":{"list":[{"fName":"MyriadPro-Cond","fFamily":"Myriad Pro","fStyle":"Condensed","ascent":69.1986083984375},{"fName":"TinkoffSans-Bold","fFamily":"Tinkoff Sans","fStyle":"Bold","ascent":68.9987182617188}]},"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"line","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[485,125,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[970,250],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":0,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"st","c":{"a":0,"k":[0,0,0,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":4,"bm":0,"nm":"Stroke 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"line","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":2,"ty":3,"nm":"Null 1","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.3],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":15,"s":[100]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.9],"y":[0]},"t":75,"s":[100]},{"t":95,"s":[0]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.3,"y":1},"o":{"x":0.333,"y":0},"t":0,"s":[125.4,243.604,0],"to":[0,1.913,0],"ti":[0,-1.913,0]},{"i":{"x":0.667,"y":0.667},"o":{"x":0.333,"y":0.333},"t":15,"s":[125.4,255.084,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.9,"y":0},"t":75,"s":[125.4,255.084,0],"to":[0,1.913,0],"ti":[0,-1.913,0]},{"t":95,"s":[125.4,266.564,0]}],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[82,82,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":96,"st":0,"bm":0},{"ddd":0,"ind":3,"ty":0,"nm":"txt1_14","parent":2,"refId":"comp_0","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.3],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":15,"s":[100]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.9],"y":[0]},"t":75,"s":[100]},{"t":95,"s":[0]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[194.634,-137.298,0],"ix":2,"l":2},"a":{"a":0,"k":[263,74.5,0],"ix":1,"l":2},"s":{"a":0,"k":[121.951,121.951,100],"ix":6,"l":2}},"ao":0,"w":526,"h":149,"ip":0,"op":96,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":4,"ty":3,"nm":"Null 1","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.3],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":94,"s":[0]},{"t":109,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.3,"y":1},"o":{"x":0.333,"y":0},"t":94,"s":[125.4,243.604,0],"to":[0,1.913,0],"ti":[0,-1.913,0]},{"t":109,"s":[125.4,255.084,0]}],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[82,82,100],"ix":6,"l":2}},"ao":0,"ip":94,"op":200,"st":94,"bm":0},{"ddd":0,"ind":5,"ty":0,"nm":"txt1_13","parent":4,"refId":"comp_1","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.3],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":94,"s":[0]},{"t":109,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[196.463,-142.786,0],"ix":2,"l":2},"a":{"a":0,"k":[265.5,62,0],"ix":1,"l":2},"s":{"a":0,"k":[121.951,121.951,100],"ix":6,"l":2}},"ao":0,"w":531,"h":124,"ip":94,"op":200,"st":94,"ct":1,"bm":0},{"ddd":0,"ind":6,"ty":0,"nm":"age 13","refId":"comp_2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[930.442,213.5,0],"ix":2,"l":2},"a":{"a":0,"k":[16.5,13.5,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"w":33,"h":27,"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":7,"ty":0,"nm":"texts 12","refId":"comp_3","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[97.5,35.035,0],"ix":2,"l":2},"a":{"a":0,"k":[75.5,8,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"w":151,"h":16,"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":8,"ty":0,"nm":"dis_13","refId":"comp_5","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[271.5,233,0],"ix":2,"l":2},"a":{"a":0,"k":[248.5,17,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"w":497,"h":34,"ip":0,"op":200,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":9,"ty":3,"nm":"All","sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[853,146,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[67.222,67.222,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":275,"st":0,"bm":0},{"ddd":0,"ind":10,"ty":3,"nm":"Null 5","parent":9,"sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":-13,"ix":10},"p":{"a":0,"k":[-301.533,53.31,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[101.526,101.526,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":275,"st":0,"bm":0},{"ddd":0,"ind":11,"ty":2,"nm":"KHL.png","cl":"png","parent":10,"refId":"image_0","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":12,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.3,"y":1},"o":{"x":0.333,"y":0},"t":0,"s":[682.361,160.776,0],"to":[-113.48,-26.199,0],"ti":[113.48,26.199,0]},{"t":15,"s":[1.48,3.582,0]}],"ix":2,"l":2},"a":{"a":0,"k":[107.362,85.103,0],"ix":1,"l":2},"s":{"a":0,"k":[112.5,112.5,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":275,"st":0,"bm":0},{"ddd":0,"ind":12,"ty":3,"nm":"Null 7","parent":9,"sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":47,"ix":10},"p":{"a":0,"k":[-366.703,-123.368,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[72.017,72.017,100],"ix":6,"l":2}},"ao":0,"ip":2,"op":277,"st":2,"bm":0},{"ddd":0,"ind":13,"ty":2,"nm":"shaiba.png","cl":"png","parent":12,"refId":"image_1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":-45,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.3,"y":1},"o":{"x":0.333,"y":0},"t":2,"s":[603.024,-649.251,0],"to":[-100.594,107.874,0],"ti":[100.594,-107.874,0]},{"t":17,"s":[-0.542,-2.005,0]}],"ix":2,"l":2},"a":{"a":0,"k":[70.879,92.862,0],"ix":1,"l":2},"s":{"a":0,"k":[112.5,112.5,100],"ix":6,"l":2}},"ao":0,"ip":2,"op":277,"st":2,"bm":0},{"ddd":0,"ind":14,"ty":3,"nm":"Null 3","parent":9,"sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[-56.941,-4.293,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":275,"st":0,"bm":0},{"ddd":0,"ind":15,"ty":2,"nm":"card_02.png","cl":"png","parent":14,"refId":"image_2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.3,"y":1},"o":{"x":0.333,"y":0},"t":0,"s":[763.56,0.453,0],"to":[-120.621,0,0],"ti":[120.621,0,0]},{"t":20,"s":[39.833,0.453,0]}],"ix":2,"l":2},"a":{"a":0,"k":[361,245,0],"ix":1,"l":2},"s":{"a":0,"k":[80,80,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":275,"st":0,"bm":0},{"ddd":0,"ind":16,"ty":0,"nm":"BG","refId":"comp_6","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[485,125,0],"ix":2,"l":2},"a":{"a":0,"k":[120,200,0],"ix":1,"l":2},"s":{"a":0,"k":[408.333,64.5,100],"ix":6,"l":2}},"ao":0,"w":240,"h":400,"ip":0,"op":225,"st":0,"bm":0}],"markers":[],"props":{},"chars":[{"ch":"П","size":13.9159698486328,"style":"Condensed","w":45.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[6.042,-67.877],[6.042,0],[13.797,0],[13.797,-61.13],[32.327,-61.13],[32.327,0],[40.082,0],[40.082,-67.877]],"c":true},"ix":2},"nm":"П","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"П","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"о","size":13.9159698486328,"style":"Condensed","w":38.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[8.661,0],[0,-17.825],[-8.762,0],[0,18.832]],"o":[[-8.359,0],[0,17.12],[7.452,0],[0,-17.02]],"v":[[19.638,-49.548],[3.323,-24.271],[19.135,0.806],[35.349,-24.371]],"c":true},"ix":2},"nm":"о","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-6.949,0],[0,-7.452],[6.647,0],[0,8.057]],"o":[[6.848,0],[0,7.553],[-7.05,0],[0,-7.452]],"v":[[19.336,-43.304],[27.493,-24.371],[19.537,-5.338],[11.078,-24.371]],"c":true},"ix":2},"nm":"о","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"о","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"д","size":13.9159698486328,"style":"Condensed","w":42.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[1.511,-5.539],[2.014,-3.223],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,6.546],[-1.007,3.625],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[10.675,-48.743],[10.675,-34.442],[8.459,-16.415],[3.928,-6.042],[0.705,-5.942],[1.108,12.991],[7.05,12.991],[7.553,0],[32.73,0],[33.234,12.991],[39.075,12.991],[39.578,-5.942],[35.449,-6.042],[35.449,-48.743]],"c":true},"ix":2},"nm":"д","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.906,3.525],[0,6.747]],"o":[[0,0],[0,0],[0,0],[1.712,-3.021],[1.611,-5.942],[0,0]],"v":[[17.523,-42.499],[27.795,-42.499],[27.795,-6.143],[11.581,-6.143],[15.509,-16.013],[17.523,-35.349]],"c":true},"ix":2},"nm":"д","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"д","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"р","size":13.9159698486328,"style":"Condensed","w":39.