Why is the calculated SLG fault higher than the calculated 3phase fault?
While in most cases it is true that the SLG fault on a bus is lower than the 3Phase fault, there are cases where the SLG fault is higher than 3Phase fault.
This usually occurs when the zero sequence impedance for the fault is less than the positive and negative sequence impedances. This occurs most often when a solidly grounded delta-wye transformer is located nearby.
Figure 1 below is a good example.
![](data:image/png;base64,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)
A sample calculation of the system above follows below. See also Figure 2.
Given:
Generator:
Size: 15625 KVA
X”pos = .1120pu X/R = 37.4 Rpos-> = 0.00299pu
X”neg = .1120pu X/R = 37.4 Rpos-> = 0.00299pu
X”zero = 5.70pu X/R = 37.4 Rpos-> = 0.1524pu
Transformer:
Size: 1500 KVA 13800V/480V D/YG
Rpos = .004698 pu Xpos = 0.079862pu
Rneg = .004698 pu Xneg = 0.079862pu
Rzero = .004227pu Xzero = 0.071876pu
Converting the impedance to 100MVA we get the following:
Zpunew = Zpuold (Sbasenew/Sbaseold)(Vbaseold/Vbasenew)2
Generator:
X”pos = 0.1120pu(100/15.625)(1.0) = 0.7168pu Rpos = 0.00299pu(100/15.625)(1.0) = 0.0192pu
X”neg = 0.1120pu(100/15.625)(1.0) = 0.7168pu Rneg = 0.00299pu(100/15.625)(1.0) = 0.0192pu
X”zero = 5.70pu (100/15.625)(1.0) = 36.48pu Rzero = 0.1524pu (100/15.625)(1.0) = 0.9754pu
Transformer:
Rpos = .004698 pu(100/1.5)(1.0) = 0.3132pu Xpos = 0.079862pu(100/1.5)(1.0) = 5.3241pu
Rpos = .004698 pu(100/1.5)(1.0) = 0.3132pu Xpos = 0.079862pu(100/1.5)(1.0) = 5.3241 pu
Rzero = .004227pu(100/1.5)(1.0) = 0.2818pu Xzero = 0.071876pu(100/1.5)(1.0) = 4.7917 pu
![](data:image/png;base64,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)
Z+/-thev = (0.0192, 0.7168)pu + (0.3132, 5.3241)pu= (0.3324, 6.0409)pu = (6.05 ë86.85°)pu
Z0thev = (4.7917, 0.2818)pu = (4.799 ë86.63°)pu
Ibase @ 480V
I = S/VÖ3 = 100MVA / 480 Ö3 = 120281.31 A
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UdeemlO+eJuLvOfWl/SroiE7KPiMjrvqaM0raT+9Miv/ah+0YesM+u78qEHPH+B4AtbxcRWXsD6rlpvSzpdV58/oOw6ezuVF82XIc52LRWOtJdcy2JooYRihmkvzxTZmTRa8/baSWV6tfPERFZfzNg12wQkZkjP3iPsvlNkzIlPZHppSKTsqj7fJFXXf7PNIzzYd7kE3eff+Cy6YlFb95eVkAI7Dj/hRMiPVkk0yKLpbfha1VDuH3dxKTIG78Ag3T1O6UrcuRlO6lt84mdSZk54MPf8RW3nimdSVn5hw9AihDQMkRNUN120jKZlNXfCDllHCkpcJ89ZXqJyLqv6uyYWzdIT2TVh+4uEvecf5hI75cv2YFSegI8fN7BIhOvumRHPiIEN5w4LdKXjkz2pft86UlvSla9/5vw9bWT0pdjbkgM2HK2LJ6QAy65p/Fcs066Iq+94H4S0OyK1FVOCKTNZ0zNSOed1966Vlat2fDSySM+/PfXbBCZOPaLzMdt7+xLryO9RbJC9l38XJHJjrzi3P8eGeHIeei4bWNHurJ+K3E3bDuzKyKnbAXbvFpk2YT0ZJksFZHusqlu5zXv+0HDllMnZEJWfehBg4WDaDQO9uCfpceopaWl5X9AKkDraLtMQUv/wGVHdGTmoMvvR4lKSEViDvzW06ZFRE6/mZS4dr10niOn3RB84CsnTktPDr7gQcJ1x031pLfmOg8RfAMWCVtWT4rI2VuB+Jdv6y/uyKr3P0Bg+1kifTnyvMcor964n/Rk8rdvqaHZevzM80SO/ywY15zZEZFfPffRfG7ohjXdySWy8j07fdJt75KuyIk3JebZvn66J50Xnn+/b7a+9Tkii9beGhNJv7xG9pElv3PraB5Ck0tFDZqrT54QkRdf+gBQlmx7h0xOyxlXW4SrN4rI5KqP30u1+bQJkf4BH/+hxwj5lNCQ2igbQj5hpPpPVxzcn5Llx26FsDvdeMp0R2TmnJsb8Ne9TRZL/5jP266GzafIft3e6m1NgL9ZKyJTL7jkQYMbNnQnRQ784H0YN549ISJHfPBBCptvyKVK4KtyywnTIhPrr02gRsyHjnT7W6dlQk7fBhQ3nTIx05NXXLXDOR654KhOTw684jtURIs1/Ot5q7oycdjld1YlaGL4hbeJdKdXXr7Th2qhRLXCInb1qTIxKSfcbAS2bpCOTB14+YPA376tK135xfMepY4VCr7eY5AU5q45bkqmDzjtxJUrTrnt82f15ZQNp05J/8Cr7vRpdMsx+4gsOejd90DpcIwtPF36FayhSAE2b5yZFNm4PaJluOUEmZTuOZuMsPW3lol0D/+Te0tnCjxWaigBvWat9EUOvXiHRiA9QZUgDvOmeEtLS8vegVQAc5YgDWog8tkzli0XOeTCHZiH+OD7jlx1xbe55oSlncn+STcMoHn0Q78iIr13bqUJfPq4KZmSwy7YOYbNq0V6ctRH7tldEQ1SgPi3b5mRfbov/dBdezy3nCBLZOJVVz6gpM0nTonIKy942M3feOY+HVlywk2OUDz0yYNFpPPOLdbAHe9dJVNTrzn/nvE8eLafMiXL5YiLHgRuWisiM6dvUyN9cYOITB1y6b2ufOAjv9ST6f0//L3o4Nq1IiIbb80ahALHnrrxcN8fHTGxorfvx/9xzgdKrjtdpnuy+mZ03PzFmf1FE/Kyix7Cmr97w7K+SPddn56HuVLDpjNk9WdzeckYIHr41uWHSk+6a7aDq9P2s/uySNZ9jgQPnH9wV0Te8ZcE4hePn5JF8spP3jMb9EsnLurK1KqP3TNvOZz3X/+xe0emd//Xo6QrB394x3gun/FKJZQRqL9x9FJZLId99J6nDHyiYUT69nFTInLUZXcp7ppjOjMy/arLH3KBf75g//5097Ar7yXgzcA/9L79RaaO/PB9uiCdqL/+6n2mlom863oqahLXrpl65/VhyK3vkH26vZOvDily01nSkc7+F99F4AfnHyy9icVX3at7ctXSYE8FKBjfuezQ5SIrpL/fBfew/cxer7tcnrvy/B8OAb745q4sFtnwhafwcQjXrN/31G35leUcUOO/d/FRIpOH/N7jAc/WDSKy7Ky/qQY0m09YPLlU5LQtjkSod193zuTGm4jcfeXKrkwc+Cc72QPwd8cumhA58VqyXqqlpaVlr0AGWeSTHRHNGOfxfOJs6cji5SLS7cni52zYVA2MT57Zl750ur2lL3vBi/vdJXL01yoPtx0vS2cmfunDOyCEIV85el/ZR2RGZKlI/23XEB/bcdUb95W+LJFuf2JCFsviX7/0jvloXz5uRnry8gsedpFw/eqpXq8nne70yv1f3utKd/WNNKTiH8579TIR6ckLVv+xhVvPnJIZOfwDd7mSzcdNiHTWb6FBP7Wxu1xk1aUPGP7xOy98lfR70pHFIovl+dI9+esjxpgZHtdAqTzw/sNlch+ZkJeu+bxP21f3ZZkcd5ON4MaTpNub/OUP7gQKBjv/8MjOMhHpi0wsnhLZsEXHQB2pwFyMd/z+EUsXd7pnb/r+EIhu8/qlU90Jka6sfOlLFj1vQjbeECHGv7/yoOXSld4K6cm+8kKZev2l/xQavrxGuhPyK++/f7cRv/ahQ6ZFpLviRcf9ZQqgmC+IjAgM//4N05OyeMlikWUii874c8L8g5cf2+ksls5iWSS/ICJyxMd3VAUPnX/A9EznqAu+HWEuGjSPvueVy2Ry/4/e8aNI07gAjzv+5bKDRTq9vkxLpysyecwt4O5YJ11ZsWZLArvtVBGZOvTjO4EnH7jg1TLRl+7zZe3HVasRoE8QAop78KrDuh3pyOlfKPTui1fJYun/8vvun8VBUk33vPtXniPdF0t3ybQsl0k5ZzOOQSAbN0fmn7jnyvVLuh2Z3FdmZIm8SLrH3w5YcuFHv3+YyKJFMjmzaGlvSvZb/3kbw47zDpfJFTI1+YsnfB799GoRWXLG7WG2XcC2tLTsPQg8XgKBspz1T3sSKfYkMKipcj6SVEZGZTY4FWQXsXnGsS4JPh9zdXMV4KLVgBsxKgLZDYuryiwMbhh6gxFWU4HTiCPiPViBOSoSu1B8LuakHjfRsyBELMlOIrCChsaw/Pt1zkMwvAVK8IM5+OHN/0mkJ6v+jx3JeUKdoClIIwc+VBGaGKjx7M4J1wrQGBUoIqkOPoGHCo9mQZMzIymk5MgSRKWGxG5IuCrlCkxHoChrYjSFCqwylBjnoGE3KeQ7otlDrD0uKtRYytKnWIMxi89FNsECRk3dZOFuCVUEdTQPk7LAsiSyC23INsXCLJF4CojJ4wi7s2F54RNMT8AcTQM1iilNriMKTxoLFoyaOSJYTslC4yIB05RVv57dC4rKPUTwocSPiOCIpKAwSA1EVUpSjXsKdc5HzAVbMINhEQV2e8U8pNJtOk0mRA694N5QOnbjsl3Z4WNIjTccjlThcnk00UCHpJqaGq1+Fo9MS0tLy78JgRpq5yMGGscxzMOCbSdbcX0RwYZzLmuedDQmzBoF9TjvStZZUv/0qZ+AMet8MU+ZTb80TQPJDXIYC1liEMlqWR8hjbK4f5ytfrqg8q9LT5PXJOVsShjakLKzgtotKN5xDCKglMRQP/yuVy5Z1JcVIs8VkaW/8aUhRBJ17Ypcw+pQS0NvJCgSnoBlzwE0JBgzJngcs5DDZwW42Ug59qMa0JEnkPBNvgCiBlKBllBYrPNLfCrQEdQe0GhVjc6NCCUQxv5p4yGpGQMLykfYUwxhGLLMCs0BLBW4QUWdmuiyHMIrFrEaT4kvKVSzOriM+WclEVBtAJz5ukgx5XckMLISIoqjBJoC5qBoGJouNEBQJeXWAhECkRGxHoaFGG8ojDBUcaj33oyKUZ3ms7+JoMNc0OxjBaV7kuwH9mOUJ4EwxFOw49xDF0lf9hGZnhKZPvxrjhDx0BCz6QnziXlHjCFv+j6e1BH25LN5gwjB4f2Q5mfz2LS0tLT8//L/8fuHYsHv75jLLn4NEAtNGKOKihooSFXeeKsZ1hRp4VxJDTSlluBLjBCpiY5YNgADPJgSnaOOkTHEGLPWp6BINqwAe4xUD4mmwIhASjZIQF7wFRBDCOpz5xz3dBeXhQDgwDEg1DhUCxilXLwbiRS42iteQYMnYupBU5Mg5JVxqnOMg+ByF51gHqe+9gCP5hY4RGLINsFIjJG6YcFvnFsNaGDEbhJYgUcpS7JzGJ8wGst9B5qqBhwN0AwNCmYZA7WaN0gU5hzeuUBDQdJoQDFQI2VLspqNY9YN/rh1jIUmuYVEafApAZXxdAehWFHMj4AUGKeK2gGBoJRWNIA5DzWmqijgUtiT++cYAwwNOaDOkhXGKIlCKzxl9hWmwdiYz30RjJo9UQPV0xEaUFITYUQN6QlSVmKFrAGpqZJixIYxFdREalIyAg0VGnP5U5zN/z9FGkY0bkSi9Uu0tLTsNUg0iHtcLnRIs1A25PXROP/sEkRi9JEKSg15OeigpjGUEkcosxcQBvMoCdVIJCWrCDFr2uNgQf7uWfDihtl51FwW+0DyKPO5F12K4zTCGUkHuX+dAhE1LJoxr7Unu4pqUxwOPwqklMZ4Ak1ELTfWaQIJdE/21KeFRjtA7c2RNLfvcQZxNuuRk6mhhGhEcq+95FPCJ9As9y9zaInRG/kwkmsWuhfURAqgzpOVgOU2aozzRCCAh+jAWcpW3rzQx+MjVIxJAT9nYTCGeXL4rL3iSGjtcEFRA9OUGwv6Iclyd4SFZnMRmojl0Y51PpVlkeQIxTyU+ao9ypM+X2dcyPx7sqAYVW2oEwM8IWHMNbnrUaBhmF8RMKrk8meRS3a01ghuRKAgO7A8SmDsIRmJQDCaQUIbZQBmuXOPujya0c/xdL8HtCGY4oDaJbAQIxAYhtRQUDNcqBTSQVug09LSstcgz/YFtLS0tLS0/BzSxteWlpaWlpafPG18bWlpaWlp+cnTxteWlpaWlpafPG18bWlpaWlp+cnTxteWlpaWlpafPG18bWlpaWlp+cnTxteWlpaWlpafPAIuNwxPEYgYtcuywNIAp5hroEkuQci6H8OxYAOOqOGos1p4QMDH2lBGQFlCg5J0wdUX5wgMACNZpAZqkhZApAnUNBi4IgQizOFJxFRHHAkoPOC0gcR8NvehwaMeiJZFflX2OexlmGG4EEL2GLMgm8yeKYw6gqOy7Hk0jwUSau5pt8YcDUZQiiHA41DagjuQmuDUg2b/UZOFHhYs2yeps29LvTODpE3rYWhpaWn5KSO5UxgJiBBTBDQpWF3jMEaKZ1SCCwOaQNrt0JSGJAgWFMw3Bp7IOGV1cAJcNu2Bw9FYbWiyrJsviFQAsYmkmKV6owhoWYKmYArUUQfUVESy4N5TAVbiF/RDpEDSmOcGyXLDVGd7oycvZedQ/tlGeSpj2bZsxFSboQuSwIjhsEgyXE0kUem8Rxs0zyoCjsQestppV55hJCJV5bPrMapLYFFJEKMPGBimmMZAetYGoqWlpeV/DySlBCFk3XBunpIKcu+a0iLa4KyxOepssi/xZBNgeoIAqtQ6pogBXDmPmVlV5iYtRhzhmQMqSqocGxqGRGoaQlGRg045SEXQ7Lf3BCqeYGSm1DRoDAlPwTCb+cZUzQAijGNNIqVkkONHhGBZnLuXkf2OqGpMjA2XLCbqhStHCT/uJ0PTkMxjWDb2KsPca90Cde0sK4vrCOMmOMCpJ/iR+TycqW7QxnChytEaSCkAqrHt4dbS0tLyM0ByDxXTqFabYjyAltQkBhZJRBxNyF5ZdgPKLBXBIqUDqipLbh1fPqX7H78QHweyobhinoBPBAVqH6qc49Uso48kP3wSvCZKQ5XgIlSGoUMPqdQK4ymCj4QBLkGFGqURqWjKBf2tJVDDFpLcBnvj8sxybyDMzIjeXIJENIgBTAkpx1fVHBBrGkhDShfVkTAHOkpAbbGpE9x70S8fcuHDBHywKjYEDGZxBMoQvDIGLGqoiFQENbKyeW+cf7S0tLT8fCFRcw+aJiNz+FYAACAASURBVGiZFBe/e9Dz5AWyQvq/uTWC1xtOm5RpeYHIYpHf2ZL7mwaizkYa1DHCuR9B4HOnymm3ABpcmGty05pAMizWUHtqagIFGkDxDvNoADwUYZwIRW5rWmuKeKLPonwLFUMPaKFWJ5RSG6KRG9Y93eWNnChOsDfG1xQ9SnBeFSwvtmmcWtbuo2Y1FiB3F2CU6gSkL62RJbJUFotMySKZknd8+gkSDQy49tSJ475ls8WDl75ssr+8s0ImRbqyj8i0yB9uHVKXHkdo4CkKduU30lDHNr62tLS0/NSRhY6ghlE3AdgFX//NRUdvIrimgB9csPrK70BFjDs/9UvTGzcBscIqEk0YJDR40JKw7aTemz4HFCk34o5KSaQeYZoUGOU2bdYAP7QAMaKuwIeE4ymKFFGq8DiBNEekUjCaUUyEITAipWGRW8EAdSoJ/5LbxShYSkTNTcr2vv3XnCfI54yIpMZyVxmIRvBKJAQIOMUMjzGOtecL6+V1X0oYIxIRbSCOicy67cdOrf0SyhxPYFEbTyKw57uXvl5WXnm/4Qg0Q1BX/d2vTr/lG7EwmnwN+uNmdi0tLS0tPx0kQYoNpiE1kdwf9K9P7p95qzVQlvjcVzUWzG97W3/lex/hSfzfHysnrF67vNNZKn059sKHC3Y5+8YxnZPfdPq+MikvlqnXnvdNb2B3XnWkSHdSZLEsev7rvzykQBN/fubzZGJSZIVM7v9/3u9odnHPpS9fvk9PurJo5hWX3A0/ornmNxavX33cVL+/3yKRN1yyvfQFfOWUiXV/FYEBxQ3ndE7/h9TkHUqSN+LCcaFneVT/p0SNpBAhUCnqiE+hBWgyX0QqGEYc+ADmScToHV9ZO3HyNkcwiGBuBI5ZS8Pr1/ePvYYGJRJsoTl8s/lYWXTmrQYJVcAZYFs2LvmPn/PFQltAT834WR6MlpaWlp93JC9fU9ylhlOwmuaa1Z13bPU4oPIY4fo3zXRk4uD/fB95S+/ajZ2Z3792mCg8X9ogL7rwQQib3zUha25Up1QPXfny6RP/ptEK5xKWcMzzwO8fIau3x4Yb37Xo1D/DjVDK7ads+CwFt50ob71Bc3v37//eoYddthPC7eum5JRtYzMjfOutcvT5j+4i3HR6b80XU44n17+pv/oWN78H0NxRNeQtTPdsDun/HEMt5YV1SYo0T77nd9+yVKQnXZGu9F4ok8ted9Lv7nFmBikVeIiEm06TKVkmU9LvdRbJpKzdbDCgvG3Nqz70bRKORE2iYcS3rjpqes3NTVURHfnccEwAf3GKvONqgHmtoKbMfc5bWlpaWn5qPGN83RIZUVLmdKYjFuF7Fx8hp25SsBtOnFm7id0kNLJp/fKVl9xtbDu1c+L1+AaUOz964Mt+7/uQwuxtG2Y6MiWTsmxSOutuU7j7/MNkqitrtgcGjA24fm1PntvtSUdEur3pCTn1Oob8/VlyypbYRAJjrtsor7hoB/Hm02X1XzGAR4lfOaG3/hqcGTTm8aBGruF5lof1f8RgoT7H8M0eqPE1jDDFcIqDUomwUCOrQCz002fNnLZpjMvH0PAEanjwkoP2v/jbVMzDkMiY5oHLf3H6P1zwYK5mcsGUsPu8w6Qn/e6UTMiKjqyQCZmW027Wgr1xBtLS0tLyc8Uz5oe3M4zUjUGsRoCH9IOLVx523gMRv/l0OfEGIIaRFp85R866jhHbNshv3xSLQJW4+6KDXvmhB+C6YybljFsq9dSEzx8vq7f4ALt3wYi/+i3pizxvww31/LUnTp+2ifpHnqxecKMY4G+On3jzLdT/AlDfvEbWbabg1jVy2nZwKFy7TtZtwnkg4HP1SzQH+L3uAI8RLeFDBSVKM55/77vPnhLpSkc60uv/gkx0jz7p7VX0GFhAMQJsWyNv+VvwuJRLYxnBt8976Ssu3+lz6fIY4PoTOq/9yJ1DEiEWibnKB29gtYH3Xzl+8dG3eIW6Sowtle3+a0tLS8tPmWc833QbNhpTfe+jr12z3RhYrJt/vuwAOW0T4L+0Vk7ZpKCzcMup/f0vv8tjf75Rztmu6qnhrvevPPLSOxM3r+mu/QxJE0+w5Z3P6R1/deSOiw44c1MxpsbxvQ8cdvB534Zv/uq0nH0tEEPgW5cfccaNELecLSdvC0OCllyzQQ76ox8OYfuGzlHnPuoZkG4+qyunb7OqApL6XOiZ/Uhhr4uvqpglMwNNvsSc+Qot80I1gIdaFypk8xEt7xu1W9YtfuPfDjzUKIFoVPMPfPzl51yDQQyeEv+Dc18hZ12n1MSmnGeUXVDqwJNQuGa9nPSXkCzusURdFu0B4paWlpafMs9cn9M77o6Esx3nHSkTMrNfVyZkxad3jqGE7SdLT6aXyFRXZMU51zwZDZrtpy07+do4JlDzyPmrDrvkESPNbTpdpLNYJrudjaeskTOuj8T7/vookb5MToj0Dr7sQbVoVA+dd0hPpCMivf7U2q/okPJTp/WWikzKhEx2l/6nbbOxgKh3XnjIUumJLJEz3rBGNvyDudpANeb4motH094XP7IWEVBSGmNeXYIy+AajSS6CJ0YFosbkIqBN9dVf77xUFi3tdaQrk9KR376OzcfLO7eOXK75SXDDGumKdKdkWp4rIh1ZKovfcdO/uoQjqHdw+28sPubLql6toaQa7YX1Sy0tLS0/ZzyjXyICBkkrsLokYMa/EFBIn1nbe9dtDSE9boYDBw3UDgezgHc0wyGMwaMk8KDVLCOaEClTIKFjCiOaRgjOFkSNWOmatBui++KpcsINQFPhGcIIIxKHRsQB0RF4Ml+nqqEGms8Q217o1425iCgrmfPdppCHOaiSCCFhRO/MLGWrITzKmNIUc5ZIEPjqRll/LUoaz+WIXWWVsZuzPQ4i2iSILmWFs+LTHgIeMApfebJBsaWlpaXlp8gz+hFHkDVOxBrzZqAWgaQD/+dvl7ffZpDCwwwI4PKXfJHzs468X1trClk1bAmSzoJLjHgSN6Imf/sHYFw5inmGOY6ig6oCbjlVjvkc4zEQXQWRepgSVagV0sDQBJYDs0XQXBcbs6B3b8OwhCXNCWBVtf/nIjUmy/ODZAu1RV4NNDZ7CIolLGKklFDDmgjjvCQO7KFxBPSphYPTjtwZwaBMBCUp6IiQSD7mf/d73wGwlpaWlp8vntHv71ASZihPGurBkahwjAnsZuh4Wm3beLQklkkH+ZisGSQoBw5GFDgPSg1akIBBzAbdGAfVCJ8rRgIWSyuw2QWrnw2JFNQuAo9HhTQyHHFcAkrFHA5iDlrRULUfHxze++LrQs8DNAIuWx6cL3x0ScmTm2QjjGjN0yplNSWSUNWYc9+KNQ52pRpqNUh7CsaUkLDgqXLWAYvjIQMUl0hAqFByK6TogfpZHYuWlpaWn3+esT8dfogvULyChUDhUQgJUsjNawrUUAfFGLKGwqulZHhKUwgVzZiExxvzQBjQUFLEBCF6SDDSwqFKwikRHyEEoo5IVECNJyj4KhEwYtbqpoKglUEgECPRICkWIZG1i3sZykL9a8SIUZVgT3clUMUs5w+CQTKFEKNPSkF6+oVK8g05Ojco1Dk3PgIlBVWGPJ5b3cUINaoVhjGPByVaMQYMZe5ZHYqWlpaWn3/a/uot/y4SGnAEyw0Hc7q/yRMwixCTRZL3eckcHyM9RTl8DCJDjzL0CTX1CQihYtDAv7z39Udd8r15arzHkpKwWSL1jRtl4hc/8lBDAOazJ9NBUhoKvMdAm4XuT3GAMkttCcORddgluJFPGN8jPX2RnmBUNHnukhgFg+RiqHMGnojHYc5QqtxxcaBGomwgMM6Ty4o6txdUVQ/BYwzyNGihGYaCRYNIhY8wiAlHyHehCjyFgr/puCVy9mY8NVUVDZiF4PM+TAgO6nyywSLM+VyuFkEtt1K2fC83vlM6L7zsYaOAOI8f+cS/Ao1WmBn4fF+5wp0R4JsS6qBGKAEPYyJlwywUtStyC6yKiJEoCEQKAg2Y2x2BEEZWQRF9IuTJX9FoPhgxRHEWYBYtdkPBM3+OtgeDuoLCLbyB5hzQbsZURDRG0JKKCsViaZTsigu7RTThxhMmO7/zGaipKIYkkkYY66BN37T8bGjja8u/iwRDEu6JkoUdekfp87c9Kaoz1JQEtZKg4al3H/IrF9+1O+GsiI6coYDoPYASthwvR1+dlBTU8DgSFga4bSfss+pP7nWEcg5w4TsX/oZ0pS+y7NTbZ2OdTZG5GLqB4v4LXy7T/anulOx/5Y4BBrG6eUNHZLFMybT0ZPJ1f3xXHVGIiQiFOQjbf1dO2p7G37l8/9dcuGsIc8mz89zDZ0S6IjJ93C2goU5jHN8+7+C+LOtOi6zfXIZ5D3hHSUqYwn2XHinSk+fKUlm9pVAD5foTZEZERKSzuCuHvfuRCuX+i39JujIhctgFPxyBgyrdtGFq3dUxF6eDLyvK2kgo8Yl5NJGPPSjMVYBFXO6j7AkYoxRvf9vESy68M6J4GN330f7kftLtv0j2+eSdP8ThqLEi5PMTBLzCHe9feeQV90YaNFRosMT9571Gev2e9OTkOwgo4bZ1nQkRmezKhEjnyKvugVLnuG51f81Njn+86NBX/cn3mEtj2IWSAolZ8MDD73l5R/qyn3Qn123CE0jhmT7HPRANKsL9H/tlEVmySCbltOtIuDKEzWfN9EVk+VRfJmVi5QX3Qc0/X/KGfmdCusuOvOKHUQfwGP62Ny97/aaGBmeVQ6kSWNE8K49Ky/9+tPG15d9FyNbnyuVNYyqoqoVe8i42EHxDGhRgNHdd/pqOyMtk30/eTUo2hhR90qqhxEiuGgGbTp1ZvQnNRbxU1FA28NAVvyonfCaXYHkG37xk5cyhf3AH0IAn5gWcowFSwL58wSuec/omSPNx++my8k9/6NjN3PVrZe1mIjiFMQ1uDIydZz5RRw2mpJA3ILK05F/hjrfJQVd9N3mo7//4gZ2Nmx0V8e4rj1h8yHmPaMM8eVOC5Ih7LPexCB8/rXPkf3mEqKH64SVHyNu/5IcJbn5b9+ib83F6pYaK8aO/fYRsvI4KblzbOfyiR8bZjHnve197yMceRCHMN4AnGWZGWZJIljf0jZp5tAIazBgt9HDUHRc/t7t2ExoamOcfLjtkxenbnqSyJ2/5A1n17vuoiCWOUTL+b/beM9zOq7r3Havtru2GMWCKbdmyerMBE3hCAgTc1Ystyzb9cpITSMDIRdWyJBfFEHJCgOCCJVndlhuY+JCbeyjGRlbbqq4EbCNLe2u1t8z+ux/mEvd+iJ/nUgzJuev/Uc+z9az1znfNMceYY/x/OWnQhxaOFan0y1nXH8hxrzUgIdm74AMyedEePEblCnwyRL5hilzxXbQnBHLqwYP2OWCO4PwxEnRsoqtCQp5aXyW1mIeukdGL9wRNM99/24jilY9pYPD11jEWPOqs+Wjn2+/ZmQ+B37V6UmHWPQRobpspn7u3Zj2K47DqvdefXp59Dxnhsbnytjv24rNXsRxacOHw1T9MtA9ESgmGRvoH/5m09f9PteNrW7+bAib4VluZNQF0jF42Va2B3+PgIAeBlJevG/OBZbsz7R0BB84FB0FjaTqVb5r3llnbIE9Sq13rfhrvti8e3T99G4mH1Hv70JXFK+5TmvBqgm4R94yrwyBHqRL2Lx476vqfxM3a7lw48oKl+46k6E1T5aoHUCGgyAM+1KChbCxnZwDPL35rob+7KFIojlnxAlSt/c5fFP/ifsBCY+1c+cgmEvyDH5ULN2tSMnKf+DgihYOa+UUKno1fkGmbXIbFm3+e2nvVAzo4zPqppTkPhOC1MYDCwjNfPbP30q8DyRMXdr996e5BNBjY/fnJY1f/yOeA81hwxsY+eRVZDxC75AitBgZnM3yCqTpeWDV22GWb0XhDxr5lIyZ99gVVtQAD15/z53/zQo4i1ZCbnFcd1qCxL6wYPWnJgdh9VyPbNK902QZvcg5rD1QbHAO7ceYpc+/2KByD3lsVO+ae/ru3dHVJoVQWGb9ouyUx4HQEPWMBv2GOfHYTLteQbptTnr3BK/S211tHrMZk8J358smtWFQGWz9amv6oqZKxdY7M+G6eEtDxSqLpdi2YXLx8nQPu/7C8c9kuUCRYBj5z1tjlR3Jq+JAawn9S/9S2/rdUO7629TvJ4wL53bP7pdLdWZZyQbpL0ity0vSvK4s1KgWC8aph8fDLlIE73jX++ucaGEVmGhFR4GPE0HD/3DMXPkmKog5YpXWOqzqeulouW0PEOdX9C7eeU+iV0gldUumQ/gmLX3DQRFsGieiHA38zdviXfukd+jUYWDVq9OIDQLJ+3rAO6ZTuzk6ReWupEWNZQ7ljUMWsuUDmPAHaKsdL150z/uu7FB72fuUMkUqpXJTJtw8wBHbH7RN6TuoQOVFESj3jlz5dxwSPBhzoGta5vXeOLVfKFSnIiDv2kTrw7r6rT+kQkZKUy3L1JpQD39x14zjp7CoXut59w7/lkBgaDKKfmC6X3hcNuLzDHsnBO3X37P6SSH9BRKSzU6Qklalrag6CPQb4Og6y++fIRWvAOmh69t00fNLCAdsIkJsXVowZvnj/8aOPspokaAjkbP/iuy/48h4bJ9/svi+NkXJvQYaJDJPyuIUHFZmCu2b19lekKJVekalbGxnK8thsmbNOAVXrt982/rybd+Jim571qVbOo/HsXjZCRE6QYTL6iwOaADsXve46apyH1Kt9nx8pFemRXjlvycHWNe03Z0uxQwrSWah0zF8bFAHP7ps/KFIR6f3g4meCTXJIUIHvzCzOebTqmz5RKHzdJfxnnC9o639HteNrW7+jMow9BtjXnE8jv6hJK3QFlPXK24BF5y4B2LtwxKQ79imstVhChq4TLF6rwDPL3/aeRYfwBJoavHJYtK2h1lzTce39NsPYQRQ7/3rSqC/vI00CDTZcIufdvhNyEwIoqP4ye3bBmIl3DhCdqPcsGz185c6YX9qh2M9zYPnk4qUbHdrWcLYOPvPJYzP7paNXKtJZkIp0SWXaOjh2cMn4K+6ljlWHn1323jNufdGSH/jCOZOv/ymDCnJzz0Xdw2871CAoMiw54Sjs+OLkizcAjsHn7x45/Lp/p4HJAx4/GKC2/46zSxc+lHI8xfMED4o8CyQWUjbMl5lbgPRYqzdKH8YnxwD36+nnXAMaHYwFbBUSlWHD96fLvLtCjjviPez96rgRd24nxwE/vG786FW7E4JVOqSt0XFy8GxfNP7Mr24Hy1BI7PNr3vPOxT8DEhSbPzzs3BXP+Dhgbq22VrN76Ts65q7Hcfe8QkE6pSDSLaW+khSv3NBI9i+eIMVSUTqLf7J44DDqycXnTbs3kPAi22+fPHn1T9OGP7T89dZRgQsa9q8ceeljFgvJ3lUTx96wC9CQZ5BhTL7rm28rfez7kDBIUNFERaMigjEoDP96tfzpGiAoRwOaxMpBW2298WrH17Z+J1nInLnvyop09VUqJemQQkmGiZw461upA5ekcR46qNihqvnZ6jPHLByotyaujW8Su1884fnrx735+gP4cAyDC2hSFzzew3evlI9tAEw9BfXs348df