data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4XuydB5hdVdX3f/fcXuZO7zOZZNIzCQmQQicQmjQREUEURV8bFooFxAIWFOEVRNHP9qogilSlhV5CQnpISELqJJne++333HPO96x956aHTJJBYsJ+yEMyc+655+z932uv8l9r2SzLsvhgqBkI9Q8w/957sP3mPjzREBUfmUL+smZ8t56Da+YIUm+3krjzVczVbThLy/BUVaHZ7eqzZjJJpHYjKZ+JPdePHrDj/PKJZM0Yic1mU9dYukHopc2sums+kS9ex5zrr8Plch/Vs2/7AIDp9Zd9uGHpUtZ//WsUtG2h6NyJBMcUkB/04jx9FFZDP/E7XkVf0QCGhc3uwDN2LO78gkEAJghv3YwxMRv35ceC3Ybp0fDPHInNoW0HmdEfp/3HL7FoQ5LpjzxC1YSJHwDwqJ6BwZePxaK89rOfwT334HPDuNsvoOjUahx+N5ZhkHhwJfr8LdhrysDlQH9mLc64G+/oMUrC6f39RDduwEzpaCPzcHy4BtdHanAWZkFaAGKkTKx4Cn3BNtbf8hy93/k+p3/96ziczqN2CT6QgINL39ZYx/xPf4qceQtxBlyMv+NCSi+oSUs3yyLVGcVcVo+p6xgJE/ORtXiSAdzFxQjCjGiE6KZNGAMD6Tu6HThOqcZz8xk4RuSAAmlcgc8+MpfmG59ice5IznrscYrKSj8A4FE7A4PH7/pV8wk/8DMif34dGzYm/vxCis+flJZc0SSJB1aQ/OsyrFAcywYOpxf/hElonrQOZ0SixBvrSfX0yHmeFnp2O86La3DfcBpacQAzliD+52VYsST987ayChfld/0/pp5zznY98Whbhw8koIDHMFi77GHKIovYdtszxNa2M/6nF1JywSQs0yL56mZit70IHeG0vjgILltONja7E1IpjGgMIx5Ds0w0gV/6P2xOO84LJuO+7hS0Yj/xf60m8b+vkxiZS53TQdfZV3DOTd/H6XIdbdhT7/sBAAFdT/D2gl8zpbyXnje30fHMOkZ+bhbBSSUk1jaT/MGLmOs7MU2LsA1anXa6CwI0u5x4XQ48LhvhiI7bgJJQlEAoTknKxA9oNjA8dpwfmYz/66dhDiSI/3U5xqxKultCRGaeRtUpnyc7J/8DAB6VMwB0dLQQWvsHRo0ylXhL9sVwuO0YGzqI3PsGtuXNxE2LereLbeNL0KdVMensybgDAWxmjKz8Qnqa+3HaEvR2RWlatg1z1RYqa9upjiXxyU4v9uO95Wycc8ZgJQxlJaeSJm/N62Hk+d+ibPTYo3L6P5CAwOoli2j6v+8x5/oZuAMeLMMksbiO5E9fxdjSRdi0sczvInHR8cy46nQCOW5yS0akj9pUC/bABAbatuBwazj9pfQ1byGeSLH2xbX0PbyA6c1dFGLhOGMs/lvPwV4cUG4fkbYbf/s2Y371F4qOPVYZKkfb+ACAQNOCN9j0zc8z8+fnEBiVr6SgvrGDyE3PENvQwfziILHzZ3DsOTWMnjIaI54Cm47DHiCZ6CSQW0SoJ4lFBLc3m9hAH9klZYTa+9i0qo6mh16lZslGSksCBO75MPYpJYg/sOH6f7FudRf5/+/3zLr00u1O7aMJhB8AEOibv4BN3/wcE39+Dv4RuWh2DdMwiD2+hiW/XkTf1XOYfsax2B0WmtPA7fCRSOn4AoUYehKHK4WRdJFMhLDbTfSkCQ4dzfJgszS6mnup+9NcjiuxU3TDqdhyPBjtEVo/8QBL28K4//cXfOgLX8DucBxN2PvACMmsdv/8+bT+7hZGXj8Lc1E9rmMrsHLdbPr728xviJM7aQQOux2HU6OwKIec7Cyys7Pw+gKYpuiNKZIJne6eftrauxjoj2HKaWppyggpKcpl2+Z6SksMTjtnHKnlzWglAfq+9xxL327Dcdf/cs4XPwDgUbf7Mi888OZCOv9xG+UfG0f8Ry/jnFpOJNvN4s1xCs47A1dWISnTRmign/7udsJ9HeTleJk+fSJut1Ppc7W1DWzd2kYwN4/cohEkLSc2mx3NZuKzx2is28S25no+XhEk6+WNuG86nfC/32HVP9YR+O3vmPGRS5TkPdrGB0cwENmwno4Hb6O4xk38O3OxoikaqkuIfeZitul+mrqiJPQUmqZRVhBgXImXomwbAZ8Dl9uFoadI6joJ3UZnWGPVlm62tXST0k3cbgflBX5qyl0sfmU+0+atZ5au473zAuSk3vKHWir/9H8UjJ90VDqjPwAg0NXSzLYff5URti5cD79NxITGK2ezvKiSF5ZuJZZIEk/EScTjjCwvYs6siZxUU0HQnSKQ7ScSCmF3uOnqN1m0voUX3lxDbV0zDoeDkpISopEQpx1TgTfRg++Vt7mqM4T/E8cTOb6cusUuau6+l0DeB37Ao036b3/fjpZW1n7qSipWLqcgZtA5sYL41y7lj6+vJ6rlM/OEE/nd73/H1tpaTjzxBD5zxSXk0091kYucPB/hUAhsXra0J9jWr/GnBx9l7Zo1TKqZzHduvokXnp+LFmmm0m/iaejk0qW15FZkMzCmgNiHrmXU1Vfj+CASctTij5SeZOMPf4T7nrvJ0mx0fnQ2watms7a2lXUNYfyFVTzyr6fp7Ohm5nFTufoTH8EWaaci2yI71080EpFoHHUdMdy5FTwz9xUWLn0Ll8fPJRedh0vvY1Spl6b6RgpSMOqRN6ho7qYp6KX1h9/l1Guuxe32HpUL8MERLLFg02Tjb36D//vfw57lpe/aS8g7cTwut5NEAtq6QvT3DiAUA7/PS0F+FllBN3osiieQRTIRx0qlcLrdpAyNgb4wPX0D6EaK0tIScrI8mEaC9evryHa4yH9kHtmvr2R1RTZLzp/NpV+5herxx3ygAx6VWxDhEug89/OfMPruX+KdWE30M+cQqCrAH/CgOb3YHB6wTCzLVEwZNA0rpRPp68UbzFKumFQ8gcvrxe7yKhaCZRppRozmAMsgEe6np6sfLW7gfvBFcl5eQX2WhyWf/jglxx3LuR/5FB5f4Khbgg8kINDW3MCvbvwcM95cSe70iRR+/Ex8uT68fjdOpwubw60Y0IpabwnbyoRUAj2p43C7lWQ0kjH1c4fbpxgyNtugS8VMYaaSxGMxouEYse4I/PlZyhavpx2L546tIevD53PhlddQVjX6qJOCRz0AxYf34pP/5IF7biPQE+W4kyYw56JTsTvdyi8nfj6H04FNIr+aprh+AjRTlD5Nw2Z3qRiuAFBA5g/4waYNAlDQaqKLmyahK0kZ6ekn8ovHGLmmgc3JJKvygjSfO5vLv3YDx8w8BU1L55gcLeOoB2A8HuU3t9/EwheeJCvbx5evPZuayZPoaw2RigvGbLg9LhyOXYFhpkwGBgbwZwVJGYbSAx12DZ/ft4sUS+kGyWQafG6viYcUiR/8C/vyWjaGQ7S6nMybOpazr7uBD132SZxHWZLSUQ/A7s5Wbv3KldRt2kzNpFJuvPkKcvJH0l23FT2WZp8K+NxulwqryTDlj2kh4BKpmEymcDg0BUDNbkPLHL9APJ5UhFdRCD1+k1R7DM8Pn8Csa2ZjXx+6BouqSpjy4x9x3seuPuryQ456ALa31vOjr1xB3dZ6qsqz+cSnTiGQU0h/R5xRg7kaIgXt2Ii1R0l0DSiQeQvysQeyiXU0Y9nd+ItKidU3YiUN3Pm5mEYUzwg/uiQiWRaGYbKlsZ7etzYw47k6gvEE69paCGga27I8bPvYBVx28w+pGDX+qNIDj3IAWry1dDH33vJ5+np6yc5yMLGmnPIR5XR3pvjwOSfictqV3qeZdkIdGtGwHc0fwFNSoHiDhAbIK6/ElZVDorcHXC7spkFo0xJ8Ix2kTCHwWwyEYvz7uTcoXVnLRS0p3D4ftbW15GgavQ47b5wwhcLLLuPDn/oi/qzso0UFPLop+SKZnn78Uf5y503YLJ28PA+fuuYsqqrH8dDfX+b0GdOoKk/n/YoFbEZMYt0aZqAYs6CYhGVT8eHi4jLlcnHZbCTqtjDwzhJ8Y9zYgx7BrpKAb2+oZ9GSZczY0snptWEc2TmEt25Rn+u3oG3mdJov+xBjZ57IsSeescOKPsKheFRLQAHGPx/8K//45a247CalJVl87YaPUTpyPL/99f0YSS9XXHgSXo9LAdDu0DBCKaItCeLdcfoHoiQTKZxeP3oijs9M4vVr5E0uxF0aJDV4/Hb1hvj7v1/Hkehm9oZeZrUkcOYVEN22hZRlEjYtonm5NF/3FYyxI5h9/kfx+bOOcOilX++oB+BD9/+Zh++7Dadm4fO5uOyKEykpzeeBv7xKZ1ecU04+jgvmzMDncWG3iyvGhh5N0t/YR7x1gFQogd0ruSFJtGw7OaML8RcEVOacADCRTPH8vJW88cZiciyDT2/pZ2LKhaOwiO7aTUQkgiJuG7eHrWeeif3zVzPp+BkUlVZ+AMAjfQZEAv7jb3/hiftuU7atSLhJkyooG1HIay+uwjIsIrqds+bM5OI50/H73QqEyhI2TPREilg4rlI3PV4XLp8Lu7hrxF9tWcTjOnNfW86ypaswkzFsnTGu2RZiSiALd1EJ7Zs30K+nyLXbsYLZhAoK6PzGDYw95yxKK3fUlDmS1+Gol4CPPvQ3Hr/vB+ipFD6Pg09/9gwmHDOV3//6ETa800g8aeLzu7n64+dy/LRxOJ0S5ZCzQ0Nz+EAAKc7plI5lJtTfZST1FC+99hbz3liCZqWUIVLYHOFT9QPkZwXJKS6jo1YAqCsAxjweRclaffIJHPPzOykqKz8qrOGjHoDPPvU4j957C6FQVB3BX7/hIiZOPZHf/fJvLF64Bt0wcThsnHXq8cw57Viyc7JwuJzYNDuay69Yz8qSMA1MPapiwOL3a2hq4//+/CR6UpyJNizLRllDiCub+wkGsyksL6dj0wb6EjrFDjt9mp2C8nK2+Hzk/OEPjJk166hIkjvqAbhs0Tz+cvv1tHV04XE5ufSy6UyYVM0D97/K1s1tCjimZTK5ZiyXnDODQMCL1+/F4/VgdzjRVNzXjmXqGKkkeiJJNBqjsaWLhx+di67rSiiauo3Zdf3M6gzjDWZTXFFB18b1tCd1ypxOBgyTvIpyEpqddZd/jNm33orb4zmST98PjBCZgca6zdz1zU/TVF+vXB8F+QHyC3w0NnQTi5npyld6ilGjR3DlxSdvt4glOuJyu3G6nIr5bBgp4rEEyURSHdNN7X08+NBTyrhJ6iapRIqL2wxqWntwZwUpqyinc+N6muNJRjgdRCxwZmdTUFzCIrebMX97gFGT0rVpjuRxVEtAWdi2liZu/crH6W1tQDcsXA47XrddHbv9oaQKq8kxPGHiaC6/6GTs6cow24cANFOAUn7o9rgJBAJs2tbK7//0KF63Dbtmw+iN87keO/ktXTizgpSWldG5aR1NiSQjHQ5iQlpweRhRPZrmvl4avvENTv/aV7EPFsA8UkF41ANQCAU/v+Vatq18k1gyidshtV40XC6NgbAYFunybMdMHc9Vl51FMh5TNKydh1jGUlzI6/PgdnsUi2bjtjZ+9ov7CXo0Zdw4OmNcP+BEa+vAGQiqXJH22g206DrVmhMTi05gZNVI0OzMLyniuL/9jZLKyiPaGDnqASgGwz0//T6rX36YaCyhJKDbacfltBGJi0FhYZgW4ydV87lPXqAk4ED/gHLDSBREdEHRCeXYlX9nhgDw1jvvJ8tlEvA4GN1n8T9JL+H6BhW2Ky0ooH3LJlpSaQCKZd1kGJTk55NfNZJNzU00f+8HnPX5z6kj/kgdRz0AhdXywrP/5qF7vksqGVMAczrtSFXdRFKIBKgjuLSyhC995mJyc7II9YeIRqMEg0F8gV3pVxmgDEQS/P7vz7Mt1E00qXPKhj6+YPfTsq0Ob3YuZXn5dG7ZRJPolw4nLs1Gi2EoguvISTVEOzuYP348J/31LxSWHLkFLI86AIqDWP5EY1GaO1roCnezYeM7PP/rO3GbCTQ0nE6paGCRStkUj88Q3S6QxReuvoDRo8pJJXVi0RiBrMA+k8mFtBqJ9/BCT4gnl6/lgmc28vGojaamFrJy8ygvKKRz80YadJ0RDid+zUarniKm2Rg7Zoz6vg0tzUTuvptZl30Uu/3IlIJHFQCTySSbamtpbGuhK9LNa1veIGyLEO8N43jjbYKGrixhhxD/bAJUmzqCddPCdHq5+vI5TD9mrOIACoh3Nj52PyINM4XDG+WxdV08PW8ZN7zeyLExk21tbeTk5FJZNYKu9euoj8UosTvItmv0GgbthsHogkLyJkygv66eRbNmcPJv7yOnoOiI1AWPCgAKWLq7u1m2+m2ibo2ckmLC0RCPv/RXIq4IffVtZC+uJcdhYVdWbQZOmtL/UsLnc3q54KxZnHHSMTid+5dGuh7DnZ3g5TU9/PO15dw4v4VJ4Ri17e1ku91Ujh7NQF0ddeEI+Q6NfM1OxLSo03XKvB4qaqZgmSbvdHfDvb9k2kUX7qJjHik64RENQAFeLB6jvqWZjQ31uAtzyS8vw2F3kEwkeG7uo6zqWEbvpnpKNzaT65ZaLulo2iCNTzGfPQEPLX1JLjn/JGafMAWf991zeOV7E4lesookWT3FHx96mc/Pb6RqIEptWwvZDgfFOTmkwjG2xmNkux0UaRoJ3aAulcKr2RhdNQpPRTnddXWsnD2bWXfdRW5h4ZGCux1urCOxT4gCXiJOfyzGtrYWwlaKQH4ubq93R9MYy2LLhnU89Owf6X97LaNC/fhcjjR/T0XW0v4+YTJn5fhp7onx2U+fyTFjxqNpOyze7U1oBnVLkVrJZBSHN4Lbl019S4KHfv8MX97QR3Y4yua2ZoI5Pgr9brSOKFvsFnmzx5Bf14e+uYuGVIoEJmNzcsmtmUwqEeftgQHMH/+YaRdeiNvtPqKO4iNOAgr4IvE4G1qbsLK8WHa7Yqjsrq+JcRHuH+BPv72TyLJ5lDpNpftlCKSi+8lRLIzm8hEVtPfF+PRn51CR7cdpC+wgjGa6IA3qhIaRxLQNECz04vJV8eIb7zDvvn9zc8SOvbeXTa3NZOcHKD2xmtSLG+g+oYrCz83C9uuFGKsaaU0ZdJsGo1weCidMwJWfT29nB/OmTqHwa19n4ugx5OflHTEgPKIAKKBq6+ykU48RF+evK00k3X2IlAqHwwz09fHq/X8iuuplXHYxOoTcIrHfdLUExTGwaZRMPYGexiY+89kLKMtK4LDbMBJyb0faIBk8r00zQTTeS2FlkcojFh7C40v72PD7R/i+5cZqbWdTays5QS8lF05EX1SP92cXYovqxG+ZC90RekyTJl2nyG6nvLiYwPjxSiS/HY+y5nOfIqt6LKcdO528nNwjAoRHDABF8jU2N7O5u52cqgps71Jrz0il6OnuofbtlSz/8y8IWOHBQpM2XA4JvaX7fFiScu50UfPRL/DOC//mikunM3FMPt6cfLob27AZBoFcN8lYikRCx5vtx0iaBEsKMXUn9Q1d3L+8l8TjT3Gr7oLmFmq7OsjO9lH2lVPQqnPRppUTvuN1tGfekfOeAdOkXk/hs2mM8vkITBiPKy+PiK6zoLSQ5FevxdJNTp0yjby8vP96nfCIAWBPby8L1qyicPxoXD5vpjvWntJPfICRCFvWb2D+/b/H0fqOkKUU3MQCdtrtGKoMh/zMhuZyc8wVX2XFk3/n0vOmc/yxpQRLRhNt7yEa6iGvwouR8pKMhPEVVaKHQyRC3RiGg7kre1nQFkN7+ml+knChNTezra+PoFOj7H9OxPON00k0DdD32/l4m/rQBnTCdV3UheIYdhtjHA6C+UV4x47BiERo7mhn2UUXE/j81STbuzlj1klkB4P/1SA8IgDY39/Pq4veJGdcNdmF71JnzzSJhvpp2LCepc8+Rc+qN/DY02Cza5oiIAgYxfIVBVCkoD0vh1GnXkjt/HlcfM4spo7PxR/0koxK9YMo2eWFGKaXgdZ6XFkBrKRGPJxkQ9MAa6li9ea16P96nDviPrSGJupiYYJlQSq+ejquj00RJRMrnFRmtxlKEHt2HZt+9yZGeTYj/V7c69pxiKQzkqR6B2jIyaPxBzfDCTPJ1i1mTjsW939xMvt/NQAFOH19fSxYvpS4382omol7+MrE+axquNg1wr3dNG3eyNblS2h9az56XyemZVNxX6dDEsol8iHNZTR1/IqulyjJI6tiNLGWOCeedBwnjXCRHUwXH08ZMXKK7Zimj0hPgqT4/pw+WrtCLGyzkzvtNF6e/yTav5/l9gEXNNTTM62A/M/MwGPasFfnEu1PEHtuA0GJI/sd2HL9bPvNAnp1nbGXT8P10CoFTm32aKw36zB7Y2weOYLmm76JNmECpZ4AUyfV4HH/d7Z9/a8FoICvo7OTlxe8gaM4n1GTJqig/e4RCikeGQ6F1c+bazez5pUXiNWvI9bZQkpP4fU4cNltWDYLXTfVETzIucfn1ugsDuJI2Kg+9nzKx46jLFzL9FG5CtAyTFsCp9NNKpmuGROKpHhpXTfeyaeSW1TEg4/fR+mC1dzap+HobEb77ml4ZlQR/dZTmHk++ksC9P7fYsoticBoWD4nHf0x2kyD8s/MomBjJ7beGK7rTyNx7wLY2I4Q/GvHjiN8+w/Ry8vItjSmTpyEz7f3uPThfEb/VwJQwNTV3c385UuxF+VRNqpqe4sDkXbidskwUwSAYu12NDSx5rUX6F27mHB3hzpqvU4Hdke66oEQDmSIFExJHReXA6/bQYfXiZNsLrrxNrzBHHo2rGais4tRRT5lMauSbYOhuYFIimVNMUKF4xk5aTKJeIQHn7mPyldWc0uPhq2pnsRnp5JzziQSNzyFsbGdbr+D3u4wVZoD56DFLoaIOKQDJ41i1MwqHI19uD87i9gPXsBa06KeU7c7aD7tFAZuvYU+hxN7X5iTps8gJydnn/rv4QjE/zoAZsC3ePVK/FXlZBcUqFTJzJAKVeJCEWkgIzQwQG9nF288/BDhzW8Ram8ikUjg9zilW5by8ynJY1rqPhKN8LjtOO0alqbRkzSxjZnEZ7/9Y7Kysunr6qZ3wyomenqpyvco3VEMmM5QgjXdGomisZRUjyUnJ5t1697mkXl/Yvqb2/hGt4Pkxk00uE2KJ5YReKcVqz9Ot5mi1zSpcji3AzBuWWwVKn9RgNFfOpmg1419Whmxbz4Nm4U1mB4xj5N1X/kk7i9eR3NjG/64zpknnbLfSM3hBMT/KgAqna+/j1feXIC3qpySERV7