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-4.532,0],[0,18.027],[8.459,0],[2.618,-5.237],[0,0],[0,0],[0,0],[0,-7.452]],"o":[[0,0],[0,0],[0,0],[1.309,2.719],[7.654,0],[0,-16.013],[-3.827,0],[0,0],[0,0],[0,0],[0.101,3.424],[0,0]],"v":[[5.338,19.336],[13.092,19.336],[13.092,-4.834],[13.293,-4.834],[21.753,0.806],[36.859,-24.472],[22.76,-49.548],[12.488,-42.499],[12.286,-42.499],[11.884,-48.743],[4.935,-48.743],[5.338,-33.536]],"c":true},"ix":2},"nm":"р","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-0.201,1.208],[-3.525,0],[0,-10.071],[6.445,0],[1.511,6.949],[0,1.511]],"o":[[0,-1.309],[0.504,-4.431],[6.143,0],[0,9.869],[-2.115,0],[-0.302,-1.108],[0,0]],"v":[[13.092,-30.313],[13.293,-34.039],[20.444,-42.902],[29.004,-24.371],[20.544,-5.64],[13.394,-13.898],[13.092,-17.926]],"c":true},"ix":2},"nm":"р","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"р","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"б","size":13.9159698486328,"style":"Condensed","w":38.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[3.323,-0.906],[3.021,-6.042],[0,-11.38],[-13.495,0],[0,17.02],[7.956,0],[1.611,-4.33],[0,0],[-1.813,3.928],[-5.338,1.208],[-2.014,0.806]],"o":[[-2.417,1.007],[-6.244,1.611],[-3.424,6.747],[0,12.589],[9.567,0],[0,-17.12],[-5.136,0],[0,0],[0.403,-4.129],[1.913,-4.129],[3.323,-0.906],[0,0]],"v":[[32.629,-70.496],[21.954,-67.877],[8.359,-56.699],[3.726,-28.802],[20.041,0.806],[35.751,-24.774],[21.552,-48.743],[10.474,-40.686],[10.272,-40.686],[13.293,-53.375],[23.364,-61.432],[32.227,-63.748]],"c":true},"ix":2},"nm":"б","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,-7.15],[6.949,0],[0,5.64],[-1.309,3.323],[-3.525,0]],"o":[[0,6.546],[-7.654,0],[0,-2.82],[1.108,-3.021],[6.949,0]],"v":[[27.997,-23.969],[19.94,-5.539],[11.279,-26.688],[12.891,-36.96],[19.739,-42.398]],"c":true},"ix":2},"nm":"б","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"б","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"н","size":13.9159698486328,"style":"Condensed","w":40.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[5.438,-48.743],[5.438,0],[13.193,0],[13.193,-21.451],[27.594,-21.451],[27.594,0],[35.349,0],[35.349,-48.743],[27.594,-48.743],[27.594,-28.098],[13.193,-28.098],[13.193,-48.743]],"c":true},"ix":2},"nm":"н","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"н","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"е","size":13.9159698486328,"style":"Condensed","w":36.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,1.813],[9.97,0],[0,-15.811],[-11.682,0],[-2.719,1.511],[0,0],[3.323,0],[0.101,14.905]],"o":[[0.101,-1.208],[0,-11.078],[-9.769,0],[0,14.905],[3.827,0],[0,0],[-1.913,1.108],[-5.64,0],[0,0]],"v":[[33.536,-23.666],[33.636,-27.997],[19.739,-49.548],[3.323,-23.868],[21.048,0.604],[31.723,-1.712],[30.515,-7.452],[22.458,-5.539],[10.876,-23.666]],"c":true},"ix":2},"nm":"е","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-5.035,0],[0.201,-9.769]],"o":[[0.302,-6.647],[3.726,0],[0,0]],"v":[[10.977,-29.407],[18.933,-43.506],[26.184,-29.407]],"c":true},"ix":2},"nm":"е","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"е","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":" ","size":13.9159698486328,"style":"Condensed","w":15.7,"data":{},"fFamily":"Myriad Pro"},{"ch":"а","size":13.9159698486328,"style":"Condensed","w":36.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,3.726],[0,0],[9.769,0],[2.014,-1.511],[0,0],[-3.021,0],[0,-6.546],[0,0],[0,-12.186],[-6.546,0],[-2.115,3.726],[0,0],[0,0]],"o":[[-0.504,-3.122],[0,0],[0,-10.977],[-4.834,0],[0,0],[2.316,-1.511],[6.143,0],[0,0],[-10.977,0.101],[0,8.359],[4.129,0],[0,0],[0,0],[0,0]],"v":[[31.723,0],[31.219,-11.078],[31.219,-32.126],[17.221,-49.548],[5.841,-46.326],[7.553,-40.887],[15.61,-43.405],[23.364,-32.327],[23.364,-30.817],[2.618,-13.092],[14.2,0.806],[23.868,-5.136],[24.17,-5.136],[24.673,0]],"c":true},"ix":2},"nm":"а","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0.201,-0.906],[3.424,0],[0,6.345],[-4.028,0]],"o":[[0,0.806],[-0.906,4.834],[-2.719,0],[0,-10.574],[0,0]],"v":[[23.566,-15.308],[23.364,-12.589],[16.113,-5.237],[10.172,-13.898],[23.566,-25.177]],"c":true},"ix":2},"nm":"а","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"а","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"t","size":13.9159698486328,"style":"Condensed","w":25.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.913,-2.216],[-3.021,0],[-1.41,0.504],[0,0],[1.208,0],[0,6.345],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,6.747],[1.913,2.115],[2.518,0],[0,0],[-0.906,0.201],[-2.82,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[7.15,-59.418],[7.15,-48.743],[1.208,-48.743],[1.208,-42.801],[7.15,-42.801],[7.15,-14.603],[10.071,-2.316],[17.725,0.604],[23.465,-0.201],[23.163,-6.143],[20.041,-5.841],[14.905,-13.898],[14.905,-42.801],[24.271,-42.801],[24.271,-48.743],[14.905,-48.743],[14.905,-61.633]],"c":true},"ix":2},"nm":"t","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"t","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"i","size":13.9159698486328,"style":"Condensed","w":18.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[13.193,0],[13.193,-48.743],[5.438,-48.743],[5.438,0]],"c":true},"ix":2},"nm":"i","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[2.82,0],[0,-3.021],[-2.518,0],[0.101,3.021]],"o":[[-2.518,0],[0,3.021],[2.921,0],[0,-3.021]],"v":[[9.164,-66.367],[4.633,-61.331],[9.064,-56.296],[13.797,-61.331]],"c":true},"ix":2},"nm":"i","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"i","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"n","size":13.9159698486328,"style":"Condensed","w":40.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.201,1.208],[-3.223,0],[0,-5.74],[0,0],[0,0],[0,0],[6.747,0],[2.115,-3.928],[0,0],[0,0],[0,0],[0,-5.74]],"o":[[0,0],[0,0],[0,-1.611],[1.007,-5.237],[5.64,0],[0,0],[0,0],[0,0],[0,-11.783],[-5.136,0],[0,0],[0,0],[0,0],[0.101,3.928],[0,0]],"v":[[5.438,0],[13.193,0],[13.193,-30.716],[13.495,-35.046],[20.847,-43.002],[27.594,-31.421],[27.594,0],[35.349,0],[35.349,-32.73],[23.566,-49.548],[12.387,-42.902],[12.186,-42.902],[11.783,-48.743],[5.035,-48.743],[5.438,-36.154]],"c":true},"ix":2},"nm":"n","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"n","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"k","size":13.9159698486328,"style":"Condensed","w":35.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.906,-1.913],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.906,1.611],[0,0],[0,0]],"v":[[13.092,-69.69],[5.338,-69.69],[5.338,0],[13.092,0],[13.092,-18.43],[15.811,-22.961],[26.385,0],[35.046,0],[21.048,-28.198],[33.939,-48.743],[25.58,-48.743],[15.912,-31.522],[13.293,-26.083],[13.092,-26.083]],"c":true},"ix":2},"nm":"k","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"k","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"o","size":13.9159698486328,"style":"Condensed","w":38.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[8.661,0],[0,-17.825],[-8.762,0],[0,18.832]],"o":[[-8.359,0],[0,17.12],[7.452,0],[0,-17.02]],"v":[[19.638,-49.548],[3.323,-24.271],[19.135,0.806],[35.349,-24.371]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-6.949,0],[0,-7.452],[6.647,0],[0,8.057]],"o":[[6.848,0],[0,7.553],[-7.05,0],[0,-7.452]],"v":[[19.336,-43.304],[27.493,-24.371],[19.537,-5.338],[11.078,-24.371]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"o","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"f","size":13.9159698486328,"style":"Condensed","w":22.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-5.539,0],[-0.906,-0.403],[0,0],[2.618,0],[2.82,-3.122],[0,-5.237],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,-6.345],[2.014,0],[0,0],[-1.41,-0.705],[-3.021,0],[-3.525,4.028],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[14.804,0],[14.804,-42.801],[23.666,-42.801],[23.666,-48.743],[14.804,-48.743],[14.804,-51.764],[21.652,-64.05],[25.882,-63.245],[27.191,-69.287],[21.149,-70.496],[11.38,-66.367],[7.05,-51.663],[7.05,-48.743],[0.906,-48.743],[0.906,-42.801],[7.05,-42.801],[7.05,0]],"c":true},"ix":2},"nm":"f","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"f","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":".","size":13.9159698486328,"style":"Condensed","w":19.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-2.921,0],[0,3.525],[3.122,0],[0,-3.424]],"o":[[3.223,0],[0,-3.525],[-2.82,0],[0,3.525]],"v":[[10.071,0.806],[15.207,-5.035],[10.071,-10.876],[4.935,-5.035]],"c":true},"ix":2},"nm":".","mn":"ADBE Vector Shape - Group","hd":false}],"nm":".","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"r","size":13.9159698486328,"style":"Condensed","w":24.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.201,1.309],[-4.935,0],[-0.504,-0.101],[0,0],[0.604,0],[1.611,-4.633],[0,0],[0,0],[0,0],[0,-4.129]],"o":[[0,0],[0,0],[0,-1.611],[0.806,-5.64],[0.604,0],[0,0],[-0.504,0],[-4.532,0],[0,0],[0,0],[0,0],[0.101,3.625],[0,0]],"v":[[5.338,0],[13.092,0],[13.092,-26.99],[13.394,-31.421],[22.76,-41.592],[24.371,-41.492],[24.371,-49.448],[22.76,-49.548],[12.488,-41.089],[12.286,-41.089],[11.884,-48.743],[4.935,-48.743],[5.338,-36.154]],"c":true},"ix":2},"nm":"r","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"r","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"u","size":13.9159698486328,"style":"Condensed","w":39.