/2O+D9otW2+XHtf7JJKtAON37/gHRNX74QU6mHg5onnL9tNwAY8KDIUP1oy4YLlO5vx7rTmwZJtu7wybR0kDo9WLRbT5j+X2evTWD42rJkr07cYBr4xefyK3Xh8gyabZnTMuq/hLVANHgyDD1xx8oWPpYBuBnjkKpmypRHyUHMQME7j9/31n05esB+q0dirqmK92Ca5w5EYtebi0scftJYIsaKZgFH+rtnlQkmGFUSkIj0iRemZtcE7IDsKNAfxYO+6TC77l4BSBI/bfd3Yc25+idjZ+/zic971d/vjA7c20KTuQi3z4J/5+3Mmf/75Or5q0+d4/s7xEz/3f3HEJxjPYzN6Pn4/ioS82gA8SXjlpsljl+18hQ1XyhUbARy5AWsbkGMxefxKzuZ+y3yZvSkBlCGYe2fIrAe933/T661jAjivvjOte87/xIGiERpb5sm19x/zGIKHRFsFz94+8oMLDw7lgAkELMfwJMGrUENDuu2ynivXkWM03ltvcmjbb7f1h1E7vrb1O6k1weIGvVbR38MoLDQtRK/lYPHe6DjBW895fsXIDy/eC55aCGByjHeGAE9//v1zNieoBIshc0Bd4R3kZueScXLlJowDXsUfvHmUTF8PVH14/GOVM5YO4C1r53SXZmxSeLK9N4yTT60jJ2PrxXL2qgPYWtg4f8pDxkPAHFo4VmZsiH1JWLwl5Jj/eY3IlG0J3mv8zusnTX+ozp4l7+y9YNWuJrwaeGhqafjyATBPXTey5+oNJBjcv1xWfOuiQ+D49pyewvS1WKf2LxzRc+atOy0MOv3ox0pjFxzEs/HTUx/MaWBg77Lxcul6jkavNKhq49CxxZqcJruWj5u8crtzxNEdj3EaB2YIi/bOBYL2WJcAwWgTHBBIwPDUzeNl2sYYt47lvHjrmO6/WB+w3m6a1zXm8wOKhCPr5vTJzMew1RCtT3j2xpGj79hJNeIQ0xe/OEnmb8wxGL49Tyat3sEg2+bOe9y4Klj2XH+OfGYzNXhophQ+e48bJMOb7YtHXbQNHJamsWQ0cLDj+rOLw1ftj8nlxss7xn91J9Y8/3rrWLniQZTKDy0/q+vUpbuDognfukrev3Qv1j501azHmmg0ev+N4+WSe4ljQgZNwOgQx/Gb+DoDy8eNWnwQh44PlnpIQ/v+ta0/iNrxta03RA4C3pNbvPbgDfnPH7ntmg4pinRK5ZS3jvngS3XS4w6XHrf+is5r12OIfbBVqGPANTIyNE8vH1OYvc2F6H8VyJ742CkipdO65JTZjxxTAK9tmHXS6Rd/4wigaubQ18YUpEdEOt/zD09qbFLn2b8eMay/W6Ryaq+c9497X3GKQNN7S8BmTRh8bvd3T++XYSJvFpGTpn2/3sDXn//eZ/vkZCmXCwX57H21FIyF+vff3yciFel686fuGUoBZ74+79SemffgX8JT2/QJqfR2iZQrb5u5ZQ+Kqv/l8jGVUlGkfIp0Tdr43f05mGgwEnR0zw4eskYdvXPZhAm3/FhHA5Xf3E77maUTO2c/5hkkNBSkz606S3qKZRkmfSufwTidwtor3nLC5TfGqd/H75j+ZhGRXimOOWnSlc81cAyhn7xSOqQi0tkx7YFfkVLl0Of/7OQu6esUka7T127ncAAzpHZ9+109IsVOkbeXThqz5zWdRMNSC1iNAnV4619KR6FfRCqnfnJdnbym4PXW8c3TvpOCNfz8kS+MFpGCSOfpn7538PXWkZA64x3UFbpVMrE4M7D4LyYvfthBIDMeeFkRW8TaausNVzu+tvXGKBDJDQGMxxlwTfKfg/UBBTVPConHWA/W8v1LSxc/kSWKoG1sG65jySLY1yWGB6fImd947uV6dHwMkAwRFObIoCfgvYf0WJzycABNm7fQEjnGAmRkVVQjzo+8Fp2sUNZ6b6L5QwJDvnkE67EcjTZXucW8SDAWiycNEGwVAt4FWwdMrgAboX8qzQhkKPCD5IMKklTHFNMC6SBYdCN+/SzE21fjvPKEWDP3DPrw+JSOa7bkjdSDw7rB3/j5222XyMjl+7Mcj7Y68/BLclWDJEY9EnyNgGuZlSp0CspiaqahQYXgA/jMYdFaWWh6aLr8QMv/1FPXsTfYw2FcDsYFqo461GLnd6bB5mh8hmoGNYjnqG5hOWx+7PXWMXEQVAMCmXU0ABNU65P/R+vo0aYRWmjKJgwSBkmevqhn6hYde+XAxZ7mdnRt6w+kdnxt641RDJrB4EMIOIsz0bfSBGzsx2nq3LWIR4ZQJ/dHyVVomWFrDgeNc2Q04z6db/qEFM66cxcwFFQs7TYdYDyWoIzFB492qSGxKHXcktL6WgIub5kW4Y1GYXMXrT49KgGP15lVdVoGSyqQYGL1GxjKVRNPTuYgoHARhqhcNAjyPk+NBpxV2h/nJMaaucE4FRKbEi//gtcaDM6FOItjQ3CBCDyC7F+mlQrXbMjhSJpDNtj4zS8MLTS2zO6Ryct3gU9RkDZSyMH7unK2RYMISaqqFqvIHdYZ25qnMSHXmcXGwIY3ZEZ5TYjO5HnL2spayCzk8SHpDKctth5SHaeyrAOv8S7YxIJFOzQ4V7M4rHq9ddSoRpYGLMHjyO2QA0X6eutodIJHKQUZTsMRmk+Nf5v8zTeVxaJcDgRrAi4OjLXV1huvdnxt6w2Rd3jrwOA0gRAwHu1xwQe8dTlBB6/AWm88AYNjKMR6aQgYTCwFOx88Wav39WUSapBai8bkpNQzcLFLKnirTWujp96yoTbokGuURimOJ77eYLMWLdhHV8XWTKQL1gecI6fpdY2c2ASU+yqBgHfUNRCS0BpGbWoINPNo3502m8S46zE2AXwWE6bWuGpQMX33Pg2tQVYfQqDFZfAokzKYZw6DCsFhLOjfws8vbyYcQWMDzgU8jeiIZBsKD8oFMLoBARV0GiDNlAMbWuk/wRMMHq1z8JqjDnRkfcRzh8sJnuCcx4GKtA+nnc8t1mGdiihGNGi8RuUe76M1NgQVDK+3jp6GBlwSHTihmbW6yv/jdQRvXWYNRscjlUNrXPNVUGR5yLAGZ5XzBK/b8bWtP4ja8bWtN0S2dQVrQOE0PgSw+FYkCeA9zmEdkcwXrAZQAW31UJwDUWQ4D1Vj8ClDkNKkEdJIIQpYEiw5CTaGEk/AGwKp1gRMiGHPWbApmmAMjhCtgggeUN4pwDnnMQ4bKYfe5THiQWaNikHHonFKebDkcchDRS5GHsC3Gn2reBxJGm8dQ8ATUygFuOhxaKMjRPy0BAJoq3zM45sojOZlMiLbyv4WC2CwDGo9hOYIOdYogvHgW5m39cpiwq/PFkn8bGhsjs5dy5c4eKvICOTkHDdoTgGMdaF1mgkWZ4K3rZ5wdLNHkgAAIABJREFUj7XeWk+8UgaNT4wCn8Zahdah1YLE666jTZUHY1suJRYLOPV662hNFi8jvI8sLYLHO7x6WaFstM4MjuAjI/J3eLXbauv/q9rxta03RNGCOLFJiLlOMGA8eYyvVodfOzoFjw84jaMKWTBAUykIWhMnOy15nGsk14NxE29SDZFPbAgBC5o0UEXHNDBxoBgiENzxGm/AB+2Djv8Y8I4MVLz+tC4P2ID1OOVs3LibrSKnBquCsQRnjuONsVolGDIIjhCcC80AwR91ljjDmtn8eOaqCASs1gSv8KoVmjzekyvvWhu+B/CmQcDpNFgcpOlv4+dnMNTxHKFuMbkDmnj164MPeAtWu+Ppu4/rYk3r/GNxDuMwjsQZ8NGGsR4RizHTDRjrCD4Wg1W0lOTXtlvh11UBj8NbAnnwChufPxr1eusYXAyrMSlOUWT8Py5g/9E65tbggncYE0iD15GpoEBVYxdZgxRD4g22HV/b+kOoHV/bemNkTDiexXrrsDZ4G/C+VXykxRMMKBVjT8wmbcA6H0HzluAzQm4dltxU0UZjU/P/3sFtHnKLagZFKyVqhfDo8ofHYyzeGUJMMvE+oMHYDDJjDOBiAMGH4EKI+R06mFZ0dBBMq5AbKS4xEnjwcSrGax/z8+hXhXU5PnMA3nmcV8ZDSOM8k/O0aubWu1/HuxjTAJq5iVweMAZD9lsAX7zHmMbxZ50CSRYLsw3niZmrtYpWaV77kKk8DsXiDXhtIgwarAqh9URtaILHoHX8Cg0CYK0FlDG1AM4FIATisw0hRAaSd/Gu1ToIAU0T8tdbR6xyYEwjUyifE0HIgddbxwCQhVZET0B5gglDHKNONgjkLd8JSzC43/yFbqut31jt+NrWGyNjMKYF0nGtIqQDUMZmLliNty3LXhtCFrDx5sxCRo6iQULuLHiSHNAmAfIUh7E+xiWLxuGoo1uBMNB0qLjNGhuve5UNzYBxQaMtkMfUDVAxyMXQjlH+13exgWbk0+QuDR4CPgcyR6bc8VJwIJA60DRjGqXjhKqBgFMab0P8iv4YhkZIXGhlsrlqBowl12QW46MPoiMnwYOhHtuSs1SHnN9iXjNFkbnolJ+2ODwKMuoOIp0o5n/WZYGqIXMYF2wrQMaisXOYCM4jiVV563DEs0SwOFQIQIbDoRSkvuEwuWmCjYV/5xweTRNvrDYE8lhhduB4vXV0JJkGqjjAGKMcXpO+3jq6OOBkXZyCbZ3sLHUGMc6GmL/mBBrBhd+q4t5WW7+p2vG1rbbaaquttn7/asfXttpqq6222vr9qx1f22qrrbbaauv3r3Z8bautttpqq63fv9rxta222mqrrbZ+/2rH17baaqutttr6/asdX9tqq6222mrr9692fG2rrbbaaqut379Et8w4qxZQCmUCTTQWg1cZWG9wJhrUpWSWOlmoA2QYgieNbnGZa2BTPOGbl4lUCrM2aINFAU5lOmjwOiOO6VuDJ4tuapEd7clIiTQRMgJoTUqGC5Y8RAObIY/GGTIUJiGLVqi+5RPbJFG1446mBHAJ3nuNYiizCTk22rlqmlAjd3jSFI2lHn3LHRk+x4LynjVTRQqFc5fsI4QQInaj5SrwxsvpiIMmWIKykAQfAGeCR+GDB5flQMt6KAerIQH8EGuula6Jq3YYshDw8LIFUmpAcFjy6Gmna43o74oldTmAwjdCNKJzXoP79RKTKQ8oGgTq+IaCJjlaK4Ampl4DTZVoGhsysFWw0aUOi/FY6yyWJEfRJCXizyzBNgN4coZIov8gLVcnm0HV5hwlUaGBI2Q4PAYXmhrIaEQLHxMNaU2u75/fVbl8TRJhKS74oFTrg2WEgNVgBjWHm4A2eHQAT9OiMdar6B1fA0eCqmENGk+Oog44bQFrDvOKwzqHxZsA1IPhKNAAPNQVTY020RAhPn+Uxjepo8kj8NXUE6CZ4UwA7UPANADFa97hbXAQVA44RQ4c0TSJZD8UmkB2nBNrSIwjOUbLujjlmAJnj3OAMBoUKcYoyEDjCdY5oKoDxhFINJl2TUuC11iS/YtHFkQ6Ri/dRUYeWXstvKtDY1CDpC3v5xwTlEnimxkaeHIcDpMHQkbI6wB1VASeW5qAqUf8bSAHzRA2BatJ459iE90y0VJWRwPkesBoLNZhwOQwVA2we/m5ctKsrfDMF9/R1XnuzbuDRTMYLRINDWhqfMCa6Mqof0VKwivBgofcxw3B2joOdCPyAjyGgFGDWItTGsgtJChwOiWz0WLbYDyEBjQJ8VVpquhvGQjOKwY1mMDWWVIpytzN2DzDew3x46QkuXWQQZUmaF4BtHIAVuESQLUJe/81JLi68zTgGDkpex7+bF+x1CHSJRXp6f/4GnLWfFi6O7pEylKSTukaeeteMKkPikBGIzMthhS+GZyHH1xTFJEr7gNjGihDoI6p4XDJkIfceksIVMEx1NqwLIQjmNzTAJWS4U0dUC7lNZxNAe3jZpqhcEMw6CPQ0aFQmdFYe5QmeQ0N+JzvXylS7Djv5r0ahfWNNAZzfZSAJYTW2aJuDbjcgXakcRtyBPvAlYU/Wnz1pNHiVaMU/jgWpkqw6OgNB/lgnRjJLCTHyZbGufuv7p54y49eGgICh3evGNslHXJav7xt2f4m5NHrzukjDos26KYNA0snjbtuP1hCcIdJcOy4YYQUpUf6ZfoWbEKWbrvyBCmIdJZFisXSpJv3QUbCN6d2XfmdnD0rRr17yX5jgGoejZh8HQ3Bhr2f+aD0ivSVpHvGg6BeNjTxbF9+fpf0SklKUzfAEYuyOu4gYJtu78IRImXplFL/nK0KBZp/niqFDpFCp1TKUnzX8n0ek+296UzpFZHyhIV7g8MymHLXtO75/1rH8gokClKMCiio8jIeVATxKGhmGHxGdEVOD6Mg/OqGUecv/Tm5A8MQrJ9akKKIdBeL77ztIKnNSciHFo4QKRb7SnLGzQNgDLZ5/1yRPumWkzsKb7lxD6S4QPKLpWNEeqQocurMLVnA4xoJwPb//u4RS3ZFeoByrdevjlX4+j995q3DRKRHeqV0xYY0om1rCvSTN4+buHzgmAFQuAYWH7QOaHAqxd97ufSX5LIncvABx2F+FbfvLETGwKvH8NGbWeE1Svkcb0I8atiWITDepgeWjOiSvnO//ALgLUmiUeR+49W9UpGLHvMRGYTn0VvfIZUTT5Serkr/hMU/jL79Cp5Z9h4pivRVClIpyOSvPYvyuYY9i0+vlORE6ekSKXdPumngKJny7lcE5Rx3XtvTUZApm6KjZhYSIGvaGjZxEa7H0D9NfXtHUeZtSrE+weRQ2ziv1PHWW/e9MvjAJzulfO0a0ySDhKzlRG2iSbVn95eHlypFkdOlIEV5z+J9Tc9RQ/4a6fPLRpbKIt29XSLjF79Apn3AAN4kKsfww5VvLxdPFOmVTimUJ1y/J8dCsNtmSF+xIMVTpdBZKokUZtxHgn9h0RjplE7p/sgPmoTIKmDdVSIydvE+iK5YLjQtv6ynkfTH4IZrpK8ow067fXsVb4zyaPDaQtve8b+KJIkcbJ0HTKCKR9ttF/ZLQa6+K09hkHTT7Al/+zSoDPYsOEdOLxWnbwHFUQf4l9GgiGdkAkFtmi8niFy0qeUF6hWBLKdBw4NXIYSUOvlRC8eI+earlpBHMzqwJMERyJsaQtICXxuL88b6BPLoIpp4DZY0j0xHE2jEc90Rgsb7mv3u3GJJOk9fupucaMlm4ruLqQcsPmnmJnrvBY77tWY6JYHqa2z+hHT80fLX3FgdggcNKrR84FIFWS2EGibNE0Lyq+izG3QKZDqHgD+05NzCpfdgUSj8MwtHlGY9RpO6W3dt/4SFB42NvDBcK3N95uYJIn2dctqde/IQaw5K7V80TsavHABcchRwHMM/ekXHnPWvkscH3oKfB68SQBtIspzgaLSo5pDRpIHdMKVv3OK9ZFh18Ctny9wHSDX84sa3Fkf99R4wsT5iwdYwnmMZDh/uvbQ0ftEALlj/3C1nlT62KcGRbLuiZ+qWFI6koGjSDOrQbSM6Z22g6d0PL+s4e9nOZggoz+4b3nf+omM1gMQGlDuGBqoJNAla6/x4nukCYIMbagAu/J/LPtJXlG455293ZTk0yGDdZSNXvQw+HOOBGXL26v2WOs9fP0rm3n8MEr1hTueY234MhG2zxq14SmPx1Q1zu0cuP2SPkD54tQy/5QAa7Q7e/q7S5WsADu9edqkUpVQcu3p7zYLxP8d7tMJYDIaBVTMXPenBEfatfGvPNVtr1GFg+fh+qUjxzBV7Y11hkJDiCYHsOIo1f2haZcrau2bI/I0pAaNTMvCgcYEQAkmCw0XTShUiPiFAy18wWgg6cvfq0glSlkmrfuKCA2eO8cpfjZeOkpRFCqWxC7cTAt6xbmapoyAfXzOE554pHVKQKdvIcS8uHdElfeOXHPTuV+y9dbT0yYhFL3r1zOIPFIry1mX7cXBw5eiSlM+9fg80efb6CSecIsVCWXrknFt2ZnjANEjyWP1Cpe6FBWP7ThTpEekoj7ppZ5ICFtIGeEfVEfejZk6SQtPEszy4JkE1DM8unVzqkomLntHAnlvOlh557y27HPDTz4/vP1nedut+Yx0140LAcQQHiTkGOXbnonOlOOx9i3ZpTNh789kib5r0lScdXm+7vFzqkA9tcfWE+AMAa59ZMk5G3vBzWDe9KLPvyfF1wD+7fIRI8UOrDtVToud1M2YPxxhC7bz1PSId0iv9n9n0GkE1sRYSahpCO77+F5FoAEvTBqyNP0G7cUZFOmXmekgC2EYsDmPTxvO3TRI5YeRXfmidY9uMYne3nH/aiJOkS3rKct7C544ArJktpYJce93SySdIZ0lk+Mp/12TO7P3qmBM6RHqlS4pyUnHcip3usAF7ZPstE4rSIx3dUpHOglyzgaAz7L98suMt0iVSkZL0jVi6HTL8818cK31Skg4p9kqHnPfN3Yn1oHKSRz900tlSEZGyVPpOmvZXy8dKSaRYEunoLl21heTBadIt5Ys2Avm/XVHsEpl820FSv33p2J5+KZ4gImXprIz92k6nHKitl0j5jxVfjbORLaO9C3ijtHVBAy7DeaNzByFSSJwPMd91ERY+cMcEuXA9OWB+ye5bx05c8EwMqOy+6Z0jVh80xmMhhAT3GhpQ8OLCs4cvOETkljg2XFKY+wCuFqokkDu0q8GWKXLxE7mz2XHn/oSE9LmV75cOqYiUKpOvP6jB61oEyzjwNHDrZ8rse7UnYMO6TxZmbsU2wr9eJVc/AUeoEYzhNR0gdTkmGvVnPPEX3Rd9z+NCneoPZlSu2OLAs362zF/rEiCQY9FwcPXZ8oHNXlv/8Ic7Jt98MHoIWw587fwRq3Y561xA2WhZu2vJ+KJc+pj1KUdItl1UlA/c/GQKKNOAwJFBCNR1+NXy0eNXHGriQbucRGOtRoPON81534JnazCw4G0TV+4E1K/gZyvOnrBgr4cEVccpqsDjHzh/2SGAzR+Szz5B0kCh7p5TmfOocfhBHGQDX/iT8YsPGtJqCPHEM4jzGa4GwR4mBTK7cU732Nt/hqKhnEeHH60YM2bBAODxCVgf0IHAEFpB88HplRkP4bZ9ujRlfSwg54A/YsGZFrpWHa/Bg0/I0BB8oI7zGIxDAw/9WUEqoxbvzIEkJ1f4Ksr88sUvT5Jh8t4FR+oQvOcfrxDpGbvyZ1D3+vlV7y1L8ezbduK5f+6JJ4ice/NLwVu2flQ6pG/WEya1G+aeJBUZt+hFSHnk09IhMmtLYJAEgrIHbzxNevvGLhiAeqQpqEwBZKg6AfyRY9tXT5ZSx4g7fgQqFmQDOxePEylLsV8KUilO2+xbWMQQ0NQdxlrwv7x/tkix+M7l+1yWJY98vEvk9EvuSbz77mV9PdI3/OYfEYDBYNH4iIAiDKVArv9hXn+XyJjFO6rAlstFTpRrvoaDrbNKInLVfbHszhA1DIoXVo6SSbfvtObhGSW5+jtZhBq6/P4ZnV3FiX+zpxmPNWnEMHgDgz9afMHJIpNGDi+WTxy+asChFCk5gao7vmZt/eeXeHM0gNO0LgDcL7A/mFksnyJXrQvUUA1sjs03XyudUhDpv3y1A3zms//1vl7pKZ2zdA/ws78cXewvvnnJc9Bcf1Gxq6tYHrviKfjujJJI6epvAraJzl0sYe5bfVapIHLpD8Gsn9MrXcNm3k69HrO0Jjj7xEe7RCZ+bjsQnl8yWaRSmrM2C1h00oy10B9/bXxBRP78boDHr5U3i7z9Hw4MBleL9c+qf2Ba55ul+5zbdtZJIWybIdInH3qIBNbNEJGTzvvyLgJVTJKD55jb9z/OLHeUZda3cHXu/6wU/ljxNWAUaGtg0IWmAtRL6+YMk9IpIv1SPEUKXV0iw2bd5V2LzQ2DGkjuvlxmPQB17TAkzy5634gFL+sAWcrz1036wKIdFkA3M+cSaOE87VO3jRmzdK/GJ1iX7b/tnSXpEekvdUtJzrthR7SpXzu3KGWRrs6CyKfui9dgGy8uXPADj7LgD153/hkLDlqscShSE8ApUg7X9v/zn0qn9Ih0jPy7HTgHz97xrk6RQk9ZpFKS99xyiDRmJ/UcaFRxsPuWs0siItJ95heeBRQJ988tFUrSK9LZXZ6/+TWcP2YZ+MoHpFzuK8oFS3+qdETJVk12zyX9H9uWGgsu9YGE8CrB/2TheTJ65U/Zdf24/v9jy9FUgcN6Y2m2yhu2CjvvHD5m0d74+uODxhlLojUDKybKrG1Q9XuWjx+97Ic4NI5/u+X8d3/1aWoR+4qC7OnFk0tTvqUgkPHUbedLsbu3qyhjlwykBDQm2MYQA7ecNfzv9/tgOQI4RbAJWI5gADO04SIpDjt1xJef5IXQegNNCK/eOHL8wkOWoKJRvsIYT6BBsOxYPWL8DQdzk4dt84rjV+62QxiHNzjskRy8U3fP7i+J9BdERDo7RaT71NnfUoBXSoFGAfkv1k7pl94PbknA+Xg1oYJxGrZ8rl+kfNH9OaQc83tvfq+cKjL/vuDx9qkl75GSnP+lfaDUniXni5SkUzqKUpQzVr/aYufuX3CWSKksUpYOKZ674hkXPIlKIYNw/1WdIpXZD1tFCk1eIVSxHte0EIzGm3T9/EJZZM4WlMZ7w57bzxaRix411PA8Oks6KoXpax0ek2EVQEIDqsC+BZOkt0/eLBXpEhl1ywBN4LGLu0XKvRV5R4+IdMnJI1btdmkEISS8poEGHPjr80Wk0CFd0iOVCxYP+EAOB//2XOkb1i8iXdIpctX3qLsMBqnvumFyl0in9F6+JQGnsED9nmkdIqNX/sJiAj4W0mLbw72fkKLIVd/bNK8sZZm5uQGWDAXUQ2jhKNr6zy+xkOUaY3xuLeQO2DRfRIofe9woh8WS2NhEo5TeeFFPSUqXr3XAtqu7RGT2IznK2UdndomceObKp51+eH6HVOTK9fzKugfmiUhl7JdeAkdjYOnoXhEZJsVih4iUPvEghPsvKxWlS07t7CmUZNQNB0HB5k9JUTpFOqXcIfEXWJ606DnMkN3z7bf1Sb9IZ1m6yyKFTz0Iat0s6RSZ/Y0cQgAd634PzRQRGXvrDlJArZtbEemZvTYD1l8kJ4qcuXg3uGq2d/Vbe0oi/b1lKclpvXLtZkyV++bKiX+0+Boi/8NZHXAGdRhUAqgmNLVvdZZhjzRjbNUmB0LmeHBe8eotpATngIGlZ0y4/Sk8hpr/8eqJp6/YF9neGY5jKif4Bgr1y4Xj3n7Hfm+BLOfgwpETb9pNWvfAxotKf37HjsOxFhmox5Txnd1zN+Su9uA86Ty5S6RbCtIlIr2f2EDj0D+dIcWuvmG9csrKAwnsvWXMnE3umCZh901vP3fBLsh23jxx3I3PRF6N/t6lMuLWnT6BOg7t8aT2mUXjLnysjoPagRsnj/jUs7ahIivU122gun/lmTL/+9Q0BgOu6S3HUBhoeoJ/iW/Okk9vA6MxpBqsd5oE7MNXSkFOfPeNPzYeRxP9YoAcvM5ia5XN9173vglfegmaOVYFMMpiFOuvlvHXPe8b6JDvXzV6zKpnYRDQzy4Ycc71L1hc1vBUMaz/s8q4v63amP8PLH3fFRsgr1ue/9Y5E/7qkAsEyNDq0Mpxo67bW7Ou1QbW8Kkm9mo1nHORZNfY+z9G9czeGKiiSNEMLBv1rpsO4b23QBNLhq3jqcPBG941cek+qKdw8MbhZ6zckVB19ePMPn0YnxwDHI1WTTiPjXK1QI0qvJDCEXLD4zPkRBm35KWA1TSw6GpKo0H94YtFThg2fcvR43S95jOLJ0iXDBMpSGefdEuPfGJtzbHnr86X7sLEWwcMje9dWhLpuuhBlzT9U/99wtvKpTHL9uWk22YUhol86l5CSh0FHHlkSkFOkWvudYEhC9hAo5Vt62DyAIHvzhcpyqfXouOCPzBFOgsnlvpEestFKYj0SO97lv8sXX9Vl3SWRKQoMnLxi2oIfrF8Up+UTlu5D9g2W6TQOX8Dmj1LxsupMvq//RgL+xZMEKnIlEdwkWPoh8iBny0a01GSC/5ud4L5/pxKr8j7NmutwIfMeHLw+xad3SlSHHvdgZrTkYqrMBYXe9/SHJruxwvHixQu3JSAx0asngdqOxadVZGTJ698kR/fOUY6ZeLqA9YqTG5RKA3ethPY/xoSsBawNYILDgfK3H9FQbrksg0RYKlqceEbVLEHV44Xkfd+ZRfabf6USKE4fQPg9dapvZ0i0x8xmo3zpCTy6XU4y8PXioicceMArPtvHWUR+cj3fQMev6xTSl0X/3OwCtzO1RO63laS04oVkUL3+Ut3sObyopQq4275OWCGWm3GwTfvv1yK0iuf+TZ5wrbp0ifFaRtpsOEaKYjM3egij9nXyEzqN11dLBXLb71lF5q6tw9NkYoUL1mrMWy6rCjSPfZr25P6lo9LWUQ++lNnLPdOFSnKrG0BeODSyh+tvyknsQAehhJcHUh/vnZen1ROLki5R04ulSpdIv2zNwdlsMoFYNCCD9tmyYcfBxNQnmO7Vk0c//e7IPWvwJ7bzj1/6Y4GXmFyAg1sSOIhasfCUect2926wm3u+eKkUV/frTXYBoMPzCrNesgEdALkRywotn95zJ/94z6db5raPfvbaOMw2HrsYU1RgWrmFM4Ex2vr58mV61v3e87cO7d81WYV9i+bOGrBQdfA5UcZWnvtqZ9aO4glUD0W+a3bPlW6/NGUKoYEu22WXLIZ6tSBDGWAvQsnvf2Wp4j9UIF6jFgN6tTJyGHrNTL94SaOxGJdZjCkwYI9eOMZJ4icded+MApcoOFCCriM7JUMYP+i4W+5bXvsjUfxKpYfLx8rE750gNRayDN2rZg8/nMvNwch8xxaOuIdXzkUqKWE7Cc3v0/Ov2W/A/9L76g9PKVy8UYCDpO52mOX983e1HBJ7N392XVjz1n9HJCQmQSavJYC2WCOSS2RfId7etG4C5Y8W0WBCTk/u2PcmV95Km91BZv4CAya5OjTn//TMwoixdJpUpJyv3SftfiAB0/g36GZgFH+rtnlQkmGFUSkIj3SITJs5tdNgFijTjWBsOe280RKM9cofEBVQ06KAezA7aNPKsk5Sw4MNSN+0Do4GtmqHFh9rkh55Ld2GHbcMbkinWNveBKDCmb9bJFief5GfrJqRL/I6BtfIwfv7r6qoyKly9YNaXyDlKR6y2gRGbtgN3WgVoPDNpAZqzAxohv+15Ix0iEfWrHvWOyLPrBkRFn633fLD0hwQWPAcpQGWgdPAlWyAA7/45sniXSef9uzVRJcbevUYq/0f/Sh1GydUSjJyVc9Ak2duzVXl04VmbYhjQXzOsoEDi0cK5VTxq44pKBGdesUkWEyfRNkPiFe7INZe3mxQ2T4khcN3pATyBu6HgcBSJoKU+eeK0VkwsqDEA+8KQGV13evPK9bpPuU2FB6skhlzMKfAWkWt0HlI5evrf8CErzJHVC1JsV553PPxqllEZl/F+BSNs3pm7kxDWQQ9t0wQio9J8x4QP/CsnFKUUpyxUPg+ObMinTJhOv3YdkQ71IehozvTJXuQvFPvrqr6ddOLUhF5t2dQ9j9pfFSEPnc42g4En/zBH9g0TukKOOW7MM8PEdEevqmbjyqwQe1fpbMfzg9svHTcqK85SPrGuB23TZZRIpTtviEsPmTIgV596rdCUGn0AAf9iwfLQUZv3SAoxjcI1eWROScO/aD/8bnREQuuHk/+dZPlUVOmPZwCs29C97d2S0y40G0NRuu+SPO51gwDu9DHmLfigPyHDLPawS8yx3UQJERdEZsEDLeP7dscu8n/qk5BNCAfcvHyrRNoGHtx2XyyucCCr/uit5TLr0rxYMleBq7Fkw6d/FBoJp7DzuWjJerNuoGYO7/uIxetRdjHr103rbgce4XHLzzbJm1AXB3X1LquGotkZi6c/HYeRsMpprEtMPgLfz8bybK2xfvJgD5I9P6xizaMWh59sZJMm0jYLCPzJRRSw/lBDbOFpmxFqM4cP2EwsjFh+JfPTqnOGbZfp/7R6Ze8w2Hxyv23zhJpq2DnDo2TnAleBRWk+HJBpZNHLl4DygMzmOpAXlzaNscGXvns/bF68fK7K21EFBxv8pSAo5mAgl7bhv13uv22RDQZPj8nisKp1z8QGwRagAh1Tz/5TGFj6+nBmbbvPI5q5+kgWfrjDfJjLtSPDk6YHEc/PwYGb18lwOTcvcsmXDjQRyQ5di9S85994KDJFiLJeVb18jJU7ZgMAeWn3vFfSgcCQeWDJfpG8C0yKZ7b5z0zht3xz41VQeUtQHy3D7yl50jr94JMAje2WeWT+qbdR86viEe4yKldgiL9s4FgvbYpOrQkHsNR9Degj70pTO7u2XaXT4A1dZNfWb9gZXjZJhMuOlpICgfIii9iQHWXCoine9ZvEtZmvsXvLdUKsjsrT7gnvvtzBkMAAAgAElEQVTb0UWRjjn/2mT3kjGFDpGpTygMu1dMEpHyJY8DNaXB779pVKfI8BUvkWsHltrGaVKS7hlbCBqaOfDMneOkLONX7qVO7NjafLGUReTarT5m4Zunj1rwoou0XkMVVBZIsexd/O4u6ZVLNqAZfOnz54t0yyfWg3NrL+zq6JZLtwUIP4nb4DZN8+HZIie/ae6aBvant54rhXL/Zd8mt3rvwnfLSdJzyXrcL5acOX7JboXXHGHrJ7qku3PsjQOKAENEQq5JTbw5aA7xq/23jSuLXLshzgNaz7EsQOCBuYU3Sfn8lf+W04CH/7zSKTLlcdvadhQkmHjJ1tZ/fglBtaY1fEo4/JNt33hzh3SISKGzV+TTW0LzgU92dorIKdL/ln4RKU190ECA2qNzKiLlkwsdUi5KuVj57Pp9eYCjmz5ympTlku818Xx7ekmk572rfqyg/tWrx/SKSNfJJ5x5zjt7pENmfC9Jn7x1ulSkT94hb5J3SeFNc1YnOVCHnV+Y+Ka3iEh3WeS0fpHPbRiqWv7x06efJCKVk3uHn3J2+XTpvvxfq8CQq//owl6RDilIuSjDhk35pgkcumnSm0si5VPk6g242pMr3l+WE6RLOnvkBOmW8vu/sjtJSTZMf2u5Q0TO6Dvz7WcXKif+3+y9ebT2Z1nfe7/73e+cgVGwtNaDgiVAQByOyrHFOiJDEshAAggKau1pS63DWdQSTAER8dQlHY5WlDFkgASCCCyw1hlbgRBmJCiQ6X33u/d+9vP8fr97uobP+eP67bR/8NKFi3NIWM93JVnJm2c9z2+47/uavtf3St9/Ux5G3vekdCgd/ebr3vnxEvwGxGKM8z0vPdMwJFeGQbjlZQ+7zwWvsZkWa7d/5DWPPnzkeErpnL/3mj9iiSD2ny/+mm96xlWnYAl/9W//QTp8zmZKmxtHNs5/4ScG8MzyPY+/fzo3pXTo7/+LN24j45K/+hcPP/ucYykdeuCJ9C3/8aN3aAXZ45bX/92jB9LRdDSdc+Csp747nxrhzOvqPj9x9Z9TGBirvPOph742HU1np0MXXANs4/03rjjyNRdfk4XmcN2F6dB90kY6N6V/8ubPN7D64Z/9rrMOpPukdE46++9d+19vHsENmuEUBxbSo9dl+OSLH/+IX7ilBv26UNlGxrf9u+87Oz3rnf30bcDij7/v2KEnvPjPl3PLRIaTfw2fuPK70tH0gHTgeEr3fexPfaKw/dnfeMThlNID08F0PB1Jh478y//88T0YP/RvH3skpY37pfQNv/Nnn18ytg++5ds2Ujqc0lnpcPq6dPhrfuoNO7Q7y00/tZnum9Kh4xvpimsabUvgra/87mMHU0oPPJ7Socf9/KeqUPSXn3/4AZe8FRnglpf8gxPprM2UjqTNb/nV99/hnKTJn7/o4nQ8pc10PN3v2D94yed0YA/6XZ8BSv/NZz/o/7xmh3xyOXc21+HG5x278PX4nf2LLCDH6eY1/h1Q7qrcfOGxI2c97MV/CVFLl7965XkppSP3ScfS4XT/lL79tz902w6n2l9e851HUjpwJB0+cvBbfu6zewtsewRKffllD7xvSung/Y+mtHHei29bAHc27CXPfsDxlI6mlA6dOHbeT/+1ZER2PvKKbzh++EA6J22k42kzbX7zq/67VcY/uPJbH5TS4174Mfib8hfv/NbNlDZTOrxxLH1N2nj4K24+lR2mv/nYtT954sDxdCgdTykdOnT86a8/0+3+2jPPfWA6ePjQgXTk0DmP+zcf3wU+g6Fv+edHNlI6+0RKj/+6R/zkh7XC5/7iJU9IG0e/6xfeiwPjDZcfSIcftJnS0Y3Dh86/8tM7guxc9fyHPjClwymlg/dPh9PDLnjhHdE1LhUDxcSxTgduR1538cbh9Ihfv1lAdCLvAL185t0/fb+UHvjwKz5ojED74E8/+mg692G//r6hAcMdGAuLhbrGvQAJk2gmcwxZoNuM20FmEbgTyEvqVoO9voogQKG3CW56bkrpvt9/3YQ7C41mG8Wy1ZHSR2RkSe51wg2sYncJ40SwkUGYgHIHVG9WEapugztFK3Sa0ETo3pcVTgENhluFIdLFKkzOFkifMGEZlPgOiyYhzlB2qqM5N7ABBowKozpCU3aDGrLaUyrG6IbQGqcB26Lu7BkTZKdHRGnV7pH0+IrpCF4bO/i7Lk+P/tWPy14wO/wk0wQywhIa2DSg4zCNCJM3ZAkLpJmyalSsgrpgijJaXbFvfvKCumoQr8Mxw5HT9FGpKLmxwiJu/YLrquI7UCVa+G5lrzoSlrhBN2DII5Bpii/FS8TYn4dCw1YsPhPr83RlGQ02DtrBGjSLa13BDY9Pl/+pthLVqj4WRV2QysgeLDlNH/Bx6GBkmHDyhEK/vZJ95RgLQhTiNqYRN8dCcuIUjArtJLs7yiiwB9t1pC/ZE6UXlnSKiTqOwZAzArs9R0JbrSBb2E70ZX4+wmsVuHNqoZMxIAvHMMbKFmQZyTAtZs5Ut7tgDMKLjUU6Du30aUBtKUMD6hZ5eUeQF7/IAnLAPFKQQSlm0fmrFz80pWPn/aebt1fQEbRTBzC1glLgLigoZWBxWugK24ZiFISMgYzoBFkbp2Ai1CkG2oBXOhWWMATDXZesJsjVadDist2coePFGRwaTOLRw6RGZMCAnNGTeUTJdNTqqS9yv30RPRGQd40CmBdgiG78kUkpVhgL0AbH7gh/RWD5mebV6d5sN5Zbh34aRRERg9N3wAiljVG6mHsV6a7gt73gMSkdfvhVN9+hNivqKANekdM0GozUKTjw7fahsAwn0utSfZYZWePegEQXnGw46LhEaxxeTRkB2WmAdBgdMwWWPnWHXH7vSWeldPAJ7xlQ7Q0zs+iik9gyvaM0BRV0cPdGSKF0dzcFMqVEYlNsRae602UqK8eqMh/rRaA2qL5HN4+2AZncHQy3LhP01h1FDEB9L7opR3DJCkh2KOI4ClncEXykrVqpFercuGAVqoWAFI3aoKPqoSwl7uqzsblnYSLPalmFkbp827NSetjrbh6Q2ut8VDmUctqbQR8dpNMK2peAU4tGj7z4NFm8x0iFV0dG0OLBHcN6oyJFtcvsS3d6rKKIBLfPtK5goEcfArpagmC2ApcRN1p1iGNPITewpRcK9CqViqLQ84R1gQJ7LYOEfFXBaED/G/7w0pT++dsKdURsD7CMs9dFABem5r4qWKbjOyIN27csbZUB75GoUG+hIoWBLHDG3itdqGEXEUy38OaOGlM1BRGDan0JHV31+Y5s7LWCaW0aLgxYi3vBa6VoF3GwHZqrkoEh/NNKG0KbLANmRRRqZZimYZo3rWVqAdhWCaM+0ls2sMXpkBY6Exxm0Q3ZL4I0Y6fc8Px0YPPYI3/mtk5hkYOGU0Gobey0ZhrNm4D4gHekqo5VgdwaY3y31IY541J6dHULNO9EdpqxCw0ZeqwMkzBsFsJMy4WuMmAUJzuCqxTo1jJuqDl1LFSN4qyhkQw/fcb9IhRMuyAGS6kDlQYmIGiJtntUSpwY6ICP0aVdARbixQ1nsJZpc/PxQifTTpMGpY1qC8hdRWbFjjrw1ksOH0jpfs+5Hird7zCvkKkZhsj9e29eKwyT7guONLGqNXorCG9yjXsBUpTK473ihlmrc2PcUjMVZagGrTbova6MShyDW8gYrbHNt4JlsRcUOCXTcBjBumKDqcMcFFucY30uY6rNdU2IP25zANR3bIiexVmOibkVJZoeR6A0qdBNfXDqTvBIne50BxsF0GUI2lXAZVYc1Oy9SZ1N5ciE0Xuv0enWJc6LlWE2+fw8zN2Ze2HucQR5AXa86VTZotDIDOyxwEyNEW3Q6ggnqahVrGWliKIgi7qvJyBUpRK0XoXuTm3URq3zIiG0A+fP+DirKrZQNhhpEWh+4XWFZHzlTlFQRBaCjaEo5GEcPWNIVWZVILxOQM9hGqf9axAtgimGNszctWAdqEvYwll0PHoKXZoR1VnBdvc0YmIhQupYVEYpgsUR5hWNk1wHjCZMOgE4YfWoE2ZTJ6y+VbCOh+ZfZfYmzJUJxSs6NqauBYv+lAmJWlqES6tg+qA0qAaZZTwBoYbGZVk1gOVpwLI6eHSdnFSbXOlkJfucG7ACtCpQWTBQvzgrZi551Iin9v9TmCp1NcEKEegFhcp2eF0mGnajweRGbNaKYjn0D43CSIdMoVK6kM2EzIKVYMSVTQNKY1lAaDogmnFRtzIznAXre1SsO71ahu4mAlGgZfKoTYtPagy26vLFHGGFQbxDF0RjiWZkxewwWsH2LPQAkDoviP13V6PT3J3CiBOJPWNPQjWyxt8VsiMKNXiXVLpWK1BXgLBgGbqtbhTZNrM4NFGcpZuoo2XER7DecWUOVNa4NyBB7pLnFkrtIN2t7XdUukFbNjKNpWZCArcuiUi2giA+NWo30N4YUOhUV0IDgZ0G6lCFXube6NpNt2KxolktsrSGmniZBUoEBzPDpXmBkUJWLSwxLATS5t5Nm8pIVCxWgAkZx0pRC28Q6MVMrBsRUoBGy3kQOkTK9szXrSVywSU8ALPZJe4zxaBJNe5x/mNTMInXVqa8B7BDR1vYnK4ujjkVx0zwGm95BHoXL3i0jc7GtUx4hK8eZ7VMNLx3NIJ7mXNWg6jPxxA43Xo4+F94XVFQRm/U+WS8q83EMStCiUQCSwRkr5lnA7K6YGMt4GNVm301FTAzi/ip1bAfO65ECXaFzI3doi28Pol1VauHYWvAoGAudKXivYHZ4E6XUzi4qDQVlLGFtiRjWA7oSlcWEq1UOrZWcJxdR3KdfUEYVVCn0+Yr9w6D1WkyIkruOIpVR2lsdwNMvGgL/V43g9n0DYrg0/zlFbxRMdqSvfAPq4JbQWmMLPEcAqZNzrxuZ4Pa/4d9DS6xAt3pCnk1QJ68ZY9HAIKM6q5OB4k8T0S+MheZqoeBClqyo1ahIyJYMxWx/dIv6m3/kRmGezbZxSgZ93ho+6olTvPeEMUca1LpMLuRS3ecpUTh4UwI9w4Lon7Xhg5Ueg9zWd1HyEYXXMHdm969zO+qgIVWaYTjhQreVZlY1X0uZFdRcEdjs/VRyCtgQmyBgo0ZYiH6/IK7k7vbfEwZCpM0EHpD3EP2Z417AxLkOHzVxV1BfF/LvLs1DAOz2Rd06I5bVaM7TjUqIjJEZlKiEhYyhMrK9wSbyipce7+7AiQVemshIIbtR4PuPu806JGs8w4VzTJT7yJJ2IJjJJ09CEcyCjlU3GpjNL/bRwjjqB6Hq/QmPX641ayIAoIydhoT1Lmjr2Lem5dZhciMUk3nS70nxq/dQkItV7YRIM+pOetYdhkFRpvfo2NQu0z7p5CVOjg1DFHo+0xSFIk3MDsZ3swbjiuOKdlCW8f341QXLAYOnGFdCXFYKyIC7LAfcOHgWziO1BC0NlnF6uvA6A5kDKd7u9sk7P9geAO2nE1ppvaiwTHRjtPoAj4BY9EcS9RQxxRbSZ5XuEbI2PFKmW8TA+oQucFeKDgiNFdgaERks3KiZpgVa2DevIBXdyQamjVE6nvo6OMhPYtj4gVEwTyCyO6RrbQKtTtlbsOJdKg5gsts6QWJzH31qoJhbT9+M6NrMZnzAf8L2P/40JwlzsIwTwFxaTB5ozHO7s38wDRXTJTsvUHVbsGIit6i7gi1u2lsdm/WB2xWBRQYaRJHTTHNeR7n4fPlKBRFgzPB/K4HFYnURZmgT8zyWh7qSJbR+Uj4wvtFIkbsSsfF3cu8L6bGGGsDoTuN0RhnTyZ2mlqP6m94tDYvy65NOk52hvBCJagGbfYZcBEtaEQBTYLu1GmMFvWFSG6TkbrP8sgCTWINj4o1vwceP2t8YaTSxv/5dZnZXCkQF8SiTqlUXzUFNaqtYp8bIIu2xAzrNTfHSqTbhEpkjoILZM7UvM7Ou7ki5oBoLd0Ba31iP1qaYyaY+hA8kLBwmC5jE3aT/dTP/pXYrGJrImIKkC2SOc1NC74wi07fcPpFo43M5q93JEgZGpNe6G2u4uBOF9PZxMA9sgBbGN2RhRXAFhQ/DV32DwAruIUtlIifvCl0CkotKw27y7IiPQxADr2frgCiQS8Jb8tp0CXHsTIZDRHrmKNG6U4907oqitMcypQxzCvScVodsG4RO4CbNFCjINZCPqIJ9DbG9+3b1v0z3gFaHc0wry3qFB1n6U44Td1WCtDDQnfD6bh28ixeJozNWlcUR/CZzVd0ikDWYz274WTLGkrtLpWKM/tqFgFccLfHOW7D0OahBrHv4uw3raJ9jmB7ND0LMND7BA65TngHURfZ/35mtlHFELrWSWKqiveMoIaTm4eKiIQEuOUvWoA9w/+yZY3Ur5vPfSGdMVIXiE9C39/XNC9Qg/TWfadnHJskBPqrMWmbnYrwolCk19hPTlRM8XAFHJka2ERt4CV2rla6ejMTh5zrXHLyaGuerbUTaScL2tMXhFCRKXY3g+FR6ep0ol1LvIgXBfOMoC5RQoklIVinhXCJC84odKHMS1EwCZ//7gwQZcoCjlm2eI+VqcJoShVMeg/ntuNCR4VGhzw1db87S65d7IsS1da4ByEplCzhJ0rHY3laI6Z0dRwZqbNemoerXPE64jRRuraZ/eE+KmOdORLM0jN2dxxZoWa8Aa1FNbMBsnSiy9AwN1vWqOdUDDd6JH6FTA+vuc1yE9orGRXMwLKUhuXeHExDxacqoKWC9UEJeyJV94uLolhxugDdg3Qj9KIT5EanUOrgdKE0stCDGnlPXN+2rLKnIWUuLCK4ERFqFZw+OwjxYJizvD7zgaJ8iOyn1vdLlTTG1j0I1OotxqwV9vMZFYoJKKdxUeYRJQN6pnWl5E6hR14Eb/OhNYfaNSoFtdLdKt0seJUOU5yAdYpzGRRzautjpFhbn2AcAaFEnUJwGcPEKn2+W0eoJXJsBjHpLyKMFr9OZYWh3uKZ9Y5jpSwwwXKVVYlEsQeTUyKCZBZAIAfrSQ3pZqIuiik2tsER6TlELXDJLGPYXtUwmBHNZDpU6fs5w+6GGnXqAHmPufs5bOLIdniNEyt67ERFegUau7JyJDYyX6yu0eevmz0XA3Gax+bNguUKqNCXhTm5n6k1Dob9cC0DbmK04AsxtrDLfQ7+sngkigsNG8G8Cyz7JCAW/DXQOGoQMW30yiCaw5t2Nfb5AQ4ZnSWCrYiXDg1G2/fmz4AQVSmthoeCxfXgs99P/DoNXFzAO93RXrFMHrn7AkSxMPnM2b5Y6h1kdjj6iIvAAO6ZxkplGW58plFFgWFOVWDmOXRyqlrwNFtoRgJdcbF1BfZegvV89TXWWGONNdb48mNtX9dYY4011ljjy4+1fV1jjTXWWGONLz/W9nWNNdZYY401vvxY29c11lhjjTXW+PJjbV/XWGONNdZY48uPtX1dY4011lhjjS8/1vZ1jTXWWGONNb78SLNadDMkNCQ+RVuQOQVqIErnNEyMCHiG37k0PeN3PBr8s1Wie50pxnhVWhdCla7QZtmdVWdkZ8crE84X1QVd456J6Lj3WTwENQ8ZuVIduoaM0nKaZVkNToZO76BlVnKwPgLVnC6NkNzzjseaUNujfviFD3vsSz7iWM7sAisKXVdwzYXp4MP+w4fvKiEGQq+IMDDNYx72ojl/VrHgFE5ILTe2gVBY9KnQZuHiKpUFvYeUHY5o8RCYZMAqvgyx20rbw1aEVtVeyDBkoxLKs0YHZQGwoLXsMA+xsZA0HKmoqcssoCHAVkg9ngpRhsIscuKjO1op8bDre561cc6l183iXKjOUvP7ehj0e5wO9hprrHE3Usi6YHjtDTH79GMelB6QHnDW5mXvXt06QSsd7SCw19mjX3vJgcuvBkLLzbcasdfzylqHsYOIt9ywxhLtKErMCaB5ldA0WeNeBnHXiSoxGUlCtqhX6tQdbMEKFr7itVekYwdSOpTOTpuXvy1k7V53cTqcjqez01kHNtPG5sGnvw18u9btkN3JQKfZTZfc/3tuWDL2XhCyKmQHXvO09Jgr/wK0rz76n74hpUPprJQOHdw4kg6lgyk95+0xpqA6p7CBxg6sZrWiRY2RNE62afb6lMZODPypVAxWMbFgWcl5+Ozpz772Ien4gQPp+MZ9D6V04kA6N6WLbgSrjvRQ0i6CCtYdW8VUzhzWbo+RHVCWWC0sMGIy8dIan/53D0uHUzqWDm4cTulESulguuhaKqN+4EXnpQdvHEz3TV//qx+Y0C3BGF9zaXrum0NWqHv8XAh3hrLiV2o1rLHGGv9LJNyKOAY6CZjcyfi+7znrCa8HNyag39XAWmUZqtu//7T0tDcxIktlQd8ih+j5PLt7ZBknAcoWQEYWcZKNBtxGZcn0FbznNf42aBMhpiigvbMbkdgYioItQ6fk3j//a1e86gPdVlBu+eW/my57T7t95C2Xpkv+i+RQ4Bswi69CGiIh2dit/N6PHP2B327EZJYtCgOVvvzold907pPfVWBv2sWW0MlLpMLnbrnyoYe+5ZXvG0J8vWJ5Kb//3PTdb24heTcpY0PoosqIwjCBGo3ff1p63vXcRq/QO+LQhhLKhjGnD8HLEuHjL3pkOu8FH0AYUOqspC2CVi8LoxXABwUaA699yuaP3FAyAip71H3dzcHZhdtahMATO3DLLz7wyCNf/LEO+WM//x3p0rec2sa45vknznvpzfw1Ikv4o1c86nH/+q+nePLSQxXZLcZ23/OEsNdYY419JCvFCfd4LOKQae+84PBTrnZWCLm+9vIjx9ORtJHSkW/8Nx8Dfd0F6cK3KTgnP/nbDz7xwLS5sZlSSk+5icz4nudvXP7ky9LRlA5sHnviv/rgEnZ570UHfuCmAWxs+a1PP/rM39W1fb23wVuZLd+AFmIqiO8oHWeY9hpjBbyu6hYtl9J4x4+f/ejnfhakvfWCdOGbITPBkjKq466d0TzXXNzAdm568oN/+B17ludBR7BqiHPrVQ8/cunr2SM3ZMdWTDGhgZ1rrzgn/eh72cUw0VtDbba+9wmHv/O9BQd1Vn0HlqaotxbR6mq1AvqfXHDWBW8XBGyeAratfC5EqtHlLMcrwlsuPHLgR69WyHUH5rGqs9a7WZ9AuhgN2qCsSnvP0088+806aFvNErh1D2GAQhXBrUXeudx0UTp46bUotrP61M99z6Ne8d813I6P/quHfdsvfCbGLw7y0Rf8H498+SdjeqvuD5S5W2x+jTXWuKciYYhYU9QHBxDymy5OF99YGw1921PTs1/LqKdg+bbnPucNwB9efuAp13DnxB88O53/io8OTBRueFa65G1Quf6JR0486WomBs/vftLBb37l+zPcdGF67rVgDPgbfyw9/7e/wne9xpcOPf3qZz7onJRSOpGO3S8dOnbsSDrx1NeAuaNzHLuDLXBOX/3cs1NK3/CyP4dGnrj2GSmdSOlg2kwbmwc27/9jV59CJt/PMpuA3vDs83/2/RQau4DH2HIZ9LrLDl32m5FgtezIIqZ13/Kqrz124XX0Nuv+LylY6+hNVxy79I0wuWnM99VcAF8UxzhFA3aYrvuhwxe+TRjdGqHpP/9VtALo4Az64d84Lz3ld+eJmwvK5K4KNaxvBYuZuuAVqU7v/pqnpOfdgMYQAncGlpGXJse8IOD2+smXPfzYM2+cGICMfOblD374lZ8zYBz6h152/j/6+Y92MjDADZekJ7/LhgWACRJDWpR5OtUaa6xxz0SKcRm6P2gxW4Z3XJYue1dHqcNHrjwvHUnHLnrTFLOa76S94dIjl74euP7Z9/+hNzKOTlVuvDg962q24PXPS5e/FtSX1fWay9PXv/RT9N+98NBzr2cwR3jdFemiN32F73qNLxkxwTRmFaru0RAvMXBX6wRbNEzZA2NFkRH4wM8/dvPH3+S78O7L0iXv6jR2xBmUCiitsKcx3Wzxl1d9+6N+/hMroJ1eEsX9cQL8pkvTM67js/iEY6wKyC0vPz894mU3ryqV1hRG+dSLvj0dTelgSofTOZsbKR09kg784/dEQrrtMaEw8v4XfcvfSenE0bPSkXSftHHs4IGz0qHv/uDtsiTLPNKuL5ECcsuL73vssb9669DqgO4qJh9/1TcePOtYOpbOftBv/cEfb8W4mAZL7uCT//SbHnRk4+iJlDY2H5JOpLPTRjpx0e9JA1tN20qndzWcxe6n/59Hpb//Sx8KY1+XSP7AK//3b33hpxvIsvv7f/FRD33V+1qDVtji9T+RLrteVrsAVoOD5QBu6/h1jTXuuUgwT1GOWGJkNG66NF12LWUb0A47tb3rqcfS8QOHn/tqhRsuTU+5Grj2ovS0t+HSp4XZNRenZ70dn+yaS9MTXzdPUeamS9JFb8f0LT+avv/VQMHtdZccveJ1tuY33csgdvINz3nw8ZRSOpQ2j6XNs85N6dCT3oCu1FmxO8AEo+cWo/G647e+4NHnX3Xrctne8mPpCdfFzN68Qx2h03ZiqCp9KX7zz5z/iCtvpVqBBRkno1YAvf67zv3BG4hJXuC163WXp/N/5YOGEmPCzDMGXlFqeccPnvO972pMQGOBi3Vl/r/NC61D7379D2w+6T2lNqgslSrUlZ8UxGOkaL7he48+/N9/ELUyKQWKKCpKL2Y95qMVMMZaCljQnRDkrRduPuvGvIr5dQVotcUM9rZTyfD2J6eH/9KnGmXEaKUX4GMvfMw3vnQrrxAqt/9f5339Sz4OeUKB656Rfvhd3oPB3RDBPGYR3z0Gd4011rjnITUjwgIaTDoxDvaOSw4+4+2CUj995f/2tDcDK5wPvfT8x/7ixwau/8l06fVw8pMv/ObDl/znSqXaJ37pW9LFrzeENzw7Xfx2gV7w9z714Pkv/gS0//i0A+f93x/hNHtc8/xz0lOu/0rf9hpfKgSJyeeYUXadStEl4OLGiooPlK4f+5XHXvz6OWV688899MjFb28gr37ioQvfwDybungGtXgAACAASURBVIieBHSwgtLd77z91v/wbc94NTmrxWTQrI3KHmra/9vPfut9nvMaNOai10++6JEHn/M6VjSa1UIDpiXIRFQ5r77gyBNvrGF7FkhugGEmc/nXxwL0Nz4vXfobdEpwhRgreKcKnjufvOr8dNE7Ft0hG/Tt2CWtossYM16hO+4Kot7I7JGZ7jBu+ol0xetiVrIVrMYU8BhjzN4t/+wx9/mp6+4aepRaeyEzifE3P/Po9JS3giHXPiE9/FWfQGHhoDdf+Q2PedlfEnQy87Cv7X9MlV9jjTXumUjOUMo0RxJs972PPfrrzz47pbT5fbes2P74Lz7k3HQ8HfuadDQ96mc+Dvh7n7b5j98sFR0/+qLvSumss9PBjUc+5NHpR95VuJMbv+/s+6e0sXHkQDqQnvnmO6n9Toabr7wgHU2Hj/2d+37/hU/efMa721cvv0lsZMJaHOsSTZQCxkmKYtRGi3TBoEpjefdM5koWKoUlxea51hM24ojpCNDjRVWqiRcQj9HjUZBb0PsKqEyArhTQ5oYw0hAYGOgxNnoxGSsHze6gfQ/QxTxzXDvBVzXFMG8OeKaxYAUjYwyrP42i7CB0ZEKUj/7yN56dDp5zJKW08ciX3MweQnnHkw6llA4dSofTZkoH7nPFNcT8aPpJGK57+vFL3oQCpdHabozmHnHD4b9d9egDl7+dyUHK6380nXO/gyltpo104GA68KB04gEv/413TsHRM2vtY//wwY/500V0n+YBmDD2zDNew8Qi4x6//8PpSe+2XmFBRagyYr0rBbj2H6V07sGNdHZKKd1vc+Pg4QPpeW+yVfR1N8zm1t1dq9EWjCrsoL3Kn/6jo098t5qoKyCj0PEqBdjeffPPbhxJB9ORdCgdSofT4bRxIP2T3wKvi0+8+LFpM22mjfQdr/yAzVPWXf77Lz/uEVd+EI+J867MPb6uwXPqDZDT0GdaGNUFeo++u4mujOqNNo9YLx2lAyvAt6I56kuGh8fhYupgohg0bdCDLunEIHSHqoIvF6A+wNgVAVoXo0umywj0IbqrC4LHTdVgbLsrfV5m6q2A105D2GuxtTIFmLID1kv4Ll0kJqxLtCvU3NwBltiZn9sZ91FvYIPMnc1qo/WZUa8VrzjKIG0ujRfQLjMdvaiQEUFZsk1XcXBWFJyVq5+ZpyZaYKhM0RJNBy/rqvu9Bck8A70EW3IJOz6eRkwtunF2mnR1ME46IzaypxqNGZmOC+Z7fu2z0+N+9tNNqDdclr7/92Fg6INMcR4ptM+jwzbWuFuJ4qsUgtPpKIZZRVAyldbwQS3IOJT5HKlumA3ERlSge18yskQoS4mqp3UYaFuuIG1FPNasWJ4bXqgq5mCUPEIeamRjF3gfwX1FX3nxSp/D0GivcdBBvUF8LHau+Yw5QHIT7yXjFMGjBUvoZB9WDLOcyMDALtwhDEwK2ygF3NE60RjBuXPktgxoWcEEbrLUP77s0GXXITsZpSOyxWIP1JcFo0zw1ksPfN3LbwGVXRA7iXQwRyqczGUKalJzvMFdFE6DafT9hPGoNFpQkcqE18aKygBOFT9FBcXGBkMGdK8xkjOdAU7TC+ATHWWQusSEFiIPhmAa3sY4ANoRK6KIZFhhFLpkR8ow9kYotayorMJVYiQjtQEyToAaSyos2WF60zPSxe9Ub1FtVcOorjliVwWvI+AdF4WO0E2i4VagVadgYfGGHo3LVMjQl2QWUGav40uDz+vIDfMWfxJJg7uDajPb/yx7NJrh1AwslL5c7dDBcsGyxoIqYiu6VCL3LtHgqxCNVc2LBHM97qgXZRwqeDYzTCYFzxiN7F0U3NV6fMMUWQQYXM743M60j7pbd6NT2GYP6mqErqLg5N4V09aKgEjDhNJhrGzt22BW3InDLkvyNqG+U8kIPl/gGZ5zbRQMzbQ7GyzRdXvjvQVJesbmAAvr2lazegBL2m6BBpPLADCoKi5VGNmm3PbPvzedm1I6fjxtPPV3hcKK+gcXHHra25tptFDYuAAalh3Fae5jQej2lb3t/+9QYWyKS83gW6KuSEMge8txBlXfw9BKiB55tDVyOpSAHKZVlPcGaeFlh/nNu9HbMQAjYnO3DMI4Ikz03Gl0yh5soYwCyuA4pQKZQhYKHWJPOzgTtpKMjE4xcejZcIxpcpioxCHjNTOEkFOmo8UdOmZTgbDQOMKAQ2dFQxjVYURkbikZoEX0sNUQhInBqwqlRlwS4fhoCnSjIiy3b7wsnXjUy/80bnkp0kCqjHEsC4zRDEOnLZT4tbjuPmjBmDlBblhXpBYr5Ijp6aghbIOoS+mzfNKIVcKVqTRxBKmlZY+4Zo6KMjLGkxyp5Nzd1EoDmjSsOIo1P2kmE9DHPV11CoKsTtPZhdJhv/dpsoifgDuQG552ND3z1R0iw6FOq228OzPsdIwyEu+lANxufYA+xj3XLLP0Vqdvj+BkLG5qGWkHpeNfcgBrIUAVWRaqY1UQemRiZtakm5jGhTrSHCuNxkgWDEYczUwYLCdaEMMlqszWJzIVha7FbBlefsWRky0UubQbk7I932MFlp6RTom0kArkCNBHO2kOnSkUP87w3M60jwowGXTMB0aMPYQ6P4C9eKLx4vx262DWsAxKF9MSR2zLVKjxMVZMdEbryBnPwyg8iKJWlYwwsId/1Z6fX2VIICaOIR3AMQczVmooEw0pWM9UunaU2ul0llTK9NcjWciumEmBzJzbC8WcpdKYpvijDiIjtLb8qm7b63Cn9NwAJ3o/NKpxeU6xYqrsTlAFNxQpjoWGn20rcjtUloXIMGPDUuP0aK0AUn1WQQAV77sYZssGFYsuEw//2Me57Gc0RvakIg0odQKRJV4pC1S6MzUiBS3BFQp1Edsjs4SJquGHDWWEwoiBCwqyNYVRZFkFb8MICLuz8ohF9dYZKeOE2KoXQARqqP1Ruroh4AMDKLmbIxRoqAJDRUBW5AjAIj1pJmYTiHl1aNIxdvqAoIZi9GGiW6PQabNshFQaHS30uSWtwa5SqLBFpRZwrA84o4GN2TKVjOMonY5JOEsmtoClOHGGqiPs0QSr5s0rCNlyyEWxWra7pRUre4zdb2vQDZaIT/RRGyvq7n4ueoKRBT7gjCXyAQtYOK1CrXuwuPvDyABZDPNcgmZYbVQXRw2zpbMTj3ACeqYjSP3SE8QOMNbcMCCXlrtT6fMj8P0ctpuZuVo855FMrQ5Tt6bATgE6ow8F6NZlmuXehMkB0QpIxbIUQRDrtsLYpYwI0vPcvt9x88IUDoTu0Wh0VWChZDrqBqOC2pmf2xn2UREVUN3DcJuTIs4eckrVaYsJ9oDKAhrsggkr0DLMp8DYGoPV2yvhijRc8Xg4Z7aXVelUpJHpVVfLigxfzefnVxUSFJDIBhq9WlFQmCI9E0WgOAUVYXCGAVXdzy6ybNkQmBiEAsrAOAk0diohYbPjCtXcWYUu7Ffv+higog1KaWplzgR0GstIAI/WUVq0R64yZh11nwMp+tZIh8+EGBaLuyLGXYHXrdDOzcoOVp3ed6sC1bzivSnWIus1qi/JNIxaBxZx3qmyR0E6agsUsxKygD2iWMjbOE3qEEWvOuHSkCoRHyzn8ljuGLDAmejmgDB23LIEr2cXq3OtqxaMLGUXaK2zipp0YRY1RKl4uF8wOrdXZSKDiYggaEd7LbYkox01U6LCh1uYeW+mGhq9YTu7zlW1QcKYdQSZ0PliLWzKEtsRBBEahUrtbAMfWRFBXR5oEaft1XhS1Vl0HDJTmyNAzUjtkiuFRmOvuof8sGIwIZVcwgY3Jarhwnbdr89FakGhMY1E309WVoOBsQcrqXNiyVBssEmsR4st46z27ZCjDM2SbiAZCt0d2kBtQToWQGViEaGiOMsvnSjlALV3xVArjilky6hj7mru7v/TpzsDdPJJCqso/Xaqgk4jjuCNirm1CC6rUVku2MY7A6sJGCiogNblGGEz5jRFHXcGLbCYoJe5AQwG6BHaClVzxqje4/T6ws/tTPuIzECxFmdjDzJdBkwwM7JWsIjSZeZERPg5kBH/HMLI3p1QySWibJWqhlv7YuHoAlnRyGz3yDL2iM3XuBcg7Gs3bxDFPnGsu4l1JxYM1sGDwuAVrE640Gm6XBEkSfY1UU/VOdQyMGyk4tSItDAmozDG+fHVCaselAm2VqEqmG+LRsUFEwOIVHQF7J2eAJXgehQ6tdKZWH78BT/ynS/5w4XGAag4ubS3XHE4HUwpnf8fP/RJ5A4E3vETKX3df/ggOzNhZQtHGoXbwucJH8jLZ9xh3A6+lU8snZA1pNzZYA8y2rqHtYO+gq6FMmBsxUGMNYTGxOeZcMRo6LAEWh7RBdDz6QYiSHHXMgWZqKECyyLbofGrHtRbESR+MXyLRtVO0UzvYcT32FIX49pL08HnXa+YTXYH1CgMaxB4BCzsPR7Ukj6gPSxJI6tkDMwkknUlstIdp9MKVcHzQAGv2wqwvOYnjqT7//rNdcWuYPQwCNun5lfcR4DtuariW9oFGUQRuqwGjWaiNuAIdSV9by66S47YyGGSiSUdXS0LgtEw9DTsYtCaMhBV+HI6IuvQ9Bd1B9H9ukKpSJV4iJqXgNXg5sCI14lMGeJnraLemrMFExS/8bKNI1dct41/yftRWgccujYHM9M65+Gjlhjkpv08NopMUH/vWenAN73sL3doU+vADrJ08oqQYCWq2qjBEp2WgFYEx3aB0haMCI0Fp0FOruZfOIVwikGFJTFTAaXTivtqf9TIkt5Hw7QWOONzO8M+KhqFANtVYyKIFA1psFKDHSqwNXXGyJD3ssPQuBWjDEwsW/6vFx8866d/swpC1QK4dEeRL2IuBwrlz7/7+LETKR39pheetEzO45f6ttb4CiEBrTXC5zQBi39i0F1BMSWHDB5KYRCk9p0wpzRxxzHBSr3T2XGngg4j4dcJRTpOQ2hSQXziq7j/tdH0FHn8jeeccySddfBASg/42h999VYB5bUXHUtH0znp0LF0zn0207nPvvpvXICsfUej2VilrW58+lnf91+yQW6KSgNT7N2XHX7e72zFGdQlL3nvDx84/xUfm4qC62n4vau+/b4pHU2Hjlz8JhqZz2DjbUCH1vmLVz7w7HQkpfumB//6RzKVhrz56WeldOjA8ZQ2N9Oxb3jp+xVyZSaJjHR2P/YPv/Y73re39We//OjH/es/jvjk9K1X/d2NdCSdmw6mH7uWpsCC3N/3Mw+534mUjp71gIveuAPzma5RVB7bR2683zmH0sH7b24cecHrPnuKyorfemZKm+lIOp4OpnTi8b90c0X5s5c8+tjBdOxweswv3NJBkC43/OBZ3/d2JbhLyFKlqQDdfQ6And5Kd+h0Sll1xRkiP6tMEaR2nIGJohSdJMKMsq+rXFnxOc3XXrxx3is+QszMweQTL37IsZTS5uaJy3+zO3PV1nOB2m/X9//OgQefl44ePCud+9KbCU7fDRedk44dOJFSOpAekL75Ze9rdHI/FZH0CoPfffKB515d/SO/8vhHXvV+ci2i/ql//7gDmymd2DyYnnO17UJWHbn91n/9neloSpvnPP5J/2xlwAgnrU6q7JFPf/jXHplSuk96QEo/8ToyTuW3LttIh85OG/dN6SEbJx73L/+owp2f/PnvTMfSiZQe+8tvw0dvd5Df9dSNK974t1jn3q3RkRYZ1yLYyMQOvYSJNb87UdxxVJRrL0rfddXNA4gwZCY6LP/ie869z9Pe9HlEWI4rKk3VGW55+SM205GUzk7pwKG0mdJz3nzKwd764+nQWWkzpRM/dL3Wu4AsXPukgwdSOiedky7+r8OtYhWDvhv1