City of Waco v. TEXLAND CORPORATION
This text of 425 S.W.2d 374 (City of Waco v. TEXLAND CORPORATION) is published on Counsel Stack Legal Research, covering Court of Appeals of Texas primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
OPINION
McDONALD, Chief Justice.
Plaintiffs Texland and Kelly filed separate suits against the City of Waco to recover damages to their properties, caused by the construction by the City of a viaduct on 17th Street, on which plaintiffs’ properties fronted. No properties of plaintiffs were physically appropriated by the City, but access to plaintiffs’ properties was impaired by the viaduct. The trial court consolidated such suits. Trial was to a jury which found that Texland’s property was damaged $9,500 and that Kelly’s property was damaged $6,000 by construction of the viaduct. The trial court rendered judgment for plaintiffs on the verdict.
The City appeals, contending “the trial court erred in awarding any monetary damage to plaintiffs, as all of the damages alleged and proved are damnum absque in-juria.”
The question presented is whether damages for the diminishment in value of plaintiffs’ property resulting from impairment of access is recoverable under Article I, Sec. 17 of the Constitution of Texas, Vernon’s Ann.St., which provides: “No person’s property shall be taken, damaged or destroyed for or applied to public use without adequate compensation being made * * * ft
*375
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OPINION
McDONALD, Chief Justice.
Plaintiffs Texland and Kelly filed separate suits against the City of Waco to recover damages to their properties, caused by the construction by the City of a viaduct on 17th Street, on which plaintiffs’ properties fronted. No properties of plaintiffs were physically appropriated by the City, but access to plaintiffs’ properties was impaired by the viaduct. The trial court consolidated such suits. Trial was to a jury which found that Texland’s property was damaged $9,500 and that Kelly’s property was damaged $6,000 by construction of the viaduct. The trial court rendered judgment for plaintiffs on the verdict.
The City appeals, contending “the trial court erred in awarding any monetary damage to plaintiffs, as all of the damages alleged and proved are damnum absque in-juria.”
The question presented is whether damages for the diminishment in value of plaintiffs’ property resulting from impairment of access is recoverable under Article I, Sec. 17 of the Constitution of Texas, Vernon’s Ann.St., which provides: “No person’s property shall be taken, damaged or destroyed for or applied to public use without adequate compensation being made * * * ft
*375
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5Xaj57fZ9kO0aD8pJRSQXjw9vMqurjuHwWb+qjBSF26FD/6pSC6iyJPQDM3F0zSTHG3OmYw2hFJ5dTQnLPhsEE1qzOdae7ByXGv7JszTC6JyZ/WjYNHTODw7Ydcra5wgsn+E7y1p/Lz5dRf7//7o4cBRsbvuQzm3IQKpi5t3SwjjLNUL4YjQVI3vZWMe1xio4a62dleJbKnZpOzC97B8hPOlmk8PHriLNn9Hs7uVCq+9gPn9crvSjM3ddVonj/3x3fGAEcWsI0AD66P0hZWtkkEDfZNOWr9uYevH6lCZ5kIpAO1c+PFFxOnC0N1W70iKtgPZdKPlltfXyc3w5xm4dbbatz1g8yqktMc/r8/s+Pnuo4s5V2iGbA2I01/pJSKNscT/sGanz2/IwYTpZOrHhVHXdXQVJU0BxHppcLRmlIqXHvt9Qmaw/Di2SVsSnaUlZ8WRXNAtos/o9mVJUMlNqdo7sj47yhCRQP14l5w4ezS+jDOq0iz7ai6RLO7TXukRBJXhOfUb8aPvUfF5wPWIlQ0PV13PpebXts8utDsCzkAiO2x67DKmrgdrFXOH0SbkW6FUy6ZW9NMkX2IKppfeuv0UL35ulJKKQb+6LVxfE+4CjdVdY8wG80Vrevw8mUzK5CM5pvPLa0zWBi+/vRbI6WUUtcqmCj1/DxpLhKcz3/ZsLSx+ZZ/bnMy4XAQC9Ea1a0DtDSHmbdfdH7yNd56JXZ/62efD5/2Vndu347W9AlXTF/NTrPcN+U5+7D19l5QMzlWidHcOKrS/enDvaF0DTf7bY08WJxpz4fXPUoNTOKDHM7+T/6+A+AyLmhNzlwzmx09EHffVmuvBJaTO6Uw3feAkg51S6neP6g5k+F9hfs054n7NOeJ+zTnifs054n7NOeJ+zTnifs054n7NOeJ+zTnifs054n7NOeJ9xPNqjVNvL9o/na11/vJ6lHN5f1k9VA1q1bfRzTr8P8jNO9R3Rx/zOse6d2vmzUXiVVjq9rr/78/+tFPet0jVW/lvlcf3fTnm969+uizHGcgqr3uyRW641/96Jx3F94TmuHvzBStppnckyZ0ZMGg+2d/L/r07l/9PenTu68+q1sJcY8++vB7D3Tn+a7LzcHvmzMk/Ey1172509vSrxFsQMd9lieHPdN+4ZrTTu9N3ZylRy+eXjGNe1M351+T7gnNvjdTNFHtdW/1ze06z8JpyxLovI1+ftiY/Dl5Rrl/J3P/dFNC95Tm9NquaLf4y9vI3MduQ0r3lObxVNMNJ69XfzF/9Bq43NuPPlXbgvEn3fyX04FEF5rdTxhPDpZK4afODoBdaNp7DQl1oemLev8rZaftqd/f8QAisOWuxVVADd09o/Z2F0C3BLoS0yuNo83Jn6UlahELE0F84lXOYhQxIGAQuzGIF7xtVS8+a1maW+arDvF+6hzHl3+l+DMaO8nTgRuXjiGPZeJ02d35KT/bkuHDERZh/MhR81q1dgUJ0PcLaxGVUsrLV5UqpVSYecu1YJCE2EzLNcGaUkoxjCWVobK1l6P60uzQ/Y7dqmGtMXriYOgtpd7XIThS0Qe+FDxZCuoCiMtxtj2yYlwHnqne7d9Ymv2sNIGk9iVbk/zkd0Y+8d4Sa366W28zLelidmIYZuFl5q49zyQpTV3dfLX4FhM+6bd7cew+fMdLVaGMppnG8ab3SaQ0+1wHRPI7/5TG5M8yNNSLNS5CrOWlmW6Pglg6D/KfZD+VYOhPJZ++yUhdUipiFBhwjqFSysNffZO+qtqwlbCYdtnbCjkT57ap1Fsqrt0iFrBFmpRpDjOaKa30jePSO82aMpTyiVdlG0op9bZSSjHoRvMmECaJC1jZuRtn7v3dNb+J5mJKUzIKzYnyVVH/+YFSEZsRSnmGUjdUceNbLADa05SFT1UsIz/+bn0tzQAwV+zT6U5Pj1Ece8BkzmFCM3HtF9wnfs9MUyml3vFSHtOVcTCVFiOlvqlU8jGLNFXE5uvp9p7p3Y7tW7oT/9ml0Mbt5G/eEK3UIXlIamJ2AqwAPgGoqctAewMM5FdlkkuuAzQetjVFM6ZkFM+qMpz8OXkchBefUkpNX6iYv0cyrRdNb+22QHgi/bWRuU+mMw0lpgVSwDJgXFZ5/1bcSDJdYzYnfqe1I/vW4bQceVEpORqITaXF5WmHzTeVUkotrmm2NXlplQMwbhYW6++9NRkynKKZIkpfTbeVwBtdrur5ijQv3bqwAVIFe0Iy0u2+upjQFCjVVxVUlFIqrKjzYUZzVPb0h68bZVelorWCQMprwTrAULsHOKH51otKGXU0q3ZhBgv9LOuy50Dbd7+1OMpoyunKOdAfKRY3vKV12BQ1m+WCqpqfWioNTdwJC8zB4Kmneejm9XDrocO84y/FCnV9elhQK+XaQnVxVu7hHtRsWY0IB0q9FaxAMLFffpjJzdKr6XcGFjLxRl/OTxFogXeUUioYPl/lf1spLgzfKh3eA4tD1X8tDiTKNHXK04Sw/e9u/nNNkAoYye0oG0VH97P8rX9m/4qK/v6vnuEfHogX7Ic0Ue0+/EHFOU6mTscrHhZg+2GHXS6a02oPHnxlZ4cn4UngMvz66An9xEr4sep0Ld0AeLLid7kUdz9mYNkx451Xn9my1fSxyu6+9qahX5DX2Ywf+wK2YPT8+k8CI8mGdpBR2H8WDHmkfc30YFOpiJFSftWhz0OpPQ9680C90k/I9Au7715USmVazV4xs6L2Hgx5cppMdHqzmuaaUoq1qV1wBSyNfM5POi1Cf6B89cqlJONLpYSjHnemj/GbgOqLsWkYxgejG0+++uonHjIMo3dzi/2IWwr1lPEBozid84TnEStIFTrPguMAG7CC8QLwEVj/6fOvhAE+33g6CaSzcyp/8/ng0WjND1a9nnEKKJZmeGpwoC8YO3vKy9aL9zaLzcrtoKNgzSdQd/0Ln7+rhs8XlARPyWxkWi5NlAdyUvBP0BweSG2GOXKaMj6wU2wWRrzmgCVWvj0UwfAro1dUuBZwpK0wmzIb8uk+OuBOtuZc+N4ksl+f8GuAFRJ/9HAdgMHgeDX4yXdef8TfHPi/7MWNZ4YZhHobktfGxCSyp52CdfrHzvYv3VBBYMiBLPLyzOpZ16RCP9qOZp6MMnqerA9uPF/85QExcfOV8IKjSdvp8RtajkLrWplvsaU5vJ2y+dK6uqvUONpUa6lysEj/Tx/6xkYhJ+NWRKIgyaocr1YZM1fqDt/WbEcuHPGgUJfeGt4oyc4Xg/iPUsrLm1BfYahY7gUjXTtRKhj12ND5eZvp2Qm6lt6bfoVTP7Y5xXrJd748/Sbr8clQ66AptzHUnTtV/XndKo/CR18y9nb2Dl48uFVIxRXN8/deIXEVp1fJA8zZ5kh7WHDKeyoavRV9+NzpU+szpRJDmdFCaj+uvNXIgIoTz8ya1zMZKOBLeJozuhV0u8omNF6A+kbr7FUtlqgTfg2CUbQ+9BfirdkpfH2Q0BVVsTPtQBNCQ3Oi+IzGKRmn8Ow3hCVucFLvVbOIovbwwEYbLlB8ebvVbZCVtehvVsdp7g1rrtMpIgCceEZGtItRwkq1V3PdrIkMgPfOF3YOlPGA8YFzvNR8jr3XGKJl3SxqBqJFO/+Jf+jaPSB8lWcbA1fKcLs2koZmVz3Ly55uxE3doGbtmXNWLzr82jzmN1E9gNNx2Yu6YN5Mietodu3PJLAmeYbQztw0s8F1WU7Q1+Svi9PtzF7H4KfXcB35gZEsOFcMhoK4e9YkU3gWJV8dzaKFx6jbd5IG/5ZU4kc+ft4LckPBRlVop3lBryg71ddNgct3GhIdBWsQmzr8uKA2qTb6Wx5mox1FlFyam9A3GkNkeMu1cz5VgYxG2aqpdM00OzSo68+sA3Fp2PogAfi+bJ9kgvohGzSvwihAxKdpiYZgnqdxtGWeTNm3SZZ3kqt2/Mddqw7iM9N5O/UjyzbH1JVhUPP6zgwJtjqWXrRI5mbxx8M1AW23otr6bvaoaQ06a3HRbSxKly2pcktUo5FH1i8vV5KE4XRq7dBY97YTUsmaZourd9z4oYCIfeD4ar7+oruuIDRPGRqT8+M/49gGOj7mCz7A+ChJLFmRFgLBer5ysPYsa6+epgaNNIOcBhCqcYRHQWjtxsmPmaxTlR1i/f1rVaiXm+5YTIYMCKfKQgLQFwIsQSPUD6o6DJk9aZJpMHWFmXiP7/TzjQAYQzAhqnqL63FOX0hdqnrE483m8afbiuakNSbP77K1h8MueIdu7LwL110BGH4pdAWXYAce1HkUuqZZ+nQ7+WuOv8i2A5Iddj3MDQ7cR46Ms1I9TZgEc+vXPAPwfWg4QXRyBXIbml7hcGaPEL//DD0Bt+hfYfcGLhHHXxF/EQ98gxb2BKsyjFMXTUOz6JTrhn2IXMSFR0OFGwFI8MBg/+pukoVsIgkmU8tUytAJgobOsodIzZ1nBH+FczgIETsInx8/vXLeLNKzG3k6qnEWVLSjmUNm5ifzf3v6Uz3fBpvzLADBGiz2zvxtIBARiMnWXaN5RUd+PU23K01uieTd+kLA78flIB5IfD9sePJuyBHq1gHbQM+HxqXS6ny9v67u1NOcuGDCfO6pRDLbLwNiEefG3o5tAXy0GLCg7JRQeQ2O5mT/1jQd+UuFXxuW/yBAMm/6w1telKlDE5l4dTvuQqStcxez0/Q+PaGU2fik3bUPiluZHFF38mycmjGzCVh+baY6NNTNvFVY8qxSgeK2uHrm8BvgbflEwHeIC2IIyahe1W9enOkWcV1nWag9K+mD4t+NxU2ckbMt9seCsbsdXFw2BPsFQecq9aONUx8+hWFyAaIjzSnk0lYSAopQQMitI/6ot34a6Fn4C3iYX/tcpBo2goZeY4ZtBVLuJguudqHUABD4JmcAfuSVocHTTzjXf/sQQVyedg0Pp57mtXY0JxHLIKPnwKVnTYMz4PSAKItrCoePB89u+4VYVeI9qLEcZpsUREeaLtkn+J1XviEvnD92lNz61vJZTOIqplhesJILuA6hj9BmU4Cs7PrfqI6ko6ktiXUeJV78c3GlL+nRWzEOAvvRkfP3h37abPpnAQy3jma1JVbzsWtoTjnpRy6GCocePCC8Vza8O9vhbgBshtIAs25XpMUlPc+im2hDswBZ64tKTKHJqrZVGPegz9m65m7qW1DtpSMtJlzaeJsElqEknD0L7EC1guxUpeVqnjI0mWHbwFhZNeEiwB/J5uDDdKV2h9x0NAumgJqYkFWK12U6C/h2VcgcL1T0lnlW7YZsU51djRnWzx/j3dDBRxpiUDWZXoQsOzV/9DobhZc9RUjgzzQ3LU9DVRpnas6cqTfDuvnj8QKH0+sC7GJIF2RPwvMHxhrVnaWWYiN0c5a5m0O2z/TymvNtxiMXtkTWrzmFkMDaMzzIr8czV/5MdKpQX5re6M/TEhTLt9xrL/0n/xNv7a3tDD+8vQ7F0u4B3GHHNxKRaXfn4lZ7NaoeSdwxPiCDH1z3gdUbGzBRYnHdzF+66vVNjErZKTvRNHV6bQj05O5SiDrtSWRJqhQcXKp7odBpnsBxW9GchJewGH5xaH4pWDDAQEyZCJWbBtuGhi7Wo7FPbzm1qo1tG1gP9bd6lwOfgZo0oUfXE2q/YZN87+4HIok6LvXau5M9WSAUV/axxBIkhiAv9T1yBB4YYrjSsEfJpOIVHI1bLc2JmQyZJBlAYIP7LI/+V86VByd70ZA/6fk+nIr4di8Z5s0wgKxZ4tzUWYogqylH+MjPcfQN8GPHVPkyCU1skL1tY7wlXWrHbWGlsBLxn51WNAvw8tWHvnDhfGgDntCd7ugA+FmKFZ8+xKgfeuqh++gTyYTJtZ4HQMDT8C1UcD7OKl1s2Iun0+PvbDbqVdr6YHelWYAzUQGMowEC8Z39dE5oJfVIeRk26eL7imxNp0Ly+yK7TXoGgZRPBVqOQwR/wf4YfjAZah3fBysxgkmqe6GQivrg5bqYKPs2DjKStdcmNi42MlZMknohk2Cj1KQZVOUzAb/Bv4wGmj1WVfLggHBwFw4eNYWKSyvP7lSpa+lOJXtpjd6pE0iFD2akn8LwXcS6C1t8Q1x4oBzLnvxZ3Zor+nSnMkIFzQmI9GFRPMjokhLH8Hjf/lJpOsJvSCiFFzUqee2a0ISTm0bqx7NOSsEK3lNenKc2G1fQ3dRli0KebWhOfTBZk58e3WPACe2bsi6+7RWeIUhkjYCaStDTfwQ/z6bzAHibXlubwtSXrB28+Bo3L6+TsuzbMAAW0zXF+M1idnZ91loYjapHy16otiSKC169Sa+0dxEww5BNaJ4yNDWhca05ocjFy55cZjzDVlT6nMhw6KwXfvjQtrN09M4z9+mOqLUI2Xrnn63xo6pOObVEGtbI+WJ0psZbTv704urZuPLRq/duuYiiQD2o/YB+IT97pdX6N5PryvE1Hnbtd9OUZvsxgFccargkqxaq0k3wtePDdzTOfv7YTiAVcvAqM4uxPp3NTBOSLdAwL7S0VSeQVqZ+y+bJMKhoXZ6oi9KUcG+7xtMqqnMSWqxDCidDFSC6WuQmKmdN3MlPvEur1W8+LNsad6c2Vm1pquy/yiw1EYC6dujiVlAyqg+909Fsf0aunI7Z3ITsaq+a+3x12nvmZjRRLqZrl37qYCKrRPG41T7LDIUhm6yMF1Nx8mfPqQo1BVEl50KRPLTcqpyjbdZJ0DbB1bK+nXkEsroFNtqQauFOR23eJOY/rHd39GTShBvTdRpDdMOjC3PaRt/9NGxovSnCENdnSLzBvkn7aTEJGG0E0kqFZp9VmBkscvXYrsyqEg7VsjOtDaLSp4DCGUnyWu1rFEkVx+zQ3dTlYWYLUEXJt2nljKhrQsF64cdkuM7NxImNfhWon8lwqK2bfvGHy0StsivieBD4GnebrBXOsFJb639Hl42kVZ/uN4ZoTUOL6b3nR+mOqT0BjPEmUqvsIqpfxOho9cjhIa4mj2qx6AwETtKEkpM/bhJ4tYnlsPXOMn1wS15NpWmmb/9yQegrAH8f3IJMUqS1qnZnZpXI8iEbanutaE58MJH8lQU3pxynByJlULcz85ZdvRo22Uxa2K5STL4OxwVOewKOCzMjxXKRrCBJqsHXaxL0KigWy0GzTqmhT797ISvanvfiJ9y7a498fA+PI4EN++M1VwA31d/6PYlH0kCEoLJFS71z8UMbwm1FM4fDOD1t45Lg+9c9/41dvLW1V/cllnKcl/7t63/uSNTpww0/u5dB8Wy1eNcv2KW4oLzXsheacLPiAbRaNGWA7/mE0jNdb5eFO7chiA73hev5HHrx0nzAqFOxnCqPKvrVNCejxwlH8KUegWQZ/A+m387jkLSV7bSyeCw3U5pprUce+QHWEe/0WDzCjJlhmgbvGMieFRegAhijKO6on0BYJa2KG4NFV5pW/pV+lq0XOWVt8I/4f17hkOhUsNo77l0yFF8+WgAuJDMZh5WpQStDmiw7NdBcKHwBG0cYPGoCv0ZEz9h61cA08RV8LQmTffh9vyZVnV/xIKDONI38A+yC73L+UPikW5NusQsmGNBz4uCAj0F1310lApxaHu3r5ld9AJffMEJ2F8DAxdmxLMuACwgbN5