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0.302,-1.309],[4.532,0],[0,7.654],[0,0],[0,0],[0,0],[-8.56,0],[-1.511,2.417],[0,0],[0,0],[0,0],[0,5.438]],"o":[[0,0],[0,0],[0,1.611],[-0.403,2.216],[-5.338,0],[0,0],[0,0],[0,0],[0,12.085],[5.237,0],[0,0],[0,0],[0,0],[-0.101,-3.625],[0,0]],"v":[[34.644,-48.743],[26.889,-48.743],[26.889,-16.617],[26.486,-12.186],[19.537,-5.74],[12.991,-19.034],[12.991,-48.743],[5.237,-48.743],[5.237,-17.926],[17.12,0.806],[27.594,-5.136],[27.795,-5.136],[28.299,0],[35.046,0],[34.644,-13.293]],"c":true},"ix":2},"nm":"u","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"u","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"Р","size":13.9159698486328,"style":"Condensed","w":39.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-1.309,0],[-3.726,5.035],[0,6.244],[3.323,3.223],[6.244,0],[3.122,-0.806]],"o":[[0,0],[0,0],[1.108,0.101],[6.042,0],[2.618,-3.424],[0,-5.841],[-3.525,-3.525],[-4.431,0],[0,0]],"v":[[6.042,0],[13.797,0],[13.797,-27.795],[17.221,-27.695],[33.234,-35.248],[37.363,-49.146],[32.327,-63.144],[17.322,-68.179],[6.042,-66.87]],"c":true},"ix":2},"nm":"Р","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-1.813,0],[0,-6.949],[7.654,0],[0.906,0.201]],"o":[[1.007,-0.302],[8.56,0],[0,9.567],[-1.309,0],[0,0]],"v":[[13.797,-61.331],[18.127,-61.835],[29.608,-48.642],[16.818,-34.039],[13.797,-34.341]],"c":true},"ix":2},"nm":"Р","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Р","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"к","size":13.9159698486328,"style":"Condensed","w":36.7,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[-1.913,-6.647],[-1.309,-3.021],[0,0],[1.108,4.129],[6.647,1.108],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[6.345,0],[1.108,4.33],[0,0],[-1.611,-3.726],[-1.813,-6.747],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[5.438,-48.743],[5.438,0],[12.991,0],[12.991,-21.954],[13.797,-21.954],[24.774,-11.38],[28.299,0],[36.154,0],[32.126,-12.991],[20.343,-26.788],[35.55,-48.743],[26.889,-48.743],[14.099,-27.594],[12.991,-27.594],[12.991,-48.743]],"c":true},"ix":2},"nm":"к","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"к","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"л","size":13.9159698486328,"style":"Condensed","w":38.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[2.82,-2.82],[1.913,-0.403],[0,0],[-1.511,0.806],[0,13.797],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,8.963],[-1.007,1.108],[0,0],[1.813,0],[7.251,-3.424],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[7.352,-48.743],[7.352,-26.385],[4.129,-7.755],[0,-5.438],[1.41,0.705],[6.546,-0.504],[14.804,-26.889],[14.804,-42.297],[25.479,-42.297],[25.479,0],[33.234,0],[33.234,-48.743]],"c":true},"ix":2},"nm":"л","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"л","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"м","size":13.9159698486328,"style":"Condensed","w":53.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.101,7.755],[0,0],[-2.014,-6.747],[0,0],[0,0],[0,0],[-1.108,5.035],[0,0],[-0.302,-6.445],[0,0],[0,0],[0,0],[0,0],[0,0],[1.511,-6.244],[0,0],[1.712,5.64],[0,0],[0,0]],"o":[[0,0],[0,0],[0.403,-6.848],[0,0],[1.309,5.942],[0,0],[0,0],[0,0],[2.014,-7.15],[0,0],[0.201,9.265],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.712,5.74],[0,0],[-1.511,-5.942],[0,0],[0,0],[0,0]],"v":[[3.827,0],[10.977,0],[11.783,-20.544],[12.488,-41.492],[12.689,-41.492],[17.725,-21.954],[24.069,-0.302],[29.709,-0.302],[36.255,-22.659],[41.089,-41.391],[41.391,-41.391],[42.096,-20.947],[43.002,0],[50.354,0],[47.031,-48.743],[37.665,-48.743],[31.522,-27.292],[27.393,-11.783],[27.191,-11.783],[22.76,-27.292],[16.415,-48.743],[7.251,-48.743]],"c":true},"ix":2},"nm":"м","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"м","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"т","size":13.9159698486328,"style":"Condensed","w":33.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[1.007,-48.743],[1.007,-42.197],[12.085,-42.197],[12.085,0],[19.839,0],[19.839,-42.197],[30.917,-42.197],[30.917,-48.743]],"c":true},"ix":2},"nm":"т","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"т","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"ь","size":13.9159698486328,"style":"Condensed","w":38.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-3.323,0],[-4.129,3.323],[0,5.237],[9.97,0],[1.511,-0.201],[0,0]],"o":[[0,0],[3.122,0.504],[5.841,0],[3.223,-2.618],[0,-10.876],[-1.309,0],[0,0],[0,0]],"v":[[5.438,-48.743],[5.438,-0.302],[15.408,0.504],[31.018,-4.23],[36.356,-16.113],[17.725,-31.824],[13.092,-31.522],[13.092,-48.743]],"c":true},"ix":2},"nm":"ь","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-1.309,0],[0,-7.15],[6.445,0],[1.208,0.101]],"o":[[1.007,-0.101],[6.445,0],[0,7.05],[-1.208,0],[0,0]],"v":[[13.092,-25.58],[16.315,-25.781],[28.4,-15.811],[16.516,-5.539],[13.092,-5.74]],"c":true},"ix":2},"nm":"ь","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"ь","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":":","size":13.9159698486328,"style":"Condensed","w":19.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-2.921,0],[0,3.323],[3.122,0],[0,-3.323]],"o":[[3.223,0],[0,-3.424],[-2.82,0],[0,3.323]],"v":[[10.071,-36.154],[15.106,-41.794],[10.071,-47.534],[5.035,-41.794]],"c":true},"ix":2},"nm":":","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-2.921,0],[0,3.323],[3.122,0],[0,-3.323]],"o":[[3.223,0],[0,-3.424],[-2.82,0],[0,3.323]],"v":[[10.071,0.806],[15.106,-4.834],[10.071,-10.574],[5.035,-4.834]],"c":true},"ix":2},"nm":":","mn":"ADBE Vector Shape - Group","hd":false}],"nm":":","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"A","size":13.9159698486328,"style":"Condensed","w":43.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[29.205,-20.343],[33.737,0],[41.391,0],[26.285,-67.877],[17.725,-67.877],[2.216,0],[9.668,0],[14.2,-20.343]],"c":true},"ix":2},"nm":"A","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.806,5.136],[0,0],[-1.007,-4.834],[0,0]],"o":[[0,0],[0.906,-4.532],[0,0],[0.806,5.035],[0,0],[0,0]],"v":[[15.308,-26.587],[18.832,-43.808],[21.552,-59.317],[21.954,-59.317],[24.673,-43.808],[28.198,-26.587]],"c":true},"ix":2},"nm":"A","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"A","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"O","size":13.9159698486328,"style":"Condensed","w":44.6,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[11.581,0],[0,-22.458],[-11.279,0],[0,25.479]],"o":[[-11.884,0],[0,22.861],[10.876,0],[0,-21.652]],"v":[[23.163,-68.683],[3.223,-34.039],[22.055,0.806],[41.693,-34.442]],"c":true},"ix":2},"nm":"O","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-8.459,0],[0,-12.689],[8.762,0],[0,13.998]],"o":[[8.862,0],[0,13.293],[-8.56,0],[0,-13.797]],"v":[[22.458,-61.835],[33.636,-34.14],[22.559,-6.042],[11.279,-33.939]],"c":true},"ix":2},"nm":"O","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"O","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"«","size":13.9159698486328,"style":"Condensed","w":35.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[19.135,-42.902],[12.891,-42.902],[2.518,-25.378],[12.79,-7.855],[19.135,-7.855],[8.661,-25.378]],"c":true},"ix":2},"nm":"«","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[33.536,-42.902],[27.292,-42.902],[16.818,-25.378],[27.191,-7.855],[33.536,-7.855],[23.062,-25.378]],"c":true},"ix":2},"nm":"«","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"«","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"Т","size":13.9159698486328,"style":"Condensed","w":38,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[13.998,0],[21.753,0],[21.753,-60.928],[34.14,-60.928],[34.14,-67.877],[1.611,-67.877],[1.611,-60.928],[13.998,-60.928]],"c":true},"ix":2},"nm":"Т","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Т","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"и","size":13.9159698486328,"style":"Condensed","w":40.6,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-1.611,4.028],[-1.813,6.042],[0,0],[0,-10.574],[0,0],[0,0],[0,0],[0,0],[0,0],[2.216,-6.445],[0,0],[0,8.459],[0,0]],"o":[[0,0],[0,0],[3.625,-7.855],[2.115,-5.338],[0,0],[-0.504,7.452],[0,0],[0,0],[0,0],[0,0],[0,0],[-2.115,5.539],[0,0],[0.504,-7.654],[0,0],[0,0]],"v":[[5.438,-48.743],[5.438,0],[13.394,0],[23.062,-22.961],[28.903,-39.78],[29.105,-39.78],[28.4,-16.013],[28.4,0],[35.55,0],[35.55,-48.743],[27.393,-48.743],[19.235,-27.594],[12.085,-8.661],[11.884,-8.661],[12.488,-32.025],[12.488,-48.743]],"c":true},"ix":2},"nm":"и","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"и","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"ф","size":13.9159698486328,"style":"Condensed","w":47.7,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-15.61],[-10.474,-1.108],[0,0],[0,0],[0,0],[0,15.71],[10.272,1.309],[0,0]],"o":[[0,0],[-10.474,1.41],[0,15.912],[0,0],[0,0],[0,0],[10.675,-1.208],[0,-15.912],[0,0],[0,0]],"v":[[20.544,-69.69],[20.544,-49.347],[3.323,-24.271],[20.544,0.705],[20.544,19.336],[27.493,19.336],[27.493,0.705],[44.815,-24.271],[27.493,-49.448],[27.493,-69.69]],"c":true},"ix":2},"nm":"ф","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,8.157],[-7.855,1.913]],"o":[[-7.855,-1.913],[0,-8.057],[0,0]],"v":[[20.544,-4.633],[10.574,-24.371],[20.544,-44.11]],"c":true},"ix":2},"nm":"ф","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0,0],[0,-8.057],[7.855,-1.913]],"o":[[7.956,2.115],[0,8.459],[0,0]],"v":[[27.493,-44.11],[37.463,-24.371],[27.493,-4.633]],"c":true},"ix":2},"nm":"ф","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"ф","np":6,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"Б","size":13.9159698486328,"style":"Condensed","w":41.