+MJSqRShgRB+v08V+unv7aN+40Ze/NVPobeZeDJFwCM0eo2kbiiXi98tRSQhmkwpLqDHZVdV8WNJk56AD++JU7ngtE8wffoJKt+jr6ebgbpNVNJFdVCjI6lRn8rBXlJNMD9fMaJFb3tl/tMs2vYqMxZs4+vNFslNtdQPRMixWRQIx8+CbiNFr2VR5RiUgC471ug8mvpi9HaGqPz66RQcW45D0kDveh3q+jAjCdUy1ppWBj+9hC1Fp2IWT6d1WwP5pp1Zxx6H67+k5vR/FQB7e3t5fdkSJfnyS4p3kXyZXS0gHejvVzqfPxCgu7OLhf96lI1PPYihJ1Reb9DnJJE0iCVT+Fx2RXsXYIrnRSSjYRmEYgaxgIfEtCqyK8qZnDuV473FFE0YD2UlqjSbEYugxUIY7gB2j4+A8AM9HloXL2PTI4+ysUyjKdjP9LWt3PBOjOS2ehp2AqB8nwKgSECnU5X2sOV4cf3wHIzxRfQursNR4CP/tNHYBhLYumIkfrcI/fn1UBTA/aPzcJ1WTXvUT1PW2Wg5ZbRurcMX1Zk17TgCfunXeXiPwx6Aaak3QEt3J409nbgL8wjm56ZL5e5jCFdPjl6hybfW1/PEnT9C69xGyjDJz3KrSEcknlK6XtDrVD+PJlKq9arSrwyLlMNG34g8ssePImtzN+M2dlGREyTv2usonzMHI2UQjUZIJJK4XS48Xq9KUJLRtX49sT/+ks6N21hb7KHADtdsiuLa1kBDKEyODSUBxdPYkzIUAEe4HDjlrTQbjnMn4P3BWWi5vrQzfLAwptHQR/TGpzA2deL85PF4v34KmstOeF4jjc6TiF/4YUXtH+jqJtXTz+iScory8gkcxsbJYQ/A/nCItc0N2LJ8OLxuHI70Iu9tpF3HKOu2p6cHPZlkxWuvs/T++3Bb4iLRyPG7GYjqSvpJ1MPrchKOCw8QRUZIDxuJQICcSVXMGTeWikhcUahCI8ZiHjMHd27a1yibQ8J/YvDsHPITAkF45cuMjDUrg6inL0Lvwo04XliC0dBOpWlSMJhsJKG3XsOk0u7AZUv7Hy2vE+v608j55HFoUp1LrO1kiuQjq9HvfgOzphDfHRfgLMshua6N3h+/SsflX0S/5lPpBsWyiZJJjHgSBiIcUzWKgO/wlIaHNQBlcVv6emgxEzjc795RXK6VHFzJzRBg9Pf10dXWwSt//xtdS17ENJPkK/8dDESTyuoNeNP3DMd0Jf1E0Lg8XkrKy5g2dQLHTKgk1+9RSUJ14Rh1rhGMmna66mopxoekYMpxL+6frOxgGoQ2m6J6vfz8P6hwdTO7pETVAIxF4jRvbKZx/hryV2xiVOcAOYZBxDTpSplUSJqn8uzYMDUbbeMLGPn/LsNXlq3eJ7Wlm9h3n8Ns6sdz29m4zxyLFdOJ3P0Gm+e30/rTn1A8Z/auHTclph1PUOHwUpJ7eBIYDlsAijSLJxI0hHqJuAarD7yLOqMoWLGYAoHH41EAXLNkGSteepa+t15Xvr68gJuI1HORhtE2i6DPrY5eKb+RleWnrKKE46eMZXx1Ga5QjFRHP6HmblqmjmChGcfrHMHs6efisjRyg1l4XR5am5pxedwUlRTT2taG5XIxEA/z8Nw/Y+YkmWrYmPpWM1osSfb4SnKPH0t3UxddCzfgXbaB3OZu9HiCKklwUkxsG7Zjy0leOoXss8fhEH21tZ/Egyuw/Xsd9g9Pwm1rcMYAACAASURBVHPDaTh8bhKvb6H99ldZOvs8sr9xHbklJXumCIhLaSBGaSCbXHHRHGY9iQ9LACowJRM09fcS8zgwhtjHWaSgtNMS67eno5M1S5bSsf4tNr3yFAG3HY/TTsxykUjE8dol+chJ0u6mvLSYGdMmcszESnICHtX7rWXxOjoXbiCCxbzjK7GVjeDEkbM4ZtQUCrJzld/R6XCoIziTGyxRF+kZ197XzWurXmdd3wZs4T5Oeaed4pRF1Yk1FE4bjc1hV2XdGre00PjmO+hvbaamrp2KeFIZSY6PTcV22TRszd1Y2/rofnMrqTWt5JVl4/vfi3DVlKiIyMD3X2BBi43Ez3/KiOnHKWNKSctUSv094wuND4RItHRSM6qawvyCwwqEhx0AZfIampsJO23oXmmRcGBV4yXNUoBQt6mWtoYG6he9SP2i18n2OTHsLpI5I6C7HqeVoqSikksvPIXK0nxcDieG9PaQI1RyM7oG6Ozppz6qo+dVc+bMsykrLFOg3d9QlbEScWqbt/L0irkkB1opSaU4prIEV9QgO9tDXkE2Hocc+3Y6WnvY9Og8xry4gpFxnUTASbvXQUE0hS9hENUNBiyLso8fS+C7Z6G57SSe38imO+ax8LOfpeZ//gf/YL+SaDiiWOBZWVnKMEoPi4GePuJtXZwwaTLZgazDBoSHFQBFmryzYT2butoZMXki9n3kXmQy20TnE8AKaMTvJTte/ggA161cRXtzC00LnqF55TKyfA6svJE4S6qJrlvAiKpKrrr0DCpL8ujo6eeF+aupq2tkwO/EGpVLyEzhdebyiVOvYmr1FHwHocTL+/SH+3lx7as8v/ZF7HGDkhfWcPnkEnIumUZtQ4TSnBKqK4vo7e5n7d9fZdzzKyiIJ9gmNWMcdnI0OwYWXZZF4TUzyfvWGRh9Ufpuepbn4vm47vgxIydOUMZOJBxRTB+Pz0tWQDL2dmxemTOpW6OFolTnFlCQe3hQuQ4bAMoEtba3s3zLRkomjlO9OXYeItkEbDKJEsmQf2eAOGi4KhKBuF6kqHjt+g30dXXR8MZcmla8SSDgwz/ldIIFhbB1JZ+45DTKi4I0t/fyuweeJdLTieV20FSdh60siwJvPl8684scN3raoMMnrQdkjlvVqHqII5yI8vSK53ijbiGJ1fVc8/wa5nzqeLhiKi9Lg2yrkGkTRqHHU7zz5BIK/vkSkZ4BSu0ahYPpmL1Y+D59PIXfPJPkS5vYcvtrPHnZR5n6hc9TXF6u0kQV+LweAllZ+0xgSsbj9G2pZ8a4SeTlvv+k1sMGgP0DAyxY9RbB0SPwBbPShFDJRkuliMcTSqoJk1npNnYpDORSvkDxk6ncXcMgFo0q