DlXu4uoLDj/3OpluffEPfOu//WPKZ8/03M60jxzbBuwkyp9c+c3nnkibKR166qvcKirXX3Hfs9NGOr5x8NDmP/2d5RJQ+8AvfsfZKaV06Dt/8UNTH1DLvPmJxy98S2PJfoFHG/+L07B2GpNtvfU5Bx/7MzcHv70Mf4s3tsb//0hmc6otFCF6jYQbSg33HxewkZE+Uz3ouYViXAcfO8voD4mWiJgZUuhGEXCThjSv0CUsdvti5YZ7PUpUKz/8c5e/4NMCjd2PvvyhR57xVoV205PO/vb/UqDcRYFqO1DJVBmJkuZS2+rOd/34g5742iXgUTEakAb2mgsPXvC7NJAOmj901UMPP+1NNNvFEP7kpd/2iIe+4Ja2u0KYcqg9eIe2WAnGJ1706OPPfwOFZb3xJ9NjX/oZzd25/uIjz337lndQsFNBXnVkCSCMp9E+Uv9f9t4zzM7yPNe+18yaIo0kILhsG8fGASTUBaa5EMdJMF11NKOCqHbiOE6yHZuuLtHBZSfejmNsg7pmRh0b18TbiRNT1QsSBmxjQNLMrFnrbU8/vx/Pkr8/H1vHPr4c2zhZ1y+OA2kY1sz73s9z3/d1Xqa+gOodoL7S3X7usj0+BNj9pbOksxdy9E+XTG2ffNeLaU4wrwMq/sLo44CtEJ6c2t76pWfJCey7c0LTnI0AlTXdLTdttDq2wBNwduDg588ZMX1jAXbHNLngvn1xH4rDy846Z+EzCoOOTd4cCOQWLCrU/aUG7xSeIu4Go8EFi4sT3+Peex1+MLXlqicdBTnaxwRGh/FhqAYMHXvm/ovbp31Lo+IG7k+XflQuuPMIOpCqSP23Wbxi/hrg8NIJ8vlHD2MSv+kTMvqefVhP2D5V5vWSA8bXqFTBWlu/9VDBGG1xJPBG1REb5ZotM5ved9dBLGmx+0sXyzWrIQR233G2jFv8snVV6rdYBYX3+HggWHuTTPiH5xhEVY/cM0Gu/5EKCW5zl/zt13IVArymdPV10E/dOnbY9X0Www8WlM6/9RkcKsALiz40acnz/8e/5yH3Ks5uq0Xcyxv8xYfPmHIwOz4Q2zfRdeLrPwUU+1aOL037qgVjvQKMz3jptinvmHz2qfO2asygA/JobnFYfOgPBkyq+P6VHVN7tbX7vjyu5bzvR29Y7w2nj/7cborw/F3ntvzFdwwY0i03t599x3PwGhBeRRFITAHBogucD6ANGfbNPrc3e47iGjYu/+mKC0tTFr+YZzhbiz85c/zWrtte5XWw7HnovS23bAmKp+9+T8fcDYDfcUXTBcuPRBOX3bv4svMXb69vHXvgVcX/tsLWXQVp2DRTxn3hV5BgCf957yf/udTIVz+JrNXxRRbwOvrP6A82ztWSYKwjSTixOUnqcShqMRs1owaqd355/B0vuLwotlw9cvpWY9NQb5+jaxpCAblVHAuOftg0U+atc/g0zloU9YXM1TNaunuxcZ6UP7f8AzJ3dewAHyvCtqtap/0ovrt9wKIDdRy/T2vA3hXnTLpzd6TfFi98bsKU2/dbi9l8ldzYg9aVAqKFpgB8FqiFeFJ+/oFJItImrdJy8YrnQwF++5Xyxz0QsN5unStd6wH72NzS7D7cADEjojIUl5oMZNVMYfneHJnxRFwBYu201mk9xjpYe53MXa/jmpTxb2DT4oVlZ7V8co1OcRsWyBlfeNbGXRN2fuHcCfe9YvAsnyNdU7uGtZfapSyX3vESDsf6m+W63hBvol+7tu3Pe+NOmfcJPk40/z/5Dxof4giuAKqJ/9kDE0bO6AkK8KniiQVyy9Ycja1xtIi9aQaOY8ixAZ5fcu7ExbsonHP4vUvGj/+bgwZVWz9P5q2vxHDG4wSsweUoCl4tFIQ07F48pkXaRKRNPrDwEG4oYeN8mfptBRlVeufJ1evR2G9e1XT1Nhf9MITo9nC2fuH2ruCxrlLn+ji8pmemXNNjHd70zG6ZuaFKAOV0jDk6sHicXL3aGfi3mXLx3fuLOOPXhz77kXMWHQ7Os26O/MmVc05vbpUOGXXJwp9rH9DbL229fCORGPLY1R03fDenqA/dTcDmroYHqtieWU03bSKtARat6zmGcRNtkF1fGDtyxtq40pGAJSQbrmu9eY1Z39ne2QsF3oNjiAGsgwwTYsPhXxZ+6KIV+xX9atNfyIyNDmokmkPLx3544d5A74z2WX+PzRxpYOcdZ1/w4D4bAsbm8dxvwBz69Jjm00rS1tQqF99xADx8+0a5ehsUEPxjXeVrNnlg7Zs9RzVir2PTfOlaZVDkFYwLYGxCiusPDoawT8xrmvSXh03Bc7ee3XzFdgaD//6VrR9ZvLcWG9bsX3ruxM8ehgpfvUW6P3m1SJtIueWChbtzgA0zZNZa4pFk9VSJFRo89HU1T7z96WA48fYI+FCAq8Spjq2vSeUpVOIAL9gQcqhvHTT0f1+N+noS1SA3x1PA/VoDtvbNBc1lkTZpaW0RKb2zJOW2qY8ZV2DzUB8lapxFVembL63SMXnFocwaD3ylW0SGt4mMkmaR0ulzNlsKAgN174q3mL4/vOiBl3BQRLueBlukwej1s0vdPcoSbTYbrm3+w96ANjjwB+6eKK3SItIyTMpvv2TJCwSDqncZcHnYe8+YCYt2x/2R4sg954/74kFfJGy+QaT5dGmWsrR39VrvLVphqMQusdkySzp7rCOonMN3Tbpk5b4CB/u+9CGRUpNI68T7nldDwKHFo9ukLMOGNQ0bJSM+vOjnaEvQ/dTiDFjnA5VX7nx/W/twkbb2s5f8zGuPw35jurQ0DZNWETl1xvY8pcAm/3bn+LdJu7TJ2GW/rGEH4jAxX3tZac5mj2PbrKa337xOF74S3NpZbR337sGzZppMXQcYEh7vlhmbAgX1JJzszfmFKAp86qpoChx85+pRH9paAKnC89OVH24SGTa8WWS4yJSlB4MlR+GP11nIP19+0YRbX8iBVOnDt0z++JKXIM82znmXtImUTpfWUlcPeOsMOK1D4ciDfnJq07wfxUuIf3XFuRNXHKyGBA5+8VwRaZMOGbdwDy6QPLdyXPl0aZFRJWmTpvPufqk+1FS1Y3EwbC3PPzRWyr8nIqeMWbi/7vNZ0ymnykgZ3i6llu4N8TKZ7F70sRjNe+ny71EMYagCrLu8ZdrjQG3L7NKp1z9RzXKD7b22+W1LDmD0925onbc6tgFYPU+6vsVRggJDHrz3kLgihQT3T1eUr/22y2sunq3IjXeG+jIRj86X638c17ssg8H+bPlHJt/1TIbq6xo2f3XFMRAPQjgyqg40nhqFX/2nHdM2xxbL7pUXtVzaqz0K3NOLxr73rj1GP/PVd53SuZkKihBeXDH5I8v2FxnH0QySYyh4fG5759qCghRz+L5z/vCu/UMZihc+//7mkR0i0jpuyS4UmN13vtlz5DRDWLd7xSQZ+S5pkiaRJrn4tld0oIgL6H3XtLRL8+g7flz/xeOnCy+WtiZparps0dOWY6RaQcjXdo+85it4zLfnyJk3bjHOgF11ZceUZbtrVdZ3SecmdACqPdNartuE9nHwvn6aTFp0OG6eOmXcYLTD/WzZZClJRwSXtsgpMkra/+RfBk9MN3TcPW1MbH87atTXk8n1R4NJAvG1MQCYWlbns1iNwr6Rx4MwBo+iKPDBkfMLHMXOu86TGd8t0H5r97DLt0aah7P4aj/gq6kniTY6r3bd997xCw9i0XgNQUfXTg5q3Wzp7k3RpJhg+6Y337Qa7UgChj13TRh/5wEyDLnZPFtG3vUakRtl4ut453+fMP72fyZ6Dn+w9OwPfG4/6NgBrWIznl8+VqZurW+X5mgfoNb3Z9LS2ibva5c4JZWurZWEPbefN3tVRCs9/8CFE+57JeTs/csJk+75N+csvM72eTJuya56A7OCtoA9sPKiqZsKrOONF+/4o0l3HY6+Q5MWOnWgjiy6oPXG7TmKowEotEXl+sSyjP5VYNsN7R/dQJGqvu7h0zf6IY21sHb22e9b8pSzG6+T+Y+hbKFg/exS11rAmdgG8KRvxt9/0sd0dahRswq9rVOu20YNTK7g8FfGjV70LK/142Fzl7x/2a6qJi98tD0Zu/vuieOX/DPUGMDtfXD85GW7BonhNgUpqT+8+Czp2kCdp2GcxqpfP9Etw0Wam6S9qUlapTyyaxWOw8vOnv9VDJbaU381dtKnXtbG7L33wsm37za4wqfs6G6bsHQ3VSoZSqNyvOWpZeNmP5EzgC+efuDicx7axXEsIZriNGHPZ0e3z/znnJTX4Vf4BEOKr9Z/1AOE3ukyexX9sG6GzNpSoNxgIP/anPLZi1+GDVNl6hM+VajAk3OkexUeR8FrGlQB+S8+/cHTzpARJRFpEimXh5XfLe2//8O0egwFQ+TRk9b7sY65fTG8KLHF9u7SDd+KBJIN3dK9LiNQJaYMGZxS4Auwtme6THrw59hqRpUi37nsonYRaR02UqTUNvbeQ6DZvWS8tJWludQmp7bKhIcOFkPUn5vMwMYbyk1ympSl3C5lkXLrtB4Pu+6c/OnVtf4M7L7bx57zdy+6CgfvfrPnCJdDhX1LJo9e8RO8RRme6JbTFu6OviNgYAjDvi+dVZrzZFGE6PU2wYH3DMUdRE3K96fL1B7A9E2Tyx7HO3ID66e1TVm8F3o7pXNV3Qy9ZrZ0boi5wgZ658ukFXsKUnyou+MGQtY/CLgIbwGrClwgAWMUGgpqwURnWEO/BTXq60mUgjMDDo8/pgPYo9+aPby9JCIdzc0t0vpOkWEjOh8NgFM1C9oWYKMFyUd2wIu3nTdu2R6Pf3K2fHyTwpEoEvyxFIUlpRo8eBuSn372/IkPH4lIHSygXWESXA5+TVdzZ6+xAc0v4J+7ZFofQZEFvH/hkT/8gwf2QY1j+OrGTunaWJDHRDRyQnHgvtHnLzxoGAJT7Fs2afTyAypgUQoHhYIXFo+ZctehNBiNBU2V19k26x1Tv249eey75uCS49/5VOsV6yJbrgbfmj5yxpYiPHf/hDHLXlSkGHL6ZjTN76kondYH9ho2XySzerEUeOvZMaN1Wm9/YX7jFxnw7tm73zvl9gNAPwUJQ6qOtUkpAgZ831Vy7XZQ9M6TuesBNve59QAAIABJREFUMIE100Z0bvKweq5MXR+79Oprl8vcjZCTU8WSE9Sb5ccV4FXIGUJHD9KmGcOn/gPgMZ5k/93nT7r7UB1gmfXOGfGJdWkFSG3VuhqJffbeSybevUtToLG//KvxE1fur6E9GodC16i8smjSefe8XMRhAQnGFWxY0DTj+1gNA74oagCv6TWdpdm9KTAAhse7ZOom7J6//8DYv94dUNgUVn287doesIoCjMHB2htk/j+gshpAsq5Trl+HDqB4g9dhQPHvXzz7ggd2ayI3Axv3uZQl5ClQ4R8XyPUbAbVhavuMxwGXE+yTM+TyHUGFNTdL1zbAZjlbry3Nfxxi9xGfGp9rVIhvfP752qbLtwdX9XX7e+xkaiiwjtVzy91rTDGExXN44QXSIlIaMUpapUmkpXzJHS/6fKj+G5tZbMiAvbeNaZr+WHwYDJYBTKhbupLt18v8dfbV38xQcjRsmVOauc1XCfg64TkpNnaNunJTRoRfDUVKg97QJTduhqoFMr16/inzH8MeXPJmz1EaAJsf+tQ5k1c+W3gLJqusW1Cats0QKt4k8c5qk58u+cCFy/YRAikQjtddQlA4lQLVvukd1/WSZq5vbsv8x+JbwlfXdQ+ft7G/MDv+Sq7ry3EebzZe1XxZHySmhsP03dR87p270M6FgMEczQHsT+46v1lkhEi53FQqyXAZJe1X/iwhrnQ4T4ot/s/9zQ39h6hRX08i7ym816B0CNHOGOLWHwQHOc54j/YR1RvtIr9SB+99T+dGbFFBFwe/MFnmrIfMrOs67YrvWDy1TEVjFMZSRJOxhyO3fvSKTS8FHc1OWvnoYoxxKRvnnzZjnSakAwTMM3ec23JDD4kegJxs/13j5BNrKaA/9N0wbMqSXQzBmnnSMuvv8B57cOFFzX+2IUcPFd+/QcYtPgwMPvnxGY+lgM955vZJ5XnriAYJpcjwpOy4SeSG1cdizdu7fEr3E9rt/PxH5IIvPBOh91unt45fsa8KLz44qWV2ryI7OsSazvL4W1/Bm9c3zx3WNG9NjmfX8rHDP7DsOQJWsePa5rfdf6gK3581fb0KjgKzb8WY8s1boJpXTlj+Pbwc0HhsAXtWfGDCQz+xNXh0gczaatCYgsfnlc/74k6c/958Gf3FZ9UvId20pHXEVdsH8xBZTfHDfZP88zcgvtNV5hTVwGuLzpFPryWEGhrDvtsml2ZtOooDNnTKJbe9gPFsnCsyd7O3wO7bJsmCvmqAdOOcURPv/7XJ4NvXXf11TUUBh5a/T/50q7GQZBTgHQZWz2qV7nUZqXee/YtOmb6KsPvz55bPX3E4N+D0P8xqPvO+I57ilYWjm6/eMVTwBmrj7Lb3ffE5AvZrc6W9ewcZPPXwxKYP3fGiK1zu2dYpZyw5AKzpnPW1gDG64MiD40rXromh7p6Y/HMUcBlBUaBeXjH+7M/vxOHXXt/2yR2Jy3UN2/OxUyY89DzBbZxXmvzIT/pT8mM7bhK5blts/lo8r0S+GybDmpB+76qRV35PDWWgihMOPGsJPgDF0yvPk+7NcUES/GuEKgqMWttdnrbVD0ECG+c2tVy7qkocsvDN2a3jlj1fUEe12AgEzmsVjiy+5B2jVzyF77fRSe0J7lefmygXLX66GuJE4RcGXAC17U/aZM4T0aLlD946aUHPIHsfmiLjvnCoSuFh9YzmCz/7UhLc3jd7juT6HSRo/mXpxDNu2fjqMcD+03y55L5njDu84pKpj0M1MwlHvnKxzFplLDXniJsWx7DkkdmdO3YvnTj6M0eCynzPLTJzi0uDheQHVw0/e9GhY7CmSy5aeDjRgeoT3aPk5h5c5CGqjdcM+8CifcGTB37DIzuxflxE2gneRwJc3KZCQYEL2Aax+LejRn09iUJcf9QeT2LAemraQTwhB1exmNfqfzap4fMAyuOOLB8jTcNKIm0led8X9kTMTc+VLdIs5XJTs7SVpeX0GRsqDkIECgYem/GOBX2vWkAFIGgf12kI1FJWTy9/YpNBMcSQwRxcfm7LtDUKosMH85MPDpPmZpHWluvWEl38vdNFbtqgPRSanQ+eIyLt8nvyvpV7FJmFV+7/wNukVaRNhjdduGiXMZ7cxb9arU969942RYZJW0dZRDqmf8eSQbrlqpEi0iHSKnM3RIosabGhs2X4qGYRKc9bX8GBSvo6RWZt0gBv2A1zpL1FyvIueeectV5DwsGlF4mUZaRIU/n3l+40qNyRk1ODQaiB4rWYarDv9gsmLzmksbje6+Q9rVKWVmmRU7rWvAbFUTh85x9Lue0dMnL4Fe9bMPKqDRGhVa/Uhthn0yQ8dm35+k1Fjo3m45whDMoCLrfu2KH7LixPXwNxNjmA3XaTjJCyiLTN2PoaNsfzaOeIts4+sEbBs0veWz5teLO0yh8s2p0PQVF9bukHR7aJDGseKS0feOQwQXusx6dkocBCfvzg0gnDS80yql1OlaZpP1LgVL7hxlHSIh0iHU3XfZ08gDfYvi4ZLuUzThOZt65+KXl8TsewqRsJFkze98mySHOzvFukq684RmbYuXKiSEuLyCgpXbJkF5o0tqeDY5BfacAN4FAUv1jyx+OX/gsmN8VPLpdmaS5Lq5Rayn/+eII3Gv59+eXSLsOGy6l/OveTMnWVcxYqAIoiw+UmpgHy3cvl49uVCYBOA2qI+L8ARRVtf/zgaJm9Oo8ny2COewpsAVvmy5x1VahmqB9c3SEz1uNsBmrztSPOeuCIYwDweGcc9unF7xnWWpJhMu7ufW/UzcLVXYvPHS6nSotctujfsTpaYOM1PdfAG+y+83wpSbuUZIS0z1/j0FSHvjO7Q0Y0N0mztMxbS93Q/CbP0fBZj+GVzT1suEnK5eZh0lS+eaMuIPW77h/TVhYR6WiRcxe9MIiJG8toTSCFlGDwBuyuxReOXvkSCbDhammX4SKlJilJ15YqVfD583dfLM3tMkyk69JZcss/hYGIh3ab/1gm33EkgqdzT2pcwHtPmuJwcSShgUoVjuKh6j01fEqVRnn9LalRX08i71EhzVDxFFkjxyb1LAvv467R0fgScdUTJ3vrMNCPAh9OLNhoqOHoB4wOxOVVgifkWEx/sX3miNnf1UkAnFHOAigTMVnW8MMFpU8+ut86amCMCny3s/XM5c9lKh4CXNVRjUCPqj/qAKUJ9MfBjCEjxykcWU5ahxWkVJNKfVAYu8KeQBopd/SnoB0aMhvpXa/jKHwlgm8qOhL+CJAxYA1BxZ4Y1QgArGO/8mrA6fjwJ1iLyQsg6Li0jIkbp1kN8AqH9oBx5OgKGsNxY9bMHnnNVlsEyPjyjTKzx1FH1AZLBkVqAgWVwik81dhAVfUUCocvgDx2yYZIGQBHFa+wJg2E2ACPf2xwzdXDzlnxdOwJR2JOCHFIayu4HF/FZjk6BaeHMOBfAUKg8FiUI4nMQWcGCSZTpFhFFgKeNHblUYMOsLU0FnKfOj9gMRqMPY5XGeQOjFZQIRSBUKdAc5wCSMhr4HwG/QW4kPgKGF+lBvg82ECsqp4aBuXzo9TXXjIsvl/jMT++Qj7eQ7Ss9kxtuma7qWBBW+L92yekZLF77osCLD6jwBO81igbwJHrWqCfKkfjo6FCFrcVTmQS1MAWm2e0j152IHEYY4aqQDCFB5tBbmMj1YLO6+E1mhoGz3GqdfAJRFcM1qFxtsBXNZ4i1ECRDQGWjGhkzUFZFJ48788AlWNRKFyCAq0KOM6xDMgxxgTe9Dly9Sm9RVMjdxwj9RVygkrQId6YnUoYQpPZAp/G0JuQQHEiRIsNM5rmf4NjNRz2m12tC76vMopfRY9w3FLWVBMXSXhJAYOA+zW573/i0zLl/p/XadJao/KAw5P/op8YUUCBw+cuj4vEFpPiOEFGa+i3oEZ9PZmCx2b4oYg8i5EXVdBxI8nV6tsNBoJyMRjHYBnIqaPXAl67BE1CEkIgB3dUoUg9Mf1Gx+AaE4uwt1iqOppNrdP4whqC2nGVSMf5Uhrz5QOvYQzK0/MZkYtvO1xDVePXQeuU1J7Ii9FUUcpQA18F50x9MEYeqKYE6qOyWr2WUOdOnFhSja/dX6LwIbd1J6NBVTMAW6f1EqqAq0ClcKAI2tcixDc4HcBVqxBII/YQVB4RCzkx4QQf3dQ6BDJStLUGFIMUWbDwoy6RP3sMHS0SfvXV7d3bLJF/lGEIKiXLnUOBt9G8r6jGXneua7h436qgdR6Iezl1uzYnKIMmUpdSUG59d6tM+utXbAxDSjE4XwvOuTpVBZuH6Ew0Ma4vRgIkuNxaW9ShfF6BD4MnZocmPZFa5MjBhjrB8ZizGEKop6abE52SCO/KcYUFQuKiK50UTIUMlaPrzqIhVHTx1uIVfZAhco0lC8FrxwA6IdIRCx+wg/GbL/qmNktnj4/3IMOa+dK11VON5iWOFfH86Mk57qLLw9YsrxAbORpLUhiCUjrachw1MpSPH5omJ6gIrMEQgmPLh0UuWrk79i5TIv+ejNwe4zeHs4yA9q4O71QqaJ/Sj8tcfOhIq/EbCx5bKFMUgFHxDKDCEBkqwlnj1nGoWdA+Dl5jiFKCx5NlEM8ODkswCf5Nn6PIY0Rl8ZdHgR+ITVhHlQxLWokQnhh6780AoFVEn6bkxm/tbpFb1sRFSJ+zebrM6AU8OXlKhgJPCGQMoJyul0+qrJ/RctrbRcpnPbKbpArxd6AI8bSgYkcgC5G0N+Dit+CLaGwz9W55Q78FNerrSeXrLyYsAWu9P7GTG7DeE0JMxTEhBoY4cMba6AH3WI5G30ew9eN5sPGrejSBJAxRQOax1RRQGuePkShMHfIyyFH6bXzl2YL4FAUfNEfJyZIQ9yc8acTWpCFQjVW/CBTk5Gj6cbkvSHkNG0lRCVYRm2/BGk9sZp1IjDGYzDJAMPFqocFTc75SgC3ihcJjatZS4DFWx1tvEd8xA/FFhs0TjuOx5PFmp8jxQZNWARs3LxLod1jqAQN5LHwu1PebXSS2B7xWIYDzEbjUUEMNNfRWVqO+nkzx3BrwlnhqxaN0oq1ynhjR5UKVgA1FgJQkTthSBuuU1gKMDY6cBEtKVvch+EjNT3NPwBLI4xAlxqAqVaeUaiw2MOAcmjzWqiw3ln4UwZOSEcCnady4CjiMLsDmjhRnyWNQ+es1oBrwRE+ideCrmoEQ81zxLrxhXYA38MRgbjDHAatjk9t5MBaX1NBYX6vzp0DleBQhg4Cx9e4rcZJaRy1G4rEq4r3cAUMYz+uAqWePEDyZD94SKtaron66sVabeKIJnuDt/y4vs6GGGmroraFGfT2ZAsERM6S8x3sf/t9ld29diIl+LpyYcBiTG53GfxtitzeG3MQYbTy1GmgfNBgGn17ykUvufKbAYl51YMlMjKDpvUHkvQ/vHlRxR8NV0bGvmMX1jYCyihoKbS2QpcbXFDnFYMAH8pxanI+iqgWkXkE/xiSuyKgoF0F09RhyjR1KIQZzutibBcsbdTiAGjhBwimsIxRxZIUOOJ960w9Y5XUeqEKCiyW8ggISB9jYNk+w4H44tUlu6j2GIcfhiGMzQqLUkKVSx6zHEwD1zUjnDOB9Y5TUUEMN/W6oUV9PKouPF8MCD3hInYmLJsZ7HMY4AlarEIJTvkCT29A7u6lNRJqkVeT6TUMDQATueEVA450FnpzePKsnGvgMyh/F5ykWs2Zm2zlffJr6REcBP1005b23HYzDtpfRYPVTD3ysLCUpnSZzv9EPGobiRFM5jWXDfGkbWRZplmv6dExbSyqsmSk3bIdDD0x4/+dfoqCGYe+XJzdLqUVERszb4PGv9Xsg2b9szEgRkdNbpq+m8OT9gSTOZPPCuafum9jSUpKWUpPM70Vj0Pm3ujuko9Qhw5qlTZon3rGnH8vziz82oklGipx9xyFcPgTQd5XMX0+GxRiHS/FoPYCnntFa5DWSQE6w3mTY3wThmXo4U0MNNdTQW1uN+noyRYYe4HGuRtBeOUiNLggUTlnQWOsB660jpCnUOLRi2qKXwMLAC0t/vzTnO3rIArnK41ZMpkkZ2jZ9+Ox1iuwE4TvH+qCz55Ze0nLZRoUNwdU4fui2D0pJpPnih581aGokKLXrznHtY+/4GS6Q1YemzjqoMYSGI/d+qLlzvSEDNk4rj3toF9g4XrX1AE6Nh2qNvm4Zu3SP0qCP3HNWW+ejuorlyOLL5JzPHSTHqRqeHEsejEWRkaKevH7ElIV7Bghkh5eNlVt2WKMYWDddru0DYywWjQ3o/Q+d0Xr5jmACO7pKH3p4ry9AWV664/LxK/6lnu0dWccZ0D9kSTEBE2IkuyngDRKOxiaBN7lt1NeGGmrod0CN+noSeU8ILoQA3umUoILO8Gl8xxvQEEMivffRBZ9GYFlIcJBn6bfnjBqz7GDwQ4DVNYIlRVl8su7y067sG0BHjn9CAG+9e+XeCTKnB8sbSicx+xNz4NPnnXvfoXp1TswT3eXrvsvgMWohQJEpKlle/2+HQL5+zinX/oMGHAkvfHbihHuP4KiYPZ87R+QUkbeLTLzzBaikvu/aYTO3BSAhe2y6zNoasGy+VqZ/F16mH5MWoKAW1/xttPF8f6ZMXefBJk5tmz6iuzdhgKxnVuvMjRCqmiG8xVB75q8vHv7nqyiw354r77ptb0pOCu7nf3Hx6HsPKDK+dVXLh2fOapamtlYZ9cEVhylqsKpb/miLBbzKfvyh9sv+ySb1DBMf+wANNdRQQ29pNerrSRSwwaFNFhkxRW3w9r+9oVWkSUpSknLbO6S56fKpN2VWEyAYqgoGAhgP6y9vK4mMu3+fYZATxESPJdVQ6998/UcWvJy7ggoJ3qnggIGcTTNl1mZNNdJYQwzt2bd40geX7QHnE2DvI+Ob5BSR5iYpi1ywdJ+tGzpUlSw42PeF0S1dO/QgePxTD5/zxw/9L+9YNW/45T8AdMg5tGTieQ/uRNucF+8cLe1tTfIOmXDnYQB2L7lY5L+JSElGSdP5i5+NMWMZxirw3uDYufSc9kiHePffPl2HAGyZPqLUJGURaS7fstq+job8tdsuFumQDpm0eP8gGIUj1Xb91cOnrsagf9Qpv7dgTfS5rLl81O/f8yzkWzrbr1gTvQ5h45wRf/6YTk74I+tbUw011FBDb2U16utJFCDWNwK6OA45OodqXMlVHgWpx4IxMSWSCgk51Xgt1bjDd45u6ep1CSo6JnVGiuGphy758K2HFCrGuhTkOCoU2O/OKU3bClhlGVJg/Ruw846x73lwF5GYevyFFRMmLP+5dhlgtn68dfwDO6sagov5oAbPgcVnS+vbpRyTNS5Yegi2zSvJKCm/XdpEmqSjqW1+L9hf33be9L5gnKN65J6xEz67O+D23zFp7CP/SmIhZetMmXTn7uiePGqJa0mHbz//su2OGpbnvjR5ytJ9PsMYTBaTa9n1P8bLtVuhwCfUbN2OVItGHwcU62bLjVswmN5Omb4mUJAH/NbLW9/3yCHUjm6Z+o24vs3XpsvNqwAGfQY5aWQrNdRQQw29hdWoryfRCdc/RK9L8fqtn7lspEg5JlSV3y0toy6d+pnjKoQAzkHqLRZckeAMGLJff+aDo+/bR4WhFNAWk8OhJeMm3rM3Qg504cF6DNoPon88r+mCnlDFgiI2o9FHPj9u/H2H0OQUb3Dof5459q9/nUUundk8Y8TsTakD7y35ID6t1FEMBgPuyc6ma1YxxMbrOrq/nPv4t8DjfDa45cYR3V/H5RrlYHVXedYW53bd/qHxi5/3YBTBr58jM3o1vqpAQeJd2Lqg/ep1ug5y9z1zZHoPhON16z0V2HXr2PErDzjl0aRotA8YeyIQB8PWT8onH6MCW6bL3CcslgLFpqly+Y6A2XyddK+lwKqCR6+XGx7F24gjqueJNNRQQw29pdWoryeV9RZnLBgyj1fYN/AJeBd0YslgyKJAGwgaQ6A2sG/phQu+bj0Ky+7l57Zcvk1jY512aQgU+5Zf2rmmAnirMIa4oIQjJzv4NxPfObuH1AUd4aX5YThy36QpK56rpRQY8uyV2/7wlLkbhzINfPuKYe9+8GfWObNt1ki5ZRtZzQLFzx1k/GLFmKbzb3tGgWXVvOZh120HV8vg3+4+d8YG2PXQmXLuyr0B51O3o7N0+tJDwYRff3rSiO6eQTyuWD112Edv3QcmbJ7ZcsrMx0Dx7P2TS2fcv/91NLl79NqRk//HzwrPE3Omf2MI4wNvPPvQ+0+/eYuBgioYEufBDWrQiQ/Ars9eetbCnwLhq92tM3s5psHYJ68ZNu4fd0O6anpp0sN7eRWvnnykTT66oahhbYQEuUZ9baihht7yatTXk8riT6BoLa4IuAjrtwGjPRZjormGENAZifOK7NWlk0Sam35PRIaf+8izHAMcgSEf8JbH5p4xdUsgKJy2YMkxBOc1Bqu+/5WPSNcTzlMEIN+/6FJplXbpkOEdw8d9cWeWQzVl5adK0tosrSI3rk4zsLC267Tmmd8AlcLPFl8qTR1NrfKhO547CsGjHObA4onS3l6SNpH/Jtd8jReDZ/A7n2kqSYcMb25qv/o7gWpE1W29QUZIuzRJx1+seUUDgUcXjJQrt0dQ8NDGW6XcISVpO1VmPWo1DNm9D04SKY0YUZK3yZkPPgXeBBKKauyzHyd3FujH868rz5q08kjIyFh7vQyTpmHS3CTtrXM3ZUe9zeDlFVOkZdhp8rZTpp8zr3nmZrIAITgVM34aaqihht7aatTXk8hZjcco7T2EOpe3UL9hSvgQcoIB42IOF4rCY0NBRQM+xPQd7C+dx9mIXthxRXvnDjsQgEhUJMWjrcowOKj947zyhUv+/eUqtkZ/ZL0GDJE+6voHI3PfFjWPwyrAaXzFBbyvYm0BqNciYt0CxuNxpA7rqIOEVQA/FALaJXWWLlUH2qLwjv4MVYMh6lGjFuA4DFBzgSE4jgKO+Roh8n01uT+eUo+Dq0FCLeYTEKCm6oXbFxRrr+6YvcM75yvw2LXlKyNiPg9VvNXx0FKzKShLAUWKhsLVybFxE6yhhhpq6K2sRn09mUKESxBCCFgdlINYoqyB4DGOYPF4Hy9pEawOlgHeoIDCOhJIT/Dx88LrOHYNgKszjYE65tdb+FW+9pbWtkv//l/TlMJCGnuiTmOshUGOayLzyGAYBEJuITU5xmiXYA0UaQQuWgog94oUDB7jayGAzWMeKaEayYuFt4MR9usUPo0kcgUpBj9EiqI/gxAImBByipD4epR04RRFjktxzjgdIyqDR9mhDCiSlH6MDyEo9f3pTU3Ttg9EpPkgj86TazYPOQzeFThfjQHzFjgeMIkBxyAVEgqq3tZLfUMNNdTQW1mN+noyxaQnvPfWUQsoF6wjr9/JohUz2Eg8KAqCfwNsjgmmjvlNAw5vMcF5DJpBi0GBVS7GwsW8jVCP5DGugokX3wFSUDFTTBmLI3GuVgAmVTbCjzMXp7x6qAo4GyIx2A+galUA6wmaVykYSpRCoU09xcW5gixgMKFONPR1/1D9Iq6xhgoVNDkh2mMiCyOSDov4EVlFtKaGFB2Zw8oECMonR+EYFoJCEVARxggDecwCyMAQ08d8NRkAi8kAqsS4AZcMAmYIn+Kpw7Ma9bWhhhp6y6tRX08iV48uA3ChGnG4ITjwBKzLQ8CjTbxOBkLAUc3r60oKm6EJFBggz2OKpIL0dQKJr7kT9TVQR9hDHjzYeE0koZpSkMfsOIO3SluCwTJY//YspgBDUVNQMxhs/St5ZwAqhGqMMlVoXUCI0QIDpCn4xAdNJCTHfFIcKAekGUTLKYFjtkr9CJDaQOGrIUBIvQdNjWrcBauznryJaXHau8i9oABew1diPI+FCiG6ir2hqBdUSwb2mPM4rAVncyw5Bc7r3HucxdcjwBpqqKGG3sJq1NeTKAQCKnpbY5AOBjzeJ0AgjyaaEENignYuBrcqUm/7Fkj5zIefSQewLlZfm2dA4hQobWORxgeCqf+zhcg9cv0q1DOWXcwm9ShfTw7QAYokzkyrcXzrchuD1kNOsArwJl5GDVoDGVUURVFgfFAWNQRoahmEvGYg5LhcAz5VEBhwnsCxeqklxYBPBiBeLvHxJmtOhGgSwPohvMEVlkwHNAz5x+e1j+jaCJoCnIv95ITMQGWIIUKM03a4mFwdL7bWhQQX4z6J21snmtU++MYFtqGGGnqrq1FfT6oc73GkoMEU9YhshcNZdBqwUI3eG+vSnOB8Qa4y++0/6Rj90AG0rziMeuFvxkr5VBFpnrRoJ1DNjcYYDbgsj/fX4qVFk963fB8OX2A5dN+YVpHhItJ0mrS1i9y4juSF5e9vEmkRaZW3S1tbq8xfazD0dbeKDCu1Du8QKcvke3ZnNbyjb1rpms2kr6644Mylz6ZkKsDzn51QbpLmd0lZblrvUwjkFP75le8XGVUuyahZW7H9mnpFtHhHxe57YLyItLZ0iMzfPJRajM+3zh3WLE1NJWkXETnz1pdw2KeWfkTaZISMGrN8v6dWADw+XT7x7TReSZUP8RxQjVXZ4MBb8hxSjuMDGrJ66GxDDTXU0O+oGvX1JKrfJzEE0uDxkL2oPcYTdAY2YF8EAj6pxnA3zbEBqC4Z0zbt8SHAYNwzd0+SGzeCxzzRKeOXP2cHnYeQgYpMhp+umCitcqqMf+AnRYrFEHSOJmbLVNg2bfi8b3pNBm4AlC4o2Ponw2f0GUCtnS03bvKY/oI0BIijTfoJYAJO48CbnM2dbWOX73bo1O5dfFbbzB4PuvrckotlwsPP+6wIDIZQQ3lHQs2YIRJg6yy54JGDtSqp27dkgly/JQDHvjldZm/CVikweNCw55YLy7O2Gg2PXifv/9yLYAvD8WfuO3/y4sOQoLQLDDGEz/BoB/SnNnEuftY2xCT52E6Oa8kNNdRQQ7+DatTXkyngQ64dYCxUXRqCcwCW4LFgvYuj1nq4WoYl4fWphpIKAAAgAElEQVQV58r1q3AktWJI7fm7c8fd/isLWfDs+dzEsx7ahyItIPc5PpaWX7j8u3eO++i9L6CwIY4ofVBhCPzOuz44/q4fanD+OD45qilQLy786EXLnw8Gg+7pHLZgA9hqHqh6b/FQZc+972s+bXiTSLnl7KVPgcr44TyZ9g1MTka2sbP5M2tNAT+a0Xr1BpK4QKRBQR6qJ+6vOL47szR1tYEc0u0LWqZt4Jc2sKarNKOvFhvmx82vwbPr7neOvPI7Ocfp6W6/eOVTEalxnN0rzzj/Uy8VZHx9gdw8Y2ZTm0iLdJy/+KkULBvnS9cm6/EmYX1ny41rGMIYQuMG21BDDf2uqlFfT6IMCMqSo9LEO1AbrmsXKZdklJREhg8ri7R0bSCAHSwgENdcv9dZmr/VFhkZDg4uPWfS3buIez37V44bt3hPyMAaVH2laXDIAs89eNaYu/cXmDyJ1CODcRb+/prhN22MGAuscwEL7pvXyJx1Fgo0/WvnjixJubVZpLV5+haCKXKz6YbSDT90Lg3A3nvPnHTPAQiKf3v4zJYRIuVTZMzCXdRIa4ceGiuj2kU6mkRa5dI7j+Q4TJJhg06ggi7Y86Uxzc2nydubmj98688gqKBcz3xpbhMpdUiTTN9MQTKUqUP3niVNp0ubTLrrZ9QgrlKFrbNlRg9gvzdLpHNbgLyfb3bJxSueLTIemytz+gDnYe0Mmb86HjkamKaGGmrod1aN+noyeRy5AkhdQJFjj7lgYxPTWVAhqd9fDRZcYnDkm2fLDVsgD0cx8PznJ15wz797T4Fj30NTJi7cE1PnPFZ79WsMMJRx+LbzL711PzhbBQpwhYMNC5rGLDyIN7VQU+AtAfu96XLuvf8aq5fHFQzUnbr77/n95k9ty+DJq6Q0qlU6pFXapU2Gy6xvOMWzX5788R7rMLgDt46fsPAFl6k9y879wBcPBgsM8MSs0uSHngVjKwD2GJDvXjGhu4/j2mL3LH/PRZ99kaPRilOgsOTPffHDrV1bVAWLdqS2ntOHoWBgSBnFE1Nb5/T5UIRtM0bO2eFR2oYQttwg4xfthcdulj96HKoG+N6n5eoNkHKUBkaioYYa+p1Vo76eRAVgChsydKEBk37z+jNLIiIjSiWRYcNE5G1df1fkAZcXnHCO0jOtdO0am2HxHrN/5YTRi1+q94F3fXbcO1bsAqqoF+LYsZZiUbnffe/Ec1Y+lxeQxnEmPuy/591NUzejUxKcdUorvN95+zjp2mCBQahZoOaix8a6PQ+O+eDyZ236xPRTrlgV4DWoYX3cy+r9M5n6PzUkFjR9c6VzR8HehRMm3HYkZxANr/dM7bhmM4EU8lqoFaSsnyczeqlRpeJgY7dcscVZF+KxA0/glUVnn7n0IFiDVY6crEqoDHqFwVGFdZfLjZud0zzeLR/fDKR5CDw+s2XaJoxZNad13vpKhHKs+ZTM2IK34Hz2W/mhN9RQQw39/1ejvp5EPmhCDJ6zDrxT3oNXNtpplHbOgYouVucCYG2ShZfvGyvXbIl7UZ6wb8no8oKtaI/bfE15yp07wVX46i2nNs3+OjbHUygPzyyf8gcP7bWmgECNHENP97AxKw5pINQs4E3wfOfat73noddTDEoTbJVNXV2bc6oZteTI35wnXRtdCtuvKbfN3QAWTPL88gsWbKA48JfvGXXG/TvBg/lWp4z+7y9BsueuKe+c05dZLOzoanr3whcxZnBdZ4d0bsXj99w2afiUv32eDCj+/jqZtHynhy2zuh5Bk1HYX915jnRtQg1ilcpjUziFuqM3wTz3txdOeuhgAPrmyg3rqOSQ2HVdcv6De8H/03Vyxj37MkdN994ibVO/CXVfTkMNNdTQ76Ya9fUksli0jdBCF6F/eUEwOWAM3mh8GklNBosNFJ7Uwe6l50jnFqxz5AWGvYvPKUu7iLRMWbwLC2i1bk5z66xNBZrAzrs+2FpuaRWR1o7WiX/9og1o1I5rZPTtL2EKBb6aB9KQ0TtDJt26i0FFRCQexf389omt7TLsVGmS8gcfORDZvwm77x9XamkXkWZpbpm3mjQAG+e1Sps0D2sTmfYE3ilNinr0EzJCyiJlmbcKC2R2bXfLaTP70AyA3Tj7FBGRtlZpm7MRBeRPL5l0mpTb2uSUspz+8AGqcRealIwUHNaE+Amy677xZy99Ch9g9RwZ0SyjhotIm8zZ4DNyPHuXjZeWt3eINM/t6pSrdxiczxrbTQ011NDvrhr19T9aRbx0VbxbdXNp0gPPHk35r5gGrqmSgQeXZGHLZR03bo4JBfTOkqs2g8XrenyCatCYGmqoof98atTX/2gZFFXyPMW/3vM5KZ3/8N4qdui3/W39X5cDz3FU5v/XbJHPrLEZr+Ow9gczRn78u5kpvLUB8EHnITQqbEMNNfSfTY36+h8tQ5WcAkI/BkLxi/q97b+WCo6iCHiLIj2mQLu4/PUrjnOsDu7A1TnJjfraUEMN/WdTo77+B0uhyPIUcB6fu1hk/gv6TDyW1OFDgUaRFwrwVYfn/2HvvePtqM5z4Xd23/tUFUSxsYMBgSod2/G9N/cmLglVBSTRsa8dpznVpgtVEMbBKV/ifPkcJwYkoUbHJLbj5Ka4gUCoISGwwYWio1P23lNXfb4/3nPWHR1RjHKEhLSeHz9+c2bPrFlrzWg96+2ZAhQXJsi0ScFFijw8PDwOK3h+HWNEyNCGRLsJcBUZiYEjMY4zwhAGI0iYTEdIuQhB2hQGFglUJq1hF+wUsNmRJ+B7eHgc7vD8OsYQAhoSJkphlYJFhFSlNjnY/XqnYWxiLaBTWOwBoAYUMhhYixhtCGGhRJZAIMOw4tjDw8PjcILn1zGGRgYFaCEQARAayJBg8GD3652G0DBZBCs1AKMUjM5iDdYbG1hkoqVh0IZGpvURKOB7eHgc5vD8OsawVksDmBQWChIqkZz2/wiDAmAzsOlZh6mEQiItoIUCUkDqloBBCqkHvfjq4eFx+OFt86sGIIE2BNCGMEhh1UGMrzjU+nPAYQGrjBUWCoiESkZI7AiDhbXW6DRDBiuHbAqJI28bc+DBGbi0sVLxcZRaBaRZaCEVUoFEQRpoGByCfgYWLWVTGMAAxsIOj8IYA4tE6wiAspC2fXA7KiWM0VzSwgIGWkEDGlJiwMJYCwthrYUBkB3cznr8gtgv+VUqwGQwCSwMkB5s7d6h1p8DicyksICVsNpYwCqYI7IOuYGEACJhJa+YWuvhyrEeYwdltLbD7CRFao0a9va2sBZyuDgjLAB7KO5vlE2B4V2CNQpWWKu1trDaCAiEmUkgAQslpDiI/5KMscO1ICEzYbMMMMylFqlWMBzQhuGKmQetnx5vB2+bXxViWMOJAiU0Hx/E+IpDrT8HGgkEDGClEICFTVswEDji/r1ZCyBTNh4Wm6y2iPVh/OIPEnjFT3VmhvUDEsigY5sOpxAxBmlm9PDEH3rzb0bI1cJAWsjhcDkLWKkhBRQUTMx7g4MmF3KdDwFhIAAJK63JLDKIYXEWGtZCSq3kERlQ/+7E2+bXjL9Daa2GgtEcY3Hw9q2HWn8ONGJw0XGZZBxEGmYKxhxxGRilAqxihykICLQgW+nB7tXhCKOMVEazkCq1kCoBl4XSgIWRgIUFhGIOPsRghslVGamhNIYFbgihoCHV8J5MagHDUdkHBXJ4uyLSdAhmuCqIghneH+RkBjucl8XjXYC3rx82SKTSvJk1gEaaxjiI8tOh1p8DDQthkJoQ1tgktEiEPhTFhgMOiaE4hJUpgFQpJLCqdfia3Q8ajLJSANCGraywgBDKmNgOlzw07O5guQDGoQZjrVEGUkMpGGmhhs0IrRSAMRAmASxCRMnBZC0LmbHkqnhDoIFMY2SSJSCVEgbWwmkLPA51vH1+VUoBIaDkcAEZDXMw2exQ68+BRiY1ABggSodLxEp1BBpgY2QAbDaAFpSxCTRYde4xpkgTFqGUgrUjRlZjBCChtRWABJS1+hBVG1kFKyykhpEWxgDWwGYCgM0EV8WyWQzAIEsP3vdjYLOMS2FaiyiEloCRGiqRJlGRRmLBUrivh/GuwX74N2WZaMFmUAoKEUbKfB40HGr9ObCwNoH4mQ3xKtCChYSWvL090vAiBuM+QCtkMFawCe1QXOHf5TAA2HcYFiZpQreQvtY0iIHEQkIBUpvMwB6KWksLazXbXJUGrIFpQbwIjQEAKsvSuA0oyf+EDtr3oxUAY0emUUtAh2g/39ZIgQyIkbLyQJm2d+N7t+Bt82sTAF7D4D+fNZEoeP89P0j7AMiBMe/Zu7Q/BxotqKE1n59AJ31p854ELYRc/O5nB7tf7zQE1v5G9QOfuu9ptDCAVooQ0WFsFThoUCP/aRjoEKb/5ae+MaVBVDtj7ePPphj2vTVW2EOzTIOF1nbYydkANoN4cc8LD59EdNnDzfipP5/aQx+67lEIQCDEQbPgsy3bIlMwmQaMRPv5L33yg1R8311f+U4MZEDKuxxEh7H8cJiBrIa1SAGDNjKE919aokqdqEpl6izOXrsbtoUIQKIhTQYFWGRIH7uMjqX6lNs2A/qVGNCQCuzC29IAkghQsOzwPhAB0FYjUxIKgAoTAKpt0M6sjRED68+jGpWnLn4aUEgwBCggggbHYRgJgb6EfRP4X4FO2IdRYxBYN4eICqcv2wFAHYrmf6WUUgrDdioNDBkbAVAy1YkAYGE1YAcSFcEoGHbWEhaZtgoADC9m686rT7tuVwspILJk211TiahEhWDKF7dCQsFkA5zsN0YEQDcNnrnr5JNu2YKYt8nb//iEUr1I1EGNgKhOxTnrMPjSF6YSEZUpIOqgIhU+vTbSwAOzO4mOrhAFRNR78qJNgBSwD1xLF66PsGvJGdMXbhRAZoFti6ZSkWpUDYK59wFmIIYSwOYl04k6qUilud+CyoC+RAApfxgJdt34PqpWgzLVSr+zMkkhRdy+f/5xVKJOCqhMBTr35u0ZMmz88vuLRFTsOGfRj6GgkWV4+FK64AGrYJACxjZhE2WaGgYpEgB2KJXIEBoBiwHESJFxiug+wHJIT4YMSBBb9kmWg9CAsQLQKoFUaMLgmZtOP23JFgxAaAzB4O45XSUqFwLqLkz94+1tGFjIbOddJxYrDaKj6KQbt3BOkVf+6pO1cVSmEtXpQ3du51LAyuy4bgYRdVKZJl61MoKAgBJGAxu/MOMjt2xjIydgYBErANpA48G5RJ30HiKq09xHgERoGKgY6tXrZrzvj56PEfO/B9mGhI5CA6AvgYb+l/lENbpgLX9Foqkty6NSABkk5Bt+hxZSKUCHUNCQeP5LRwdFmvHF70lADrVw9+wCFak0joga1Djp5u8DwkIDyIxRg/dePikI6Mp1QApkA7Fdv4CoizqpSgFRka76OxgkGhpfm1cjGk8loqAUFKlIH18PKGQIofHKfZd012jinId3w8LIGALWKEAqAYEQcfS9O06gSq1KJSr1nrD8u8YCO5ZOJSoRBUUaRyUqlnupcvkDCVKVPbqASjNu3ySxfnaR6LL7ABtCRU0AiclgLNBGBmQbl55ANQqoXKYKBe/5fzYis22FAWWxdenpAVWJOgMqf2jhEwmgrckQtcAvLh24aQqViKjeRUTBh+/cihQQFnh+8YkUNCio00SaceNmwNgE8sk/Oa1GlUopuHwlXoMEjDRYc3EQVKb9wXa2CRljEbUBZFYDEgkeOp+om2jmTc8NIfHam0MOBAtl2rDDpa4hTYiVFwbd5fL5a1tIASQKAhZ72mhDJDAqQgy9ei5NIDpx6Q5Ao4Wm0RmgUgNYmWGgBfbrtxBABmiRQiACTF/bNjVHc2lAcnkyJLjnygYRzfziFgVIY4AsBhJjMxhAJMigAeh2qhNhsRtse1QpkEIqcc+CQpEqZ9+6xWpkh6IZTikJIS2nTFSDwgCA+IlWqYJJ2Y6cJbs4F68CDKy1FspCaSuGfQhte8dtH6ZL/wlCQULjyZvPoCvWSChka6+k02/aBgurYIbClKvT4MklH6VaoUBnrHgeUoUWIXQTaQZtZBsDuH8+/c63IwAtiAyKY33+flblqvUKKfDAHJq3FjFakCqzHIMfIoMEBGQqoRBKayD+z8XF47+4xTQxaDde//76795toYFdt06jk/7kx4gQI4GOIaGRQSLNUihkq+aVPr5iYwjEQ88u/SDNehAKiB68pGPOaqsQQgM6aSE0m2+fWrz6McBGD15WmHHds0PQBlJtWTH9I0u3QYxEKEnEiIRF2kYLMDqFTmGiDECIeNg5zCZoQkZoW+A1mMygadGKY2iDNiCQWUiJQQFoqH+7/ZcLBarRlLueakFzuMSGT81cvENaCWHXXlw48c4tSJTZeftJNHedBEx637XFKV/+njUGj14+9fM/RIIUrVUXVk+97UmYEF+7kj5y1+ZIGB1uXziNLv9LAEh2Lj2+SvUOqtyx0yAEkGW2CRhksBbQm2677KZn0iQGsk1/MZkWfBuQOt10869QLxEd/ze7gKQ9HEcJgyQCTCxtCsj7P9Yz998fmN154ePNnwKQgxbJoA2lAUwLGILEG32HUhlYQMsWgPjJz08vNQpnLN/YtjBGhumOpVcv2ZpliGD+blahUJ505k3/Dkjof/2jDx9DQalIHUTHLt2hASkg97zwpQ/M/aaWe2CBe+cViXovWKlh0Lp3TieV6MJHsxAWGQDFqbxf/MOZVCOiUpVoyq3PAnjVWn6bERAOAEZuunH6+G5677KdQIQUzQiAjYa36Jb3T+su6i0SnXTDsxoJtFXgCNMICkYAKRAihFDQQKQEEsT4+Y3nUKHjlFs2QSB57gvTit2VKQt/ZAH5/SUzS0RTFu6EgNQwLRgLafkzTA2U2rr0LCp2nrlsewu78aObTggKNPnWnZDqucXnEnXMuH2zTDYv/RWiCSct+y6MfGnhqTTtpu3AuouoPH99AkDKJl5cPJ2o9KEvbgszAFZBASaNgQgG6qXlkymoEhXGfeYeFUMdkoLFEQ1CKi1MCFhImbDi4e55RBRc9YhFAiDDvy2bTpUPUIGoXKhSddaGPcDK2UT1yokrngIwYFf9drVQr1Cp0EUNqlLhk/cpNLHzprMoCIjq1ENUrcz8/MamAIDXED9yPhFVe6tUqhHR/OtvmdbbRURUpwY1FtwT4VufIQqql35DIcED5xWrVDjrD7bugdn1p1OLVCb+h0t05oZvv/IqYPS6eUREpy7eri0yfeht5GIZMesbpKytUjYVxkKb4RhDgANuZNq2w1sEaYfd8VP2MTH44c2T6xfeD40IkcT2uyZPueEJluf1jmVTzvrypji2ItYAXoEayqCgIqM33nj2x2/eghAyApisY0RA66c3nXX6TZsEEqSwFgpDSM0TS2ecftNzKSII+c3Z9PE1L1uESPEqgLQdA3hqxXHjOok6gyLNXPJ9ZMjUn3+aLtkgWfBa82k6fy2SDHd/hubcDxUDyJAikQYJdASgDW1ihTW/Th9/xPLw7/9o4fJ7jQXU/zer53fWClhAREZDQWHL8smFmeuEAb45l05cuAuZAQyaL/7u1A98YSdEhL+bU7jsY/OPpTJ1U/c5y7YPot/i0c8Wrv3HMAL6jP3PC6q/vgaARAYgRYpo07IZk+g379OxhAbWnF+hD92yWQEQFkZJaKOsxUCKH9516rlf3GLaABKkkNB9FlAWwFevOevWjRbYdt3ppyzehjixAJ64bcaJN+wYEIisBUSmoRL78CdmfP4HeAX451n0sftSVleu+gz9+qPAK0gh8HPsvGnGOSt2ZZlCCxgENJAhtWhFSDIOzzQDWLWATr7jBwbAAOxrME8tn/6hRd+zTeBVjgQXbRhEAMevPTCnfP59bdz/YZr7eApAtBIACgIGRsoULcRv+B1KxEiElVDA/b/TIPrQkn+KgdBYmJYGpIRFDCH/4fKjqkQnLnkSyCATK2K1c8Xkamcw9ZYfAC1EGTIoDUhloSC/v/RsKo8/8fbnkCTY8OluIjr/YZiEP84MsFmfsoCUeG75L5WIzr39uRgZIm2bLQAiRhtNqH+8pFgP6ISFL4XKwETQsNpYwzbLDJEEHryAqFIo/sZDsEDLhFsXn0RlqlMH1ar1yq88ohBbBW1sAsXFm1Mgw7oFRMVjJ9/+DLIYa+ZRkWj2vwPJQ/OIqoUZS34CqfnbhtaIIw1Y/Byh3A1smFukcvmELz6DDPHKX6cSVa58FOn3F00hKky+fRMAaTb8WrGDaO5qSDy16Ljx0+7YKbBhXkdpwUNDgIaCSR+8lIjOXbodUsBgSAAwMBaIsG3ZGVSkE86YXCE6bfHzGoemAfyIBmVgDwajJQCZQsCsnEOlgD6xDgKpDDdc3ShQx0V/iRQwST+v+GrN7KBA1cmf2wL5/B0zqE7lOf+MKLUP/26BuunytWoA2iB5jZW14bN/eVxQpurvrbFGmcfmVxu99P6/+G4aQVsLG6bANxdQN9WOXb4dFirG2jmVBtFvbkBo5NoFFSrR1Ls2AcigRROAStTmL57Q1U3dF36zmQKPXhEQ0cmLt0t7iPrXqURrWMCECuGAAbJo9RUNKheISkQlKlI3Ec1ezZtuGADJ/+VXza9owzXlX92QIEYEgWzz0jNO/+1tRiBDgidvnPzLC58fjp2zKoIYXiiA/7zjPSfcuQsQ/TE4JYdqp9Ji7SWVX15rIU1/BCQGISDwt9fQlWsgEg0Fs2ouNYpHERV6iOasCWFDpN+cSx9+EFIihnrp+umTv/wUIhi8cEdnjahQ7SrMuHG71hbYdeM0olKRqKOHSvQ/l/xbgibvG9IIQBILYMufn1Inqo2n4P23P5UCiRR4aEE3FahRIApKlz6oUiURYusdM4gKZaKzFv7AIgQSRDC49zL6/VWQAo/NIfrteweQAVjz0Y6zb3w2hfr6fLri74FQA7h7Ls3+lgLS3TFC2ASxVpD/sWQGzVi6Fc/9+Xuqc9dGKdBGNJybTiBDu2UBuXHFlFMW7gSsgQBsqAEgUgg3LjuFLnvMKmTbl51x2tKdBhJDEt9ZPHnyrbvY4dakAND/9LIz3z/7MQETSmD7ig+UgxoR0fsXP5+gZS0kYgP87M9+6Yzff9YACafz0UCEpAnbAiDa4v5PlYiqM7+0UQ7BAGYQMFo8c/OpH7hxl0EWC/DWIbEGewAgwsabTpp2yxZA4OsX0PQvbI01BoYAGCBWMFAaX72G3ug7FGBFUQiLB88jGn/R1w0QWxhEMLAtrZvQEVbOpRpR8N/u3AyjkQEyA+6fUyzS+EseyWCs5djtpsCjl1SoQqVjLvgbQEFlA4ieXPZhCqrUIGpMqBJds4r9KqSQFglaGz5RJaJ5/6JYua8AJJJVNfjX2URUaFC5EJS7KwF1H/+pXUCIPSkA1Y7wxO+fRNUCnX3Df8CgD1vumtlNhVmrLWAk1n+OykRz74Xl3G8/MzLMEGYAmrBbbzuDChWqUqkRUGnmsh/FBjFW/xYRlWk81ahBlYAK51y3GYCFFTBoZwCg8PTSmTShRhRQuUHFmYs2KwAb/3QKEc248XmjLTJsuLQYEF21FhkUXvr9GV0BlTvowg1s8UbTQt4/i4g+uPy5QQ0IhAPpIJvENNZ/JiCi+evWzicqFy64X8H4rImHGt6YX8sXfEW2FZCtvbC3VCHqrFKZKlOXbTdACPzjRdTbRdOWvZhgza8VqVCe84NUvWSx5rxCdwdd+jUAsg9bvnwWlUpUL5Wpg44Jyr96L17Bms+UqIOuWKsMmgBMCoSwf3tRUK3SmSueQIbMYsNFRBW6dj1aBn+3gLqoOmX5sypJh7B9+elUIOruph6qEpVm/xNg9cMLiEp06qId5tCUX0ObWAMlpEaoAG0AhFBDvI5DQlpYk7UBWJWYeDS/cn463HcZfXoDfsbB560ti06b/gevShijNLYtPPmsLzzH/zITYay2UECGAWDH0unnLHw2gwLSPdDJgE2sxcorJn3o+m2QLc1uYqalNO6ZP3HmzTsACS2FSBENZQAEWj/+yxn0WxtSLR6cRx1UDqhG1UKxSpVg7t0JsPnmUz+6BoBV4odfOv3kZVsBPPUXk8+8aTvaaEPjgbnBlP9307A/DCRgdD++82fTr/jOUD/wArYtO/Xkr3wfzRgYQh80Igk8s/yX6ILHNWAQZgqqHQFsgx/JZff1C+mj6wBtvzO3NPerGlAGSB6fSyff8qTGdxbQhathLKDlV64uX/agRgJEQAsCCpAJtHzsUqoRTV622QLQ6SAApRCjhT7YCEIA/ddPm/G57UAaKhhItPEqIOXd1/ROuW1bFu0B1LN/OWPqkq0SEtpi19KT/tvCHVKZ17TBIGD+8Ro6efGLMVsUn77t5EvXY7cA8JM/mXziV34AAJlGn8LOJadM/sOfAu2XYQBtrEisUdCw+mV+nZHR7V2LpwezVgJoW60j4Gc3zDhl6VMAVGRjmNAKNNEHoWDk1mUzZ9z0c8h2BGy79azf+Nzz0IC02qQZlEojBUC84XeoAAiJFAm+PrtAdPrnXgBbeVMotNEHCdzzUapQrUQfvG47b+CEjDOYh+ZMpIDOW7sbZthDVyBqxoAyCo+cTwGV563Da1rxo4faQHvLolOLVKGPLNnRRIwYBhqr59QrRfq9+2INKMmxoRHsEAQGt94ws1alU5Y+bwG9denkYwsUXHbfkACQSuBHfzqFiDr/++IdwAAS4N5rqUJEE8pFKhGVqtSg8lnLv417ryAaT+UaFet02oon0MrwHzd9sEE0/Uu7RIx/+EiNuumK9WmMXX90AlHhjBt/YAH9s4Vn14nKszeESQpADfCuTPx0xSlE9L7bdqKJb11DZSqev94muOca6ix0nnd/DAiLZ6+b0tGonLRwU4IQsh8qawKIAShhkaIfeGnFtBKVfm0tdBvQ1kAlUJnC7ifuPL1E1f9+4ya9eelp9Ul05l2bNYD+d2g58/jF8Mb64SgBDwAAACAASURBVOLFGwABoxPg6SXTiMpEVKwVA3rv0m0wqz9LQYMmL9qiBx+5sqtANO9rCq8B35hFxxLNehwI7/00lWtUveBbKaxdPadMfL658qJihUqXr5JSaqg2dg8A0I/MpXHVyuRbfwwRZcjWXFimWuE31yuZ4fF5RFQ56/PPCGz43SJ1Es1aBwt8/VoiCuatAyAfuLJaKNCp120RFvJQtL8aLTnPjU6AKAbQ7PvqNSdQsUClKhUrFBQaRBMv/essGUmq/n/1w5xiV2j8y/zGrz6oRGphdIYf/dnUE+/aAfTBItv5Z2dOW/IUgD7I7BVwErUwA/ZkT912zv9YsjlSpj1s2YLBjkWn0BnflQj5ae0EEthxw0m1q1YpDURotwBYhRRoA0i+t2jalD94wWDtJ4PLHhqAhUDKEpYdshvm0cXrU0QwUqNv1TWNT64N7aYVM2Yu2awBhQjysVkTZ61pZwDEq5pzJj9wMc1+XFtWVGLllbRgvYAcgkAGGQPAxhvOPmfZkxixvgMmSpFAIwWaCBE+cmHvvAdkAqy8jH7tQSgolQBr5tDsDQbRqktLsx9RfbBqCN8+j+bfjaHhIemkbeIUUMAPF55WCY6ZesMumMSmQyN56iUUIpNBwaY/WnbO+1ZsTFKAM8O2gE03nl6bft2zAhpDsAl23Dzz5MWbEccAzK7bTj1r0VbAAtnQc4s/Sqdeu8cAMoWFXDOnuGAtFBT6ExN/9Yrg8vUGGSCQ2h/dceqUFVtagwBYHazDYXs8FCSG8BNkMGLrded8eNGm19jrtKW33XzGzC8+A2R9GThWK4MAFJBs/d0ZRD31ClGRqIsoOHfpE6kBC6W6H1ZLa1bOO+YNv0NlBCBjpXbedAYRLVjXxI+RARiCgrV4bNb7qUpENHXx9hQGqj+FgILG5i9MpnHlD978owzKGJ1GkOyUA8hBPH/zSeNqdPySZwBtkBioIaQKZsNljQrRtCVbmpCQymT44aKZAdGZdz6DJgyUMQqwe5jIkwfnd9GEwiXrjBURonuupBJ1/u/78XMABusuLZWom66+N9NACEBtXj6rUCyftfBbTRNBAyl2D8+YMjEglbEZNKzC9ls+RFT94IpnQg2g/8HL60Sl+d/Yjbv/iGrd5fPXafSlwAPnU6nQc/l6CW1gY41XkOKZW6dTsXzqku+yE9+a8wo9FbriAd1+eG6FysFlD4UaED9Yfi4R/coN2xTHFioNIFTos2gDSgkg+dr5FaIZf77VKMWGDYkMiLcvPqFAVC5QpaubiKizc/pnnxecu87jEMIb+jdR9SOPh2zwyUIkbQAaP1hxToXozKU/QfL4PCJqnLD0Gat2Lj+NSnT6op9lEPH6z5aIglnr7JB68JNEJVqwBlrjmS8eX6bx9Nl7AIhvXEtUpFOX74yQmJGP4plFk2sFOuq2TVbDaGy4go6q0oxlO8Kote6ScR1UOuPmnYhXf7pSpWDu1xAjfeq26RUKCpfcYw3E2vklKtDMG3cCUIgPSYI1SJUeyW4mLWSmAW2k1KwSlgpApKGUTkfi9phf+Z9NBvvSzVNK520AshQWCZ5YMZUuuk9AKzz0WZr2W88CkM27L+mcOG+lACCBSAFPXX/a6Us3oQUkSYa4T0PdPZfOWrYrBAAZ6z5ogxh/exXNuOVJ2ASSfXJXz53zVxBSoR9bFs0onPcdm4TRQ1cU6Yp/aCtAI9m87COXrwK+f8cv1c9ZvkXAqn61+uLi8V/aokP5zB1Tx126SmsA0d/PKkz//AsQBqvnU3n+3ZDAzhun05QvvKCQCoF7FtDZ129BiMc/NesxoSSU6t9257l06ToVATsVK8ltLAAoBWFhI7Xp9nNnLN6qMYjVny1f/kCUwEjgG/PojDu3IcS9VxbPuHXzkAayDZ8s0uyHAaBfWwWjoRFCtO5fUD9t+VP4P4tn1i/cYIFWE4CxSlhtAK3QVin++Q/PmfGnTyMCYBBBrZ5Lx8z5agoTilQM11f44R2Tad6D0IiGVn+idMqSrRII+x+YPYnmr2wjSlQEIEYTO5adEEy9fSOURYSHP0MfvG0TlE40+oAXbj719BU70EJmDZCq1QuKdNn6FFCb7pg8dzXQUgA2XncqfWw9kBlYRFBPL5s8847tYQsAWkgwAMAK6ETcf+mEGX/6E6GGLJCEIZ79/dNKn1oHGCBrQiMxiCGRpW/0HaZGDTswP7v8zFKpdNm6lN3bMkCtnFdtULGjVj7pthdhNGIgtey7/RP71OIZ1FWaufSpNixaMPI/l005beljsBnakOvmVstUnfsPKfDssrPOuvV5AUCY1vp5RHU6+4anLVoAJMzz159GVJqxaGcUW0ShBu69gGpUP+/vE2QQD/xGB1Hlfz1u9iD7t6sCouL5D0FajTVXBBRQ9dL7YmSJilIMIYJe93GiKlUuWD/s8LZhwZQ/etLY14BBRMArkKFSgMRPFp9AZaJZa/oB++yXZ1KjShd/A4Ba/T8r1FX834+miHDPnBpVaPajAv2rLp1ENO6Ke6RufffO6VQo0tVfBYaw/csnEdVqF63SMNsXnkZEM39vJ7Bx6Qwq0MlLN6GNIdOM2JFdizaUQmSttlZvvv2sBtFnNiCRBgiHNyc2+turu3upMnXFE6kxwNoLiKp07dcBRD5C7dDCG8bnEHWOI/rYWvvUoqldNJFKRDUaR1Sc821Im2HDBfUilc7+sx8KAWxZfDwF1V6qUo0qAdXp2keV1DB3X0JULJWpl0475tRyUKDZDxgA2RDu+US5SgHV6D0TiWjBKmRqyx3/iwpUpe7C5XcnaD617KQG9VC5TrXCMUQNOm3Z1iyC2TCrXKVeKhOddc50oiJdtBIK9v45RESnXb8TnIn4kIMwGkaCM40qbVJjBbSEFhkLiBawiK1hFwZO42JhLIyxLIwmMPLZpVPpsrVIESGDUXjmzhOrlTJRQJMX/QiQRgBfv3IczV+NJAWy5247kahQoyJVGp0n/uaPOUJkzQKatmynbscGMBIJBAaw/qri5MW7FICWQlMAGluuP40o6O6gEtE5K56Fxh5rgM13TqM6ValBhRKdt4qtvCs/RnUiqo+j9yxYZyFVEwAevJqoQWWaQPNXwqIFla2aG5RmPQQDiDT7x6uCgKhUr1DPgrtfAVqZ3H7TFOotdhF19tBRn98ODSlTXnyaMJDYIwCY2ALbFp773iXfRRamWHMR1YNigcpVKtH8VcggobHx1ulBsTcgCi79H5+max8z7ZCnWmRAsvm2kxt02VqkwmbAt3+jSGff+kMYzp+XaIE2Brbc8itU7QgCCgpUPeXOl9PdYutfz6hWiOpVDmgq01X3Khgk27/83kJQIeqlyUt3aGTpwAt/NaNIRPUS1SdSD1Xp19cDkFh9PpWJCtWuOs26J9MAZPi9Fb8cBFQsEBU7Sudc/fMYIcR98wvdF3/DQihsvmNaoxYQlaolOmfpDitsBqu23PQRqgYNIuqg4IwbfzoEDQnbjgEFrLuMZt0HCQEbQSEDcP+v0aXrYFJAhpkCWkilAt7oO9SAkO0ICtH9s4kK0xbusJBoaeBfl55coUKRyiUiCohK9Y7pN24G8MSXTytQoUgVohKVqHL2wq2A2bp86niqlFg3Wwvo/bdvZzXBX19JVKUuIuqkGhFdtQraQMt46x9/sFimoFQiokKZGqfcvBmw4Y4l76NC95lLn9cAbLO17soGFSkgKnRXTv2DZwAo9dzSE8sFomlf3jGclAEWQwMAIOWjV3RQnUpUoXqRqHzJwxxDyDFRnDQxAqCytVf1VIhqQS0IqDDzxv+AshmQof3YxVSiGnXWiGjyXc8aLRBtvm1GkQqn3PgqT9qGizvLFFBAVKyWpi/5voIwgEm+e/sH61SoUJkC+uWF22IA6SsayKAsMKy3kICJYFZ9rEp0yqKXIkRAaJtI0YbB+qu7ieqnLvueBBRewZbF5xLRKXds8uLrIYe3n7/JKiGEK0plVQTTQvaaAJDIXY98rkTjgjNvfVpywYq+se/yEQ656lfrU7/yZBoDSOxLAGz/kZi+CS2kD8yl+asAJIB4+BP1C9YdkRNxQBEjQpsF96eXTC826D3LtyA82L06