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-5.035,0],[-3.928,4.532],[0,6.143],[3.625,3.424],[5.942,0],[1.712,-0.302],[0,0],[0,0],[0,0]],"o":[[0,0],[2.115,0.403],[8.057,0],[3.122,-3.525],[0,-6.345],[-3.525,-3.424],[-1.712,0],[0,0],[0,0],[0,0],[0,0]],"v":[[6.042,-67.877],[6.042,-0.302],[16.214,0.403],[34.341,-6.445],[39.175,-21.048],[33.435,-35.852],[18.933,-41.19],[13.797,-40.787],[13.797,-61.13],[34.845,-61.13],[34.845,-67.877]],"c":true},"ix":2},"nm":"Б","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-1.208,0],[-2.316,-2.518],[0,-4.028],[2.014,-2.618],[4.633,0],[1.309,0.302]],"o":[[1.309,-0.201],[4.23,0],[2.316,2.518],[0,4.028],[-2.216,2.921],[-1.41,0],[0,0]],"v":[[13.797,-34.442],[17.624,-34.744],[27.594,-30.615],[31.219,-20.645],[28.098,-10.574],[17.725,-5.942],[13.797,-6.244]],"c":true},"ix":2},"nm":"Б","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Б","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"»","size":13.9159698486328,"style":"Condensed","w":35.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[12.589,-25.378],[2.115,-7.855],[8.56,-7.855],[18.732,-25.378],[8.359,-42.902],[2.115,-42.902]],"c":true},"ix":2},"nm":"»","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[26.99,-25.378],[16.516,-7.855],[22.861,-7.855],[33.133,-25.378],[22.76,-42.902],[16.516,-42.902]],"c":true},"ix":2},"nm":"»","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"»","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":",","size":13.9159698486328,"style":"Condensed","w":19.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[-2.216,8.157],[0,0],[2.115,-5.841]],"o":[[2.719,-4.532],[0,0],[-1.007,6.949],[0,0]],"v":[[7.05,11.984],[16.315,-11.783],[7.553,-10.776],[1.712,12.689]],"c":true},"ix":2},"nm":",","mn":"ADBE Vector Shape - Group","hd":false}],"nm":",","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"И","size":13.9159698486328,"style":"Condensed","w":46.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-2.417,8.459],[0,0],[0,-14.502],[0,0],[0,0],[0,0],[0,0],[0,0],[2.316,-7.352],[0,0],[0,11.783],[0,0]],"o":[[0,0],[0,0],[0,0],[2.618,-6.848],[0,0],[-0.604,9.064],[0,0],[0,0],[0,0],[0,0],[0,0],[-2.82,7.352],[0,0],[0.604,-10.675],[0,0],[0,0]],"v":[[6.042,-67.877],[6.042,0],[13.394,0],[26.083,-32.73],[34.241,-55.49],[34.442,-55.49],[33.636,-23.465],[33.636,0],[40.585,0],[40.585,-67.877],[33.334,-67.877],[21.149,-36.154],[12.387,-12.488],[12.186,-12.488],[13.092,-43.607],[13.092,-67.877]],"c":true},"ix":2},"nm":"И","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"И","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"Н","size":13.9159698486328,"style":"Condensed","w":46.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[6.042,-67.877],[6.042,0],[13.797,0],[13.797,-31.723],[32.831,-31.723],[32.831,0],[40.585,0],[40.585,-67.877],[32.831,-67.877],[32.831,-38.773],[13.797,-38.773],[13.797,-67.877]],"c":true},"ix":2},"nm":"Н","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Н","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"7","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[3.726,-65.46],[3.726,-58.612],[27.292,-58.612],[27.292,-58.411],[6.546,0],[14.099,0],[35.248,-60.828],[35.248,-65.46]],"c":true},"ix":2},"nm":"7","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"7","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"1","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[18.933,0],[26.587,0],[26.587,-65.46],[20.142,-65.46],[6.345,-57.404],[7.855,-51.361],[18.732,-57.605],[18.933,-57.605]],"c":true},"ix":2},"nm":"1","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"1","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"0","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[10.574,0],[0,-22.055],[-10.172,0],[0,23.868]],"o":[[-10.675,0],[0,21.35],[9.467,0],[0,-20.847]],"v":[[19.94,-66.266],[2.719,-32.629],[19.034,0.806],[36.053,-32.831]],"c":true},"ix":2},"nm":"0","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-6.244,0],[0,-15.308],[6.143,0],[0,15.811]],"o":[[6.244,0],[0,15.71],[-6.445,0],[0,-15.71]],"v":[[19.537,-59.619],[28.299,-32.73],[19.638,-5.841],[10.474,-32.73]],"c":true},"ix":2},"nm":"0","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"0","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"4","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[30.615,0],[30.615,-18.027],[37.766,-18.027],[37.766,-24.371],[30.615,-24.371],[30.615,-65.46],[23.062,-65.46],[1.813,-23.264],[1.813,-18.027],[23.566,-18.027],[23.566,0]],"c":true},"ix":2},"nm":"4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-2.216,5.237],[0,0],[0,-4.532],[0,0]],"o":[[0,0],[0,0],[1.913,-4.028],[0,0],[-0.302,4.33],[0,0],[0,0]],"v":[[9.164,-24.371],[9.164,-24.573],[18.228,-43.405],[23.767,-55.792],[24.17,-55.792],[23.566,-42.902],[23.566,-24.371]],"c":true},"ix":2},"nm":"4","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"4","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"6","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[2.115,-0.403],[3.928,-5.539],[0,-12.689],[-11.38,0],[0,12.387],[8.359,0],[2.518,-3.726],[0,0],[-10.876,2.618],[-1.309,0.101]],"o":[[-1.108,0.101],[-5.64,1.208],[-5.136,6.949],[0,15.005],[10.474,0],[0,-12.488],[-4.935,0],[0,0],[1.611,-10.071],[1.913,-0.403],[0,0]],"v":[[32.126,-66.266],[27.191,-65.662],[11.38,-55.289],[2.921,-25.781],[20.041,0.806],[36.154,-21.552],[22.055,-41.693],[10.977,-35.449],[10.675,-35.449],[27.493,-59.015],[32.126,-59.72]],"c":true},"ix":2},"nm":"6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[4.431,0],[0.101,13.394],[-0.302,0.705],[-3.223,0],[0,-9.869]],"o":[[-5.237,0],[0,-1.913],[1.913,-4.834],[5.338,0],[0,11.38]],"v":[[20.041,-5.237],[10.574,-24.774],[11.179,-28.702],[19.638,-35.751],[28.4,-20.947]],"c":true},"ix":2},"nm":"6","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"6","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"9","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[-2.115,0.403],[-3.827,5.237],[0,12.891],[11.179,0],[0,-11.984],[-8.157,0],[-2.417,3.122],[0,0],[3.625,-4.028],[3.323,-0.806],[1.712,0]],"o":[[1.611,0],[5.74,-1.309],[5.438,-7.251],[0,-14.502],[-10.071,0],[0,11.884],[4.733,0],[0,0],[-1.108,8.661],[-2.417,2.518],[-1.712,0.403],[0,0]],"v":[[6.747,0.806],[12.186,0.302],[27.292,-9.668],[35.953,-39.981],[19.537,-66.266],[3.021,-44.11],[17.322,-24.673],[27.896,-30.212],[28.198,-30.212],[20.544,-11.581],[11.581,-6.445],[6.747,-5.841]],"c":true},"ix":2},"nm":"9","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-3.928,0],[0,-13.696],[0.403,-1.108],[3.223,0],[0,9.668]],"o":[[5.136,0],[0,2.216],[-1.611,3.625],[-5.237,0],[0,-11.179]],"v":[[19.135,-60.223],[28.198,-40.585],[27.594,-36.356],[19.537,-30.515],[10.675,-44.815]],"c":true},"ix":2},"nm":"9","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"9","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"ц","size":13.9159698486328,"style":"Condensed","w":41.1,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[5.438,-48.743],[5.438,0],[32.126,0],[32.629,12.991],[38.47,12.991],[38.974,-5.942],[34.845,-6.042],[34.845,-48.743],[27.09,-48.743],[27.09,-6.445],[13.193,-6.445],[13.193,-48.743]],"c":true},"ix":2},"nm":"ц","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"ц","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"з","size":13.9159698486328,"style":"Condensed","w":33.7,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-6.647],[6.546,0],[2.316,1.208],[0,0],[-4.028,0],[0,9.769],[6.747,1.007],[0,0],[0,5.942],[7.956,0],[3.223,-2.216],[0,0],[-3.021,0],[0,-4.834],[4.733,0],[0,0]],"o":[[0,0],[5.539,0],[0,4.532],[-3.323,0],[0,0],[3.223,1.712],[8.963,0],[0,-6.949],[0,0],[5.64,-1.511],[0,-7.654],[-4.33,0],[0,0],[2.417,-1.41],[4.532,0],[0,5.338],[0,0],[0,0]],"v":[[8.459,-22.458],[11.38,-22.458],[22.861,-13.495],[12.186,-5.035],[3.122,-7.452],[1.309,-1.913],[12.79,0.806],[30.716,-13.495],[18.933,-25.781],[18.933,-25.882],[28.903,-37.363],[15.207,-49.548],[3.122,-46.124],[4.733,-41.19],[13.293,-43.707],[21.149,-36.456],[11.179,-28.098],[8.459,-28.098]],"c":true},"ix":2},"nm":"з","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"з","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"я","size":13.9159698486328,"style":"Condensed","w":37.