/1wqmWTLug0UlZaw/vnHWf/K0+RXjqTqzEvIsyeZWWQysjSX/nCUX/3lWdrq6wh47LR6vIRrivEGvMypPJ0rzrwcv8uNw+tVeqUcv5laLUrfTCTUptjfSPT10thYz18WPUa33sVFc1dyXkMXnl9cRGpKMQuX9VCSVUFlST7xWJI1Ty8hev/zTAhFKR+UYlHNRurq4yj97CzC33uB5Q0pVlz7Raadezb+YIB4LI7X51MA3LlCw96erb+rG6Olk1OOn6EMtvdzHBYAlEVctmolIZ+TgsryQR+bSTQSUwaDLLqUKhN3x87FelK6roCZSqVr8ul6UpXM6GxpJTIQonL0KNY8+zhvPfEgE888j4qRIzmh3EF5vk9JyS2NHTzwyEvYjQTBoJ/uQICY28GE4iKOj+VjNfeRXzOJms9/EafHvcfCynNHIpFB8urel1E20YZ77mbryy/Rmuek5KLjqUrpZC/fQkeln/ioHEg5qMovo7Q07SqRyqqrn15K4G8vUjMQQbwzupQGvno6uZNKiP34JVaUVPLm1Vdx3IfOweVyKvB5/b7t85Mm1IpTRyzrtOTODNk8rZu3MsITYMqkmv0C9r0E6GEBwLb2dt58ZzUVUyepI1SpzaKzJHUl4XavuyJgk+NGlUJzuZQ0lF0vPxcruKezSyndecVF1C17kwV/upeJx03hknNmMqJwx/Gkpww6e0PE4yI9PKokh9R11nST7oXr6F7XTMU5l3Lsl7+GthdjKOP6kU3wbqNryXy6V78GLoOymipsDotEPIUpTknhHToc+D07yv/KvcRvWP/UMooefY38npAUZMU4pRq7sHYWbaNu3DievepKRp98AjkFBaoqlxBTpTBSJrFKmjBm6GnyHTKPIsnT94/QtnYDZ886iWDW+8eqft8BKLtxycoV9HscFIn024+fSsV6BwbUkSOMF+nNtvORIxJQKFjtra0qc62/cRtbn76fSz80i1GVxXtIAmmjFYkmaOsNEbUskoYTI+Um4M+ibMQEqibNIJCdu9fnkmeRGjFiDL3bMM0UbY2b6WyoxWnXWbF6Cc6ObmrK8nDnBSkozccXSEv4HWmekIwkaX5mMf5HXqekN4StNIg1pgDbikbaJtQw/9ovYeYEGTelRlm9uxsdMhcyv2qD2FBuI6lpKN8hz960qZYJOUWMHzPmvRRy73rv9x2AUvzxiefnUnpcjQrm72/IZEpTGZF6WcHgXuvnyaQP9PbRtq2WQE8tY31RCnMklTJ9DAn1SqIVHZ29LF2zhXVbOymaORNfQQHlORVMHTsVj9tLfkEB/ncJ6IvEley6zHG3r2eXCqtSUSsejxGOhlm8fhnB515k0svz6AgGaJsyirFnT2XEqDK8gR3HqJJUoThNr6yg7OnFZE/Ox37+BOK3vcD6ykl03v4DHDk5ePxetRnF7bJX/U/lOu9ZSiTc14/V0smpM2a9b8fw+w7ARDLJCwsXUDBxjHIf7G8I30/0rmB29h4+OctIoSWi2A2d/sbN+EPNFLkSeJy7xmrj0Rgd7V38++UVbNtWj7+omu/e/QfJACESDlNUmJaUoqDvS0kf6vEr7yO6ouStyP8FtK2tLdjXvsOI796CV0+xymajbvpYpl0zh4qqUqXL7ZzwrgyxLW0Y4X50K4b3/kVsnHYygZ/cit3tVmqHWMFyxPqzAkMu5xYNhalfuJzLP3zJkPyb+1ubg/n9+w5Aqdny5ro1lE2ZsGsccx9vIwsoEm5nh7D8rL+tBXvzeqq9YbIcaat4J57qLncT3XLTxnp+/cAz+BwmevAYrrn2J+o4rRjhoLp6lAKAfMfeaO4CPrGARXccypD7hkIhdak8e3tbH81r6hnx0xuo7umm1jBZVVHAcd+7knETq/YJoO3+z3CCzd0Qm3gy+SOr1SkgJ4NIWZHx2bk5QwJhJBSibvEKrrjoKAZgfX0dL61awbGzT90rv29/C6wkyoa1BFreZkKhUzFehjI6u/r5w9+fo6mhibbY6Ti8JzFxYjHXf3sGhUU7mCMiAcXJndGblC9S1/er92WeQW2O/v7t14uBsG5ND3/6zUqO2fQ3PtL5Nl12k57Z05j11YvJL9i/GiL3FjLFxrYY/SVTKa2Zqsq3yXOF+qWZoqZOiP25Y5Qasm4TZ804AZ83zSD/T4/3XQK2t7fz0ooljDth+gG3KlWK9MaN2Da+waxRQZXFNtQhqZe1dW3867lFrKmbQDQ5iSnHlHPjTSeSV7Crb0wWUqSMSC/5sz+db+dnEOm3s54ohsHaVZ388bfrcKTamay9zfE1NiafO5li1Zdu8B12/d9eX0t4jCsbIyTHnqoSplQYMZlEwnFSuzBj8e5rTuS6llVr+fCccxSn8f0Y7zsAJXj/8vx52MsKyS8t2R5pGMpkiG60Zu4TnJwfoiAn8K4f0XWD7r4Y/eE4GgbBgJecoI9QJMbmBp13NlgkQzbOv/QERk4/Brv70B206lgU5rT0Cx4csd4eNvzzOZYvqOWEKyZQVeWkON8tZzOhnhCJnpBqSKzl+skrzsar/I/73lhd/VEW9gSoOfeS7YATSZjZNHudlEEeY8u2enITJifPPAqNkAyZU6IcGzds5fXlq8gqKSa7yE9pVSl6LIXm0Ahkp6uQpqXOYO2+QeapAHDDc49xeqmOf5Dbt/uES4JSa2eUBW91sWItdHd34LI2kp/no2ZcEdUji6kuqyQZirN57gqy8iqY+tWv4DnEsrhyVAv4dnbRKBdSawurf/9XDDPMmLNriOkWfSGT1k1tjFu9jJL2buyWRWfAS98JY6k++3gqygtVlt7eqFShaILX2jxMOlf0ONd2AbrdES1tJqSi60AME1O1FOtp68CIxUn09HHWSaeokNz7Nf7jElA5kaNRmpvaWbe2nrq6EHWb++nsSDEQieDKiVIxLpfuRh2X18YpF05gxPgyYvGoFMrF68warFwg7hSTvtq3mObeRn6WNI2RRUpPpSxAOJZi+dpunpmXpKElD8MMYCeEx3gN0xzAZWvC5w+QW3gGSasCl+bhjPPHMPvCE5WDe+gH+q7LJ6CTY3d3B7X8u6e7jyf+sY7N63vx+jTC0SQpw0lOPMxX6h9iWqRJfa9h0+g5exw9V80iFHdTnl9EQW4wzfdT/muLRFKnuSfFVu9ksiulbFwapBYpYvF+VWpY0gRWLtjA+kWSTZeieISHaEeE4iI3J544mSlTxpGblzZa3g+u4H8EgGmOmk5rSycr39rA8qXb2FYbIRr2YhqS0S+ZuZrSr6LxKMmUxH1lQiw8wQQFpV56e3qwDC8+TwFY6VRIIZXmFtqpzmpjUlWYqlIHQb80iTapa40yb0WUt9ZnEY3lY7NlaFQ6LmMxDqsHrM04tRhxxznELQlJeTnx1By+/NXTCQYPXCnPsLLFTbS7czqz8RrrO3nkwQa6OhwkUzuOZoeR4KOt/+Lj3YtUoXTT48B969m4Lp5Me3uETQ9vQPPl4hxbien00NMLzR1O1jf4aRkIYpnpKIjsQGF/R2LteHwawdxsOutj2I0ATql/iI4N+b9Ef3RKyjVqphQxY9Z4xo4b9R9Pbn/PASgT39LSzrzXVvLqixvoaHPjsAl9XahCe8oYMQ5kZyd0PS3phjJsBg6bTmGegd3eq4pKdvd7icWzsNt31+Wk+/k2XOZqsSWxmxvRnZeRsI1DUtTzCwyu+9Ysjpk2asgSUJEmhAwRiynXzO5MGcUPjMcJhcIsmt/A4nnybg7VFkLSP9Mi22Ri7yK+1fwE+aaOVRbEf//HcVblk1jbSvjbz9JR18uTI05kackZ9EXcWLZgpjfiXmfJKS0n3E5cTikjZ0MTD4H0PRnsYyx7WBLrU0YUj6+P42YVcO6HZjKpZrTyf/4nJOJ7CECLWDTB888tYO5TG+lsdYIlL7X/+sqy8oK9lBAMUilVrVQIBxm9Zmf9Zs+Zz4B23weojRgOYyWWLRuXuZSU6zxMrVyymfCZFmeeXcRHvzATf1Y6zLfXGoODwX6RdOITzFDEdn8eeVZlmYra0dbDU4830tfmQ5P+chLKiydUT2EZgVgDX6v/MyckenCcNR7fLy5UEYzoHa+QemwNnaaLuyqvZFP2tL1uXnUTGziEvOF0pIGn8lTST2Vz2JCS/5lY8c4zpHyMxPEFYsw4KY+PXXE6lRVl+w2NDkU+vNs17wkA5WVamnp4+B8LWDi/iVQiI/GG9rhpzp1MmOSCWBhJg5RuyOZVYTTpyybdi6SAuEjJoblFpPgQivKuaO+2XjBasdsMTFsejqSfghD4ExoEo5zw5bFMnz01HcAfZOHs/D1iZGT+7Ov7M+ATyRhKJPnH5k7m1icJ1jZS0q6RYy8EQyMSi6vUUJsRZk7zY3yhbyWeT04lcOMZJJ56B/3eBeg9MV4OVPPXEZ8i5sxLl5QbbBMmQEpbvZqK98r/pcTIHiNd9PDdh6rSGWfSFA/XfOF0qkeX7defOLRV3ftV7wkAu7tC/PE3C1nyZjuWtWd53CE/cGYO9zJpmaiAqmKvJKWhqFjpnZzeuALkzMJI+Q3x5Uk9l7REs7CMPgwjQahzHb6QnXCsj45kM71GJ2OnjuAb3/wqEyaMO6gFyPAF5egV6ffiijXc32HS4fDiaGvEs62OqmQ+I/3HktI1JQnFqCoaWMHNLU8w5vPH4BiVR/zeN9CaQjTZfPyq9EPUFp2Cw+5W5USEIaOMh52IskOe2/1cqGkGNVOz+J9rT6ZyxHuXRzLsABT96+XnN/CX379FIr5nVCKTu3uoE6WkpIg09WdQMoqUzIDQstIU/YyUGJQIml2U9HQlcmGpNLTOo7lpITEjTkLKYkhjwUQUh2Zx7NTJ3PzNrzN+7OjBGjD7f2oBnkhGOZLleJbj95m5z/HgPx+jY0BKatglOIzNNMjOKWPmmM/gcecpRo4wc+x6Dxc0/oNPZnXiMg2sjhAJS+PR7Ik8X3Ul9kDx4LPs3E5i/8+18xUCXKVB7Eca2jWTsy+s5JovnKQ4h+/FGHYAxqI6v71nEW++0bSngixYEQCk9ncODPFV01tf+QstY/AozpS53+kWypGrOpwPglVPs6hDkWaWv/N/RNxpw1orHYVt1ESMYB6my67aORxfXcZnJo/g+NJsfCqJaNdNlZHEGVa2AE6lDxgpusVHt2wN//zrA3S0tWMl4srhbJPCLjYYVX4Kk6o/gt3lUh3WI2GRgimC4bf5fPOzHJfsVjbrG1lVPDvqUhJZ4mo5sCSt7dMwOOWWHRxOO4ZuKEV70Lu6zwmfelwx3/juSWRl7Z8oMsRV2+WyYQdgNJLk3rvms3Rh23ZFWb2keAikBZa4W3QxKNK+rGEZIt32dy/BnjSAE0JAylIL3d2+nHDzeuKaQX10MwlZ7qxs3BdejucTXwCPF7dmIy/aywnt73C6Lc6Yqkq8O9GeRMqpEJ1lKukr4BvoD/HOpk3MjbpY7htJPDKAvb8La81yjHUrcHf34rZclBYfR1HxcQQCwr5xKaNNXDOWlSI7vIbx4Y2YDg+NxbPQA9WDnoNDmzFlDTs0lbqQboYiY98GW+VILzffNpuysvfGWT3sAIzHk/zhtwt4ZW6TcoxuH0r6SWdxc7Cq/KFN5EF9ersSLlZ1CLN5PVPMCUpvfK13LitDSzAwcJSPIPvWe/BOO175ImWtQi+/RO7f7uHsSdOprqmkrKoYt9+veo+YUuHAMBVNbPPyVdSvauWNdxbQ5/RgTT0J/0WXkX3c8dJ8hPCqVSQeuA/n22sYHziGfiLYc0oZWX4adrtfWf2ylzRNysZJr2HR9fbusjrYOVC5NPvbsOIMNw2cnii333U+EyZWHtTX7e9Dww5AqTL6z78v469/XI7PE8Bh36E7pFsaDD2bbH8Pfyi/j8Ra2LT+YU71nMVo/zhWRZbyXOcT6JYO/iwcX/sRnHyuOpqlZ7CtsQ7bXd9gXIeGzWWjw9uL69PX4R9boyz0UNJAX/Y6icf+wmiqadEb6NF7lIrgKKkgcPWX8F5wGQ6Pi8TyhXTf9i2yu3VOyZnDitgi/IVjGFNxLk7ngTvAd9HvBt0u6dYRBz8EfKFICM0R5e5ff/SA/KIH8q3DDkBR8J95ci133fEypmHD7/PjdXtVyuRBj6EcsbusQvq4teSo3cdOj8Y6WLb2dxSZBVxSdCXrIqt5oevf6OjS9hzt41/CnHOx6vchm8YWj8Cvvk/1lhCjveOZH1tA4ivfw5wxO/17hxPb4tex/eE2xhoVuG0eVkdWbH8qbfREuPFOHKPH45BQ2aN/Rrv/t1xScCn1sW1sSG5k6rgrKcgdf+DTNMh4FmPM7rKnHc2pd2+muK8vUWzxVFL10kskE2QFndxz30eZckzFux7VB/7Qg4f/cLfqEgDOfWYtP7/9JRIJSRrX8Lo9+Dx+nI5dmzoP9aFt6ugWD+q+P5F2u4iiSbqilF0qSg0e9+Ka2U0iiPtlc8OzNLUs40N5HyGo5fByz9O0JBpJ2Qw49Tz4zI0SFNuuX2rPPEze8y9wZuAslocXUjdnJuZln1X9PaSAkTYQwvbA3eS/s4Vq5xjeiixCN9P5IpY/gO1/boGTzk6XW2tvQvvhtZxjzaI70cHK6BImVl/AyPI5e5Sey1SAfTepltazLfXupp5+3wOJZctG1VO6irnHkrHtDJ7cXB93/+pSaqaUDXW5Dui690QCzn1mzSAAd8Q6xfMvXSZ9bh8uZzpuuU+pqFws6Wr1NuH4SQRJdrXyRO8Jpt3f2KaMDSvd7038tXudEimf0cfWpvnYoyFOyToDPRlhQ/RtamOb6BtRDF/9AVZpFVYqKTWroLUJzz//wMn1ObgNeKm6B/3Gn2I63FiWgWbZsDVsxv7APVRt6SWRStCcbFQsFLweuPpGmHWmKv2rRUM4f/ld5vSOpyfZTa1Zy8TRF5OfM3HQMh0UODYbdqfEyS0smQOB5z42Ysb/uT/3SmY6FCPJEh+qrkKFiWSclGz0nUZ2joc7776IY48bdUDAGurF7wkAn3tmFXfc/gqJxJ76nurHa7craeh2eXBJsrcmzupdj+i0227QxSJOYzlOM0uzPwV6KB7/tFwiHIsSifThxY1LeHiWRSjVT7fZjTlmLEZZGalUHMMIYySjWG315Na3k29l0WjvIDb7AoySYnSPHV2q7gpYN63B9cK/KExm0UsX0VQURBeeczFMng4uH66Ehfepf1IZ8uHw5GP3Z5MTrEDbTpqQ8MagM11JNXGypzu47wuA+1t0NX/K/ymliSXenk74F5fRvio9uD0WN357Bh++ZPZBOeT390zvCQDnPr2Sn//01b0CcPcHEiC6nC7VBdKhObYXoMxUQM1Q4ff3Igf7eyE9iBN4zyEoFutDJG+6AkM6yiJ+PNGvJEY82NpVM0gRJ2XpSlWQqzXxs6W7zalbm1YKSzaa1IbWnLi1AHZh/Ki8YCd+jw/H3goxDfo6d7hMDuRN014+MSgEdEk9qZL3k0Y6jCiA3u+wJfj4VZVcd/0nh5Rnst/77XbBewLAZ59axZ0/27sE3NcDCtDE5eB2e1Q8U3IUBITiDE7He9OfHIr74EAmQaVwRmJDZ97sdPPdw637E8x7qAqDMVyPx4nroPl4GWND9XhS7GlJdRXsiz4nkSkBnkrm2t6C7N1naOdNb1oJLvlYOTfddPWQGnUfyNyrM+49MUKefpuf/1QAuKs+MdSHyxgUSjq6HHg8bsX29Xq86qiQBBzl9E0ZKqogmpH8O32oZhzcQ1PBBdBCBpCK+e82VOhPmIv2dHxZFlpUh0zQX8An7GuVM5KpVzO4cbYDNc0fUBtN7iGqiN2h7T3Mt5OPOPMmSi/W7Op909GdNJ1KGM/S3y4ai6iNlEzog2AbdPgPdeIHN4SS2IPuMpvN5IqrJvG16y/Yu4Q+gHvv7dL3BIDPPrmaO+94+aABuLcHVQtuT9eG8fu9ivEhEYlMnzRVFUBaWskCSUsDXfSadM9fpfeIwj1YKSB9/zSgBDhCZognREqk9cz0gqdJC4o9M+gQVlE4Cf0NwaWUBuLgyNRp2R6P1rbXbBmU6+r7FDDtaZKBbAwFeKcUY9JIClkh/ViEoxHl/I7FRDeVujgHniy1L9wIg1rmTdId1NfZ4OIPj+eGb5+Lz3foeTJ7nALDLQFlMh59aCn3/epNksldpYrs+kzs9BA3jvp4mqsnUkmIl+leaT6fV9V5kdUSq1tAqiSF2tHpfnDKklQSzabcFRkCgXAOVcXTwWr16vqdi/sM+tvSlmgaXurvg39L3zcjhwcZN9vVhvRRqUDtsKfZLJJpZ6XLzokkk82j6tsk4mpjSL6MULnk7+kiTFLrRcgUQ9DdDnKCpbqWbFYpg5dWdywmTLRx1z2fobik6CDvuu+PDbsEFHP+vl8+w+OPblXusZ2HcOsyQfthf5PBG6aN5zQklPSSbumDwHC53LhVsfO0cSA1CAWgYgQJMERHUsiVUNhgIXLFrZOScIPg2ZF0suMN0tZ5mpuYSd0U9UDpXGLHDLqVZHMqd0dcJFearSM0skR8h99NrpGNsEN4HlpEYyjznCGtimTPyglipgwioXD61LBMiktC/O6P11JROfy+wGEHoFQA+O7Nf2Dxm1IxalfmhhTGEStRKcmHwRCc7sx4TuuPafym9TxpYpPW13a+bleGdNpA2p0Vk6ngoNwmg0rcjuvS7pThHIdCc5P8Yam1o0qR+L2qRraU+pBjXyRvWYWNe3/zSSori4fzkdW9hh2AfX39XP/1X7J2lUQ9dqXfi3iXmZej5YMxvDOgjstBQ+lg7iybSgSEVBsTho8krWeS8HPzNH5yx3lMn1Ez7Hkiww7A/v4Q37zhd6xaIQW/dziXhbkrRRRFokgvt52TtQ9mwg7mM5JqKUUth9uVczDPMtyfEUMl4wk42HuLlBePg6gAO6eUavYwN33vFC655OzDH4C9PQN856Z/sGJZn1LhRe9ze9P1VXwBv1K2ZXdJNyPRh9RxPNzn0T5WwOf3qzK+RyIA5XQR0BwaCC2VD6309J30ULsjwTdvPpmPXDr80ZBhl4CbNm3j5m88RlNj2uqUwLso+9LRW+r/icIe6utXAFR1nyW6oCILQ/PbHezuFh1JKsdLfsZ7aUUe7PNlPncwkR/5TFYwK72hparsIWzoDON75zkSbuJHLqvguhs/Ouw1pYcVgPLiS5eu5JvXP0o8Jo2Td4BKXCVen1fZi2Jh/aeHPJukWUptwCHnG/+HH1LmSMA0lMLnOwNWjIjs3GyVhxIZSBfMPBQQ7v7aQrQ4fqaDO3