Yıl 2010,
Cilt: 3 Sayı: 2, 112 - 117, 30.10.2010
Günay Öztürk
Bengü (kılıç) Bayram
Kadri Arslan
Kaynakça
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matical Sciences, Volume 6 (1998), 125-134.
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ential Geometry - Dynamical Systems, Vol 10,(2008), 186-196.
- [3] Chen, B.Y., Total mean curvature and submanifolds of finite type, World Scientific,
Singapore,(1984).
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(Taipei , 1988) 1-18, World Sci.Publishing, Teaneck , NJ, 1989.
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Field. Math.Nachr.172, (1995), 145-169.
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Annali di Matematica pura ed applicata(IV), Vol CLXIV, (1993),1-35.
- [7] T. D. Moore , Isometric immersions of Riemannian products, Jour. of Geom. 5 (1971), 159-
168.
Tangentially Cubic Submanifolds Of E^m
Yıl 2010,
Cilt: 3 Sayı: 2, 112 - 117, 30.10.2010
Günay Öztürk
Bengü (kılıç) Bayram
Kadri Arslan
Öz
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21sBvsIS48viQ8+zXRg5+p4Xzp6utS/B0joJpo+fVe3fGkWPt0NpIo3s/192UVj1zZV8w9m9ueWU+DxJI+jrkcN8mtVJzgwtrTUrRoPVYsv/g42x8kTnJXa+E496y6XTWxtJ9YfCFRkiTSo7cLd0tnMdY3MteHNFxTPeJwoRxHVezLy1nW11dFgWvV/cChnxYuWSL9rq8YLz33UFLuu4RJ3zniZEqmSAqYLqy1+7OEyP39Ys6vp0ViVqIImtvlBfiS6eLB0dnCtY32nCBLpF1fJ4Y2GSM8r2gYx4WN9br9TJUjYaPhTNo5i54DOgobZVcx5pN+hfLDMy4sFs5dl4mwVHXnfOQnxllqPSeS9VCcmP2e6POfCWL8jwfU/aNoG4r1d1VcsRZdFgdnz6nSbwlv9xbCbuzOnLFV0vAiY0rRlunOLXLPoyST0jxl06+xf39dejpl70KWq9eOIb1rELbUl1NPimdOiqQ7nFrngUfiUP6Y0FG1nWzYoC0jMxYx7P0v+XHZBvyOXSHO4A2mrpBW74ZY9v+WLxwr5TEjz4mhMxOX5a708+RJJ+Ih18/dxW5UF1xq5F8jpxF17AaOPbvS9f2B1NiyHf9bqTkixL1TbFx5mzadHalVYEPRgGqtBjKlmRnlLPux5AtHtHf6c4SoDpQ4T/yB/tJ2WJn+qTlOSc0ZNuwtLA0lo8thbGKKcdJlbsaklJ72rm6M6iLxSKS/ipiYVyYp8CYxKgpfIuc8F7MwuQv9XXPL1O7yLoMCt7I3/KmedtSgVXtHrFT1kFaOtekx9mPa7FzAnN2R2U83GpSngkEScW3fZWCzmti4eRF/6EtcyoXi+f0Kkt/rjauVeifUsC5dhnQgcNl+wp8/4cG1y/jv2E3g1TgVX1Zh+gYfznoDi3KCZ+f+5PuFgvf6t1HrV2BY+y2GDLrKsr2XUXmJmneUZNOfYTqx0LOq+YplPX7AtdhAdmw/xtU4SZsBpm2HMcvZnOI7d2FcNwUG5Y3y+KiI2c9P4w7S4qO+OFfReG8FrJzfpFU+eyhvR/fh78C6P9l17ZkqV8SfZUdsJ/o0Km41LhUvRxWXzrhZHmS132XSVF3zMicCbnBi5V7OPZOehkwj6sR5bPq7YKrQsw3y26k5F1Hs+WkWfzQayRgV30mC0JqO439g+bQu1DdI5NzaOXyf/g79Wprm7pyUt6HnCGd8xq3g4INsFnU2D60iNsMG00WzQ2VsgrnxNQJvPiSTdB4/iCHWfyfbA68QJ92BUFjQ9sPROFuo9wULcNTSidnzK+O2OvDRoBZU0cQXQyuc22tvj+iDg6ZtK9J2UA+amTjgtv2iHvxMDVjF/XbGfVRHHfFEH/t0yy/ez/Xz5RwNNdrh2jy3PRVKRwaOaM2hKb+xO0ryOtDdnrHcaz+QIU3Ud1fKVaJqTSNCLkZK+4QqH67ctDtffdKJFlbGkiQMX3emS5fHeO0KIU5VRqUhm/eqRxzWj+Oov6/mmKA5UPeDrS2GMMhZg4sCQytH2reqoSml96+4H8Hxeo7YVyiHcS0bnIjm9v3seICI4cAfUXRyc6aKkHbxwlD2cMGhJHzJZ+dZ+80y0t160DInJikob9OZEW+fYtzCIzwojQenqwzh+3Wb2bm1J8+PhBdafwPHLwjaN4bGGgqfaTcWxXjhVl89nijMaD1lMz5L5rPwv53V/aNQUTmJxfp75Ub0+sqNbi2seE26yrAWrbu04prXAYLjSp8fn2NYEQdlMGsRpEUcZn10OHFL5nNApTydhxlKiPVlS8BnuOa5RayxLo6Lh3ey7Y5EUM0i6V4adZs3xKqyOsgqWzFu4x9UXuKB56RfmCq9N8NmAD+u+ZVv2tfMDfIacfr8Rp5m7zaoKpKIPraPY7Vn8OdXvaidfxROv8reM3V45z1jqtTsyrC6q/Haf40h7k1Ut4YyY24SmGRM26qVCh3AFdVaMbSrPgb91WVMqVq5DFxAuxo1q1I5P56a/MwozvqcBgsLDnjM57QmPStadbs3JVZq5Cqa1BL9lqvTiA51b/DT4XDiBtdTLUgkATUa11HzWrLFZd4OxuckWNj54TEvxwKyoi/DjTRik20Z8KM7e0eOocMcyR47XN3HMuHLUTQr95xLZwM5KaUeWMW805qKphJ9/Qk3Uu7xBK07REVhUaLa5RY2aNiPH6ccZOTQDsyRkm264u7+BV+6Ny7UF3Ov1Pcok4SLJ9iRYM0UW3M9+ll5rLq78VXdAazaGc6QiY7EHTiM0m0SVpqJUHGqqzjx7meO/LwpkEvuTbA8cwLFrAWMmbYT/9CxvPlGAif9zXlnkSnwnNslaYP8uhMuEbDjMjZTGmGdY18l6nf7kNFS2cywbB+t/wnVNPNolQwDqpjVxDRhHQfPP6JXN82Aa0xNHXEAjGk44Eum7HVnaIf/AUpsXN1wn/AF7s10UTriuRhwgoQaw7C1KuqBG/1wyOakvU7jOpoJQ35AXua8qHiin33ZlImCNpS9nxtiXseGGkmrORwax+DaVmojCm9PY3MTpGmirj+FeQe+WtCWpKhwAvfdJOZuGHvC40lqnFbIA5xF4aZLQyHpmniqt69qyVD3gxpTbPXvp1qX5z3M4umlEBKd3FQcSEX112lgGU3o7XhEexMSDm/lXOuhfF3FABEbQeAJaDPYlup5hRR5lh23jag/0STPwhcqYVarGgk/HuH87HfoJoWIl/0zNKdRt9FM/SaY2S8rS8/ri/V3RU3afzWbdklRhAbu41ZMFOF7QiGpGWnSIrWoP5FE1MUrPEjXLlSFOo62mGk2ZLSz9Dwug5lEIud2RzF69eLcmbm0uxDvRNqx7qzddppve/YvxGHNaOrah/4azqRwpd6M/nQd8ZxjOz7H0dgAZf2ufLFI+s8kKTKIfat/4pNvttDj8OcFHuzRq/613+Cd/v2pmXSbwLsHWHleULly/oAteBZ6gG2RsTyZf1vFx4wygwOe+wgd3hhnYwUGVvVpr3xGzONk1RPrmilFjg0pNzgWXpm2zmpORU7GK3aQFIrP2ar0dq2t50Qmk7TkdGiqxV1VQzJxculgU75i+XzBJp/c9DSSMaVpX3cm9rfWypzI5EXSaRqJ5cey9VRvTgeHcvXiafw2zqV3ryh8j36HdZq0G9iMvmMn5N1RnjgV1eVaEkt2KHEQD3LW9C1ctTmo+YVkGtP0C09ODfiK4AsRXAw6wMbvh9Dr5obCub88JsTnIqa92xfDxcxVlJmeRp64k5tV+JGxI+996cpPE9dzaGAGl31tGLymJFHdhGZvd6XJtG3sCnbFcV8lBs7+AO78yWd7QvncIoo9ddvgoSK3C9Jfpg0y00kpsnJqHy28pkjcppR0fXcCBJlGzfliayADTgdx4WoYQX6b+b73MG76bmdpL+tCJuuZpKfk3gXRaQb64VBqb6IocV/Xzz6d9Suxn+uUVExGBSqWz7NqKKZ8YdkSD/wEq77/Fs/U7nwxrCNOfZpQ/ugfeBZWvNTSXsJXi+0HJTFSegAlns491BxIpRUNmmawOTKO1IRY1pxvwZgJ0sI0iyeXgtiX1IQJjlZ6jhlqO1RxuwibpJilb7csQkxuVgVqtxvJB6rpsSD95h7+uOPEx66WhfTZ3Kte+Kg4f8+M4eSqWXzlmcq7Xwyhg1NPnMoHMa1IB1OPKVWMCe7fnkk3tK3T8OZffEpYYN6jLf6Fjp+EsveWC2/Vy7vSVpi60P/jdiRs2U2g+jZCkfIVJtg6NiTpwDYOXEomI/gXxu+KUV9igLL2GwyYPIHPo8K58ejlvEahrEv7d3vR+I+FrD7xKJ9ZiYQegK9X/cSkiROZOHEGvy2fQdeTu/ALzX7ZgaLmmwz5pC4nDoYQXWBRIEi7cpDN15PzyX0FT59eZ2/wQ/1fAWVQh1YDXCDkJjGp2sBJwTiYY9d0v7a5aPQE6TdCOHrbgX4dGhb5hKCBXUsGNIkn5Ob97FvSOYJTiT19mmtJIazsuYRgY3vadXuPURPnsfnkfjzqHmFXcDJ2rTrQhJvcjFHfwtFcn3GX08du8OKEgSye3jhGcN7lo0Z6zm9GyAp6LgrB2L413QZ9xMSf/+Tk6XnU1Xm74yk39p7ngU62iSD1WZLq9nK2EgPMmrWlt/Iu4Xfii3khssYsY+y6D+A9fFg6+Vfu9O9GQ9VDc5r84n4VGDu9wydtrrDx9yVsUbbGpYoZLt06k7hqMys3n8O5Z1P1zpDxy7WBWWNce9tw41hEvg8rPOPWfj9Cnltn++j1uzxI0/bRDOJjo4lXtsG1mVlxFVLnJxOy8gsWBRti3647g0ZN5OfNhzntUSff7U9tcWY0c22D8v4N7jwsair4kjhoq9TnuKR9nZezr+R+LlUivy8XVbEMHt65wf1qbejQtCQLn0Jkiih2Tv2YKanubFw5iSFvt8LeTGs8lCbihyP1j5OFqCg0SRNPX8RX1f3gfvgdHmq7eaGKikmUHkAJrEHjOqobsFDOjLrNrbgdEsiGZedpMbIN1VR3AbKfeo61dMHJTh8KTK7e7Lj9jOvRj7RildTkicTeiEPZuy3NzF52UZCrT6IqVLTvSFd7JYgEgjeuIThZlM1EUnp3TZFxPYWYnbPoOSWLcRuXMmlIF96wN9d6gE7aMAgkqkCMV48p8c2ZeF0ghPb/srybIdpV1/O4lCeT0rsl/Qjv4KR1y0hjiSnOPXrQJGkvvx+8WXxHEvFcOnMRWnajXQPphkIq+7yPEam1hSsSH3K3VVuaF+A4anTq/5vNSbnCvnO3Sc2K5LBPqOoLFCL+NFufOOKS8xQalLNzZdTQKJZuOk281PEUlrw96Xsm3FvC9DWhJGl1RpF0kQ0bMxnatXYJHS+DhwE/0qmhO15XX3RSpX/9X6ikgSnWrWyIvxFLvBCkPXiIkbVp0TuBeRSZ4DJqCt+Z+rBq9+3c2z8ZUfgt8eFBhcKfL80jQnVynzOBIcRofCMjin0rPbn94TS+6VHYbo+WBGMnRi2agOnqdeyO1Ez9BBkxB1my/i4VjMrBfV82HYrKtU+6XNGcto3MMHZxY9F3RqxedVDLN1OJ8fud9Q8MyL/PraW5wKGBuTWtlHHciJU+P5rCg7sGWJsXL+H+uu0cism7e6Xo3JJG1aVgaoS5dX2U8dHExmdA2iPuGlliroqzBpjWscWRJJJT1AuyjCgOb9uP9jdtFNbd+PrH5vis3UVokrqcSCRs53Z8C9QiO0Fh9RYjP6+F30V7BnXW7913eUQZ2fLWYCfCVl3Dvq8TVSQu5Zu9+az6Wib51uWthhp+tOLl2kBRm55fT6CP/+8s369pY6n9D7NifwYWlUx5Y/R0plfYxh85+dLT1SFsWhlM39++om/t4tsot25RrNt0LNdXVRkV6dy2gY7bfEZY9/yUHzudZO3WkJzYIpLC2bn5UK5YXhIHLUmFHr50X395+4r2c/18OaduN/aw8+TDnMWReBLM+mWhDFz8OT2s9I07OdLyHmRJPOv7KGuYYaJ+K4eIv8qZM/chNZ30+MvsvZiQozvvxS9zVvXFfVXdDzr5bGRr6GO1bZkkhe1js2+eLaxiDBRk3A5mv2kjbHM4kMbUrFcLtmwnzGkgrpr3A6meeg5D2c2Fhjq5UDrUGbdk9NLPqbByA/tzYl8mSaE+rDzSlt9m9KR2Dm1Fh4zikhWGGGnCjKqsIOPheTbP+JzPf0+hkXXeN9MUJ66k+br9PUvFvU5QVsfcRO2rmvkSaaSnx3N5b5hqbvKiY0pJbZXKG8yYMWPGi1yY/5qsKH8WzZ7K5MnLOH0zkZTK9WnZpKZ6ME0l6tAalnsf4uzpYILCo0h8+oBEEwcapZ/gt+Wb2B8QRtxrqcSEneHEiQD2rviJ5Y+6s/SXT3nb8jVE7FlOPEolyceL7cHhhJzeg9fmFIbOG4VTldytWem9lb+t/JO9uw8RfO0RCh5yJ6MWLvXUZOmsSA79tpJN+wMIeSgwTjfB1qUeJpWtsLdJYJfXRVBEcsPUBZfkXfz3P1NYGJKM3V7yILUAACAASURBVBvtaFFT4nOmEnV4A567Azmy6xKJwhhrp4ZYVbel44C2GAZ6MHXxfm7eCePM4b3sPJ1Be3c3WptrBSi1DX/u3cO+4BskK54TdycLa8mOnA6QzqPgbfzqeReHoX1oY6Ve5eUHvtBz9WtavDbju8WfkJhHPE55yuMbCSib1eT+9mWs3LKH4xHRCIPnZFnYYBLxJ0u9tqvtSSHZuH4uZoXqkCZUVbFtas3TbcvZFhaGf9DrfDqmHRZpF9m0ZBVbfI4QEZ2KQaoCi8bGRKz2wMvHX90uaRjXa4LN63a079qQON+fmb7iOLeuHGHbjmvUHPUFA2wrFT8BT7rEjvlHMWpvzpWNuwi+foZtc5dxvslXeHzXD3vjcqh8YqkXPvuCufYghdTHj6B2Y+qZSH5jSOX6b9DVJR7fmTNZceYaV/x3sCPCilFT