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[3.928,0],[2.82,-2.316],[0,-4.633],[-5.64,-1.208],[0,0],[1.309,-1.41],[1.309,-4.733],[0.906,-1.511],[0,0],[-0.302,1.41],[-3.323,2.921],[-3.525,0],[0,0],[0,0],[0,0]],"o":[[-2.719,-0.604],[-5.237,0],[-3.223,2.417],[0,7.05],[0,0],[-2.518,0.403],[-3.424,3.726],[-0.604,2.115],[0,0],[0.504,-1.007],[1.712,-5.942],[1.309,-1.41],[0,0],[0,0],[0,0],[0,0]],"v":[[32.73,-48.441],[22.357,-49.347],[8.963,-45.721],[3.928,-35.55],[14.703,-23.566],[14.703,-23.364],[8.762,-20.142],[3.122,-5.035],[0.906,0],[9.064,0],[10.373,-3.625],[15.912,-18.53],[22.961,-20.847],[25.278,-20.847],[25.278,0],[32.73,0]],"c":true},"ix":2},"nm":"я","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[1.007,0],[0,5.942],[-5.438,0],[-1.108,-0.302]],"o":[[-0.504,0],[-5.237,0],[0,-6.143],[1.108,0],[0,0]],"v":[[25.278,-26.083],[22.256,-26.083],[11.682,-35.349],[21.954,-44.009],[25.278,-43.607]],"c":true},"ix":2},"nm":"я","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"я","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"№","size":13.9159698486328,"style":"Condensed","w":70.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[7.452,0],[0,-10.977],[-6.949,0],[0,12.085]],"o":[[-6.647,0],[0,10.876],[6.042,0],[0,-10.574]],"v":[[56.296,-64.05],[43.909,-47.836],[55.994,-31.622],[67.978,-47.937]],"c":true},"ix":2},"nm":"№","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-4.532,0],[0,-5.035],[4.935,0],[0,5.338]],"o":[[4.834,0],[0,4.935],[-4.33,0],[0,-4.733]],"v":[[55.994,-59.518],[61.935,-47.836],[55.994,-36.255],[50.052,-47.836]],"c":true},"ix":2},"nm":"№","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[66.367,-22.256],[66.367,-26.99],[45.52,-26.99],[45.52,-22.256]],"c":true},"ix":2},"nm":"№","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0.504,8.963],[0,0],[-2.618,-6.747],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.504,-10.675],[0,0],[2.82,7.15],[0,0],[0,0],[0,0]],"o":[[0,0],[0,-14.301],[0,0],[2.417,8.459],[0,0],[0,0],[0,0],[0,0],[0,0],[0,11.581],[0,0],[-2.316,-7.352],[0,0],[0,0],[0,0],[0,0]],"v":[[12.891,0],[12.891,-23.364],[12.186,-53.476],[12.387,-53.476],[20.142,-30.716],[32.025,0],[39.276,0],[39.276,-65.46],[32.529,-65.46],[32.529,-41.19],[33.334,-12.085],[33.234,-12.085],[24.673,-35.55],[13.293,-65.46],[6.042,-65.46],[6.042,0]],"c":true},"ix":2},"nm":"№","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"№","np":7,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"2","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,12.286],[10.876,0],[2.316,-1.913],[0,0],[-4.733,0],[0,-7.251],[7.755,-10.776],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[8.057,-11.078],[0,-9.869],[-5.942,0],[0,0],[1.712,-1.108],[6.143,0],[0,12.286],[0,0],[0,0],[0,0]],"v":[[34.744,0],[34.744,-6.848],[12.891,-6.848],[12.891,-7.05],[17.322,-13.092],[33.435,-48.34],[17.825,-66.266],[5.035,-61.835],[6.949,-55.994],[16.415,-59.619],[25.781,-47.937],[8.762,-12.589],[3.223,-5.035],[3.223,0]],"c":true},"ix":2},"nm":"2","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"2","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"3","size":13.9159698486328,"style":"Condensed","w":38.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[-4.23,0],[0,10.675],[5.841,1.611],[0,0],[0,6.546],[9.265,0],[2.417,-1.913],[0,0],[-3.223,0],[0,-6.546],[4.633,-0.101],[0,0],[0,0],[0,0],[0,-8.56],[6.747,0],[2.014,1.208]],"o":[[2.618,1.813],[11.884,0],[0,-10.272],[0,0],[6.345,-3.021],[0,-8.459],[-4.935,0],[0,0],[2.115,-1.511],[5.136,0],[0,8.057],[0,0],[0,0],[0,0],[7.855,0],[0,8.157],[-3.928,0],[0,0]],"v":[[2.82,-2.216],[14.301,0.806],[33.032,-18.53],[21.552,-35.651],[21.552,-35.852],[31.32,-51.16],[16.818,-66.266],[5.035,-62.54],[6.747,-56.699],[14.905,-59.821],[23.566,-49.75],[11.783,-38.068],[10.272,-38.068],[10.272,-32.227],[12.085,-32.227],[25.278,-18.732],[13.998,-5.64],[4.532,-8.359]],"c":true},"ix":2},"nm":"3","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"3","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Myriad Pro"},{"ch":"О","size":52.0889587402344,"style":"Bold","w":68.7,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-3.867,1.666],[-2.6,2.967],[-1.334,4.167],[0,5],[1.3,4.134],[2.6,2.967],[3.866,1.667],[5.066,0],[3.833,-1.666],[2.6,-2.966],[1.3,-4.133],[0,-5],[-1.3,-4.166],[-2.567,-2.966],[-3.834,-1.666],[-5.067,0]],"o":[[3.866,-1.666],[2.6,-2.966],[1.333,-4.166],[0,-5],[-1.3,-4.133],[-2.6,-2.966],[-3.867,-1.666],[-5.067,0],[-3.834,1.667],[-2.6,2.967],[-1.3,4.134],[0,5],[1.3,4.167],[2.566,2.967],[3.833,1.666],[5.066,0]],"v":[[47.1,-1.1],[56.8,-8.05],[62.7,-18.75],[64.7,-32.5],[62.75,-46.2],[56.9,-56.85],[47.2,-63.8],[33.8,-66.3],[20.45,-63.8],[10.8,-56.85],[4.95,-46.2],[3,-32.5],[4.95,-18.75],[10.75,-8.05],[20.35,-1.1],[33.7,1.4]],"c":true},"ix":2},"nm":"О","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[2.033,3.267],[0,6.734],[-2.034,3.267],[-4.667,0],[-2.1,-3.266],[0,-6.666],[2.1,-3.266],[4.733,0]],"o":[[-2.034,-3.266],[0,-6.666],[2.033,-3.266],[4.733,0],[2.1,3.267],[0,6.734],[-2.1,3.267],[-4.667,0]],"v":[[23.65,-17.5],[20.6,-32.5],[23.65,-47.4],[33.7,-52.3],[43.95,-47.4],[47.1,-32.5],[43.95,-17.5],[33.7,-12.6]],"c":true},"ix":2},"nm":"О","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"О","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"ф","size":52.0889587402344,"style":"Bold","w":84.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[1.666,-0.366],[1.233,1.097],[0.7,2.525],[0,4.056],[-0.7,2.525],[-1.234,1.097],[-1.667,-0.366],[-2,-1.728]],"o":[[-2,1.728],[-1.667,0.366],[-1.234,-1.097],[-0.7,-2.525],[0,-4.055],[0.7,-2.525],[1.233,-1.097],[1.666,0.366],[0,0]],"v":[[33.8,-12.089],[28.3,-8.948],[23.95,-10.045],[21.05,-15.478],[20,-25.35],[21.05,-35.22],[23.95,-40.655],[28.3,-41.752],[33.8,-38.611]],"c":true},"ix":2},"nm":"ф","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.067,-1.433],[-0.134,-1.133],[-0.234,-0.933],[-0.334,-1],[0,0],[2.2,0.767],[2.333,-0.233],[2.266,-1.2],[1.766,-2.233],[1.1,-3.266],[0,-4.333],[-1.1,-3.266],[-1.767,-2.233],[-2.267,-1.2],[-2.334,-0.234],[-2.234,0.766],[-1.667,1.734],[0,0],[0.233,-0.933],[0.133,-1.134],[0.066,-1.434],[0,-1.934],[0,0],[0,0],[0,0],[0.066,1.466],[0.166,1.133],[0.233,0.933],[0.266,0.934],[0,0],[-2.2,-0.8],[-2.334,0.233],[-2.3,1.2],[-1.767,2.267],[-1.1,3.267],[0,4.334],[2.333,4.134],[3.333,1.8],[3.6,-0.4],[2.533,-2.6],[0,0],[-0.234,0.967],[-0.167,1.134],[-0.067,1.467],[0,1.934]],"o":[[0,0],[0,0],[0,1.934],[0.066,1.434],[0.133,1.134],[0.233,0.934],[0,0],[-1.734,-1.733],[-2.2,-0.766],[-2.334,0.234],[-2.267,1.2],[-1.767,2.234],[-1.1,3.267],[0,4.334],[1.1,3.267],[1.766,2.234],[2.266,1.2],[2.333,0.233],[2.233,-0.766],[0,0],[-0.334,1],[-0.234,0.933],[-0.134,1.133],[-0.067,1.433],[0,0],[0,0],[0,0],[0,-1.934],[-0.067,-1.467],[-0.167,-1.134],[-0.234,-0.933],[0,0],[1.666,1.734],[2.2,0.8],[2.333,-0.234],[2.3,-1.2],[1.766,-2.266],[1.1,-3.266],[0,-6.466],[-2.334,-4.133],[-3.334,-1.8],[-3.6,0.4],[0,0],[0.266,-0.866],[0.233,-0.966],[0.166,-1.133],[0.066,-1.466],[0,0]],"v":[[50.2,-66.5],[33.8,-66.5],[33.8,-63.1],[33.9,-58.05],[34.2,-54.2],[34.75,-51.1],[35.6,-48.2],[34.6,-47.8],[28.7,-51.55],[21.9,-52.35],[15,-50.2],[8.95,-45.05],[4.65,-36.8],[3,-25.4],[4.65,-14],[8.95,-5.75],[15,-0.6],[21.9,1.55],[28.75,0.75],[34.6,-3],[35.6,-2.5],[34.75,0.4],[34.2,3.5],[33.9,7.35],[33.8,12.4],[33.8,17.8],[50.2,17.8],[50.2,12.4],[50.1,7.3],[49.75,3.4],[49.15,0.3],[48.4,-2.5],[49.4,-3],[55.2,0.8],[62,1.65],[68.95,-0.5],[75.05,-5.7],[79.35,-14],[81,-25.4],[77.5,-41.3],[69,-50.2],[58.6,-52.3],[49.4,-47.8],[48.4,-48.2],[49.15,-50.95],[49.75,-54.1],[50.1,-58],[50.2,-63.1]],"c":true},"ix":2},"nm":"ф","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0,0],[-1.667,0.366],[-1.234,-1.097],[-0.7,-2.525],[0,-4.055],[2.566,-2.094],[4.066,3.458]],"o":[[2,-1.728],[1.666,-0.366],[1.233,1.097],[0.7,2.527],[0,8.111],[-2.567,2.094],[0,0]],"v":[[50.2,-38.611],[55.7,-41.752],[60.05,-40.655],[62.95,-35.22],[64,-25.348],[60.15,-10.041],[50.2,-12.086]],"c":true},"ix":2},"nm":"ф","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"ф","np":6,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"о","size":52.0889587402344,"style":"Bold","w":58.