/xJYLBrGGdleEH4JI13PytfxMJ7em0lKNYBcIT717Sduc3PBiJsPsMZdwM0r5VSpIdqpQY1hXY6WairmQqXL3bdyjppApouvH505VRpbinvJdsMKnEKn2NVaRoMGPu0J7ZYtJkDz+76xOUlhYe2q12+/SwAlBe+JGHX+a3v1pJQvJrdxtp/cLYRb/Y39uI8XIgEiFzv8yxLrqn9HJTRlDAR1KqESTiqs2qFDkX/fO9Pv73946Z36seJ3aNROzdC19mpJtITCEwiPUazAkq0MUig60qlHN7+N7N6+vjf395OTNmSlL841/pEgAAB2NJREFU8I1hBaCkFf7y7r/z2D8bVSGh3Yf0V5OIxFB1MAGGSE1ZkAM9UjKTL4sq4SVxQHt8PuUElvuJtJAgvSJuvsf651CXS1X7t2vEo0OrvJq5r+ht0q1Tyhcn3iMXl8sd4kc/vYAzzpw1rPM1rAAMhSL86u6nePrJBkxzT6Mis9BDBZNc7wv4iIYPzXJNx3TtuL1uknEJaaWlw+Ey5Enk+Tw+j3JTRUJRFes9kCFHsUj0gzkthvQ9tgSf/PQovvK1K/daGH5I99jLRcMKwIaGJr5x3f9Rv030v0OzajMSTBkOkZhimhzqkCNYdKRDTdjZm455MIDObAzVhcnlVG4qYcdEQukeKOKzFG+Bik/vR0rL6SKgPZjnGMq8iiFy3gUlfOd7V6h4+3CNYQOgvPi6dbV8/zuP0dSgaCOH9IwSgxSiZiAYIBGNb3fZHMpNAwE/0UhUxTiHc4iemWalHJjUEi+BNGRUjHC7TRkUci8pNi5sFOWPEwAO4XkzNLT9AfXg39ti5Gidu++9hoqKdDer4RjDCECTfz3xCr+4YyG6fnA7RNVuEVqVJE9rNuW2kehJWPrdJhIwyAQxUgdQum2nWZKK92l2yfACUIAjOuX+Gta824IJcJxulyqBIU14RPIdXsMiL1/nRz+7kBkzpu5XIg/12YcNgDL5f/jdU/ztLxtV7buDGaqQkDCDB2siS/spr99LuD+sjiNxPViq+kCa63egQ9wcw63/CZgD4t5JCt196O6lvT27AFDmYH9W8IG+93Bdb7fHuPa6qXziqouGTQ8cNgAKC+ZbN/yJFcuS23dHRsc5GMU47WJw4PK4CIfCw663DdeiyH2UASB8vUOUWqIHKgC+R5bsob6zTTM49/xCbr7lE6qS6nCMYQPghvWb+c63n6C5cdfoh/ioJP56MGO4rODdvzvNej40HTVzT+Uq8nkG28QeWhhMjBGxNeQ4H64hUj9DDTuUe2bIqRNrXNx199UUl0hLiUMfwwJAebgXX1zI7be9Sjy2w/8nEky89NI88GCGLK60rRLn6nDpbSqyInmNB2lUq1wOldmWTomTf/uDWZiplDJwMtZ7Oi3gwICU4RweqDHzbnMrerTkiIjacihDDKI0YTXBHXddwoyZUw7ldts/OywAlOPnf+/8B08+3oJl7dD/0gD0qCP0YIbiqHnEd5cYNgCmG15rBy1lBCSqTdigABVHt7SSSCVTaQ6dJEdJJdyUEG8PDIAHM0f7+4wclfsqH7y/z+78+x2OfYPPf3kKn7r6Q8OiBw4LADs7e/jOtx5k9arYLu4XYcFIo2nxvR3MrhYAZvoAH8hkvdu1ipnj8RAJv3uj6SF/n5LSXuU2kRj3cEhqSSPYmQ415GfZ7ULl3PZ6FEtG9NNDcdHIOqT9kQann5nP92+7UrWIPdQxDAC0WLVyoyIg9HSlC0Gm+9KmG0lLp/FYOKokjnKsDqHF/aG+1L4+rwiX4trxeujrkfK8B+a329d9h8sIkftnEqyENnagI50Pk04ZVW4dl0sxgEQ1UIbNYE1GiccfiA9BPBPin5Qwpny2uMzknl9dxZgxIw70Efe4/pABKEk0D/39BX7765WkpDaFZKvZNaX7ycKIa0HagkqgXLGRD8J9cihvKRJJgCebQaSxUM7l7xJtkNjpzqTYg5UQck+JXAzHkSvSLyOhD/S9ldfBITV4JJ/arUKPEksXBpDEl3VxFYkgkIjJECJL4gCXbEPhGoo3QlQMmTfNEePb3zmViz982iFJVbVfDjUtc2AgzPe/+wCLFwxgqQYyO4Zyo3g9xIbruDvQFRm8PgPAjE4qixIaGFB6mzCyZWEOljmieIb+dB7FoQJQ6bxCnpBNO5iTcaCvnHkPJQGl3WyWX71fNJKWXgfC/pEjV1xDfn9AHeWitijJbKU4/6Iybv7ux7enwx7oc2auPyQAZsJvN33jMTra9gy/pQPs3veFgLq3CZEjSowaaerc3yusbP2Qd7B8z8GG4jLPKHqpgEXSP2VzyGKH+qTJYQojJZUPkkNmEO383vK+Xr9/0Ed58AZRJkCQCQ/KWT6yWtwxl1M18tDCcocEQNlRjz+2gF/etQhd35P/l2FBH6wVfLC76t0+J7FXOVaG07VzqM+ZIcyKm0M2rESABvr6tlfzPxSGs4QyRT04VDfM9kpMgy/r8Zjc/P0zOO9DMw6patYhATASiXH7D5/glZekIv6ejl3Z0ZILcjAK9aEu6j4NkcE83/8/cGeIlJY4rRyEZi6omQBqq377Sp1eOqg9+fvXH4a//8gfBwT3XUDjgMg3BDD+Z/DwkmGorAlh4OTEXPtJbHCRnQBB8/l3boOWX61lePEc+z5fSKOYBTKPO5gA0ecH0t/RlPSCsbkWlKBBS9mI6XTg8y14IBrtigoFRU6G7gmhDPLyEmQHFNkJEOSgDetPMUyfdILh1y9cRQmsVBxcRQ2odwc7roPskKORRtAuQtCpYL9+UWfzPmRPDcixlMUB8gkPMK9zcjEzFJbaMLi6GZBdDQMAanmhpoXiFL8AAAAASUVORK5CYII=data:image/png;base64,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 think yes!,Hmm.. The crystal ball wont show me anything,My answer is no,I dont think so!,All signs point to yes,Maybe another time,"No, Im sorry"