zVtb9nQRdVGo6Quyvyp6Jg==;yYl8m+ZcNECEcBt3K90pZRntwRd6Rykwm2LZBpGeUM+3cmOtdj1D5Z/rNH2SLw6YQJy/eCVYNvkm0zZJfQtFOUBXNkKBsfYLjoCVTEdXAkKrRINRcKsaFKEYTcz6cdUKICmGjguF5PFUWpd4kDbV2UYu/lp+jCG4fQD3HYK7PNV2/q2ZGZx0hOO89a9LBFu4Ia9wkOjbE1TyyB8rTJEljnSGZhjlhNWxXiPw2co/CXEb+5SIt2Y28lAkDlKljcKc2QdYN5vi/5CTksbfsh5slTFS06WbJS3vsu58IkmhHImqVoV6W0jB82wD7wLoLWwzxSc7lcsTYUfOFcXe9iDo3pp3yL7iKOLmD+nChBk+URECiu+6YYefw2nnfKXFvI+1Mnx0ZaO/edFv4KIvs7+lxdj7VmHwV8Ki/qniWsSW0WWywLzrVds3PKrP6LVNYtwPJbkOpAzlNaC8EHz8+IRp6YpwPqiOsS92UwYk+HXTSpI+8BSgCcqdBnDCuyIMANs1MxhJbPUlnfTBH/r99o82BF9s1BFTjv+J9011R0X/knEO/IHVaeOGM59a2fvXAKKCLN9NUYaSus7A9eYHUuxwgXyr0OPr2LKXB/QVkpzbtCQcEBjwgw83g1AyfS6e5YOwmbocmoDr664+/iWhg7XPMBeNxL0zSYp1UWMZHzPF6zUDkoDqXH/KYohD3mvvtillRapB3r11HCVXJa07LmT0mcXFZ37x4ZUe1Uz7j2qsqblhAcLB/kdfIkhPiYDBKqdLtl5hM+cUd6DlZ5xJRKV3oTlDd6e0x5w0jpd/W46kwJoeqBA9i/pDNhgQtDbzpq4J1svixwO2cT0nDbZ8bcsbYuUsW5PXNtIXt+yOJyq2acJC9Oy2LgNYCjXvN5v/YE/N060+28jclwAn1O5p9A8GvYyH0iQMCx73ciZ8167mjr4oZiHoW7Z5BzonV5Hdl9wts4DdBlYF/LDdf5fjvq7CHpF3AmEL9OhyvnukIF5mDCJGF5xL1+biILgdH6/vXDQnaj2u1dFKfE0zHQxMCU0DxNCNUpAJs4Abf9eo52hVt6ha1Ar3bbaIkENmMIUyJH+5sVyqkDoyBJgxFiYiQXk9Bs/Ti3i9AOZ2c1SNL6RdQmjl655+kZ0yZMf5aWxZ8j+oSr0ipdEU+tmLJBDfSBhpnfJ2ZwaXG0TZbNt0fit50vipcFYI+KSHgKJL+8LMSDHjMLzZwP6wIsLd73IYO7onywshVOlMXDjpMLlFOKWwJqDu5zFZYA6vrFRmFgoLSLOgHTt9VZ5hlwnm2J9SfVG41e+kkB3o68hIlXe+/GH5NQi79tveEq7HvQltKBJGgyriWCiDoZ2sIQ87DA7bz5M/ITLYxwVWCpZZiLcRW/pthDefpCltPLJk1O6MJj67iPhUc49OJXCWyOmQKK3ioT/JrVorbIC4a5PfMpP+3fDwPi7DXHrAxPzOnE43UCfJTr38Xz0lt2D0XSVMkaCXqtqJsz6qS5uRTUAIK+dYOME9nKFBivlplWsOqQbalbWqu2aw2SQce5vn8OPwSGLWKtHBa0Y+nXPFJCWiPLi3n/SEhWLAYy4TYM69QtrMIED4zpZpdJBgZ1eR2xaDfT5r7ONWz1DHTeo7kbdA5wNX7BFXbLjWCKX1wAhotmJYWHXLVLu/wC9NRRloOS38yay9aZ/tTY0vqK1D0PxKIEW5T11MKS+t1AidWb3o4YyCV3SKoiXbQadyK0QBLhbYJuXLYJCTJk/K0quOcHSroiMkNG7TYo30wIpg9vGTXOOGuHUL/LJatebwMRg5a9Gnguf9mzdiOPN1zs9YE5HY/W4GOSNkHpHEstU90P5imBIC86YrNsr25GaGKf6VmvgcCuJTUvk2uSA/fbFBBucreYwQxHQkEF19lIOx2CRvklGHjmH9dtVfNymMbaF4jUaLD90aEK5Xmkcs1EleCaSD4wR1hvor990U1Fw6jGCWWIJu/QfcOWofEDJ+BtA5jfNwux5p3Vl0c5rU6BhDeQlEU28wweJWAz9/vAG/lmth1jFppWnUBo4e9H4/1NPbYqAg8whTNFzAyWfOTZHPqhiKePD40+WLAhdmT2pWmb5J2moWs+HaIQnRnBcPpwB9LKrL//5tW8seNW2OAY3BSsI9Q6+oPPxyyPC6Uh/9xJlqLSFhMnq63rZjbEsccOSBECfFRL4pOzS4uHo4WUCIzai4Rncgmrr7XeDfxOTreqjMXtVBacUnG6cBJ61GquUU8S0ysBEtyfBIyzouZeoax0ms8c0vJtv60E30dOL7f4Qtrfi6VAW9U+3elU6ENNPuEgOnZbQrmrVdRDbQaojvE2q4dCy3OvBEv1cu0iu084KGKt5Fjb+iN5AfYq8mapTyD7F9naXOMOMuQimLwla/mJdyw7nupdjPlIxRhuLsyoJCI3tHUKw/zr8h71npYStzMusSz1fMSi0UyRoUrqorc4s2WPIdK/mRoheCc8O37gEe5FHj5jxf/fhHdbpTD4xtTHRESCz2HbejJ6ovcBItfcpkKq/OPmOQnir3lfvuJxY67D7RUNxC4aRXU0JYzV5gPUDFN5PoyvSMJuyLGfs1lN4qq6bxQHcAlkSysuLIRRyzLq6GuTT4MqargiFisSiPmpWfJPndGA1mbE4RGeMzeAm+dDfl7OBaV36w4akv4s2LyFJWisTe4s5dy15P/OcM8G8DNJ2hzIzKGel/12j5Q6ITCeouuZyjT1H9/ZnhdLrkUmojogECZ5QLqEQeQPeJPmrjtuyvxIWKTU5UwkX0lBNltjxSORg1MpOr1AdYBx/TYMWovT7Y+EzQdzo6mCRevRzf0jxhxOL7Pq9EAsBCei8/QKAKKEVcoDNNHuQPO4bA05rDXtbFARIzcncp5VH0AKTSySfMB4XDbAhaJuOP1Mhal51neGtDf960VPumJxsK6N0B1hShK/EViXwIm06MEIkcxHDQqioLv+MJMmsG3Kls0pspXeu3Ffu/rEdsMk1if7xz27Pa8AyU7ttdHC3Ukr3An6lWO09MTruCRZ0hgV9It6oF1DWLuiqm66d3Nd3onn/pz7oyXhGur3gqi+j/Tf1NNHdU0HtyZZffzzxRoIBylHipYlqWXNAFva+YJdZ8gutVVSYaasJ/uRw47RN8MpAH6aAezasN9YqSMlluft3NG+mzc/5HdpeK4k9BtIV8k+VjEjS8qZYgrW1BQu456N518f0uvi1XjnHEKF473NFOQiTVZIN6oO0D4a32g/pSfdkKw8VaZ3FU1g1yVhYyiOEDHkoCCtRR9IiQXDo8k6qDOcLlh6ed0Q5bC+yT3fXDLMGKV/BjUUH4m+d0tOSkr5SPftv/rXc85oYSZfBqEth4CTBhdauf7fFWGwKgUK7PRCVremvZRsC6Oy+Xk4Wb6wkSLQW1e7pBCkdVD/YB7t57pnY0tmaWTTnHFwCGiQFSedHZDNYf1SdJOHFPMRkr2pFrmg4mbWMDC6UXzlgSqtBt7QTyYWKw3MJEiFEL1g2bDWSMyIi4gAyUqHmzPtis+rK8srX+eetgDXm0ZPLOtKl9RUvhqrYE3RV8NHC5qhpxM5eyl59YheMRXztMJstXXyJp8Iqi+Th0CXkWFsXCELl3fNWPZsIIpBCffXJSDWyXbFacyczU8O6TndGvb/BnJ9LSFIGr4Jv99poEq8Vwi9AwQ0cizoODJjW8y5eJLxy9yWi/rUzIPH6o5ku0JddXAAXtWWCBJbSLdO67pwBs6K4lk8Ra+3YcyfKhobRUTggewRc3Gxd3+zjCNdgiZXCftK+meGKC0h337AfQZf6yYOM2KB7Ezj2L7oThWGkGPwC3+AZSX3HBOUBgHvajAfYTjD05Rp5mM63qLhaRJFNJRkcuTZq+RbUz19EPd2yX+xt9NyYtR5rYf+lGK6BYotituMDmf0gQ32SC0y3c8iLJ+jO5T0oNxKnoiWlApO3KL7JC0C1vecEGhVgXG/mODZeJaK/suYvfDp4wqkGOmccQoRKQnAWwbwzDOGxVaGllC/Kl1tkcSgBsWDXi5HEGdVTpTWV7PdDU1X3SSRJffXfCeZh0/3yQAfALju943TtMEiXyMYXpa4HJukb2NlY1nqrtj0I1muvbBhJpVYrVAknBEloDB8oTHN3Jbl8GoIXUNHWVcyzjCW30wToDCjgFrk50bj8YJBhfcQLiDCEuqb1VufEOTFdaPvVc7xuv7Ak2c8p58tnQ8evct4277nhlSxm083dxksJG0bGd0Bj0/GFKlr7T5EmVLMKqEc3H9ts9IR/JK72QqpwMTbRHISQX1J5mjeaDcNGurfMoknhqHvyV90NCHh8bottcPTHHtxYmwr0JVfa4NUzoRM2lnT8i6ezavkMHkH5gQeJUtt52bZETlC1odPwgy+XgwGrsycayJJQH8RsRA64QMoBGLLo7ODA0N5TcFt8d6aCQr7S68pfI8wc8qS4TWepX/4ZMEbb3+aSFd5NdMiouPgx4WQlAq+nRSIHIYr5j1llMUTLZiupfUyAktLIf5d50zYBrpkIxm4MZeksFKRY3zf3sukhb+7y3zItfLzUC/duw9e28FDoGjrXNgszQCQWhQ0xlJrkLJ6FVlzSNGbriXCgttiXeUG1OajVFnwgwLKQbH8KsoMkwF9dP+bAYaisv9Xc5Fq6c4kDqUP5QReB1QI7V8A9AIOIc0ATjDoNXx7EuVkANkRKymIuGUL3yRMv+9IwuDrgGjJj2VXGDbPu1KZSVddZH0X2vAcOsRIfkCWtwPb3hzzrN0b+dtGx4medkyyQkv9nZwdmtt5NwvCKyqgg1zPeONn4hhqcnB3P0xINyuM8hztX24B5XKICWdJiQt3YGVntG84Od0idu02M2x8R8WbhlqgpfZxzrD/p7oovo1jBdqtr3dCnRBnI4RAJvklfvHGzAuha8VrY77hTMVbSTSjPG19/GlDAEo4yJ3RlghKIDl4XAOyZvVEZm4upv7rH64caYou/bApUaHBkrFXwWGC7Mfs5xVjRcu98Sli5upomkaJjhO4aGclel6Ig4bPQVM9cubGPmpoI2pVr2nYFSp1puNxMv1ms2tFInIl/gwsyRS7kjZfI9GEL9Sn6ro0wSwgasRGDrgvwIQb5tbGSimZ8y7w+aD4cXkMBoTQ/516KZaJJtVSnUjvA6RjdvW2yXuRYJjFuc15jIknpaUFAoPTwArhaQ4ri6hNQeo1AfkTmBHjwX9+0IqbJpsXgeYM7ifgdUP1A+9uGYN7NAU+xRhjy4zP5V4DGYb0mXS1UzhRmCBBlDFp1pxM4XkBDw3X56B7+3SXXMQZhea8xqkzXo8zDyllXFP+WU8bueYxRKY1DWA5nTTjVH3WhJXjGFd+ZCPDwK+HyLWQGKn2Hpogfu9Tv+jdyvXJmw+1ywov8Oxp8e8wpQuAV9MeW0aXHK8OKZKAJ9YxaGhTfsWsJ/Ttd9jhWLL4Lj2sP7VTcUvtMpNVL+fVuy29b8sWRwyEpV94qeWzqxwpwhRGgMNFkMwBARCkDGZ+ambUA3A3MHIWN5kkknbivAIMDdc9DtS9meReAimI8bSDNLLaTxyDaQK0wRy1ke29WnmN7Ntbo08uUN79XiM5RR20V1z8bm82O1DdC9ekQi0qjGl5T7JwN2D2c4v7uyUalvKsXocjU5nFtoyYOh6Jy1E+s1a0MMndVxCUc2RnYKcDoLMSfr32Wx5vn8yh40q91JfolqGdohaWmuh9c4XSM4tN5BjkkkM0+AkmGPM0qujNLWbj0zobc8630BNm1helpi0R6KD74Qy9DlSHL5cKzc6ahESmgEG9BHPKuCu0tGdZkPDJL1ivU8zGJUT8bsSZ12Hjj4+E5VA3Nq3LJAYWIMnbZNYbSQpdnmZYn57D1My0B/N4GdHRoOe3kJtFyHnT/tos9n8+kR5UXcWhAx9kxyaKNFqwwgb9HMmoC9/yLjEG5V7O/GY+uoqELGnz6axuqeFfOBHX0QCqPQ+AOvYZAF0oodfPMEUs0eFbCRH1jxQxSN6ONmE1TfGv0X2KdH86kXa3T/ChaQ5Dux5g6J9EM4IAU8bi/RyWLk3qUIMyLkUhzKw1XBAO9EIaFluxjAvmNL6jPEmviKKb3ueTqaUkpFvgG7asQpJMWGhqXgOMJRha7m5l3KnixAq8pBUM8frQE8Pf+VtEulGL7Vk4rfuPIB5f3/Vz3rxNBxCe3MwWsEl9m8eianS9x58YmfvH94A2gyK62QOHtvC6+z3KT/5ykdTRWtsobFveRUfSiPNNPOBdjEIupUsVPepm+oc/9qmbBm3Z0Ea4rXH+khI7oMtzdF1md7TUarw3kf542HL3ZD41DAEQbofIMLI2D15MTbU27xO0etLgCn439f2BdH8mOcR783BMi7OzQtT8QgVnipnjXtsvNCAA/9eMqyFGtTV30Jhu+ThP1YTYJjmmBEYpX6wVvy/c4w/Ze8sHzulqDF5IPxKiklp07YU48g/jq1ySQGlBTXq+8EIj6OHslAt2t1YevT8s0jO6c098SdbxUKKvXTZO5uB//qv4O5azRF6AATsiV6jwkOSltNzCEUO2VFoRcvnRDojXAoG5/gu5DI7h6OdJJthgjqt1f6xAh5iWrjULmL5SRUMWZmHQ+52LFjqw62/FlYD8i2FrwRvVS5fmSPwOiRxJiCv4jmziGin7lL4Xx4CDUDQycu54ngHnxcL05mOgZ+vs4W25gkfQ90z7kQuGs8cOyJybIKpdNRzl88D9uqlcZJX6ndx2cpgtlODmcvYbM7Y+qRoUfVvUwvz96DGcXo+kMiQvxEStUi6iznW2WFV10WDTvrpEJovL6c6rX42+ho8/ANriNFby/P+pxEW11AWQRW1UmO0BzFpU00mzu9Dok/y+ssd5K/gTdE/bGBldgxxAvuNqJLWQkWE54054FKIOYFmKNowD8ef9CLS7p8PhZmVravace0OAPSXomRE78zAu+OERQPFoTBB5KituaCrkoqAm3R4HyW1PjzEja5Uz/x/ceMyTY7t1qJSBiGlwEs0W+lA0QSKpebOpP2/ZKePLBoY9w8H5bLQCaHvTUaQgdARutpFkB6TJ4yo7Q8d/C6NFZ5TkfT2RgLZ9+9nKCDolc+4B/vUm50aeCEAAVuUN/oC6Pm9QBWBg4qjPSgB4vHcZUlOD8jtgHl/v+U18dk+Pcuh+IV/p/LW0CiBIsJqGN9KPFk3ibXOFWImM4/jc3RH9+HVqqxC0QG47savhpcKiSM+P6Emq9SAuNpor3rM0mEBoq/KX0VIfFpasx9eZmnZo9CwuvUH5m9Rjcx0370h6xLdqfPhN0rr7blVxoMHjitjTWToeg7enzUHpwxl5iDcSQzMrc9Or8cV8Q/G6lHfouxMZXIRlffgRye7qFUYxCA8lEkZZCM+6ryL7qoyvmR92YFsAAcjkcU3V4RNcpjwq5PhE7uqYvgBOej0gEm3hASTe3gOQ/WaeqgL91jpOPZP/JAi1VuXLunleXD2Z9nA2+mkKOULnB9bBtJa9KCPKmgJObdxmlOpxWCDzmkeBc7DerVdJCNBf4QpdwCW0fWSIlUKNUvRLw/fDbm3mWbrOcI/InszJX7IDzrZ18OnEOyY7/4laGlp2SNyBaDLer+5Dbqh5RUXXfgoSG8HxriklINv+6Y5I6Jc0WYY6/QqiOY9fTcPikedyONZDqM0ZfAtvF+QVp5cVmuGuI75sMUgGmp2QqUhFauelT2qG+PnwlxBGowk9yTcxyOXynC9VRz20vwk1z93k0PERXM3UXs/G/F9bIfVMJeVtMRaQg3VmT/7F1QBMPImwkN/SSA5VRY+6dp0LJkPNi7auDl/zEy+mlabbTG3cE7IuTCwVS9bESHysYjeOswqbHvSLsJBgtDOinsohd7samIqvJBde/EeHcGXGOkZmnQqBA++E0eajcsTrRyMowtsDSupp9SFjLEM2Mkx7yXyHXdiV4ZzQuGfjo8+5vNXbHfZXc4YeKBU8MOzT5GjeAXTf6gNAJD+c9Xs1fljCXE56lCuWnSRGJzcuMqbFSoG4Z68l9HpBIO0e2SJs2lQ2RBHDUJaF4ZMgq3RTWWRoM9m7l+gXpW2c2bl1sUsR//gls3AMH0WICNlBNRK+gQcEJQq3spESGxWKO/Kk3EBM1Xn/XnQjeSNtGYpPVQZLUdDAH6dkMoaSGFrYwiEKCa6lakNFAraDDVQ1T7UkH6bVF6PhvgLuki/9jn7DD2Og/Fy+q9QJcvDQec+3Tm7x9NFq0TVPNbWhPY2BPBvTwgsJTNBKDo/eLSfI4M/jhohbuGMsKkJaEVw54S8L28w/SDj/Q+9TVvsxzP9YU9lUTEUeZlmAWH7iziEH4ErfARRF8AKvnyjxbQ9Mnez98kcxzsbn12vm1/Hh7cXsEYcExh7a+ftMDjrpCra6geg0y0s41bpP+L058et+slF9UWEDCqIVy19ch3LkZU/5NNUKnBYGVvv