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-4.467,4.634],[0,8.8],[4.466,4.667],[8.466,0],[4.466,-4.666],[0,-8.8],[-4.467,-4.633],[-8.6,0]],"o":[[4.466,-4.633],[0,-8.8],[-4.467,-4.666],[-8.6,0],[-4.467,4.667],[0,8.8],[4.466,4.634],[8.466,0]],"v":[[48.7,-5.45],[55.4,-25.6],[48.7,-45.8],[29.3,-52.8],[9.7,-45.8],[3,-25.6],[9.7,-5.45],[29.3,1.5]],"c":true},"ix":2},"nm":"о","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[1.133,0.534],[0.733,1.234],[0.366,2.134],[0,3.2],[-0.367,2.1],[-0.734,1.3],[-1.134,0.567],[-1.534,0],[-1.1,-0.566],[-0.734,-1.3],[-0.367,-2.1],[0,-3.133],[0.366,-2.133],[0.733,-1.233],[1.1,-0.533],[1.466,0]],"o":[[-1.134,-0.533],[-0.734,-1.233],[-0.367,-2.133],[0,-3.133],[0.366,-2.1],[0.733,-1.3],[1.133,-0.566],[1.466,0],[1.1,0.567],[0.733,1.3],[0.366,2.1],[0,3.2],[-0.367,2.134],[-0.734,1.234],[-1.1,0.534],[-1.534,0]],"v":[[25.3,-9.9],[22.5,-12.55],[20.85,-17.6],[20.3,-25.6],[20.85,-33.45],[22.5,-38.55],[25.3,-41.35],[29.3,-42.2],[33.15,-41.35],[35.9,-38.55],[37.55,-33.45],[38.1,-25.6],[37.55,-17.6],[35.9,-12.55],[33.15,-9.9],[29.3,-9.1]],"c":true},"ix":2},"nm":"о","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"о","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"р","size":52.0889587402344,"style":"Bold","w":59,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[1.666,2.592],[0,5.916],[-1.667,2.592],[-2.6,0],[-1.667,-2.592],[0,-5.981],[1.666,-2.592],[2.533,0]],"o":[[-1.667,-2.592],[0,-5.981],[1.666,-2.592],[2.533,0],[1.666,2.592],[0,5.916],[-1.667,2.592],[-2.6,0]],"v":[[23.6,-12.688],[21.1,-25.45],[23.6,-38.311],[30,-42.2],[36.3,-38.311],[38.8,-25.45],[36.3,-12.688],[30,-8.8]],"c":true},"ix":2},"nm":"р","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[1.433,-0.505],[1.166,-0.908],[0.866,-1.211],[0.8,-1.341],[0,0],[-0.2,1.247],[0,0.944],[0,0],[0,0],[0,0],[0,0],[0,0],[0.366,1.7],[0.533,1.534],[0,0],[-0.8,-1.033],[-1.234,-0.966],[-1.667,-0.666],[-2.134,0],[-2.434,1.1],[-1.8,2.234],[-1.034,3.367],[0,4.534],[3.533,4.7],[6.2,0]],"o":[[-1.434,0.505],[-1.167,0.909],[-0.867,1.211],[0,0],[0.4,-1.281],[0.2,-1.247],[0,0],[0,0],[0,0],[0,0],[0,0],[0,-1.734],[-0.367,-1.7],[0,0],[0.4,0.8],[0.8,1.034],[1.233,0.967],[1.666,0.666],[2.8,0],[2.433,-1.1],[1.8,-2.233],[1.033,-3.366],[0,-8.8],[-3.534,-4.7],[-1.867,0]],"v":[[31.15,-52.042],[27.25,-49.923],[24.2,-46.744],[21.7,-42.916],[20.2,-43.616],[21.1,-47.408],[21.4,-50.694],[21.4,-51.3],[5,-51.3],[5,17.8],[21.4,17.8],[21.4,2.8],[20.85,-2.35],[19.5,-7.2],[21.1,-7.8],[22.9,-5.05],[25.95,-2.05],[30.3,0.4],[36,1.4],[43.85,-0.25],[50.2,-5.25],[54.45,-13.65],[56,-25.5],[50.7,-45.75],[36.1,-52.8]],"c":true},"ix":2},"nm":"р","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"р","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"м","size":52.0889587402344,"style":"Bold","w":74.1,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.5,3.067],[-0.2,2.334],[0,0],[0.066,-1.833],[0,-2.333],[-0.1,-2.733],[-0.267,-2.933],[0,0],[0,0],[0,0],[0,0],[0,0],[0.233,-1.5],[0.2,-1.333],[0.133,-1.166],[0,-0.666],[0,0],[0.133,1.167],[0.2,1.334],[0.266,1.5],[0.266,1.4],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.1,2.734],[0,2.334],[0.066,1.834],[0.133,1.134],[0,0],[-0.5,-3.066],[-0.8,-3.2]],"o":[[0,0],[0,0],[0.8,-3.2],[0.5,-3.066],[0,0],[-0.134,1.134],[-0.067,1.834],[0,2.334],[0.1,2.734],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.334,1.4],[-0.234,1.5],[-0.2,1.334],[-0.134,1.167],[0,0],[0,-0.666],[-0.134,-1.166],[-0.2,-1.333],[-0.267,-1.5],[0,0],[0,0],[0,0],[0,0],[0,0],[0.266,-2.933],[0.1,-2.733],[0,-2.333],[-0.067,-1.833],[0,0],[0.2,2.334],[0.5,3.067],[0,0]],"v":[[28.7,-5.7],[45.4,-5.7],[49.5,-22.3],[51.45,-31.7],[52.5,-39.8],[53.8,-39.8],[53.5,-35.35],[53.4,-29.1],[53.55,-21.5],[54.1,-13],[55.2,0],[70.6,0],[66.9,-51.3],[44.4,-51.3],[40,-31.3],[39.15,-26.95],[38.5,-22.7],[38,-18.95],[37.8,-16.2],[36.3,-16.2],[36.1,-18.95],[35.6,-22.7],[34.9,-26.95],[34.1,-31.3],[29.7,-51.3],[7.2,-51.3],[3.5,0],[18.9,0],[20,-13],[20.55,-21.5],[20.7,-29.1],[20.6,-35.35],[20.3,-39.8],[21.6,-39.8],[22.65,-31.7],[24.6,-22.3]],"c":true},"ix":2},"nm":"м","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"м","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"и","size":52.0889587402344,"style":"Bold","w":61.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.9,2.334],[-0.767,2.234],[-0.567,1.9],[-0.267,1],[0,0],[0.266,-1.933],[0.233,-2.266],[0.166,-2.333],[0,-1.8],[0,0],[0,0],[0,0],[0,0],[0,0],[0.9,-2.366],[0.766,-2.2],[0.566,-1.866],[0.266,-1],[0,0],[-0.267,1.934],[-0.2,2.3],[-0.167,2.334],[0,1.867],[0,0],[0,0],[0,0]],"o":[[0,0],[0.866,-2],[0.9,-2.333],[0.766,-2.233],[0.566,-1.9],[0,0],[-0.2,1.067],[-0.267,1.934],[-0.234,2.267],[-0.167,2.334],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.934,2.067],[-0.9,2.367],[-0.767,2.2],[-0.567,1.867],[0,0],[0.2,-1.066],[0.266,-1.933],[0.2,-2.3],[0.166,-2.333],[0,0],[0,0],[0,0],[0,0]],"v":[[25.9,0],[33,-15.7],[35.65,-22.2],[38.15,-29.05],[40.15,-35.25],[41.4,-39.6],[42.8,-39.4],[42.1,-34.9],[41.35,-28.6],[40.75,-21.7],[40.5,-15.5],[40.5,0],[56.3,0],[56.3,-51.3],[35.5,-51.3],[28.4,-35.6],[25.65,-28.95],[23.15,-22.1],[21.15,-16],[19.9,-11.7],[18.6,-11.9],[19.3,-16.4],[20,-22.75],[20.55,-29.7],[20.8,-36],[20.8,-51.3],[5,-51.3],[5,0]],"c":true},"ix":2},"nm":"и","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"и","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"т","size":52.0889587402344,"style":"Bold","w":44.2,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[30.3,0],[30.3,-38.3],[42.7,-38.3],[42.7,-51.3],[1.5,-51.3],[1.5,-38.3],[13.9,-38.3],[13.9,0]],"c":true},"ix":2},"nm":"т","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"т","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"е","size":52.0889587402344,"style":"Bold","w":55.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[1.533,-1.266],[2.666,0],[1.166,0.734],[0.733,1.234],[0.333,1.634],[0,1.867],[0,0],[-0.067,1.6],[0,0.934],[0.766,2.734],[1.833,2.1],[3,1.234],[4.4,0],[3.266,-1.466],[2.1,-2.566],[0.966,-3.366],[0,-3.8],[-1,-3.2],[-2.067,-2.333],[-3.234,-1.3],[-4.467,0],[-3.034,0.833],[-2,1.6],[-0.934,2.267],[0.333,2.934]],"o":[[0.266,3.134],[-1.534,1.267],[-1.734,0],[-1.167,-0.733],[-0.734,-1.233],[-0.334,-1.633],[0,0],[0.2,-1.133],[0.066,-1.6],[0,-3],[-0.767,-2.733],[-1.834,-2.1],[-3,-1.233],[-4.6,0],[-3.267,1.467],[-2.1,2.567],[-0.967,3.367],[0,3.867],[1,3.2],[2.066,2.334],[3.233,1.3],[3.8,0],[3.033,-0.833],[2,-1.6],[0.933,-2.266],[0,0]],"v":[[37.5,-17.1],[35.6,-10.5],[29.3,-8.6],[24.95,-9.7],[22.1,-12.65],[20.5,-16.95],[20,-22.2],[51.8,-22.2],[52.2,-26.3],[52.3,-30.1],[51.15,-38.7],[47.25,-45.95],[40,-50.95],[28.9,-52.8],[17.1,-50.6],[9.05,-44.55],[4.45,-35.65],[3,-24.9],[4.5,-14.3],[9.1,-6],[17.05,-0.55],[28.6,1.4],[38.85,0.15],[46.4,-3.5],[50.8,-9.3],[51.7,-17.1]],"c":true},"ix":2},"nm":"е","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-1.134,-1.9],[0,-3.8],[0,0],[0,0],[-1.534,2.134],[-3.067,0]],"o":[[1.133,1.9],[0,0],[0,0],[0.066,-3.666],[1.533,-2.133],[3,0]],"v":[[35.5,-40.25],[37.2,-31.7],[37.2,-31.2],[20,-31.2],[22.4,-39.9],[29.3,-43.1]],"c":true},"ix":2},"nm":"е","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"е","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":" ","size":52.0889587402344,"style":"Bold","w":18,"data":{},"fFamily":"Tinkoff Sans"},{"ch":"Т","size":52.0889587402344,"style":"Bold","w":55.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[36.3,0],[36.3,-50.3],[54,-50.3],[54,-64.8],[1.5,-64.8],[1.5,-50.3],[19.2,-50.3],[19.2,0]],"c":true},"ix":2},"nm":"Т","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Т","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"н","size":52.0889587402344,"style":"Bold","w":57.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[21.4,0],[21.4,-19.2],[36.1,-19.2],[36.1,0],[52.5,0],[52.5,-51.3],[36.1,-51.3],[36.1,-32.2],[21.4,-32.2],[21.4,-51.3],[5,-51.3],[5,0]],"c":true},"ix":2},"nm":"н","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"н","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"ь","size":52.0889587402344,"style":"Bold","w":51.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-2.9,1.234],[-1.734,1.867],[-0.734,2.234],[0,2],[0.7,2.3],[1.766,1.7],[2.9,1],[4.4,0],[0,0]],"o":[[0,0],[0,0],[0,0],[4.4,0],[2.9,-1.233],[1.733,-1.866],[0.733,-2.233],[0,-2.6],[-0.7,-2.3],[-1.767,-1.7],[-2.9,-1],[0,0],[0,0]],"v":[[21.4,-51.3],[5,-51.3],[5,0],[27.1,0],[38.05,-1.85],[45,-6.5],[48.7,-12.65],[49.8,-19],[48.75,-26.35],[45.05,-32.35],[38.05,-36.4],[27.1,-37.9],[21.4,-37.9]],"c":true},"ix":2},"nm":"ь","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-1.267,-1.033],[0,-2.333],[1.266,-1],[2.133,0]],"o":[[0,0],[0,0],[2.133,0],[1.266,1.034],[0,2.334],[-1.267,1],[0,0]],"v":[[21.4,-12.4],[21.4,-25.5],[26,-25.5],[31.1,-23.95],[33,-18.9],[31.1,-13.9],[26,-12.4]],"c":true},"ix":2},"nm":"ь","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"ь","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"к","size":52.0889587402344,"style":"Bold","w":54.6,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.634,-0.666],[-0.267,-1.133],[-0.434,-1.433],[-0.567,-1.6],[-0.634,-1.4],[-0.534,-0.666],[0,0],[1.433,3.367],[1.133,3],[1.3,1.067],[2.533,0.467],[0,0],[-1.3,0.967],[-1,2],[-0.6,1.667],[-0.6,1.6],[-0.8,1.467],[-1.134,1.134],[0,0],[0.666,-1.466],[0.666,-1.6],[0.5,-1.4],[0.2,-0.6],[0.566,-0.5],[1.066,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[1.333,0],[0.633,0.667],[0.2,0.8],[0.433,1.434],[0.566,1.6],[0.633,1.4],[0,0],[-2,-2.533],[-1.434,-3.366],[-0.867,-2.266],[-1.3,-1.066],[0,0],[2.133,-0.466],[1.3,-0.966],[0.733,-1.466],[0.6,-1.666],[0.6,-1.6],[0.8,-1.466],[0,0],[-0.6,0.8],[-0.667,1.467],[-0.667,1.6],[-0.5,1.4],[-0.467,1.4],[-0.567,0.5],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[21.4,0],[21.4,-19.2],[25.8,-19.2],[28.75,-18.2],[30.1,-15.5],[31.05,-12.15],[32.55,-7.6],[34.35,-3.1],[36.1,0],[54.1,0],[48.95,-8.85],[45.1,-18.4],[41.85,-23.4],[36.1,-25.7],[36.1,-26.6],[41.25,-28.75],[44.7,-33.2],[46.7,-37.9],[48.5,-42.8],[50.6,-47.4],[53.5,-51.3],[36.1,-51.3],[34.2,-47.9],[32.2,-43.3],[30.45,-38.8],[29.4,-35.8],[27.85,-32.95],[25.4,-32.2],[21.4,-32.2],[21.4,-51.3],[5,-51.3],[5,0]],"c":true},"ix":2},"nm":"к","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"к","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"Д","size":52.0889587402344,"style":"Bold","w":71.