+2FrFEeQz3UMqoawdusZrocFsmPVflLdJvLRmzUxMqhC/fYdcYnzZeb03zlzKxz/bbuJqDmUqQPsqZAcojcW9Wvb0NThEdsW7yDs6jGCLD9gTAcrNLzuwppBPAzGJzKdquc2szX4MmGB21m1S+D2vRtvmlVEgQEmtg44PN3B4m3nueofgeWnI+hgIeUpMLSoQyOzEyzyOEz03WB2rz/La43MCd29kS0rluFfsycjWtbG0rkDnTnAjMkbiHhwmSNbD3K/pgVpO7ezdfNCljxuzSfdbbPJ4CpDK1JN3CHE7j0mta1RggWGppblqV4tldBztflokitW0s5m+SpUehbK/bYf85mLRa7McsW0QU6f0sjW/i2HUU0neg+0IGLZt/zgd4XYM75sCLbkk6m9qV+hHIpKdWjXtQH3dixkjtdxrobvY/Wqc1QfOZPvBjbEWKHubys34XP8AtEii9QsCxqbRLBa43fJCkguh1FWJEnlMzm31ofg66EE7vBiV+q7fP/Rm5jl7zdUx6FlPUwqWOLcuSXs+4nJ6y7w4PpRtvreo2ad5+w8vJ7N83fyuPW7dLe3KsIX6/Dg8Bp1H7/CAykexCionSfmaOOS71hXXzd6QsgmD/3iiY01NkX1lSLaqXg/19OXXaoRF3QCk3HT6HX9d37ccpLLZ7by8//OUGf8TyVsT2PqNXiC36/5Yl3ztnTsYEfC+jksO3uXmOD9bD1RicFfdyN96fcsDa3Jx591IHX/Kj1wq0uDJwf5Nce3BFS3w0ErLTL5GU9jkjFp5kDNanVfyFebNbFEWbMZnTsL9s2YzrqIKK4f8cH3flXqpIVyeOtK5i9JovUnb2P7mo49qGcRbJs3h+9/WMDmqw/JSDLEskVDahoZYPDoAvvMP2T5py1Q8ojgDStZv3ULnluOk2huSZXYx1Rs2BArXbLzuaP0oF6lOq3o6vSQHT/Nx+tUBOEHPFl1sjojF09moH0VFNKCTzMORT4hQz3naKIaxwsIVH2EI/bQIibNWkfg1XAunTzBmfB97D9xmsO7fNi2ejYjR89gQ3QVGpg60tO9B/aVdGBRmPgSpBXt75Uxd2hCo4TNzFh2kocx5ziwNZjXBn9C3/S1TF8aQvWPRzPIwRQDk7olHlNKYGaeogrpQe88KfKJjMC/CYHYbYywmgyq969pcx7/TZV4RWzNiONqxHOsmlqj5AGHpv7C48+/o//L7vS8IvDI1ZARkBGQEXhVESibafWripZcLxkBGQEdCGTy0O8HnB3/w7pLSSSF7mCb5bt0lyeSOvCSk2UEZARkBF4dBErtNverA4lck38HAoXfWmyWQ634d9Ti1bGyHMbVjFFcPc2VBxfYH2LL5+NcsZI4p/KfjICMgIyAjMArjYB8m/uVbl65cjICMgIyAjICMgIyAjICZYuAvG1QtvjK0mUEZARkBGQEZARkBGQEXmkE5MnkK928cuVkBGQEZARkBGQEZARkBMoWAXkyWbb4ytJlBGQEZARkBGQEZARkBF5pBOTJ5CvdvHLlZARkBGQEZARkBGQEZATKFgF5Mlm2+MrSZQRkBGQEZARkBGQEZAReaQTkyeQr3bxy5UoNgaxreL37EV638n62MI98kcjVI8e4qvnkYJ7Mf8lJciDfuXxP4JMCH3b9l1RANlNGQEZARkBG4K9GoBQnk6nc9HKjcuW+zAtK0L8eGXcJWDKWfiO/YLSrC33nnSRBn2/yqAb3elTutJCgpH/iwHeffeObo1AoUCjc2RaboT8m/8qSmcTvm4ipqr62jNim+bpzyf0i66YX71auTad5p1XfR//74RCkXfRjBR1pW6eCDnME6de8mdy7Dx8uO8czHaVykwXPInYwf+5kBtlXRlG5LSO+/Yl564NV/i9iA1kxbwburrVRKBrSa/xM5v2yn1vp+nSOXC0lPqrUiC49zrEhILYMvh1cYmuKuCCTpIgtfDNoIO7f/Y/Zk4fRd9QvBMQWMdkvQtpLZ8XvY7yp1NcVKEZsI/alBf4VAsrYB//qGP2vbIO/op1lHf8OBAQZsUdZMmoQIyd+hKv9IOaditM7DmePGVMZ4WKKQtGc8fvu6652+jU2jXIq3bFF+pxi6fyliDvenws7ZR8x92y8niKTxZXV7wtll2UiPO2xuOAxXLh+uVvEZOlxeeYt4T2qhVC6LhBnn2bqcUHZFcm8slr0mxsk0guoSBORG0cKGCO8YwrmFij+CiRkRW4Ug7ERw70j1bXR7Re6cMu8s1WMsqsrXOeeEk//EZgkiJOz+oqR3neETtfMihS+n/cVHdtZC6qNFd530/SzPClAfGuNoK+nuJlfeNY14dnXWmA9XQQk5c/UT3zJS2WJ5KB5os3QjeLOX6WyxEZmifQ73sLdYajwCNN4SLq47/e1aNJloTibmFFiiaVyQdYtsXFwXcFwbxFTKgL/IiFl5YNlGKN1xQ7xb22Dv6ipXzk1mZfE6n4LRNCrMLymhYvVfR1EF4+LIi35vPDo10d8uTdK95hTWGNmXBQeXR2EjVIpWiy+IAqPhM/Fnc3fiC7SWFWKY0sp7kxWoHb/X7j61IeJLtV0z4jz5Dwi7OhpkizNqVbeBEf3tRxa0ANLRZ5ChZ+Uq0v/1ed4euhLXJSlWI3CtRWRms69sCAuF1pCgWF5o0JzXtVEhWF58u7d6fIL3biVqz2A1VdvcWjiGyj/AUCJ+NNsWmPP4I6vU7hrCp6d82ZNna9Z9/0IHBK8mLokgHg9NhEz74RzOKoa7bq3oHZ+4U8jCTsTRbX+rWlcKX9mWQGjwLhZN9zitrPnUnJZKXlJucmE7/idZY596dlI4yGGWHTsx5Bry/nt4F29V/MvaUjeyxUGlK9gkDftX3BWZj5YZjFad+zgX9oG/wI3+UeaKO5FcOxy5j/SthIbFXeZoz7pWFqYUN64Oe7bfVjQvZaOMadw6SLyPAebj+Pr/jW4ffMeiQWKCTIiD7D+sR1dSCrVseXvnIUVqObfn5BK3NUQQqOS9ByMMkm6uZvFP20k/e83/l9kwb8Jt3Rij/hydOS7tDfVMVHIuInv6oeM/MCF19sPZVJfMy4v/Z0d14q72Z1KZPAxjuGAa2Mr8koXpF47x75Yazo426Dv8qxUnKC8PT0+qoLXngg9bteXisaSCcm8zcktJ6jbtA4W2nNso5rYvpHCjoBLlIBoUzLdr1zpf6gP6sT53xQ7dFZCzigFBETSVXwW/8IaefBVo5lJwtWrmLzRhib2liQE3+Je/nl2xm12rX9K7zaGHD+mLNWxxbAU2hSQ+HJfY9t9PgnYMNz7MGv7W4PEh/RYzJ/RVbAxN+RJ9G3uXL9P0++9mGBxBo9N/pwJjwd88Jh3kyrWTrQiiG1ea1i8O5mO7rNYNHcYjsp0In2nMvD95cS/NZbps0dhsWYI3ReHAGPwjvmV/paP2De+W3aazY8c9LYjYE0QRq+X4+r2UxiPXcTcYc1QqgcfkRTGllk/sTWlAS0r3+Z4tAn2JlWoY36D2Vsc8T39Fc4VtEeq/EhJfCNflu86Qvj1BOKPeLGAw5SjKk6D3ehkrb0/l0ZC6GamzwnVaY8Kq99mMf+EMa2cK3D9eAItJkzj0w6vo3cjSQ+A7P6dResuomxqR8X74Vw16Mi4yW60tpTsSSX21EYWewSQZe+Aecpljt9tyMfffEJPexMUSDxP/TFEpW8lP628gFmrZpjERfLUqiIPAXMVXIX5Ra2icat0hPG23VkszQaGexOztj+WKlkSn+QUnotXcTSrHk3NnxF+PJ7GH4/HvacDSoW2ro78fPBH6gRsJdjIDKOr+/E3/piVc4fQWJl3ypa/VQucZ93G3+seH85oinGBTCkhk/iADfi6fMAay/JAAwZ+M5ZVPjOZu8yNXvO7553w5JHxlFthl0HZkua2VfLkSG11J+QMITjh7mxVotVptiCprTfxm8d+4uo0ptaTMC7W+hyPr1pTrSi3Vl1shLVrH5p13UPwaGfaV/mHrTmTH3DrRgIGFcrnnYCrd6USLt0lLgtMS2z2Y0I2LmbBguV4nrXgva+/YeoXDbi0bBELFm5Tx54puNncYvV/Pmf8H/G8NX4as2cOxVH77kjWQ0I3z2ZOsOB1o2ts9zdh7MqZDGss9THpL5XYgBVMnX8as1aNqXD9PHdbfMbsTztgqQhnWccOjD2WAMPXEjDwDp6r9uN9qSkefvMYXN84O66+bKzIdhKgrHxQK5bkxGjDIseEic6aXeYc4/IdlCDmFtsGUjwJ4LepSzhh1gLnCrc4frc5E2aPpoMqVuZTXeBUj3gzuz2P1v/G9ocmmD05zfZbbfh52Tg65cgvwg8MJU9JJfbQL0xZew/bpmakXAwg1HIk/5vWn0aqOKaFsR5jXoEqFJZQ1BhSoZDYnBmW6682cwm6PBFnhVZaHh9+jd59nal2aYfu8b3lSKYs/IFRjq8VXfdnEWxfvp2A8CiIP4LXAjhcDl5zGsTYTq/zuJD5SGbEMjo2HssxwGZuEJcnOqPISbNh+IZlDAz9k1WnjnKp3mz8lg+ifvk03X1V1UaFgZg/rbixK5WoQ15sOhJIOPHgs4x5N2tg3WU4gx2r5hdWxHkyty4m07ZPXWql28GNSO4lZ9EoJ36nE7tvJ/d7jKDT/Z85gxPfvdDYosOEwm67v2haXr5cmrjrPVbYzTopUjQCs2KF3/gBYm6QhucUKbyH24i8HKMskXZlteirbCLcfaNz+QJJAeK7ActF2HMNkaswPqI6TWknXL/1EzHpUtlMkej/X2GpdM/lLWbdF/5ftxHV3H3FfZU4iRPXUVQb6S3upsaIoMCr4qlGjcZ2Xb/pQWKuDcKmUM5kuojxHiOgmmj59d4i7Lkr/L5sIxzG+4q7KpslTtgm8aHlYC1OmC4DNOlPxRXPMcKu5TThF5ONeMaV1aK7sppo53FRZIh08eDobOHaZo44mcMpyxJp19eJoU3GCM8rmjbRE0ORrc8hD0ctRdz1nSQc8nAmhcjrF2p7i8KtEN5T1oPDYrprHzH75KNcn0i7IjyHdhQfeoaL52qx2bqqCRvXGTk4iER/MdnSTnxYFOdRA2Oe3yyRemGJaNfPU9zQRcuVeC4f/CD8H2mxU7LuCO+RDgK6i7lBj/NIzHOSclbMdVQKqvUU4+bMFXPnav9PF2M6Wgss/yv8E3UpzyMt9yTrsQhb/YlwcJ0pDqp9QcUlG/qV8H2gZaeK09ZO9PO8KgpqiBMB3/bJ2wdzNRR9lHhUfOuglG7y6/nfTnwbEFe0TO3cGG8xnML6nDqe2Mx9CQ6VOl7wnlh9Re1VKu6qjWiz+LxIVdsh+dkH4/3EozxxQq2fjuJrv0g1h/qh8J/sLJQfequ54NncTgeHScL3rjoypl8XGz9sKfp4hKj9+LE4OaudoG4LMXhJkHh83VP0q6bmomeVRqzQArOsfFClIn+M1mdM0LJN12FRsUPo0wZCZN3fK750aCPG+95Rt9NzcWfjGGHZR3uM0WVAbrrueGMpWrQeK5ZffJwdryRuX1dr4Tj3rHo81MMPVHHLWnRZHCySJZXpt4S3ewthN3an1nMF+sbrXJt1HxU3hghROCdV7a95+p0uH34k0sKXiS60EOP9YnNjueSHPX/OHZv0qvtTETS3oyCP3tzaFTrupJwUs+rmix2qNKWoazdMLLkQK657DhPVVM9ipKh42EX31Vx9uo70HbuEKq5pP2+gS6KOdMnH+s4RJ1MyRVLAdGGtHcOkpru/X8z59bRIzEoUQXO7lCpfUrKoxGt3HXNSVXJevlw6jx/EEOu/k+2BV4jLEKCwoO2Ho3G2kHZwdP0pKG/XmeHvZbBu1T6uqZ5ezST+2EFi3+9Oo4qabZXC+IjqtKTmDBv2FpaqlUM5jE1MMU66zM2YlGylaTc5uekEpjaWmKrEKanTsAEJW45wLtEC53Z2OTuYuqwsWXpn3Ed11GGPxLf7k+8XCt7r3wYrlc0KDGu/xZBBV1m29zL6PJ8qYvbz07g9NPrPCLqqV74Gtd9i/PwFTOtaD4Nn51n7zTLS3XrQsopmd05BeZvOjHj7FOMWHuGBiuOnH4bZ+g7S4qO+OOfIq4CV85u0ygdOXr/Il1nYaQHeUyLn1s7h+/R36NfSNHeXrrwNPUc44zNuBQcfZD8tn62rIjbDBtNFswNgbIK58TUCbz4k/65/Yepz0xI5t8sfO7e3qFdoT5FWeusJ6v0+HbRvgSus6T7uU7oo/fhxqT8xOriTWXdCORBSnnY//sT8yROZOFHrf3QHTK5EoezmQsPKhSrPNTPPUSZPTi/nk4/C6TtttHoXRFoZh3E6zZ56JlqyylnS+tP5zHm3PlqpammmOPftQOiGY0TpsD+PWu2TKh344dJThBB6/gfyQ/vq2hL+xuNyVHHpjJvlQVb7XSZNmhE/vMyJgBucWLmXc88kMNKIOnEem/4u6viRz9yubozqYq2+o1ARE/PKJAXeJEZyvmfn8fx+Bcnv9cbVSn33wrAuXYZ0IHDZfsJTJfkS99IQ4t5g0EBHTGzc2B4vcdGrlkqs0La2bHxQoyF/jH7RMUEjrwS/RbUBiZzzXMzC5C70d81tp9pd3mVQ4Fb2hj/VW5HueBPLvfYDGdJEvRtdrhJVaxoRcjFS2nvSzw8qN6LXV250a2HFa9I1hrVo3aUV17wOEByniWT6xWt9KlTsGCIJKRCbpUS1v+ZRosuHTSnfsCsfDX3C2k0niFXFFsGzsONc6PVO7liiV93zKCxwUui4Y1CeArRmVVoScW3fZWCzmti4eREvPYtRLlSPvlpAbb4E/ceufBeW+FTcj+B4PUfsK5TDuJYNTkRz+76aaiViOPBHFJ3cnKkiYgg5EIayhwsOpcjF1/sOaolrhjENB3zJlL3uDO3wP0CJjasb7hO+wL2Z9i3gQiRLg/Ho4dRtvYWdoQOY6BTPga2v4TZfXzKqKVUrF1E1QyXVa1UjMzVdNbkwJJOU5CSo2xizSgWH1UIsLGFSUfY85/bZQE4CdgdWMe+0Rn8q0defcCPlHk9ybhvrUptJwsUT7EiwYUqjmrmTrYo2dBtto7ooMyIYn5NG1J9okvfWIJUwq1WNhB+PcH72O3Qz1egoymaNPmum2Jrn6tNcWtq/mVGc9TkN9T+hmmYerNJhQBWzmpgmrOPg+Uf06lZDrdmYmlUrFTJBKqFhyRfZs6Yu/U/ouM387ALr15jzkVf9fFQE6SGWwXzz2UbenjOfJcPa8b9OFvlwyuB+2FlO4MCXOvmSlrRp34gamvWTXubHcXLjBk5ijN2RP5h/Lo2H4WHcMXmLT38ZRWMjbWEVsHRupaYR5BeuwLjp2wy+s5Cjt/vhVq+YPpv/8rI8r1SVmtnch8K1WCp5TbuahZfSnVrFiXc/c+TnTYFccm+C5ZkTKGYtYMy0nfiHjuXNNxI46W/OO4tyOkteWTWromv+n3lb6odgYeeHx7zTOddlRV+GG2nESu/3zOaIQA0b6phrx7HSiBU5KoGy8kFtHdrHLzEmaIvR57iINkATTywsOOAxn5xWyIrmOlGkxCYB+WknRSktPN4Ym5vooMaAfn5Qk/ZfzaZdUhShgfu4FRNF+J5QSGpGmrQ5k+evqHidp6COE01M1z2G6Liw6OQCPixNSK1xfb8X9F7PzondcG+UQvDOWHp/ZE/ONpOiJHUv2gR9c2s0roO5VtzQr43yDEgFVWl8Te+xq6AI/VKyeHophEQnNxW/XlH9dRpYRhN6Ox7R3oSEw1s513ooX1cxQMRGEHgC2gy2pTSX8NqRSj+b9S4lyDRqzhdbAxlwOogLV8MI8tvM972HcdN3O0t7WecbXLUFKzB27suXfVcwcdVRBn50C1/nXqzJufevXfYFjg0a0OfLIUz5yYe9Qx3orDjFhq3P+W6RGy7GWt70AqJJCsXnbFV6u9bWczIjSE+T9h6b0XfsBPpbajXJxKks0tOGzPS0oh8CSk+jyGdzpes1i109dBarTw8ZeYoUiVsmaclFsaxTSSmJ8XkUF3FiXIfmHW4TcjOJXhb5uSspRPr+yZUPxvNVYT6jMKf9qI/ou/Qjli7Zxaj2I7Evr+1bj7l0+ixJyja0cjDJZ4SGL9mEuY5WevqRWkRGNBd3hVBtnB8Lf+hGodMdkUj42vmsirhDSFwPVqm4Qdq2ZcsS965wimZ8VeMf9kaCShbUs6lG2pNnql37nB4jUklOTKOacz1qFhPj8wGe79SEZm93pcm0bewKdsVxXyUGzv4A7vzJZ3tC+dwiij112+BRWLvnk1TgVNUPTWna152JEq88528ik4vt7KUTK3JUUkY+mKsg39HLjAn5RGmfFhk7tAtqjtXxpGlfxk7UcLKz8yZO1pQp4199/CAjhpOrZvGVZyrvfjGEDk49cSofxDTPsrGt1GO6TjMNsejQn88dhuC5J4LhZvfZ9Kgd31lrxZkXqvtjQnwuYtq7PdaaPRmdNuiRoU8bFSvmrxq7krh2Lp7OPdQbH0orGjTNYHNkHKkJsaw534IxE6SNnyyeXApiX1ITJpR0bCmmrqUBuQ4VyYSs/IJFwYbYt+vOoFET+XnzYU571MFrVwhxOq7KSS5vR/fh78C6RUyeF0v/Pg1yVy05hV70IJnISxWZMdOV1P1rWLYvHpcfPPj27Vr5dpheQP7T6+wNfoj+r1E3xq5VB5pwk5sx+Z7+zbjL6WM3UN+cL8IYA8yataW38gbHIu7lfRI9/Sb7d4Ty3K4lA5o843r0I9WtuxxhIpHYG3Eoe7elmZm+I7BG313C78Tn1ZcjuIQHReFmUIdWA1zg+l0epGmvyDOIj40mXtkG12ZmJVSoR3HF63QcbM+aTacLvOZHxB/Hw7cZk3rrWhRJdI1+fPPfriT5rOb3wId5cUq9zbl9V6BNc+yr58NdPCAs8AJYuuBkV9xDCfnqoaiA0rIaprXMCuytiKQYbselknVrN8tTBzLrAxdSd5zl2tPCvDWZS3u2E+fWjWYlnTQ9CeC7hpXVL+xXv8hb9TJ7Xcft+S7wUb6KFHFqUIvm3R2JCr2tpmaoyz6L5do5I7q3tn/Jp98VGDu9wydtrrDx9yVsUbbGpYoZLt06k7hqMys3n8O5p64HsoqwW7ohqOqH8YTcvJ+PvpJK7OnTXEvR9u/8skojVmjJLCsf1FKR9/Alx4S8wnLPiooduaVyjzTxJOQmMSpagSZLooMEc+yatDNZtn/F+0EaMTtn0XNKFuM2LmXSkC68YW+uNQZKE6dAogrrui9kuiam6x5DdKOSxrMn+pCxtAyr4sSAsU6cXP0nazccwWpYO60HFdNfsO5PubH3PA+KwiT1GU8k7ooef8W3UVF9Va1A42tlPXZlxRASWIPGdVSECChnRt3mVtwOCWTDsvO0GNlG/eClNOkMIvZFxpZiMCvDyaSkOYp1m44Rk2dLviKd2zbQY3u1PFadh/B5rQtctO9BZ6ucDfBiqqRPdiqJDy9z6a4BNi074NqyAWYZiTzOY6c+cqTRwRTrVjbE34glXgjSHjzEyNo0363komQpMHZxY9F3RqxedZDIHBtSifH7nfUPDNBar+kUpLDuxtc/von/L2vZn/MVkFRi9m1gv2E1Khm3ZPTSz6mwcgP7YzQdP5OkUB9WHmnLbzN6FnzPoU5t0p0KSV9zfNbuIlTz+UCRSNjO7fgWcV1OVolwq8obo6czvcI2/tgfheZbQiIphE0rg+n721f0ra0PSjna9TwwwLT9u4w86suRWO2d0Wdc2/EHR82ecdF3O9u2bSv8f/sR7irr4cAJ5kzzUvPtslVnc9XAsUsz6uTvhU+vc3rfNZ18SRG7hwmt7Ok04wgP88czg/p0GvkOzyLuaE20pEHyGL9OWkRgfBpZVdox+YNaXD6wl/jP+9Bam++pQeZZBHu8qvBRD61bT5q84n7LnDNpgvNQd0Ze2c2u0MfqSXoqMYd92W47hv90rZ1910NE4zfhLUw7/UjAQ43XFGe8Ot/IlrcGOxG26hr2fZ2oQjmqvNmbz6qvZZJvXd5qWElPQfmKGTsxatEETFevY3ekZpkoyIg5yJL1d6mQh4aQ71pKJ1ZopL6MD2pklPz3ZcYEtbYSxY7CLDTBZdQUvjP1YdXu2znxhIwo/Jb48KBCaY41hekHivWDDNUzBwnK6pibqO0R8Vw6c1HF2U1Pj+fy3rACi1wd2vRKLnYMUUkxoU7T+pCYTPa6R/LdE2zbItlVkj8lTXsNpl/0Qj7dUoeeTtp3Z7K5tcXX3Qhz6/oo46OJjc+AtEfcNbLEXLM2N61NU8dMEpNT88SILZqPsxVnbrFtVPBuTkGRf8XYJci4Hcx+00bY5nAgjalZrxZs2U6Y00BcNTFemnRKfMkSc/EL1ix/isGMGTNm5E8s+XkWSSHeLFm5CZ/jF4gWAqrXo86j80QZZHJurQ/B10MJ3OHFrtR3+f6jNzFLu8imJavY4nOEiMgnZDx9QKKJA01qVsxVX6ESIioGu2GjaGuuPVl4TMgmD1Zu2cPxiGiE9aFGtQAAIABJREFUQTmqO1jzxG+lVtpzsixsMIn4k6Ve29kXfINkRQrJxvVxqVeDqoowpg0aw08rVrBC9f8Lc2duICCxOi7tGmFhlH+EzzUrz5GiKrZNrXm6bTnbwsLwD3qdT8e0w8LoST4bi7DHxhqb9h1xifNl5vTfOXMrHP9tu4moOZSpA+wp8g1FGmMUFanZqisDrcJZNuln/G7c4ozPdoJrfsDUfnZUUJSjUp1WdHV6yI6f5uN1KoLwA56sOlmdkYsnM9C+Cgry41qEzfVrYOncgc4cYMbkDUQ8uMyRrQe5X9OCtJ3b2bp5IUset2KIZQir8vhFA1rWM0GhCzdtv4hOxYDqOLSsh4myDu26NuDejoXM8TrO1fB9rF51juojZ/LdwIYYK/L7YBapWRY0Nolg9VIvfPYFcy1ZAcnG1HOph4k+cUDCtnw1TFLXsSTWhUGO1VWTFPHQn9mjZrJ1zw42b95c9L9fcPYufHQk6c596F3zOhuWerJ160a2hMRjYankWXQmlk71qZZ1i32/rWbjhtUsOnKb8q9bUiX2MRUbNsTqNS1/TLrMzmVr2bK/Ih0+6Yp9Hp5veao3fYMWl37j2w3niL58gp2e69h7y4JeE8fSvbYx5YxNqJJylmWfHqP1FHdaZj3kiXEVjMtpQMniyanVfPnAle/eb0hOfNL42t/+q8CgWkPe7qRg98z/4X3xBiF7V7EiuBGzln5KO3PNZCCRyzu9+H1LEBU6DKSXfeUSWF6e6tVSCT1Xm48muWIlURTKV6HSs1Dut/2Yz1ws8i4YpYWNJp5JfpuqwKKxMRGrPfDy8Sf42iMUpGFcz5FmzdvS1SUe35kzWXHmGlf8d7AjwopRU/thWz6aQ7/9pr4mhpTUR8RgjYvUZyTry1Wh/kvGCpEQ/PI+WCyS+WOJFKMdUF4LJFLXmPCyMTd/7NDZBk2wed2O9l0bEuf7M9NXHOfWlSNs23GNmqO+YIBtpSIoWJqKlyDeNHiC36/qsU7jG82aYOvwpm4/qFABM4cmNErYzIxlJ3kYc44DW4N5bfAn9E1fy/SlIVT/eCD2IZv5PWccLCJea/xHY35hv8WOIdJFRljUq4PZiWV4HLnJ3eA9rA9U0Mj+Prt3/c6KmReoOaA5T7au1O3Dat2KqqYoo4N5/u4E/uOUHVuzs8rrUffRDHIwx9TWAYenO1i87TxX/SOw/HQEHSwqZrefYXXqNTLixKJVHIm+Q/BubwJfq4d96F52bVnBTP+aDOj0hK2/qceHBymkPn4EtRtTz0QizxhSuf4bRbSRVkwuDE9NPSuVbOyKTH7G05hkTJo5ULPIxaX0IFcE2+bN4fsfFrD56kMykgyxbNGQmkYGGDy6wD7zD1n+aQuUPCJ4w0rWb92C55bjJJrrGFuKqEdxWQrpke7iCv11+YKMuBtEPK9JU2slxPszdfpTPl/SDyvNOPfSxmSScHIBg+co+GaJO661ldmOJ5KIOhfA9iUz2Nh0KQcnttRJnn5pE2QB/yoEpG+FDxjxmBn+n+NYXOf+y2oWT+AMD5598Q3dNKtOvXVn8eTQNBy+tWTvnrYETLtMz8XvU18TG8Vddn36KWfe//0f9JS13pXLV1CQHDif6c/cmJfzgFa+IvKpjICMgIyAjMBLIaAZPl5KSOldHIvftN44vr+OS5mPCV3vj+XHnUpxIilZmsHTyKtcs7SlgZXWClShxNqxBS0aWFORrBJwHkuv9rKkfyYC5eq9hZudP7vOFfw41d9lsYi/wCFFa1rmfbxdT3MUvFbXke4Vglg/YweV3XvmefWRiDrGhtAO9HUu9PEdPXX8Q4qJh5w+pKBHyzLg1P5DqiibISMgIyAj8Hcj8A/bmczgYeAiPplznaZ2hqS/6c60QU1K+Z2P0ovjpC/FrOG3dadIrNOExuYVEU/uEHxV0LTnMEYNfUP9Tsi/u3lk/f8MBKSvXfyXVn5vc2ZBt8LfLfhXGpp+jc3Td1P9P2N5W/MuzVLTn0zEso8YzzR2uzfRIvyXmoK/UNAzbm5exKbqw5lUGg/X/YWWy6pkBGQEZAT+TQj8wyaT/yboZFv/XyHw7CSz223G0W8uvSxyXkbz6kGQdoElb/9GjfW/MrhMHmp69SCTayQjICMgI/D/HQF5Mvn/3QPk+uuJQCqxwSE8beCMfUm/762nhn9EsYxYgk8l0aBtaX8F6h9RO9kIGQEZARkBGYEyQECeTJYBqLJIGQEZARkBGQEZARkBGYH/Lwj8wx7A+f8Cu1xPGQEZARkBGQEZARkBGYFXAwF5MvlqtKNcCxkBGQEZARkBGQEZARmBvwUBeTL5t8AuK5URkBGQEZARkBGQEZAReDUQ+PdMJuP3Md5U/W3fEduI/Vfjn8pNLzcqKypj6zqQESNGMGLEQFxtpe8Z2+M6yC07za0XLpUVKKymcOhJ7gdHRWwgK+ZNZYSLKQpFc8bvu68bjfRrbBrlhELRkF7jZzLvl/3cSn/R99RLX7VYyLcj2lJZoaCyyxAm/7iFkCTJtkLyFvrnfDs2K+oAP7n/H3vnARbV0fXx3wqCQRRBUCBiAxR7AU00asTYEmvUqEksUWPENLvmU2OJmkQhsSQGrIkt9oJoFLtiF1RQULGDgIiCIih153su7MKy7i4LrKa8u8+jzJ1yyn/OnJl759w7nXBRtJu0JhTtZ71qV8cgJRptKZ7A0Y0V50l7sS2uiMfvGUQwNSIa5VSr8yousy/j11qyNRkyFx9C/gHQ6KW2/Dpr3q9BuXbzCc6xUWUr6XjJoywa2pch44fhWasvPqcfFjw7XVk176/0eajx2OScMe7C4G3azmTTt14eYWPiBQQU/rFcD3yCk14o1Zqhcbz8A8e1igLZEX60Vpxb7+ITkn+0o0qdvKRWe86rYaCEBl/+b/TzBkKjeGQMaXeGpFU8bfRqJZ2A86/5yW+LDf2qCwZtFbH/GqE1CJp9Razo/KHwPhknMpXF8utidQ8nQSNvEZwmV+YK+a3VokeTheJiVl5WbiLrkvDt6CacLS1Fk4UXhXpxbqXn4u6mb0SHVk4Cp+niWEo+XTVqRbqUxwcIL2uEtVeAiFcjKb+7QXxoqblMSP330WixNSajSPxeSmWNtpQhojYMETBCbI3N65mXwl5vohrl1Lu1ASs+FqdmtxI4e4vgfwg0hSqXfVtsHdpEWHr+LM49zc6vnhEuVvRwEx18L4mM1AvCt2d3MWZPtFAz5fz6Kil51AbRD2cxaGuUSu6LSX3rvdhSU85zcW3FKOEd/FRT4b84T5teaeLu1i+Fq2V34X0usWj6aRwv/8BxrapV2ikxuzrC2Ts4fz5QLVemtdmzstzAf/8Tft7AmBSNXNHtLvvaCtFTox0UnVZhsmrnVVhLzeX/nieT0tJYZkJpc+Up7nqtlV9ipXQSQv355ZvhdPVwVDzRkp6clqPOtGMk6+Asv3Gaw++M4fMW9uR9sTDpJiHHonHo1BRXlcO4ZRVfp3aTKlRSU1tEXeBA41FM6lWZO7fu8+LZLIKsqP2se+xKB1Kw7tWCegY6ZFlm14Qu/eqTtHY7h6MzCmpapixWpSFp4wHOJhR8hCUSLnO8ajfaOyrPTi7Y9JVeabQlGaalVc+Af6USaWamUU7NVV9urjT28qz15bIyFPVS1em14jxPD43Bw1LF1T28ylH/TBwqWVHaojFe2/35uXMVPc5jBplpacz1kE/fenqQAvGAy8fv6FX1X1VJq17mVO31C5FP/RnvYV00lTSOl3/guFbVyqQ0ek1r2uxZlZYB0/8JP29APIpOqqh2l8n9y8Fc1cioqLQ0ElHJ1MVLpVoRkioetgit/terZsVwzOdTukw5RVnPkfgeiUY64jz331OufNeG8loxesbVQ2E061BH5exvQWr4KbYludLpDRfKqbZNfcyTOtWwU80jm6TISKzeaEn9Wg4khdzmfnaBCpB1h13rntKtpSknjlvSxt2ZIrplNYIqlzJ7WvZ8F4eUo/ifilHZHswi4ewJHrXvjHVSINuOx6qVncWyQ0Md2KjwMCaNCBgRAJHMLX9ffvz9xdvFVwZP1kMiQy4TnaLuZEogwT9BrxKI/z/R1OjnX2E3Z5NyazcLf9xA5kvn+nJ4GfBRgxSHdAjvyX+S5OKGXVoEe8Ic8fphIh/UtUKGFEs0CZfOP5FEW+Yd+J5qx7YQYmaLWeQ+Dlp8yjLv/tTL+yB0NimRe/H7cSXBtk3wsErixlNrrBIyUFtZ6YY+K5bTq/3w3feQau4OJJ+7TZWx8xj3pq1eTyJeJJ5C+PJvmP10EP472hfj2MXXqPXhdKqVt1Qh/Zy74ReJpjGt61cqKJd9Z34cbpr/BDOnVSq3L6XyVvfqVMl0hZtR3E+VU7e88t4gk7jAncS/N5h28fM4S1OmuTsWpKvCvehJE2xadGaggze/+Z8lum8NqsqkYyrjORtoyYg5XlQ80JO1W04x4/2qirJoDm80ocNi5XnP6cQdW8qUn85g27we5jcuENPkC+Z83qZwTHOOw1zJgrWXsGzgSpn4cCJN2jJq4kBaOJgVYodF11ZjC+mGwnch6++Vx9nOlOR7d7h7I54GM9cwvsYJRrt0ZqEU7jVoK7GreuEgxR22bcPI40ng7E3w1fG4K0afSLnKbr/fWHvJjAb1LYgPuYWJ50gmDmuJg3KEyhMI2zSHuSGC182us/2gFSOXzWJAPWls6fgZUM4cLhnXOOQ7jp8iLGhSM5uI49E4fTyJiR9Ix57qMcbntObRut/YnmCFbfIZtt9uyTy/UbRTHguZdY9D3rNZlVSFBnbPuLQnEgevGUzNoS9JIMUPdaLzwlBw/p4DW1059nswZq+XInL7aSxGLsB7QEMsZSr1GMHW2F/p5ZBN9KE1bDwSRDiJ4O+Hz63KOHUYRL9GVmTFnWb1wuUcldfI4R1+IpF6n47Gq4ub7iNdc+xxGT8uu4ht84ZYPYziqWMZElB1VZK9r2Te+jvYOtthlhzDzbvXON9gFifHu6uNb2V/JhOxfRW7jl3iBtEcWbMQDpvDa03pN7IdTqUK87mAFEeosEXneYFsrXaO37XaUDYpEduYPWMHaY3qU+7GBe7ZVcWqjAN2d9ewucFyzoz3wFyyqd9m89NJC5q7m3PjRBJNxk7l8zb2JOvl41N16PU2Zfcr5wlnBm09zKpeTrmAFGobStwK+ZsSysZFK1iz8nd2xzfDa/F8vAc1wlJ+h4CvB/LR4oe8PXoqc2Z9SCPVJ9rqZLX6oY+oHTZNMdfl6yDFR7atN5LjSC4gmKtq/Z5xYx++o38lonxtaorrHL/uxMfTxijmT032nOscdPsPnd5BXSO1a0P4eclGj/HblEWctG2Cu/ltTsQ0Zuycz2ijHPNqXCmwVnDi3YleNHtyjzSnyqSfPUlso+HMmPg+dS1NyMfUmUF/+tEnbD3LTx/lSo057F3Sl5ql0TGu7bm5aSm/r/mdhbtTaes1mwXeA2hkmUlUwBT6fLSExGZDmDz/O4bm+AfdeuT2wwKWBZeluUcFHt54hqPVPaDKCxoWzBA8iwhgya4jhN9IIvHIGn7mMKWoQNN+A2nnpLoXkkFS2Camzw3T4PMkqoX5hKLwKihloVead7+Lk5sgDk50F5YdFomLqVL0UZq4t/Ur4eA6RgTE5sfI5cYSWQtnzxlib2xaLqMnB8VEB1fxyda7irgluXh+ba34xK2n8D73KC8vMyZAjHazFPrGTMqfhooVn7QUntP2idjM3Igoif+HIwLEg+KoKITIvrla9Gw5V5x6ojlKsVhktcRLaqUlxVz2mCtOpWWLlGPThRMfiBXXnudVl8fvE3N/PSOeyJ+IYO8OBo2XzGMicvsbywFi9c3cfpTiJQdMOiie5JUNFRvupuc0kd/dKIbPOSlSc64yRfzeScLNbYIIiFHYQOYNseGTZqK7b6jI1ySfW37qqbi2eoRwbTY1z36yrq0QnS2tRSvfSyJLwbswOxQiSmwd5CwK2lKmiN06Qo+YyQwRs3WkcJ19SiikF0IeJ/aO7p0f16YxdktD3OHzcLH6k2ai2aQ9ChuV4sj6CUt6CN9wCS2FnLQVk/ZGKWKqFGPtk60iVmegnwHlFE9FsHdbgWUPlTEphPxpsFjUvZHovihYPFXIon2MO4gmLUaKJZce545pyY47OolG3ucUOGaLJwf/TzhY9hQLLz4RQshF5r3twsvBXYwMiFKJaVTED1m6Cs9v9ypwU7b1Uol31RJnFLtVDFKLe5Q/OCyme3YXc04p/Y0QIuOaWP1hW/HJ6vB8m3yhba49unWYL87l+YQ0ERMwQbip8JDHbBVDXOeIU3nx0Fni0d4Jor7G+Kh8a5dSmcHewpm2+baVV6yfz82JVe5XXVg6dxHf6rAh+aMDYpJbI+EVcC8X69STYnb9+mLI1jsiPfaiCLr2WMjlMWLvmJbCbXSAiMnxqXKReXej+MShn/C9nBvTqb3/VX28Lr2EyKWhGpuq7N/CbEPfcZ0qrq34SFhajxIB8cogYLlIOTZH9C7UB0kdUJgf0qSDNC1qiI/MDBbezgjLAjaUJZ5eXCy6W38gFl1MUti+Bnsu1H/kGUsxEyXx80LI4/eIMW4txeiAuwrf9Vzc3TBCOHRfIi4/1+m8hMgZa5YqtiYNhrsiYHQLYdl9sbj4VDEH52BqKaq7DhCLLsaJG6sHCGtFnHTh41ouMsL9RAeaiNF74/J9TNo54d1lXt48X6geOf3QUnTwPi2eKNVSyKp3DL7CDjTHzirnJmuVuUI5JlR9np4+QSev4pmK8lFWoYvOwitUoEHXwQzv1AjH16S7IXNeb9GWDtf3sCtEukfP/eXGEpXBeUA/OijvTCyssLO4TtCtBHI2UkQ0f/04my1N+tPX3Ubx5EWGqWMjWjevrCSl+69I5MyiCQw73Y6po9opnnalExcaSkbjqliptJZHbWVYncGsuZWukqspmc7dEwd40K8jTcurBTFqqq5vnpZ4SW3NRXwEJ2o0opZ5KSyqONOUe9yJf5ZbXcSy/49o2g10p7yIJXT/ZSzf88DNQPGS+TLZ4NG1G24pB1l75DZyMog+dYGaXRpRHhs8OnVU2QaXyi5SvZ1ia//ZBVbPXErqB93wdFTcdZlWp0P/NgT57SM8Xfvb5iJ2Hz+O+ou6Xw2mo8J+TKq+zeiffmZqxxqYoJ8d5utRnFQmjx/EEndwJ9uDrvEwS4CsEm998hnulRTxoBpjt9TjDjOJ/etXRv1Ri69GeCps1JyqbYfx05Iv6FjztXzhOg5kaAcnxROsMljZlSMl6BaxOnceDSVnvhhUboVnY+WYBJllI/oMbsGhyb+xWxE/q32Mx3G/dR/611c8TS1Vlgr2ZoReipKeEwKlKNegM+OGt6OJo4UUJI3p6+506PCYNbtCeZgnhiJ+KKUxAwa8rcCtFBZWNlikXOVWbJqipr5xRk84v2ouMzPfpWezfN0o7UyXwe74j1rKgQcF43+VouTa4wGaDOuBe55PMMfR/U2aKysB8scPuB4XxI7tx4l8KPkZE2zeGsBsdzuK74T1tHWFLaY492KAVhsSZESeYeNVa5wdFP1jUYU6TZ+zed8lnjg0olWt8jw/v56Z8wUf9GqJo6nk52WYVn2b/n0j8dtzFUkz7f2v4uNVsNGUzKWhWqKvbai20ZW2wLVzbz7An+W7InO3FkU8x3ck81H3OpTR1VR6/lOoH1LioEZIR3xk5Y6taZxnQyZYNuzK4B4XmTw3kOgcl6huz0XwH2pi6H9ZAj/PE86vXsj81A708sz3XVU7vE/foC3sCX+qhxiVad66kcLWANOqvDfyU1ru/Jm5u6Nyw6hyME3h4Vvv06ehPc4D15CYEyf9VI9xnU3pOh0Z9mEyqzaeJC4HZ8Gzyye42PVdxZguTI/EXD++xY1hfZtQXvkw2NQR99YN9dCxKFXa4zW0rQ6fp6dPKApLPesqN9H0rK6rmil2rb/i51YpRIcdJ/D2PWLCAwknk3oZ6jOeBfYVymp3oklXOLbjKpUnu+Co7BhdrDWVJZ1jg88+qGnPkZXzOZ/+gPDQWKxaD+eXkQ1Qfc2ilGNLPl/WkNo1VB8nayKaSWJ8FCcnNMF8lKZyKc8St293c0Zn3KRqW2W8pBPN61ctGC+pWi0vLefplVCeNB2YEwOZ84KOwz3C7iQiWluRdHgL51t8yKTyJoi4CIJOQst+LlTMa2+oRCnKu3dkQH0fpm48yY3B5lw4aMe7C6RtbBnlPdoz0OEH5q08zIzerTnzlw3tfHOX8Nl3QvA/BZVc9+LrcyZPIPm9q3AzgzjpM0h2mhbr2SRdOsmOJGcm17XP394t40ynz5zz6Ohvh3lNipiwoE7vMUze48WHbX7I6XNnz4F4jf0ar4aF2ZAqq0QuHTtJkvMA6uZtZcgoU7MDn32mWg+wr0C5Iq86DCWnmiwFLk2xq+ZM5ZQVHA57SL+qjopSzWPcws5KJVa4AKGcC5ldG8b9/BYp0eEEBd4iNuYyf4UnklIvQ8NnU2yoUM4ALiw7mnP+Z6DmcKwLmJ0J5W3tsUlay4ELj+jaSf1GVmmPTkx2scu3xxfVwqROT76ffIAhH7ZhrlTu3BEvr68Z41VPux/UQKdgVlF8bmE2JMO0vA1VyCI9U+GvRTqpT7KpXqsiZXMYP+fOuSBOAa77l+NzRmmQ6dy7kczNtPs5Lx7mxndr7v+C8hftqmi2UThtmWM7PhtXnRbL9xDWvw5NHx5ji+V7/FToC4LKftfthwqXoJAaMhuq1XudlJknCHvYh6oFA+elGAb9/UchrLQXF9/PoxxXlSqx3/cn8jy9/F5O2EZanPRxOO1vF2iTqVS1urSpfpMfD4fzsF+NvKi3yvWqYae6XlDyL3RcO+H5UVfoto6d4zvhVTeNkJ1xdBtWi5xHA0o6WvW4k9sPlQfg4qi6stCmQUnyC/N5RfQJJRFFra0BPLGSYjpxp1Yxc9x60t//jAFt3OnetDRHpwYpK+j/NzuTtBJGoWbdvsSupEaMmjOP716YBNREMXXAvZVansZLU8rZONJxxRX2DHUrwSSgSlwZL9mUyXrFNaZw/Xwi7d9TxEBaOlK7QRaboh6SnhTH7xeaMGKsNLHJSb4STGBKfcY2cjSQrKpyAxZ1eKe/B1On7mb/juecrd4SXwvFaC7flPe/aMu8qXs5ujOVYw3epreyLDODVGxo0MOL8cp4qBzS45m4QI2H2mV2ZkYhAcoGtEM13vmXgmyzxny9JYjeZ4K5GHmZ4L2bmNltALcCtrO4q5POhUU+nWwy0wp7Gp5fu+gpQ8mpD2dzypQusBLTp5FaHSne5yTLZ37L6vTOfD2gLU2716f00T9YrVbTsJfZZKTqcjjppCkXWGqMC7dHRYNsCxp8vZrTvccRcjGCS8H72TCzP11v/cnRxd1wUJ0E1XgUvJSTEnqAczZv4+mE4Xyu9Ky0znuMGeLHj9sP82H9tshObGbLs2EsGNpUcQMgyMyQ7LUhPUaOpVdeQC8wfgqFDN2CarxwpaqXphuyl2EbVrh/MJAeP85n+aHODLt6Gvd+s/Ra3ujd7y/oWYyM0mZoHlov238oZC2un0cxrhr0YOT4XjioqD5+ospFMZOly5RGt8fRd1ybUqlNL75068/qvyIYZBvPxketmOakXBgWpkcsu3a9BD+eEob/uQp086xahPm7mPNfsXgV7DjlrWXB3GJcidjdTOkyn/RRy1k24UPeeaMWtqWVHlJyFPs4HK0n4Lb18OzmTHz4XRK073jqlFL2miUOWFPFNveeOr9yNin3onK2JkVKGH98M46Jg3swdOP1QhYpEgVzqru/ybOdJ7lR7A9/50uSkxKxhOw9D06NqVdNZVtTrVrepTyW0KDK+XVL2VK9sSN3QoP40+8CTYa0xDoHdmnRGUycgwdNXVVf9smjZICEFQ3f6Uh9tvFlny3UUm5j51BWlm3ms96BBd5eN3FtRu/6iYTeis/ZFssXJJ24M2e4nqat002wbfgW3Sxvcjzivsqb4kDmLfbtCCPZkHaYL5haKpXQZV+zIMSUWq0603foeOZtOswZ32pq27FqzcjgWbLqGLCloWdLLG9eJKLA2BBk3j7MjtDH6gSKeG0oOXWxzSLh7k3irVvSpoHy5Spd9XWUiWh2TvmUyelebFg2gf7vNKeWrcrCQnJ4h6PI/3y/DlpFKTKpRvPeHnAjhgcZqraXRWLcPRItW+LZ0FYDRaU9xhB+N7GgParVzgpdSpcFoVjUakGnvsMYP289p874UH3NfkIequ/cqDUucCnn6c3jhDzIxKA+V+LxPIYrDGVWpwz2+f1O4EN3vls3gXeU4UhY4Nq8DfW5xa1YRViNUrasGM4cv4kywECZrf/ffL00tnkptiGjtGt7Bn2QxdrF0/G524buddTnC03SKPtdux/SeiBD+jOS1b6mpolDTp5I5G54DNY9W9Kg4CNzRZOX7T+Ukil9edH8PMpxFXqL2AKhS9KNQQjHr2tFSclYw19B5s1Qjt5xo2ebOrq/UKLkr8+4Lt+U3iObcmrFelb9eQTHAa2opFy+KOlo1aNMrh+Pv8ldtc/haVBA/6ynN9gTklAkf1dsn1AMXuqKGGwxmRMTlFSOynblFXcL2SReucBZsknPTCfx6nEuJWqOO1IXCllVukwaSzv/DWwJe6xw0tmkXA5kU8DNF6pryjBxbcOQHqlEFHDy0qp9KRO+P05iVjq3t28nfdBEPnbPZsepWxQewSHDrGF/vm+0k2krw0hRnXc0CaFPniJeUr/vQAqy7oSwz6YuLnkxkBbY16gCm7dzuWkfPG0U92rSolOKl+zkQR1N+6PiPsdmvIdNO29OJRVlMlNVSoZF03cZ3tIaWvaia1PVSFQZFg3b0r++JbTsxNuqTtqiKUMXjMVmxVp2RymnH0FW7AEWrYvB3Ew5ilV55aZlTp2Y9P2bHPxlFfvilAufNyfNAAAgAElEQVSzdGID/2SfqTUWUmyaoezwRfYqOdGs3XicWCleMu9XhvZv1VaEFFhRrUFNeJJK7tpY0u8k2zZfyqsNZjh1+Zzvu5/llyWHiVPSyoomcOlxTCvpM7GpkNOYNIScKoRv/sXOUwl5CyeRHMI6vzD6LPyS9wrdHlShoykpT+bB9XgsK9tiZZJrAyIxkrNn4yE9k8zEq+y5lJTHWxOJ4uVV4I3PpjPdfBt/7IvO204X0lu/y0Lo8ds4elRVPqUoyCHXHhvjv2oXYcpP54gnXN65nYCCVYlfu51DsUqbzS2UtW9G3Yq6n6+Y2DnR3PIhN+OeIEjjQYwJTnZmuXGYhrT1tGQSzkcSY1KdZp5taOZWkaykp3l4SOErFh4DWTDNjBXLDxCltFfSid27knUPTAqED6mp/8KlNr1eqChlvCzbkFWh/ZD+VNkbT62+rfUOqyrMD+WMXJuqNGiUzZPUdIXNphN7OIDNWg5Purlpj4ovziY5ZBt+p9ux8JuOWuTSx39kkXDse9rZdOX7U4Wd8qQR+ZywpWL5eazwGDqZaTb+LN99J9+OsqLZu8ifB+b6fG84nrNBofl+VvKNy1Zz55OpfPNeYTtARRnXljTo2o+e9+bz+eZqdCkwlxWmR9lcP97uFKu2hOatC0RKODs3HdIG6ov5JjY4NXcm8WYciUKQ8SABMyebQp6+FiSj9zrMALwKcgaTGTNmzFDPLM51KVtX3qx7n3UzVnAuIYqQ/QGcfK0Lk3o8Y/H0pYRV7M3AWtdYu3IT/icuck/ISZdXop5VBCsWr8E/MITrqTJItaCGhzN2Dg1p314QOGM6ayOiuXHEn4D4ClTLCOPwlmX8tCiFFsPfweU1LethE1savO3MlZ/n8GfYLa6eDGD174HctnuX8eM6UtVMTrZVHZq+fo9NE/+i0dejea+aFPRfyE9WlqrN6pK2Zgqzg9Kwd3GmurW5ntuaStrScVVLWbt3PzuW+LE0JBb5a2Uxf3iVs7fNqdPAkZx3mJTVpb/PItjmM5eZ3/3MpsgEslJMcWhSB3szE0weXSTQ7hOWfN4ESx4R8ucy1m3ZzOrNJ3hi50D5uMeUqVMHxwJYJXFp80pWXqxIz4HtqVVO94SmKkqBtEk5LDOvcqvRx3z1hn1Bwy9tQ8VSkRrKTClX8w06eiQSMGsWS89e59rBHeyIcGTolJ64mGvpU4mxrAz2zTvSxzEcvwnz2HvzNmf9txNi/zFTerpSxq4wO+zLF+/K2bd4OZv9jxBxLx2TdBmVGtoTv92PZZv/4kTEPYTJc+SV6lLfXlMofiYJwUeIMsnm/Cp/Qm6EEbRjDbvS32fmsDexNZPkN6NSjWrYnvTD98gtYkL+Yl2QjLq14tm9ayVLZ13Evm93mr1ejebdOuAYsYIJ3+3iZtw5/P+8jP3wr+lZ6TqbFqnJWc+CiBW+rPE/SMj1R8jIwKJGfWpYaYpYMZycHnaQEHwSq1FT6XpjJd9vPsXVs1uY98NZqo3+kWl96mAhk3YgtrJo2cbCx3jtZPb+qqZb47do28aVpHVz8TsXQ2zIPracLEu/SZ3IXDyTxWH2fPpFG9L3LVfrJ2esItazeM12AkNukipLI9XCmtJn17M8rz9LUdGtHnZ3/PPki0p9xtPYVKwaumFvXZ1WHWtzf8d85q45QWR4ICuWn6fikFk6dWtYvzpV3dvQnv3MmPgnEQ+ucmTLAeLtK5GxcztbNs1n0eMWfOr+hH1RmVQ4v4ktIVe5HLSd5bsEA2cO5E3bMjr9h8yqOg3cHrFt4Q4uRx4n2OFjRrRxLL6ta7OhyuWRRf5EX6+ZLF26NPffr97MWnuGJxUb0qpBZcxMylOzdVs8HgYwa/pKzt4O5+C23UTYf8iU3i5khunZ/x41sKqgSS97MgrQEFCxNs2ca1LnTRfdtjGwKqFrVxdxXMswt5YTHVqFARNaYae4iSng4zRdFOKHcs6dMK1IjbpmnFywnCP37hKyeytBr9WgVtgedm1eyqyD9vQd7IGdLIHgnbaM8vPkxm/z2Xz2Eme3LeCHoNcZvXgSfWqVR5ZzXK2vit1L9tyAmtKNhjb/UdMi55N8yZd2smhlOLY9e9OlViGfEtOkq5RXLD8vo1S5mrTuWIeHAfOYvvQEt68dYduO69gP/ZreLmV12j0pV9jx01HMWttxbcMuQm6cZZu3Hxfqj8N3Wk9qWZRCHn2I35TrhwdppD9+BFXr5flDWdlqhYzrfIVlFWywvBfC8/fH8lXTiiqy6aGHmQPu7ZtB4I9MXHuRBzeOsiXgPvbVnrPz8Do2/bSTxy3ep7OLjl1CWQVcGjjxdNsStl2+zMHg1/l8RCsqmSUTulG176W5SZPPq0mzZh600LkO68sXfetjbaKNl465Nx8qjSmZ9BK4xpL/iUw5yUGzeGOSJWsPDKfyg0zsq1fU8s03NUCyHhC6cw1+vy7B7/B1lcKivoCj0tSYNCJgRMCIwN+BgHjIqR+8mGs2kkVebamq+N6vSIni/PEdLPp6Lw3Wr2e8u+ruw98hqCF4pvMw8jbPHV1xsoTEQ3OZ/ngAi3pVVVlAGIKPkUaJEIjbxmDHiaD6rdESETQ2fpkIFH8Z+jKlemW0EwneFYhNf09crq9nblCi/oGuppVo1GscvociVU6/kU7BKewEnFemnJGREQEjAkYE9ENAJBMVnoBDTWcc8w6OkD795EQj90bUrv4aCINHq+onm6FrJexnqntLPlp7heyUi6zbVpFPOxe2ZWpoIYz0jAj8txAw2Db3vxUWkRjOX8cuc/VOdT4b0ZrKOVuU/1ZtjHIbETAiYESgGAjIrKnXqQXsX8yMBZs5FxlJ6Nkg9m5YwrKDaXiMmczw5pX0v9kuhgivrIlFeaxktwi+doeQfTep/eVw2jnqDjV4ZbIZGUkBshrDZRrWty9STK4RyleLwP/4NverBdvIzYiAEQEjAkYEjAgYETAi8F9D4H98m/u/1p1GfYwIGBEwImBEwIiAEQEjAq8WAeNi8tXibeRmRMCIgBEBIwJGBIwIGBH4TyFgXEz+p7rTqIwRASMCRgSMCBgRMCJgRODVImBcTL5avI3cjAgYETAiYETAiIARASMC/ykEjIvJ/1R3GpUxImBEwIiAEQEjAkYEjAi8WgSMi8lXi7eRmxEBIwJGBIwIGBEwImBE4D+FgHEx+bK7MzGQ0TYyZDIZssHbiMvhF0/g6Ma5eTIvtsXpeWa51DYrhmO/TGTkpBl8O9iT5n1nsClCOrPX+CsSAtmX8Wttk9sHLj6EFKELisTH4JXTubVmIOXK9cAnOEmFuiAr7iiLhvZlyPhheNbqi8/pws7izSYxcDw2km3KXBi8TcuhwRIXjXaswr6QpIgLYqnPFAZ7SJg3ZnRgvPYWmdfZOLQpMlkduo6ehc8v+7idaUgLLxpWIi6QGUP64FmrOV0HDqSvZx1cPPswePBgBg/sikc5GbJyNXBxGc2uBOmc+2ySg5cydvQwuvb0Ye+xP/nGaxxz5o2h7/veHAw9wpJvxjPNewZePb5iTWSKdiw0lMhvreH9clVp53OGorXUQOx/NkvbOCoEEE3jQFNeIWReeXGR/F0xsTGQUjm+wnsyg5s7IpNVxdNrBj4+Pop/s5n0WY/cMdd0EaHScHtpvyL4x5cmw7+IsHScovH3khGQ3xYb+lUXDNoqYvNYZYioDUMEjBBbYzPzcnUm5Ani5PdjhM+5R0IuVZQniYuLPhCWlv2E7+WnOpvqV/hcXFsxSngHG4KWfhz/3lqPxanZrQTO3iJYzy74e+WVuKeJu1u/FK6W3YX3ucR8cTLCxYoebqKD7yWRkXpB+PbsLsbsic61k/xaGlPyqA2iH85i0NYojeV5mRrtOK+08ETWJeHb0U04W1qKJgsviiyNLZ6Lu5u+ER1aOQmcpotjKTmWrrFmsTOLhVWU2DpolNgamySCvQcVHCOZ98U5v0+Fq3Isy2+JDV/5iYsJB8REB2vRbNIeEZspFyL7iljR0UFYdl8sLj6VtH8qgr3bCmfvYFEU88u+u0UMda0uPL1PC4ONVEm2nj//i8aBnr2vVS8t40gfsprGgaY8fWi90jr6+rsSYGMwfXLHBrQtONZy6GeJp5eWiX7OhvQP2uc+vf2jwXT/dxIy/Rete/+9ospMKG1uoia/DNPSZmp5ui/lt/cwP6ETfu42uWfIyirQ8ONhfPpDZybMeZ/31vWjqkw3DZ2l4gGXj9+BRjpr/YcKpX75tw0Bc6r2+oXIXmrd8PAqR/0zcRhkRWkLJ7y2+6tV0H4pMy2Nufbi/BKNdpxfXFhKRF3gQONRTLL3YdKt+zyhETYFGgmyovaz7rErHUghuFcL6pUtiUEXIJ5/UQKs8okoUllxhEVA46GjGLvVT5Fpx1tj+2Abs479aYP4bmx7HExlkBzLtUu1+WbbRzSSjiwU94k4/oTWg+xQ9w4v8FHJKFW1Nysie6vklDwp7kdw/Gr2f27oa9dLyzjSB0pN40BTnj60Xmkdff1dCbB5JfqYYFm/J5/19iYhORvKGsCH65j79PaPr0T3fy4T4zb3P7dv1CTL5lHEOfbM/z8mbL+D8pRcmXVt3mxTnZS957iSVIJn/iKZW/6+/Pj7EzW+xksjAoZAIJukyEis3mhJ/VoOJIXc5r66uWbdYde6p3RracqJ45a0cXfG2hCsXyINEX2AaT+dIqG0Kz18PqeFnYl0oDVVqlsSF3aW6z3a4G4nTXaC9OvnCaQFLeqWz5FIRIew51gTOnvY8OhOLCmG3Mkvgs4iJRL/hb/we2YRGhm0qiDr4XVCwqINisHfr5dBQTISQ7KTKO6lSI6jHDXqZ3MrNq3kuBjnvpJjCAY+alWK51s0kh79xzHHezJDeo5k0bEYsnhM6MZ5jO5aJzcGYuRqQlOk5VA6UQHjaV6uHC7tvmZl6OOcvLhjvzC0xwAmzvmBb4f0Zeiio8RlCVCN+xi8mqCAWQzv0RqbWp+z8eJJNn7/NV1dyiEr146Rq0Nz44nkdwj4sjXlpPirMesUfHVgpxL/4uK9j9BNcxg9aTbe3w6mZcuvWROuiE9UqZcXC6kqn8Hj8EpRrlZLBrSohrODZe6TSVU1MjPIVJ+cVct1ppOJ2L6KLUcucYNojqxZmBufsvgQ0U9C9cP17l/5saHvjcdn+pd4TZrFnNG98dQU16nVVnQKqihMJ+6YL2NGTmKOjw/e08bgNfg9mvuEkIWmeNRnRPj1VMSoeuITohZplnGNQ77j+Gjkt3hLdttjINM2XVZMbKpxM554HzzFpunjmCTZ5mBPWo5cR3hiFMd++YYx035gzuieePSYx6G49HxFsu5x6AcvBk+cjY8UC9SuD9/k0Zeqqcjs8gMHQ7cwffQ3OWNocMt2jFwTpkEWZYxjOtGHluPj6084iYT7++Hjs4iNOWNJig08xcpvhuXxHtLTC59dV/WYtLNJidyNz9De9JfknjMOr29WcSYhI1+vIqVSuX0plbfqV6eKiyvcjOJ+qvKWSCKUSVzgTuLfe4+q8Vc5S1M6uzu+aOc6eRamry6sdBLWXJgVR9D6LRzMKTXHoWHd3CeQOdePCD8RQcvWdamc83A1nbuhZ7nZyYM65aR7+HTuHA0goHNHWpQ9y+JVV9ELWU1+R5pk447yy5ivmDTHGx/vaYz2GkjX5nrEAj+LYPuSzRwJj4bEI6z5OTc2bfGhKMUNq0T7ID8MGcbEOd54fzuEdj2mFIzTVpFJp8+UcBFPiNj0LX37jlbMEUOZOHE8323cwKLOw/A7n5yz8M6N/821Pe9vh9Fz6C8cyxlTeoxHabGhUy9VGspxlCNc4brm9K0e/6Xo6Tdz5sHC6CnG4ucDcsax97Sv6N9/PEtOxZKlgr3e85De/k4Vm9y+i9w1n8/7D82Zm6d9PYD+Y5ZzStXXFaZKicqzSTi2nA3XngNmODV3YoVHuYLvI2iag1Xz1NcNt+5rn/tU3ZN0YnjShRd9f87CVqmUNC8VY+1y65mSQBH+PiZ0w0xFXGlj+n6zgdDYC2yYNjh3PdV1ImukOSDlAiuGvFVw/VOiuVeHiAbbnZfHiL1jWgq30QEiRooPEnKReXej+MRBGc8nFxnhfqIDTcTovXH5sVxp54R3l3ni1BMphihTxO+dJNzcJoiAmLRc0TJviA2fNBPdfUPF85wcRdxH9Sai36Jg8fjGatHTWhk/liqurfhIWFqPEgHxyigkuUg5Nkf0zmuvh8aK+BdL5y7i271RinimBHFworuw/GSriFWGcWmMk9EUlyLFWzmLgjGTmSJ264iixUxqEF3+aK8Y7YCwHrJVxCjl0lBPn6zMYG/hrDFGRV9cFXqq9p9IEzEBE4Sb5Qdi0cUkRaxnYbaiW1p5zFYxxHWOOJWmVDhLPNo7QdTPiz3TFI8qF2mn5ojqBfRTxOVY9hDeyjhUyXKfBotF3RuJ7ouCxVMFi9y4GWvh7DlD7I1V2OaTg2Kig4No0mKkWHLpca5uOXFxTqKR9zmRWytbPDn4f8LBsqdYePFJ7ri4t114ObiLkQFR+eNAKGS2dBWe3+7NjbETyrZeBeJqNcbwxG4Vg9TiHuUPDovpnt3FnFOKGFsJ1oxrYvWHbcUnq8MV40kI8UJbuXh+ba34xK2nCi5ykRkTIEa7WYqCdqy7r/JKJVx6zBWn0rJFyrHpwokPxIpruSNaqiOP3yfm/npGPJE/EcHeHYoVL1l8ffOk1JFQjZnsKNy79BBtnauLDiOGiM4FYqEVJLIuioXuHwjfyymKjPti76iWoufqSJGdk5MlEk/OEx27jxQTRv8sDihtSocEeUXqfkd+V2wd0kXMPvU4v4rkF+rrGwusGAcaY4cVfq/DInExVRoMaeLe1q+Eg+sYERCbkcdP6OUzs8Sjg1OFW55/lovUU9+L+tYjxdaYpyI2+Iy49jRLyOP3iDFuLcXogLsK3/tc3N0wQjh0XyIuP88dkNrHo6v4ZOtdxbjSpZcQL44jPXUVmvy5pjx9/WY+jC+mFGPR1VNMUs5FWVfEis5Ogla+IlyaNtXtIYeIpnmoqP5ONY76qbi2eoRwbTY1z/9lXVshOltai1a+l7TEP7+ojf45Clnz/LVcZCacE36DehSModRbd13rBiG0z31K/4hARXeR4/tVba2kaxf9kcmvqZgfVH2p/LpY3cNZtFx4QaQrKkp2/vHoveKRNHQKXaflUy9qykDb3IJn59czc77gg14tcZTig5BhWvVt+veNxG/PVdKRUbpOR4Z9mMyqjSeJy9nSETy7fIKLXd/FvbwJPLvA6plLSf2gG56Oiigu0+p06N+GIL99hKdLjRRxHw/foG+fRlg5D2R7oj/jPaQNMQtcO/fmA/xZviuSnF0bEc/xHcl81L0OZXQsqgsUKeJfUpx7MaCDE7kRGWWwsitHStAtYpVPADXGyegbl1KAY/EuRCIhK31Z5TaLzXO64PgSwstyBSsirs3fxF3Zf5jj+N5QJrQ8zuS5gUQLfWxFNxzyxw+4HhfEju3HiXwoPQE0weatAcx2t1M8atcUjyrDpLSZ5ti0yq3wbKyIQ5Us17IRfQa34NDk39gdnfu8KDdupgzOA/rRwUFhmxZW2FnEcb91H/rXt8p9ilaqLBXszQi9FEVijhqlKNegM+OGt6OJo0XuuHjdnQ4dHrNmVygP81RVyJzSmAED3lY84SqFhZUNFilXC2zn6BfD84Tzq+YyM/NdejbL143SznQZ7I7/qKUceKDlFXYRzV8/zmZLk/70VcbnSuPZsRGtm1fOk7goCREfwYkajahlXgqLKs405R534hV35CKW/X9E026gO+VFLKH7L2P5ngduRYqXLIG+RVEkp649/WeuYPNOX7o+v8heTe1NGvF18Ca86pVVlFam04ITbB/oqrBRE6xbTCDQ/zfmzR/DO0qb0kRLPU/d78iTeXD9Kgd37CYo8iFSr8ps3uCT2W9QqcQevgINug5meKdGOL4mORhzXm/Rlg7X97ArJCFfMr18ZgqRp45w1aYKDjaSV5VhUa02TZMOs+98Mg7uzallmcL51QuZn9qBXp75vrdqh/fpG7SFPeFPc3hqH4/XCbqVgNJF5wv4YurFcaSnri+S0pJTRL+piYpiLP5RdwgjOirwMHGi7ejvWDK1AzWlYFt1e8iho2Me0tvf5QskYvfx46i/qPvVYDoqbNWk6tuM/ulnpnasodmv5jcvQUq5U/YT8xctZeMJ6cm1yk9v3XWtG1ToaU060NHrYzXfr2JrJV67aGWso6AU5T3aM9DhACv25u5siISrnDx2k5PL9nD+mbReyiD65AWce3lgIyv53KtDGMU6SVcNvcqec+dcEKcA1/3L8Tmj9GDp3LuRzM20+0gmYCdzwvOjrtBtHTvHd8KrbhohO+PoNqwWpaUPatwJwf8UVHLdi6/PmTzO8ntX4WYGcclysFNkV3amWk4sUl61nITMsR2fjatOi+V7COtfh6YPj7HF8j1+cpQ4FPFnX4GcHakiNns11dOI2v4dA//yYPO6CbmTkUgh+tI1HhSIfSpPtUYu2OYs8IsvWYlwLeVA3TbOpPx4grCH71FTH1vRIapJnZ58P/kAQz5sw1ypnnNHvLy+ZoxXPQPFbZhiV82ZyikrOBz2kH5VHRXSWGBfoewLPCzsrJCWidp+Mrs2jPv5LVKiwwkKvEVszGX+Ck8kpV5GzsRfsJ0NFcoZIKA8O5pz/meg5nCsC7zdYUJ5W3tsktZy4MIjunbSsDhMusKxHVepPNnFQDcocp5eCeVJ04E5MZCyiq9T2+EeYXcSEa2tSDq8hfMtPmRSeRNEXARBJ6FlPxcqFgRG91VJ9NVNWUupObZ1O/PllFh2z9FS5VVlm7jR+3sv9gwZQZu5UgiHK55eIxk7ZigNla642LKYYtf6K35ulUJ02HECb98jJjyQcDKpl6FhyabTZ5amfMWKkC2F5AgwlSHSUnmCPbVsFSNI2Y+VKrHf9yfyZgH5vZwQnLQ4Sb/cmFPp4YGm8VhsVSmirnowKpHflOgrxqLz5Lo45T0sKEvNTp/wmR789auizd8pW2eTdOkkO5KcmVzXPj/0pIwznT5zVlZ6SX+daDtwFOPdLYE0elT/hp0l4aRl3VA4Sd22Zoi1S+EyaKhRvinvf9GIeRuDuOJVH4ezJ5HN/pkRU3dyMGwkb76RxKmDdry7QHrVUc91mgY2+mQZYNaS2AgyM6QnRA3pMXIsvRxUyI6fwoI8SUyp1KYXX7r1Z/VfEQyyjWfjo1ZMc1K81ZyZQSo2NOjhxfheTnmtYDwT84mo5GtKWuH+wUB6/Dif5Yc6M+zqadz7zcpzP5pa/Pvy0ok7uIDpx1uwdWcf6kpvhkq/7Gts7OXBhJuqGo1ga+yvBftEtVhrWk5K6AHO2byNp5P0JM4AuJY2o7SJvraiVTDItqDB16s53XscIRcjuBS8nw0z+9P11p8cXdwNhzynq4OGXkXmlCldYCWmV6uClaSYs5Msn/ktq9M78/WAtjTtXp/SR/9gdcGKBr7KJiO1wF2FGv100rQF2WZnkqarqRqlwi9TuH4+kfbvKWIgLR2p3SCLTVEPSU+K4/cLTRgx1g4ZcpKvBBOYUp+xjRxfWLTr5lMCfXUT1llaqmorxn1M7otCmTfY8UcMb336NnYGs0Gd7BWFcswajGTL6W6cCQkj8tIZ9m7wplvXaAKOzqWrQ1FvpB8T6n8Jm26tcSqVTtypVcwct5709z9jQBt3ujctzdGpQfoIplbHgjrdBzFk8i9s39OH+u1NOPHnbp5Nm8xQDytFXUU/NujByPG9cFChMH6iykWxkqp6aSJgSF2V9EvoNw0+FpVyafqr3d9lSzH5mpq80jwzHN3fw92mqPZcVCHV5z492htk7aIHnxeqWNHwnY7Un7qNXSGeNAosS585H8Pd9XzxVxhfVormr+ot8bWQHJIB5t4X+OdnlPi+NZeUBa7N21CfW9yKVQsmzYrhzPGb5L1zVb4pvUc25dSK9az68wiOA1pRSeF4TVyb0bt+IqG34lF5fSH3pZwzZ7ieps/rjjJKu7Zn0AdZrF08HZ+7beheR7nVlK/4y0tl8Cy5oPSG5SUtJH9h1tlmfD+vr2IhGcuur+YRlN6U8TcEQqj+8yvGQlKSWM7Tm8cJyXvMWQJcM6O5ePQm1j1b0sC6nP62ogW4rNCldFkQikWtFnTqO4zx89Zz6owP1dfsJ+ShhqclOXQE6c9S9HvJgSwS7t4k3rolbRoU/HiNFpG0Z4todk75lMnpXmxYNoH+7zSnlq3Kh3hSwvA/rHzZQTuZIpeYVKN5bw+4EcODDNVxk0Vi3D0SLVvi2dBWM1nbenh2cyY+/C4Jqk011y48Vx5LaFBl6lV7LbduKVuqN3bkTmgQf/pdoMmQlljn+ABp0RlMnIMHTV2lJxFF+JVE3yKweaFqmVp07FiLMtKHykO24R3yVNq9fbW/rEss67KIEItatOr0AUPH+7Dp1D58qx8puBWtt1RPubnnAg/kIGJ3M6XLfNJHLWfZhA95541a2JZWKihNuvs4HK2vvxM8j7oFM8bRKf0wfn77eegxmXXfKj6dJMmn7MfQW8TmhDUphZZuykI4fl3t5TllsV5/8/XSVN2wuio5lMBvSiQUY/Hm8QiiC4zFZ9zet1fHC6VFmYcK83cm2DZ8i26WNzkecb/gARmZt9i3I+wVfTy/FJaNOioebijx1fS3KLpraq8+92mqUzDPMGuXgjT1u5Jh0fRdhre8xoaVi9hs2QKP8rZ4dGrPk+WbWLbpPO5dGih2zoqwTtOPeYFaBlpMyrDwGMiCaWasWH6AKOnN65xfOrF7V7LugQn5X1S0pEHXfvS8N5/PN1ejS1PlHakU8tiUoQvGYrNiLbujlMtPQVbsARati8HcTOnECujw4oWsCu2H9KfK3nhq9W1toK26F9lIT+uqNagJT/BTHS0AACAASURBVFLJXedKsp5k2+ZLmiobIE9aSHrz8ZdnKWd6gXULfsp963rePPxiHaiSc/dRfDYmdk40t3zIzTjpjfU0HsSY4GSX33Poi+vZ04TEKieYdGIDV7PwTncWftMRR1lRbEW7LvFrt3Moj0duPVn7ZtStKD1JNMGmmguNSCE1TbG4zIrm8LZ9aDzj5eZf7DyVkOckRXII6/zC6LPwS94rTniEqtg58WzxWFa2xcok135FYiRnz8ZDeiaZiVfZcykpj7dq05KlK/DGZ9OZbr6NP/ZF522nC+kt02Uh9PhtHD2qqvStKjNZVbpMGks7/w1sCXuskC2blMuBbAoo8NhbtZWWtCDrTgj7bOrikhcDaYF9jSqweTuXm/bB00bx9FdadErxknlvPGshqTG7BPpqpKctU4apmRpuWQ8I3TSbT79cTnpdJ7VvZ2qjY+D8+AA2Hsrv5xzqssa8VVefYAEz7JxqYpl4j7jELMh4RIyZA9JXjnLik5PKUdmuvCIuLpvEKxc4SzbpmekkXj3OJamNXj85aU8ecP5KPCbOHnh6NsPNVk7SY9X32K3wGDqZaTb+LN99J89uyYpm7yJ/HpgX5amUdr00iWtYXVU46Os3VZrkJRVjsfvBlSzJG8fSPHOYpfuyqFRWmsKLOA8Vw9/JnDox6fs3OfjLKvblvb0t+fY/2WdqjfS4RiQcYUa7OrT7/jhJyiVAniIvK1FE3bWIUejcp6VdXnZJ1y7iHnvHvo1Nu+85lqDveFJwN3Ph7X5Nubz8OrV6NKU8pSj/Zje+qLiKCQHVeTvvYZph5t48ndUSJjNmzJihlle8y1Llqdm6LR4PA5g1fSVnb4dzcNtuIuw/ZErvWpirrANlFWywvBfC8/fH8lXTiio38qaUq/kGHT0SCZg1i6Vnr3Pt4A52RDgydEpPXErf49Bvv7HG/yAh12NJS39ELE541FC8/JAnuQxzaznRoVUYMKEVdopJPK9YV0KabBctZ7P/ESLupWOSLqNSPQsiVvgq+D5CRgYWNepTw8qCSjWqYXvSD98jt4gJ+Yt1QTLq1opn966VLJ11EftOVbm5cXVBeg3tid/ux7LNf3Ei4h7C5DnySnWpb6/rFSE5KcG/8sG733A4NoIT+/ezX/nvwBlSun3JxA419Pv4tBb9ZVbVaeD2iG0Ld3A58jjBDh8zoo0j+Wv4wnBN5sqOVWwyc6XuNX+2h1whZNsifrrgxnTfSfSpVV7xkor+tqJJVJEQgn9UJhXOb2JLyFUuB21n+S7BwJkDedO2DDLpZZFK1ahre5IFvoe5FxPC7nXneK2uHWG7N7B5qR8H7bsw2MOah8EnsRo1la43VvL95lNcPbuFeT+cpdroH5nWpw4WMunpy1YWLduI/4mL3BNy0uWVqGcVwYrFa/APDOF6qgxSLahRO5m9v6rZTuO3aNvGlaR1c/E7F0NsyD62nCxLv0mdyFw8k8Vh9nz6RRvS9y1XswdnrCLWs3jNdgJDbpIqSyPVojq1kw/wa54sAiq64qaSF5X6jKexqVg1dMPeujqtOtbm/o75zF1zgsjwQFYsP0/FIbN06tawvgOW9g1p314QOGM6ayOiuXHEn4D4ClTLCOPwlmX8tCiFFsPfweU1HfejzyLY5jOXmd/9zKbIBLJSTHFoUgd7MxNMHl0k0O4TlnzeBEseEfLnMtZt2czqzSd4YudA+bjHlKlTB0dd9NWMQ1a2WpH0LYBVvpGrUQURd5AfJ3zP+qBLhF85y+mzpwnYd5KQw7vZsW0Fc4Z8xvQ/Y7CtXYXGXQbSrVa5F2gYLEPdP1ERN3dLru+8gUmFUFZtOcuNy0HsWL6P9IHjGfamvcr41SaFCVYubrg93cHCbReIPBiBw+eDaVOpDKVsXXmz7n3WzVjBuYQoQvYHcPK1Lkzq8YzF05cSVrEvX7wrZ99iNbvX6DMbUMdJRuTUYXj9+CtLly5l6dIl/Oq9gLXHEqno8QYNKpXBpFxNWnesw8OAeUxfeoLb146wbcd17Id+TW+X10jVdzx6uFDVVZNeZmo0pHFUm+bNPGhRHF1rpHN0yQo1H++GfZ5NFeY3tfWLlF8KM/umdOtTiQi/b/lu7zXizgbwZ4gDw6d0o6a5NP7MCp+H+nbHww4SiuzvcrFpVrMyDs070scxHL8J89h78zZn/bcTYv8xU3q65s7vyZfYvGgtF207M7BLbcqpzPm6NFQvk0cf4relq9i2+SChsY9ITHpIwt1rxJWtrWGO1EP33o1J3rJM57pB89xnT0aYnr7fw5XXnUuydnnC1Z1rWLk5GPM2fehaJB9SmorW6YSdr8qwCZ44SjsHpctT9lkY8W99yhcelfJfkCrCOk29Xwq7lkmvfxdW6d9Rns7DyNs8d3TFyRISD81l+uMBLOpVVWWx+u/Q5J8lZVFwjWbbYE96M4/YVQXjnf5ZOhmlMSJgROBVIyCSjvNDP1/MvpmDl2d1LHMWG9mkRIdyfPuvfL2hHusPjMW9hDssr1ovzfyK4jc1UzDm/q8hIEgN+onpzwbio+nFyH84HDoeK/zDJVcXL2E/U91b8tHaK2SnXGTdtop82tnJuJBUx6mo10Zci4qYsb4RASMCGhAQT2MIv16RmrUdFAtJqZIJlk71cG/iRvUypRDy/8izDaPf1GABxiydCIgEzhyS8V4zLbHsOhv//YWG2+b+u3WxKI+V7BbB1+4Qsu8mtb8cTjtHacvT+CsRAvriqr79JoUHSFuteVs9JZLC2NiIgBGBfzkCMqs6dHoP9i+cw4KNp4m8EcrZE3vZ8MsfHEzzYMzswTSvWJSYyH8wIPr6zX+wCkbRXiUCz7i1+TcC3T7mo3oVivgli1cpp3Ze/6Ftbu1KGkuMCBgRMCJgRMCIgBEBIwJGBF4OAv+dbe6Xg4+RqhEBIwJGBIwIGBEwImBEwIiADgSMi0kd4BiLjAgYETAiYETAiIARASMCRgR0I2BcTOrGx1hqRMCIgBEBIwJGBIwIGBEwIqADAeNiUgc4xiIjAkYEjAgYEfi3IxDNtiGdGOK9noOnz3Bsqw9D3vqGwERtp2X92/U1ym9E4NUjoHKI9qtnbuRoRMCIgBEBIwJGBF46AvKb/DHxI/7AEmfPT5ngM4F3lCcvvXTmRgZGBP77CBgXk//9PjZqaETAiIARgf9tBF77muDMr3E3znj/23Zg1P6lIWDc5i4RtNkkBo7HRiZDJnNh8DaNJz+XiEPJGscTOLoxshz5vNgWV8QzP0vGvJit07m1ZiDlyvXAJzipmDQM1CwxkNE2Ut/KkA3eRpwuskWpq4sOWvpMfp0179egXLv5BKfIdVIoUqHB5C4S1+JVfkmyym+t4f1yVWnnc4aU4kn2ilsJsuKOsmhoX4aMH4Znrb74nH74Es53f8VqkU7csV8Y2nMo4z/rSK0eCzidpLYVLe4ROGM4fT0b49H1Ywb39cTFxZO+gwczePDHdPVwRCazwcXFA69dsfkKyOOJCNrBykUL8Nt4nNspanTza5Y8VaSx+k+fQ0oOxz+Sgkjm9uGVTBvck66DJzLHZzaTvIYzxmcHoQmPiFwzljGq9vNPUaJItvVqhTYuJvXGO43IlaPxCVGdbkyw6eTDo6gN9NObjh4V5VdZ+f58Qoqy9tPYpjKdFpwjasMQPZj+c6qYlq2AQ3HF0YhDMYnZdGLBo9ts6Fe9cAJFqauTmrY+K01ZG2udLYtVaDC5i8W9aI1elqymFtg4mBRNlr+zduYVVo/0YlfzaSz97iv61Usn9nHa3ymRAXgLMiPXMbLLEZp/v4jvvuhNvacPeJymduMkq0KnGb4s/Kot9Yb+yIpJXajg5cOfq1axatU6dgXf5sG5ubQulczzDOWC0QSzsskkZbjS/fOR9K4azJheP3AwLt0AcmsioWWsavRNL2kO0STWK8vTNFe+DObF4yNSwljzeU8+3gTdfTaya9U8poyfyly/pXh/XIED3w6g/+c7Scyzn5che3FparGt4pIzYDvjQ399wRQPuHz8DjR6sYHMtDTmL2YXO0fcj+D41WxNrLTS1N5GhmlpM63t/nkF5lTt9QuRvYonmXYcikcPmQmlzfVcaBSlrk5xNPRZqer0WnGeYsKik1uRdNRN6eWXGgzjfFFLVe3Nisje+Rn/9NTDqxz1z8RhkBWlLZzw2u7/T5dYD/myeXj5LP4pdgyyLoOFwwi2H9KjWYEq6cSF3YTGHzFh7FHm5pU50nX+L3lXvNmV3hYdGL3yHc5MaYFFfolhUlrGqi7fZOg5xDCKFJOKjrmymBQ1NysOn7QI1n71CZ8nenF64xDqlVE9I0+GqcPbjJr8gMubJqN2G6NZhledq8W2XrUYmvgZn0xqQkU9TyRzy9+XH39/ol5i8GuREon/wl/4PVN/0sVpoz/1f09NIw5/V18Jsh5eJyQsmpT/yNHKfxeSRr4lQEBEc2CaL6cSzKnVYzLjWlQCskgInESdd1cSqXxQKTOnrJUJd6IfkVoCdkVp+j/jm17VXFksPs+I/HMOn/9Ris9H9VJbSCp7U4Zp1Y6MGOemzDD+1RMBAz2ZlOI+JuHS+SeScOLdiV40e3KPNKfKpJ89SWyj4cyY+D51LdOJ8PuIeiOlO+nh/HmsE2Gr13J6611q+G5kST9XSktxM6c3sND3GPJabtilXeVETB0+/WY4XWoJwjYu5fc1v7NwdyptvWazwHsAjSwziQqYQp+PlpDYbAiT53/H0EavEXdsKVN+OoNt83qY37hATJMvmPN5GxxMVe9GCkMqmYjtq9h17BI3iObImoVw2Bxea0q/ke1wUlmOy5MusGn6AkLMbDGL3MdBi09Z5t2fepaKJ1tZ9zjkPZtVSVVoYPeMS3sicfCawdQP6mMpifQsgu1LtnMsPBoSj7DmZzhcSmLVl5Htqmo+r1PvNhkkhW1i+twwzF4vReT201iMXID3gIa5vCUYsmI49ttsfjppQXN3c26cSKLJ2Kl83uZ1NBuKvv2ufLInxXqdZvXC5RyV18jBIPxEIvU+HY1XFzcsZar0nBm09TCrejmq2FZb5h34nmrHtryIcalrhWNXqH7ZpETuxe/HlQTbNsHDKokbT62xSsgAu8LsRKVcnkDYpjnMDRG8bnad7QetGLlsFgPqWSnOipdiw4pim1IcZSc6LwwFRrA19ld6OSh6RDwhcvdKFqy9hGUDV8rEhxNp0pZREwfSwsEcCrM5FbH1SoonRGz2YcaWpzRqZsGNE/exq2VNmWoVuDsniAYBWxjvXo6suGP8NmURJ22b4G5+mxMxjRk75zPaSDJRmB0oJdG3PyR6OvhJ/e67kPX3yuNsZ0ryvTvcvRFPg5lrGF/jBKNdOrNQCs8dtJXYVb0UIRYK3gvWc8nSjfpl4gmJNMdz1FiGtXDUMh6kfl3JvPV3sHW2wyw5hpt3r3G+wSxOjq/CwRf6MEPFH7bFOziA8e6lVPLUfeQqptidYfuRIMJJBH8/fG5VxqnDIPpJ/u7QL0xedR+XBrakXTpGmMMQfpjai7pK/yPBWpi95MQtarPNDB36uWvBRGKqy6dbIZNHcch3I0fO/n97ZwIWZbU+8N/IoiGKsgVccUMMFbUQtdRMzK1cU1P7p7m0iC1mqdU1S00tC6+pXYNcKlELc0VScUEtTHJBBQVXMFlzAxFQhoE5/2dgBgacDeV283LmeXS+73xned/f+573nDnf+T7iSwwfHryI5PrN6R04lPb2egFW5xYGv5Vcjd7MmigVgYC1e2valeRTU9uuHo07eeGirUpkJRK952HeWNsJZ4N1aRJvEhe2hEWLviH0qCvPv/8BH05+hDMhi1n05WaynprErPkzGON1iVVvvcmU77N4aspM5s/tyZ8zn6nYVx3Om49NWjnMjiHG5DVn16IMfg9dRvAvSlpq/CPhOOltxvJBYD9aavxDsx9Z2w+8vtjFpiZH+c5g/Crta8FfbCTNuTEutrmkJV3i4vH2zDn0Gg9tMzVWasruI2jGD2S30IztieyM9yDws/d4vrU2Nlokh4IzFo7JFXAVJ7Pvu53kNZxAz0dNbRmqj2+/EfjfrqNXXGmmfxmK0Yb6t33pOGssHnWwMdHHDMUQzThgTjb9cdXEGKofJ/Q0t/hQVOcnY5N4CXvhMyVCpKvUpTWrLouIKU8I+0HLxMncIiGEWhTEzBdN8RTeI4PFyZtnROgQXxEQ9LvIFSpx9Zf5IqDL5yImR5NX81GLwotrxQu+E0XoudzS84QQ0ZvHxJTITKFtRYiCoyKo/xfacipxJfJ94eMzXUSkF5RWo7oowsZ1FIOC48Sd0pQq/a86FiS86CGCjmlkqPQp0RtBx5kiMkPbXk6UeM/dW4zbdFkrY7HIifqncLcfIpaczCnRQ5W2RQS6dxCTIlLK9RC54lhQD4FXkDimqtSO0VNTZVQiY9NEAQ1Fx/d3iowSu+hkCRSbMrSNqNNF5Dtd9GynFqrL68U495Ei+LQBnfVlscjuQqiv7hezAgaJ+TE3yvUtPCdCX+ghxoUmlNlFnRImRuIlXtqUUtZKaVpD4RUw2wRjExzM6qcWd86tFeN8hoigozr51EKVHiGm+NgLXtokMsqkMXaQIja95CWgh3g/MkWUkr0mot7rIOzHbRIZJc5qiW/qbDax3D6iUKSEjRegn5YrzoVOFN56fld0bpXoZ99QdAs+JYqEzs7mfE4rt1kdi8SNqJnCp+HbIuKKRju1yI/5VPg2nCQ2peeKjGOHxbncIqG+slO849NFTIm4rGVwR1wOmyjcB30jTt9RW+gHltvDdHtKkb5pkvCeFyO0PVMIdaaInDKsvC+rL4mwkU31bKxt2zug3I5FZ8Sqfp6CbsEiQReaKrmBOn2TGO89X8QU6KJSkbgROV34Bh3TcjBkQ1081I8tujRDMVIIUdLfKvYPURJvPEXvJbEiXyOX6pLYFPiY8J60Tet3mkRz/mLaN/PN6lcJSMmpJTG9RGBtnNL3b0P16fK+XRIfNHHZu8MzYlgPb2Hfe7x4td+ben1GW159UySsnysC3/5IfPHFP8W4wYFiceQFkaszk7FmdP2H58Wqc9pRQ31BhA72El2WnBBKXfUpYeLFKZHiRll9huxsIjZp6rFoDDEmqBm7qjPFL7MGiS7zD4mcMhnzxcXQCcJ33Fpx7o42UdsP7L36i4+MxS/1ZbFpfH8xL+ZmmTDqG5Fiim/5eGV8rNTGwt5Lxcl8TZsFIm3TW8Ld+x0RkVFYVp+wRA6Ni5sak8trKz+6GiEm2lPFsVVb3KL+Zcjuur6s69+FJuPRPcUQi2QTwrIxtBxXVY8s/dln8eQUHqbTk+3x0K3+WTfm2Umv0GXbIj7fnoJAgZWNLVbUoeuIZ2nn4MOYLafYN60z9rdPsPqDEFRjnqVjfd1qlgIbr16Mffp33v7yAFeFAptWfXj5hVusXn+IzJLbaoLbp3/j5IBn6KApd/sEoXOWk//8QAI8tLsZrZvSe1R3okN2k6D8T9yLc6dP4Iv0Lll5AewccLG7QHTyNUrvrtSiXtt+TH21J495aHbpKLD+Rwd6977Jmp/juF4FwveWtReBE3poV2VrYefgiF3eWZIzNBv3BbeP/8icLwXPD+2itZ1muf8pRo04T8jOs5jfqm7O7jkcX/05c1TPMKSjo3aFDrDxov/YDoS/vZy9V0ufODK0f6g0rQ5eo0eaYGyMjAX6iVR2LJjHxsdGMaKDTj4F1h7tebLTw8YqNpzeZwwTentqV2rq4OBSj7zoZDI0jnDPvnn3PkqRsZsFb++g9Vtj6aP1O6vGTzHlX4uY2acZVlS3z+VxPuYAZx0b4e6o+UWswK7JI/hl72f38Vu4d+hES/s8jocu4cv83gwNKGfQuPdzjIjeyM6ENMv8wGJ75JhpL4ubVzPIjNrGluhzXC8SoHCl67jX6OBqU2q/yvswtW1/33o8E/todbDypMeUT/hmZm+a60JTJeurb17lQmY0W7cc5Px1TY+xwrHraOZ1cNHeVbjbhhqGpfFQvzJdmoEYqZ9N/7heawZMHUPfxzx4SJNu3Ygnenfiwpo9xF4vjUBm/cWMb57684oZ/fQF0h5bFNMNlKtCUv1Rn7B2wxY2DoADkQb2BykcaD1iJsGLP2H69E/5bmswb/dtUX5Hxmhbtajv34sx7ntZFXmWQk2kvHaWQ78mcWjFTo7f1owjhaQeOoHXUH8cy254GbKz0Ub0LpgbQ/Sy6h2atmtTlMfX8cEcBWOGtKd+mYx2ePUfwdPhC/hyb0bpmwC0/SDPayijjcUv9S2uXjhL1NbtRJ+/jiZiKxw7M25eZ1zNziYa0HbAWF7t2x6PhzSC1OYfT/Sg94Wd/Bx7rVwjS+Qoz/3XHFnQv0rG9LueT9D1ZZ2YKpPx6J5iiEWywf2NoTr5jX8bvntpPP89XanVpDXdmyaxYH8C10c2o3SB+R+0aaIbtEurLf4jlvAYW5pPc6BivK6Lc6OGZH96gBPzn6GvoycB/zcABq5j27S+BLYuIHZbJgNfbolmeCitB1y9IwleeLhMZnXaWUgqJPOWGlwqtlCW6Z4P7HBrUNfwrWhtnQqX7kxd1JW81ASidyWTkX6aHQlZ5LUpLOmU99y0RQUdaVDPmLnv8MfRaGIA7z0rWXhYFxWUpF28RVLBn9yiand6NSJVsPvwphwNPwzNX6VhBfRW1Hd2wzF7LXtP3GBAX1MTN/OMDaOwQL/sG/y69SwPz2iBR1nANVyb2VS3BtTTIayU2TLfrFTI4Gkx2acOsTXbixmt3con53W86PuaV1mJ6vU5G+o7OUFxIapiAdYKREE+ObjR0ln7GENxaqmdXV3ZE/wvynqfOq1km0hB6insLfGDjmcss4e59jLVtBr2DjN2BvJC98+g5KXVYwh8dzKB7Yw8Npdd2rbXjNZ4lvlCXZr3HcdrZWTvPrBqNYRPZ+xl/AvdSx/+8OpDYOBk3glsYzIu3F2TLuXuGKm7cte3wo0np86nW14q8dG7uJSRSsKOeMhrR6FmAo15fylO1MRf43HzWqP3+XRGVJX0szym36VRFRIUWDu3oe+b7/HB9n9XoZwFWev78dwb7flifTRnAn1xP3IIxbxFTJy5jaj4STzeOZuYKBeeWexoQWXmstxLfDNn19skhmhiuxvTGlZ6ELO+M40cT/Pp3tPMH/APyjQwEb+w8mHYp4HsHD+R7p9r3mziTUDgJN59ZwLtjMS8cq2tcXnyLRZ1yyM1/iC7LqWRnrCLBFS0MfTktCk5yiu1/MipBZ26uPPNoRQyNa+cqjAHuEnc+lD2pOaQduAHlmy/QoeXJjHq2REEjmyPvdn+ZakYdibjkRX3EEOqJNu9+JhluhmbXVhWuoq5bOrYVJokVqpAVWh6Q7RKM4hpyljj2n0ob/qMInRHIi85X2H9jW587KntLCX1ONJ2cCDThnrqNTKN9xbrnd7zoZq8uL0cdXyKAE8jA9JddWv2ixxi5ZyPCFX2Y/LoHvgN8sXml+8JvSuvfsJN4sJP4TjwyQr7M/Vz3H1c1TICVaFmJaUdgye9W74fT1PxtA+5X2Sldi+mMN/AqkGZ8EoKSo1blnL/BzoOfub1u/YzBabEu39hSmuwyDcteydUsaY/mJTrXn3OWKV2tBr0EuNnfMWWncPx7WXFbz9s5/bHM5jg76AtpLVz28FMmqbbf1h6adp7mjlNHEs/MSW11g+KVRbaw0x7mv2ZOXWZvDGaYYePcfL8aY5F/sScgaNJjtjCsgGe5RNxndoWt60roFPdjraTQ/l92FRiTyZy6tgewuaMYkDyD/yybCDuZRPTSuWq47Qog5iV85gaquS5yaPo7tcfP5tjzNQLLmb9xZxvFt3iZlX1szimVwOEWo3oNnU4pb9Wb5O8dSuXu44gwOV+hjkH2j3dB9+Zm/k5NoD2u+oyfP6LcPlH3tgRz5uuqexo2oVgu6oaVxebqhLXDTMybVddbDdcVpOqKlBp754Zz1N+RY1t20ls/H0gh2PjOX/qMJFhQQwckErEL58zwF272l9WQH+shMyY1cyZ+iPK515jdPcODPKz4ZeZ0WW57/1Avx0jY3ItL/pNHELD3QeJOn6N/n31foTTgPYjJ9OeIjKbp7Nk+17a6M8fLOhflskuKLZ91Hg86udQ9RhSbbJZpoGxXGZ/SxgraHm6QJUUxy9/+DCkeyvtqqTh0lbeHRnme5uLaTdKbimU5RI5ZCZdx35gV9o5a5e16vsxbJIfMat+ZPUPB/AY3Q1XbX8urSeLuOQrlW7PKsk8fJgLBfd7m1tNbtJBYq+aGhTLpC89EKls+/AVZigDCVsxnVFPd6Kls57T58UTvj/FwOsIcknaeYKrVXpPQVXL2OHdqTu+JJOccbui4EXpHD6YRNXfYlfJ7lZN6DTMHy6mc7VQn38RWZlpZNl3IaCd8e3wFYWy9EzHwQL9nNsQMNCLKwmXuaYvnqVNWZiv+nzTCud2XRlon8TBxD8rvrBalczurfHk3bPPGVNGcCclGWZPpa9yPyEhe7juP4N1H/Uqf6hNZ+e4ZDIqbCfRTGxjOZjsaJkfWGoPc+1duELcisksjrWmZbd+jJgwjS9+2s/h4CbGt5do2046mEhqBV+4zaXdkcQZeWl8Udxy+i+Ow67lE/Qd8TLTvviRmMMLaap3q/lusgLl7byK8e7uTGZSVGRsm0f/GWreDlvG9FG96dzSpeQuTWlBzcTlEHd8TfvLnZL4azxuJh76psr6VSmmm9HS/GV7WvbpQcs6CsStOMKCjpJ/908F89VUyKHAzu8ZXu1yjrBvl7LB/gn86zvj37cXOSt/YsVPx+nQv+09vF5IF5sqNHYPJ+biwEXcSmJ7GmlXK0ZxkZVJUpYXAwPamHgQqZJIRadY0X8psXYt6db3eSZMW8hPMbsJbnqg4q3qsmLlY6XI2M6H/b9E+fZKVkx/gac7t8TZRjcJ10wGd7M/aiOsYAAAGh1JREFU1fyGqrKqKxyUt1MhucKJDR4D3yF4PKz8ejPxFr+43pL+FU2qwTG6cv/ONxmP/qxyDLkf2SrAue+T/8Bk8gpHouPIKLm1onlCOJVdK0L5Y9xMPnjWwCqAvgp2HXlt2ZvUXvEDuzN0TlVMXnw4Kw505evZ/Wms8z3saTtgJEPSvuT1DU3o76dbGdHsV/RjwuJ3cVy1lu0pug4kKMrYy9J16dS2LatEv3WTx1YunnSyv05SZg6CAq6mW+HpUum2gakaSvaaXMH+YWccrErbF1nnOXLkCihVqLLOsvNUNgJbXDybY5+VRmZWERTeIN3WveKK/F3t3EsZ/UoU2PmPYfHHtqxauZcUne1QkhH5LeuuWmFeU3N2b0Dn12Yxq/Zmvt+dWnZbX+TFsX5FLIO/nsrgxuZb0Zf67mNjHCzQT9GY/u+/S8/wMDbG39ROzorJO72LnyKS7m7qXlOq0TcVnn15/9PHifpqNbvLXsCsJGPXD+y2bkhdi33OUmXUFORc5fiZK1h5+RMQ0BEfZzXZNzW7yXQfB/wnzOBjx3BWbv+jzM6aOBC5NJyrtV0t8wOL7WGuPc1KSSpr1x8sj0klotahV9dHcNKJrf+tbXtQ1Ld8U+armvixn+W7i3CtazxsXlm7hX1lsau0UkWvjrR20vwItsKxSQvak0d+Qek+Rg2X/Zt3c39/O6t0H1a2vRMuDtqVIZHFmSOnSvb0qVRZnN15muxGZvzFjG/WqaPAtH76ELXHVYrpBsqbSVJY21K3Qh4l1+I2MPuVqXyrbIZndfz9bdsWPDXSj9MrL9BysB/1qUX9xwfyhtNqpkc05alWFSWoIE7ZibHYVJbhng9MxwFHXDuPZ9ksWPH9gfI+IG4Sv34tBwbPYfbgplWbcl+JYP2+8hheIrjiUbq2Lu1NxsbKkv2A2fV42KW+9g5lMVlnTnCEYpQqJVlnD3JKM+ZZ+DHWjsniNt6MWBrKyubhjHrja/ZdulXhh7jISyL619K3CpTXY1n/yhKW9m/T8ahqfcxS2cq1+U8dWc2ePXt2tVWed4at//oF2yddOBf2M7EXj7A5KIQTvlMJ/ngILe1UpO77jmVrtrAr9hxXC3K5maGgsX8zHErmV7Wo26QTffyusXXBv1jzeyIJe0JZGePE+CXvMbxl/QpOr2jgiH1aLHeee5e3/Jz0rllTr3ln+vhnETF3LsuPXOBc1Fa2Jnow4cMhtKhtfDAwxkLh0JS2PjfYvGQrp88f5Jj7i0zs7kZh/CaWrlhP+G8nSRNqlGpX2jgksmrZGsJ3xXIhXwH5djTr6E/nJ1qQve5zQo6mkxG7m42H6jLy/b6ols1hWbwbr7wxCJ+GdXBo4YNP7laWbD7B+ahE3F8fS3fXOnr6VZbSykiZAuLXB7Niww5+S0xDWN1B7eqFQ+KPWhskka8oIN+uOf5enng92QP/6xHMnfUtRy4lELV5O4luL/DhsJbUNjX/Nmv3Ut6Kuk3o1ucR/tz6JZ+v+Y3zCbtYtfI4TuPn8vHwVtgpNL9O9XkKcPLG59Ze/m0JY/8WNPY2wq5WfZqb1K8Wtm7t6NVLsGv2LNYmpnLxQDgRVxrQpDCe/RtX8K+leTzx6tO0eMiA/2gmxUtXsiH8AIlpSqyUClzb2JG4Kpg14VHEXriBgkLsmrWn3aNdTfjmLeLuspk7xb98r2fHWjj5tKWZgz1unfow3COBkOlfEJl0iSPhW4h1e5EPh3hTu5YTPo+b8bkxjYlbG1pR7nY+uBn8wVWLOg7FnJ/5MoEL/s3y5ctZvvwb/h20mLW/ZuHk35m2rnWwqtecJ/u04nrEF8xa/huXzh1g89YLuE2YzLAWdTHvBxr/ttQevWjp6mWiPVuuHTtAilUxx1eHE3sxnuita/hZ+RxzXn4c58JTFe2GEz4dvXBx92PgcFcSQz7ik8hzZB6J4IdYd179cCDNjcQPcS2W8BQVDY7/xMbYs5yO3sLKnwVj5ozhcWdN/1Vg7dqE1s6HWBy8n7T0WLavO8pDrV2I3x7GhuUhRLn1ouet7XxtMEZW7B8p+bfJzcjHoV1bfNu1pXX2T8wOieFaxnH2bIzloZGvMli1mlnL4nB65TVGtPLAw5S/KEzHTa9bJ8zoVzkuldrRfEzX7FfTxakk8otyyMhpQDtft7t/xIp09i2YwbwfozmfEE/M70dJiNjNodj9/Lx1I6vmT+G1WRtIc26E46MDCBzYstJk05CM5tJscGqoJP54Y16eHoCHZjXNpj51b8dzpesrvOHvqrd9S18XTczV9dXaRmK0LfkVYp6JMaRsnKwkr6KO6TigsKdJtx74/RnOgs/X8fv5ePasWkOM04ssKRmXa4Gl8auJCzcO/IFVgzhWbzzCxdPRbF25G+WYabz8uBuasGF4rPSgjos3j7f+k3WzV3H0WgqxeyI49FB/3h98m2WzlhPvNII3nlGze5klcdSX5o29DIzJHiUyVCJU4VRh64pv38H0b/AHO7/5hFkrDpGclsChbWv5bm827V+fz8LnG2Hl4ks7D83jbDY4+/ia718+jtia7d+9eYZE0ozEI6ccU32s8niu8S0/OnZ+1Ixsr/CMcj/LLBpDdXOxCsgsOlFoHv+2KKclmTI3M9bjPSh5P6D+XkVLCss8DywBafcH1nRVEVxkH+SzkcHYfjCfwICm2qdhi8lLjePgln8zOawNP+59lw5V3j9WFSlkXklAEpAEJIG/GwEDSyx/NxGlPJKAJPB3ICBy00m44ETzR9z1Xqtihb1nGzo85kPTOrUQ6ur7bfp30FnKIAlIApKAJGCewP085qZXu+b2y2ZCfviJGK5A2FcsVL1Y+ki9Xi55+L9GQNr9f82ipvSp1Xg43+yyJyToZUbkeNC+jSu1xS1SYpNQte3PJ+uG4W/xXywx1ZK8JglIApKAJPAgEaje29wPkuZSVklAEpAEJAFJQBKQBCSB+yYgb3PfN0JZgSQgCUgCkoAkIAlIAjWXgJxM1lzbS80lAUlAEpAEJAFJQBK4bwJyMnnfCGUFkoAkIAlIApKAJCAJ1FwCcjJZc20vNZcEJAFJQBKQBCQBSeC+CcjJ5H0jlBVIApKAJCAJSAKSgCRQcwnIyWTNtb3UXBKQBCQBSUASkAQkgfsmICeT941QVvDAE1BfYM1zzajX80uO5aktVKeYrF3TcFQoUChaMHaz5q8rG0qzsLq/IlvxaUKedEShkbnFQmJN/hlcJclrxlCv3mAWHsv+K6STbUgCkoAkIAk8oARq9mRSfZZvn/vSzKD6gFr2PsRWn/+W5xbGYnKucR/1/7eKGtfLhrqODasolhWOfRdyIyWMkWUlDaWVXfzvH1j5Ehh9iZh53SySxbpuA9wtyikzSQKSgCQgCdRkAtX0F3AeTITiz0QOni2m/YMp/n9IahV/nj7G2f85Kib0qtWUoauOM/QeiCqsbahdqZyhtEpZ/ounVtjUtqTb16bx0K84fy9Q/ovayaYlAUlAEpAE/noCNXZlUuSdJ3zJV3yn+uuh/31bLCYveTtLFoTx38Oi5Pr5OOJT86i+v/L8d9Dr72t1KZkkIAlIApKAJHA/BKp3MilyOP/zl7w+agLvzf+MjyePZtQ7K4nJvG1gfxkUJ4bwZMmeMwUttLdVy9NaMPbHvUT882UGB7Sg5YSlhIV+zpQBrVAoGhMwKZS4kv1tSlIiptGpXj1a9JzMt3E3oSiNfZ8FMva9eSwMmsHYnsP54KfT5OlmJ7cT2fLNBg4kpELWAdYsWsjChQtZti8FNVfYNeXR0n1likA2Z2pu9t4mMWSINi2AhbF5ldJe48foTfzz1ecIcPRjwvoL2smYksxfv2LC4NElPD4aP4IJS38hs0gniDHTKcnct5DxY6cxf+ECPhr7LIM/2EBiXnFpAf29b2NDiY6Yy6uDn8Sx5eusT75dmqconV+XTmLwqKnMD5rB+CGTWPpruolb14LbiRF8s/EACRezyTqwhkULNVxWsi9VqRXUjFwV9gwGEBQVw0+zpvL+/M/4aGwAXSatI0GnAyDyTvPTB6MZMWUuQR+9zJDx7/LelM9Yv2Eh/QaGcFyp4WSKoZ6tWnxGVNxGZk35oETfsV16MmlNPHnCnF56dZTZW6OuOV21SMx+af5++QY+nTKYFgoF9QKmEKrxUUCdEs6bnTxQtBjMO2vi0HiV0Y/RvqWErF1McdTs3VSgGLuZTE0l+j5iaH9k4Tn2BU/l/yZ9RJDGPwaP4eOyPmJi76cpOYwKLy9IApKAJCAJ/E8TENX2yRXnQicK744zRWRGQUmtRedWiX72DUW34FOiSAihTgkTI/ESL21KKW+1IEbMa4rwCjomVLrUkjR70dR7tFh6MlNcDB0tGgYsEkdzi0RhQojozWNiSmSmUJflPyqC+n8hYnI0rRSLnKh/Cnf7IWLJyRxNq0KVtkUEuncQkyJSysuIXHEsqIfAK0gcK2tYV2GhSAkbL2Ci2JShu6gWBTHzRVN6iKBjudqMujRP4T0yWJy8eUaEDvEVAUG/i1yhElci3xc+PtNFRHopD6G6KMLGdRSDguPEHV1Thr5zosR77p6i95JYka+5rrokNgU+JrwnbRMZZUrfFDHzugmaPiZGLj0mbl4MFUMaDhJBR7OEUKeLyHe6CJ8pESJdpSmgFqrL68U495Ei+LROdkMNa9o6JoK8KtlDl9UiuXR2bii8AmaX+YIoKestxm26XGoD9RUR9X4X0TAwQlwp0SlbxMzrIRqO3yTSlRniWPR5kau2hKHWVvbeIuCjSJFRoq/OBwLL7WdKL2HA3hbqKjI2iZcq+7ShtMIEsWpwUz19NVBviF8/fsO8TYT5viXUl0TYyKaClzaJDJ29hNZHKvi41u/tB4ugozfK+oM695hYOqi9GLT0mMjV+tjd/dUCOcralgeSgCQgCUgCNYVAta1MiozdLHh7B63fGksf99JdZFaNn2LKvxYxs08zrACDe8msbKituaj/KUnL43rX5xjezg2vMWvI2vcO/vZW2LTqw8sv3GL1+kNklizwCW6f/o2TA56hQ31NRbWo17YfU1/tyWMedppWsf5HB3r3vsman+O4rt+O0WMF1ja2la4qsLKxLdGj/IIurQ5dRzxLOwcfxmw5xb5pnbG/fYLQOcvJf34gAR7aXXXWTek9qjvRIbtJKFl1K6+pwlG91gyYOoa+j3nwkOaCdSOe6N2JC2v2EHtduzqJdu/b9c6MGN4eB68xbMkKZ5p/A24f/5E5XwqeH9oFD2tFKYPGTzFqxHlCdp5Ft85YoU1LTiySS2fnOniNHklvrS9g54CL3QWik69RokFhMjHrD+Ho5Y6jRkTsadLqEbI3HOB4jisdunljf8cShlpb5T3K6NFP4V6iby3sHByxyztLckaBBZoZsLeFulpQeWkWG2/6vfQMrP2Rny+Urh6LrKNszezJoNb2JquxpG+h0PjDXR3J+P7Ih7sR8KgjJeg1HmLfnuFjn2DfjK/ZnlpYIk/l/mqRHCY1kRclAUlAEpAE/hcJWLIT3wK9i8k+dYit2V7MaO1WNkBRx4u+r3lZUN5wlofbNMFFN9rpsig8Cfi/ATBwHdum9SWwdQGx2zIZ+HJLbLR5FC7dmbqoK3mpCUTvSiYj/TQ7ErLIa1No4javroF7+f4HbZqUD8yaGor/iCU8Bly9IwleeLisUnXaWUgqJPOWGlwqD/7abAo3npw6n255qcRH7+JSRioJO+Ihrx2FlW+RP+xFExd9M97hj6PRxADee1ay8LDu94KStIu3SCr4k1uAS5lEVTioilzY4dagLrrW72rF2h6nRg0pVqpKJpfWFFOQnwdN2+Bct7SUZQx1NTvSoJ4+B136PX5XSVdL2rDBo98YpjYdxsptCYya1p7re/ZjP2Y6HpV9vEJ1/5m+VaGJkhNrXJp48XDeKvbHX2dkY49KWf4qOSo1K08lAUlAEpAE/vYEqm30LVYV/kUPbVjj2n0ob/qMInRHIi85X2H9jW587KlbSRQUZR5i5ZyPCFX2Y/LoHvgN8sXml+8JNWmOm8SFn8Jx4JN4Gp0Bmayg4kVVIfk40nZwINOGeupdm8Z7i/VODR0WZRCzch5TQ5U8N3kU3f3642dzjJmmFdDWJFAVatYe2zF40rsMddcz8bQPMdf0XeLkxRN+tAEDAxpT677kqlSz1SMMemcUMxaEs/MFH3opfueHjXf4ePEY/O20syuLGN7jC4z09aokWslpdeqqq9+uPc+/E8CCaevYN7yIsxFejPzOUXfV6Pdf17c0ItSmjo3hHzl/rRxGccgLkoAkIAlIAn8zAtUxbQKscG7XlYH2SRxM/LPiU7iqZHZvjTf+cIHyNrdK76pZjqa+H8Mm+RGz6kdW/3AAj9HdcNWt7ohUtn34CjOUgYStmM6opzvR0lnv5S2aScR+zYM2lT+5JO08wdW7L2gzCpS387BUVCvvjgzzzSIu+Uql28pKMg8f5kKBsYdwVGRsm0f/GWreDlvG9FG96dzSpWzVFTST3mhSjcpph3en7viSTHKG9mEcnapF6Rw+mIQlN351Rci9yM7Ya6i5X7nKatQe5JNypg6z5wag3P0dIbuy8P8kmI+eboRu+nvvDCu3ZeC8TC8D16pdV10bdnj3G8bzhLPsvX9zeWhfWtnoHFeXp/L3ffQtCrl9y9JNDUVcu5zElYZd6N7W0AT3fuSorJM8lwQkAUlAEvhfIlBNk0lQePbl/U8fJ+qr1ezO1A1gSjJ2/cBu64bU1VBzbEzb9sXk5Cu1E04lGfsj2KD54yFV+tjTdsBIhqR9yesbmtDfz6G8tPoWVy9cwf5hZxysSgdqkXWeI0eugFKFKussO09lI7DFxbM59llpZGYVQeEN0m3dtXeerXBs0oL25JFfoN2jWJTK/s27sVhUOz8mLH4Xx1Vr2Z6im74JijL2snRdOrVtjU0iVNy8mkG2vRMuDtob9yKLM0dOAYWoVFmc3XmaLGNzURTY+Y9h8ce2rFq5l5Sy2+JKMiK/Zd1VK3RruOXQ9I6sHPHs5EVWUiZZQlB49Rq2no5Ycb9y6bVRcqgk59pZzqRb4dWxOwEdH8G5KIebZfIC98ywclua3zvG9DKQt9p1LW9D4fEU499sROSplozo1ah8S0h5lruOLOpbONCkbXPIyaf0d4rG1w6xeYPGbwx8knawLeZa2Q8/cSuWdSHxDF/yJs966DaMVCxniRzi2gFm92xFz08Pkm3URyvWK88kAUlAEpAEHmwCVrNnz55dLSoo6uDWqQ/DPRIImf4FkUmXOBK+hVi3F/lwiDe1NXMnayeatbbl0OKVHEi7TOz2TUQ/1IyW8Tv5ecNy5ka5MaznLTZ+vYbwXbFcuFqA8uYNaNyGZg669apSaRUNHLFPi+XOc+/ylp9T+aBcywmfx1uQve5zQo6mkxG7m42H6jLy/b6ols1hWbwbr7wxCJ+GdXBo4YNP7laWbD7B+ahE3F8fS3fXOig0D+24NqG18yEWB+8nLT2W7euO8lBrF+K3h7FheQhRbr3oeWs7X6/Zwq7Yc1wtyOVmhoLG/s1wKJknWlOveWf6+GcRMXcuy49c4FzUVrYmejDhwyG0qG1sHm+Ds48vrbN/YnZIDNcyjrNnYywPjXyVwarVzFoWh9P4Xjjt/4kfwqOIvZBBgfIGGXji38yhlEOt+jR/sgf+1yOYO+tbjlxKIGrzdhLdXuDDYS1LbWHM6IoGtGjrSe7mb9h8+jRRx/7B6xO74Wpb27xcr7zCM8r9LFuxnvDfTpIm1CjVrrRxSGTVMq1N8xWQb0cz/1Z41jrNzBETWbB8OctL/n1F0Nwf+DXHCf9urXG1tTHD8BZx64NZsWEHvyWmIazuoHb1wiHxR5aV2CWJfEUB+XbN8W/eBG+DelWuoxZOPn507PyoaRsY1NWZZsW/8U0l/dv5uulN4OvQUFwmzvt5pnd9uNIDXUaMYknfwhbXZk1wPhRC8IFk0mN3sC5aQeuWV9j+87csn3sStxGD8HeBa8cO4fD2TAZc/JZPN8Rw9shGvvjsCE2mLODj4a2wU2heZ7SJpWV6CHB6hI7NH8bdXB+/dYoNS9dy0rkfY/o/Qj1jv5mMqCqTJQFJQBKQBB48AgrNY+sPnthS4gebQDHZMYsY+bmCD5YGEtDYvnQSLPJIPf4rW5bOJqztMvZO64jmefwH/lN0nfOJd/Bo64k9V9n34VfcfPNjhhpZAXzg9ZUKSAKSgCQgCdQoAsaWx2oUBKnsX02giNyU81xwb8EjHnXLV5UV9ni2f4zHHvGkDmoD+1r/ajmro71irkV+Qof2b7H2TB558VvZ7P4c/eREsjrgyjokAUlAEpAE/gYE5Mrk38AINVIEzV9S2f4dX6/9nZwmvrRxqYO4dZnY84K2/Ucz4YXO2ndGPvh0xLVfWPDqYi63bQaqx5k8cxit7Q0/Mf3gays1kAQkAUlAEqhpBORksqZZXOorCUgCkoAkIAlIApJANRKQt7mrEaasShKQBCQBSUASkAQkgZpGQE4ma5rFpb6SgCQgCUgCkoAkIAlUIwE5maxGmLIqSUASkAQkAUlAEpAEahoBOZmsaRaX+koCkoAkIAlIApKAJFCNBORkshphyqokAUlAEpAEJAFJQBKoaQTkZLKmWVzqKwlIApKAJCAJSAKSQDUSkJPJaoQpq5IEJAFJQBKQBCQBSaCmEZCTyZpmcamvJCAJSAKSgCQgCUgC1UhATiarEaasShKQBCQBSUASkAQkgZpGQE4ma5rFpb6SgCQgCUgCkoAkIAlUIwE5maxGmLIqSUASkAQkAUlAEpAEahoBOZmsaRaX+koCkoAkIAlIApKAJFCNBORkshphyqokAUlAEpAEJAFJQBKoaQTkZLKmWVzqKwlIApKAJCAJSAKSQDUSkJPJaoQpq5IEJAFJQBKQBCQBSaCmEfh/bOBWVRPUeSAAAAAASUVORK5CYII=)
Kaynakça
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(Taipei , 1988) 1-18, World Sci.Publishing, Teaneck , NJ, 1989.
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Toplam 7 adet kaynakça vardır.