3WhS+dxk2Abg8TlKDxn86aByRA7k7RGla8fMmTWi1ygiLGTiWnYh/Eyb1YFQhT83cDxAQ3His0Kg9ZHE3reYTZ9Tf2Fxsh+tFperc4OJBfrNviOUPlYOZCQ4iK98DqTrlkyiXmSmbyQgPGbLXxW8ntSVlFsrZU+Y5ba+6n4NElY6g3ugKHSndWB91rV0rqxZuvjKoqLoScGowMmiMQciHI7Fc2ApgRT16RlDOxcGsQZzs9CWyiensi4W7TGTQrHDbdxQGpVUIXOh55Uh9J1vSPFwTUDdXNhhd5U8nQPx4e8HP0O1UCJ1zOOS+hFnyhqdiogFe/ZwKRrGFYXNA24qHmAs+9+7wpmkGNVDH0zophLiho/B5HEp5U7J/w9vY7huwDQ8A53wjvWOOcssImuyy5ctp3vD1+yb9zg+D4YeU7cV5jEiWs/M3ho0ZuKttvjb+Q4dIf156YQlnnM6QD9zrYjqzCF3sjEaQXTk1tJyhz6d5hJ58/62hQRcJxGUF/Ix1+5XczF8iDswWOF8XLgmDYdalf00dwDRI5NHtX2tiVOuIHVlgVkc33t3WafcFhHd6CDrkzJh17SfyhQjDCYoC3uimi7ODSPweYlN4g41cOQ1UhcrlWueV37D44xFCzSCMuwSh/xMYmfehHUXb74v0jsz576vl08t9ACS3Rq2rk1vb5c6n296Yn18WHKsN4V6+a/ZCP0bvLxF0iTHM30CdTWUCzsieQ8NkhA7YidwIv7jKziVtHKdJDAEkAXuBClEUaoMZ+Z2U52fzbmaORDbrdnEz+Jr+G38hhc7/J1Nqhq9hN1Jpl9Ji5rwrDiZlSpfRCjxsfCh70u7rQFqwR0YEKVNzzOmjBubMxuPSikkfFtdVCpqDmIs8hit2ztEGtaDVEnnrw8TVrfjOYJJNO8SAKzMQKhMuT/Ad1WtRz5C/OXargl08Yt55Uiv7j/KV3zSnuTJBSznfvZXrI4/axT/Mtl52Tq4nlzfSJDAGjB0wehlkwrls+BWI2AdoM6oTAP3sq79GnJdK4IW9kdryRd+j/6iVljqqKG7KQEDcEBB3zNluzVEeW1ExYt+rOfkwPXQkVBj7XQcDS8dwhmLXVfiAg4qGYE+61RbuS+53uGL6Bx6EtzgE1eEDPBP2xCtMnNZmDa1mLYkiIPbg5pV578lSanMYfKJgjcVvSyryPlc24E0W4d0dkxWqK2AuPWZx+gaGDam+faXmQ/wSgUbaToYU8Xy8YePf+hEEaUxcParNN8YaKob81MJnjy/DpJb0T/sbpyzJResliiEjlst2vW9Ke95cqqwyAz/3wiwH+u10JyKUqyyY5GZdEDjVemXxAN2nT7Req1qP0A3suXumXt/ke2cnhAZ4BmhaYwch0IKzwgeP9xkZHIg1KdzFcfOwspk/JBtsCojJWa0qeMVKSffGQCOX+klO/jvlFE1FlbFB4PVp6PNAB7CQK8mHO4QUaqLgy7VyJDh8dodYOZTu47LSfcMuwdkHhmg64OG9ozQBrev9ioa/jl8kZP0T2RIgUih7mOL/iN6SKkAIO2R/BY01edKQsHy33Df+VM7x5XXhimOJv5HiWSdtYjiWZTX539Gl9qBrtl/mMuS4FQ9qQWFt/iQAjrOVZPARt1lH6sUzjsaxd+TXLeOqTQgqaANvzKGG6iG2bOHuraSfCjJtXmw8+3Zt2zVW9PffMvsWtePWKW34RxoZB5rKxky9up9+Fh0tL6stJs/N6bJJa3zbiyxfEbplu4WZN0go+PXYRXUidr35xrwrvG2NXyrmDRZURRr8PUJClSlnAT1CheuzlaHpHqGwM7tIIfBUtVzUH6T2sfhJjw+ZdYJ9LvmOEhm/wnp2P+uS5qxHjOZqJdmR2E0RMIJOfPgexWRr15UgZWjpY1LjS0uneB984D4M6buAvUppRL6iUWiSWRdxJh/d3F4MUv5uavPeLCNNQmEloiy/VLAyJptFPcsL5YICWqCQWDByb8HjpzdlokDpl7XwhFBE88O2EyWMB6REIuMmHWIdfdoqSnqPHHp9g10Kp9GyTaIgxH4pjopG6M78s+2xKrj29Ke6htFN/yAP7EvpUg6fhsBGDtVTZInRxLBE8z+rmCexgafQvicjtZO5X4p3QQAwyO9EmSbTDvrkUxI/ncYz6T+NZZdJgjVD96z0A/8rW2xZfaMr0aub2xVrjHrhPVajgRSRhA8eGjJHCvXChLnKdE2XJb7V1ZbTI4loPxwZkWZhy47omFip7cJuUP7pc4kTvXGIEQFLdgKmFlwnsq4mQUeLizjniOl3Oew46V3lWnyE5+ATFxV4K+oF9rPBPhxhtJ/tenTcvwhRsxiERvyHstk8YFSPBpq3YRgbTBucNsNXrLT4yn1EzAbmC/We1qkEt3eS8iWhKep+BVNL3TQzqf1VGeDO8BI89YA8PCZ+3g+ev3mluFY1t74yRJPRAT8w13EpIJFdYm/DrYmNc+aqYxq2GcIElcmVKNBbM3g28IfuxSmQS8atNu2Ze6naZ1AcoFdZGZNIQLYk+y/yJ4HnC7bThvBeVyXRvchFBsZ5A+ByqmWxoSYi49PTBxbSMEuRplFOnVdiIWOy/NOw9BSQHZNNyPbs7X9MrGQP/M2JKCcoBbQE+LaDkdZn3pwfQDdYZY7WVrCRxO2hQZ1rMfXDxjBZkpBwJ3HYGxxPr4vHEtMJ3/4cJFrcGBR3Gs0fs8hPylyiN3RNnLOohj7i/GcKhttmml0JEWSOudkgXPfo6DjexVrLeg2BFwHVNFTu7ux9qrHFukwYESIs4Wex341VbMW2xZBe0InFn0up7ju0dZ8Yl/DYhOjOLkKPB5ECisjpLC3TVgoiimHPIraaKp68qvou0MfuSS3E04jPAYHrLCFKB5djuMVawjDad930ELdki5z69IAirKiRvXj952+jm715b8NyTJvumOtgro9K64aEtcSrcMfnKppvYCWpL0aGqOyD31zA7bOM3hkhQycl66pRSz7ThzfMGwr8vChmnkWyZ4Nu8YonaCv/LQJd7uIv6cJXr0YcL+ohpXVaRm+y5HXfjCXSTEnCFTY/n7a7eI2SpjvYUeSmPFO6GMci5Dsg0HECylfrlgKhUA0udv3/kOvBOJ7BuEI96eYFcHvHYNFR3qroh/DaWPMfOSoC9pOO85JKyzepALI4f4UvQ+/AzTA7VBRJJgQzvMZpBRLXzTu4O0JsPwSAPK4YBWuRNAPsNyAdp0FIP2J6kdyDdfcovYaYrpFp8YPuXwAVZeKfNdmg6lGlNEdOhbIE5JMNVdbTMQRrcNnTCA4/mcqyS6KgRLtHG4FKtVR6EfdHTltcMg0xvrxK/ztUnhoxL94KaqB+i0vrEa5vMIv4vewMfx1z1hPhw9JsfQ3AUfR7b+E+6dtmSmYPfI+JBb6cdKxu5z94Z4rdJ+YYZPjFQTqVVOQR6q2Vv8oojcElkFFsZ0NkwhtMgLUC5MG1ycXoDHWpikH8sefPxgL/7sZ3Pjc4TNiQK85w/6Hw/qdYnagqorVmNHU6y4DKA+3q6QCAuBT8jfv+9Cmur4m51nLrCVGrSNxJ4x+ZUT2NE/8Ccd4Q9PLjHlCAuGNZzqJniGTdEIY4rLBNtQ9J+CeesGxHbgAfgvdOFlVvrKBQ+KfhXtb74mBEpWlYsgdHNxmsE8UCn+vpD/b+DjOxgbcrKIzSJ0EzZUDbXf+jayQApqexG7TJBIsNG1PjHVZU8m40Revy7yLPXZEGFParBwiequXxZ/02gibkSG4E88omLGZQjoPXOd3AO3TeUb9W4HmQljpz/AlzeQqDTEWs8wdP4WTVMfGhZheHMDLPlRrEu2wLiiyZQZGH4rl6OoPpN1rYeF6vhAUCabFHq26R2exTy47psFYyLziwe3I0lmzMzawyRqJ1oSDU9d8yyDSBISFE2E1Znck2ZDDnufP2SOcJsrKOcS+8djNNTnQlESKFS+aF2KtA7rI4IKDrUmRc0BHkxfdB+BCs1Wd09P86SiBEzkqDsAU9iPRjY/xzA+mPobSuhjGBcctTPRHwNBUiBPkalcQRKvf1FNs5Qz9Hwvn90jtCEGXZtPhmqu8+eCXgpsLHHR8O0NSdpZUkrNRcYVCZ9/qKGB4quyXb80H/X0h53q9HZ0bcOSHavF16hDpitfymjQ/nKBaQpu1Ltd34lQlQACIrWSEFBMr24zlm6r+B36O/wLzvUEUS3xujnt9Czk+SKwVu3lQnrs04juPnJcwzvDc5B2QJsRpqbD9cSU4Ag1vhrwDj7gx8OMH3JWcogxzHUF6HTbi5Vijd2LU0MzJ6+ed12w55StyBdUL6tTElx0gRL/aGOSxzclXNhrEfkC87Ocog1AViKwOMKhS9gbxBOhWMEvmxfunW3zEhSHIuEmTRC43E3Zf/L+BUV4f7+g0Vn4kILKX5KGoMrmegEROYFxe8h0cbN+mfUmtoeBrotVVgm2xB0gUKRLbRCYmwC7oEI/XYaRXHPlhWcETC5+grylOG0ZPCxvO7SX+Wo715Sn3fPWPctP901jjNAHt1Gs3syMAiqtwNh5s9ZBWkGCx1Kq4PhUclxeqV2/GLEU98bzk0xV7o044W7dI7TrgNJGglTS/BItLlYrknB66k21REAtbacI2DdZ1swbQLqIu9Z7fnY66U1c1rUybc5RQp3kv/xiYynnZXVutlBqg0aA2Z9Wae9dv6+wRpKz4DF2aafwJPY3TjAuv4Tkw4LtgIbNfUjKS/4EVtnNL7Kp/vLwiDGvcEs6BKa0TgvEAep2aZUBApdPrG6Ow8QPmXAMPBOGAOjofrG6ENaZcbx/V1TXs7AIpo2hkyJZK/O5RiwvDiIgsFRgtS7QRunQDi1pQqSLy3fCRJ1uo9RBrG+pnodaY6heFkfdKL8wRYHooyxxXmzys1VRpQ6UCl60EOz95zsq+8iQJDupsKpBJqnlEmNygAajDafP3rFZqiyKqW8JTEYRDV7dCEHyhcL9aRIO0+lYQyPDBXX+LVJV4BV+dEipmk8AmJlJePCoylIgpU/ItMUfKp0ywBsAiPlcTaJBE8cuXl08BkDveI0J/uMeDmtxbFN8YKweHTJJ03VHLocyzcBOhNtFN4nK14obBXBlK/WLkFYf/omDm1AmksSVarXEy7WuMv9OFusbLuGfp7o/ZsxcBMygDRl7MWmztmfn4C+a7AVaU6DK6y4EvQwc1TTjlTkZ8R4HFluInz+fUghYXwPaU78AEOWOT4SOD2ih2jNPS6n4mSH8PN9zvHAVDOU3SSSbSxO0nAZi979ZbxxallE7VcPeOkVXfdbqIF7cigJrI26IAkI80xNv9uHpyTMKCGf4taw6hx/i9XfNntwgkP+likWNjO9qCxfEny31fAZrtdaCGQwJB30UZZbFGN+VEUrE8ma/FPOgJ6zL7n6HzNCUxV0AEJvgaE5bJlG0jb700P9hFg/7XJbhQRecbsl4vFE/yGX7GmzoNYgbGWwidbEQngNUQm6AT0tiEwxfe6wec+ZiZK7fqNOgfFB5t2kn8gn0OUIYPcEi8F40fIAfDQhhnGgVzp+gl3hd3pv6Y28ojJ6p/UbAgCqM9Jk38mcnDxtZCuHD5DBbnNDlHY6d0QYySjCyehXB73rRfd9I3muXrIkXc2oCMJiTcO2xkhhKHlEaQzcTGbci88WUpFmf0QQGwpR393XtMOmv0jcZ+ZScUPCxIlRcBa33D2MjADN13FIhxiOkB7ojD2zF6K95Jdhm1NhgmMbgKKXbtijnxIKlPYBiZCMhgihcAMuGNLYCshB1S0V/cjGh+I0kE7KT0XGBaS47qgPvrQWUOENK7CeIsB2+QqEuMDEJIrRNQUDVdRuZKk1WX/uIXekS1KjnRTJw9gubx2EDa+beXmtyz+2GN7PEg4iH6YViz+QTA2/e3nENLbtL5xSJgUsrp4+ZQITXJIi953irxHpX4Hm/wArpIGYZ6KXCD0MMokFQS8sJonezocFQE94BKt8fD9MPcl5EtUzeWHsQOts7IZIqEM4u83Wz4J/9ZoZxerE1sbkqlMFTMPVYlsIp3F/CL7HiZCNurHPAMI0eaX+5pt2HSHafBKYTdhxNdRV80aoRyllXGtvd2HMa2u/xxvxW8sy0hBiw3b2Yu+HTT5SwdEx49BT37YBB0xbKm+kkPd5fkzrV/8n3f89Q1fSFajeXGCOvhWBDwGHbYP24WUpHuzGjnjrY/xQQikV4MJic+5xI9lF0wCM9/Y1EnEOqor954Uv8BaYJ8c0nma139sd92dm2oT/AST+eIKpe05zLdGfFDdptB+elrvHkhcU6b2a+Oft8HSdnJdsUqDBN9bNxu/sZ5hfeOqbhrUdQ1bGU9BlC2lMDmH+hd1doCmRf0tBcw2KBA8RIF7I1t5BGHwdMkXpVcq7CAewNXWv8ApN5hKwZ07Yycp80PbTYI+v1z0FFIz8RONn0NaUR02z93+m2Wyo1wswq4O7FaHUnIiKlDuTaFNwvrdNi6NyEixZ6CJMwpy4+dhySWwUOUizD4mFlPQRJWk2SQy07noYCKKyIckDHBSoyUFPjyWMZL3glBEKvuFC0GJLkqehM/rMl7qRS2lQwMv+IkyrF6ghNxtxw2eXvWggFyNPz+SPfk0hwCgPYMtOowTPo8B0d7mkJgK7+xprLRMMVau4byVaXrUUuMJ4K+BBhmURS0puagUUEhj72jdubCpzlEO/Bih21UmN4uvLxhyiAgrVwRrnsWM7sc9eRrkkQ2h7HifSIk2Nle+xcOlNsksR/iyGwbGaoIPpRgfO1S2lL+SoGj5MXY1p3AnC52yvrAhoVoiOIai3vuYa8tkph2IfqXVj4NPxuwm8WZlm1cHxTsO01NX8JoROM3i77X1062ATwSH6g6BJWuetDH/UzdiKqShmo1ei2103ePG4QeVirji/zWrUhK8w+blspTUxIKjuFwjklYvWV7Kv6l+TIAY8na1ezarvkP5+K9oiaX2iB8dwzeKA749eUs5CmopVMUqXdvupXLulpqRRLoEOx6kglaXQBGHGiXlDGRWNg7qyqgwJ8HLl4CZ+WQ4aKPqCWDwr1LSCsy5GEMjlIugq0ctd1HEHtfS9KzffectGN5if0Z0/2XK64dQJRWTxisFWg+tEglVL79+EMZ+Sd+ngU/8kgpjb7comcv7txL3TQ11tBVNFyV0n9vChTfQ6A3Kvvoeww890NDpzvQi2KbNGgt59nFtakgeXdiDzVjdNqDaXDkM4TBpsXWRCYtVzLsyQKKtT0Qm2nZuvEDrrJb/18VnIO7Uyq0mfUHnwLR96YCB3bXbsukuV8RdBQm7hhti6KPE9T9FDpGMdnHtk13sNblQWQlZ2FW8hbtMutYKlinlw184saxM/NhUj1EAwy3xnvNeza83Ukxavs2KUnsj/7KTgtct9f6XKl2JoSvMpxh403+1ytv6qxZMbl9kAG5csTYLICABpvq9B38S9VHyyuQjM1XW6uocdKILW2szeok2tbUlCRyhd1PPH4v8+FUmh8s5Q3PIvRzgLQqrMj7Ga86qIYdAKXABiHMfN5SI4us2UNQvkErFE38Raha0TOm+F/IHrMX8xp+cRbk8etZ6WvVmnNhuBgJanvO9gyc87SXQ7KK+97pvvXPGxCo2Ax0ZTlp+BQOnXhTFbjv7okmYWWlicxnyYal8KoS9ozunWKwOrIMvqQqRWGQPhtZrYqWZbmz0U+MMtHCYg1NjUeSJ5wckPYSMBoeKh2WuD//FWcbBfKGmdEd4neXuh4gpfZAkAr/iM20Pzrq5tiQ6GY1HyTM0s3MVvD6yJnNsQpNc8VIg8Ktyh/Yoax1EgOlb3ZiTVa70Ohu0Ce/wAhTY4x4Hh1+5GICB3QpD1fRAX/+6HhEAFZeGyPiELQ8trpPeBDiNjKNOuy/RzuM2MWay0j8kIh16s4z28xutskQXOPCGgI184OBsFwYqBZp2iF28qVEC+iv92lvbaDrWKOxy5iYbVyonAvnHnMkQgnUU022ytOY0M79+RWKlyCfnhyAC2ba/RQLNbIXJ791uaWsWaSO5N4YnXhfDD4bV4p3Ed9Vc86v6hF0iTMVzCrMf7gqEcobk+yKSixplJVWDOXliNj89EPKXJtE4TEPsiiGx0zmszguc/yTKU0JK56uE5qCLZ/uRs2yVHH03Kq4691/fUln+xkoPmzodyNbpaPzfZg1zQ+R1uDwLNkBtT1IZv+BJ1jwl/3P0Tjqs7LokMqVnaS+nQRc+wEfkCq2zNt7WoK4nPRBIvrCtW2o9AeAy2Hbxrpgu/sreFpYC3r4hx6nkSf0AyHaf1GJwEL8LNyo/NUAy4Ud8jAepLAFGAdsuUa6Nq1YtX9zLg/Ff13YXDG42xOG4zowzvZmDjvdikxNVXNqUMQoO2UpT3kURmuuhJ4RV8R+4GA9KAzyeskoKYxDN25GZDphcR1lSq9LLRh74kKVMXXUmDhk+MFKw3rWTa39IiUDzBO4uxZZx2wcsKcDjFqAVJvM+I5fQHaNYTcC3ArBKhHizvIFN7cfmhr4Ybtz+u8NcpovqtOVhNH2BWYSgIt8JtAXyMZT9I4gmjYSq/IeDKffxy6PFnnCbbUQyoVvnHdfs1+YzO0bYLBPsRh0ksMNXKzZWK1Cweml83qk+9EDP7D/JBg7wUw1RcZVZiBdEtf1oz6VVpFzA1jXffeioZY2O6LACwMEAjwvfhUb+tk/Vw2I39pecpVrxpKCGbK3SmyEgQR4HgpLbsq2N3cGltpeboPy0oY31VlMTamM1iSYRaESmdQKb4Q/MByBtgfimc7JKLnSEZ51o8n174fQXMwYqVx5xCUzQlHwe9IGKK/t/0nSYaLrF0LDULhladJiYqh677c0biwBBNypFmzS1R2banG1JXyfaOCIUtQGNlf5B/GOCL1xQSdLOJToU8KSMxELqQidmK15paNw4WLsw3I18mZdaN/pzenl5vkqi7KqrDOzNTNiaNpEinCr+ZDQpSsWm/eMCwkfeCkzMo2MtNncLnRFPW/xGmmXHbi9OdmLVRi42MH/sdbATQ4XbJg2M+bec16Ys68mkg3f/JQWMuPbyq8f121m0bH313PAIKMHCOIES9OZ4NhJyFffAkwyrLmd5OOeAH6c/D5fdRAttdrpW2NBQn9zTvdYfKPDdSDCl6Hx9R95Lrsdkx1uhTlFZOaPTHERyxkpx+6sX/mIzi87xGAqYgYAHckPLLWgCHY/cxiRcB4YDPew3fygLupWIx0d3vdP8YdwEzkl3OQmDWbXApsU1Lp2/9+RNbk4ZRMUJl/cVIzqmL6VN6evuKRBPXqsys1vGj1Qf7mKAV/UrcbDqULDXbstJOln6TUsj4T4iUvWyLtIM5hRX0re8K6i5SL5Vmo0YgzO1OJA8qSbXCcI2oQ4EERHRU3IhRXKQZTQ4NCgy/tc0TriajMpqru7AgUq4k3sPC+ecikZtXp19h6qH+REHUPGSY9WStlUe1KGSRQG3gCvUehCXoIDdLp4TjX5VWCUg1UKhZ1ZVtN85M38yHKw/C/8yNgxgtrQkuX9pCQhQYxwVq/8fUu0qzT3ZY2C6pAtE+wCPOz7PwBTCsEgX6yFz0O6wUyl4G9XI//c3kNLPdK4Kzg/GV1gHeCJ5aOFIyjozilt3rk8Cd2Z/ZCBU0ILUn5AgXA3Cew8UO+h/BTHcNBy02SHCP1EucGsfgXEol4t8qT619ZNmc4TugPyL1v9i9N+2sFxdi8Sm1grhtbC7mIP34UdM3GfRPDnggxFMCr1zmjGYxAVZaLFBYCvQI/npF0J28fsYFy1We9wgyYg2T7GTiY6SRIJOAgMBCSXrt70B5aXoVZialjw9DqvPofJJnWqWuiue+z9uJuR54bJ9G0rb4UsS29gb4xErFatbI1Vep8jmb+bj+kHl7z2tTaMQiH04MpbSnqEZIxeSyvId3qKjuhMJGjdRptucBozpgat0iSS7rR3eNx7hbvzTROMfeN7EPPF2Fwtxqs1hjPT6w1C2gdo7YXGsNY+TIkS1FTJbkgskunirn7kfSi8FnQ7yiXKbpy6Iwpbq/nUxArAvYCDVgvN3tv2KSO1ZQMVzGHhgWbbIyDAVPrFJV1ZSrkaTADHLFunhqK00njbiwQwKD2oDSl47pUD5IEZrZe3F5FVjn9X7bYRfymPLDhscHH2+wxIWvPUfsFAzbjZWFxlxBKwiXQa3bgdvthGZkXkPzIGsHBkG963CtBcYPl76UKPrwpnJuT4Ms8qfQO4mj3DJfkre0ViOf+oH0XBD91+JQViqMrSELYX3+2L9dQ/uIf4MMUr10aO2/hKUq829eNIm7I+h4FSU2cqgNAD1Sm3fcl6vkNpr8006cGBnwlbC9Q2eH9D/0rbAaYydaa0xGpjoYlkdKJDJVQBvh2b90DAejRGdDq/yzLO51N9mzrs1yAvUTJA4P8Q0hEYBCZQ9K/ZCKBFYxcDAkRPCBcs+S5tNaB8VALnfKXW8SYUf0olXErVpwovCJPXVCxAkUpnJFPRW59NHu5t/o35Cc26LiiOxeSVAu5u3thwghdTD7QFh40RTJnUhUfBWvaJ1S56DCEahtJ0mkLG0AQmC4MyTdVi3n+L5WF4UmBTuxYgKEGWI894s/5zLabmJqDBJIUpCNnAJzDjMGv+qkDTBHBBfixjLIbcJnnHmLGqMR6eLR9Hv5QXQMrgx5hnqAbKIP6wau/tO0vRLh3xee7GywYrPXj+zESNp0HQGhoiUyKfchDKzFBZ00tvGrfkwPSAQ0XYM8KJHtFfHnEU17p/OR9uyZWDnsMCvIXiOvePXuX8maIRzokAImnah1J+a5ZGl5ipzTgOGofI4yV2UTq7NGb93gYN+rznSYNOp0Iusgsx0XlI/Qk2xtz/Z89W3eWDVL4Og7MQO4nT1PNK/8jScVc1LKE0MM9i9plY7CzpQeXLXNk55BxjAtppr6SHYu3cQ4XZp1G8dMUv0DudgFxq98bhmcRWpz1IjBLYr9mPhWeRE9QgkohKRUR3jBEPAD4ygTZV6vV4eydnJgUzv27223ECo9zyEdNk91mGN9Oxbekn+PlTcxkHNIcA+ZfVWxrUkuzZRklmoXVPlGwyI+cycsHt6gBG7WuOzYRCSHDa8BHiKmShp85uOzjvMfZtUtswc//Q27v+aSPLNbabnT5gG9A1mDuONS1NLUqW2LPo33AWmhLKgtTCOw5hpYvg3AeYlKL0zqt3J7U5XGKpuBjXLG7tx3Um2r14ygfa4Fj343VG2rGcEiS8J7+VeA12pfGH7kWovgeytc9nYJilQCemM0ldR1/tITIaxtpD24XI4zMA1Q1RfOJui/WDokRFjRAzA5luQWZvsUW/cg2/iNaUfx02bmQUcOXaXxpl+4sxgok2mWYvMJsVJ0fJEM7Cm0R+SixoFH/xQouO5jOUnIa0ifPUbF2PsDqddEIY27Tu58kIR5u/4ALWhIDe0vrxeCWsZ9xrzNChcO0w0+kwPcnYPWz7g9Nn4CeO2ijxddOXKKXi1qwa/tkFC8kU6GE2Q571J4gdNNVBOBMU0JTwedTi/g9DP7dqfQHsxvPtoYS5YvWFkQBuQfV310Vf7UkwaBkMH7IB9TRNEFHFvl1Fi8nrUxY+iCqUl3+MbLLntb4LPeV1fv8738STQ3ih5Z0BrOAU98oSAuPbTdUAkB+/KBMNekx4tl3gD0laRFWrggZBdpwBbOjhuNQRqK6ODmm+tTErMchPDEqadAt1BgsdTWetAvm007T96+Kah0wqbM7yUAIyxGBSpSnOpjiYuUdo6XCE8c4DueppM42qQH+UtEY6DOL1cWaQ4Rx9WRX0H9uZHlnDGPeTZ6bC6hNipZ013k9jGGzkfAyb8sHagvCnxswTv+XzYzlZBAsej0jpMsg37HSD2f9ymp8D3rjT0bz208Z/m4l0KYBBWsyADZ49WqCj4c7znl2bJTXR4uxg2+JjbnPsf1ihaPfSRUyWQH2FVbn6PrA+gyhVvwLzGKRA+H65O1UaV9Xk1qbXuMut2KK+xg9RWNjVaG4wQjlmcYV+TRqJqj16xoQLzL5Qw23jp6MwTi6xzRlZmC/lAuIfNzYeOH44/7V+y4zQsgKOyPMAtfHi9IdCZGlIIZHPe8/ntkre1HJcmrI54ZFsKt6JjD/uG5DsokNImBku3J+LHK5RNq6PE8QFZsYEqDBPA6H5PJop9HpuJJb3W14jpwvDwKa7ZWfW89PYJpaMpakLpN+X/e3Dcu994yeXRN1BBk7ojrmz3HOAUKt5i4pAK4bIF50OHwgL8kzQIxybu0VQg9NsxOCz+Et8l/dmsZIyPK7J37cbNtkJXx0foZxbetlPO6umnVRDcLlXV82n70vZF2U++IQjIs2xUs50oin4rGXhm8idNe686vwP3DOBpViAJ6IaieLCKBRbtQXBy6hZ6E7/adZfTfnudZJDmldRq0Vtq7vue5tyZnePUBRPGBug1ranMzq5OhiWC63MObncEGtk5beBotYKRCSVjF1ysbrHNdm/6nT0xf8YIorDAG6r9v2d6/zbHdz9yOIVWzm+i65iRXH0SVJzSIIn216wf/mXE8rLbQ0CoXOQPKkz4/VQClkkg8tgPoOdTRs/yEo58cJ1cTxwFfjPh5ivvucoss0hmiyCuZAmmHlZgmo3eqMiDZ4lE+fV9+VAeHdME3IUDhqrmQKCKp5cpcN6TgvLPDbT9mMh9zMu1sFB2IYo4CsTlu1nD/WuiHjYSUpbSH9t+kpSorIMeQy8M3oD5RKdkm+VanqEuR5wSK+gon7Paa+uvv7cI4iGoe8vVqtS1ruILC2hy/lCaiRQbLtGel1gFjmkBXXTb0g3jWgJCNXNAkC7DmKsXaUZS/N9V+wTNRkjaY67daC6hu4j0kbm+b9mqmNmW83I9VA4pjSfWp239CW0z05oYBvA7udtF8AlBx3Na4UJu0QjU83WPUZeU/j3SwLr5vXybQ/kH48ZmoayyQXWjXHq3Pvx1Zpyk0n5cImb01JoCrU2/2/4FdH8DYn8I9T5fXxr73fspeJWVtHgpiEQq4cQT7CetDuXvrr5SMxxxWkQEA70hf9ygiRWn1PlsSzrTuQtc9n94Z7rcSlhuoftM5lB3BzFVlUd0uY4OtbjokP47hf3JsHI77n7Vyum+piNPAJ5ERAgrr4fuv2zbakaFUytEwlje+V0pbLt7m6jQyTaM+VPFiqPHZwwrg87L9KvaSMRmlG1viViAdSkbxqhyTMMHpnd6VFABg5e1EhVA/tXe7zXQu0x+A0a/U4tUSvs15DLjEqRpldL+LSJJaToaezmKAxW2pnBlV+jv3GjTD+BixSbMxCjrzl7pb2ZXN0b7BjRuGV8xipT6D2dsGkJhMT7Cj2ELQDbNJKSZbw4luG+IGNFSPCMnse+GsYfBxtXYMMmSWsj8I0x1p7TmXc9OR0FOv1ytR5Mj5Wrd4yDyoAijutLLi+BrHE1dDQWRbwGuuIZoVq6B01T5RSRUPMZcrIcwu8lhKqG6nJ86VespHj5Tjzpn3uz26xH5/gf8CJIb1jsJA/S7KfiDR3gngtjc+Qcwq9RX45ZNlUqNSlypVOTtlHuxthRkh50kvLlnbjWh1l1xyixnhwznFNyXSNFx3GstDbFWylEomV8Le/n78SbKhvCHw4UKTsTUaG9pOk9wsDdq0bZwILTAAhrRzSVCmW+5sj/CHIUXJLkCjJTiXQpkC67uocfDW9Q96qP2hCif0HXmnroB5nsj+Xa/5r2zOJiEg+JCK+XXHxHdWsEfxJ37kXWRnandz4QxF8/me3jMdd43U9giFxPt/1THZHjKcj/vgAdF8hpMQq+/XzvdBNPda6UL8mwsvwFFd2HJjMaVjza3j6OJFTnBl4+XxEoQD/fcWUnFT1Nx+KaxxiQHgUVGwAuIPT/BMRAAI4Tz1gGoePVWeTY846w29vV4N0C/ElB9WMc+VYHAmPEHFAXXh60+rNsxcVtwtg3jgjdlelgJGX2Cb1L+D7FGfuLlivrNHFTxG37hWpoFsuitfCOZjW4Dox0dTJ45CSFFn8bgmmr/+9MhWzxbaCdLjD1jKyEKij8CkQYrjpa8B5heSycSqBTs23DMEOWymfQPLg2fVoAZcTEHCj1cQzZzkxXYVVNqncq9Zel2IliBQnGbmIM85syLaplpoukZ0Nhj7v3T5HnlJmsJGRX/H8ZVWJ68xH+fiCM8TC/WLCcVDBhVsmd69RmtMoxretMZqRK87JOaDhQy6xA+xFIgsPst6XBSqwQc395FTtfkdz/jitLPZkVkw4WtL3+g2b8uYatO82IP/tgczLqJOEixRQujJ47XyL6yvZbzEpn/IfL1/ji2sv0xYgOEJuBMy2ltA43X7AABDcsiS9W/rg5HLtC4UrqDxqkp96lu5UKwT/xQ7wP3uQHvHzVM5m4yI3agHWqIw7W5b7NBrJyCp20cS2eG+QBRH5/C+Klkx7YYKkMXbFkPyPbyXG1KT/+WjtSmq/QYGm3rD8BW6Sz/5WLd9SKBOzuqM1IekdR1bcVWNZ6NQSujTiPlOtalEcBfDAtL+OzzaPvfon3+5BA9cWVsni+QdMlYFr0DqCdQkRztigfKVdZJFGD2hmqoB4oSmiHlwPb9g4TPxjlHOPRAnn0YTnM/TkTwAt732cS07aO4GyrIOfWGN9U3d+7SbpLWzG+zS47iv5dXzMkNESeIuYdtcBZ0yfo2datqQmqdm2736yr1seXU2+j844ydZEdrcOseETD30bpI01dDF3ROPC8GRGiYMtkJ6ucZuu1pVKz4AZfmsM6ps7bB9Zv2iPT5dI72CVmV0VXanhrjfh/ThkkLMee5Hc3ux+Qn4xpOEgXlLe1qoMEb0XRkN9akRavaUZc9+j28k1uYPNqH4b0duouN7pdz1brwTeQNy7L2u98/SelL116YmPDzDZkdjWDB1W8nYEpmsdxzfJQyImYFU/OG8PNixy2Y0q/r2JPbrG24T8dM4nhNZdKEkYL4gZDSKz2oneNgbEZmZxU0zYQox3KtasGrsSpO0fBf9NZUZfn14qTiBZkqBt2zr25y9NA2cOGObFlbSXtgre5EVt6VaNK1WWGtioXIVBcQhDY8X76YNffA0Sy+Y4BYTPjNZ/ffCbhDXWmlWIwHNJKmy2dKLmJQ9c0FzaEAprl66+zapMYNWAmY/M1Lkw5DONG0giG5tI1xEQk2uiGNm/B6uIAuiROK8W1Gnf7HgKUoeKTBxRgZycTKp6ozXEbO3UKo6483CwZRai37xOaKUvUOC0AG4LIHgrK0FbIRPndlSgltf2qTEUbwjkPmIMNlHfWAy5GuQwMDxVKJNZsJSGdDWC1XDk77wgXbC46fl9+ES6xLUTw+w218mZR35olCUXNCxb5m488d8x/6ii3Tm6gWku0CmhTaYXligUwDCrU+W7mOItyPFa/ypL3fQVDDr4V0NtIpEYsenQ14w2rkNv/Pzc+WHt7jgxzFiq4aMWTahh5IswGqQNyYXkRHfKGwOtqha15qJLz/EV5X+0FgFZC/xvqLxMcP1S3RKfSYVANbf55MeUCFTUrEWZ1gsm1q3g7KSlNO6cfBbtIecp2la3MvxmH98t2dLU72Y7z2UwSQ2Ikkxxo5itUxprFSHDgeBAFXDkPV3uK5vU8DdjaEONvVE+BtiLtWCkDK9IcxG3rsiUkpelUcmkX8fyRdk8TREZV/DwVU16MVYzMhZKJR3h9WKzeNe/vT0oup7Vspp/gpBsvY4eQdYa1/vNTo9I/k9DqZL86Fp/oeIffbnSyX4TxhWcf4Ow7C8WazrrhPOa5l6gp6L/N5oIIx7tGymQ3hcrq0MYEABoNtulYIbPg8ZVr4Gm3JdSaWccneIF2bOL8KKAFg1tagVSpqBuaHFy+kp6FCQq4XP4NQzD6T3TFJ75cdVNqdPj4vuIEPltAGkXgjHmHVk1wgj/c6cZWqTP4jpSlguiP9A5F01LAJV00Ig40uM5yUMqOCCIfcyfyybT32kxzZf1ezBL0kQOX7CYamdF7+c2N4iztlOPBivAcvcPrKWAS/o8UWsk95oWG8TZxzplBdOKIszUsy3Eezqgm1/4FtHYrqmNKPFsBMoGLE0PKxMcWDgFgKJChSVMt9kVrHwG2JhOBKC/o6swPn5InuiR6XBokuSmAlLclgcmcuij7skLmQtnf9GVubsKzEtkgJwVYQlljtmIgUhr0POuqz3kF0BHj9ITPgI7QJM7DbBwNQSV0i6gcg16efT7VwkCDtkig3lIQTbPSvwIe9oqKAtbjH4ia3BDY9Mi/b+GCAXwzXSM1F8AB7zfU05bEAVCP2lHBte2n3QUFPl5+ZPrLuJitmOCJhYQL0fdxkdMDUDFfP59d2MMaBNPCUmVh9TmQec13MvGFnOFZV/6+BRvbKoT83CNf22giu/WMUR5zoiDdDD7hHUMwY9cpB0dqaKGqdRB4T1c58D/y6K175wZA9QMJSDS05VMJ9LKLfDoOMNDzO9XYJ3yblsGfVIpDJnL+1eP1msaL94BUQnsx3akaya1xf+2gC4MkVrgJr8goheHVezYEkkCPBxU4pQYvmfJexvQoZ1pdCa/dmd2hFx4AO0r9DPSkGsVbYq3ZpjVkaUVO9IzIYgKnBdHsD3eklB+1eJlbskJtmCYdkRJz7OChG4pxE8JTmOoEM7dEeopCL0bgMC1R8zLpsK1SAxKLrxQq65x8LRCt/2z7EqAd3VsHNVlxv3qvr6Gb8dNYh1ISCVeYwKASeHVwVGHb5z73/doha8G4CCxijNjmtyEr8vlLKIGJBsG1zBBG93+Jb9Oa8ZtLYs2kXwOiT19QAEDpopK7p01chuFV7rbamzox3gAoNadlvxZSIaXZJZk4Lbf+9WXYYQ3fVW3sQKuoMeSIP9BFhqilvKlykPjy1BvE+sx/WKJP/72oXwn7cwiyvMV0iwDkXwaWnOs4MByIwH63ExRVsbmtLbq4pIvpzFoTs2Nz6lyWRTymf5KBB14g8Glq