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0.066,-2.466],[0.233,-2.666],[0.533,-2.566],[0.9,-2.033],[1.333,-1.266],[1.933,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,1.8],[-0.067,2.467],[-0.234,2.667],[-0.534,2.567],[-0.9,2.034],[-1.334,1.267],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[61.5,-14.5],[61.5,-64.8],[14,-64.8],[14,-50.2],[13.9,-43.8],[13.45,-36.1],[12.3,-28.25],[10.15,-21.35],[6.8,-16.4],[1.9,-14.5],[1.5,-14.5],[1.5,14.2],[18.3,14.2],[18.3,0],[51.7,0],[51.7,14.2],[68,14.2],[68,-14.5]],"c":true},"ix":2},"nm":"Д","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-1.2,1.267],[-0.867,2.567],[-0.5,4.2],[0,6.4],[0,0],[0,0]],"o":[[0,0],[1.333,-0.466],[1.2,-1.266],[0.866,-2.566],[0.5,-4.2],[0,0],[0,0],[0,0]],"v":[[20.1,-14.5],[20.1,-15.9],[23.9,-18.5],[27,-24.25],[29.05,-34.4],[29.8,-50.3],[44.4,-50.3],[44.4,-14.5]],"c":true},"ix":2},"nm":"Д","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Д","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"ж","size":52.0889587402344,"style":"Bold","w":80.8,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0.566,0.5],[0.466,1.4],[0.5,1.4],[0.666,1.6],[0.666,1.467],[0.6,0.8],[0,0],[-0.8,-1.466],[-0.6,-1.6],[-0.6,-1.666],[-0.734,-1.466],[-1.3,-0.966],[-2.134,-0.466],[0,0],[1.3,-1.066],[0.866,-2.266],[1.433,-3.366],[2,-2.533],[0,0],[-0.634,1.4],[-0.567,1.6],[-0.434,1.434],[-0.2,0.8],[-0.634,0.667],[-1.334,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.634,-0.666],[-0.267,-1.133],[-0.434,-1.433],[-0.567,-1.6],[-0.634,-1.4],[-0.534,-0.666],[0,0],[1.433,3.367],[1.133,3],[1.3,1.067],[2.533,0.467],[0,0],[-1.3,0.967],[-1,2],[-0.6,1.667],[-0.6,1.6],[-0.8,1.467],[-1.134,1.134],[0,0],[0.666,-1.466],[0.666,-1.6],[0.5,-1.4],[0.2,-0.6],[0.566,-0.5],[1.066,0],[0,0],[0,0]],"o":[[0,0],[0,0],[-1.067,0],[-0.567,-0.5],[-0.2,-0.6],[-0.5,-1.4],[-0.667,-1.6],[-0.667,-1.466],[0,0],[1.133,1.134],[0.8,1.467],[0.6,1.6],[0.6,1.667],[1,2],[1.3,0.967],[0,0],[-2.534,0.467],[-1.3,1.067],[-1.134,3],[-1.434,3.367],[0,0],[0.533,-0.666],[0.633,-1.4],[0.566,-1.6],[0.433,-1.433],[0.266,-1.133],[0.633,-0.666],[0,0],[0,0],[0,0],[0,0],[0,0],[1.333,0],[0.633,0.667],[0.2,0.8],[0.433,1.434],[0.566,1.6],[0.633,1.4],[0,0],[-2,-2.533],[-1.434,-3.366],[-0.867,-2.266],[-1.3,-1.066],[0,0],[2.133,-0.466],[1.3,-0.966],[0.733,-1.466],[0.6,-1.666],[0.6,-1.6],[0.8,-1.466],[0,0],[-0.6,0.8],[-0.667,1.467],[-0.667,1.6],[-0.5,1.4],[-0.467,1.4],[-0.567,0.5],[0,0],[0,0],[0,0]],"v":[[32.2,-51.3],[32.2,-32.2],[29.5,-32.2],[27.05,-32.95],[25.5,-35.8],[24.45,-38.8],[22.7,-43.3],[20.7,-47.9],[18.8,-51.3],[1.1,-51.3],[4,-47.4],[6.1,-42.8],[7.9,-37.9],[9.9,-33.2],[13.35,-28.75],[18.5,-26.6],[18.5,-25.7],[12.75,-23.4],[9.5,-18.4],[5.65,-8.85],[0.5,0],[18,0],[19.75,-3.1],[21.55,-7.6],[23.05,-12.15],[24,-15.5],[25.35,-18.2],[28.3,-19.2],[32.2,-19.2],[32.2,0],[48.6,0],[48.6,-19.2],[52,-19.2],[54.95,-18.2],[56.3,-15.5],[57.25,-12.15],[58.75,-7.6],[60.55,-3.1],[62.3,0],[80.3,0],[75.15,-8.85],[71.3,-18.4],[68.05,-23.4],[62.3,-25.7],[62.3,-26.6],[67.45,-28.75],[70.9,-33.2],[72.9,-37.9],[74.7,-42.8],[76.8,-47.4],[79.7,-51.3],[62.3,-51.3],[60.4,-47.9],[58.4,-43.3],[56.65,-38.8],[55.6,-35.8],[54.05,-32.95],[51.6,-32.2],[48.6,-32.2],[48.6,-51.3]],"c":true},"ix":2},"nm":"ж","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"ж","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"у","size":52.0889587402344,"style":"Bold","w":52.5,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0.066,-0.933],[0,0],[0.233,1.934],[0.5,2.7],[0.733,3.3],[1,3.6],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.733,-3.233],[0.5,-2.666],[0.266,-1.933]],"o":[[0,0],[0,-0.866],[-0.234,-1.933],[-0.5,-2.7],[-0.734,-3.3],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-1,3.534],[-0.734,3.234],[-0.5,2.667],[-0.267,1.934]],"v":[[27.1,-11.6],[25.6,-11.6],[25.25,-15.8],[24.15,-22.75],[22.3,-31.75],[19.7,-42.1],[17.1,-51.3],[0.5,-51.3],[17.8,6.5],[14.1,17.8],[31.3,17.8],[52,-51.3],[35.8,-51.3],[33.2,-41.8],[30.6,-31.65],[28.75,-22.8],[27.6,-15.9]],"c":true},"ix":2},"nm":"у","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"у","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"с","size":62.4969024658203,"style":"Bold","w":54.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0.333,3.067],[0,0],[0.366,-1.433],[0.8,-0.766],[1.033,-0.266],[1,0],[1.2,0.469],[0.766,1.238],[0.4,2.141],[0,3.344],[-0.367,2.106],[-0.734,1.27],[-1.2,0.502],[-1.6,0],[-1.067,-0.303],[-0.734,-0.808],[-0.334,-1.38],[0.4,-2.153],[0,0],[3.7,3.767],[7.666,0],[3.3,-1.1],[2.3,-2.233],[1.233,-3.4],[0,-4.6],[-1.234,-3.4],[-2.3,-2.233],[-3.3,-1.066],[-4.067,0],[-2.9,1.1],[-1.767,1.934],[-0.634,2.634]],"o":[[0,0],[0.333,2.4],[-0.367,1.434],[-0.8,0.767],[-1.034,0.267],[-1.6,0],[-1.2,-0.469],[-0.767,-1.238],[-0.4,-2.139],[0,-3.209],[0.366,-2.106],[0.733,-1.27],[1.2,-0.502],[1.2,0],[1.066,0.303],[0.733,0.808],[0.333,1.38],[0,0],[0.8,-6.666],[-3.7,-3.766],[-4.067,0],[-3.3,1.1],[-2.3,2.234],[-1.234,3.4],[0,4.667],[1.233,3.4],[2.3,2.234],[3.3,1.066],[4.133,0],[2.9,-1.1],[1.766,-1.933],[0.633,-2.633]],"v":[[51.2,-20.2],[37.4,-20.2],[37.35,-14.45],[35.6,-11.15],[32.85,-9.6],[29.8,-9.2],[25.6,-9.902],[22.65,-12.459],[20.9,-17.525],[20.3,-25.75],[20.85,-33.723],[22.5,-38.789],[25.4,-41.447],[29.6,-42.2],[33,-41.745],[35.7,-40.08],[37.3,-36.798],[37.2,-31.5],[51,-31.5],[46.65,-47.15],[29.6,-52.8],[18.55,-51.15],[10.15,-46.15],[4.85,-37.7],[3,-25.7],[4.85,-13.6],[10.15,-5.15],[18.55,-0.2],[29.6,1.4],[40.15,-0.25],[47.15,-4.8],[50.75,-11.65]],"c":true},"ix":2},"nm":"с","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"с","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"а","size":62.4969024658203,"style":"Bold","w":53.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[1.366,1.275],[0,2.012],[-0.5,1.041],[-1.167,0.772],[-1.967,0.47],[-3,0.134],[0,0],[0.266,-1.442],[0.666,-1.106],[1.033,-0.67],[1.466,0]],"o":[[-1.367,-1.275],[0,-1.206],[0.5,-1.041],[1.166,-0.772],[1.966,-0.469],[0,0],[0,1.544],[-0.267,1.442],[-0.667,1.108],[-1.034,0.672],[-2.134,0]],"v":[[19.65,-11.113],[17.6,-16.044],[18.35,-19.414],[20.85,-22.131],[25.55,-23.994],[33,-24.9],[33,-21.177],[32.6,-16.697],[31.2,-12.873],[28.65,-10.206],[24.9,-9.2]],"c":true},"ix":2},"nm":"а","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-1.7,0.533],[-1.3,0.867],[-0.9,1.167],[-0.667,1.334],[0,0],[0.333,-1.233],[0,-0.933],[0,0],[0,0],[0,0],[0.633,2.2],[1.633,1.6],[2.9,0.867],[4.466,0],[3.033,-1],[1.733,-1.666],[0.6,-2.166],[-0.334,-2.333],[0,0],[-0.134,1],[-0.567,0.767],[-1.034,0.467],[-1.534,0],[-1.2,-1.233],[0,-2.266],[0,0],[3.6,-0.466],[3,-1.333],[1.933,-2.5],[0,-4.266],[-0.667,-1.733],[-1.3,-1.333],[-1.867,-0.833],[-2.467,0]],"o":[[1.7,-0.534],[1.3,-0.866],[0.9,-1.166],[0,0],[-0.4,1.267],[-0.334,1.234],[0,0],[0,0],[0,0],[0,-2.666],[-0.634,-2.2],[-1.634,-1.6],[-2.9,-0.866],[-4.534,0],[-3.034,1],[-1.734,1.667],[-0.6,2.167],[0,0],[-0.2,-1.066],[0.133,-1],[0.566,-0.766],[1.033,-0.466],[2.533,0],[1.2,1.234],[0,0],[-3.267,0.134],[-3.6,0.467],[-3,1.334],[-1.934,2.5],[0,1.734],[0.666,1.734],[1.3,1.334],[1.866,0.833],[2.266,0]],"v":[[23.65,0.6],[28.15,-1.5],[31.45,-4.55],[33.8,-8.3],[35.1,-7.6],[34,-3.85],[33.5,-0.6],[33.5,0],[49.4,0],[49.4,-34.8],[48.45,-42.1],[45.05,-47.8],[38.25,-51.5],[27.2,-52.8],[15.85,-51.3],[8.7,-47.3],[5.2,-41.55],[4.8,-34.8],[18.4,-34.8],[18.3,-37.9],[19.35,-40.55],[21.75,-42.4],[25.6,-43.1],[31.2,-41.25],[33,-36],[33,-32.4],[22.7,-31.5],[12.8,-28.8],[5.4,-23.05],[2.5,-12.9],[3.5,-7.7],[6.45,-3.1],[11.2,0.15],[17.7,1.4]],"c":true},"ix":2},"nm":"а","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"а","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"я","size":62.4969024658203,"style":"Bold","w":55.1,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-1.2,1.009],[-1.6,0],[0,0],[0,0],[0,0],[1.333,1.075],[0,1.748]],"o":[[1.2,-1.008],[0,0],[0,0],[0,0],[-1.667,0],[-1.334,-1.075],[0,-2.217]],"v":[[22.5,-39.488],[26.7,-41],[33.7,-41],[33.7,-28.8],[27.2,-28.8],[22.7,-30.413],[20.7,-34.648]],"c":true},"ix":2},"nm":"я","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-0.767,1.934],[-0.334,1.934],[-0.9,0.9],[-1.8,0],[0,0],[0,0],[0,0],[0,0],[0,0],[2.233,-0.6],[1.733,-1.202],[1.033,-1.836],[0,-2.469],[-0.567,-1.469],[-1.234,-1.202],[-2,-0.802],[-2.8,-0.133],[0,0],[1.966,-1.697],[0.933,-2.794],[0.466,-1.297],[0.533,-1.197],[0.533,-0.966],[0.466,-0.466]],"o":[[0.933,-2.133],[0.766,-1.933],[0.466,-2.4],[0.9,-0.9],[0,0],[0,0],[0,0],[0,0],[0,0],[-2.4,0],[-2.234,0.602],[-1.734,1.202],[-1.034,1.836],[0,1.536],[0.566,1.469],[1.233,1.202],[2,0.802],[0,0],[-3.4,0.267],[-1.967,1.697],[-0.4,1.131],[-0.467,1.297],[-0.534,1.198],[-0.534,0.966],[0,0]],"v":[[19,0],[21.55,-6.1],[23.2,-11.9],[25.25,-16.85],[29.3,-18.2],[33.7,-18.2],[33.7,0],[50.1,0],[50.1,-51.3],[22.8,-51.3],[15.85,-50.398],[9.9,-47.694],[5.75,-43.138],[4.2,-36.68],[5.05,-32.173],[7.75,-28.167],[12.6,-25.163],[19.8,-23.761],[19.8,-22.459],[11.75,-19.514],[7.4,-12.777],[6.1,-9.133],[4.6,-5.391],[3,-2.145],[1.5,0]],"c":true},"ix":2},"nm":"я","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"я","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"\r","size":62.4969024658203,"style":"Bold","w":0,"fFamily":"Tinkoff