DGElMIQsbQEtSDR/+KmzplFw6spnfvQK2wd0BiTsQ3Uoyg8er4e3z68SMMgyaK45YVs2efHCX51MRWoQvS+gWvG//9vuuIk+ZNB+vRtrxDDZ+kVUHfc3T0M1I6BPGXkE/nMbVI9eXe649h90jAimCfn4xXTxGl93eqyRSQD9ezILnfx03fU16qCpv/lqNniw+3W4IQNY5QCj0PzPC8fTBKLfufe1V4CI3SG1AKSFsvBljt81eNv8anRqrDCwwlgLQAuYBDpi43rcTDODNmD0axBoW8+vY42kaaESWAHYYY1z/xGpFjI22Q0DgTizgOaYQP+9jTUMEmkEJGw/0hAGg+zi6jGmGMl+J9gKDtmCUpEGxxrIJIU1FiY1Qh+aeSg9Xg/7kd8/zOSQhVRGCzFcEg4CobLaQEO17IA2HOvWinw+kTFHrIfY7UwNlxZPjTqc6/G9AawwGokGYBUyWAxJjmLyGFtISAs1XJkcUAoyPQL1JQccOlEy4UilWEMDIkssMugMWrDEagFhtAW09vvIdwf2g18BQGuu+QijM0ByvSeZpFCwUBYpNJS2Xls35uAADA2VccyKVBYmOwILQhroMOoDYJIs1my2EDhs6zocNGQAstSYtoGAhDGQkCI62N067GASzVIJAJUhS1JgCAASQFonsnLmGe3llncH9odfOU09ABgLY2EBY4d1GhpSGSASxmbDWRQ8xhZGWcTSQhmLocTECJEeeXrRNoA446AFiygCEJsjUI4/8MggoWAzSGmgJWBjrycYc0RGwxgrYsBYi5jrbJoUVlio1Ahh9HDxXWlg/At4d+Bt86tFBmTGZtao4c2UgeY0/dpItAQkJDj/J/QRWPj7wEKBRYpQczQ8EigkR549RnCok4ZFqwUg1AKQeuhg9+uwg0Vqk5GgbVifw+DAIAJMO+GCRdCZsmmK4dXVjgRrwADSGOWl13cN3ja/aj2SXWj4hXPpR6WEhkaEJAKQAjaSEDgEExW+26EMFID+zKRQUDARcCSaua3goGANWCiYFqzw9oixh0YbQ0DKTk0pIqvhd81jjhgxZAZpm8PVdtuGizgqWANjYbSE1jBGs2jr8W7AftpfPTw8PDw8PN4Enl89PDw8PDzGHp5fPTw8PDw8xh6eXz08PDw8PMYenl89PDw8PDzGHp5fPTw8PDw8xh6eXz08PDw8PMYenl89PDw8PDzGHp5fPTw8PDw8xh6eXz08PDw8PMYenl89PDw8PDzGHp5fPTw8PDw8xh6eXz08PDw8PMYenl89PDw8PDzGHp5fPTw8PDw8xh6eXz08PDw8PMYenl89PDw8PDzGHp5fPTw8PDw8xh6eXz08PDw8PMYenl89PDw8PDzGHp5fPTw83gLWWj5QSvGx1tr9miSJtZbPKKXcr0IId0ZKyRfzSXeBMQYA/x9Amqb5RowxfOxOGmNcZ/LNuoO3RJZlblBaa26N/9/f33/UUUcREREdddRR/f397ie+2F3v5sFam+/PLw6tNfck3wGeByll/iSD523Un8YYbsT96m5xbySOY4zMHkYmyk0Ccq+SR8cX5N+mezvuDI/avR3XeP4Wviv/E79c/ik/3n0byfdq1K9xHLtvJv+15GcPb+d7OKDw/Orh4fEWSJIEuXU/v8jy8p0nYD7gta/dbrs1NL/ktVot7M0fyDGNUooJgBfZ/I2OSJRS7jhP9q+L/Go+auEGEMdxpVKpVCq9vb3cMe5hb28vn+cxOkRR5Ho1ihV+QUgp36jP/CyttSMqR+puwzFqU8K/CiHcBPJdDABJkuRZR0rpWNYNLYoi12Ces/MvNL8hYPA11tp2u80P4t7m9wdZlrk3mKYpdykMQz6z7zy4T4X7Y63NfwzY+9UPDg66WcLeu7f92/eMLTy/enh4vDVYmMuyzK3CbhUTQrA8x5zKUmmapu7Kvr4+PmCedgtlGIYsyrgVU2stpcyvp7wQM6XxWp9l2WuvvcYPGiVGv1Hn+TIntLn9wdDQUK1WazQaWZZx5901fMCk0mg0arXa0NAQRihqXzHxbYFnhocshHD0M2oIaZruy9/cT8dAjkHdr+5FcONKqXwjowbIP7nrAURR5FgzPzQ3+e6hfFeSJDycKIocs/Kg8jI694Sbctsm/jVJEtdJ96K5Hbfdcc9yZ4wxbnPghsxbirx0fnDh+dXDw+MtwAtuqVQioq6urna7HQQBAFaljhs3jojK5XKxWBRCVCoV/pVRKBSKxWJ3d/cokuvr6+vq6ioWi0TDq1C73a5UKvwIJowsy7q6usrlck9PTxzHTlY+9thjX3nlFfeIUfLlvnDiILO144COjg5e9/MSoVvr3Umm/46ODn5QXsX6JqT+Jujt7eWpq1arlUql0Wi4vQI/zomeDO6hlDKvbGeqc5pYKWWapj09PfwnS42dnZ3FYrFer1trgyAgot7e3jRN8zPG859lWX7UWZa5Werp6dmzZw9ye6xKpVIsFqvVqttCCSGq1Wq5XOaeEFFPT0+lUmFxlluu1Wr8crkdRrPZnDRpUrVaJSJ3petGsVhEjm6r1Wqj0eAO87j4Deb1zHzLfmx6DgQ8v3p4eLw1Go2GUoqlhO7ubiLSWgshOjs7WUcHoFar8dLPKyAv4mma1ut11hzmaaxarbprCoWCUqpWqzldKLdQKBSYbwYGBrq7uwEMDAzUarVCoZA3LjJ+QVUti6FxHE+cONEJsk6CZOVq3sqb14p3dnbmxUHHiG93MsMwZCpSSsVxrJTq7u7eV1rdt/0sy/YVzpy5etKkSfxeeIzGmCRJeCZ5UKVSycl/PLS+vr5x48alaZoXYVkkZTQajVKp5GZASmmMqVar/AhmZSkl76h4t1EsFtlwkKZpqVRyQ+7s7HRqYddtvpGfzp13Iy0Wi/wr38XfW6VS4ZeVpil/Hjw/SZKw7F4qld5yv/WOwfOrh4fHW4AFUz5mSqjX6wCstW5NjKKI1zVeBPkWlvyIyNnSHC9OmjRpz549jk2NMR0dHUzDaZo2Go0oiorFIi+mQggW8riRSqXiGkRO3/tG/c/rYxm1Wu11bcCOZvJ8g5wpkQfuRrrffjROaud28n/u2bOHR8TtW2uZPJxi1pkk825NWZYNDAz09va6Nvd9UKVSwQjXMheOHz8+DEPe6zjl/ygftI6OjizLeLra7XZPTw+3yWeyLJswYYJ7+6NMANVqlSm5q6uL78qL4FrrcrnsfKkajQY3yI0opYjI7erccNwuxH2WbgtSLpfb7fbEiRO9f5OHh8e7A26N1lqzJwsr5ay1tVoNOYGMV8YgCNI07erqYnvquHHjWPBy66BSqlQqOe4sFAqsVMSIepblnvwZPmarHgsxeVnnzfvvPFeZruI4dnKV4yFnd3QikRCCzYH5yyqViqOQfY2XvzhqtZoTvJRS48eP575Zazs7OydOnMgqWRbfOzs7y+Vyb28v37J79+7jjjuOiEbpqFlJywNhPpNS8jyzj7fb6DDiOGZtaldX18svv5yfKwettXv7/Dj2hCIiJtR6vd5ut+v1uttpOVVzFEXM3E7xW61WWfvtOJI7yTcSkXt6GIZZlvX29lpr+euq1+vNZvPoo4925luWbvlPrXUYhoVCgdvZb7/usYXnVw8Pj7cAK+IcjTlrKx9Xq9VCoRAEgZN4eEVOkqRer/NanG+N+YCXQgYvlOxnBEBrzZIrayZZ6i2Xy05+HdVgXpZ9Ezgxt1Kp8EL/upe9+dLM0jmrkX+Rh74u4jhmiyObtLu7u10sECtX+/v73/Oe9zDFViqVLMt4Tlii7enp4V1OtVp1TlLcH56ZcrnsdgZSSvem3I6EVQudnZ286YnjeMKECSyPcoP8IngDVCwWnTydn6Vx48YNDQ2xfZ0txKOEclY5OPM2gMHBwa6uLreDsdYyAWNkc8BM7KRPbrCjo8MNh6fOGMP7ubz82t3d7Xym3P7p4MLzq4eHx1vAyY78p9Y6CIK8oZSNrE6Jyko/IcS4ceOazaZbQ12YKUZWQDa4Om8pjFhAeclmauHLKpWK01uWy+V87OMv4i/qfGSklLxAs++PC2sZ1Y6LOXEOwyxhs3+NE7Ncs28LbsiOaRwzscW0o6PDyZrFYpH3GU46rFar1Wo1CAKeWO4M/79UKgVBwDsYZ+1mWblcLudjW8MwbDQaQRCwmbNerztN7Cgrablczj8dI/JotVrld50fRT6kuFarsYybj/zp7OzMu4iz0Z11yHm1BF9Qr9dLpVJepE7TlFUm+e0CX+/2K0EQdHZ25u9yBvV3WK71/Orh4fEWYMsoH1trW61WV1cXWwRZNsLesarO/0gpxb6y7M5aLBYLhQJLro1Gw4V2EJEQwmmMmU0xwjq8OPJdTKiOjXgNzVthXxf5yJx6vc7CULPZBFAqlWq1GlMpct5MDL4yjuPe3l7uAIuSLDjut5GPacalSmi322xWdAOXUjKLsGAaRVFHR0cQBPxEJjbXPXfAulyt9fjx46Mocgp51pdyyxgJYhk/fryLi+UW2IOMp8Xp//NSKc+w+xKYd1ngZvCDuLXOzk4nW7tvg0mUr3E+TRghYN608c6MH8Fa6AkTJrAPHT+l0WiwHMyqYwBhGHZ1dSEnYcdxzMNJksR1+J2P2/H86uHh8RbIsqyjo4PjOvLyllKqUCjwGhfHMSuEkeM/jnBlGxtyFBiGYXd3t7uxWq2madrZ2am15tWQeYIFIGecYyMie0L9/Oc/z7vXvmWcjDOpVioVl+WAl+Nms9nb2xsEgUt15ASjoaGh3t5eNjEi57aTV4TuRyiI2y60221nmMSIRw9Hc3Z1dQ0MDLhntVotFrt5m8JcxZ5HTmRMkqS7uzuKIt4AIZcPiz20nRzJQnxewms2m26fwY3bkaQc7NvM7bAOmVULLLs7f10n0QLo7e1lgud3yu1LKfnzYHctjDgVp2kqhEiShCnZiddZlvEmo7+/v7e3N6+4LpVKzsrLZ/gby8clu68ub+7F/trL9w+eXz08PN4CrA9km2uhUHA+Pi4ilo2IvKJxRGypVGKhiqkCIwznVrdms8m38BoKIAzDIAg4HtSJSt3d3Ry4yddwriUieu973xuGITMB//Qm0qSL6HBi3KjcFBgR4Ng6CKDVahUKBf6TScU9iANdsHc2x7eFUqnE9ldOxzhhwoSBgQGneq3X6+VymYgmTpwIgI9ZYnbyGZ/MpzYEwLprNkwSEUuWPHY2hGPE/btUKhUKBSZjjIjLnGojP42sjCWi8ePHszGYQ4Cq1apjYtYD85fgpFh+Or8p7syxxx5br9ed0M/D5Fc8fvx4F9Wa3yeVSiU3zEajUSgUHH1yoFTe6lyv13nLwsrner1erVaPOeaYF198ETlB/x0WYT2/enh4vDWcMc8FF7rF3WXdcwzEgqlbqV0kDHu7uFQ7GJEtnCIRI1zuUiS6A9d4PjWua//NhUhneQUQBIFjKSfIusxTLCYS0aRJk1qtlhlJcus8YJkhmKTzCRneFtzM5LNTjZpD5PJbYe+che76vLk0DEOW7914XairC5DNi27sRjQqLzRLzHnk9avIxeS4M2w95dvz6np3mVMVuC+HNzr5vImsF7EjaSD5xjfiQiEEK7GdLhq5VFYYsWq7L2TUwTuZesLzq4eHxy8EYwwvo87/hResOI5tLjki/+QcSfJiq/MazROeu54PON8C9uatUZQMYPfu3dibZUdlwB8Fl6/R5ZZy0ueoBZeVny4MCbm0fK7DHID0X/GU4WyC+674bleRt2cz2AbJewJmYufUnc+owPzkImXzvk4YYaN851lvnJ9tZ9fMT29efOeDUXQ+Kv2To1VmPrc/G9VskiRMlqN+ciGwGEkJkp8fjEQu7TuxzpSOkQ/VMbdL5LnvXQcInl89PDzeGm7Z4oNWq7XvquqkPeTYblRuh3ympLx+Nc80LkKDBVl+UD7ZrMnVmXG1B96k847X4zhmdTSv6S7PkbuS6adWq3GzdiSTA3JhnS+//PL48eNHNf52kU9hj5FZzTfl4kTzHs7IaVBduFE+R38+saKbEyaYUUUF3FTnKYeZe1T7xhieLseayAXwMN87ITtfFcDJ2e7DyG+z8uPi4Y9iaOzN5aPG5fYEaiSdpDMwj9q97bszeMfg+dXDw+Ot4XxEkSunM2q1dSzrqHeUdGj2rnOCnDjizHL5RFGjNI15fWaen1z+vDfpv6MllzCBV38n4uQZ2pk2+aTjCQB79uyZNGmS89fFfq3ajhicSgA5FbSTTffVcJq9K7uN4t28NJlXJ+y7+XDboLxY6d5OXuJE7tU4Q4BT5I4qYeRY1r0Lm0sp7G50xu99BdB9dR557yRH//mMXfn/Y+/tmpulfAtv+FYOADy/enh4HP5wCze7OL2JMpk9dFgodO4/bvkek/wSvFPh/QefGdXavnyQzxWVD2PF3oIm9rFPu4HndwyOyN0FTgjOKx54uvJbIg6pGtV4XvzFyCTndw959v2vzNu7Dp5fPTw8DnOMMrUmSeKCQV83P6IrKYMcEzAxjEl+xHymDvd0p/DMB4xyb53Z2+lURynSXSkFbo0lyFEqaOdHxkoCx3xOT8Dzk3caYjBzO1W8mw3+c5QT9SinpLwgO2oS9sPv+l0Hz68eHh6HP5yPq8uau2+1cIywBbPvqDLj7Ew0Jvn9OZqFY17DMOSQJA4ykVI2Gg1jjAuQ5TLv5XKZ0xI58TFvm8TrVXJFzqrd39/f2dnZ0dFRr9c50iZ/QRzHQRDkPYxYTHeuvFxuqFgscl4RAAMDA8cccwznfjK57EjIFVQfJWHnTx4i+fcPNDy/enh4HObIK04xYhjmGEq8Xn26crnMUh3Lc5z9ACNhl6OUt/thf82ybOLE6o70bgAAIABJREFUiS7fbxRFnMLQZdLASB1TjORzdqn8mZXZ9sk9dNG9yBloucNuH9Db29tut+M4llJOmjSJ/ZUYaZqWy+V8cUAmde4AW6Y5vRTbqtl3uqenZ2hoiGfmqKOOcqmg8rPBJuG8Kj6vWz50qsgdOHh+9fDwOPzhCrZjRHiK4/iN6quPqh/AcEZZ+V+ur86uyETEHr89PT1SSsc3/HSXu9/kklByll2MsGneSOyIjUekR4oG8l2uuh+Ly26kfGWapqOGzCkb2cuJL3apIvM1avIdZuRZNu82lfeG44RN+zFv7zp4fvXw8DjM4SQz7B28MTQ0xEmLsixjxspXX3ExM5y1Ku+Lm29t/1xS5Ughek4wmU8iEQQB8yjTks3VC2q328cff7xTsXIp1p6eHpfokdXLnBPKhSnbkXICfFk+GRZG/JgajUY+rT9GBGjukjOyKqVYQ85hTnyeRWpn0+ViD+12m4vKqZEEkCwESym7u7tLpdL+bU3eXfD86uHhcfgjbwLMO+9gJOdipVLp7e1lnW25XB4YGDj66KMLhYKL1XGc6pyKsb9OOk58jKKIi4ojl74Ke1uFOaCITbadnZ2cZQJAoVBw1lZHmVxZwVEyy7IAOjs7HZ/19vbuayJ11QswUmidiy4AaDab3OHBwcHu7m5OAOJqImHvuq2Dg4P1er1YLHKaRldqN45jJmYATL37MW/vOnh+9fDwOMzhInddKCTLnTpXTA1Af38/JwR2OYH5dmc1dNc7n1vX8tuC8yFiqY5zOSGn43VaVuY/V1oun76DRVJrbbPZHDduXJIkLjkz9s7eYHI1cFgVnH8cW1ir1eoo/yOmQGepZa51VQjzpdpdDRwn3LsqBVzEN98Hbr9UKnn/YQ8PD48jDlxPHq8nTY4J2AupVCqxbpbLu45KUpi/2LFjPmEvu0RhJDs/Z6nkM52dna6YLoBWqzV+/HjOZoyRunLY20HapY103XB06JJCjB8/3qXxGlVXDiPBQuwsFgSBo09mYi6P40J6nL798IbnVw8PD4+9cKD5FXv7BLk/nVzLJOdCg5yqNl+jzRWcGRoaYvkVAFffGxwcPProo5MkcTFItVqNG9+zZw/H/+QzP3DNdpfml5Nf5p2qoihygT0sm/b29nKlGiFEd3c3e0Ll6/eNGzeu2WyyvZa3BSzIcmnYarXKfx7e8Pzq4eHhsRcONL9y+TauwJqmabVaLRaLRMQ15/NXJknSaDSKxWJnZyfrq/MFf7idrq4u5tGBgYEgCDo6Onp7e/v6+rgFl6SiXq8T0XHHHcfnhRD1ep2V5NyB8ePHOzdmrjnIFM7aY1eIkPXGe/bsmThxIgvKjlmdT3WpVGq1Whxx60i32Wz29PRUKhUuTTjKneqwhOdXDw8Pj73wDsivyPkW7Xuw72XMRnkpNh+zm++k1jofWuqSNjsfYHejE1jZUJrP02tGKvPk/cLyMbV8Vz4UOJ/4t7u7mxvPJ2p2LYwKij2M4fnVw8PDYy+8A/ZX5ArDjcrHNKqGAXK+yq5Xo7rE7OgS7pu9i8TxMV/g+JKZL59bg/kyfwb7JITK86UeAR87/6aBgQH2lsonhHK23lEVew5veH718PDw2AsHml/zVIdc4l92+nWp//mYTzptKkcQuWo5TJzIkXFeNHSleNyZUen18zmEsXeSRWOMKxOrlGKx1VF7viZd/l6l1MSJE4mIjbL5h7rqdfnrD294fvXw8PDYC+8Av2KfuqRv+RSXUh+vV0w+X1ccr5fgN58+CTnOG3V9voA598q1zKVekSNXV7EuPyjmfm6HdwP5UbuNwn7klXzXwfOrh4eHx154Z/TD2FvTOyrK1mWG4pP5MvIuE4UTGUclzXciZt4ZypXBwd72VM4mwa2laZrnXafjzVdKd/3Ml1LfN9tG3tCLEXbPq6+9/Orh4eFxOMOR0O7du4877jhOWMiusy7oZVTNtf86giBw3rmcnokfWqvVwjBkB13+lVNGuOBUAJz+sFqtup4jJ5u6qJt9yU8IkWVZR0cHER199NHOOuuqAHHO4XzqYJcHij2EkySp1Wqu5xhxFS4UCpVKJc+meTOto3+MmGmxj0Y6n2/ycCqt4/nVw8PjCAWv8m7RHxgY4PWd42RYL+pUoGOoz+RHAHjttde4A5zzgSNwOE+vY6wsyzh/U5ZlrjDAqFKsyGmM3W7ACceu8msQBHzwwgsvcLZCJ0S2Wq0PfOAD+awR7Xa7VCq5wgBCiGOOOabdbjNZcpEA3gowmzYajXwiyX21wW4C88E8ebhKt4cNPL96eHgc6eAice7PfDbBUQdjAvYE5qeEYdjd3e1yMbrcRo1Gw0XCFAqFRqPBPYyiqKOjAyMhMa6AK1+Zt5Vyn12+Yld7h5HnVxecw7kjnDSZLyVkjHFTpLUuFov5wgMshecDgVxiRdcll/R4aGiIldKu205xfZjB86uHh8cRCq4fntdYsvzExWRGyVJj64/jpMA8RbFI19XVxWnxXZwo5ygeN24cgCiK8ol8lVKFQoHJki/mC+r1OquCu7q6HC9yLXRO3lQul/N2Wb7Apd13SlrO3Z83yrLozH3gwrR8nu91UTr8K0vq3d3droCuG2+5XO7s7GQa5kpBh5NmmOH51cPD44hGnmAY+Qz4ByIZgksQ8eqrr7rqck6tyjrVvC9SuVxmkyqTE//JTZVKJVYds43WGNPZ2ck/tdvtzs7/n703SY4cT67/EZgRiJlMZmVX/1rWppYuomtorQNoK+11BekobSaTmZZayHSJ7rZKjjFgRgD+XzzF+ztAMlWVFWRlkf5Z0IIIBKZM4wv3r/vzGY7GcXgynFJHiRWRoiiwkcVNTdPAJXFkEMGROJB8OZkk62XgMAxns1kYhgiycXlVVS2Xy+12i6fKEQX6yXzdvL9vE9NXwzDeKZRVJCrRcgqZQRGvHrZz3lNDSC4uLhACjnpJ+RrqSCvgNE1vb29Z+gRVS9MU0+vkNFeH3xh0drdtWxwHiVloJMae4+52ux30Equ8IlKWJZ369c8wDOVU/QS11vMG5DQpVq/m4ivLaHa97/u6j/aNiauYvhqG8W5hZRNzrfiVeiaqAuiM/SSMJtEqOp/PKS06v0pfJ2gSeknTNJ1MJtSh2WyG7ezqwQQ6VCPzewN21rNsUYHMS+LMABZV4Wie57Vty+4glBA3TYNj6ngXr7mQjGvjrzx1GIb0WfR9H/lhXCek+i3NXTd9NQzj/cLkpG4tRZuKnod63hRx27ZQKfwK832Kvag2G1xhEAS6/5UqWNc1lmlZatS2LdZB+V1B/2T8KqelU1FBPIRcVx3rcBORLofhYB47p+BVVYVxe6IafqDx+LjruoiqWdWFVp/FYsFlY3lb4iqmr4ZhGCNe2l8C3a5BENR1jVIjtMCiMJhVwdA/jNaBACNwRGMu9tntdlEUJUkCZeq6Lo5jlE2hU1abGzdNE4Yhk8n4OJK92+0W+0NBoXY4NSuk8Ct1EdeDWHk2m7EDR0+pE5EwDKfTKacLPDw8XF1d4WvBp0+fMPNOJ5/fEqavhmEYA15aX0cxMaPVoihGNbQ6hcvLYMcLNHW/39OUWE4Vv3LSaYaVuutU122xkEp7MwG9G3PCOAJ0UU4VUkjw6lA4z/M0TTHLFu/yXu7v73EiHIT1yQhwz+7m8Qti+moYhjHgdfQVckJ5w0ZIEZSSFoM0iKjrmuKKLaMpqvf39x8+fMBrHH82mzHpqo2CR5VEI3NjitzxeBydgheDhiI+HJpGUY8x7F1/tqoqPTtPRMqyxHlZ6PSWMH01DMMY8ArzX7Wf0WjEDT30RfUO6WugkhGEiXi93++Rwk2ShCVOoqqlmCtmVddo5M7jq9VzdQAEWPtDaVfhw+GwXC5935/P5/v9nulfyja+JXCRmOfVi9BvANNXwzCMAb+gvmpnf8oe3t3tdkyfaqljRVJVVXo2TtM0+JVRJmNEzgPgKUal1LqMWZ9CTl1MowvjQfgiz3Ot+nqW7UhBsY7LE/3kR/kNY/pqGIYx4BfMD+O8HLYqw9hUVJzHRVMthFjs5BoqF01lmBDebrdaWUcHl6GJ8WNHfj32AOKtJZz5Yd4I5Vwv7qJESys3F2LfDKavhmEYA36p+qa6rpmt7ft+tFQJ2155qomFyV6iO3xwWL5F7cQL6Lc2cpJTyw2HwCNC1UL+8PAwugbE1jgCTY8ZIvNbwmidlRsZxL8liTV9NQzDGPBL9efAUykMwzzPMWAHAokemOVy6bruZDLxPI/ip2VVZ25FyaG+F6jdbrfL8zxJEsdx0CojyiYCxsVxHON60J6LK5RTWfJqtcI++/0eXwUwqI7lVNr0UR6pJiYKiKpnfnK3Xzumr4ZhGANeWl+f85dAvQ9ceemBXNc1hA351a7r1us1LfuhT4x9eXxR1UMQvJHN8uFwYNesXujFuXA613XLsqQ7P4bkwMtCe0LpQTpt20ZR9GTyeTRuVj8NnRt/SxaJpq+GYRgDXlpfn/NHpLMSbZi4EMtr8DwPbaPUS62aeoQcfx2tcYoITCrSNNXNptRaSGCapsjZ6gk/cRz3fU/v4izLMO0nDEMkfo/HI97VFVhMaHNEHSyOOVeA12bxq2EYxlvmFeqHn/T3F5H9fv/p0yeMvsFgHGyHCGlj5LIsq6pCK46otG1RFEEQ4Pph1TSbzWglwaP1fX97ezufz7fbLbWQI2blJPNyilCZqcbz4YoszBqTJKnrGnehJ/OISFVVSZLc39+vVitc/+fPn6MoogHycrnUnbJvaUqd6athGMaAl9bXL8ynE5EffvhB1Mh0dpp6nqetekUEElWWJTK98C9cr9foeIHxIQwcmPV9HCAmSYJT6xKnruswUzbPc47Dy/N8s9lUVcWj9X3PbDa2IIfMg+92u/l8jpVaFD3x2wCNiDl373g8stXnbWD6ahiGMeAV4tcn56uLit5wUrreI+kKfYXiYt4crIB5kCRJDocDK5W4DopaKi5tsvoXw/g4hk9ORk4ooYJzExyJsTyMy+CAPBGZTCYUSBQJI4fM7weHw4GXl2UZxti1bRuGIW4W3w+4/9mn7f6CmL4ahmEMeIX6Jj1JZrFY6LFuODUzw3Vdo5aYpomirIZlWIvL0XVlWV5dXUEgOThdlA9iURTH43G/3y+XS1Hjg6BzfALIAPMJ4Dg8GiPjMAyp/Z7n6YVVVD/BsAlRtb59UbHsGzNvEtNXwzCMEa9Q3wTJRCr4eDwGQdD3PeRwVBmUpmmWZVp0IWmHwwE1UE3TxHEMebu4uOAsVcSaOKbv+3VdMwNM3V0sFnme41c6G+/3ezTtIGa9uLjAWm9ZlsvlsixL13Xruma+9/r6er1eo4oqyzKqPh+d67rz+Rw9Ra7romAYF7/b7dgOhFz3eR/1L4vpq2EYxoCX1tfJZIKWVjktWKIjls2jLAxG8BeGIXZAPjkMQ+SND4dDFEWoMGqaBtVMSAWLCBZKXdfV1UOoQqKkaet/KBze1cZS2+0W+3uexxrj2WyGjbjU7XY7mUxc102SRMegKN0KggCXirQztiOETdMUA+FFJajP+7R/QUxfDcMwBrza+is7Z3TTJ6JJ5IF1Z6oekqqnurIFVn5E8e3IyeHxMDhuoSeUPr6c3JLp5k+Lf33x0Ga24iDDPBpj8Jbm0D2H6athGMaAl9ZXbfvAF9rmF7KqnYR14pQ9rFpNOUXuCxLLsLjrupGlg75HzoxjW87oCDwLL69Tc1tZA8xB8YvFAjZPohZlf8Rz+tVj+moYhjHgFeJXbQjMX/WJtPoyWu37Hq9H/k2AMfEXzkurYTlFzzpQHjks6k+NTIx5BPhR8AK22y1ec+L6dDp1HGez2Wy3W6jy7e2tvC2fpucwfTUMwxjwCvoqw5FteIEKIFF5Y+goN+qELWQSxcMQucf69xjey+ORAKhhhpTKybaQekwd5Tg5HVJj1jpeZ1mmvY5xU48n7v2Yq/21Y/pqGIYx4KX1lfLJJcknF2KBHunKd/WgG7ygZ8UXSnCZFtbW/zpmZRcNzgUJZGeqHlKrO3H1W/oLgf5gURS807dUwfRlTF8NwzAGvEL/K9WUsSnjOcR/XddhSRVqxwVOLaiUycPhgI//mKIhxsFFUWgXQ+acee8c9Zrnud4TLziEDjlhNNRSd3k79LUoikIr7ntQWdNXwzCMAS+tr2iqCcMQMoOumyiKOFSnLMv1eo1+m/V6jXeTJNlut7ru13EczIlbLBaLxQK+/1+IX9EVw9AZe97c3EwmkzAMLy8voZToHfI8bz6fB0Ggy690eJ2mqYjc3t6uVivf92ezGbbneY57mc/n7KnF9c9mM6aX3wOmr4ZhGANeIX5NkkTPOU+SBOudfd8XRTGfz2myz1XPPM/X67VerMXs2KZpEOxuNhuufX757Px5c3Pz6dMnEem6brfbrdfrPM/h6MQrQRmwXgNGz+5sNjscDrPZDDoN96gsy5bLJVeIPc87Ho9hGB4Oh+PxWBTFdDodja19w5i+GoZhDHiF/hz49VdVBQ1DmRImvIoyIMQLWhXywlhR7Hkeu31g2MR3obv8lbPhIIdI1XLoLF4jpJbTuizG3TDTS38l7ZKIfWiFgZ9s/vE8j/aHuCRMC3gPxU1i+moYhjHiFeqHIW+bzYZqJCcdvbu7i6IIC67T6RR7ItEKqybslud53/fT6RSrnpjYysVOJHhpESWn6a3Yrq8B0KOfo9Qxa50JXi6XVlUVBAGiVUSoPJR2/wd4jRk7qHLC677vzV/CMAzj3fEK9cMiUlXV9fX1YrFg8yuEMIoiWDRA89I0pTmiiFBNcShs9zwvTdPRlFZOa0cwiuStiCwWCz0GjsPeqXwyNDrWpc7H4xHOyXJSTcSsuAVscV2X2slIl98hoMeWHzYMw3iPvFr8CuEU5XmE4JWTZHzfxyz06XRK6wZRHbE66ERBL6bIcaC6ntKTpimciuXUEYSkNHYuy9L3fSrfaHCenCb5IESmafBiseAxEV7DuL9t27qukR/mtAB4JZ79YX6zvKNbNQzD+DG8wvwcEaGNPlSNa6UIEFHfqyfQQaXo98vwVB+ZBcCIIJGPRdh6f3+/3++DIMDgdC6R4oAUSHbO4Mj4LCqTu65LkgTFzJiazu8HcpJnOUW9cpoJj1VYOcXTzCe/hxDW9NUwDGPAK8SvTALzjCJSVdVyuWTLqYhg/RWyithRlHViXdeLxQJtskwaN02DPO3Dw0N3mna+2+2iKMJuehIc8rplWaLmCNKOtleduJaT3qMxF6XFQRC0bXt1dbXdbnE0qGkURVmWQemn0ylWanFtP/zwA+LdtzRE/QuYvhqGYQx4aX3FYufFxcV2u+373nVdzHpDdMiYEmPskG4VkSzL4OWLd8uyxP5Yl9XFSkVRRFHk+/50OoX6Yt4q+mUPh8OoiTaOYwyPa5oGASt6b1jT9PDwsNls9DOp6/ri4qJpmtvb2+VyGUVREAQMwT3Pw0ZcVVEU3333neM4v/3tbzk84D1IrOmrYRjGgFerb5KTzNDdkAElN0Ju2QWLIzx+oeeZi7JCFDWHh9EnT0HzRV0zNcrccpiPvk455aJ5eUhia/9F7cKI2LcsSzxYjKE90+P8djF9NQzDGPA6/sOdAlu4Cgu0IWJ/GqfKoarYh2YRHBhH9wa8YLPpk6o5ag16rIt4waYdPgp9TH1k1kzpWxAl/wxb30MLrOmrYRjGgF92vnpd15QlZn1ZjvRYuvgaVUhPGhHj16Zp6DLBITlyimu1bSHbXp8chMc9KaUoXeZsV9wUDsKCLN7FaHLtG8b01TAMY8Ar6CtVR9cQ6cFzDF45GA5VSKLEGB+n4TA1Uk+q0YbDPDtjXL0/UsqjYFROGq/9+uX5QQJI/CJXjN1Gz5DJavP3NwzDeHe8Qn/O4/nq1CRRcd5I1ZhcZcspgbBptR6t0TIFLcNlVBYlUfZQ3wtXCl1mzKpjOeWKdRBcFIUuWYKu69PhJy6ybVvzbzIMw3h3vEL9cJIkruuWZVmWpeu6qARO0xThHZwRURuMPSeTSZqm8PTnMq3neTAxxmExSwdGTo9V83EUq+Xw7u4Og3p838c+OKPjOFdXV7rLtjuNRsfKbhiG+HIwnU4xRQcanGXZfD7HpCB88HA4YFAPLP7P+0i/TUxfDcMwBrxCfthxHGoMHfAxP05EJpNJURRt20ZRhFASYAYcBIyOEFwifXh4SNMU72qDXyZp0auDPDBXZLuu2+/3V1dX6Mdl+yyF9ubmBs052IEGFJ8/f4Z/cl3Xy+USATQm5OR5DqHFEmwURWVZYjgd1mi1Y+IbxvTVMAxjwEvrKxtPsbZKccW72+12s9mMBulAeieTCet+kX31PG+z2Xz+/FlOdol4C9ecZRnUl1seHh54IkgdTrTdbvHBsizpfQEJXywWRVHwU7iA7Xa7Xq/lkad/13WLxSLPc+3rhDv1fR8HxKCe8z7SbxPTV8MwjAGvEL+iwigIAj2vjaunsHqQk68TF0rxq87rOo5TluVisUAHKs0osFsURYiAsaWqqjRNp9MpRuusVivtaQw4XYcNP2ma0hGCj4LWx67r8rx6ugB+4tScBCCnqiv4Ep/xeX6bmL4ahmEMeB1/CRQELZdLroki9aqN9aMomkwmvu9zdVZO+WEIFaSrLEsMp8NsADlJ6X6/77oOwaL21se6qe6vZdo2jmNdOXU8HuF7LKpHCN8MsAMS3XSVgh7v93tMjGe6W05eiTgOv0C8bUxfDcMwBryOvrZte3l5iYwufZRExPf9LMsoeDBXms/n7EkVFUqivEhOs2v0NB7HcabTqbbgT5Jkv99XVQV9lVPvDQ2NoZ2z2ez+/h5tNkmSMJDlFbquizIruBBDL0WkaRpKL06KTyHG5RZM1DnvI/02MX01DMMY8NL6Cj3zff/u7k5EPM9ja83nz58XiwVOmud5mqZyGg2LKiEcATtj7RavD4cD1BpyWBTFcrmE4GEJFl036/UayWGWKSEqLcuSu+nxsQg9QV3XuHLMaZ/NZnEcQ79HU3SOxyO+N6DUGadDnhlfJqbTKcuy3jCmr4ZhGANeYf3VdV2uuZZliZgvz/Plckl7oyzLUBOEulzUEzGKRUHvhw8fDocDtGq323Fdk4u4x+MxSRJUDsdxzEooLn/y7rBWent7+9133+H1fr+/uLhAjIuvAqNHsd/vfd+vqmqz2RwOB5wFi8TIBjN+bdsWc3twhHcyBfZd3KRhGMaP5xX6XzGHtSxLLJpiuE2SJKzdvbu7+/DhA4at4lP7/X4ymaxWK/bJYIfVaiUndYROMzCNogjTXrHDZDLxPC9JEt/3fd/P8xx7lmUZxzFGul5dXeV5joXS5XIJPWbDqx4KCzWdzWZ1Xe92u+l0GgRBHMfwStztdldXV7r/db/fh2HoOM58PmdG+m1j+moYhjHgFdZf6ZiPLbvdDkngx1W1tEUUkbZtoaNMro5s+hFlyqlUClXKDHnZIYMtSOTq6uXj8Xg4HDhghyqozRS1P+LDw8PoatkOJKdlYH3Zx+MRHsjyaN7Am8T01TAMY8Ar+CPKaRUWUaAoE2C9p542M9qTfopIAmMfJH4pXWVZ6qlzsK3ghDg2zIiyF8a719fXoyMgS8zEMq9Tz8XjQcqyHE34EfUw34k5opi+GoZhjHhNf38RQREQC46oiBRXfQHcmbtBaGn2K09Z5yOs7LoOc9dd10VRlT4+LZ/wkzr9eACObtSRk/eFfmL6avX1jNyMf8bz+3Vg+moYhjHgl9JXOYkrcradmpGuQ94R2qb/8Wumf0d1TIRdqlRBrXwUcobIvH4YNz45fk5OUipqMfgLty/DHqEf/RS/dUxfDcMwBvyC+WFRyiRqbmvXdcjQYgs+q+WWAqbXRx97+nOHrutGao26JCSZR2pK8BE96gf76wvmFr0P3x21GImKrd+eo5Ppq2EYxoBfqr5J2yRx7Cu3o/10JJYoF9IOUDwF3mVXKyars3GWO+st/CzVFzF0URQodRYl+UVR0E8KS6pMF3NJuK5rqibKnWiMzJ+jSPct9cWavhqGYQz4pfpz0jSFutR1HQTBYrFAfw5adzabDep+ufIK6/wkSYIgwOi3OI6RthVVtYvAlPeiY99RCItmXIyQ8zwPygcrCc/zJpPJaBTB8XiExKIXCAdEn08Yhqxbxl1wRM/9/X0cx0EQfPz48S9/+Qs+rkfSvhlMXw3DMAb8Uv4S0LPj8bharTDcLU1T9sbc3d39/ve/b9tWm/JPJhMWJcEHeLTaqhmtdOqNELamadbrNfRYRHzfr+saTsLYYT6fs1+Igel+v18ul9rWHxnmOI7btoXdBIfaysmAAo1AbM+V4Tyft4Hpq2EYxoBf0B9Rj6Xr+z6OY65Z0t5BRJCMZVIXcSF0C5VHbdsWRYFML0JMHPn29hYfgUhr/2GGtjhXWZa4MBgrikgYhmx4ZW9rURRhGOZ5HoZhlmXT6RQCXBRFmqY0R0SjLUwTfd/HHeV5vl6vmUnGAV/i28wvhemrYRjGgF/K3x8aA9vhh4cHPUsH27///nuMxOE6K6O9IAh0YZSIOI6z2Ww4rjUIgqqqZrMZlk5/+9vfuq6bJAnWdyG0IpJlGYR2uVzSzlBEqqqCF7E2waiqKs/zDx8+ZFkGdfd9Hw7+cho5wPhVTt8bMBKA8+H1/IA3humrYRjGgF9wPl3TNFEUcRnS8zwY6LuuC6dfUZYO0KQsy9I0RR0yKo3lpGS73Q5DXlerleM4EMi6rqfTKQaqd13H8XP7/R4v8jyHgz8ORel97EcB136cGnbHnuexygnZYJwU5cEY4JOmKTtzsA+DVzb8vA1MXw3DMAb8UvPVwWQyoURh7ltRFIvFQreQUvPyPJ/P5zrQ5MgaFBmxIilJEmZiwzDkKTCojj05+mZ1OjqKotHKLkqZWEIcBEHbtrhg1FghcqWo84D4qYexyzAsfjOYvhqGYQx4aX1syOa0AAAgAElEQVRFGOo4DppwdFHu4XCARIlInufT6RSqgwSvqG4WGAtfXV1xTA0TragbgoBxoXQ0kBVLs9g+6p1FG0/f9zo7jde0IMZxUFEcx3GSJFrOReTh4eHjx4+ocOY1O46T5/lisdATCHS6uyxL85cwDMN4s7xC/MpCXxFB3a+I7HY7dLlAkMqynEwmqFQSkcVigReYVyMimKJKxwkExJArfLCqqouLi7qusyyDkmFtlREkUsH6HlGIhNfL5RLFSn3fM8zVd4FTY584jsuyXC6X9/f3VG5MhheR/X5fluVsNsOXBtRe5XmeJAmtMHQ/7tvA9NUwDGPAK/S/Jknium5ZlmVZos7IcRzf92ezGbz167qezWaIDkWk67osyyaTyXq9pp2h53mYQOe67nq9RpupXv5E+XHbtvP53PM8FPryGiaTCTSbq57b7fbi4gLtuWEYorwZU2bbtkXfDs6OxWBtlcxvBmmaTiYT13WxLosQNoqi+XxOQ4nZbOb7/nq9RhkzRP0trbwC01fDMIwBr+CPOIrS2GCqzX6Z+JWTjWJRFIj2OO6N2VSIn15DzbKMaoq6p9EAAH18bRqsXfjzPEchFe2cEK1ycCz3rKpKD8vjRhwf8qlzv3Vd46pGNooWvxqGYbxZXtPfXxcNdV2n3Zewpy5l4sfZqKqn0clJhlmOq60Hqa/4OWrm4aeQedYTZ3lqFifra9CO/yN/Rz2fh0lgeBePZgyISjX/iIf3q8H01TAMY8Ar6CsDTa1J+gWkaGSIyLhTf1ZEsJzJuXIiUtc1tAoJWD2lVYbDXDk/R+8D/dO1VLxOhqE4CPbUnlCjOJURKu6Fl42P6DkEyB5b/GoYhvFmeYX+V4gQwRbqqB4/PhoHO2oVfTxFVcsbQ2EKZNM0OCBPoe8OB9cjcZAfxmvaPMlQ6TkUT2enWQ49uiNOq+VGreVvSVzF9NUwDGPEK8SvxnvA9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBpi+GmfB9NUwDGOA6atxFkxfDcMwBryCvh6Px6qqHp+i67qu6/q+7/ser7k/Xug9RaSua75b1zU28lNlWYpI27bYp+s6vOZGnItX1TTN6IXxczB9NQzDGPDS+to0DfVS84WN1MWqqrBF77zb7R5fJy++bVtoOT6itRPyjOPz9ZOXYXwFpq+GYRgDXlpfdehZ1zUFDyfa7/f4FS949t1uh4/0J4qiECWHh8MB8SjF8ng8Nk2jxfVwOIhIlmVy0uyqqn744QdciVZWHNz4OZi+GoZhDHhpfV2tVo7jOI4TRVEYhtPpFNoWRZHjOMvlsm3btm2XyyX2EZHtdrvZbBzHWSwWx+MxDEMcCtopItfX1/P53PM8x/nfv+r7/T4MQ8dx5vM5xLKqqvl8HgTBcrnM8zzPc9zdp0+f/vKXv/DysN34+Zi+GoZhDHhpfT0cDkEQiEjbtnmet227WCzKsjwej47jHI9HhKf8VUTSNK2qCvtMJhPHcbBAK6doGDIMaXRdt23bOI5xKBGB6OK+2ra9u7tbLBYicnd3F8ex67o4i1ZWZqSNr8b01TAMY8Ar1DcxyhSRuq7xa1VVvu/r3Xzfr6pqu93O5/OmaXBVZVmu1+uiKKDBIpLn+dXV1c3NDdW067o0TYuiOB6PZVlOp9MsyzzPQy66rmsEzbi7MAz1/UJZrWr652P6ahiGMeAV9DWOY5yiKIq2bTebDZQPQlvXNcSPMpxlWRzHURQh04t3WSfctq3v+9RO13WbpsFnkWqGbOsteI1KqzAMdckVc87Gz8T01TAMY8BL62ue51hq9X0fS6q3t7c8NXXueDy6riuql6YoCizZ6quC4mJPMJlMRGQ6nbKyCZGr7/vMPAdBwPhVB9Nykm2LX38+pq+GYRgDoDdlWWKN83E/zGOgZAwo+eJJ+r6HBLLDFWfsuo4vuH10TKjpZDJpmgYSCG1GhIoFVxwch8IteJ7Xtm0YhlTcMAxZYxwEge6Utfj1XJi+GoZhDED1kC7w+T/9FiB+8HAYmTw8pqqq2WyW5zn22e/3juPgdEEQaAsIlEExAMX2PM/jOBYRz/Nc10XkOp1Oi6KgKtd1zYwx640p3n3f68iY8StUVq/CGj8H01fDMN44/U+E9T7H41Fna5/bv21bvMCeZVn+n/Er5G2/30PGUP1bVRVlD9td162qCnHtZrPRCqq/ARwOh8Vigd5WJJ/LspzNZsfjEfEu6pDjOM7zHHfkOA4qpFAJ9ac//QnbdZRs/ExMXw3DMAZA1fCahT9flkw5mTng9ZcXL33fx/rrhw8fHMe5uLi4u7vDGeu69jxvMplMJhPP8+iplCTJdrtN0zQMQ4gxrgoRp4hst9vFYuE4DkJbETkcDpPJBP21UOKiKBaLBdp7sE+e5+iR/e1vf3s4HFiiLGaReA5MXw3DeOP81PjV9/2u60ZOhF/Yv23bkSwhUfzc9VC6tJuSnFRZ+w9jI3ps8MGmaWj5VNd127Z4i5dK8yaWLyEahn7zxcjZWGeDd7udWSSeBdNXwzCMAQzvGMVSxp6jLEu6FX45eAVZljHBOxIznZEebRyJIgUYZ9QRJ68B/hUyjL9Hkiwinz9/lqHKMnQ2vhrTV8Mw3jjdT+Ty8vLu7g4fxPInI8snubm5EbXsitDzy1W40EJqHj2HEcuySAq/jpyBEdGOzPr7vtc1wFq527bFbghkcS+0amKgjIJkfEuw5PBZMH01DOON4/5EHMe5vLxEf6rrulihdBznuf0/ffoEidXa9gWgZ8gqM0xkODtqyKEi9sOSZuzAyXTYopeN8RE9IYdBLXZDtlnvjzMia20p4p+P6athGG+cb01f5aRwXLjV4ien4BJbqHOj0a2MTflB7sAttHmi5WGvem+owT/j0RpfwvTVMIw3zreWH9ZvURRxqLZtHx4e5FSpxH10FRL1kjs0TYPXzDPjFMgYM9sM9Ni7bjhf3Tgvpq+GYRgDXqG+SUTu7+8fb+yGVcd939OnCWlbQgFmryoXa0flS1yp5VIru2BtnfVFMX01DOON86315+iMLuuSqqriZzG3ToYLqzosHvk/MBhlq09d16xU6rqOXw6qqqJO6xDZeAlMXw3DMAa4L+wvoet4m6a5uLhgLHt3dwcHCcdxILFVVU2nU8dx0jRFardpGi4JI49d13UQBIvFYrPZ3N/fawUNgsBxnPV6vdvt8PrTp09N09zc3IxqmI2zY/pqGMYb56fGry/tjwjyPG+a5urqiunooihWqxXDzc1mU1VVGIaYYZdl2cePH3e7HRyasM9isbi+vsa0u/v7+yzLVquVDI0m0jSlVM9mM6zvAmtyfVFMXw3DMAa8tL+/iEDkkNGFiT9Ox0C2qiqYBkdRxLE2GIOjl4dns1nbtp7nMYk9mUxYYIx8su/7eBfHxGeZYbb49eUwfTUMwxjw0vPpoNYIQLMsWy6XdHuQUx2T53nciOE50+kUH0ySBMuxvFResJys/PXpJpMJY+sgCHQFlonri2L6ahiGMcB94fnqMuyZwenwK3Qaq61M3nZdF8dx3/coX8JQ2F4NduXgObzLNh5eOXbQQ+5kOI3OeAlMXw3DMAa8tL5q16T+NKuOPaygbdsoihCnOo6DVLCIZFmGUeooDNbxK7puwjDUBVnwVoQ8I+8tqu/oy326xs/E9NUwDGPA6+gru1fn8zlWQztlT9i2LdZNMRpdRMqydBynaRroq4gcj8ckSbqum8/ntHyCWuNX1BsXRXF1dbXdbr///nvUG/PjZoL4opi+GoZhDHiF/DDp+97zPJY10WS/6zrf94uicF2X3kyY/DqdTtnn6routqN9FlNgWc3Es+x2u9lsdn19LSKHw0F7ZVgJ8cth+moYhjHgpfUV0ep+v0fw6jjOX/3VX33+/Lnrutls5vt+EAQIW3HqMAx930/TFOncuq7TNHUcx/M8RKhZls1msyAIPn36dH9/zws+HA6MUBH1MiHcdV1RFBa/viimr4ZhGANeIX5lbXBZllVVQSbLsuQSbFEU/cmLH3rMtlpEnGVZ4gXco9BQxDh4t9tplRWRLMtYC222w6+D6athGMaAl9ZXDmRlCrfvezbtIHmLXynDOourg85RX5AM3S04GIBjZfWn5JH1v3FeTF8NwzAGvM76KxQUwgnBo3DqOJVRLF+IcqTC/ox6KcO6hBjvQra19X/f95YfflFMXw3DMAa8Zn2T8YYxfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAaavxlkwfTUMwxhg+mqcBdNXwzCMAS+tr03TiEhRFHVdi8jxeORbOC9P2nVd3/fYnx8c7dz3PY9Q13Xf9/qy8Vbbtl3XtW2LLcfjkSfCxtE98oA4I3fmoXhqfJAXhqPhvvR27ilPPdXD4aBv+Uc9xF8Dpq+GYRgDXiF+LYpCRI7HY1VVeNE0DU6a5zn2ybJMfwSihf1FpCxLqCm0sO97vNW2LbZA27Q8i1K+4/HY9z3kED9xTB6/bVuIIo7GD4K+7ymEuGCeCHs2TYPnVlUVzoV9cK6u647HY13XPAg+9ZbEVUxfDcMwRryCvvZ9r6UOL7qug6aO4tTRlsfv4ghd1/GY0G995W3bQtu2221VVW3b4jhQR5wX++92O14kT4cj397ejsJlHhxiP7pIXAYPtd/vZRgx13VNla3ruizLH/f8fh2YvhqGYQx4aX3Nsmy1WjmOE0URTgeRi+NYRLquY+ip9QYSyGhSR4SIJiFmbdsiBu37frvdOs7//pFHfrhpmsvLS8dxptOpiDw8PPi+HwRBHMf39/cistvtrq6uoihyHGcU+z48PFxdXXmeN51Ou64bxdm+74sKvuM4dhxnPp+LCO7UdV056S7uQl+bTl+f92n/gpi+GoZhDHhpffU8Dy+apnEcZzabiUiWZUVRHI9Hhp44b9u2jAKRdOX1VFWF66QKYiET7Pf7i4uL+XwO4WTyeTKZyGkVNk3T4/GIT0H/ptMpoltsQYSKn0mS5HmOD1IacajNZuM4jr6Yw+GQJEnTNPgsv0PgG0PXdVVVpWnKRWgZLhi/DUxfDcMwBry0viZJAknDWRzH0Wuc0LaqqvR5syzTlUqidKhtW0gXs8SU26IoIIRQ6KIo1us1tvDU2LksS9/3IZwsgAqCgAuiTdPwa0Ge5x8+fMCncLr9fo9YHCCADoIAi691XU8mEyaEEa3GcXw4HHAc1jdZftgwDOMt89L6Wtd1HMee5+mlzbquoXBpmjqOg4gwDMOyLJumieN4tVpBhw6HAzTYcZwkSRzHWS6XjuN8/Pjx/v6eUSBELkkSSDLUN8uyruuSJCmKous63/eRBD4ej0EQyClni+MHQdA0DcuXEPhCqnX8iruA+uZ57jjO1dXV7e1tEAQ4aVVVi8UCH8TOVVWFYSgivu9DpHk0ZpjfAKavhmEYA16hvgkFQb7vQ5aapvF933Xdtm1938fq5nK5RDyXJEld1/v9frPZoERITvW9rAySU+pVVBVu0zRhGPIuWMdbliWS0sgJ42hpmu73e+qxiHiex+fQti3EXkSOx+NsNoNest4Yiuu6Lq+qqioIeRRFo8XjKIqqqkLJ9Gw2w0H4JeDNYPpqGIYx4HX0VU7JXooc4kWssPq+zx4e3/cnk4njOAgxqaOu6yLY9TzPcZzLy8ubm5vRBQdBoLPH/DjKl8IwRPAqJ4HETwg2M8nIGEdRhMvrug75Xgg2TociJhy8aRpIpud5fd/jODhLURRVVaH6yfO8yWQynU4Rl+u2oreB6athGMaAl9ZX3/e18UIYhg8PD6KiSRYQQYbDMESNUpZlEMsffvhBRKqqQiExdru+vpaTfNZ1PUrkMqYUkaIofN9v25ZLql3XLRYLZHexpSzL6XSa5zkfhc4JO47DqitcQ5IkIhLHMeV/v9+naVqWJeJvbKyq6vLyknVYTdMURbHZbCDhZ3vE3wamr4ZhGANeWl+xYrrdbkWkLEuK3GQyyfM8z3MIUtu2jCm7rhvlh3UpEF9DxtjAWpblcrm8u7vDrxD1+/v7NE3rukb+FiFpURRQ09lsVpYlzsLnsN/vi6JI0zTP87Ztr6+v0UoERcSNoDCqruswDLFFRBCqQv7LskTvkOM42jqjLEtExvj1LVlMmL4ahmEMeIX4db/fr9frIAhWq9XxeMTqJtK8KPFFBnWxWDw8PNR1PZ1OkySBLLECiKVM2kwRr+/v73e7HbpsLy4u8BEcf7PZaK+oIAh834esikiWZfP5HP2vOMvhcPh//+//ZVnWtu10Ok3TFAGoFkLP88IwxEc8z8OSKjqLUITMa0ZCmOVOWZYtFgvXdX3fh3if91H/spi+GoZhDHiF9Vf0qEBR6CMoykFQhtaGWZaNelcOhwPCR9Yc8VPsMRURdKyKyhuzppf7a+9DiPTIoQlaiKTufr+HmyN3wPcDvb9eT2UamXXI2luqaZqmabSsvqUWHdNXwzCMAS+tr9A2Cgljwe4EtlMm9cIk4kj2knI7tjDvio+wYggCRrN+7VCBF1hD1abB+t7zPMeeyBvjCmlzyC6jkU7z45RbmjLKo28SjJ5/zoP91jB9NQzDGPDS+qpFlGHcyDUCeoZVWL1+iXcZFI7M9yl1kKvH6daiKChs3HnkGAURpYRzAgF7e3CpZVkiJKVIw5VJhuN0sDMKuFgRDXhr+gvEW6pyMn01DMMY8Gr9rzw45fZxype6qwuAeWG8Nmob9QlixnwvduawHRlWEuFd6uLoUHRq1PvjBUNeHk3Lrb5lHI31WaN93lJamJi+GoZhDHiF+HV0WP0aIqfnz4zqmPRr7KanrjJ7rF0m5CS0WtT1C4qiFmDAIbWMX587L2fP6U/pE438k/UZ5TSkj9v5TUIfhJE6p/W9xLefc2H6ahiGMeCl9fV4PLKFBiuOo+mqkJZREMm5qlwE1RLLkTtceR3NhhMVto4iS665jrLW/CCrf3Xq+PF5+XE9Lx1gvA+HvOKAo28AXHwdlUTJULNZIcXvBN8spq+GYRgDXqE/B90s8/k8CILb21sRKYpCO/TCv5CXgY2u6yZJ4vt+lmUwMsQBR6Eei4QZU8J0CTEoAlAeE/7GvDasjOowF2uofAiO4zx3Xp1A5sItEtdlWf7ud79zHGcymfi+jxYgnCXPcx2X86sGXZ+0QbH+F9Fi/21i+moYhjHgpfWVJsNFUTRNs16vOc+VpbaUW4jWbrebz+d07Ud3LEuLWTEkw5TsaMg5YcDK6JNTd3RoS6mDm0TbtlwSfu68KJ7i6rJei/38+fNyuZRTUrfv+8ViAUPHLMt0Y09d12iiLcsSY+wQHOPgWoO/8RDW9NUwDGPAS+tr0zSTyYSTxmEFzHcZ+QG8NZvNmBZu2xbTVSl4ItK2rXZx0o2zolYr8Zr+StioJ9/pDDN2gE8FHQ1hHPHkeUUNftcVzux8RUjKa8vzfLPZyHA1l+86joML5mRZPSn2V1FmbPpqGIYx4BXqh9M0bds2yzLMbsMpPM97eHiYz+dZlsGjmBrMkbHMIbPXpes6DGmnvz8OhZFz9Pevqsr3ffgXXl1dQa3pUbxarUR17CA+TpLk4eEBJlDr9bosSzhJPXfew+GwWCy2220YhjSAJDA91lXQdV0HQYDWnYeHB6S+sefxeIRtJBLp8HHEcXC1EHXYMn+zmL4ahmEMeIX6Jiy+YuYMCoswIQcyhgVaRGlIt+oRNAxkkaddLBYIeZumWa1WCBOhfFBWfDYIAtd1p9MpoltsrKoKU11/+OGH1WpFuUUgG0URzhKGId6Cb+Jz5/V9P4qi2WyGoBliya8IIrJer/EEuPSLiUD7/T4IgrIsi6KgGzO24KTIJ5dlmaZp13V4RHgO33Iga/pqGIYx4BXWX2ezGdcauR3xpYhUVYUAVFcV8bNySsPiNQQSF8zdPM+DIkKTMITO8zz6HS6XS1wAxPjy8hKf7fs+jmMIM37Wdc3DNk0TRdFz563r2nVdiGJRFJgRS2sq7sbGXG7p+z4MQ9d14zjGw+/7HiPw2radTCa6udZxHN/3kyT59icBmL4ahmEMeIX11zAMucwJOcEgWAZ2URTpia3z+Zx1ttgHA+bkKZ3r+z5JEspzEAQ4FOa3Y2dKJlc3b25uUKyLwFRUNS+OgEg6CAKULyH0xAE5TQ/v8hYogaif4oNFky624HZ4PVgPRjTMK5STxRV3o/qe95/mvJi+GoZhDHiF/LDneSNf/qZpPM9j52sYhm3bYgkT4oQcLFKvs9kMevNknhYjV3Goh4cHjJVFcMmmVchz27aozq2q6uPHj7wMvEDZMHK2WZbNZrO+73E0nAK3kOf5YrHAXURRxGomXgNj7s1mU1UVTTMwZkdEsiz78OFDlmWHwwE1xnVd8xsG5uPiFGmaYghumqboIX5cHf3tYPpqGIYx4KX1FSPhmIZFPfBiscAsuZubm++++w6z5EQlkG9vb2ezWRRF0+mUJbtP1hlhZXez2fzpT3+aTqez2QwlQo7jXF1dQbyRE26aBhVPvu+zVgjNtcgDN01TVdVsNsOkdN/3kU8WkaqqoiiK4ziOY3wWb63X67u7O5wuTVMI/+Fw2Gw2uIwgCNAIi9MVRYF9oij6/vvvt9stLgC3cHNzw1tGH22apii5Qi3Vef9pzovpq2EYxoBXiF/ZgaMnu9FDuO97LI7iXe3nUBSFtvt/sk9Gm+ZjCKucEsgQpKqqqqpC4S520wuuuLxejehBBRan8bA9Bi28OKkeqgO0bYWcaoaxP2fLy9DKmBZO/WlujyhHRlwDW3XlkcXxt4bpq2EYxoBX6M8RkevraxnKm5wMFgBECEGkdlASEVg+PefzQNUZzYyTk7xRiXXrqvZH1KfjC53QftIoGAuiuBd2CmHhVttF6TvlejAFm25N2m2YX0f08wEjFf+mMH01DMMY8NL6Sv8HuhWKWkeEhGjnI7a6ytAp4jmfQlGCTesGvsVbOxwO+gY5RYDXyRunTmtLKTlp/2j/rutolazny1K8n7s2neyl13+e54+DVBx/tID9DWL6ahiGMeAV4lc9GGeU1yUjf3y+gLpst9sv+PtTnPRhsRFlQTygdk0qy1JPs9EXQCnV/azckz9HM+9Gd81xsP2JJx+LTjVTv9GSNJr/841j+moYhjHgdfLDyIXiNUPJ0TqoDC3vGSCOJs+M5sThXSquKN3Fr1jm5EKmDnwfT5Tj7HdRa7py+lqgBVXrop5Ty/SvhhfGGBdNSvqYenWZH9Q3Yv05hmEYrwcFZpS9fBIuW37+/Pk3v/mN4ziu67IOdjQHTUsglekr1BduTfAgFBHHcY6n+eec4Ebl0MqEU0MdsyyDm9Jqtdrv977vjzSMIs1yp/402Y1lRI8DXO30y6fHITz4VWd9UVesd3583lGCF2dBgTRsIlDw7HneZDLBp1BjDIcKfV9cGOaIAm7XN7Lb7dI0xb8juo1FeSOT/jRWSD9zHIpfffTXCxZYAX654SygEaavhmG8HagcTHh+Qf+4gIc/oHd3dyjDmU6nRVHAfo9J0VH9rT7XT4UmCVmWLRaLyWRCNQJ6kZXqgl+hXp8/f0YLbN/38N9nQ60WiVFx7+OD60eBLdSV/X6vhRkPAe/CRhi3jwcyWtwdnVeLHwuU4HJ8OBzQhouWXLxFS0j9r4niKT08AP9AXBimwB+PR9g741DsdEIzEj7C/xgcMUTZ1su6HNOri624fsx/TXb9jv+hH28yDMP4NUKJYlryR36wrmstltS/UZ1tnuer1Wo2m/3DP/wD/0B/RX1NGIaHw4HLqHBs4JXwLlhMyxE0oCiK6XQKryVs2W63cFOSU8YV9UGMOyEPOquMXymTchotJyJVVVEFmYtm8RGUj0H8KCf85Hn7vkeDLEUdC70UVDkZH+r6rOVyyT6lx2DG7ShHjV/pIcXLi6II1384HHh58tRqMZ8zq644O08eNRThX6csS3omjzB9NQzjjYA/6Ig5Hi8oPgaNnjofiL+k0+mU+kdoQNh1HYaf9187Ja2qqjiOLy4uEIGJWlNM0xQWvgyUkyTBMFSd63YchzEip5Tz4EiNTqdT1k8hQQqDX95yEAQIoOl7DD2L43i5XKJHVkSKolgsFvP5fDqd3tzc4AoxJ0BE4jjm1J3nzjudTunlxCBYlGuxiGBPjjFYLBYYhLder5Eohv8UjCm6rjscDsgqY6oPrTD4b0ThZ8NP13XwusJZ4BXlOM5yuby7u8MHF4sFvJrhhoEPhmGIiQjIV8spdIYlCL4ZPPkPbfpqGMbbgVlB2AP9GP1jWQ3hQFas9ukuzIuLi7u7OxoY/chTPMl2u10sFmma4pxMAzQAACAASURBVNfj8ei6LhwkLi8vISFBEODsiHF5Rvz6uAa47/vJZIL8J26kaRp498OwF3FhURQY13N5eYn4FXv2fQ+9LIoiiiIcfDqdfv78WZTJMHYuy5Jj3rHG+dx5sXE6nVZVpbOsbdsmSSIiWZYhVwwTRDhS4Z/g7u4OwXrXdbvd7urqigu0yC3Hcaz/CR4eHhjK47y4DOg05F9EDocDRyzkec75d7hyOF3g1rASTM8sXhiexm63Wy6XYRg+uVhg+moYxpsCf50/ffr0f66PjjoysbxXFAULjpjn5F9wBDH/+I//qM33f+oVcrBrVVVQaxzNcZwwDLleKCKoWoJ9oJxKt7quC8MQKVZdecSD4LMIKOXkd8j2WVZCxXGMR6TH1bHOCAN8eED2BUHCcYqqqmhHDLPi584LueJFMvjGRuoTfp1MJrxlUbPlp9PpbrdD9zDCeoifnBbREfTDeJL/QLvdLo5jXLzneXz4rutyORYJXtwOHxTuAlE4nvPDw8N3332Hbzm+7+Ox39zcQLMfY/pqGMbbAX+mwzD8/PnzYrH4cnDJyia2neBXvZymvRREhOGmbgb9qfi+jyQtjsk5qZxvA53I85xLs+y9keEIOaj7fr9HfhWTZXlhrGvFtHbsz7NoJWaKmC9YSAxN4kPoug5XhZ4iBIt933/5vHIqkxbldygn7WT4iJmvzDAjbYsR9Hme84IPh0OSJNplYjKZhGE4n885ukBOJhV93yPBq6+BWWIchCPwOH0PfshYa2A2Hp/iSgH/QafTKVP9GtNXwzDeFExjMsL4Atr8Vk5/bZnzlKFr0vF4DIJAa+rj5pMfeYVBELDFdjKZ4Jh4Udc1lj9FxHVd1CthrrjuJMFUV1wDsqxQXAaUfBSMOLUwcH4cs504OK4BwqkToZzxjtw7Urt1XSdJAhH68nmrqppOp7hghsIikmUZt4tIVVU4r7Z+RDMPr03naRHKy0lKcTvH43E6neoeYjQ0s1GHY+T5rUVnfXGo6XTqOM58PtdBrYgwY49vRZjUi0ajJ/6hf+r/DMMwjG8TpFL5B7pT40JFTV6TU5iLGeAobdU9jgy/dLcoAjVt3SCqf+MnEYbhfr9fLBaYEoPjM6bk1DaohW7/0LaIuLsoiubzuS7Ogv7hOChyxiqp4zgQxclkgrSq7/tYNOWsG9xRkiSIO3mzURRFUUR1xPwf1D1BhHALrut6nhfHMRps4jj2PM91XQywY/XQqI2Y66D4FUKFfRAUQmup9+wjWi6XjMVFLb2LyM3NzadPn567HhzzcDhEUeS67tXVFfycoaye53348AEjgNjes9ls7u7uPnz44Ps+V5Tn87nv+9vtdrlcWv+rYRhvGUhjr8ZujxoTPc/j/Jmu6+jwIKfS2ePxiL+naP8QlX5kiANQCCNftf7KTlaKeq+G1YwKg9mco20u9NQdiJOuw9J2TsxCU9Xwa5Zl0BiekW052iVRuzjxV94yvl7wIJAxiiV7W7Fn13VcFtXpbiTDeddZlmlnRC7fYsa7TjNst1uOy2UgTlesm5ub566HHb2YRqAnDXCjDD0s8QViv9/rRf2iKLDPc1+zTF8Nw3gjoD8VfwHzPIcOIY8HLUENDv6eYtERaVKaBKH2B62ZDF5RqsoOma7rrq+vv/vuO23U91N5bAE46sVk9hhbWHlLndPuVAwK+9OYGtZP6TNSQriaKI8sOEaOTtrzSEs4gX3jaB2aesxfH984vs3gNcusuJvuNMUAWmzhdmq87t9l8dToS8/oemTYJqSfPL+sjG6/bVve+/F4ZFNso2YYPMb01TCMN0KSJNpfCSEpajvxl/fh4QHeQ/iTjTgGyVJErkwgY/75druN4xgLjcfjEXnjpmnW6zVClq+zcGL0pr2WgI5NR85N4LHp4+MZ47poC3ctJ80Y+SNqvdRqrY8jQ8djvTLKHDJtJkVFotrFiZW6csr68gofmwzzAthTiy9Go2q1siw5D+A4nJr3+MuEfkFXS+03+Xh/HFOP7ZPh82es/FwOw/TVMIw3Alb40FuCBUhmgJHzxF/M+XyOMlHo1m63Q4mpDF3pq6paLpdy0ic5Ge8hM8yjfV38+ji8Y8D6pPMwdtMeirr7lv4JOurVkqa3s1gax2HVtAyjXt0WPNJX6BNLwLSYjeT2/yz+0qZRvDYtfpAuzntHtVenxtOO/hXwT8Pjf+F69MPkFh25ytAKUefztRnWkyuvwPTVMIy3A11zRQTOPjIUoTzP4bU7MpjVf0kZV/V9jxYRJmBHK6ZfJ67aAfjJPp9Rfph/97n6qAugOjWHR4ZlPlzCZEym92Q/qxZ1bawhz+SHGf/xsPIoGNUbeRAswXL7KOzL83xU/cTvDfrbAL8ljL5b8Gj6jp68HsDlc9hu8LNt2+J/hf7eo5eN9ciB48mj8cn/CaavhmG8ESh+sNYT5d6O7aM/6MzTNsO5MTL8e434lYHUUXnxfyF2+TK4sIeHB76Q5+ubZBhaaaN/Patc/9EffQRdLnoFEa8ZmstwdvpoZNCovklUUpqPRVRhMwNcbtT5Wx0l413esq5pQrzO8JTFTfLo64gO37XoPnc9qDOXYTirQ1I5Ze9519R4PkNeqi6AGmH6ahjGG2FU0Kszh/qvs/6LD7FkjDKKF9u2xZ9+HU5xz6+2mKDrXhiGeJGmKVtvH/fnaLWguGI43WazORwOOqPbnUa/rddrXNv9/X0URZPJJIoirH3CwwH70JQfW9A7JKq193F/TlEUy+WS68ePg8LRr6PQf7QPnrCWWGqhrhYGuvD4cYacL/j94MnrkafWevlZXTYsw7Kp5/5Bn3vL9NUw3iPUDzn9JdXBn/6DOKp01a0LROckR4HgKPGovXsel+r8fFjwIo/+rI9aV/UCG5t2mFeEiojSWmownxX1+CvQlgXwEYTCZVmGXs+j8ibUwZ/ejl/hBoVf+75HiRbVenQQdBnx43SN4JaqqlACJqolV5RDkz6gDve/7jm8bUxfDePdobOmjyeRAR0oyCkg4PKbKE3SPF5X0/EEOy8fH/kscFoZIy2qKQZ8MqLF2bE/c6QctCKnh6NtbLWajsp5fiq8KlxAkiT4V2ApFnqKULGM3KYuUyrL8uLi4uHhAQuHNL7ADfKzcjL243S24/EYhmGe53CEwGXATZBRct/3s9mMida6rlH5VZZlmqZZllVVNZ/PWQOs88PGCNNXw3h39H0P/aB4oIYWr/VQ61E7IKXx8RamUvGn9v7+HrvphSv+Fa7rGoLxdf5HX4B3pP1gkXJkyM7rYY4Xk9WZMWZoqy8YL3CPHMH91fE3E84MCpumQVALRYRzkL6Lkd3BarWq6xrJZH43gtzSkwF9R+jcRQctAmWaY+x2O3gH4jL0LB2ctD85DOOzUGhmOHR/y9lTEW8A01fDeHfA/zZJElTYRlGEVUDMToH7HRYF+dc/iiLP89I0ZWZYz5yBUd/V1RXipPv7+0+fPgVBMJvNaHzjeV4URWEYUlPbto2iaFTh+XNg178OlFm7JKfaFtd1OXxNTvErLX919WmaptqyB8uWs9ns52e2cSW4DDxD1BD5vg8/Xs6owUOjCwS1bbfbTadT7XuAm4WPIPZBLKtNIjmght+Q4BfILTTp1d23i8UC67J4C0fWhlZfXef1tjF9NYz3CI1b27Yty5IjMyGW+APNoWMMiYqiQJJQV6IyqykiUIXFYrHdbhEzoaYGf8QhVGmaHo/Hu7s7Dhc7F5iejSVSnX+GFT5KmdbrNTzzMDcUYRmtJCBIeD648jRNcVOcYrbf7zHuW/d1/FSa00g4XTksKiKcz+fH43G5XGILzehZwwVLoyAIsMN2u9XLpfyUiMAvlxnjuq5xR9wHps16iy4agvBzzoycAlzMfodPlu7wMYjpq2G8OxCD+r6P5k7P8/qT315d1xztQhc9FqaKmt3GJgdEUXIaL4MAkfnD+XzedR3ngELYuCj75NSRr6bve8zixq/b7bbv+9Vqpf1yOaoT5v6YYU67f85GdV2X69OYeob6I1z5fr9nBPwV8XfTNHCuoPMtc+nYiAFtmMYqImVZ6llysGyknuk4Emu3VH3P8/I85z8ZF1N5dzKsgerVwBy9sKqH+bDQCaNjfuq9vytMXw3j3cGVyMvLSwQruiIJJvh1XV9cXOjCVNS8QFe4nX/6sRjJcdnHkys9/3yzfAZbdEXPGe+rKIr5fM6lSo52EZGmaRaLBcxpGeohION6KgZ8TiYTfHtgyAiLPuyGg1OiviJui+P47u5OjxCA6uNQnPuNNp7mNLiUBWV5nmMmTNM09/f3Hz58KIqC1g14pNvtFquz+NKAnfu+X6/X19fX2Of+/r6ua6im4zj4slWWJcbP8WpxMXowH4LgruviON7v96OWGIOYvhrGu4MFwBg1OvIkwuosJsaIcjbv1TBt7I+oi9PcRAT1rvhgd5o2ilKdTo0a5ZWMhtL8fHDSOI4fHh4uLy9117/295GTeomaVSciWI1mxwtkZr/fr9frkVcRIt2vS4piNpzv+2hU9TwvDENWjenngwS7nsJG16fJZOK67mq1wnp2VVWITfH8Z7MZSoVxp5jLNplMsECOgqY0TZHoxkP48OGD67oQY5Z6QZW5CiCneH0ymXAS+8iS0CCmr4bxHsHf0CAIkNHVhkScd50kifbE0flA3d8yqoCVYYLxcXsl13phXPB114+CIGiJ7/uu6zqOA3kIggC2w2xp/akHR0ktP6uzr9xn1NvzFdcvwzE1X3ec53wVuAKtf1I1R3N19AHxbUM/NN0Lqw/y5WVX1mO/Z0xfDePdgT+vyPIhIyrqTzOX4pAwBG3bLhYLOVkazedzx3Hgh4DcJo/ZdR2LUY/Ho+d5bdtqTyLmk3VU9FOhqSGOzBVHrhfO53NRPro/ief0VUQ+f/4sp7aikZ3hT7p4FhA9OSXtR/KcL6A89VVAd1URdj9zVp0or93HvhYydAUZNb9iEUE3DT+e7fOuMH01jPcIwztRJj6wqJ3NZnqiGapk0zTFxjiO2b2KGpzpdIo2zaZpVqvV8XjEENb7+3ss0V1fX0Ob5TTLE3+7YVnwFfrEP99oR9ECwDpn3uBX6NZz+vpv//Zvf/u3f+s4zh/+8Id///d//+rM9uiDVLKv4Elfe+27q1uVRAmeHh5HO6rH8TSPJsMQ+XFnsAxH8Ywshd8npq+G8e5wHCdJEtd1y7Isy9J13SRJdP/rbDZDRIgsn+u6YRhiXXbU/dn3PZbuEM4isLu/v99sNovFIggC/P29u7vD8aHTXGhM05Tp4p8EdCLLMiw66oYcHPzDhw/39/df93ye01ff9//nf/7neDz+x3/8xx/+8Ad84fg6adRr3rTj/4rj8Noe+/vzyNBCtujQWUI/NGo8t2y321Hyua5rajn/A4ziZv368dz194bpq2G8O0aTREUl/dq21crKHSCccBnEFvocdV2HItKRt4OWKIK0MH/9uhAQUh0EAZZdOe1VVMsmkttf15f5nL7+0z/909/93d/9y7/8y3/9139B4L/u+rX7IH4yT/t1x3k8V5whKbbr69SeUKL+HXWKmPBXvZ1+jVBueoExmM7znIvf73kV1vTVMN4jI7NAevfI8G8x84q9mrZ9PB7xN1r/9dTOwyxJxVvsY9GO9jIcWP2TaNsWFUyO46xWK8TBehw3d5Ovii+/sP7aNM0f//jHf/7nf/77v//70XeFH8/IbRE8OeDsx9CrAS96NVfPipfT/DV2IZdlyTPyZnXVNL5AaFMLCjBtkOVkSaHP9eTdvU9MXw3jPcIUIguRROX6dL0M94EY6zE7+i+sDLUNAqwzyXT9pQu//IykKP6IIwPMgIxqh+1fXZT7nL5uNpv//M//LMvyv//7v3/7299yGPhPJY5jeFdtNhvHcS4vL29ubr7iOHAeZrsRHuzNzQ3sKpMkYY5XlyDBVxkGFyh6Qhn2xcWFiGy320+fPjmO85vf/Ibj7cIw9DxvPp/jwbZty2q1OI61SQh7eZnqeM++TqavhvHuwJ/UTtGf4A5yKi4dhZhPNpYcT7NC9ZKeXhAd/ZHVkd9X+xLkeT6bzdiky+0Im36O6fxz+vrHP/7xr//6rx3H+Zu/+Zt//dd/lWFN0I+nbVsOpRER1Ih9XSgvww6cm5ubT58+4cLyPOcIWDlNhsee0+kU/hg4Kbqq6rre7XaLxYLrtbCPWK1WnJ6UJAmjUjYBw6YRHVMfPnzY7XacNfTV/pFvA9NXwzDeL1T6z58//+Y3v0ETLTLP9JQ4uzNRVVXwjWKzKX020P+DbzacZQvt5KCC9jRdXK+Y8l1HzWMf+Rfii5Q2/c/z3Pd9ZIZZdMbvQ/C1wJADXBUum9+xwjBkDXlRFE3T0LDiPYetxPTVMIx3Cts9IUiYUgef4aIo2HQkwyE8Z0H7/eZ5vlwu27a9v7+/urpCmMjOYMoeyrhEJfNhAjWfz2lzsd/vka1FPVoURcwba3dDKKKIzOdzGD9dXl5iwRXOi9g/SRLYHS8Wi+vraxy5qirtXQx7aoxkh59z3/c4u82tM301DOO9AxXhr9S2J6tnfz5938N+ErHyer3OsgzmwAidoak0Ih75TSKihUly27acboTVbiR7ged5bMuR0+QAVI8j9wvTRIzmhVczPENETUbCr5ikNHJxEhEs9OIysGcYhmiSlp9RtPU2MH01DOOdAqdAXQ0LVZhOp4fDYVQedd741fM8NMaEYcgMcJ7nlHZkXxH80emX7leHw2GxWMRxjFBSV+o6jkPvRjhc8mbTNNWD6kT5P2NwOppoUZI9mUwwd1ZO0wXCMMT3AOSZOWQJtcppmvKARVFgBJCc+6vJrwvTV8Mw3jW69QhQdSAkZx8ejhnmLC7T/pSoGMJQ1SiKEJIioysiRVFMJhMEhff390VRIHxkHdZ2u4UxpJyG6GnpnUwm6GuKoggNxJ7n0YqLY19RzIxAmfaZuOw4jtk8rYP71Wq13+/7vseKL+qKv9rf481g+moYxjuFsooyVzSrwFsRFbAvZ5JACe/7ngN0EbNGUYTeJ9YKoaro4eEBuoUFToxGoBMkDZjwK5PJcvLYwnnpaxFF0e3tLbK+VVW1bQs5x6OYTqfsTg6CgPXD2F9O3wZwNBhk4msKzgglPm/E/2vE9NUwjHcKK5u4ftkNZ8iLWnE8Y0EsvCSx8Nl1HSJUlvXi1yRJUEVcliXiVN/3kbiW0yh7x3EWiwW2QBfRdep5HiukULF1cXGBci1WLON0TdP4vo+gFtvTNGUFMnbI8xwz8tI0bZqG0Xx/mnKoq65EBEvLbH0+e/T/K8L01TCM94v275WTGEBg9NiAs4tEWZYjbwrkilHxK2rOK9+lgNF9kJPmsBv2YdpZnwXqS5snfe9N0+gSX0bS+vsEjsyD6PZlfYWwyaRTprz7Lh3TV8MwjAFf8Ec8C8/5eyAqRWpaqxQZmWFxkXj0LmLW0ae4Ueu3XnseSbU8MjGmVxSFmU+Gdk74qY02zX/YMAzD+F9eWl/lGX9KpHxXqxXVEQW9WmipjtrSkk26+q2u67Qns5ZDPfRGl0/zmG3bcskW1hNlWeIycEzmmanQo2wwa4xf4un9WjB9NQzDGPAK+qotnUengIXTqHMUFcUjpwh4O4iSUgaLdOGH1YO2utTTctjqKmo1WvNkgnfk48/jjELh97zyCkxfDcMwBry0vn5hPqD2PNKO0KOd/89T6OtH0yq24/hlWY5SzZyRgO3svUE0zDD0+vqapxi1t3IuXl3X+grfs8qavhqGYQx4aX39wnx7OSnW49FDHOonKjGrg1FqpOM4YRiyz5V+xeg4Wi6XcRx7nnc4HJA09jwvTVPYR8gpnM2yzHEcjNkpyxJXeHl5CYcKXl5VVUmSoBuHRs2r1UoPiH23mL4ahmEMeIX8MGVPRNq2hbLS0P/JSiVmXxl96iImvns4HFzXhbdDlmWz2awsSw5zpe1DURSXl5cQV4zmbZoGNshN01xfX2NcHbYHQaBn1YkqcUrTFH3DaNJFhy4n/qKf+OxP79eC6athGMaAl9ZXRHUwx6dBEjZqI4hRl8vhcGBnDi0vdrsdFl9HfUTQtiRJeEAswUId+W5VVbCMQNCMgTnH4/Hq6ur+/h4BMafx4AVsKLjuyy8KaGo6HA6bzQYH4W7vFtNXwzCMAa8Qv0KBgiBAQ46ucppMJmVZwiWfS7C3t7dXV1eu60ZRdDgccHl5ni8WC7hMsDw4z3OobFEUaZr2avguA2UKPDZGUUQ3/67rgiA4HA6z2YyW/SN/Y+yGg+D6y7KEYcV0OqWlszw1+vddYfpqGIYx4BX6X0WkKIq6rpfLpa7aRYsOLX/DMEQ7LNwQ5WRtCN2C/z7MmHS7jpymxmJPXVS8XC5Z4gQjRh6TlUphGHqeh6uaTCZUbtof6oYcEfF9H45XNEfEWB4uJJ/36f2KMH01DMMY8Dr62rbt5eUlvI6pbbvdbjabyUm9kIyVk28iHYY51maz2cCOX1QPKz4SRRGKoUQ1v5ZlOZlMEDfTBzGKIg4GeHh4gEwiCKZVJLyiMJaAyqork7fb7Wq1ur+/p10iPosGofeJ6athGMaAl9ZXpFt937+7uxMRz/N0HpXyiZk2cnIbpkkyRqOjcwahLacFaK3lXUBlMSIeAet2uw2CgKdjaxBON5/PtV8/o+3vvvtut9sxGsYLHPzm5ubjx494jSVe3Bfqqt4tpq+GYRgDXmH9FZVEItK2bVmWUDvoruM4cRyjHAmj1+U0QodhK7QtjmMIGOuY6G7Ydd1qteJS6O3tLV93XYeJ6CKy3W7RgYPw9MOHD5jBjhNVVTWbzbquy7IsCALIp+/7o66bpmk+fPhAIwsMi62qCtnp91ziZPpqGIYx4BX6X4MgSJIEpoNRFNEZcbfbBUGALlWOfRWR7XZ7dXXFUBXqiL7VxWKBlhvaBR+Px+VyudvtaGssIpiCh9ZbPUweiuh53mw2Q8FwVVUom8K5MAQev2K6jgxn9jVNA/ln3ng2mzE7zRz1O8T01TAMY8ArrL8iVKVEQQuhmrPZDO9SBTlcnX6K7LpBkRRewy9ChsN2RBlW6FOPQPsN11YZ7OLgOidMG0VOWdcWygi7+XHzlzAMwzD+f17BH1FO2WAIkiiffQaIohpjHk+hwUx1Gc7DkeHQG36cdvyidFG7+dPjSdTMAC4Jj3pz+Vgwv1ZORUys0tKftfywYRiG8b+8pr+/nIz10VGDBKzrutrFV8eLo3YX6i62IxmL/XUQLKdRdHrejgx1Fxo5GjjPn1rpR5bCUN+RGBti+moYhjHidebTcQLr6BTYXpalltLRQLrRBNZRdPucHj+eGE8thA+inBT38YB0ZKf1lctJdPW0HPy0zldg+moYhjHgFfLDz00dh2IxrNSDygkdmmQYLNLXSZ7JJ8twUizOpVuDdEUS+nlwKF4AzwtnRxlGwHpPOc3S+dFP5Q1i+moYhjHgpfV1NIdV2/SLGnvOAJdBod5Tq6kM3f+fq4dCMw+HzcEfmFXE7MnRF0PbYc5Xr6qK++gZ7AimuTMLqd5zFGv6ahiGMeCl9XW1WqHdJYqiMAyn02ld1wz+4BFBWWIIqCueWBUF0ESrY9Yn+3l4WAadtCOeTqfr9Zq+jHVdTyYTx3Hm8znUdLFYeJ4XRRGueaT0m82G3UQQV7hBjabEvzdMXw3DMAa8tL4eDgcYSrRti5E4i8VC96QC3TmqrwEaWdc1m1Afp4Wf9KPQpUllWW42G1gYTqdThMvH43E+n19fX9ODCZNfi6LAAWGIGAQBvRjrup5Op1B913WxOjudTkeuje8T01fDMIwBrzP/la85oo7NpkVRMEBEYMpca1VVUGU5lQRzNxgtyfN+iro22HXdqqpQqMxaKg7YwdEQj3LgK4JmGjnR0BgijQk8yFrDQhmXevZH9yvC9NUwDGPAK+hrHMfsomnbdrPZNE0Tx7HjOJ8+fYKbEpQvDMM0TbnquVgsiqKYTqeo+P348aPjOL/73e+qquJgHHlmHoB2g5rP5/Rl1M1CMP2nut/f32MfCjkEOMsyHPNwOFCA4f7/8ePH6+trFlKNVpffFaavhmEYA15aX/M8x8qo7/uY3np7eysn6fr8+fN0OkUg6Ps+qojTNO26znVd13V934eURlGEFz/88MPHjx/LsmRJ8JPz7EQE2okprSICL0Y5VRQzqsZicFmWkHNsxD5hGLLoie22nud5nnc8HqMoglkjPBdFCfM7xPTVMAxjwCvEr1ApEYnjWJtC9H3vuq6cYk3P83zfd10Xypfnued5WHnlNFYGrOznOR6PcRwjwO26DuVIsDYUkTRNUUhcFEWSJMziHo9H3/cpw1DiKIq4ZHs8HvFkmPUdLetyjmwcx5wRdPZH9yvC9NUwDGPAS+trVVU0xN9ut5vNRk6CislxdDf0fZ+LptDROI457RxKjOMkSSKn8FROkShnpLMSqq7rJEkwTsDzPNd1EekiVIXSw8ip73uor6jEMvWSRseixq1jGDvPznXld8u7vnnDMIzHvLS+ouaIFbZpmv75z38WkaZplsslLPtZ2ds0TVmWzPeyo0ZEfN/P8/x4PN7d3W02m7quIZCHw2E2m6FjtSgKLOUej0e8i5QyjoCjtW2LuLNpGsbErutiT6yqishut4vjmAu9oqbo7Pf7OI7ltIibJAlnwb7nEifTV8MwjAEvra9RFLmuGwQB1jiLovj06RMmx3me5zjOxcUFCpSwUotxrZio6jjOcrmk1cP333/vOM7vf//7/X6PlCx/bjab6XQKvcTGNE3zPOfEm7Is0ZnjOE4YhpPJJAxD1BWHYYhWV/Tpisjt7e16vdZjfxi8ImjmSi2Kn8MwRCr7vI/u14Xpq2EYxoDXmZ8jp2ivqiqspxZFwXOxbZQeTKLmAXALJrZy0RRRKY+f5zndmphhxsHRbKMdiXWhLxZlsX3UwMqyYRlmiZFVl1eEmAAAEZxJREFUzrKMPbij3PI7xPTVMAxjwCvUN4lqZhXlC4GAT7vq44W27Ocl0SJ4u92O2mCKoqAbogzdoB67KiKMllM9MGcJ6KPJU06HnJwzGhPLmuT3XDwspq+GYRgjXlpfIVfaQUK/C63K85ziiozuSKs4/FUHiOzPwa+j6Jb6pztcdY2SdowSpbs8Mg4C42KuwnIkO42l9EHes8SavhqGYQx4hfiVqgNNYqEQQMZYTrVI3Fk7CfPCnhuVo9G3wPQytBOtO9xhpJEcTPv44nXjLFqG5FHq+8nLez+YvhqGYQx4aX3t+x5KOZqgDvR2Pe1VV//iI1oLtdrxV6yS6vhYp3B5FnxKr/jiehAZIwim4TD2wcVw/Zi3wETxKD5+n5i+GoZhDHi1+ibKVZZlyNlSjbgIqsewo4YI6VlR81b1VFdmkrXEIiDmeXHMw+HAciQs1j48PMhTcq6DaRoRM3Llvejhtbx+01fDMAzjf3lpfYUtIlpa4d+LRhoY+er1VB1iYu2TS6csjMLl8VP8iO/7cRwHQTCfzx/7PPz5z3++vLzUVVGO46zX6yAIbm9v4dGPjh2YUfDIaN7Vk+zQgLtcLpMkwQGh05PJZDRH771h+moYhjHgFfybLi8vEYzWdZ1lGez+27ZlCMt6IjnFiMzQjpZsjyfwuus6FAlPp9Msy6qqOhwOy+Wy73toMGwoVqsVLCzyPK+qCn4UTdO0bbtarcqyxFQ7jEnHoXB8Ol0gbwzm8zmOj68ImKWDt97zCFjTV8MwjAGvoK+YBIf07HK5hJUE3h05AMtJZaGO0F29pMrpcnJS31FEO5vNoOW61GhkXgg7C3wKA3N4447j4KR5nmMWLKfi4CdCcFw/B97Br1GsvskwDMMgr1A/TJ9e13UPhwNP5DgOc8WYe4NQEmZPIpJl2Xq93u/3UMGbm5vLy8vZbIa5coxi/7/27iw7jasLw3DRCoFAjWVlJbnLcP6xaCaaiEbicWTpIivLlhMEFNVR7P/iC9unUOPIOmBFfp+LLISKKqKLfNmn2ceCSVlveRiulsqyTEWn950YDoez2UyHAai5hK7Ug+bz+Xg8/uuvvwaDwWg08gPvVJ4eHx+nabpYLM7OzrIsUzVcVZUGin9Y5CsANOw6X3390WKx0OHntun8cHp6+vHjRzMbj8e///67mXU6Ha031oDtaDRKkkSnt67X65OTk7Is8zwvimIymWh82DbFq2rKn3766fPnz3pKOOzc7Xa3lhbrtmE8p2mqowgU82dnZ4vFoiiK4+Pj8LO3t7eTyUT/E6Az9fI8Pz09VdDG/ev9h5CvANCwh/7+tjnNTaPE4TLg9Xrd6/V8+W6v19N6KE1tqvO+DwhvnZNjwbon3arT6WhtcNj2QQ/aun4wGGRZpjd1hmtVVYPBoCgKXT8ajXwWNvwTeYcKHVSXJElVVZPJ5O7urixLP+TnB0S+AkDDHupX1XmaZFXB5/tYlsvlaDRar9eqaFutlpY+eU//wWDg634fy1ddoFvleR6uk/J9NQcHB77V9bH76EA6ZaeOmNW4seZZrTm9qu+mvUA6266ua5/N/QGRrwDQsIf5160NM35gal3XOuXGzA4PD+/u7kajUVmW6/V6OBwq3jRFqkHjx8aHzSxN0+l06st99b5PiOZ5rvXDT4wzp2l6fHzs7SPOz88VmdPp9PT0VEEb9rsYj8e+KFrD2mmaUr8CAP6x63zV2eY6clVnu+pYOq1s0qKng4MD1Y5lWWona1mWy+Xy5OREe2dVhj64vklfeLlc/vbbb2Y2n8/1r6OVR6qMdR+P+QfvoxFpT9D5fH56etpqtX799VcdXht2g9IMsZmlaaruVEmSXFxcxP3T/beQrwDQsJ/zczycwrb74RCub4cN2xBK2BD4/v4c2wwFLxYLTb7avabE2mZjQX+l+/fxX4Wba+u61uysOktYMLOrG4YbXqfT6Y7+ev8J5CsANOxt/XDYPT8Ms/BYVmu2GJzNZvox7Cmx1V9CNw8/Hp51o3FdPdTXKz14n/A0dS0D9iitqmprw27YBEPD11sh/QMiXwGgYQ/9/cMz0n2zqcebNVsBe9yG5796yj7YHzE8WsdXCHsHKH8/DNTH+iyuVit/Uyuz/OA82yR0+I7f80femSPkKwA07CFfLahKw2epnaG/ryFia7Zw0kIke7y/vzd/sOao8v2nb4Xr1n2seUht+NfQQqcwkn3jbNg38f7TfyjkKwA07Gd82DYH1fmb4VBqeOpqWIaGHf+fOJ8uLIXD8+N8/NY/4tOu9+/j380Hir33k//TfxUGtg7PCU9u/zGRrwDQsJ/1TXjzyFcAaCBfEQX5CgAN5CuiIF8BoIF8RRTkKwA0kK+IgnwFgAbyFVGQrwDQQL4iCvIVABrIV0RBvgJAA/mKKMhXAGggXxEF+QoADeQroiBfAaCBfEUU5CsANJCviIJ8BYAG8hVRkK8A0EC+IgryFQAayFdEQb4CQAP5iijIVwBoIF8RBfkKAA3kK6IgXwGggXxFFOQrADSQr4iCfAWABvIVUZCvANBAviIK8hUAGshXREG+AkAD+YooyFcAaCBfEQX5CgAN5CuiIF8BoIF8RRTkKwA0kK+IgnwFgAbyFVGQrwDQQL4iCvIVABrIV0RBvgJAA/mKKMhXAGggXxEF+QoADeQroiBfAaCBfEUU5CsANJCviIJ8BYAG8hVRkK8A0EC+IgryFQAayFdEQb4CQMMe8nW1WuV5fv8RdV3Xdb1er9frtV779XoRXmlmRVH4b4ui0Jv+qSzLzKyqqvAO/qIoCr3WPXWxPuvX4CXIVwBo2HW+lmX5YIA98aYy0szyPNc74cV3d3f3v6d/+aqqlOVlWdomRz1ci6LQzfVbM0vT9LEvg2chXwGgYdf5GpaeRVF4sOlBs9lMP+qFP/3u7k4fWW8sl0sLgnA+n6v2rarK69qyLBWuuuzvv/+2IEr1o20yVVeKX4NvRr4CQMOu8/Xk5CRJkiRJDg4O+v3+cDhUNXlwcJAkyfHxcVVVVVUdHx/rGjObTqdnZ2dJkkwmk9Vq1e/3dStPxI8fP47H406nkyT//Fd9Npv1+/0kScbjsZK4LEvd06+pqqrb7Q6Hw263q4g1s8Vi4SPMeAnyFQAadp2v8/m81+uZWVVVaZpWVTWZTLIsW61WSZKsViuVp/6jmY1GozzPdU2r1UqSRBO0tqmGFcPKyHa7XVXVYDDQrcxMgdpqtWxTFidJslwuLy4uzCzP86IoFPMaPV6v13qBlyBfAaBhD+ubvII0s6Io9GOe591uN7ys2+3meT6dTsfjcVmW+lZZlp2eni6XS2WwmaVpenFx8enTJ0/Tuq5Ho9FyuVytVlmWDYfDxWLRbrd1fZZl7969K8syTVNluT6lTF0ulz7di5cgXwGgYQ/5OhgM9AiF2dnZmeY7FbRFUWgC1WN4sVgMBoODgwON9Oq3PoqrYV7doSiKdrtdlqU+q6FmxbaqXjPL89yzVjdJ03Q0Gtlm9ZM152LxbchXAGjYdb6maaqp1m63qynV29tbf3S4kabdbttm8XBd18vlUlO24bdS4upK0TjwcDj0lU2dTmcrcTudjm0WPZVlORwONVitOxCuUZCvANCgHMqyTHOc9/fD3KdA8oLy6fVB6/VaEeg7XPXEuq79hb+/dU+laavVKstSEatsVoWqCVfdXLfSv0Kn06mqyh+6XC6Vr/raPllrm/08bM6JgnwFgAaNo4ZzkF/drOJtGTwan4jYPM+Pjo7SNNU1s9ksSRI9rtfr+XOrqtIyKC9A9X6apoPBwMw6nU673VblOhwOl8ulp3JRFD5i7OuNW62W39xfV1XV7/dXG1VV6SaUsC9HvgJ449bP1O/3PS/D0drHrq+qylcJmVmWZV+tXxWKs9lMIafVv5oWtc0Qrpm12+08z1XXnp2dhQka/h/AfD6fTCbz+dw2g89Zlh0dHa1WK9W7Wofsi6c0m6sX4/F4vV4vFovT01NNvob7ZfES5CsANCjV9Np7LX11S6iaOej101O23W5X86/v379PkuTdu3efP3/WE4ui6HQ6rVar1Wp1Oh2tYzKzw8PD6XQ6Go36/b7C2FcC64LpdDqZTJIkUXCa2Xw+b7Va2l+rJE7TdDgc+p7aNE0PDw/1kSRJtCqKsjUi8hXAG/fc+rXb7dZ1vdWJ8InrfUzVNiPJGih+7Pt4DKviXCwW/j3NLOw/rDe1x0YfLMvSWz6ptaF+5V/Vmzd5sydVwwpOPSsMUd/z6t/cP4sXIl8BoMF3xXgOeYw9Jssy71b4dPEqi8XCB3i3RmLvN+L311vt/j2A9cRwkti/g/pXhBeHD1Xc+lKpMGJp4fRy5CuAN65+pvPz88+fP+uDmv70yvJBnz59smDaVaXn0wOtSjLPMO85rMDzRVL60Xvxiypa31rjb4an5YQhWlWV17u6OMuyreo8/Lb+L/vtf3GYGfkK4M1rP1OSJOfn59qf2m631cVXM5QP+vnnnxWxYbY9QdGlUWXPPK8stzbkaPFUeEF4n63h3HDaWB/xX/maqfWm61Nd136ZX2N09o+HfAXwxj03X5/rufm6DtpWKP/U2GG9Xocj0raZi9WvFHv6Z3h2rG1WOWl2Nv6fD9+KfAXwxj13fPi5vmF82IJh23Di9v7yonCk1ytOM8vzPExT2vG/QuQrALzUs9Y3KRd9btU2lejW9p7pdBrGrQ7PsXsLoPREvw/7Vl8P8hXAG/fc/TnP9dz9ObapWb1OLYpisVgoGrXWycvf8Eq/XkPBfniObcpc3+qD14B8BYAI/n1/ia2VSkVR3N3dHR0d6cder6cVVbYZ9W23261WS0fAai2xwluXHR8fLxYLHRVwdnbmS5Hx3ZGvAN64PdSveqHHfbU/ovgEalmWv/zyi1oYKlbv7u7MbDgc2qbFvyiDfTVTVVXj8TjPcz261+tNp9Nd/RHxfOQrALxU/Zz+/maWpqnCVYel//HHH4PBYLlcnp+f//nnn7pGWetHr9d13Wq1NETss7xJkmgkeT6f65AAlhC/HuQrALzUs86n87lVTaAqQdvttpmlaXpycpLneavVUlT7yTl1Xesan4Wt61ot+3VDb9+PV4J8BYC9ChdDKRTn83m/3w+78PuaKT8R1sx6vV64ckovOp3OarXq9XpUrq8N+QoA+6ZVwePxOE1TLQBWjhZFcX5+fnt7OxqNzKwsy4ODAw9UXRN2sUjT1MtfH5rGK0G+AsBe+WabJEkODw/7/b5WAo9Go06no8VNZqaT5vzoddvkqzcTVpq+f/8+TVMtfaqqSsmN14B8BYDvIOz3tFqtBoNBWZZhhdrtdrMs0ypiLVzSEejrTSt/ffb29nYymaRpOpvNnt4XhD0jXwFg33wg18vNJEmUjjpZ3c/IU5nb7Xb7/f7t7a1tNtfmeb5V12qVEwekvx7kKwAA8ZGvAADER74CABAf+QoAQHzkKwAA8ZGvAADER74CABAf+QoAQHzkKwAA8ZGvAADER74CABAf+QoAQHzkKwAA8ZGvAADER74CABAf+QoAQHzkKwAA8ZGvAADER74CABAf+QoAQHzkKwAA8ZGvAADER74CABAf+QoAO3Zzffm/wOX1zc315eX1TcxnfLj68oCrDzHvjG9EvgLAjt1cX+46826urzZ5fXN9+b/I4Y1vQb4CwI7dz9cv9WtYd15e34S/Cl7fXF9eXl9feW3qFfFDQbqHOMe/QL4CwI49mq9hqfnh6ul8DYZ9N5eGr5pPo359BchXANixrfnXqw//BGcjd7+Wr18i88PVQ1FrX96hen0VyFcA2LHH6tdGOP7rfN1K60a+frh6eMgY3wH5CgA79li+blelm3z1i79ev4aoXF8X8hUAduzR+dcgEX3WNJg+/VKNNvfzhHXvhyvdgHB9dchXANixJ9YP+/Lhy8vLMGo1UXv9YP1qjTHirfuwB/bVIF8B4BWI33EC3xn5CgDfTVB2UnC+NeQrAADxka8AAMRHvgIAEB/5CgBAfOQrAADxka8AAMT3fzziYtMz97HpAAAAAElFTkSuQmCC)
This usually occurs when the zero sequence impedance for the fault is less than the positive and negative sequence impedances. This occurs most often when a solidly grounded delta-wye transformer is located nearby.
Figure 1 below is a good example.
A sample calculation of the system above follows below. See also Figure 2.
Given:
Generator:
Size: 15625 KVA
X”pos = .1120pu X/R = 37.4 Rpos-> = 0.00299pu
X”neg = .1120pu X/R = 37.4 Rpos-> = 0.00299pu
X”zero = 5.70pu X/R = 37.4 Rpos-> = 0.1524pu
Transformer:
Size: 1500 KVA 13800V/480V D/YG
Rpos = .004698 pu Xpos = 0.079862pu
Rneg = .004698 pu Xneg = 0.079862pu
Rzero = .004227pu Xzero = 0.071876pu
Converting the impedance to 100MVA we get the following:
Zpunew = Zpuold (Sbasenew/Sbaseold)(Vbaseold/Vbasenew)2
Generator:
X”pos = 0.1120pu(100/15.625)(1.0) = 0.7168pu Rpos = 0.00299pu(100/15.625)(1.0) = 0.0192pu
X”neg = 0.1120pu(100/15.625)(1.0) = 0.7168pu Rneg = 0.00299pu(100/15.625)(1.0) = 0.0192pu
X”zero = 5.70pu (100/15.625)(1.0) = 36.48pu Rzero = 0.1524pu (100/15.625)(1.0) = 0.9754pu
Transformer:
Rpos = .004698 pu(100/1.5)(1.0) = 0.3132pu Xpos = 0.079862pu(100/1.5)(1.0) = 5.3241pu
Rpos = .004698 pu(100/1.5)(1.0) = 0.3132pu Xpos = 0.079862pu(100/1.5)(1.0) = 5.3241 pu
Rzero = .004227pu(100/1.5)(1.0) = 0.2818pu Xzero = 0.071876pu(100/1.5)(1.0) = 4.7917 pu
Z+/-thev = (0.0192, 0.7168)pu + (0.3132, 5.3241)pu= (0.3324, 6.0409)pu = (6.05 ë86.85°)pu
Z0thev = (4.7917, 0.2818)pu = (4.799 ë86.63°)pu
Ibase @ 480V
I = S/VÖ3 = 100MVA / 480 Ö3 = 120281.31 A