+pXBML1CwzxuA5OuVOX4g/1/VZQ8ukg0eEFkZCSmo0FF1fbfhaIP3MbB0jnZ7qiwkzA9eDnXertqTOBmC9+O15aL8Hm8uXB+FhBXAOPZnksm9/v8yZVYxC/yzlFNBi7pn2gAh8s61QKPsoMlGOty8ywtDwPIZ3mCW5M9qJII0LHIevgiNE8idRNZAaeVAZSe3ucXn6Ga3I1id5x1pDwhNDABElFr3Wa3NZqbjH2ZMAM8xDBfyIs/jgKkzj1IYfQfMFfWnPwRv9CulCka+7Xo5RUcDtgUuivIE/CIP0BMdj2u7Vfss2JqXmd77wjVSabv3CuvqGJbBjZQcYxPvu+9ocJDOC9D7AFJJnfUiUtnPusnTuu7J3+sMDa/QmPeEe+7KliWgLfvGknrpcsrhWZ1tM3hbLhnj6taXDrghn6TBIbmsrFPEm+lR6KWdebkUsZ7V1rhX01Wpqey9aUftIjxVPbYwUDodtrhbEwS/JaGjTmbDiT5BsTytAY5rzikRBsCgar8XNPJiwjGOZyEnhGY9MCNgTe1QybmiGIXOJflhL9Svrn1nTSFL2W31nF8G0nW/h0XAyQFG8nwF7yYJMbNH0yI54aI0XdwdVvFb1TIBW0es4DL1mUc8AUSJVOjvZ4BwhV9Qe/q5gWdMxYT4k92oEbCnbLGdeFAZDrcjhrk8wASWKh4nHyIFFksntBK0lfUDuskSJVoIFxtFff8d8eGkr48HhrPggS4q82ePoUgi8+VVGCQwf5NJi69e6kov85XAQ0ZhDeG5jGKjbGDbZ9mT6ynX6edLqBAZ62DOBWV6PnDNGYRrNdCM5f+VdQua8j+onUY6kXX7WUStAcHHZ+X1HyPgUqUml0WyFMyZ3rAFm/Lnehz6DlhrqL4DBwUxfjnwLxDdMbWDA6UnrTKoF+rzJl0Qcv7deIV8jHNVMORd2RLK676rgHxQkoWm77PPqSLMhu1gRxaj72PTNLXfx7K/U6COen9s7LJQeOXtQsVqTgcvXFpPjWvOTWcY3jUHAnP5lo2sFLgVE+Cg3jaGIDXpXE6tS5EDaC4ii0/nTzI1N80r3fNf8/wL+krJ+szyIATFs/jpbIgmcfRCKVVpvg8GUugBeBWQNg96iouuvGI8su9yFJFWYgpm91MQMfCR/6XksZHLx2ZCQk1q6iPX79JlOCtkcSuN3yjg6FwqtSuX0+OJ5GMxAt8qPrz+9o6ZfcMSKWGXzopQI9+mi5YL/3r3fmYFVMN9VMGBJyQld3WAvbFmd+mD6wZ8NCscxOp8zRtlY2i4Ei7hqhsndqhFJiFTULhOV1RWKpTnMihwjECN/NG1ADvnJ8pBfxaZebmoeAsUvpSpE18Xr+RWstugiyzUINos6N7Hy+pQJElP7P6P63j4qkvzhfhFvZs24xULxn8LI0qedUEKAEB5oZRnli6zBXRSs9OcB3YX8RFK5k33xHyH+lsf6jfoOrckwJFfCG7ug5kEaQfka4GFPVkKCaZUYbEYS8ReeTXLDd5kgq3Qk3SFtqnhCYw6WJrvE+yELcFvkVxpyJkJm2EADOt3BmAnvdCh/FHMs3qS39ovZ6mCRTnb8TO1Q2zMEU8gWC1fR7Wu0OnQpB/NIeeTqAXKkRE6hNYElr+eCjMFWKQyiXO1X820A8Z09VTZuopTMC0FyIZZ7C4Het0q435qktBiDA4zSgN7TIaumTiJsYAI3gktZnW7xlZqeFXoTpeFAFr6PDo3YlvpuTafSaV2mhyj+0QH0Jbds/tjML8IjnyzqXPxtmcjB/LAKOsLWF8UbvH64WA4YnEWqZkMOjBazbuAELg7Qxl3691J6tFircvE/hCEHyZKbksafaVpYsaizRuLpIrDMWrNlZFqiuxhvx56JOS441vMsuwQXGpTZiZZtaf0Eip59w9AnyJjUiQMIF1ZvAUXrNkIFYGFug0VjLVFXmxL9JWJ3Xpy/e59o3vn6nLJHDD8wziZEDE/ZC7qSMTkXyRPvwK8If02YgNlsKnArGy62HIsrFiKVneunyG08MKWUZcz1RDNY978TD/mhbiaGpYCncMBfeVdgdeYxTwHWgfrULQ+6aNH70GwuNor87lvYFQrVMX1jl+naN7ID4qgjvYIsSdjybiLpZuewVUSuLQnN+pHWylLRmp4FqgbA+9Z+8aJ9tCHz76dKCyzYVF7Zte08/TrXVQ5UNFfMwGGVVRFgnUCK1oha17lgdxqeV7/00wSDZlO5zqt7Qlh92hbckkdSdVY0Ap38svgvT4iQqi553Ht4a/h518SqSMq5JHWuzWr0s25Enk5nA/D2XToYJRVmHZGdZJaLFZYidNKPGOwM7M1TbBKHk+SujI2MkCAttuGNXQJp6bIPju+qnoIGbKVx1Ql4CfkxD2zB1MMJ767wdeC1JqO0QrqEBkdd4z7tpqQNBKLTV1VGYVTOMTb5xh+3ndSOgMvHzvVuqHYLDSnaLmtzfuk01grxs4VeS2BV0LDFKYo6yvebmyod52z7k8Tvfq8LY26oR8DaffuXVf9sjuUkK9c39Vv4Dwj2YN4gIxSuBQAizhYA3SIX8aVkB0/9lLAsOx+Jx8gTRYqaNq3/Oos6GL6liUNVqHP4Dz/1ul/kd5bBUgAJST6V86pqtfSH2+Ss/5WWyp7N/pQ/GBEwJlN1YwuQgWdLUnow0WF5Bq0Dx+sStQxOMM1Z+3ZSjcq4cIkUgCOwZRFqpi0z4PhFjY4GSYG0jpqpusPgCx2qt57AdzKE8OhbczV5zbpw4lUoNZf41zp/wyrPjntURmkbguHxtkF1B+oXYBGXkcwhgbipceESUkGP71Iqq7DrbREdLUJspsxdC/50F63hybTeUJEzdI8LJJXAegdX52W160A5dcrISYPYD6x2S5MSpzp7DWOpOA8wl7Q4rdj4bFnwIHi33a7COUHHClEZ/t/C/QRpuLkEoKUYwWuM9dbpkrJbGWiPCHYnUNRpiE/GP0h8B1oa1/yqzccbP5qwSfdmKoBVmTsEekli1wXtahcfLfWxSl/FC97IDq01oiOO8EfOkRp3xMFr3ORpKQWx7WBBc7B3Vo+jY41CB0qzRPTxXUlE1V/6tnFXf7VHESjXsLj0oqGf35pHjqqCexDdzDrQI5p3oxFAION3X8a3VFZrZkNpvoLzjnaR/s/uauKZD+d4e72inFrmPyyO0B67ECzlmnbvYxSK0Id4R7ap5ol9QAZNyqK5Xxag4auoQ9hF980GsStkHY3dMVfD5VnGhB8qUZtw1/Bc5dqN78ePoHl/EOAbjLR87v4rDspJAiHQHvZtziO43ltnI82ejF8Hh/F8vNAJLigWA72ydThfD1XQPVixk0MPuzN+ALq7F9719Xr8ply44Nzu0Z/1o8NuYq7vxqcR5PqFU8yR4KKV5XOJxEDiLc6AaJDH9a/SsmOnYVbfMN3fS/90l77QSisAY4DL8s3JGRILlAjrPaKO4OTuA9G4JzTZr3i+xwgTlfWdKYxA4HphXVRdaqU9k5617Iv/pDgDeOm9nVRMv7VRkwxgZS1fHZOkvod5eslFEljyXT1OePI21D9PuHBZCvxphNQ5NaocPNguA0Eo6KvrWvcU4SEgZu27dE8F3BZa0KJreBhFVTtfsrIiY03hgM6dQDOujKqr89jEWAp7vBgS1psUXJopcP4ke8WKiwkSjl2rpwwtZBmHcRutf/4DCIuKV/jWyr9fP9Vh5XC+k+PMoInnTDNBa360rXxdb6kZglE3tJGpKNZwJZMpmPC6m8LQKHtlgiN6Cpk3KtEcHK0z2mhddyayfQwgCIwW4vcG3M+wwegNgxaDDf6aJYXgLOW7TAuh9kMCX3xVz/1CXO0l+JP9YXHoY2cHJbt7mpjLVakD5Nx20DKo/AiqnKMb023kp0Ck5b0ZP4BN5Lab0hyTs4Pt8ls5ny0tM+uyWdieqtcZfZ72v34hGlsnmqXOy/XBQHx0zA0ZoMlbVTpkzjHsrUpa06ORD7ECwePPm1VtpObsGMAAEU+55TzEgSMx2xJ1DddA68TdrAwoWnx+7fgSFjPWVo8oU1Lp0Zq1UVCzb3A8BEluDryqxb/fxnUBaCMUQu31JLVrd07qRfEGF4qpG7KAkS2VevbwqCXB9Qpj18tJTnIzIpWMvCFD6yLOlAE71dvOMnMXOYQN18P9LzRqqXIwBY7sEya5DeaDFCyU1oiS18twskM+bUzEZ9Vjr5fXfr+pTrgOdhbzJydZiBfjP1qqeMj+I/D9v03FVw0a1SZZzf9ny3rXE9O8I2TiqdplpypwDAKpiwfU9ZAvT1DqGFZEUJ0CxG2MeEHPNQzNPZxTfjlJP5P07AK3qoLNi4NMomE/Bz/HRNdA0dLVG8b7+glPfWCKw90IWBsB/IoSRNwUYXP3YCToZgjFQ+8u+4qc4AZSdktCOSb3g8aCiqRh0Pe92GCuams9GrMAI9aoOohCasw4NkcQJmuMtPxS6bFmgw7erKVArmzptAoTYHBHnS20eM7/MqhuZDFAftjQu2XeJgB45/lWDPZTyGiGyRBLv62rc8uRoTm4rbsKlhCPPdpRBtx+pcc097YK/vCth35GbFPVNw8nD3ralqqeWsGEsi6V2/rLyAD0VnJYYzdkvFmrx73HTV/GlbJbMgi6Pwu4vmTdpsFVbvm7OFG8GNyVwEqC+Sa50fqVqUo+0L9zKlaoglBJr1p8f4ln9zrTloFX44E7CxNR0BMMQFSeT42qqasD8ujO6/oXe26c16bxoN7KxxOrApu0hNAZEigk/SRdioSlmPqPiT32yUYh0hBtfqt1sIH3lj8isxJSvo/9K7MxtugKVaarsVV2QFF6rsmKhd9Hbzy2FPgUt6IJ997FUlb1ykBJF5c4+8AQCTZbtZjUU+zRItDKs3niL8zVRT06Yj1mMGs191Wmj7xZF0lRIJI/CPLixzcGeboyToYxg8kEg18kC+5OEwR6MKJ9DoPAPvJ+Mnrwc9IPT9XhBn4H7fs9nIj6QdNNAaRU+gewoNuoMDUMWfh+rHafYwg4gMvI5b2XbUhDtpZkajbVSCMJrxKWAdApmpG5MhXh/cXfaM/jfP5dRoImTGuboufqVCkrNWPZbl1jdNmgU57bx+7CLuR5kETYnPV1DEvjgf64BgnX2epELzveIhg3OMM0OfdmVqCB+5Tk+QL0Jbc7jV8Sy/0vc2NiRUVLJ9MPDBPStRup04PM9/75iehx1gshrVI8fYAHO1uRnOCVBydhU8nrdAgkystbVhVAjnx/lBgEG1L9HljqF9b/2u7pJMwEdnrlYZzRKk898MaVJwOGB6kl8M6nMN5IINSe70/BOXLm/LotEqm1bmm1ManDMA+8pmCyFducifHKFZ55ARDmSr/DTEt3sKjsSjf/t0R2gg7hmmaBiPw3ZfAHBSAE7MZLjjDPh39orVxOONRymbDm4ZffjbTaW40UHHUtpueiQcmWVgUXAOdX7SVNeRnUnu0RiWjK+30No3qYDvoXAxdL4865KBfqgMutn9khXAuWT8es2pUGHIz83zXJ2FSuDZGmfo0c7cU5WiVkVF/pkNwsZ3qURjnBvRSyXhS+Li0gD2bmBl638u21+FaXQgCX2V1jHOuUXLc9KpE4Zc24nVKIHTkhQenp2yjouodymRucMOkVyyAZqUE+AZDcrKUqbGdcvC37oBGX/qFZsQudW1GHTgMqi0X4r7vPfB6S0NKmfLFfhUPib3lsD/ZI2quVqIkgKoEPe5QxBXdk9GTO4aRP32wvgJEmwRnnUP4bjxoxXS13tYFmFWLISOuRxqlJyrebhRAY5Us4TJU8rJXlUBSjgLpHDUjFwNOB6bpf2iZItOvzZRJparYK0MWpJjWwjtPGVFowUO9OvH5c8K9UOTFECyrtE+LdqwzuaZooGXDl4WYMde9soRD2xbjCy82N91trdDpVA77PNgmnNcFZ0EX9PamAcHgg2sEEyvu2/c26l1qLwf73c2wsFF8a0UNS/iJMEs0SKcPVtTco09Ic7jWkEvNnhe3EQX14JtPp+dJlJz8Ip40fJCakCnRncpnztP82ULXg8XCcxWkhymYMV11+uTQrcn4hFX4ILJKCbKygK64dSNdpbYBSJTC0Bv1nQtBqvrIlZgpdP4zpCdBHGGtosmqRTbmziSSRBRP4rsy6zcFiQL4dlkHgz3PeghPj3ZFxKPC0WaCKJo5w3AcZpvx26QAKpcI7zXv6T3xI0/WSoj9CA8WANZOHzCUd28RXnRbubzHXbidm2DqHjNMK8fvp3FgTA5kvyIxO3sM9RfuOWVObPdB+aacWCCTaZf3fo80nZXbhgKFVX2QPxuk+LeirbN0HZjkmRIiJauEbqsbDDb8mOEM5TOMiWnBVyPDv+CnUzRerv+57XjSHz9GpQ6diNR90/nB85TwF98u7khdp6YDZr/OIlpLpkCB3/PfOndTigq8zpeoZhFRORRCRayJq15mXXQAVPN331Oy4Pzi7uy+bpBPxtxYBj4rshr5ys/nedMPfcDYM43xK3MJM9MxPa6pJHvPYk7j5XrPqrNZwHt9IpRlTCdFLtDIC3JE/u3cxOA0jE788HtUB3Ydi0LikFWp52W6MjpdptS3xknf4D7Jsax3mO3zH9Dj3WGfMAI9Zvx8N9SqP5klfjcZAAgiAR6/XFVZNsnjpu+72lwsUhnT0dkWeIrceJSthKuCVhWLDe6nDp0cMpyELOg8GFbaf+ffyOF1n8fKe3NILz11LPy8zju0QOP5HZYBvqYcsidRnPfyLVaTS+co9ng2uKgPF//xDcZ4c57LKbH/2qkVx7pdc2Y+daFHONpC1tbSpGzB83g6BUX121k3vmkr8CkSb0Echc8TMsaZ7iAR79jk5lTG7nu/y0L6qEuJTKErK+UC7wwF8dATeiFNzLI101B08dULntBx4tkWCicg1CxonjU3rMNP/hJSaBCI12VPGHBEh0ZJnCGOm5r/w0OWYauOwcCYIOFvAUphMKS1grlPAC3rHzirfaGq5bdDsU8SRhDqdwMjxe4XK07XN2nVpchHpq1JRqX9UD1NwCegIbRqqDwqEkfGT/L26oVhPArs3g81gZFKw5zVm3/Dakh/HEp/fa6H7Vrv6vE/OgBTUdgk2g6oyUfOZPcKI2kbBLv0eu2F+bFsSE8nP2UTX5jIwOVi7M4HtR+53nsknFYrT4BZfWKtvRXo9EdSnDLm6DYJh14GBxIi4VSm6qHa9JbTq281Fo8EncUWu4sUSk+g6mnCQWrrKbd9mUDthWsvOvSkxifPWw+YAT+pWxo0tBKbIm7k6x8RkyCYqJbG+rhgYVGjJbw36vbHhmg21WXkwlnSyu8wi0vvYFSPBi/JFMZhMMqgGiCLcaXTCETSD+VxN4nslbMU0wNQzuf1TxQeJAMKSGefsbVQtV2l7qYc3fAxMU4TFXWvmTlw5wf5+Aqm3AjMuj+TKmA08fnKL+23UDSSqDZh+4itwBqiw14uCc3ENdBotOed2Pcb1R7S2dMs5zDeCiooABtkI7+h53uC1mh5XbhxYqS6TE5q79cH2M/xufqIFKrZFcqnqSHc4kMlVbemF7PiPHke9bBoLKZ7XLCP/YXPysEb+43sHVIHJWbkMjrJtIJwxIGhJuIdBnm/95NZ9lzAJT38SXA1sJQ26sqBWrzlEbtA0O/UXFEIDIAiu2EutohJpzHQEqJQFnriiNlEI3mW077gDIJRI0INP8KzKkM/+O531/zIuLtTmwfBlp4m2ZJ2R8p49+pQeBr1vEjEqZdLNpRS3HWOxgezYON8pzvAb3kLr9BRvQJuJ5IedRt8J0zVdys+YyBnfXokdEQd9O80X7I/cFfZfgmetkgS5C3hObXB1jYaOLBtKodyYR1Y6xVnhBecyPZPvK5RIxEHY44bQssChG2hOxNd1sGkVv6M1GfEf031PgQkDUfvQiL+pvom5wL/PJbKgNCRX5rkpBO8XtRLVNItnw6Ek5YU/E6/uv/XjXgs8+fuzfqT+zO7cOPdUypOtFCmmJeJYwXmAlKHEg5DJmrX4DqsnQ0WcmpsKizKfOsRpJSVpyUEVi55vYi4qVMPa4CbkH+eQZnxt6B25BIYDAwYG10rIf+oIdwVGqwPvTNbs0NuM3w1TyfcN8aH1L682gLM2W1aQ1pwEh34O42jLr5TVH5L+Y9cPFznoVBpgKBjk8D4pxl5gX9MsuFwy3QxZGo0DWM4w0xiUcd2LBYO/e0I+QSSXgypvN8JtH9apipmwJ+3C/H/w85I0bCYM5Dg/Kns5Z73pNf10oiD30eo3HnKXfCAz4gtLFy2jQcotA4u3r16AULkgILzbmGgj+4jclHFD8iIbsJB4G8YQzsWA3KayqTwn/edGol27qtAHUmk9jDyA3Bt6/xp6Cyb6pmc5vSQMo2z4Xor3wsZ65nv5AnZQ0Zuxk3SX7GBzRagjsy/TE9/isYddW2aHua+jv9Te80Y1+5eVBXtr9fupvnsrOc0QKL9jIqyVTAzXflZ0TYuQhzyH