Sans"},{"ch":"д","size":62.4969024658203,"style":"Bold","w":59.9,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0.166,-2.933],[0.633,-2.466],[1.233,-1.633],[2.066,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,2.667],[-0.167,2.934],[-0.634,2.467],[-1.234,1.634],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[52,-13],[52,-51.3],[11,-51.3],[11,-38.1],[10.75,-29.7],[9.55,-21.6],[6.75,-15.45],[1.8,-13],[1,-13],[1,12.4],[16.1,12.4],[16.1,0],[42.3,0],[42.3,12.4],[57.4,12.4],[57.4,-13]],"c":true},"ix":2},"nm":"д","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-1.067,1.2],[-0.567,1.9],[-0.167,2.7],[0,3.8],[0,0],[0,0]],"o":[[0,0],[1.733,-0.8],[1.066,-1.2],[0.566,-1.9],[0.166,-2.7],[0,0],[0,0],[0,0]],"v":[[17.8,-13],[17.8,-14],[22,-17],[24.45,-21.65],[25.55,-28.55],[25.8,-38.3],[35.6,-38.3],[35.6,-13]],"c":true},"ix":2},"nm":"д","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"д","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"з","size":62.4969024658203,"style":"Bold","w":48.4,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[2,2.064],[3.4,0.6],[0,0],[-1.234,0.634],[-0.967,1.002],[-0.567,1.334],[0,1.738],[1.2,1.769],[2,1.169],[2.633,0.534],[2.933,0],[2.866,-0.733],[1.9,-1.466],[0.8,-2.233],[-0.6,-3],[0,0],[-0.4,0.834],[-0.734,0.534],[-1.034,0.234],[-1.067,0],[-1.367,-0.9],[0,-1.933],[1.333,-0.833],[1.933,0],[0,0],[0,0],[0,0],[-1.467,-0.594],[0,-2.047],[1.5,-0.958],[2.133,0],[1.633,1.234],[-0.4,2.467],[0,0],[-0.867,-2.266],[-1.934,-1.5],[-2.767,-0.766],[-3.334,0],[-2.9,0.631],[-2.067,1.266],[-1.134,1.898],[0,2.531]],"o":[[-2,-2.064],[0,0],[1.4,-0.266],[1.233,-0.634],[0.966,-1.002],[0.566,-1.334],[0,-2.403],[-1.2,-1.769],[-2,-1.169],[-2.634,-0.534],[-3.534,0],[-2.867,0.734],[-1.9,1.467],[-0.8,2.234],[0,0],[-0.2,-1.266],[0.4,-0.833],[0.733,-0.533],[1.033,-0.233],[1.933,0],[1.366,0.9],[0,1.934],[-1.334,0.834],[0,0],[0,0],[0,0],[2,0],[1.466,0.594],[0,1.981],[-1.5,0.958],[-2.534,0],[-1.634,-1.233],[0,0],[-0.6,3.067],[0.866,2.267],[1.933,1.5],[2.766,0.766],[3.6,0],[2.9,-0.631],[2.066,-1.266],[1.133,-1.897],[0,-3.128]],"v":[[43.4,-21.57],[35.3,-25.566],[35.3,-26.864],[39.25,-28.216],[42.55,-30.669],[44.85,-34.173],[45.7,-38.781],[43.9,-45.039],[39.1,-49.445],[32.15,-51.998],[23.8,-52.8],[14.2,-51.7],[7.05,-48.4],[3,-42.85],[2.7,-35],[15.1,-35],[15.4,-38.15],[17.1,-40.2],[19.75,-41.35],[22.9,-41.7],[27.85,-40.35],[29.9,-36.1],[27.9,-31.95],[23,-30.7],[17.1,-30.7],[17.1,-20.1],[23.1,-20.1],[28.3,-19.208],[30.5,-15.245],[28.25,-10.836],[22.8,-9.4],[16.55,-11.25],[14.7,-16.8],[1.9,-16.8],[2.3,-8.8],[6.5,-3.15],[13.55,0.25],[22.7,1.4],[32.45,0.452],[39.9,-2.394],[44.7,-7.139],[46.4,-13.781]],"c":true},"ix":2},"nm":"з","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"з","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"й","size":62.4969024658203,"style":"Bold","w":61.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.9,2.334],[-0.767,2.234],[-0.567,1.9],[-0.267,1],[0,0],[0.266,-1.933],[0.233,-2.266],[0.166,-2.333],[0,-1.8],[0,0],[0,0],[0,0],[0,0],[0,0],[0.9,-2.366],[0.766,-2.2],[0.566,-1.866],[0.266,-1],[0,0],[-0.267,1.934],[-0.2,2.3],[-0.167,2.334],[0,1.867],[0,0],[0,0],[0,0]],"o":[[0,0],[0.866,-2],[0.9,-2.333],[0.766,-2.233],[0.566,-1.9],[0,0],[-0.2,1.067],[-0.267,1.934],[-0.234,2.267],[-0.167,2.334],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.934,2.067],[-0.9,2.367],[-0.767,2.2],[-0.567,1.867],[0,0],[0.2,-1.066],[0.266,-1.933],[0.2,-2.3],[0.166,-2.333],[0,0],[0,0],[0,0],[0,0]],"v":[[25.9,0],[33,-15.7],[35.65,-22.2],[38.15,-29.05],[40.15,-35.25],[41.4,-39.6],[42.8,-39.4],[42.1,-34.9],[41.35,-28.6],[40.75,-21.7],[40.5,-15.5],[40.5,0],[56.3,0],[56.3,-51.3],[35.5,-51.3],[28.4,-35.6],[25.65,-28.95],[23.15,-22.1],[21.15,-16],[19.9,-11.7],[18.6,-11.9],[19.3,-16.4],[20,-22.75],[20.55,-29.7],[20.8,-36],[20.8,-51.3],[5,-51.3],[5,0]],"c":true},"ix":2},"nm":"й","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-2.634,-0.266],[-2.667,0],[-2.634,0.267],[-2.734,0.534],[0,0],[5.266,0],[5.266,1]],"o":[[2.666,0.534],[2.633,0.267],[2.666,0],[2.633,-0.266],[0,0],[-5.4,1],[-5.334,0],[0,0]],"v":[[14.1,-57.6],[22.05,-56.4],[30,-56],[37.95,-56.4],[46,-57.6],[46,-68.5],[30,-67],[14.1,-68.5]],"c":true},"ix":2},"nm":"й","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"й","np":5,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"К","size":62.4969024658203,"style":"Bold","w":63.7,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-1.4,-1.128],[-0.867,-2.855],[-0.6,-1.594],[-0.667,-1.594],[-0.7,-1.394],[-0.534,-0.863],[0,0],[1.166,2.231],[1.066,2.231],[0.866,2.031],[0.533,1.398],[1.566,1.198],[3.2,0.534],[0,0],[-1.467,1.269],[-1,2.603],[-1.9,4.106],[-2.534,4.806],[0,0],[0.7,-1.6],[0.666,-1.733],[0.533,-1.666],[0.4,-1.2],[1.4,-1.266],[2.333,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[2.4,0],[1.4,1.128],[0.4,1.328],[0.6,1.594],[0.666,1.594],[0.7,1.394],[0,0],[-1.134,-1.797],[-1.167,-2.231],[-1.067,-2.23],[-0.867,-2.031],[-0.934,-2.463],[-1.567,-1.198],[0,0],[3.066,-0.467],[1.466,-1.269],[0.933,-2.336],[1.9,-4.105],[0,0],[-0.6,1],[-0.7,1.6],[-0.667,1.734],[-0.534,1.667],[-0.8,2.334],[-1.4,1.267],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[23.1,0],[23.1,-24.7],[28,-24.7],[33.7,-23.006],[37.1,-17.031],[38.6,-12.648],[40.5,-7.867],[42.55,-3.386],[44.4,0],[63.2,0],[59.75,-6.042],[56.4,-12.734],[53.5,-19.127],[51.4,-24.27],[47.65,-29.762],[40.5,-32.361],[40.5,-33.359],[47.3,-35.963],[51,-41.77],[55.25,-51.433],[61.9,-64.8],[44.1,-64.8],[42.15,-60.9],[40.1,-55.9],[38.3,-50.8],[36.9,-46.5],[33.6,-41.1],[28,-39.2],[23.1,-39.2],[23.1,-64.8],[6,-64.8],[6,0]],"c":true},"ix":2},"nm":"К","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"К","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"Х","size":62.4969024658203,"style":"Bold","w":63.3,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0.966,-3.133],[0.333,-2.133],[0,0],[1.1,3.134],[2.2,4.2],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.2,2.667],[-0.334,1.267],[0,0],[-1.167,-2.433],[-1.667,-3.466],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[-2.134,4.2],[-0.967,3.134],[0,0],[-0.4,-2.133],[-1.1,-3.133],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[1.8,-3.4],[1.2,-2.666],[0,0],[0.2,1.267],[1.166,2.434],[0,0],[0,0],[0,0],[0,0]],"v":[[60.5,-64.8],[42.9,-64.8],[39.5,-58.2],[34.85,-47.2],[32.9,-39.3],[31.4,-39.3],[29.15,-47.2],[24.2,-58.2],[20.7,-64.8],[2.4,-64.8],[18.8,-33.5],[1,0],[18.9,0],[24.2,-10],[28.7,-19.1],[31,-25],[32.5,-25],[34.55,-19.45],[38.8,-10.6],[43.9,0],[62.3,0],[45.5,-34.6]],"c":true},"ix":2},"nm":"Х","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Х","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"},{"ch":"Л","size":62.4969024658203,"style":"Bold","w":64.1,"data":{"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0.333,-3.875],[0.633,-1.87],[1.166,-0.334],[1.866,0.134],[0,0],[-2.734,0.1],[-1.834,0.834],[-1.067,1.734],[-0.634,3.034],[-0.267,4.567],[-0.2,6.4],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[-0.2,6.881],[-0.334,3.875],[-0.634,1.87],[-1.167,0.334],[0,0],[3.933,0.266],[2.733,-0.1],[1.833,-0.833],[1.066,-1.733],[0.633,-3.033],[0.266,-4.566],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[11.5,-42.356],[10.7,-26.223],[9.25,-17.606],[6.55,-14.3],[2,-14],[2,0],[12,0.25],[18.85,-1.15],[23.2,-5],[25.75,-12.15],[27.1,-23.55],[27.8,-40],[28.1,-50.3],[41,-50.3],[41,0],[58.1,0],[58.1,-64.8],[12.2,-64.8]],"c":true},"ix":2},"nm":"Л","mn":"ADBE Vector Shape - Group","hd":false}],"nm":"Л","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}]},"fFamily":"Tinkoff Sans"}]}