74X+GX/uebJ0FVMxSta8R+wqutjQcG1FFtkpXQIEpzI7lgg1igTPoDi6u4WxXQWfxi1UTU8/GfRJCOiwhVg3HmaDiCnxLMvto0jKlRL93yalas7YAkVaNa36MMx2WOxZp/JI/jgfFSHP0548EoJcKIMCDJr7w6r+wc+U+lB44LIzXOtm19UratMSGfUSCwEz4igsxD+qdUvJ+pHMr+xJJOV81AYOEAoHYJtqUVhSA9YuWIkinNiNdd8Ut5CkNEaVvbd/taonfTOkzJY3ltUVjV7e6ghfjl0vasZk0SKTvKGnfRACiDh9DBMhmGGxtryid48rnp1euxB9UQYBpPjjDk+iRmLxsGNTlGi41/DB0BRvfTeyQfRAF74RAJLt62aaBZ4YM0q3/OHKRktgMY95+g8dZNVZZO7JxIu5YlDmIqdkxA+JTiOCWkzQgM4S41p+L0TOwXsV/80G3fhGG+aSsCpd7wyEi0FFq4t23jM8gFA0jQwtP7Hnv9gEuEEmfQib7Sr32wT1WvcwAQqS9N97ysbphJ56KVlgp0p7bHuMftbyuJPP6kqA96zBDVQoFhRf1wG5Zlwlvf9u6W9i+PXVZ49f4xOmbq1JwZUtSfIIy4HH/rmndVtmzBgc/kbCHH7iqQy92ikTUp+YYHuhI193UPekDnpXbD7J6AjmXH7fIgy1c65arygpxFZHJdxj/JLt5SQiM+LTH9VAHoJvmD8jVQzbgKR9DYRpzCZLYy1hEAwq6VOtUEGmQdbS47MF+dGE8OB4O1teTFFZaIQW6feoeE6f6BulvmcmaCqUDzm7IBDeQ0Ae+OtgEqiGUHSdcJLOtkjxVASvSmVRY36NQIRe/qjc/d7ddbLBZpSbO50luWrxQesaMOUYjx1AF8UyWIJCBEyBE58M517j7yLrgY/UeKM/tL4Ld0Ve+h38yGnpmr47OlzsUhI7Quq4OVgnDQoGlZXmqsuYEc8qz8dS+iB0M3umAHCYg5s+aZsETP5TWOZJ3ih+dXRv983pYR9UKCC3TslLEoFz/Wd6dJf5lO935C4XbuZBeHBMzK7Eb0RB/ekR3+/RR7OTmjxX8yQ5l0pWpThJRKTXuylQ/9OBtB5zFEBW9jV5rF0rqNWXQr/Ft13nYsPWgs2IvKNV67aeoKlN4Td8vCx4c7ox/SYOzPlDVhZM7lldh1yYvI//g1CL2q8D6sf8+gnZlp4JaEMWtE7wAv2i5i7+H6wYP5DR5kO8DfPpMoeh563+X5kfniY9Pf10RqXLH21RFixqYpQ1Diptisq2id9KrVoUJiOTX3LX0t32MEHUr8M3BSOWX489sdiF8WaRm5/EelLbgmJVKB8y8Pxdh2a5ppgWRCM+WpLxDgsTm1HCqk4YSkT2QW8moFmyQxO17pv0jf7N63Hkda42pfovrU431VPxdW18tb5KsCx3i7CYixirUb/DoGwcSfOQ2ddiVzeUDizaqmGBK+IMrGL9wwgwEPGud34PjP6c2SJpMsyTdB14NB6LreiDuxZkmyctkzizC/+WwPlihJz4RSQAYOTS2T1qWjiEgvxg2PI/hNvc+kebANYd+4njV8BpqJ1xt2Z1AwPDCFDDnOqlvUHbsBvmE6LbgiOlaefK0VoAJvisgFDeEn3cpqT4O9s0um5dssbg//ytxvg01ZIdRywWq998rnv9MMqN47w/xV9DK3wn9mCGP5R7bOkdScKq8kQo23bXfArAacLH/YuHD+Re+ypCeU7G9TzSG+RXcpkrRFfIUgjg8+Z6pnIzWhKh6gslchY1nWyVi+VHJlAbgGS0yX2gMtxXc07yn/iF1b/cKnuVhE3wd0TceKRpbP2KMAES5gyzXxQk9kP1DCbKwOYWyXQaCnI7uN80ryyxnKFSvjwIPfFlW1DUCx0K/jlzMfCMc8cBJp2OVm6ts05iLHX8tDtn+eTjANt5FX37bBd5CYJ6gQe+O8OqeCNsi0uw1gLDDDoN/SrU1dwJGa9IpzvWCiq2O5zqaPMH3rqDRQS4VwY9uPNedyGELWtD4FuUto8KrzF7g/MqkUZUboYOp3sABRnuEucQJXwtTfwtGc9/l3KN7yblyXHppTXznz43dr+2EFATVeqGHnhf50pfiDS35IDmy8KZKqqHziybPjOZC5sYMVv0G337PQcZ4wf382Q0og2WT4HuTdOCPvoXt284VfSDIh2ry9juHYS0r651HBuUoqamMQoqKuU6AqF+ZJJmSmA63TcQqVEN8/Mj1OAMTPhhu5CYjse4PmydNz/6MgAHD149lxxYbrN510c3OF6Slf7g29aZu+JvfarwBVHfDF9yoIsLXpiHiK93vVRc8qSNVXcps+wDrvk/2MPYD07HSdZg4Wj7RDASM9MVMWhKOjCFjcu3s92YIziWZptkE4xU3sEkrK7pwSK20BngAiVJhPqalcPgtNw1jaZasFj4fxauhhup52cdMfyyrQmaM5+XLhgTzXat33yfpf17hW+7mWIYvj6eAHl/zjGr4rB9b5OTaSvDp0+rkko/7B1biHdB/wCaI1PtzS6p5nQRDKE4xDADCGGwT4vXVMeQp2nsGYynhGyX6N99tjnJrz0LLRWi1mWBLerklJ4JvON7Dwod5OZgAJgxYA/pG8y6aRxkkI5UPxfG9Iw54CssMRuyNzlQjGd233HCw+V0USe2pa/GVzMn2W1CJn0lUgxRJkvXPIXmx2+XisqzfMiG1pUMpemzV/6BAEcXZdwl8MpB2dKd1uNBrdl6ZmzkAzBcXdt89kMucwFrAeCAgSqok+EOs1XDuw2yHaHdy6kMSY20olKH64JlYgw4pUsSDs3Qcp7lfsa36MLpNWUpVIc3cnnj4WFLeofAXTDahORcfygoJm+I5U46lecVZDsPPTsB2hXoAZiALSFonGzLVMLo5E5T6AQXHmTsLyzVMg8fvWQRnxvRAoJmVEfjtd2UhyZTE/FnQROc6+vFeLYHzNZcjigg7eCwQIexuS7c9w33x0t5CsXkRw2yT/2yAoyDBGbkcymbVBFXHnQzcLQSAn/gDQ+tScN/GjSV++mPwlvzs6QPW4nRipV9hkWtj7c4VIAJhZlshGYP2Ao4BkmgQ22liQIg5AKXLUCH8bLvj0DjBMEhajbEn7K0+jaV3SHx+b7Q7oBEXuh8bl7/p/61Juiz40P36gc4geY91MFsf2G1dbgZKxPoRr7qkmDQkOg/+X195n6XzNAtlb7mJDzJ/HdSSFZmr/e57gnoG1XqTL29rZZluTuw9DeLyeptpiwsT1SfFDNJylmU5sTt50NJIDFevQ7gXkzcfm2MSiw4acNtggfjD3atdXlL/QL4cXFXzqh354wv7fwqbNS5YBz1i0fmbik96amzCOpXvhz3G++oPsRZRhdbdqdP7NbN8OyeHo5ginEzF7epfuZW+QvfULetnM+IU7fhugrWEhyGKV/4Lld9z6qMbM6PmOE4Rd2ixJ8JQFbV9e6FsYLUnB/nPw3CKF4weGfLu0i1NpUt0mLW81PB2L9Gp5ooPRg2cxKM/atovX7NxUKqAzvumUc3k4m9to/djFgM6bLHjyanO+IIyX/Fa5bcC3MErANJ0vEzMa15Hth92WXkov2FUmuOfNAPIv9rQzsD1l7IGGSPYIrp29DP4Cic1HI82l6t3MknVYu2iF9KF7TsCqtT2zVjPKhL646ERlqj0zSYTb/8UZSnw3Sn3m3NMOlUZTrzzd0GXqAsd05CMIjAldKLtJy5ieHIlYC15efAf1ulFizVW31GpsU7hjV4rfQnPrCdWgBWw5fW4g4A89Xjgtsx1JWJlPGJ/coLJceoRcAX8UYoRC7SSwXwIlI7cbRKSSZ8Iuht0MK9r0omy7FKUTriI6tlxpc6meLei8fwxL8RKW1KpmN6wghpPik+5GmcGBGXihFsrAj9BDs8Hv4mTHDP5ZHU4USjrHurhjIXhHcbMXBm4YukzQ+Dx83bSmjBiUZMPKY50ksa/6OzZuefZh6Gn/ZKGxTJ7+cOEP92bkURptg8HE/SWXz+Zq6qFJ0TvLNQIY/m0rJYb+zJfDKY8uLdp10HYnBCZ7F4WbWx8JvEC++aw7QnXGhhPqBc3bm0Teo9epolIJVLqjbeFv+NTr94j4ShRi/oSHFaKEAMJyNJi/qpvn89MFtmUkcqrhpnfPg7P+bEhQSSUN06iAvI7ffTky7BGCLOmALxnSeUycBrLFObP1iCST2NVy6g6p0jPC8mcOhLRQpQNzm47wuIC3k0CNdZqIP1iz5lqAalPdW09igMFcQllWHqj6hU3+daw1qmjiMtUBeaw6Bh6MUyVGT4xGpNDCuwJwm6z/CXg7IwrEGDrVVLvbCqslYv1Ubr11THPs1U9FPNM5SvIuS7JyQC0EbGvapy4mgHVFjLqVxxwnEqYXijFCy2mlp9Qh46XrKq3y54RTKJcyX/jbXvadXJwmLhKSbQ+LrDTfu26fWP4EsSxPOQ0EnNOw1VCtdSziT+36UV94BFdkjBiLx6YXXYPpXU91L6z+ER1rEjsXUiMiP1zvixzjxCX4eXleTPCIp1PpKZcPtuX1KA4C1S2BRcbxZPqvUSNQzaru8kDZUTZrdOq6QEAJWBv0feNj5XjKr/smTIQe4oS/XRRceiBbEPAMSPbJ9hZCnS1dBJeS1V5xxJyqc+Ek395LdgyDZeMOMVp9SQrDzTT09p/Bm/+W/p+n447gf+bJWWE/lruRm/KHwE2vkS6VdK5IGqLbTEJfegEp1u6z4o4WbCvpXv9WfzBmiuMOoxwq5QTONK9RfcZTqeZAGxfcwn4SdzAaas+aB4tf9aaYSqM8fWEt99gcJj71mjoblwWD3RxtLTnEFhjClLXHj0Leil4RuSp+KDt0iAJWS8LUkxKHsI3Ihwh2ZxCNfJN9qGW4YHxBkXHfJIMPLgBuXZ81pKy4ZKMPoA/f9Usv2kWwzEIgvi0X1fR6noSqVDI3VCHAbuh3OnG1AKRNAb17XL2AZDei2P/afBjsDy+11s//OliXEn5xqrUWHpQQBiX6UYY2pSZJ8J6WlF6PAN9LczqnVXw+/DTc7TESPPoXQI70WjvtRS4ayJ0eVNy/PT4kcBCFavNBv19VDsgBmSErPgq8R+LcBwRnGqHoDCXl5G1RRxIDyPQvhuwh1DwmPixPwHcQPisz68NZ/ke4eErq2MePxbSFopKvmheSffM8w8wMH2x0JK8aKxsNeY3TW+H7xPVp4c4BxipXJCMA97gGiA10ZQfomyZ0/SuaZt6EYumzH3bLe168vNEdFYiOtirHSALLS3asDs0DbmJrxz7r7qSNwe3uoYu7qeseA1eQySWz6U5H/Rhtq6Nuv7mAtDsFGv9QYzqm6ClPINQUME1bEtiaAzrVo0s5ZQqm4VXJvl5NzLff6+s6J4MumtSjexjiVNRkNsSLNsyp2XPHOm+anSCR1ks0CvKaE94CBo+cH1O0i8d6/iIUdudL1cxBgZs/IyVhJQkZtqsrjLdXGWowGGe/dbW6kTFSdoh++/hB9oTcJRIP68vlR4I+O1Gelo6v/0HhT4ZfvEg2omV+DPtZ7eXGLsqbHUgY7lqYoy/BBer+ECe84sQJJh4WQSt6raO5NkLF+LzXj/AnAIHaWimzVx0I/DXZwqqgNxDf2l7JieQ7Vt0DAyt8QtR+qgOcOVG+omiEqQ0GRSB7e50A56O+xmI/bD004tEaK3pZQLvo72eWXYMnMrRPkN8mR4ucRz1LnasfJ1wHssSBjH5wSSlJGik+cXqIsx5ioeFvRRHtFcgKA2YYxEFGtnjr+dFxPGGBSZPIwpSVQRjPLL5EXuftq9/a/IsIHrjpaqCCAlnzF9fVqMnslMnwiAA7etW0vSu08aIKAdPXptaIBk91mm77YWGtDpzIJqUQA2O3WkGORqV/fp6wZbRmSBeTtWEUWPES45ng2i5ZC/U0BWpMfPLvQUDH9CgCJF0RvjlTptQttr/GBzAt3mWsk2DLLMRH1nockrH0hslfFNmbxznZoWygdIxKUjU+I28d+Ol4KhrgtC5EEtfYyLeWYhnmNcc8Dj1fKOo0KH8ANUe9SpU0IySos2w/j2ioCJ6diuHEi8FQgWmcigwv4etF/0XyuUTAjND1KHsyARsn/iuQys5CrXqrIG72Lv8GWx3BiEClH4Eaa8CuJ07xdQu6PpadkwlaJoRzKdmTvOnHe+mRAQtlFg0oC2lEp4XOSJiKKCEnuQi0E3jvn/Ndh933cMi8zrR+aIMy/9df1lVMIhFhl6DCGr2hlmygcdJ6q/cWJUW+cRLIq5b1rMnCcRbX9vsoMpFDPS7RL/SdtUF/aTqfd/V2JeiKpGbBtyOMmVJ6rUiQetIRbsr01dOX+bg5S2ETsNPSHtGD0ylPJzbiJlbIknpxiMU3Bof05i1lutmQOfyAICGj9Lb9ZdXuxhREmtThkE3gtmhGtHc7dEhTyiTnZex7iLUWxnpmCENla8KpZLFw7kaBb/eJitWFYC1Y14QLlLaWrZw4CazrraXrRqGQ5o3s/GZEPBwKd2jnBsNjZvfIdknk2afn708bd8/lbakJ6Cpmi7ybVAmtwt4/v9msKgHfRSlOaFRa0QjZ41pHwf3FQoHIs3ONCFx7jPsSwlzkMVKcBqqAoVe3Qypnnl9Uew0ohotOVF1P+IWvo7E7DlC3NgBOpHBOwc2vrOaYycSo39mZOm0ZR+xvY2f2PvotVqw/6W1p7OaTo8f7JGKoXErvMP08usMcI0YZqaDC4vxSNPiqVEgjyVJ2n1e5OCbfFqjKj/HMYmdszcJ82/C94opko9J8UR13IK/QtXdPS7tPSKdNpTYsocvbcgpDLHKTpwEfhTMdqMUypr/O9wGtrTP5Y5B0Ey+MQRObCjo4ldX1Hznej4V1sxvv9rNgOoQlgvk/HTkNQGOPu249iAFff/s+OYUTOgqHDun8e5Gs6Vax3MoebGV+XBjAkFKM1GieRUuC5ffTR1Jw+OPS34lmVUnnZEsGxmSh6FD0FNTE9DG/OF8KJ98h1U6qrbyVIXn/05fON4VSI3w6kl3nPQJ/fYFwP7QynULsrqVNr8NX85MVHFO+/GLKs6p9Vr557IYTTNwm1wwfqwv2frMqMarFl5F2g4eFFLVZnBy02HlVLyF7TR5z4ZRwUpY6tkA3CZhRMN4+YqH/qcLLFKE1pMwVstMZK1AYPI0+insMUL/GPcL9Xy4XX8zukY9qR+O+clVU4XAlqmimqr87esFMCYEs96i+rQsS8wwUJXxXdOPvvpE4hiQlLFx7oGw1InL7PC22JRO9LvB0W/vp0BOEDZBweFMcW07He5MC1Af8qjYnKUdTY3u9Mp/KwTIJGfkb1FS1g2cC1U+H+gIgPnghwoaT+ITzoX/suDc4IDB3uorDZ6ULMxmxCZL4egAErdr0qqZ5+WxxGQuAB4Lh/bFfQ2JFcd/udtfrkXNvLD/t3msIcCV55CVuEGIg3IiWfjnY73I35wOAkaDFzqkHQMcTlMSnVdwOutCk8quxrtGQ07lOn8Q7+MCi9O4EdkMJeccvWUItx6MAMAqYeQRCv+HPGCkHXWiek03NbEnGf+eOfa+CGyEfKpUb5+ilCPwWw7mKuD6A0Wib95U5bSlKmSSREQ1XL6kdGNHR+eVVQnlO+5XN+77VaUI0P6cwrUlgTQLRNbUu+TaCVXZSlwPFm9Xfvf0IO59n+BuhDI1fWK93v+fCQ20KA/wPgRaAms2HsfKVz+SbdnGxLtuXUsnZOWnkI2V8r6GO5o2OUmiYWM/ECLOOmMe9zPnkNKx7lJjz7yR0hw4miDHenC7W+fRUgSDVjlPVjed9onl7ZHuahZTYu8iRfjkNOP5s8jyn8pCN9dZO2sp4WKW14CWr8hbuISL1DeaAPo9POMnBdgT7K7aGlIx6d1GQleUt1LyVE1NR6rerJF1UK/FQDqxn2cQT/dGZyaaM9clkXTz58UexQ8FMAWqe703DqRN8YCfIvkTHzVa0XPGlwF63wO/4BSjSpH3mWwNzMefM0k4EPortzlpbHRputmRfBAQ2dqDhy4r+1OobD5yM8My2dRlEsXcVabgJU8Le3DFPqa5mY8MVlsjbxrjE5i12G2OioAIOCSM+GlpPhxI9xmiLv1gyC2MmjJRKWQqbIRtfXhNF7HdU8O8ZluQ+J4v3xxdHfm0I5gsqJkpBTRCWRJyneJhzPFzdrm4KYAzyWgLg7mGHldpFL1dkxsUN/5I0A8b9VeFkG3WCp69bbL/p6PtSpII2da9viPPXTxD9RBXKplpIV19aXssrQquY6GRXAAgQsbqXk4EaoNPfRzhr54bmWsiPsi9oKD4XtXD0qfZSWUS4G1fh22PJFgJXtMlkmWcnnRS84gVVUuWMXoaSQ6uSDwVcDrkZuFKzbaDholumrwHBgnk05uoHsfGiBBoIT7Bx4dqp6rCyiNsm5J7TGK2SLDTzzCrzEM0t8RR0FB37TvADZQ5B1PwNezV8f6IhzJE32G4Balt8YIARJzVo0kIXfXP6IpMaj7XLlsECxdfgI1JBixCJlE6prOG4EfkY2tTFoWtwoP5bOpArhqwJIV7807Kp6TW0mpMpvHSM+NAAPEC/YWPHTy/InnWAcN7YHDAq8gEQk9XbLkJm9Raw1ZSbPX+ixTLwpLfcA2hWsOf8cp6lX7B3f8ed6h4N67tdGBfKvh02nXapeWXKV0G9r0Sm/XlOKi6sdCYxpYExqG8VC+EiwBdHowyaYUwYDWw92YugilmL8iZhw38vgk3IsGiNpJcwfVJFvX8mD5UVLeR7H2MVUHrcZTQ1C+NbvFm/k9Fkx+/l1kh1TzPlj5DhroC2NY29sNioyi2weXRMbX3ivE+ZEVDAHeBw/C/MzefdvzBJ9v9jq/Mj0Gqre0iVvyEcx+apzD6yA9BwikXhoCdt4kZgBKGz8PFQg+HJFwrj0+E8QweqrXvVzHweYnV40Dxyh1dog0wHTwueextAtIIRe0I5HZ7k7XFcgMTBsanmZuIDZYahThIzaoa7rX1Tcx/l57GUf5/TekYejgNWlw+7ShcykeopNPggyMWUtazLcJkIRlr8jTUtNe/SGyXtKcmS8viPVO8Gu7vS+XrtaecMveWA061svpvByzVm6YDg4zpBfbXcbhDZw8geFGlFgJqVT7rpHK8O01YUYor0P+oUrTKZ3/faI4gMpLCQM2CVdlD25j4wrZ6YHSWjKc4c82waAzAepeD06ZAou9wD/EiaIVC65giiWrTqoAcCH2ufzw87DaioQpZanphT22tY54HqSgFCIESg060m+d62Wj92uaogdEWhb21wRXcQD8TW8i6QlODOB+9uwGtE8cOGmKf/6RGvKCtZXMyY5VUS3WvXvLncWFB3gmlJOE8b0ErmuYzeifAGlufxYCKqbzytt6LuOy7caKt14HEJ9/N7YgG1gfpcpZh8iLDwXMWbE6a9MBDk8Iuj+JZvj3jc8WwB2GhOsqGf1TeY3EgHzcW/EC1nCoI8z173wbqBQDkxGYjUXPpOFqd84qF2paHL53Z2JPCD1VnqMVZx063KTYK0EDBNrdEXmWT64E5VtSfqCpJoM2Fx9rKtkhU1YxS9pTq32xIGSB/pjJp6udYAWD2gRkhVpFeJT/eAORjzrs3f/5kX97EKHKtywEO1UIpuwoHDQUS1Br4Y9AnwjENDZPpXKiTpKvW00LzwQ3TnsFV6RvGQGnntTM/odhe5YqP91XY8TRzUgjE0AAJoqhU4B5/gyBTOeANJ3hFMPF0lXWG6e+QHHlq/rSFMcKhBv8MTn7/Mivzr1aGL5CdYSWb9x+DpqajqwAK+LSNRn7w1B7gc7c7jEZGQATn5wUVEXUxwc/UyVlh/0U83aYiax/Hyc+bmKWQQxkQER7yEhbocO/37WRAvAbO2x4MCHMWzKN6nDXmv5IL35Ey22ktKM2l2wUpV+J/rdQudf7XgyOsc6iaemOSuKybxXhXivkMI7PMnKBIRHlMAka6/SY9SWgehNSWvPbFthJ9Dt3tFSWzEJK0EHzmXpSRE+7HmbwOsEPa4NMnld0cRGYjzBKS2P9XaaXKeaE5dKtm50bDYotE1AauQOtqkCoxYMgu7l+I1mlf6WK5WLr6yL3fPvdm9CenJYO9o50fnXIpFTBa4OtMeVWCtoEbF1U/WPNE9kcyDNPw13kof+zVSeNT2BhWHoETAsb0zZ61PeRQHmxUQ3jAPm49rAizpJc0DKgAwsFnirvtZ9K2Y+7kRw0aIzNrsGcKYd8Mm6DglYiMQJEGDPSiHcjvtToPNX8qjypq7oix+KWav9v1Ooz9AqwL2qmAPjnHpPY8W29Infj8BezMwWE6vrba1fKbDX10Eth/9snhoIiFBXsCK3X6pO3/zBgfADGBL+kmBjYZpnnKuadwEuJmJxKzMQI23Ol4t+nuIx7ksPqNMDFSs8rFaHqOEkTXRiGfkWB3/oLoiY+Sp5z6UzOWC6hgJ7+Jpj3SllSYPxz2wDkZy4D/hFnUaK76fhIGj4ntEtkNnHzeEAQfmVtuEyVMi0BGWEQihsCLvUlkSn6bynTUHPIWBXXBbi/WQwYH6lmLcuLZe1DD74LgOS+QkU8OGXEBxBeyWNBVV1bU40rbp1i8Ab2ZjXVP+zxyjzuy0sJ033QbV6f2k7rQPI0bsdEt9MN2eTq/+rvCciFfo52n5heUiRTXANqA1dSwGJ3UnIMBvYWQYvHbF0PtwzXxr9TMXQv3EAPkgmmqwNWTxe8p4Zyel4eMJOySw30D/BSkWVzxzRPJ806hgZnImkQYXtqMsfOvoDXjQ1xX5QAS3s27fgJW0F8dFhXTCQrFn6XDFui8t5axg5ftbyi/KAh6Y/h+7XkhW4bTb+wR0Q2mHWUI1kxQ/GTA9By3tkZ6rOQNZQohw8b8b9aeeCz/G9MnDTyYhgnrQfw82vd1YNcjk/h+jbMOoLChlsAJltH19RBpklkPpXAczddaskUHSwtoskPGBErFvlEh7ASWFevZjmBWQjYtIgwjI/YPATaipHjkdQax+hSXYsRMxKTupYvkh71FbZreW2g7tBRflQYiH/e9Q4rtwE6puZdgy4Cvb4iQ9fWcYwaFv0VzjTzstW8H0DbSSTO7gdk78iK3dYyA5Z6cGvoNh0c2pBfJpvFkqLYEdc3vIjR0PFQoiQbsS9tO/KrsFPQpRkJ2g1EbmSZ2oaTVdkk9YJwk9o+bGoC1njCwTcnOxh+s7aVm8EFSSoFtw82HFok/Q69AGMpHI0P+9MgMqlvI92mP6bUcPuMPPGssCYNwxwSZ111Mi2762ca9OVyeR6w5v9ReTWZ4et1X/LRcgNYLMuBwXGB2qC5QIXQo9p5+qWt4XISQV5dO0O+MSKn/MAk3ZlHn+qMfU14YO0p0cTZKnc4gDTJX7oeJgZ0PaCFkZjaxfANGec6379L2VtIRYuv6tjhhG+cQ3JVGnF4bLRHWw4tJ/TPwxi7Y3v6LnVAOLgKQVu4nLfAbKV/qLuY8GQ9/OBkRx5zOolfLeiFlthNkF1qKh0XA8PuQukG73tFP1Pa9kX7BlsdExR2YRUDG7wAzkOZp5PiHEBW1F76+FBx1ytFw8x/F++QKuy/i42QoYK1aMSiJBRxP520J1tTkwerOYhJHjdooCd+BUKzBXDOiIKDIq2B6YtJyjISqMwF2CVJrL3SUPRYqWc+S1xkHlOYW8yAFj+n7ksvEJyigi8kfotqYKm2AWySt/C/LYVXhaGzrxcaCPNT6w63egJ5QrglIQGKpqd/Hos1kxsJKzuws5jXWbS9yFXAspv+cY/Fhygc5MDh+2QkMNYlr2/opBdEWCAX5wAyvmEf9ojzUq3nb8hQaDWvoQZlnCHE5E7caXxvE4JAml90PCqjciqacegVLCGqFuTnHh8lRUEPTBdwa7fvn3RXKBPoHpTdeLMg5pWmDud+wwCPEXNxwXiCabmD/jUukMhKrAAnDNxQKKB6p/swr7XMhb3sssoZVRuKdn8ym1CbYY1e2meAiTSjm6EIRj9bqyRYx02FCnzdYBqBmeNW+vuvtXQFLRjKz3W5b/VMwUqAEyMRoMdWijIMI/WNlEEMNSpWGOMiWP0l8iwgQpFTyvaCrzY5QYbDYO9hRKT8qwwdRPNXeESrtB4aSE/+urAL9zMcSxsdGIpcUS30hSnePkYiJVblAHu4mJdclClyTHT99Y1ndLWHUvSZzvhU14kfSRJdJ2ZVXbeC3WqJ8X+NYWR5nuJ/XNuDWNdZnEywbSq0ly6R2OnzdVbNLokaiylpZ+jYeRdbs8T7HfKGT5QgtZ6L99Xy9UE4xoa31q1Sw6ErOH3Vm7YXotIgFdNCeA2WhH7lnViNjO8j39+1jN5uVXPRqkkhbDZB3jRiFaTiJwAYU4oeSrZrT5k+/FBrNXNysxEJnPIq3CyrNHVhmwlyjrbswu3e8gFyxjnS71Mx2hAQQxtJ4mQeiT/ivKjYglWpNCQsopGwEihdPNzxm3lOOshLPs54hzE84L4AMX8yuCmQ2AkNB+NbsPFB/FQTuyCsloX5cr8jMXqQOGM1NeIcvcl8cixgirvzODmqfQXSWXdHGiFryPo8zMpCLi30eIqPdADOETB8K68aN6pToKvmUxNgUus6N/onpTypnCpSqxJwYUw7ZPDlMqtkQRyXCkhdN/MZJA7onMusr2xdxiHnr/r9vbpZcyhIawxHLTn7VcNPckzltQAbM46FvS/B6/yqD1oohVcDQrqe91xfNqWj8CBDPa7jzaKMsx1J2pnv52Q7YhDy/KzC1vRzewD4ydXyUdm6krDrlZpW66k0t7+yLjCqXZTBtFoYbMz3CdeEygzqHNJ29jP1hdaZrJzlYc+vS7Au5fHudngdAG1IBqq8wwmiwwoMfaDGTrXrpKrYdrhu/VfQoYfLrU1w30sCI1TgjGndWnMDJKXcH56TIQt9ywIZWKnzaVnK90M9gXh15QD4zIN+tpy6Mea77kvmIumWhumPomgiBzd+VxslMsbhR1Teq6LEBfGbvUcCT2okyXPgJTPEXxdsNt983SaUh1kvFhRvkGohUXdCLa1i9Aj58RpHNBC066juePRG0msuUMoWiuns/oUkB7dEk3Ws0zpUmt3+3KzYgtsbiKpppdjxdRCIPQfHIsXHvGjapil52nvamHTIJXKU5AAJquMjZG9JFRda+bVdifY02axZTMkBXdIwo4i1uNthocy+MWXpClKoNOj/MG5d4+Nv/bklbBi24SACaED5EJpCaiSo0ap6omLXG2E6uhwaazZ1WDBoIeVFEMPdx5BxEHoj+phWifBa9rw3RIYXY1LGBbhviTy62tqZ529hrV4C5tFSiopyz+SrTGPQ2h4xgzUZ5mMY5wfy/FBoymn+ll/fOMAwakwUJZ0sxDaDiPfcu1mru7bebC4i2+HOiJCyjjGrcALD0x1Sm3bPwMSb101Q+t0kdgNdTn2W0eVutSZlrqge42KilxgEyKvQAes2hEhGzhVYXRNJYJLNaTzFm2ESBUvW23k7hm4yCJ4IN2Aqfvzm/Mx90WIFMk8PgO9V6BqY1d/TdKm+CV1sJO0q4QwnLH8VUzluZ4J9PG5VWP0GlWYgS8cOKJcVXVJ0UTzXjrDxw0WgnLxkMGITh8Q/rBu3ky8pXhgcyTFtMWJ+bGRtB2gClwV4IJhnjBG5EzcTYT9JBemW6+FyKAzWvjTZaNvpPyDZUVoSPhiEqpd8C7yB/hEwKART3eGk6Yl3u7+UMtFSL8koYP/iO5faJD2rRBgrnphwXn/+tXgYbp8jFhZXliQt9utpyyNPK69WWcLV8JOADrNMO8IOhoakkVXrybxaagqQx+AvGdyfm3SfQcC44uWKLMgjWZFu46iBGcox4zowcxDYHPb3tLd/6dIY0PuRINVPX14jgfQnXcZ9RJr+F6xHQnok75eqbuWdHsaoeqDgTwetKqaDmUjXkD9N6dn0zHWiQls2sHzOt0A2zr2rgLiDy2fpYVy7OT0rllXqh8C9e2+0MrxTRQ2zxkAWMKGS7ZjRbZROTMj6nllHuPUzrtDTKGrFuofRGnw+BdJNTDJSL5VuFquenbwJj8gz8OSONQuy9UzXR5bdb3oRsYDAJKcyRAgN0wWDPE9cDUoKWXzyuY4gxDIN82hJKF80PEWLlK+kVmlYtueernQe9TXoOu36EE5FeRjR7d9Tf6+s1vI2XDogZ7FOBTetypAz42nT24W6Rav5OoS3zH1M7/m/PIEjae75/lqZOaXCkxADNGoxyji+uk/DMXdIrNA6oH95oQs0Rhbo+IXb1k/m++mCegxOJgG2ATL82oDj34oTjDWZOnVGWVUDL6iSAs/jKqMifjMqLsE7DvsQLCyotXIHNI+tqtDkCuX2SIvULRMy/AmoH/dTTCgpQ96CcavXRZRHSpvOxAUlxDJykmOolVBZZhwhLBWmXsImGx4GZvqJ4XcpOR3xMBYQWyMbTcwBYuqHm06dMUiV/5tt1lsDzy33Fu/EPB3TFMaWf46wYF6fycyzK6uelXpcZSgGF7B8UDpZxQ4xLUW+lzvKK5vBv0o/LouJsHmeGiopthQaQQXlHKtUlB9XMhnoiJdmKQdfLGNxoegE5FJWTlubqa7MgtEoFcFLl6haT0wqTXE0EVbH2tsm7FSXnj44DEcAUWMEgO0keWz6hDuobfEMrceC1JHW3no36PaY9f/J6cncRyZRj8/+t7K8xZvXjVUL5iWOXCwNyL6Q8TFTYCknMaaB7+Frie6dS0Gl9TR51fHgWSToJW9Phm4WpyCwKwyS3uLtsiD19FoTukcxv14RGnethdjpUzQDdseNeFAKU79DTHVB2yc4HHHrC3ea2wbSmMhua21jM2IH7Zh1t5hSYOJFa6SVQcYiHgZjqe5IS+ARA+UosQB2kyamBF5dQIJOtONMSw92ixnFi4kRDkBvxMLfXDE5nGIz4ropuNunBitcAw+b4e6N7ken9C8U78bM9t5bLf/r0aqSY1UI71JnGxTkMkoiVe4O9dvTrQtvp9n8yQZAq6jFyu72JesU5JRgOeg3cZqRymGjA4SBk46hP3LSEn3n5qx8GrHGkwmI26jw0KlEsZTbQagvucOkXSMf5WGr6jkbCOBx59PtMdLbBQ/ClxB77ZP/cwjNZ8jYQcSoXpQA/P/+4zw5KOwAhPEBLulQjUFa1fMdA06s7Gy+ub0dENYXPDARoX7jlt4oh1cgnuXamEuqt5REsRyG/yey1Z4wNcaAiumcE1R0F969Oy8dofVFBAqweIWdxEKSMIfPsMMS1UrKOlLVQdakVMLuSuE2KLe4a2eHVI8Gf3pxpLq3ShsyGZ3E46wndidibbpphvtqNa3X/GwCmt6vtZdGmb57jAAbJqlccgJeK/X2CBH5e6YsZY+FjVNVzPUbtojL4j6s9t3FNs6Z4CeAZqW9v1xpBJg+1FgLLVT6lzm83417l2PRn1t5VDFJq8iS9PAsA9PwY+mVJtjgw4f1aIuRdjwc5gCfWDIp6lC3jVTSLmBrZyqSMq7ZqU6zTjYfqnsRDQsxGXoqftuU5S1cYYi/20KrHQaI+bo27N3gyJZk5oAwFs0Amq0TmFpowhS0Ffb++go1DcOOQD+T1KsSNz8jq/mBYI359DlkYJKTMoYTSMEenPiScm2FKJe5/OQjzZjUlVFB3uON9KFV5tZRCk6X0MKrbafCFPO6LCt0bPdCmdOJvZKmUnxBql8hMBdvt0rNYBjCTqnTJUYGVsYLI7jlV1FUW+LYPnAfyfvIqjNFKMlByCZa8UaY1WLDHkpD2PVav9J33JUoFKkQXdFE7WVlVJAZhxPs03kOLGtxWgxEPWNcO5StVM3sviYVVdSFySv+awNgEhGGgIISYoiulYBoxYawsBR8gkcpzmK/GcJx2X6ajKtOZWmyHFgfrdl1PX5iakcWZGbp0+UjejRYZPuvUMcbJTxSIYFXXOtOfizx/kb3ooBhFjg/aYaJIs+3G8QpoGhsuSCkeogli+SHxTDPzELsIFn/0SkayoWB9H6EZLTWX7ZUgsID69Pj0Y6tmnK1Dphl/SHcdhU/ReBeYEXUCqAJ9MylXSoK1Hr3zRwq2NJ63kN99srYGNiDfGGmdZ5PNHwUSlVAiKBGBU5uh0YKyHRRYoGZGC5hQE1p48QF9zMNRGvNIvrCvye3Q7A8OVrvPBO/IqwH5H0hzNEkmeHIpS/mE2ShzzNJwPqVFYqhcblK1h1IbT0OTD0YfJKwVCqMo/i+++MFyNW1+C760kHut6xFHPFUMYb9tkzbRBVKswLnb9/31ObDd4Jn717OmqBrnhQnywROeqT9IZvtm7p9yy3FIpyACS3olEF5DZyuzAq4B0RF23Q8tZz82TCOMcbK5FZ6W6APkKwLVgGmIFVXhrMhlmCOQtd5QXCLAm3psUM0ApK/al8Hs5+nb9o5XYs+nQpusUD0otkEgGvfVVbuNoPgbil6DjYJWEy76OjGVG2xnT1lpp9Uyrh8Md9iPphsFUrFuT7TtDgRE+Hl5BsatR9YOrj9YCmaj/L0OISEXHDbG9Jy16LdDRx9YZrrN9pmc7T5JnjTkJfK9oOLlM2NodO0AMD3J4bJ3Shokts+y8xlt2/KNQ9d4BFDgK/y8mXRTGO+joL1gWLaIXbtBG4Law/ydznbM32KsIXmkSGfvRLqZgMxKzWu244JhGi4Y0E+zQ0aRTdZA+ghEAQuqt1EhEbAeIzDaXh/s94iKuAPO0u0QlMTQwrjSL9VE7x3UJ55/6kYzBbigHbBVLw3hNc3hyQn1BsDR6mSNlsThq+KVAP5MkT4E5MiQKPzL6b9KaIvgMMt667/FFqazewt4ZFSHJoHfZaML5s4CD2WXvCKms/bh5MxksEMlv5UqrmLho6hfrPGjIzCakyA03YsZXOTobwWdJ29lBO5wNI2knUCmHMfnoOZWGQlTGIMJTdwlSuTVYImYB9LFzBUsEhBnfwm4UP7LGZ9aNaCN2XM2NxoF8f3DQhk65MzIuz23HORrbbNtEebOjfHl40qCLqMy0Vkce1EyC1yLwg6DJOrHj6jmC2QUOj/OCbP8NZcXgtL9JXFGRI7SMsNZ+5hexz2Rvjk4l4cauBvAHmgy6Xv7cLUmWJoM7R2uvPrTcrJrk03DtHILZ85mLnD2pFX9cx9mjlkUVCDVMkuHHt5xWCWh56O5Q7MWcyLPhBuEIoWK9mDPjldPztjFWLzvSZCU+jfM9AU+akRPZMTofUV4uD3o9ezwdrNfZowyvlr7TlhqR3Sq/TNlHdm4Yc+00hdpJQpfhp28Yo+itgWPqV0d/hE1N4qlzofU8LUS0WXaQphZghJ2k0FMCO7oG5khND+fg0dEFa1pHpWTATT2wqjNh+LOpYe1sN5FcblRmuRBVuQCxd4WemKYWPM8hMhJ5Eqg5fcD99dGbtLfQ75uNSNTD2+XcWoOc9MKoGLArIJgs55hwgjQbB/dldDmSWDYIXMCvn8kwkg/hvSuiO9C92MCkMeBIzwYi37/R45bMICJUFy0zjG7lmSrm6QdNzRmOYmqeW2GZmzNmhINEWIwZBSSnUdHHZaeJXQyE7gG9ns8OgY91zHK+Y+VI1z4sjA5NOrgwsOQUsv8N+RGsetRPa0xghf642VMMpwq0+ghNTotkrceIJr5fmmlydnlPJd+bFgdaQ7Blh4wGW54jU2yg/ue2hHiFF++QhGVsdtfEJ+XUswPow4FQi/+fVqntJhq1flPP+/1YSLnFWBHlAltX2W217+uayL1RGDLtNXFLyPrhMkEUI2E6qEaoRxewaPk9hVm85DVGQsYgwuB7qIG/z9m2Bbm9jRrf2RgLG3F1vdwEZl6MrBjGcClAaYLfvn1P9vISu0QfWZFoMMpDuLUB5161BI13RAiX2x6KUJjONqY98Nf0+85OCydoPcBhu0yu4SMEHolXbArsBxZAF9E3CBCICbsGlqg70rg9/J/JyqwkvgqD+mgiAy5hx+i2TwmjpkvGjPZTy6aOhMdGtvkVGHq/dEnvZ+9xj/X4sVi8T1PEVgExBNOTooaN3X/qEv+1ShnYDUDqTkFoHqYX+Lk6O/mBcx+RByuy/2m1XBEsXQ/8sg9Ht4+Sc0THJX7586kQHjrpwypkqcD/LdXPRzkixpKXkK8FKs9/9TJuZobnantBf0p4b+pJ+eNeF6BQaVRaj7/7g+ZJXHTZsnJAeSOTdhlMf5CC4M21OmlB0AOjJm5MPxDGk1smkatZ/D0vvK1h7TYFTHPcd558kFbnWh6F4vkk20GIGDm+uVcoK5HpekAZ+uhBoyM+Er9OvzrdLnWWPRRQZ5In425YuG58zRllU3nDvQntdQMrPAGtHJSJhH/v2aIrpOCbPDqcbjv8YeMyvkNrZlZ294FY6CLKHld4mIelTBAsEGygIwVoqCFZBcXpLA1ELNd+KOOUkfHE0bfYaOcfb9mWKI4detUgu0vlwjXT3VYbEKNE/I+Tv+fdqVEIwCba1ragpD4xZGDz91KaznGlqKI5skU+jkShBSUXbAyXpdOO/1KXENBc9yQOtG5f/UzioZMorfqsKkfnuIopInlX/dHwJe0vBSZwlOGfE/JmfRJp+f9uvnJkJOIMOeZD4skHs0FPDMUafeEl6CQCBHHOK/SrgLGwu/eazbmIByCpIDCwsJppqO1XtSWYbq2f5FlBvfK7Xz3IctowoneKk2bfWCcv9CLEO83obOLEvt/fQ3ISSj49L8pIFLY7VDWWNiXVyQ4PNN+6JPe1COrb87XBuV1OTwW/JCbHSBMU6rnpeKnKrB3f3UejWSTiiXngS3Cy48F86HvuZSegYTIPSZMP8oWT/XPnAbaBbe5ZQrDzIlOuwZsVeIzSVUukU0fFaXci+h+pHReC3vK8rC8sm7US+gtFgzRfXmnZQnZj1p1LlHzHLDLdgLU2HW6D437He/Ic8rtKfN7imp1Svi78n1OEfRa8N43S5e37r+51KcVea06rimOaKJNDxZs8L+RAhryczGYEWsCmD5QjTbe81sAxY3c1VpS+KaD66N0S9o3v1nxySbsopZcxnGby3c1icYWzJEF8iFC31T9IMl+wFtfcCPYtLlPkgjdj398PxNPNC9ki7LYqWamxYPQK63/jZdP7egO4MvZMGTCcVCklj+ygK5SarP2pVQ3c0ZA3fdHm7dbZ5Do1zHGQOqEjGp7BtMD7VPHQ62LU5BKDAnDj8VSaCB9q5HeTRR6346iKyJ5mt1uD1vz3ytlZD1iWomjgpcw4zA5VmpSQfRIvwEpWKNnjReyUa5+r9DgVwB/+e56JfAKt2nkm2cxvk8PYT3vIExGajR6/zhbctKR+jydStrEjGfOafnlIoIzLB27mkLDdGA313Mpxg19DRSpF79TIMxdQYVqoFIu1/bBVhkZ3bsQZGQLrmdTZ58OVHq4ZY+oSn/Ax9XOgGzP3BFtBCrJh57HysmMU6H5AeBugyPEQZptXMesxBt6THRUgSVS/v22E8He9SZli4TXiObArvf0WHLP5NeN+zvPBmFwEkgt1FUKpvrEi0rWgp9EU2+lGKXdokKApduYytnJNGfg5H5qhWWNQzwZXkoBwiHU9pPze7aQrKPd2LiNV5fYB1MUywHG6gyyDKdJap69yPC6VHeRR4Jv8CctIHmp/dJ6u6xsNVrlESUvZxn+9h95tUc9wURMyCh5zw0y7Wpwr0mLAbhfg0Bcnvhy9TLWHa3ziGWcPIAfb5MDOB2RktEA8I4zcTxn44VKls4FnMQgBq/LCfZijWd4kiiSow3KxBz5zriI3XyWQf+9nmHtUkCFE8UlO6lQP9oXJRVcZY012/AzLcL3lnhI/iHI/JcvD0x1exh9N9h01AcuEwTrjgebER0ogsdZBV8eRL+s4J/eLNFK/R1WXD7ewVAJnMeZh9ycOROA30whOTaHmuzxyYQulEOTHUEHlxUTjKNUu9OwrNwPmAiVGbDXQqoRbiSsq/yFMEZ5kJrsSxHnKgrf+nGbGiJ7W9v8wJg6QFGduSAbad4z348B6RZQoaxRDa20mAElDkmbkN1uS7qRhfxh1Zthc8fAOCZX739sSrzSOltYqOs8tRyaIwzf8+wcj66yhE5Q2xqFA01DC2NmsHGzmELUOa6EjflW1Irrxp7hHLKxcC2mcrEiSllDVxslHEKsVh1B7FUIHQvOIBvqlpWk7v2wAw42KBpYiY+fhIdd8iXMToLBTa+Q2CXqRPtD6Z/28i4eCJJLunybY7P8uFBFlCRLn+MQTSja+ci1XMFPPZ/3o2iSMyX/XnwZkLdxr/a6imn4Ltij2H9qI+c1xzDXAHV47uuIyFm7XOiUe9UxOh35G/OWyp6sT1pUIrIz7BMosKhy+GOA6mpxAeZWaEfbZFof2ijJphfRpVcXdbKRjQ9TS/MCETpeBfZZDUx7Vuob6PvoqEoh+ALElZhX+NJODg4lQnrGC0rzyELLWmCWTm5Mcwvwxnl+DUkherohlzv4Rcafn+vfH5XewICO6ryYz+Uk/yPjy5CI2JwQseOPAdRkD+q3s8GbAvAznBioFqdGZ3NRy8zqAQfH7Ku0KGDqdhQ6+hM0DUx4f0g4aJM9xwlyWHel6BjZ8ojIA5hnfJzEMYOMFYRN8Hq1CO2BkgyCH7yOz9CJtrBr2bXXuk/yY4icBqac0IiDaYmWbbXSGrt3pkORGyKoN53AO52Uh19kqrD0XXPdZ9FZUbmId9Mehw/JSzWs7sIKKWLFPZsTE/RfdigHZrgw2jByPUDuxN7KXYKXHi185lbIz/oPwBdz0I1Ly9K3GIKm+SOaOlkHpQ+Qj81xdxC4/v4M25aaav97iMB7Fy+muzJ/3uX/w/w0brEXSUqHLndSl6zdzBLqcQ3TSonE+5Nzad0k91hCsccVbvJIj5f3n0MAc/9wlS6iXAH+8McZ4eUGT5yzCy8xw9TjBPlV4mIpewGJa6rZ6LQL+IzX/SxtEF1JKB+UXCKj9U1ktlDX7CE2S/D66cJWp0Fo++TEu6e1dmnmsCXpzD1yXGnvJoTX4J6uRH9zbpQ4TAHBpjQ1LKEW850uZii9ejzB+VXlYJq7RalYupcHjC9/cGEK3BZDE0SoDz2ZCEt1mSNZT5oJL71rmAbspnTRPpBx+omNeqd3YsotsNfwE48R4qx/X1tBmuXBh7a8OdI8Sqba3OOc97QCQTnAG5DDtsFj/udPkaLqeFmy+42aFwfNZmrLVBIcslRNCTD6kThGUx03sUrKr7OTq1zu/zu1o3CdML4+/fRjwC1kYujxB7iCalEad5zG90YRKMv4UpZsVNOv+bf9zOGz2mtKKNRfQST0o9UFC05F9Wb7pXQ0LNIH61PUDJLhlK+txZa4/GVM7MqftK/rzYwY9Zv8na9N3qZft4tWLwmgGnfqTiBoAIUSh0r/9V/pRV3b/1bzllulJ3v/mD9z5f8Uqfg8jNN5jqqoXGhxNUNtnxx0kIR5LsCasK+LEDV0Jf9Y9Sz4C8tggq+aIcBM4D/Ky+sA1ZqK1tYx49os03O/tRm9IRb2aeQr08MzolMreTITnA9THgWv5aUxk0IRC0gsts6yi7h+T7FCEBdwmLiMmpyiakvimgUhbq7yCvfmmdDTwo/L9dMvlGPFS1625e7XQnBDuAyYWua30kc4e0xRIwoUAdtKKaXHa99A1UCFu59YFPCfawgbLtW0JipI6Th/uDfLmyC07gfVE3jgeQUXf3reqYXEgXXAdzfZyNqC0mfta9w2xAq1LQ8lCB5bN3b5/T3q0ljHZtFwmFuxfzOpSLHbQTBWWKfYqrZfnF4KCsj+042cb/X/R62oUs8oKEJNACCu5WPBdvOCfWC1Qv3dHrhvxyq7k0rlXNw4Fjnr/f5zYDEmlIK1FTId9lxQxiBQj0Jw/98L7FaR+o0UQUZ5x53eKk0/ekzOwfsvO6aExKVb4qnycR5qQQ3R8xcqRivwf1AWTd1VPVr77cjCz6nzfhspXJCaSaU64n6Hv/2d1WHr7S72D0C7n/AOe+LDrnJoUUuJ7Sg3i/7xq5Dqz6RqffZrJDbhRSJ6KiSKhMkousq7PWkQB5jN0wXzcxAG9l8M5CY90sDhW2CjR6QwbL4LIlcu3OA2CqkRdpg/a4Na5P1cNwHiTwqGBmaJ5n6k5tmOaVpWJa6n1hcg2uL8PFo0y7lgKvOCTQl5mhgbWtLPFZ4v5hn2Ksd4X5UhUuSxEHJ34s8GNefGc6A78uQaWaUSt+jjaRMbtXwXpOlz1Ugo6QQrH5DSXvzEYtBDcG7plXDvTLYtli5BOJGREmqaWqis4Y3UooeN/qlPqsFgoKG+q0ffs066U3mo/kMzEbOa75krGzb7SZdD9db2XvVl8nv9a/KCfMED6LsjHpQoM+rUyTcjhWly+KW+8bPw/zbvfo3I0T9WtIQeleztmDnnvDoxaWWq/PlkWpX4DXFcjZJ2XaFZWs+dm2z/DcHW6AjCRiT2aoFs0UCJW5QTi01hsy6MmPoFlmwCOmVYJnP13fTBi+ll06HGUxLSzosX9tiXbE+IZcsvrK+E3euwZfBAoBWZIJHDBA/kCmkSDHbToxqvBQlRJ0npkxOdCM2SyMM3XTmrfvdwa37f3mewlWLNGXzM63zcKq6wJY2Te5jQD0eNDgXB86gLO0CP8o3z6am7vLgLKoawTJF4vbeLpcx0jv1CzFH3tAgnwMAJevGa5LGKPDQHnu3Sq5oLEi5lVJf+3zDSxmNkTympoQvT9nasXTEOQB3kSX68mJk+G1gwK2AgyNOxq+O7s7jwPJ1I+sxZ3Y8ovS4JLeotuda9DhIH8TD6Wh5E23cpVP5GHWmqnd7BK2aQgZaXDL62DHdX/3G132k3i2Y3YlNNnyY/hjV2q1XxuIf4cRxoNEZTQ6ktacJpooHo/yhOLNFJjt7dOobGkESD5cc2K0Si7tPISXqpujYnyuNNdW8ilQ92gozczcHvSlP+CBGTFdZkq2PVnrte8u5A58hN09xJlOrGHi9NwQ6qdIrL0Mkut6udzCKlIBBhcKGpwYGKAucgmIZ0KxrJbZcDZ5NGX/tQQaLeRYSv4ZZBGVWKgjqRotiZt6lLp6FV0ymb1VtQz76E55MaLHJvp6+2Zfnr+BTq10Vpf4FlxQUGpBUaigwtb1K4I5e31oCqMKornW4onCBkCDLbkxkGOCaZRg+OERq0OmWnNIaydBWbahqNtZ+xVbrHIPYuyAyXJa+aUC7pLTC+JY9yrPDWwqRDjUaNprA583BO/Ew66keuibVZuuRQC8ozYl/1kbj2Wxbh0rEjVYgSCRggh7a7R3mFfGMEuFMFojDbzbTLO+aZD7b4HVwhf0h6U7K3/GHVaLS8PNMAj/klArcghspF08bL7PNLrfoMTAErvkuMdqvNhq/MnE5/87NaXwrM1/KgrqJrioe5p3qMfnbWkDPLfZQkT/402ubNlcvT8+4u4KjrknELtWgnVNDOLBHKy03jDzJC7/sWTOxuK1Bg5kgxE8shNtqXcLRUvZ+uXywCuWtAgkWSmafur6lN0kethuSGOtILJmKJwENHsGNghi2dQV/ShFgmpeWuWtvWn2n8496slRufrN1WDNyeUhZy4eny4s5/pkzXs2syKcHo1iNndSG/VwongRNV/0GD9D0iGmT/ILQiB1ad7pr9+6z8B9bLw8NGGvzFHt0TMpTpDI4c6DXGtefP0HHG3Id3YLBQAmvdPnXCP7IU/VBGoh0kJe2Jcr/vZ6BV/5CWh4M9nD4NRDQ1/Qe6CBx8AaQNj8y7tzxPd8UnqqzkYMzYQZ524BZ+sWTmtMYeB3PVN3p/MeRF1EtwKMcMimXUO5nXJCPakdtXvWPLz8aa1hU83SzC8zRn61Wszhwxf8fIzlSTHg6FYP90eTLgfGP0eSBdrfc6FGy50fAdjiLjY6bgRNRPGtTURrTScUMOleDQBcvJExbk9aNkjoPxXEEYBjVM+V7Ijwy4Y0DgxxaZX05GX1FTtFMSiUC0QEg6EGUJMCxqYNsbf1ZWZBVFQ743H4Hc5Gy9nGgR/88Cim0C5qkckl4ARjsrOn2U5mmhoILCSvQxxIPxU7xuMJgmHprDvVtDES+Hg0RHOE7H1NVQTGtKnHe4NdE1G2r/gqQOd0wBPt13umnbI2WnNsCiM8X1GZKQ1XpSmL7U+O58d60Ils/poqiU4LPPWoJ+KCTwDE/HlJO1lMxn2EN23l1vesQ7T9o8zeK3M07ohPPXOBs+6OhXMALBBKqKSGDUQrKZ9uqxM6yVZcWyih6Dh1fAyn6HqN2KjoXzE494KSXn4XJcaNqmOPXA5PR1KoTzfK7SetMbunC5+o1GX+R6PNi+Zpp3kJazeIrP0E30xmiXpSpEmPmxkn5e91e6dYAMDiPWG9borCMtBHTtL8IfJx0QKhfWSlGkdeyYKMfiUj2hk1q3AHuDwrMB2G/EHZp7l1vPY8wcxpzGYkPp7bbtO8udiDmWPPub6kNBJ9kEfP23oNU9j0BtBQ7KxHv/duvPJxIYcbpgbtFrE6mcDXkRDnIbnFE/AM7hMqTeOUG2pwamwy+PIaLba5G45qAGv6JEL2JOqAmrYs51ldLa/AQ3guXa72A93+0pCUFRCFdxiiaXcJ4Vcz2hcVwx4BUzecmE3XeMummVmwiJ2pa4iSlPocUP+0QJxIbfAgrIBCTcjb9h5ZeOBbDroZVqLI329Wy4W+2WChJORGIdfGnhzg9e/my0P3NEwFqPddNQxrUJ+X4RjJAvL+kG8lqxB7P6FJB998J2SJmwLQcSmG5lcKGl6cO0/Fj3d7JDyxPsU8fWSmNQOpPmB9ev2QxjKedXkCtWYWHLERAw1ITMWo/sJ/5SjteHbE5H75aptthRj+2uTIwYdFhZk9IZ6mqrx2Ir0ozLlMbNh2wdAwaynRdks6Q+Rr94cjrBTjMurLWmV98t/Os05IAbh/4S7atpVGhayxG+dM42LSsioOzoapcFgaQbyet/C//x8VVNRuZvCkwdMxFoUpfPCCjgmXd0nqQKqXPszOBasBI9BT+IwF/zwx3ZEpBmUV/X2sax2yznpj1z4g7IEuVb1uON3QIgx4amUoEvaMkVhaQw2ikbqCnnHS4Qfe1cWp1jpXA2djsLQzXHudjvSoGtJu08Jv6iiLNmzxW5NAHfdHSrM1V4rDBTYp+58I9r6nevyLyoB0DfyR42MDRNJ4dBNTGbC3mqFc1m8iNSWT2l9GZVwj1SgRO0dLQz6QBOxcFRHbkzISGTSIhnVYeIzQSY192pGxyaNWaUmuAK8Gf49vhWkzJV6IpkbVDT2DlgMQziB8E6XjHdIV/hm58K69KgkHzofThIb3DU52pRkDxYEWNFwxwslC/fGUuQHnvwag4d5f9LCg7JNuFhTO+PU7EL0pNdWJd6bp+gNuXKYzj9OeBGv8+RP98zUuZZAFzCWMQgUvkzi9W0f7BhvGk8d9+OirFo5B7KZjpmAGgcqViAk9+3mw3f6GswPyBIPhJHxsOrqq707P4JyGRdmnKtI5JwijLmxV+UlNC/qljgMXIr9AF7Rd0YJv6wuWkiHGdzQFxdxfVr9SHteX/710k855nRUuf/4QwT/jTOsiXMEFB0D9Wi+KPpEXNqE1XM6+KXraGc9GoRGe/gj7skvXKMMqCsS7+r4+yxD/Kc1y7S+/IdlPIz+rJejFKmLG7M58l+Z2ZUeEEPtQ8NovkpeoHgNKxIQECJLuwfzgz+f6ChBb6F56ROoCZ5FfMP7HbCKmLLaOJqxgHVSOGh27mCLtCvzMqZ8N4YSoNCnbFHTHBc6wDdCf3aau9wb7rb8ffeEaqpU8TS55Kll9ak5I8Ne93TwNPtQNhiAFKaEycMjlvx005bCppIHT0RUfjq2MXuRLjkF/Rr4uuBNMFOudQPcMxCAlOQEqiyPLa0tEd+16COSkAPMe4oAc+57xQJ4wE0yAF70s11ovmuTVRawOOmFBXPZWFFblRjksPi4AjXxaEmk+XwOoneMTz1HIDwuyf3yKfyO63iYyhXco63nBJSJYt579lVXk+GZ8lT5UoSs98nstYAj2gEmDvrBCbNh8m4iiZcyKevJMZJSKw6dUXPT8S/F3I7UZ3i/r85VVrG7rq7IoVSktHc3GFkvwoG3yIo9OBoZQo5x1i0f4vUfpl79cC06imlDuvoBGvnv0h4ZZv3G/YcMkZOzqQ52zN9pgPbN1jvYCH+bVwd7NY4zwlyteBJCmLIFv39rz0IQYEnEOIA7H47tj4/ZQJhk0ryGpxP/hR1hG/3jI+E8glGP4HTsABGwHu31mj9xEUmCwS6/JrxoSEaJJlB7b6zuHadA+qXYeDgpgKnHqTHQAfccWsfJXHHMhIVzD511t7cAhyxOQM1+9udtXX/G7zcNwSV7uR99pDiIGkfQZlNW1FndybS07974r3b/K03Pcersrlh2ODKbv8oG4mRkoTFv9r0q/BNAkxrxmMfSnbN1BFD31H/88boWEwX7FwfMzUNvShZJsafQ7EkC25JMAb383EGZGoedzpbli+WHq8Gmcoa9iXKwcx5auF+Mmlglcipc9e4om/Wmq4wFUG9zyHPhhqcelI1Pp1lDIxuUGvnPe9tVRR6DGNxPgyLuzgOKLX/5PPqEGYBwm5pB5bZlBRpXcUxOC8OsW7fThqBlm3rojlI/Wa9QqlWE+3mzj92YWWtRRy9bqeuidaYvifuJAcp2y4O/y5vHigifhjYoROYNMDzc7q13vkq2Voa+jtquwAramqMDNDf/9gLp4Q4Y5Ttjaz0Oqc6ckKLHneEAoAdX2Uvpxqk2qVKxyjNzOTMQNdfljyGNM3YfG6Yzt3UtjsbouUydx/6Jk/X2FerPOboTL0dM9OrJ0StrSuSUVHkQb7LbTtBAnVEjC5FwhLVnfM+/2DufmEMAvX5Ou301Wgem0B2YK0NQrvS0klI+mbcF0UpaKK65fU2G9rQlTpA/Fa84CsejJto8WMMEsrYRoclUTYTgowguCxH5vdfEtxGaB0PUWQo3ULTKRFbeC/dEnY9Kv/2KZmgk/rBCmGlwg4kNJSNVFic5pqI/lQQH10mhMVM0DTzS5vuio1Kvs5qpy0Nrncbxl0naWfDZuKzy7ErrZrKBN5g2KVWgodRJN6Rl3IHH3+apyvLxTQ+S/t5BkZ1HUFUSimetQDYQ8rROBNVsAFPtwdINjH9CRY95soX/JK6lgrfOKU3HrVh18Df/SZkj8lCZM6i/Xm4x5sdZemw4sWmLsiXtN9CzA+NvEWIUU0LiuStnSKSfXILcDRPULeqaZTWZVya/2bCMLirGFjsNa7S6JET+LB4UquOsGt2ezA9VndAGzlnLGaubMaoTZrCfYBdldSIO14QXdBaMwm0S1oCD9c5e1tLU4XDM7pl4AUrCcDUM2QMMQ9x+eGezL/34qEfsKaMda5eU2BxvG9YGvNuYW0Zpb022AAUuUqYaAk01ACmQ8nUWdcpc5eHo3Aj4hZGUHV30g6KVz7Z2KWp83LvvOt4zY+Ceolofaeuh6kL2iiAET0RRrlfkrIb5svW29d/6J82rZiZTJ7SIzY1+6XNpk2YAmZvdj+mo4ZS8p2qPCANgJj0GHd9M23QLgihr5QhiAGp+gyabh9mBbNHaoSFwdDwjTsgDVOhQYTGpUNOD6axrpTKq87QZEYwECbIMHRoCYeCrGNt6JzrFGc+sN59KStHmBpDtT87rsKpFmLjOI35pZFYsVncK9/szO+duf6q7RhMoXKUkpGuW/nOR/Zf1oqRInD+y0faoVb7Sxmgajn82AMU46WPLPCmmeBDJv+lhYKoL3YhxqjrDTmHdAf1ZV7xybyogU6EAUAglBEPIjx70OjFVwpvN08DXVFGwdwUyHCNS70ERjSu0UPRYgj0+fLkSy21Jx1C2ydnYCKtJ2GRqIrrITJu2nYQkj+ZBTWSEPSRP5gU0JyLPPgoS5Q8/s0xzM1Vz8R8Aepg2PhnQzdUljn/2FF51ysbRdYAdcLfBjvmHVMCDQZW3JaCbI9haD9mI0Xu+yWz1pTvCuTi0Aa4xbyxfhMzxFp3WXaiJVM8W2YpArdWab743cos19xNGvIPM9BBL5w+/k+3uzB/CqVBDzRc5uCy8I7xlDBj8/IRWyn35oOB0CcB7QOAe2C9nAt6R/73E2cfBoPl2k6rR12zNzihRlZ7uiZnL1gJ4r8E44d1Ne+bpFUjU0U01UpSpzXMrljeY/vAWNMR5k1rli2wqCXrTczN+ynw1K9lRtfiZH6o8vmu3r9nAvAfQiwXUlnI306BUhI321+MovpZzRu7Eqtt2JaGzgQycEe9ISoVtQesK6MWoHRiZWFKqxpIQ4e+pUNyYfBsBbxBsBoTKJ0/ehqTRATk+M+JdvoHV2PaDmfyKlfAfq0LYkjs13NNyyzKXMLZ8JpcPZLuBxbmGaasz0NlETk6B9QGohVaf9bxSMpGUWrWTm77LYl6SLP0lNYbghCIgzvMNK75Qrf/nvAYQB3pMMUYIN3mAFH08fnJSydpCmCE5L0QnDpKN7iPhqAVF/9EV/LpToYYYhF/ChQY3uLhM2F9CtL0+kgK/fEzkAsHebDCXVpMTRhBEJ23HflWEO90MMpIP9CCPy1gomSDKfcEezq/BhCJLccrHMwRgTO7QIilhloaByvftH9dIjk0RXTY0KwlYJyhKYrcP8JxZGmLeBSwsOtLdMFvZhxpgDqzjBM75WMP8PdR6pjP1a9CTm6EXrM/CXzkawv8vsoGjbJhxG4k8Xn5maHtNNA90OtHLw+ostwdcRJbF1Qh4aEBz33GqLsO4ZY63q2gYi89bWUXIJlNtLTRmhXw1xA/UUy0ppMMrs//uJ06wJGWbTKlcjbBoW+dwbjJRZTd/RjZ+W3Q4OoL6Z1o8qu3i6FqE+3joeWKTStJoZn0rdruNsdX8sRTbF95GI/A21fL8loabQX8YU2As84Nw2oLGxkHLNntb13+lCwOOLw3KZ4oYjymzVdeVejhUpL7kJJVJrOkuTlmS1KbaX1p+ltgAs/hf5nUdslGdG1ZbgSxgSQPSZlJOWTSUjNZRpxAs2JDcYPICq3EJ5wS7IpVesauh1/0I8DnaFX7RFTd5J2oqb5LY+UD7ShFJMzhpH65xt0PeBP+bc5dbmvRyHA/oJVt2dkvkgw46FcZZkTzVx6cuLZjzC2NMScB20tpuYx3qkmo48e09WSO4bqxbR6eKRVTfNW5S4r9Wx4DYZSHWx/abNd8JbMjQA9hbz4e/7AeLv4w7vB3V2RaPLjCGsdkEcZj5KNcWGlzxf2ChCX7mVijp1EgJi0zaYHdrHUpUqhVpdiWz0lUxVt168tNCPn7EmkL05he0zzs6R6aBdKAmjkIUNgn3bW0veE3eYBxLgCsuXbKGces+E1o4I0CwnReZ7F0R9U1KX7v49oCCmMfNOUqbTtLzrAICv4R400Iv2/OaeNP7XLTrrhpcmrlzoY0YHKQ/10Dk+Gt33IUlKA6WV0O/fvg7/uEKPgqZmO10oaTOljhjhmM/7DT9TC7lRp97qm9Z86Dl8V7GZgwoRLd600r7eMuzeJGaTqJbIwZFtbbULCOn/mw7i+Da2n/4S4LbKjWQ+w80UJkL4dVYr5/3bZK/BgozHc7XodKFyau0k75QxwWKfltY0Mr3O6fv1yHuLs+twxVfAaXOI2pILQVbRzsff+hj+EuscWlC+6XKXNUhK+ywg7lAzRGKC4Kcax2xazvigpKliciVmrj4Z7fE5ngjdJinOIqP2rFsTIL9vszu2zCd6WjGZKDRZpj53+ws35iE8IXn7cNeEA0oDNvAyCgRwLSaQHAqbnjKBT9jLZOFQL9F7fFbcqx6/vEpXwRFyNXiNQrwuPsgmj+CC595wmsDbxD4+sA0Fqk1Z0Dt1eMXOFhCpNUNDqa1NHBHAXo2iqGTW3t1CZpUEMGAu8ltfxgGrXLIaDIotuFIbgFEym1x87MxO0/4tf8XSzF3CQd2vqAseMnra4/r3rYeH2Z68yhohRPKLokEV/tOfVNOorQcMYMSAnyoS7sZu+zCwQtjyXNMBXx/RONH35JhME/LTt2iGTy5odN3vhNKzE29lxVGd70Fqd+iJz8ScedYNCQ5ls6kmSPTXGCbnm/e3nZr4qb8q3ZNgOFknClpv3YlRDl/617n30BpUaFqdspuAR/hykl2WNhHMJiDEyay6ozNKgitjf97o4njuwaPP7LWa6LP7FuFAE7yriW3qsv+6qFMZnfqGBCDZfC0LIdjXpMcdET6EgVrE7Xvxc88CGFBFTGIrkCpz1lM738hwnh6Gt8qNl8yphdwer3qTvsVsCj1+f+eZmxnJyZbAohzz0HRi9NpXgUXBJwBmPW3YvzJpJBqtd50eW4kVOavcqyD6/zkGub/XAgXmNlWWQ9KqHDqoLlIigASBnhkNHgKZmSlkbBNVIxXK4Wnti3C7wsFB5WGyXOmhKw+pqs12Wjvd+1RJ9X8Qhy5k4PW7Q0QljLJYiUnfnTSNxerBuy2KBT2GbyHo07gFzhzOXT01wDkQd2A1K83np1ubXOFoXtZor5LWliTZks98HNWD1wUYAaojnIflrl02BSnp3+s+AqLBjutMsdXEOQ7mdNzlB7QHhYWj4+Msfrk4AwnNU7CqCe95KjcKVXXdLOEUBG6h/dpIb+OY0Zfd4M1FR9teAGgBK9UA8NQnZkjFppaMZ5SAhoEH7x0wYgR057hb5qIO+62Lb25MMyQUvjNkU6MB2tCWzTfCGI6tws/jpPFhin0StYyZAsqk+eYOiIfRaChp5mChk8Qw3fjHyJdTm6iz0U562ECY7PIYqdUh4EEviEXsOPK2kY8095EEIrnCdvPnLXMtsE9uCQ52ep7k5LG8iSMrDONHNP0YK3t3nzQe1JOgqkwca2FTENgomihtpyiJo2ruSwh3hBKR25fmQ3m5HCpVBcBiEv7Vx1hv+B4owwstVqpjvfwpjRST+XOtg10qEYk3phG7pFjcBYkrJZskug+1lHP+nFsRL8Jb71P0i9Nnj6VDtqQZETWEeR30mQSrTbqK/KhPA0XGdBM+Au0LzIjvbnIYgrm8Q3iRkH9vm8kgMcKnw/8uyheEIFCsIVoSikxRkC21whXwN+GqPTd53+pVZI2jNG63tbUsDJq3LrJwHCZpvjCOKpftjdRShF8KHPkJpbFE65VyZmODTAud+xvVzCn8TcHyNSka3O/ufwQCtMZCs2y4lqf3Gbs+jzj4EYZdzQNLC5deuaCwm056VqDmjv3ADgVVmmakV7jsNkiwA5ixNbfLKIn4X5OwxMpXjkgYTfBUlHSZC5999fK3cbQ2InWgnPyTGxj8Yif3v5OpSLTcze83VS3ih1OzeFwzr+E9rKuByTMfSC4nGHKWx9DTxGPmcropOrr08h21FJbQyDn5qeLgtY0ruZozQdGFAEVjiK3yaisgNEOf1YW6K5IWEpBRSH+D8fkPD3xLqcDsdNwH8RdAb/qhZNgYzh++jVEChaVpiT0+vbES2sCnTtZZ8ijlfSBps+9Vo5YNEuakTKH9WP/wkNlWjspYpVnI0UWhDr0nErScYKXjKt0CJoV6VoMoRkBr8GELHABPk0F2V80eCxVaHmmOrlLHfYi7szWnn10JwO68bcjSxUgE7fCeUhbDsCqWaVZ1kV7/RQefmz2QUBLbTdrIiKh/zXA8DZCCqgirfa+GEljYjHHEkN8kkwcFzlw+W1iAMLIvbpVBZe7CAdDLJwGDy6dqybyv2blVRqzS/nKjDkLhwVYxjZpv8XfjkfWGnCxshK8rcrTZO26+eedogcBpnAT0wbeRl/lBt7+FnDGilMa0VGrBP03JO0n2B8v+4ZKJMFu21kzlVSTQzpv01VBGevQBkOY1QzDaCWv6xAkOtKejYLkPja5vqdKaC0W07WtSG3vth+PLMKJQ5l+mQb5dyyvvw/M3It1A5pwHZemqMNGDsc4Nmwb7X/aUNiSLjuR8rexIkDEc0HsHfGYPKzH7suXncf9qHLLL6HeGm9bJNcqsj59BH+gOPZTQ1fIMzATJbJ/7zc94tBfrQZY656AXXddFRJAbMl2gDP4HHM26qX3sayq85ZdXTGHCx/TGYLcYyrGIjyGzhj8fuqSkRWyGGpI7BJjJwZrtETuNHj2hwVHfAxl1fO2ahkLdZMfqUotleasaTUZeKEjLDitVsDSlfOKuvarSmlmNbHhrGNQPTBeKy6NiczduZ9v/XkVxmhAMoRiPdx8h6HOmkhP8zcn4Kh009cdM1We8Mj9aRd86SE9YldnYlZ77kAlhjmm4gvsMxjr/SHAN50j+zFacgyhZrOCPJH7263cdAhEbyHa3JAysNFXdd0tBHdeSk6KukRMJluliDv+OcRzgRl0DokGNPfuK/3o3ROxAsA3QP3EBp3SiNyWQ4Zmrpky7cwyVq3t3q3JGhaV820NlAlHqej7dbfLrJTsUw3dYtix9MlxaYbrRTQR46FpYWU3ykDwfA1l+XD2816kyThBeXv098N8w3ow1xRYCPmzdtVHKBYke77Q5k8XP9R0lTDHqecHGWZ2wDgLoAa45dM9aW8ji9zf8UOcUdOmBpjjwL2J3eVRxXQwp0tudlw17zGivmetrX33F/500+axCJJ77dFHI1i/33fLd4EQDGkeYlwM4ptHSEC3fHeY/HWT2OAZGwKg1HJN4IXvw+ZowIKoe+YXjj/x2+Mc7eafItKlxAbFFyLtKanntJr8+Bmkn/EC6r2JuaOFC+xKMY2k9eHzzPVJNyTShfVahpISxhLJBCuCRkR+hNsxKv6GUE6DHt9hE2kycrNo37HEj2iDv4qtT+DU4gMd2LulVKFT2TsWh4cEaJrz3vtYlHaBmmon4kuJ5oltkqgR7KwZMsgdlFP6DPHK884Gu4fn5gpZ14wMp0kZjjkt+hTyAjJLIPKy1+NV66L1p8de/zz4Z0h8Q1+3NjxIhIHxrmdABKLMRVgEw+VN8rzEBroO0l0F1h993jBAdrjy144z7tgjppATiJVN4PNMq+/BeJkrgKzTicKU7/hb7+e9eM1s770QFDuQR0VEpP/r7EGBAKAS4sdbetGQIBcrrh95H4dAF/ojpwkomUmiERmfxCXimUuz5BlhVGFgOvot4Mr3aetzfmTUGtphRsYH5+/oY3xQ4GQTXW/JPmy8TptGkOtJILTIzq+axjSs5Ix/ffVIk+0241JAdahVsbW2GYU59rYVj44IrrDVV937FTlBf68GV/KjJMbO0G3Wn7/UgQF2AZNRpdSAlxTSzKQRe1jIyMdYV6BsscVdWKjq70wrT3RkfxqrLY30vDOw1QyiHung9S2Iq3La9XlFnQUocnltU7m51k5SSumFwkfSN2xDW547XYS9qHqyHE2Kfd22RAgNluebiCUxQSmCUlNu1bFEufFC3FIrrqfPgPyWE87kDxXELUUZdZtm+IAblqwk3aIDiNRymVmG9F2u757rWRy/coDYLPLY/aum+C9/C92/q8/7sjaFSuT8PzYIjzf3xJvwMrV/XsENJ75OLXmUvuCT25tdIcEe+7OUqDQJ1I2oR88sDrz5NHprRtgDkNJqpnXiayA2KB1jQ3RTYtcPmB0rpdo+2SevGJyjLJfKzZU1KyRfIIvmG1DGAI8egXnHdv7klF1YQIlrBjxvE5IyciIcPeFt73TcmfhnA==;^
- 摘要
- 因子表达式与逻辑
- 回测参数说明
- 准备数据
- 计算 realized_skew 和 down_proportion 因子
- realized_skew 和 down_proportion 因子回测结果
- 计算非线性变换后的因子 realized_skew_abs_demean 和 down_proportion_abs_demean
- realized_skew_abs_demean 和 down_proportion_abs_demean 因子回测结果
- 因子回测结果解读
- 基于日内极端低收益率出现频率的新因子 exRtn_minFre
- exRtn_minFre 因子回测结果
- 三个因子的相关性
- 所有多空对冲组合的回测绩效指标
- 总结与讨论