H3Nr8OSxUf12zW73Xmhib1NY3SiwkEL7kgpHnwDNjyj+GqvwsQ/k2IMt3muYZE7c4860uzsHMg2Dq44r8EkRGIuFn7apdgPf5acsVvOVK2aRxTl1k20PR5LHky3kEQiC+KNfGO6YpAoO5ewQsJUEbw7NPxvCEAlgf1n8mrp6lBU9388fTlIhi+w1ofedFSHAHH7O49PX4K2zqauARsgKB5/9/JaRb7uq+mry4s9+9GYOG6cccUh7rAJogFZOyQNZC6wtSOhQpw29Esum1kce0VsYCzglhxbIRJ4Wg3F5LdsQHMui63Fq0FkuMMew+FS3LEUFrWhgXsiXM8a2yBYxeWMcSo6WzGVqvevxNNO62bI4nhMTA8YGHl1AaGYt1Q/QgVLP1SuYPzKxL0ec5tyLOUVhPNbf0HNGS8ispOMhxsKXCyVTa11tugcZtld7lZDl8DOfHLrghlRW0sTdM4keHQn0yq3Lp1NsJwXr1Q7lYOz8SFM3Ii8XQ7nXS1/jHsYPrGmhI0uTaZugpID8N4I1u3agP7yXjVUZOF6acPu+mO3NzD0eUl64h0mCIonDgUukBcx74SbscszmW+Ins6snbMVV62D54ysrN3vYn57ZaYwQwrYb+YkR//Ca1UQ8ppilCOQzj0r2QnvPgs6GWqm8fqStPWOeqj+AGmEz+u51EjF5Bj8q7Jlo2Wb7dtnlne+eOxuroLoLiYt1+Xyen3KrkpKpNtCQ1N/STS4PTgv/ikc+TeXFNnsZW4Gd0hACV6SeH4dvljGjirJu6KtPG6C8t6mtopX4VP+Or+vudxFhb/k7zx9l8VsHVx/OCRHQdZT8N6blbG15bkKs7j9n+zYVyN8/O3LtSd8NOeZpV4/3GLcNuX3k2TXuDJFU/uSvHSUpCMzrZFFlJmDyvP4rJkWmKR9aM47V6Lwz9a0ZyEE/9Z+PCn/lX89L14WaGH597glmkl2pCurowWQ5FxtuKNHGa1HakbzUk3L/7zwJnHHxvw5eD5g9DH4PZpTPg+vbf9fhYreSPcycskzNCAZw64kzJOw1VBtKJZoCgLzxiibxD3RiOc5R9luTcyzvNcnKqp14dN4MpaCH7if+Vio97ciuZ01RQAxl3C3UQaXkUheNhRgGOlwnWyJce7WOzc4f/uJYJoQy+QCkFlK5qFW4MdN14nB3zR56vExwPHRiJjJ1q2FVwVzwJ4eT6ykG26tq9nJT/sZjNSmWX7zvIDyCv8gm/AH1yE+AOanCbQJEqBSgj8ZoAxecJjGSeyyBUCBhGhA/Fttz7Gd5PdL0FMqZALMpObIYL0x1N+2G5lW8tZtgm37eTdBEpdNOAuQBQI5W/3PB/vaOBHlG6uTBG4AkKJgDNiGIHZ4tDEdmcnTL7M5+I/4yPcU4oD6xjXhCP8w8j/s2jXh79QVHYJPl+FfY+vKk6nJV611iODbEVzAqrwlUKEsIWNBTx4h1tBwGFAFE7XJddNP67tXNkFb5/dmwcCnLr83PxRlDybVyeksBwHcFzHsekBK0mx2Mkr+FlIByaEjgwtRHLKUyFKFzSVZvaFlu0fexWxLn9WLnmAIx7HEj/Vs9xi6LjajUTRTU6kF8Esq1x0tp7iXQSYNgC9XxagGGExAJbczaPX1h9VOxzdfPBATJ+Kl7E2TAMg/p9r50A7AoWJ1xFtaBZbotxNjOiTBzIab8FAciBhgH8zS6vQOmzA4Fy/B5i9U3HdEwIQ256GpaPlnqLpo3/VbghAOiW6MuEWv/5lSQifCQx/pERaSuMNvznNKej69IKb+8W6yIXsrCK7DLEdZjX7LcAPKpqQSzHYFHTnbxaeNfdl6bHAVMX0NYEEwL8VpcsEpqA5tLWxsxR22e1m2cnQnkurw7V7sOWuuCLqQMCBDXXyT9SmJaqiVTlmaKTp508yfVLorVh+kwmvwTtBO32ziKjSUD6t6thA3I9G7FrVwzIbfckVsxEl3w5WD2/CRWojBJ8wjL7xyJERX+uxDen1YBncirz0CSZoKM0s7nj5ZdxjGD8txsjDqXkL0tI4yuqCDagnDMN4xjCMtHMQwIpeknv5o9uKZlHRyu4mC/9kTYrLwg+/sn1rTXwbxNW9iavuPSh2YFOCbitf5j+T9aPenOAXU91CbG+Dv/0GLmMlvLPXj7fsYkQn/rNI+aRd9bn0wGNTL5Cc/LF7E8qSDEAplMBH3DmlgEB6vCYy65p0MDGMgMHdO/1BOZ20yfl97fVxDatpm2jK5K816IPpnzY/AmAQJufqprkng4yFgQoswuthFAcDK7E2mM2ZpWkJ0Ypmwe1fZ0ytZ30+aJ/p9VgwjsBE8QO/t5jWwWNI6mcUGqz0hA/gY/zgrIcHLOWV6VlbT/Mvqt+gwSLXI9l4MjhvWQaAMXyAlyIYfH/F4ENvs1O49dsHCH9wHXgZSK8CMkayWB+3qkaXvoj/ilY0i3Cz6hxehSMHn3jNT1/yd8SfwZVsx5Ub2xnCY/XSHxvJYbp9qXo7Dhj5ogo7m/suITUFue1oakeJnyRQg8izwRbeLQAZyA+xNhXx+E9PXX3641lfugKgTPn7WFndO1upenjJX9GKZiVs8MH3Iw/kVe+KcAKZeFlgfEupo98YKQEcJlMywxAe+uZY/J3P+8TNqIoiUreEr4amUU395m2UH5y/5kIofCZ69i1WcdlNfhXuZP7TT3CK58i/e4cbi2po6pNx8EW0f4ebQXxV6dO9QPnhxsS9pateJsCUXXBPb7es7YDc7EmWPXWU9C1ROQvHfQp96Tv/2S22TXEpTyc/82bwF5qrU9MN2FUt3a0+5LBpisDQaV0uABEE43DzLxc8jgIHMF6vus6yBnbtYbutm5DtYBim74NcAhBxqURJbezF/y3816sjFa3o0/WSv9pK5dfm3prmogvfvD40+sJZdwCMskK2FxiXXvOqs00j2Bo/jzrlvjXN/tbm/uoKhI+PhG2CawsXayP1NjjLYpGahoqM/1zRKpyydilLs1qc5Z2MMVdgGICzvm4Gg+dfznz7yj+sN/4na4YvJPPHXdBUmpX3nIzE6BJerpS5QHRrJf0Z+Zo4oiYjt5bGDBPV1VD1ezIMAFvpLbaFY0Ldsm99n25PjDg0aRceXTB6oiZwIuiOlbii8U1X4UD3tR6+K2vynV5K2iskVv2VAv0Y0q/LqP1Hfw1gejWJN/HL+Er++9gupRD1kvxuVXSabk32mutQ82veUX0l49tO44CT10cXrlmNgy0M059++T7VsK+UikY+y7q7VuWmSi8+lpvTnlH7JiRa+Nfe3HIYjzh9HEfjWxhOthtZmrlqIKc7tnICeVCoP5QgO/pl4kz+YuLVqdcrcg5k1ARch6uVKUlglP90SgGSzcxe40xb571snkgF2h1jb8/9xHgsdtgqM8ggahJLFntJAl0Cbi2ReppubgUARxGCXIvHtsCk9dCDCZrZ7qQ0eMGvHrqA5TYXZi09QvWT5uz1PZY5z5DTZM3Zy2WCkiOl1KnMwR/5a0qpF1W4zuKF+JJ6pZQKRuCv6Vp6fiF51cXkVTCmXs4Gm+/XRAiKEvHf/0PDeOLBV7c5fLZ4KFO/r1VQnPwkinZWj4KTJ9LmZEe2GX781YFHb9HWUnQoVn4Lbn+B4p0ZUezpV98gmsVuRbMIkeqNQ2n9HG5fKPiwn3mfh0xYupXzHnH2YTztb7sVI7ecW/eWXji50zRMARHGtIbzVvxHQkFuFgXoKYFPNq5c1WtIXj6PLsq+DS09nDjF5jzYy9MyfOxkjxPFYNE/jRGy+Mv+5WvEh6EmcChD5vTaXR8XZeJXEUR4ucy+uga9YTQpnn+mkPUEz5FH706v/x/MMa4Nuz5wz/cASwhhc9LCdBXGuzE3D4rl4Mc/FyP8W4cWkN3conralu7mRzCKzjSzVUbR5tkb++we8/0pZS4sroiZahzHyguRj/v2EbSYRU8GNLp2WNunG5ipOvM23n+CYGqnWsAdK9kkIl1KmkfASmC6aWfuponOZzKw4CSeKfS1gQXiw5Nh1XDi7Katgpfps2sIf2nFljKgVv+J80q/tm5c09DSC3vZ9pOZ/GKzW4+qNtzYhCBPb3gO3hb42ae0q3PT6Jk1NLVr5HyWMBcs1xG/lDPzLFivUCkcAsQ6rsu4h2WnnRCoeS1J0eqDC5gfewjHdbfyQ3CcgOF5o/AyE4wtZQhlCDAxUWfTnIyKxiTqjrtrMommtc1+6Effgu1l4bPsZr7bL/h71dUm6hH1ILRaLTmrVTnbXgn7gAewDjZ9kXran4sPUSWTIkWJFIRmfM2lDX4UzHDSTJlGE7TLBf3d7LSzY83oe98iMGHXAbuX1WjVeMbCDAdm/M1a3920IklL88k8m91VcF0CovTCPphluZRObhY/z0pdZC/1fe3Rsh9IB+miEOz6hw2DnSL1zgdmOLW+OC7KNoGfY9qwb4ElXESsDsuJ9RVVh1WnEGXfk1nkZJxn/vp2wVMhFIKwN5GxU208UxN/JnAymh7RPkmHsDvhE/jYA+jD/iJjIy8sD71ZWGqPo58PTYcwacF9CUwqFdESx4uAXbzHpHZ1zQEwvRwvRovOsh7xxvTSVL5vcyvWmLYd+KFWRy67yRSwK8q5dOJURmBI6HFWamXCrg1CEpxCpFXSrihNl5tO8jKy7Fvfp3uNNH0TMIxXpt1twEE6KAN211lqLo8b2XZjUfKr78JkY9p7AcA3KffIJi5CcdwDN/jHzv8ncfapUYun08hQb5ETjTRjxEsfjworoywn1XlMJrR6uzqV9WqvBu29keDLxTryTMHDC/uMexBYKAP1R4lz3fXv16r14iaLXD12j58dGx946HpFLQ5N8G2i3uQdP9r9Qh5OwZI6jfYT1TocDPom7H8C4vXZEzEj9i3w1jk0SVenAKiKPrhududEWiDFe1d8CmdREYDCs8FV7FpkOkxNEdQtkm0hN2VzkJjYpBXYBGJ5JFe2jTQVEy5VLpxNyIhKnyLaHxPK8vrEz1/MW7RF2Ee6HPdAuFcK3/MZtKdAFwq6Hc0J7Nb69q+uFIhNKzdqSxCYKAR8KXX01dN7+sSCtAa2094Lx4S6/EztmTX7uAtsvmn+am9Nbkx7mlEPsIgMPpfe7BJDaJJyyBRRzaxzfWnKBj3kaMV6KhLL/+CFsXTEdB0JQxP8FcIejxecXT1Nu5hrR5qCbC+bFp5zWRjxqRo2TClXUWCB4xIspsZFSO6+1cCvXf7TUDeVqu2KRrnR6AEK68sAWPBtMAS+XXAOcKoX7drxoybDpo+uXZ6fwihEnx4hO1jeOmoBPGfaUqdNUpiGV5lTvVrs1M3+wensoAIAgqneQgoiC1y3uHjethu74HY0J1F/QIwo/vALqQWgtg7HoY3qi8IqeNtv2pGhRcO8UMOAQ01V+wmJF6kPmRZhNNUf96qmibN8RS0nHcLKk9ZiJhOeEz+8gEVg7wPmVMYGwtEmlq10nME4s9D9Vr0EVmr+PnIm74Xb0koep1Ytqdfemw6aLyUs0ger8MOfDDbLKLHJOBNeqdU/nOIPi4k+0Xg0GTYExcpo8+lgt56TKDs1TAaaYqPOP3Cr/Ux+KrIH4SKvWIWbcyxY1bYhL38UZd+GL9Cv9/brvY3nlvp31s763sdzNweshuFBO4tcQQjJ+vRqbo2ICyz0wAX56Ul33ZChkJVb9m1WPepQamCFRhwuxP6C8ZR9QCs3NdwKqLd6iIYE5FT2hc/lY0HAccRxOL32u2EvjibD+tJcr09vYmAOJSuZHD41+IIxCHp3mtcaO7W+TUJM1HlO13Vv4tfdRx/lClcx/MWp8rM1aencctT36UBtO5puC/n4xLI5TiKe8uxc3cjXfkzBzx9FM6dJeFBXN6PJQqqqctKZnNv2dYG8WiJNnWUtSvJP27V+ZOJFdUtMm3Eyq4c9+bNwY3Kc7orF9c0nzkQHeRh3powaaKr0tHQtatpvCKeejBfI7/UKIb2vji894XdhCLRRV+rSdEou2QpOHyPVKyeL4lA25dhS38yrnAN1n8mf/Bl4Bm/F7UgU3c8XknwFf07z6YVRwfZFs/a2J7fksh0CKFl0E7GFPg3R2GtMb8eFphWH4SBZW6zF1NJAbzMaMFBKKX/gj4J0YaKnlMyS7CvWPF1ahQXFZU71Kw7j0y1E/bvnsIkG8XB9t7jI2OB5NyuUSNF6w30BtTR7DZbjrbLTQ8cAEpx0sdmR99avZ5L/eCEq7hcowJmdpiGhpltXpchhpMlt8z9OZuhpE6trAo0CqevwKg/vZQ1M/Ph61qdfKQ7lqqDxP9FkoMaAcaOXZZTcuPUBfkx82AZgzxB21VS1zB81dUlHs6BClBZrFpEbE27B7i5Ic+VmLHp6PkSxwtHLWTngREbFxjpRk1OzRa4ODgCvvmX+jmE88ohh088jOFaYvaL3dwHYA9ywV7OPE2g/7V/squMb5ETy607IDTfYcgGwwjeco75hfPJH07XjHvmncHGUm6ThfgH1saHhACIwZ7kNql71cBFwZGEUp+IfgE8e/uE1F2tKxXQVSUcoLiGfcq97APSiAX+SFIcx4zJTXS80zB6Fkpt1UwST8DaVEmtKKSX73sAPGCmllNrxBl4axFByGBnaXijvcsr+LXa4FE/mq8UZgCckgIN3ZD+blJxyjpw0zALSnkW66D76pBrpaEJosPnoT3+A9NCh5fhg02A6gf4LwWwXqDXNAOt7tgwe0TBU4Y+pNbFWkKL9F5YKSQ9ZETAwgtVw/XuisQVpxWpt3ZTKW/OyoOsxBZU2fO9nJyMGa4VEQNFXSim1N9oKJFLFtZZ4F1ZN3VSd66ZMLggbKaWUevFAqS0VkmzmWisdj+PC1eQUor43REQ4XAXv4uAn1Vp8OqLsE84y/qotTaH85RWl7upeX6kJvTFS6nWlRoOC4hhyeqiGai8JMFJqTzFQ/kBpUNBd25VmmDch0XT/8H4cCjgWBIx9cLZTz15hSTFEDtxQrM50nIuG5tSh0w9M+2dLyr345ph4RBFACEMKIyQDgghOx1HGEg8Hd+I68wJER5o5FJjlBabfTxM14rKKPIBdGDtEHBNsx+F2EUEyETJ2IcA4E7+CU5cnM90Z2Dv0sthJ8h6grgLJ6K73Z9ugXOIqMPjYUxsAjFdxj9kf7zh7luXB8wa4BpVmGJEpqC0VuWxgkUuw65DdECYh6wIsgL/YgIjfM1x64W9kUQ5DHPBuuXvOcWFuSCIreHJQ5dFsLY739CsXiJJxmDg0IT5TOVx58IlYLwvx4Di76+wW7CZr9Ik1rPhLKtyq2avalRD1pi43+XuHZ42nnFisj9WHxk9xNoCX+d6/8LcLEdcEMt4R6IGMsLIeJ2Vm94XS2yfcXLvVjNMb1QDhAX74NFduxekcAld6cVbbfjGosc3idWJdzkf0Jt7XENAXztnZ7h5tpLkOsB1P53mQypsQeDZtDnZcVxegdxxHcV4YAn2BYwiMrV8Bfm2gwvUdSYXokfm3a2dDmhqa75dDkAwR0wyduC0tbV80CFwEfOTCHQC3t9T7vIoueoAdxG8VVs81OZU+jaXpHendbbDYlCSXg5msPf/drR4Mtg3gaAzmAc7iQBaHnzvATNsJGmm6hWdn4lkBl6+vnF5HQl94G4cLgOBccuKMhRj5yR5bEUcSNK1sKgRuT1Oicrm7lDbFj4VciA0iLj/7+t6FPsA6+BZBfCB5BGDzdZF08el37gFS36W7tUSa1OIYDmvDoRdXbZvlvhILiTvpV7Tjf66HG0uDVYezMhnCnU0quAlVGxOc/FG0olm4RUsmsZaQ/tWk4xn2ZfwQpfbUJYBFB9aj2Payu8uqIeP8LAeyuyMDUMLV0uRER+MYgxvEq3fWUyXkVeLbJrA5ZUEis/oSQ4Q4jgFflbwW4Q5NFwYSriOzSYI7enl05FGnJDWZE7jukKyY9+MVxIUzVDH8YtC/BCy5H4ZQ9OEDWabeS6mgP2Z/V7/eIXCZaGgtaE5gBYBfhYlabq7kz1aarEWwsiAWQXEWesQboPydFZPH/QOOOBgYD7lVB5ULzVMOzSCjeGBGAQfT4UalqEEyYCgOEy7L4Su3v+1mRTLUDTGUv6KUXKscZOho5iM/jW+B01qVD0MVpp5f7stJea6P5W/U0mwxGehUfKV6eLBjPGr0f33s5r3vUmqBLmG4IepSa7E6Yc+Nf0z3mro5tl1Ib7U0DLe0/vMtmZwqqM/LrSRSr3q4gEpHBaUmqkk1kQJB6XQaAPqs9PWnWoJX+9mazU7H6VBx+qSWYqenXPhF+0Akr6id/3gFk2GLNfUtzbBTVfNKhXuCAzV6xNjq7RjGPz2wt7JjN3OcWj+vRu8sjJQZ/UaNciSpNU5rWnoukIRSEQxV1L/7jlKRuqSizbW334xFgX/BLxVO3Ejpq3AR4BSn1xIxNVKvqaivolGFdJDJ0SD6ll5PU6rCIf/LXKAXf+vVs0P9S8c5bF1W4em8DBKat5XqFxOforlZR7NRR81p3uJZoriBT9u4MsR2rscWwRh5Ez5OdpHH7mc9tHCqWTTOZOjHGFUwAeWeXaFoNTCTpBL8C18bVWQ8RdmzeZDRglwGA1JjTQHFwU/vPJWoyarLIONUojWs58JoIuXBp6IQCP2a5HS7E3V5TaFJe1eYMvlhPmiIZRbhBfgI/XVDbsAHYWHkwit9FZ5/iW2S3Tg1SxU37No8Z9CQpAr40B0AVoJza4Pw3LnI8jfVd0ZyePDKm+pNf3My7pZSKjSUqhY8VZD5zP8MLT1g8UMKuLWsdrja3xHGXQUfkx/ZPcUyy9Nv3oPk7Bi/IeFuaF589iMALBPvvRBgbIOz6FQmeYgoLuq76sd/PT4qYOQaD1VFlclf0YrmBPx8q+ueYLwJR+lJr4Te+NO6KK5M03312SPx63/4+OMfduD3Nm+9aIxu7tRfX10B3cqZ4g8vf0nn2ofD//Nmj4twdGvsjsX44fAbU3GfJT2yGoCvX+Sakl/72m2fOJ1qhjJ/FK1oFiFkFknBbYJvxPrL6ZBQVkTv53ZWoYI41wA4F5PMT4iYzCmXR80VsYyCunMuU5KCxDJralvgSvHHniGAENweYBt+RaMV1GlIDRY5UQgwFDzDY6tO/Mu9xad7j+kMLTJfVCjWBbiv+JdjDiuceRlZuagrSVlNnMpfSXMCIn95O8RAJGfPEIH3+T1djuNXHZIhiPuChTjjGO5FwPB2XpGOEebT1kUUqZUD1E4RgMoPmIl8kBxDmB7K5OiNVuJNSdKdrhLg9vCdXwSkgQO7H21awWkUztOroWlONPVsU+RhEOCJ/eu8kLT/KITboj7LYAsn4p+mPz3GP99AUo/GVpXtK94Nd+NS9B2kEmHI9WfGdzRJFgtjgw0YP/cdYCFO2LJtTRx9lrU0ownzicwe8kJWghf+aB+4Nd04Q+BCYWS8fUeom7HGacGxc8doMWO547WhWYAzVZ0DA+La7vv1WcX1O5aadvwy3ht3ud27WqOkl+m1o7ltGBvF3xY0qIxZqPjJ8LDdt4XrQVI/vme62kiS2bV3QS+j6eKswA97p09hxEJwo2iX0+MiASY/VXBZrQjp1qbTYRVLb/CtjccWR3s+9JH8G/H8sVuZeipux8JKDswTfnLzw79syEdnTqjXN0Xh+RNh/vu5M6fvLjyK8fwV3f0ieRMKkCFWRLizpk4FyjvDG5x/vYGmoeNZ1qMLBwKLqK+0h3om+nYJ/TR+vBJDjoQRDPEMQ4XDfvremxWpeUlOmmNCmxafnQzSFwiFQ5/w7hht68jhJX81Zu+GIx5qk9UgYsKgKHIRHNSeaRzDq/RpMHWJ5rTL0AjwidKoStSp9m+2Fvv1nCagYJKllRzrtwQLfcAQhqzeuulU+jQJpG6z30aP9C0DAGH3BDb933WwDFO8TW/95loHGZihOY7dJbnsQyTpnll81DyzFj4hMVeDv7P4YjharlijLqk7peGkx49MYYrCr25un0u0k75kpXFvXCUaLXKzwgJYak/MPaHtvRqi7BRB/THltUhkVrvlUgUnty5RqXHrkXz4mRae3K30aTIn1MCt8phhqR7AOLtVqoyTfHRZ4R5k/3VCeFVU+jXT9DvnNxOkyG5+EmXfhgGwbkiWwvHKbpocWsPyNQkmaCjNjd6M4n0W1Ij3euOM3K5J1da4ieypazvK7JNaNKkedc3er/aqnDiqhIO5krxlu8VnBZZu1YXjUF1eJvAHbdlNJJjMK2iyrG9Cznr1baR6mXMMhKjNGQRd4WD0EuqT80TNlzU1qo54C0KIujd5jyBdPaeJW99ZyrqEdW8otsXszX23W16FXLtvhJUTf7qhWjrMuxcScW4LnTvLmhNXaaFvOp0yU5aHCdQcFFUDu9Kn0SLX8av/pU6hC1D5J+9+0NDVGpXT0FzMsZXuuOqsbz6ab1dot1K7kINXayV0NW5+LP+O73TtLBUnGABbHcW0qJnVr4dD3WBBI+MKzJxaEVgS7699jQsfwIQe9oEuRgNEpU9TaTWL6mScdcmCP9jOa0xXgeRhPF/t29BZ9uqqmAPA3fjPxRDYF4T0bNegYs6oGlKwkTyKsm/TkG2lIlXlJgveNZMFancGk6Oo9W346Ias8Ih2Sy4xN5MoCnhu9sG6HmW7bWGZqdjMbbiTyE3K3lAppeLdis8PGCi5NFAqqlq9VYWC7bndEQ/tZFDWzJNJzaTrEFZ6p3XH4jqTP2p2X808xsoiDmwAfjdesHn+RXCqrRezoquWnS6JLbyeAGAdlIXQz0K3wI38sfPJZzCteuzHpOjLzGnjGcYWuETHyTLilY4UYeICF1H2bVrVVU5u4tc+oDY5PAaTMN7e715nBlNXzq37XQROycUD4MCCPXiWP1Y2NsIvDkCdE87T6Gzz9S3dK/u6R+yzG4Lnji/Crx/GOpsEgvOYUHWVTwOEyB9b0ayHDNx/IohAeodKQGTcWpUeHiH+5ep8GuHW+nb96BL/uwIJUuCzze8r+DQ7vo/E4Hz7w82bs2qgOVX7/Slv7xZS3ECd8r2zvuOtYzzDlxbjtFxI1gacxG7ajmZtiSzgxDde/dyD9F9huf9bqhdrzy5kqyVmgCeyR7cVzVpYwCo2gnVe5TwmhkneOkMmpq9mQ7up1YKTV/IUD46E/y2QhrAD8qI7D3ixZteDGacIEshzJaeuxhkDHhUhuAb2FdILGrOiE2QXLnYlJ7KnGfanl8bpPi+DAy7+gUHSwuIsnKRsn4Hu5zjIWt/OnWVcKWzxcszNKTSZKMnrQmtuTVll6DgvpGwA1x3GyZ4HOy3uyeIzu7Z3J38UZd/O8k1gPSAAEwZKZIUgALvxwr0aeNnTXK5BChALSBySLTp+7GxBnQH8pGjuLCdna24JAsz4jQOug40PobIPQ/itQGQBO8vNLKrR8oiHSdgTv8Zg5V8olTrRsfPvPmniH51EXGZwy04dP3oECEIi4OpZJKAOj3fXPg5QvJvtJH265syxzsmFgOmHzkvxRIAkGgdBPEG2YGznyZ2gpWugo1n35TY9gMPAfXr8K6MjM7w+DPGTwY8R5bfHzuXr59DRzN08yorcwW+I3thWfCHCWkIhDJtFQ6ypb3GSqdWChtSSZhFy8nOEIto9lgZcJF3JYf4fhkE/YrbxpBadW7ozvaQkEDdcQPQBTEMM/sno0gtz4Sbzx3YrDgs2JO/iYNKGJEbAmvJGEcGmxhKURa3cAVhpQ8qT09iQNIpMUQWLwuQYrBQ+q5++xMiL77mpQVdFzskfNQk31M1wqsUKGFxqle0JFgC4Zaf6iWpvup6IGo1LfcIp/Jpx+UwFOr70Y9c+u1FyfMhh9fL3PLfpSoC2kOULhupnMkoKxCfllMPYBPa5fvVExJjl6O8csiHt5z868ZonGqfV+jZ/9IpKdvjApcvT63BPpHDWxtXQLJTJ+tWKaGP968ns6d5bPSYhtPrtoc6RyeuGusGt9e2qIVVDzBQrg1ObUkPd9CvcyxXWuKCs/+OPzG6RA9QZr8qruyIHwORMwEU1UFFfnB9+bgZyOWpWxjfUzSqBLZO/4vNvKqW2Uvl6tRuvKaQ79kXZq4HmR4aaOKAe9QA4M3iuqtZ0nwGuQ8Msm6Vf6xElDfOzj1dZ2js3Q1nr23xlQqUOsfJ3nnjwVGXM+aoe9TYkWRGrD+CKUTXL7hB1no2ruvSQ9Lf+QV3MmYzFTvzHLfvUau/aOwhLobT4syZK03CvYbvxo0aRqy1N3Vn4MT5W9wazwk8fRMmrVnuPz4X0y0GS9RN6jF1mmGpz6LjxO4chgPTqg9YIvY4RgIl71UXZt2HlDHZ3yRIU/u8AkUtoUfJsEO/VO6Wq8iKuJVXHsNXCqfRp0jf/vG7ZbhkCsGaduUq/myh7NU0RHMrZMu3cWRq19aTFYMDumuPMSqdX6dNoe3c7Z7Y/bkxXg3pB3JDcLOsGvZOONzRoEEh+x+QimHG5FHlbFWXPrvPpbTFnfbPe1OXYyE4C6UTDc6/aa877LGeHm6tFouzbtLYYLHumbLuKWwMcp9K3sW66HbMDFkX3OIxyrUoTvaE0zX63zhKAH4buLd3r2gtNrfXo9PUuAv+1r0+3NUTZqcGG9PIMuTgzxAFy/dste9UbZxy3oyQQ3YJPwav0aVoC3TGjLLloBsXKrs60qQ5Z3dpCxMS5Hh0gyaqLLPs20dydJcsW6Zbg1gqHhkFG1/bQI5UUJzDOuPp069FpZBmVHjogrSztVidM5+B3zC2cr5ULmPuMw73CvdI3O6seZ2p96zvLdxEnGgu9X3CvaNbuh9LBq0+uPq7smBkklaZrLwsFUStKXu+rj+7Ff0TZ59609LFzktii7NRQmu4MOYQBoa9m0D8mVihPosE4I2fonPchmM0+5lT6tOjTu2T0zFiAhX+ihQqi7NRkLe6Kw/iw0pnqdzdFrgDpds3qKlhw82JnCeJwgpPP6Fw3PcyZpKaXP4qy77w7cDEAuPZXT5LGRtmp4VS+ijt7a3AMEIlvd43n0LGln0y8K8KZDx08ElU+zQvKOyFKatZu14h4jN0/ih81keesb/YAApyZ7Ao1tul7oXrMOBaq2xRzD2jO2FPmY0NZ9ro3pWm3Ofe3C+ZNUwBgzbQ84bC6Rs9Z9QCwQHNibDPMms6r3jjj0bVBuLGk+OachtEp5v3RV+IPV3U6cQ1EHZkm8W53zGz4VvLQVfo6tXEaSnPcMbNZ91NDPRWdqauoeQfdiuUESrvQPibQvULRTtLiGF89upsTjJrlCToNqSAXwlnWG9kzxAEQSURR9qqfyZgJ2VHvneDU+jZqSKKTAOwBZvd2B3gCtzrivejTbwlmU66XRZVP0xRBR8UxAq4iZ2nyItu+pcmyuTTNrrXsCzMM7wFYdKtJ1McMOlr8Z69DDvSfrdwi07yLoFNmUZplZ742dRdmtZhw6Q6X7n26L+p870FLF4jZrMU1mPNHB9gwaJqY0MCr9W2iOUup3IMv1GA4nGXg5c9EpAC37NTw5guzqB73YP6raTXsrBMnRuftoCJ7lGXfpkHGezEhI8pO90BuNt9zpINX69tQWnKGDON7+uZbQXV184TF2ZfMIDed/FGUfRs+enl3xD2DqPN8X81ZVmPOYyExe9RazLk0n5lvchkapgiMd29NhajznHNpzvk4jwy6AXAxL7PbkrcsuXuvb/ZyN2++mdVC1Hm2GFnOlOmcN5E19enVE18N6Koh2bLOt6E078XOOj18N38WJd/mRRSdkGfQta54Il/IIkq+DUug712/okFNPWn46I92pHmxU+gJCAK/0rOpTxdytkw7y00nNzC7Zd9GgeR1Mk9nyd17gVTEzPKoMzzqLMwNTSiojTxnpMJBlr3q66Z3taOcFtnTCSYD3bLTnDtL0SVwBzTKTWfGhDurAiL7ALLsWa8hOesdF8GITqGn0Wn6qliaduNtupPIQs+kH9vTqWSor5u2NdPO6Fng5I9u2bdJkZt1yUb3wYuoMznWCyRfzjxa6iqQvMLUjqihpHPysLvVsnIG80FDE5r5zP7uAkl2FEjvHaobQv1LO3PmUZ9VysVtdfxI8e4Ml26NfXZzgu3OfqkUcl77chrhF55FybexT++GcgYzQJZTaShNl2765slapN8l3SmnTpJldvOdJ7pq7wXId1NkzTwAtueYUwt0U+Ry+HRsUNk4vbvhUNTVmPdVL1SNZpqz7e6caZzeSUOqitwGPeLbu2aAaEq33q3zyDLy4EQHAmsw514IKs/mbILoKpAm3brLGB+6C3qbk90O2rlj8QNmm8noJpCiE6oeHtD9I/jQSxqrW/ZtLs3O22RnhKglMf/8Xj5mNrkZdaqbRSd3hnb/AeUykw3pVnaeaS2nOrdO8GaJJIGvVHneg0GGgFlauounKmcY7oF438Sf8Zzl6ozn3YSS6w4+2T2mmFRvFRzZsYQ60i+HmurTO9neheA8jTcA6OH8WZLz3QfMD/UMwzp44JGXjQd71/d1NE86FR4t2jMsYLIFBIvx878NxolisLuGr9xjHc2CyPPGTscmJCT0ZqzdXvrV3RKjBvvmWb/bvUtC7BIaXrjSFFA9/UkBXL/DU2u7jPf2gFSbk+Vk6+/JkIGhwlGH2y4GYqiCkfI31vT3ZGyqSyr8zS//bc7Cwic91xDrKZU15bGmlFKaw+0vamgGBZp+V5oMlD9S/vlzJZqvq1NL5XLKsaY8NpVSStPP6q7zmCht1a1uWkdp8EJVUVtvLRlPPuLcueO2SUPBwjEg3EfvxqkMGi5HkRsov0tpPo+hgpHyV9eGSil1FK63fkOlfCNOJM8/RO3JzXAU9a7Wxr3SmPoR24C6eXD0gGE4qYwN1NB5yDAG5nZrmjrlva84vSb6XqaKVqBJtLvDwPxvjTNGb2RbAew9lWS4+3C0V6nuMC2b1XAtMsCs6RL7pQ9X/OgeKih+9GhNqW8uKaXeUX8cjoJbuvSCkQrYWKwhaQ7Ua2oUQK/3KRWVMn6tRCniUtlNR3OsVLjpr8fZLOjODcho+iMVVtB8DOtS9tZHb/sTpbNZfdlPiebbJZrh6LWBV3c4dRG9lOb5Ak2nH67sXVbqhlJqpKoQrgU1NJMSDpR6fmCuAIPCLdjSM7qdyjIUQ+WNVEiwSF+wcvC81xeVzHKwpvyRX0szOMenfiT4lSyrgmT2utEcqqFUyh+pyIhO/XJlnmvFX9/eVEpFjJQYyWE1zcuilFvhUqnAUH4TueWHtm4ZoVLqtlIDpVQ4UmonqsxSeaPiL7Gm1O2IkWLEL1bT1KBQN88zSdMFVvKxjnv2xmR6KU01SXNngtiEl1hT6jXFomJZ09XMQnMD483vPBhsqgBDDdSmer6UXgXNierJUKlcDLEmQ/qwCcasNL2LbPoYz6yuKfV2ZSLTNIdKqWig/M3UNeQdpdRaSuwhueafTzLJan5UT1NMEOTCWnC6QHOTzU59+kApFQximjKLGBhHSkVGyhnIOKU0jVDX02Q0s/5pdbQzVqG6JKcnfWc5tgmwkKTLrYLecUiUKGh6jWuhQRGTcOZrX/31xQL1QmleQKlrHUtTDpRS0TBipJQYKKWU1xdAok36ABhJq/ITGqMAqm+ci/AemXYr3nK3Ud36tOirROCEw5ClX96OP6SMqaxpaHopzRCG1TR7P1J31o7XdZhpUhht7//OOtnl6tN4OclhIOiP9nCovxuxTH1CLa5ufVoMlFLBWlKaWfpJVptKKaUCMLz+l5OiS3qe51XIqDrZqMEid4LLwcptIk7KZDMahRt24hgPyDfoTV/2OHFwwz2wbwZe4YeR80vqT7KD1pniYsRC4UBY0YH6Oo+8fMn4GcNi/+jIOGPfi0UUu6B7/cvZipPiGomV7GkBjtX5q+l7rMEuRwaAZzTcy8YJJvJNgMV3AFwjIh9X/SyAIQksYCgBUFtXgurmqrV6FHECu3uPNaXuWAArvWJayV/DvuzcPsuZIBobRm/r6JEaoSIaaJodBVJI9h0N6YKxAnBqEeLvcnRrJHjLMM48YnD0xb0P/2tH/f1+/EV381QM4a18+2fX1FtXYP2XDGhxiWkn9JWKB/bRMFU9rikVbSql1CA1Wcuql1yX1oX+zvNKvaOU2lTqrd9Vyr/blyOdQJpAx7NZni08WwKI1GN3rkrUa0b/KB0guOVchs8cvf72i7+19n+5FJ5zwQSFi/e9bP1HfWluti3Gt9We7K9uDrLSHNwINv20Bngw2ckMtuTi6sLSKZbU25cKmbyklHo9+j+dJ5Yyg3/vAjwQ8frsNG8o9fq16Dfk3nOZPp/TLK1P7a3CouEZ/oXbv3tRl+47Sr3ygv6EoojLSimljgrBiwPgTaVUdF4Fw021HP3w759eYgUYXKYfDRY0K2UraEqD5cGaen2UJjxN88GpdAw5RTMep/tKqYPwwpPfwbhdpHnh4lnq7BeVNENDwBK4nO4PXy8XXThy3lLRkbp9VduH9L0pmlvy4tLECyycKtDsdkqUIYo010Ltpx16gdE4qJ4szWGk62UKNFs19PMsMnr9LaWUuqSU8peVUsGwRPArSn5eNqWVQgIkt9P1RinNiZpUaEI6mtcupWXseZ8fTppbLiml/KVNldmYX1RiU0lnpS09YO8VBuLFt5VSKhiNj5S6kQ3Z+jILZRdprp42JIPh5ZU3A81wt4xLSimfNaXC4WtSQ6ESS6c48/qK8oxX3tEkm9A0LnkGiQwN/miqpbfBW68BsNBXSvmMSkPWKfTxfnUUwOJGH+QpPxl/VCLC21h7Xj3/SsEtbKD5T15JXUN1JDg3kb9S0QojndzEBjYGqLceuvGWUkqlnyds4KiUipJe6M2im068H931/EtpzoMtu6Jn7isVoqP5llyLHrlRNrC2Q0pzTymlorXXLwkGRZrn/YY6paW5VqT5xAvq7U6DaC3N55X4EOx5eVYLBZp2N5bGZaVC2FQq6osz4pTxjdGb1Zl3oZm8dIEms9McXVYqwlDTpq4T00wVOaHP12lkFuu0G+sXfn4t2vRCMMS92G4i4j/rBae8NP2nJgZGSyCMb4UX8i50daiO/rSgOvdVYr8M51ua0zTtRefcREvfeU0Y8hVGf/bmXZV20kdvvx5thpuZKTDHJaUUI6XtLE9EUwKwgpKj4YtKKRWotvqmBpfVvaFpOkt3n7wmxz/EmheX56A47T+XejUFZ4ZUez/ylr8pKw/zOjrbPUkB5fssj7JFD0c+rP1U/Hy9bZrpCriqOdR/3ZodABdIR2S5SnnwBBCs9dyYVxCgXn499vq51jSTvxtaX6er1SNKYk1g2yWtPzIPBehm+PVoNHXJtillcNzJ3z67JAPZo/SjzXxZlR5dF+T1gJGYdo0rgMf2Pgfih0S8qWssSmyd2nTnCJE+FLuFATuub6Osz3lclUEIlhL7r26Pz7DnFsLVVIGmDYxTI9Em6ErfXhKut22I6CiUAd5VF/C2fhQ/9J/xvGcKGftdaHbyr0RuLB46FgjnQuzqX3w1sUEHweE5ebTp5nFm3uHSlWVGbiKiwIfQ6Y23IFACbAMkfqSE064LuWd7MvLPr/5YgXDpfYieBBPC6OGd2mXuJUzRPJh08rqSe1bnuG+nU8cmXP/REBzzpwBvfco6V00857QN8bq/kyDPqGhnPgOrYHwNAONZzLNL9FyM34bzltOCZYHmBjCePtbVmHXXVzGR04AJ7vcuIcU1oC+Ss1ucIR9x84A1Z2onEx62uhM/jEXB15n93IuJVjskJODmp0OBSMr5rET+oHVqvVsOwEFgKBdCvENZ9O66EFNoXT0FWLA6jsA/H7+DMPGBW3l+dZsdvD1BbJ/34ui7xVYVzmEzaOTfBiTbEfT4ASHY22/EfoHfUiA5bAMuilvg409+rXmc6XEYcOfO9Vetm9cEJuHBGMX+2hqhqzhqm4jHMFlLYSQzykVzwnr/WqfRQBa1mEimI48YgECFLLAW98PrBfNRzaqu+AtHkPf8olghx+udSk6kD5WV2nBj8eKhnCkFqaar6XnA5AZ2Oe+eqQ+JziYtwMBINLiemAhX0157YCdV0Ej6hLmcrVZ4VRuDvuiJPqyu7Nx0XoZLV3De9uOm7bZKT7KWLGxI6+ZoYhHFaMa6mdezYPDiK0oMxNBXSt3Nwx4Fw0ueV1hXULfiULKWLLPpJysvzk3QXDsxzUpEI+Wry61o9hxcGIgFkomViQtDbOteHuZieFicbxW0ZyMA94HLng02TwXFQZqPZoqqDllH0rKCt71FJUl3JTh/4IBlfElNWBZefZ/sEe7F720BLiz0pnvWLlNsxOYEANScL+7JDr+xBBjfwsAoyK/+ylxza+BS52UBmFZcTVYgmFDe5L1j1QW9eBFW39d7uzMnPN+DyHqmU3abaw5zQa8v67xrPTUQyd+Z9qhX9unyXpXcHW8uySQ157PzppkOgK921l8mz/+zuKKMh19dRIR7T2fTqZMdaKFPX2vXlWdIe2WGHVcGqWAt0wOMFzK66wAMtAt8TrIdNB6YnuwgRvW57HEbgCPtqq6Cm9sxBxFeBWChy7K1nQ8ZhpGrIJp31GrqhdKU7TOLkdzE98Bv1IS5Djg7T1pja9d4xDAM9xC4mnnrqvW8W/punFOlcLfYso4Mw9hzrx6ZR4+0vVGynqbXklwONwRQmiJRT40twzgyxJHbkIYop6rbXHuCupnUGCMElECMn7J5KsL87p7Ru2I2jcqTkWN5kkq3HVTNKpDuKnX5VJxg//IwXUbeFmuZJLz85pdX3/TW/rk4G7erxWHUWW6WXQ6UYjXm1B8kNI0vLXZU/J21bDtEviEslJvXolG+iKI1zWiUzJpee1uunV2Ti4MJxTmlyWCRfheays9LU7O9TmMFMyrF+8F/9U/+cmCAMTww43rkMmUGupO0HWtMzf635T8RF1/9Lyz4xGeu/pU332jzGmVMTlS/qbz+63ceEK2GG4N450rEcJGR1ARYu1SxvKJbae4vTfQCY+sI4JGuQ1vsP586kPupL4sgTsPvklKK15OdUG8HBmAwucCnW1rGwWURNwNx7hQTHVFf3dAWYp5VXprlfUNR72Bw1DMMw/iQpYgPVph9RUmvlwpa1zX87xW9xh2W+gtNyhxPKwnhzBrSD9k4cd/giFS7SfUCTd4lzHztpg5nL2YrZ85Onu24AqO4pY0M9cP93zXESO287WwAPN6ccDJJoVUkZdlJWzcXcS6sZYsjD176KwfqIAjXgsXhiwdK+eGarzz1ZtZIo2GWih/0nvAGxcWCOvhr8bYtpdRWuW62mvcxeqEX162NxOXUp/4QTjHG+MfrAEMkjCYOD8gn3Myd1XGw9ZKozcMCjlxNoQHajz4spPe0x6nBKApxfl8bfWdql09h4iOr8j/U/xmzpUnLAyqaUBHGlxjd9Qt1ozd6/WBi/880JsVCTzdnaWIBQpN5EQ3mBwmAxYW8Q8oNuE3LpYKpTuzNzKgaDYeTXk27zbw15SWmaU3d7GFc/Uz4+bvqknYZi6x/x2nt16sOKRpSssGulq09I/q1r/afKzoV6NoNaWvl2RjAmGFwmZqmnyl79aQ27+YTKID8LJsMIXAomHUILACt3KwQ719svy6siAhgV84S1c/3UImyb8/VxVHcPDL/nnuS6/+aNzRUQlN0OvEegbrB+MKwMUFLy8UDSvcxt6gFNR23+dd0rlHnI3ZjPPxylsKczbDzNeWbkOq9s+uDmvPP9H16uPwRVr7zHzpnELfRgBmtKb2JPxqfKbdg/XHrBbd7Ph6APAaMhq8kNG416190NE1AYupSmsYUmV4Vg0lI9kqdv03WGDQfveLjPIPLod2Yn76VKa2PyLyNz7LdcYSgoxnG2Ww4VZGOJoPqUCN/IrrvLNZvVfa/DOE/a7FqprJQyh4ifQhBVzxeXT6VZtirNZFyvUgTPS3HypecZaGYPo6X/Rfj5um1Rxn93td+fs/j1kOfkpXRQ0jfQlPQ/+7u+Bc9WITnf4Z443cOpyvNXkyykM+L4Ru8vPjOFc8Yf+pRf8dekZpoGeJl4hrx/q8uPe1D76f22HgZds9/vf8n/0s/8asXYHpR6nwDGNqZkwhvvUFwJHBCT1zlwEvcS805gvjVe9WtxNiJ/37CO+x9J0/B04eupEkEr7pFnfOIAAjBkFPEpssgS65y+uogDajwi/KgkLBoR1Nha5eg9YUDk6+tkZt11lcTe9dODgWKmDyGwKmOVt33+uL8C9kgwxBi5eGBNHHB37LXN6pSi0ySmbGS3BTA+dW+V/gex1bPaan56BaUG1isy10/cznl+q4hzlzoC8DlaoshiPajm+6ziExQnWNg2r4mmGhFswcLRrx8N03EWQe355oAo4JWUSqLgrCcykwASEv1IwzAIdy50b4z0mtIxjO4E+NKecXDO30FwPZrLs0DKtqsC6Bslm8kDgE2Z/NCr0+zoqVfWHv+ka86mYvNgCM3q29LjiZWHtgBFE/pUnYix0YBUcwrJ2d3phnj1Gdk9uwT+JjJHdle16VeQFJZQzeUljCAG2BVfXPdOF0TTKs1BRKcW/jwGK9VpD/RqbnTfr/jEhAklhQDjmwZH7Q/jZbj9HKwHv8tn8JygcDCcKpYVqx7B7h28Cu77MKTBQ/XabsVoN2YxYB8xZapwsoe2K1MQtjxmUJX4zA9jGAgCv6d+3QN3vjKPxMAH8ELTRg/fVwRMPvoUSCL7uEWEG1PmM4GwUS7cbIn0ZWmlz6smyEu0sK4GBLYL1Wc5lRkMSHg/0IA6pllz9qLozoMUbSeftXTNI6cbXPPyX5fI4y+8Y3rL8Njaya7bpVFUb2UpzuRsp/ldjpzE5FbsHzXmx8qSvP87c2x52cfQnwh2hRKKlSECN3d2iR18ODb6zhJenb8J8TS1kjRimaEQuAjCi/oK5QQgHLrBgnFDz0hL1xDPPK7uIYPY4GACEvWHR7bTBPAikBkr6qQZK1Y0mZxhTHR6Mf0XAwpOI8IJT53FOZ1zy28sd+dpmFgF5uewWcNkRr53XiVb+yjG5clGRZVuRATeARCUwbulSet206vd+QKPSeNs15DkqZjTJ4M9PAvbxkYYOw8YxW+e8sKsG8EUnAKXHZ9ngIPZWAUe3J7On4TTRTOrovck5nL1vPfWX7sr23+KUb0E9g/6TsV3bFbyFAW3LfTbE73Dpw0quxN7E2izsigr5s3XHAey39fBM5aLAFLhrfUl1U7sIG45k5o72NhphwM+oDl0Gd1MZR5GAvG1ep2lXgP677CYv9beeIl+JrEknCecoUJof0jKsTw8ZzqTBppGmDzVavOOrES/ynJZBdIvndhcvi6IQG4c8vb3VhC9T2L6YG86bXbGViEg2h1an5FkHWYaELpSjw/kgy9QsBw8rHzBRS36r96hunilJDUy+IbCHMFAG86t0D7qLHmaXshgHOtdCftZzKmsh1nGy/MwrsrMV2Ne9VZaipgr5BZV7j5Y14mYSppPhawmblGU+GdjIwm56oXCFTz8c+U3tKJ/3hAQQoGab7FBVSHSMxJSZmOrCccY1RaPbhzoAneGkbBSHNVl8n38ehNnU5fnVx1ddhghjsDCznmKQvt5voQjG9OulXfQVbRhNY9thsn02twx8mfFbpj3k7hMO2RCCRRDl1VmlLCjFOrHrBbEILH8fsWMj/c/xLd1i3radq/1a6dB9PyXSYm1okXzM+H3Rlvfebndoy/9dBvGr2vlVKrmYTRCyTj1GPj9W3RimoRHvJabAQtIJagQgHSBVwkoP7XZZlb3VD0Pqc4+7F//HxnlgASG+hl9sH94t5nUQzZZY5YQzP+3suLG91bujQTmbkTpCn/NjL7YhMSJ7palYooO9VM7EDjoEcz7e+X89QrKGrSZHcSq8d0nq0xFmaqmithAyDA8CYCue3Tm2neuxk5AxWVT6GuQMpFVHtVwGmZQwLXTZ9CK+ksxYXEojWZuV2Tiig7VTahVijJTU3KX7XyvL2+E2ehbn8F250I79UJTo3cPMFmH/nzIlluYwZJnq53O/ffCRk/ExfzL/9vPlQa91XnXD8da7egtjfKn10pXsQHiheQOUAi3n8e+lv6tLvPsnWDV0zVTWvzqvly4rT97/O8646adTCqh9UnpBmQL3UG4BdcbMCWucy9TSt4c14CXYAFk8I1/EkBwIew3N9P3Fo3yZlPl/LLviU4ur65R1rFnBZJQPzGSX0W+vROgDBWw1M4kL3beCqoJvMppOWjCam3yLVFYDJR+l7Rc2UiPU3ek0nV+lZ99JfL7lUoVSkHIEgMMvNBVdFd65CGyJ6kBJzvikLKXjKfJDgJZq+bKt3AVBzUuKC4JYtFnPbtJ+JS5RVzsMsemV0/Ij2BySuyzCCTvwtlLx2sXHJpgnYtzZ2JrV8mk4dTOoCR8I7yIABSNCeeRJFlHw3NgoDxS55yYudtqN8w74CRptz67MocouxUVZot1KQVAO5USHBr+kGTeXtoaC5AmwFAP/7aV/G8zO3FuKx1kUUzF9VpAKztg9ORzXqenRm7G4WqsZVRyr6GsdHMrxntmtCRkV5MOVqHHTd1N7lFz5uyUEkAkm2AeTEKajHLqi5Na/PzR3d3LA45cl3Amwgqe8D02VapXz3N2VZ1iYlfQZzPlvsyoAi4+u/E/i6ElmvcEqXIM8HrKDeVvjTGn0b8sQscE4aBK71DCMY4S8XDIQVga19dNLAsDP5kK5pxqnGyXvLz7DkOc4kZofAkAg4/tqu0BgujNEx0G3g6WbNrN5Ohw2MGfrz6wYNNj2PY8gQWy1aUT8GqRwUkIsDaLKdSCy97Eq1oxsWwDYU+XYAH4scXcAB7gWV/wQYTFqoax1TVcZuJpuW/Vfaq7yzT5mcB0pfn3VUAiSEetuNPLYt84qdFC1DBVMot+vQZNCR38qeAy4uY0gVwb+M+qmwLbg0g7E0Eg74NwKdLKTShZmynoRk3XKfoFESw1PN63wEYPOVgiDicxcSwNT530APmfOBT5VjILXv4xr4AuG6k4bypEYx6LH0y3hGTXmLq9zSCwiGLrWjqofCSyq3clTSaC1UG1K7yCLiZ/BVlr6qWLkvB9h6Gx0ARJYOxSB4BLKzkwcREjDmiXWfpJ38jgMNzivjA1PgER6lN4AOTKTS2dCuXnO3Eu2by2RbeLqwk400JEsMPywfGPOpW0mhgGWO7yqOqpU+m+gCOM1ISBAZGusTelaUrAPJoVWsSa7EBdJqonuSZLsv4StwxeYD9hQDhTsea0kKK6U391iGx55RSbRLv/oTbVeVIQHEN8CP/64aYbuUhSQ+rSjvSm2j6dZ7tSjNuOyJ6zAP4pHBRrDmvlq6bvXYuawAlMdVAM8h7FNmBZgwvezL2FaGxf3B7h1fxjr4Y0GNp2kAlemDY+qQ0mbdHFc2y/PjisX3l2hGOa7ECX8X5QGkSNYa4BRh3Z+fURd8UU8GO1vYRb+DDAtfB1916qAwXWP+uKPnQ2A1ZudqoCdmhs0jWshrGKzjY1sjTpJcvwu1qhTXBqp45aanIAQ4SDFtGnF3A/Z+uorZEqaHkbcqcal5NNEMbM2lEGrlZtQ7JSbnFiGCpz/DNeOmbIWG9QYDPdCSMrPKosnpMzPbAsy+7CxemRFtAyRStzmW5Tb+/oDVk2Uk3ANbEFOqt0uYvvxTK8OLkdgC+NJ1EA7laVA7Z4lS92EnpjBLbp0sVMIY7C5GAulFGpdxsdECsl9tz8qlFOcGmPt3y63zbKXJGv3yOgjIE4fT7h4ACUWbq1rGI0U/ITEel9bR/6Je8jheoO3lgOi9ZnxGg3ZieoJ6mXeNXOeVvaOuYqM0orptuZdDKAbAOB/yOm/3Y3SgH2K5mpHVsjfqxkO9lDgevGoZt/MrOL+18wHBB+xVnv2w9Vvw6GbW12LE/GT+86IbsfNQdG+JWZWDdFJ3blIMN1deWtV1EISfcb90y4Xe/M+mYQRgRZYEhanNqINJ2670mk3JvlV7HvsDBl092iu002o3TO8LC316YPBLjmTazbAk6qMXu1G99JhWT4AEc9Iox/nhnU5+AFi0HwLrvdV7jVh6XCbZAGcexvf/A3BHA/pOPftxt5HboZ4+awPUt3S88D8Xy8K3JnV8Q+tbXrhr2zaG578YuX4CFTQgEhj12twzj0YeuykaSE1lpgusMh0Ye1EkdzTX/U2/6S8XvYTztwm8dPf4b/MXozvihnSee7J25wP+IYSEMcZx+kzRT0YJrjO5TBF760JeZUBgYPgsOxjdDMAUcJ7Jn+6riHDfhKvJld7qWNC3zSfZBV6BDn24BvLz55gvRUP2T3X60qhNmrgnr7JrTSsmgPiOPRT/70a4JVQ1iVgA+KZbXgXXfhJ5rTtYjA5m3qjyzJcPb/KNvMYW4Z91+/YknHjSMMzXbn+PQJYSGUkpsKpVcha6FGCilVDgIiqsT3vYMOVRKyYEcDC4La/VPDfXKW+NS5J1AAqODF8WjeeT85PXyAX4NJ0b61V4WQEhg/Gyml2f7rZzQQbC5CVGhnw5N+Kf/O1O89Gr8e6/qyDLNxFe9ePcqWbrJX7/YLP/ciyuBXao3yh2/9YGBYfyiiXi1MtFqzHrvWortQh3ccRhiA5b64VT0H13+4sLhQ4dgtrfMumWn+iGb05Ti5A0CEOAACzwXWGrzoUcNw9oaGB+q3rmS41zeo+2UfatK070GdYMMmbCahlDELV4cLO+334s89OtX3jZY5Jwqb+Oq3v1SHHmXu1SrzQCLP+Yjf1VF3/7NNw+U8ovNVadTlGVNZCil5Nv1AmlHKZXc8lTEIL5nXg7UKR239b7afP3If/P121XpKqWUKFOqkJt73p5SSnmVNONr0cOBNwqXWRh4sNe//I3VgVJK7SmfnOaQlc8rJV9ZW6ujNhtNGV+dVU0zCTpQKlz+0c3LcmmolErOmd5TIZunQP7aa1tRWbg3gs3WNF3a0AyGSu2fWlOvsxSHvBzTjFgbNh0Gq8EwoVny0F7nAV0M+kt/KFFGYWkXPQx2g9MV4fP6fLWwwm7sgqoRXOV3iuIL2jZVXROKEQ6VQCkVjY5ih7Rj9qovR9nL8hkqFaYZBCOVHfKvqZvV+pVoUZI9YAgY64nelp6kYgcC9CLJm/jlJ3+vA4Zy6jKaQhdrtJ10AWLKfXr9aYxtKEjFbwO9ZPoTlyMH9rlClyHbSvtF9dNcAIjn3/5y+jPujtTGRJifsWN+AHv41l5PcOsCWuhoGrAYn2biN1A0vCmtSwDKmVjzO3bgOwCcAiJWRBx0DOwZ6VsuHADrfBcmNuDX0QR6XTc0FRABfF1wNS7FV4nbMerQ5sGfHqenJ4bsGZOr/lS1gKmgmUS3u1IU6YPDWMB3UpETq/h/bvi75uOJRJrsaI8L8WU53Up90+3KMMMhgE0YwDfOEvHnRnwtSxT7eIkNzC/GsQFYV1V8Ws5ZdoEPYLHPVn8zo51jSrtz8jh9WbnnrIrmVh67K7w4lnMkomycaRaySgSeF/9x02jnCXmw8jAKTdeSuzX16SX0lVJyqJRS8exVX8X5DpRKD2pfTy4pkACLSV4efaUiQ2F07YVmQgRp4+iLgnv+NTPnh1GvvXkn2Rc2EiFEPYQSrcX7TIc7xHgGkCHkdbvHWZKLCcWmUipM7578KGJ1OW8yAsJkt/Xsy0y7IL1H+AVsHwzePBrHG1ddAJyVNJwsRHKBwMTBm8FwaHelGIGKS8MY/6S6DeD7C8kuF2cbUBmLdY+8NqwAWBjS16ZbueJwNvQgPSdQApiwmAkk2yfeGJP8pLB+xRJg2fyoU5PuJE5yyV0hurNLvB4kSk8tXIzX1E2E9pK/AwAH074zywKfGRDGaZo2wHo8Yfrf5Hn1Moui5UzFHMjKbepzpnkR0g7YIv6UPJvVcQswsgU3A1nqkio775YzwF2Q8DDt5FN+LvUwfJjlSjoapwhmSdOJ//TXk9+2LtCz7Mbunxw9+ZBhGB9uOCBe01kWLkfp2lkaSoXnB0rlg7cy3nkzfvlTk4faxBEiupgTZqXZV0r5Q6VU8YpspZRSa8rfVCqovpM6pynLNOvlpvZ7NcEvxnrefRLDsp81dgx7yzCspvtMqjrqcolEeWk2jdNLuKTSq/EGSuU3w7S55SGpJa1L86Sw4z8/vveFzKmFnbj+lpJ7oMhZAGrwXadTzIKhUZZ9T2p7n0L+1k1d7vAA6I+B9eU/eSGvFUIbes40M0yydCUrt//QN/4fn/i7N4H1//FBR3LwDz+9sOTEu1FAPZB8de26Kv2VCSn8mWlOHLb2y18BYMh59gB4EWD4DOTKZZTUX1e7l/seNKGiWrtyqn/t7uZX2sSanjGewJzVYpE+GEewtqZeP/iOa4nq8GU4Wtfq4+5mQp6csDZqstUgnRrUrQW+B2oxycHKG7PF1p91Wd9Z+l0zEQfxjcXHna0m9d9w3k3IF0jgLTHl7rZOwdM5NtD0W6c+mYknJ1xfVTviatekimho6XbX9KSM/3oTrt+I+PqTolUCjta1/QKfVghJv6/oGvXdVD0wPQAe86c9wvZTTZqAOponoB79jfi88A9MOisw4ejowWYVwvbbmrpOIDiFkdDKNvvHzs8ABOf9Vom4ZSedeM/dWp8rnEIlt9FPW1MNr7+CL9uVgGZR7XzrpjK+ZuFJotJxVrZ73fVqVyvUDoDraTptuBVgLMTaSq90uTAESLPVPdc6zLmlWxDLoonl5mNH+GJ380s9uzk7C50wm7dAinOYbqu/AHHLrC7OtNYGbY3ahervtaZXgEyzm8bxQY0CW8hVln3nLJACHAQwtS/rqwLOAL7TnIStc5xvE4LnAAEbEyzDXQCWOXQrI8b2UPBbbx05SX39vEQAiyuTzhI+zMOt+ktf53gvhmwC+rLosM8Nx/9+z6v9On7y1z7Jot0OcGFqbmeb7/PgyL5ZFyttQl7bAzMK8Fpza8Ah8S1S1ciUEkfnO/+PflB2EgAYPLReE8+uS7R+v1B66UonxJeg67TcVdkc23F1rnOWm1S01EVoqdDb2lD3oqWXsfJTLGM9utEiaMWC47LFt2h7X+tmLI76SvmsqXjJVoatQC1fPD1Snia3FMEoe2y3Ujs8WQn7ZflwEd7UiZkiCkTu/US1CcnUmXagOPNM/XxpGoBdfXlIC3UTTr6BsRVqBgun2iXd5VyPGF6rdCcQU9EKtaYboasxf4FUl6I/z0SL3VD3FJPDkjoXnJ89ibLnvViSctLZEVF2qh8LzYbK2dPZcS9KE05uGZ/CPdLeTwS37KSjeYIR8IkrDMyycsbpmIMJbB1Ct1swptC5T/dmyeVim+1BHaGhWZyj92ZJc3smJrWoF+/OTGkKaLqeoxYt+/QTtgM102liKcauzvUeTAYaN5rDVENfsRt6IWeWnGyg17Wlp7n6Wt+Glu51zAyAB2aJlI3TtVlqaJ5A4sVos5ynEl5buXmCNlpzq3ITMvHi63znK5BOcvyEH/+RQcs+/STqYh531qojjnW7VucsN+egemi/yPwHwCdDRbW5F9o7cIKGqH1VnUA6QeU8cd2s+B73yiI38+cXvXdpZBlj1qqzvtySZqFWeR3zOInctOM/S07LXugkcjMrQzVzKp7Occ5yc/ZXTM9W06fwfpObFanMe87yxNB/yjlvxJkd6ccO3q3dVzPiXV0udWL4zgzW4q7IalbUuU/PI7hlzzmPLE+ub9qe7rS8e/XRZ05X/xXed3Xz3VudALMI+q4tfR4DBXf2VOx7v+IwFczRLEcz1WHeHz0eFYbj7hpS2nZ8nee8JwNdN/4rTpCGJu58+3QjURcD3Vi7HmldDlov8Knh2XxelN+GkwaFb9j5uDtv2q9xr4o4qaHMbz0ZOHvlzD+X1zVqSsSu9S1g+rZPILU1O41vcCWOfSLboVt2ajcWOnJuee8I1P7j2uVQGQzMuMp0N7+nVa11n66xelxnmz+VHLNC+UaUAtTgsAfgdx+ehF07S837SB9/2yNo0QOaADaqq765n0TY116g2naRiMieZV1AI37JGexc2S4VX9dZ62iWMhkTxApMCxmQhusqmOrfrNWcZWhc6IODBcplY9eGm9p5prQcerizGg7Lt29U0SwXxEJ8AcZCuH3zhvitnz3cc288dXa3Oi9jR8zAMMZKS/FeZOnEfyzXErgYT294AJHnyeB6KSL0eP6rAJybmaUeuto2ffU52GxYX1sDAhkBSvpiQ1/7NgDwnBOM+3RmvVYtfcGR8YOAO2DAXX6/LsL/0I0YzHD5c7mEjWviIG0SR0QYW2LZ06WW3rt44UTqdmflMuVyB2wEDF46FQpDLSy5D+tbJG8DMw1T0mIIPN1or74XkgnPXTM92upBXKzr2xi/olu2qgIfAHEim0RL8V6Gm93LJHCuP8Ld60c9Wx9UzMQsh37bRivdcmx4XHCAAF8YkrU7pz64fUarydsSZjo2rZ5IuyHbKUjK6dDtcSMYYEY65SKax4p+1W4sVF6dENrAQ8SHHHncxDrfqxUhaoaW7sd/bK1nfXJu8vf2q7FCPhaRHG8CwucNjVaXpmZ0Vz0KqbUbspUzCO64SdMwlQDTumvdCfXXMZUOOeoM1+gsN/M8/3XCQpjOAx80jmFpX9epWabL9vWZ7mCzkxS0nm0XUZyNG5a9vrRkC4Shb8wRwMZLXRlCoeEKnW/9kC1ZOWPRj8k/5yw55vqTYAuhq0IhyDEXETMYtRMMyncrgW6zQ5AfZSTjHQih8QajYhBv7Y99+uWo4SAcBgND9VU4LPvWIjvMVnsgcCvx3rvoxAfWpRhJUDqFk14QaAVfHSouxZ5Itk06htBVmVVtUPx3am5d0uK4nPY0WhoODc15rbrULC543+CljuYd2Zzw3FICIGDssnK9W/tpcSx8d9v7rfpk3Y6j9KOfK6gB8dNcZtne4I9FnX/HOYzgNST2nsCH7Irz0ot2p6myQzG0kDgmdvt0fQQq8CSwtZb002XB2Z1mXWkZsNQDnPaH/3iAG+JhI7xKTt1pSs29ugUsLNp9Q3Yybm9tgVMow+6DDCf5O3Yd23XYcx1704ZqFree2LDcL3UYtDmoXpxPSHJEvNAIljadpZIsnVo4tTgUp1lggWB1U+oPBxy+olSg1NTOwDp4RMPQ2FgNRwFnBwdKKSUCplJv6Cxl9nf/1DHHQ3GKYyC4PjAq7MFjKyhdVFyPrYhQXb8u4OzZH1+zPvMry1vrpUBt7ZsEGATcgYeuAJ6o6LedrnOVP+ZyV2AiwQ3E7vVrH+1unHHjPwq59AAh71ic4gcbBtzWh1fdLQmmw7G0AT/+dm8gVFlwtitN4yd+gi0hoh/Z2TL+Z2PdWqg6UuLgalIWUZexkPdxbALz1bgpfQO7JM7aaUh8z6B37lFJzwWeN5f4cC4+L1wtBJQd2MVQIYdvSQurhxCfJeR/hqE3C002XcDpOZgB3nV6Zwx+KvX7+t+b2BQ2w3z/cs/v/biHwZXBFbAxyp+qpXFGeYDZI+ROUmB/M/Z52fj0hK5iPANd9Y9eMrLyvvlV0+ZzQ1E+u7+epkz/Bgo8y/Dl8SIXwBM+AGpKD92JtVUFVSYmHc6g3gAOlj312Mcd01njQ34nminE2A/owdvPXmNsAufv6GIfuPHUQOS151go957//WhhlbGBP90AW+nZCu70kZ/2IoR6FPu0ERf09LygTf/L20DPad+nH7i/cIM7HwQQHLL3Lx/nsaPD6YOK2qseY3H0aTFAMuD7b8F1UDaAMcpCYCyyDhhu61Txvf/+TwOc79yB301WcbZTPcoFHGEm7vFVF4fHLB9zFMdd8NJgIT0RP3Uyw/5/m3u/GEmO+87zk1WlrqS22ZWUeXDTbnUlRcEWcLp1c+3DjuwhK2nxzsLBWOuebh8Mu2UZa+MeVi1bOI/sISuanNOMAK04Xi9wNlY223cv9+TTrveBWktkDjn2DHBaTe/eHaBdSJrs4VjTOujE7JleMbuZlXEP+b8qKisjK5vWF+iuzIyMiG/Gn1/84t8vTkOT4BC4C8GxeTOx7LWIZqHiOoXHjonp2Im99pMnRDLWNAqyMM0KO0IVMBJh7pMXlRqtUKH42umF+WKva3U55+DEA61pkCM3myA5ITtRBN0ROQcACyfq8SydWaVaoVrlWlRiXjl66LUb8nJqMTkC1ke70iM+3SeIdbYQjPQgo/gcp5qKXJ+R8FkbeIzwuhJ5bea8JpUVaC8fdSlagTZk9jx6OugY0otZpsaNPRjkJqprD8549MXY9X8hHPiM8brysnxjxnKximYwj2bh3QCkR0zFHUkp5dvAuAFNf33gygcPZDiQYrx7JGVso3kxzXAm01U0DeknWSPGMi4J3djg98tSamjvcpzEmnuYHUNbQDPtZKRE83foyuB8chn/h76M+jKxTV6fZhpi5iFS0NTpWRZkYYce/TcAkjPUb0I/rtzJOSNLb9wroT5Nu3hjHGU0gg4wOZ/Luvhrltm4N4t6GhIgD0ouuQlsvwfcBePL6ZtLUqo5Z6lGfr7FFDwTsOFppxhDZGkQW4y6NO/PdXF24IBiwypgGTvXKtRr00+cWy/Ea1C+Ik6ult6eGAJsGIrkQdRoumVBetVLzSue69rH337/M7sfu3pYtocRduAEul7+yIOlarpKu5qVYP5sm86Aob+zvgr03bJY8wdSupmJ/r6UAQMpYwmqg1TQekOV2aZa01cREh8RFwe37OZb4KQyE5YWmN5h3fWbypcCTHp8GsrHt+PZHGSfVpBFjeVmuMx6583v0Vt53wfF+0R+EA+AdKTOoOt8RDMXRVTT9BKfGxgXwZBm55cp04y6nIDhLUlyEWpleph29E56bq9c9sIeh1Mp4Fk0WTuThOuimv2qKd4F0ME3TQqHTgNgSpvyiGYzSwZZTJ3mY+++7wMSDgmvlz72cOv+1CpBw6gfbhFZnas5vqmSKL9/dMkXPiCmbVa6VylPu75XmyBQaPvUtaVSvCdqccAKfVZYe/KNQbdf9BIZAYzy276Ub15Lr7SQdPwkfZX2XkuRS4avCG49dRSdFF847dzEcFWedAe3k0SUao81F1EYmEwUy8QDnOkgHgX+bqxLdTAzAd4pqa3+BDbyW4PkWC5TeytCZlal13yNHAg7jnilHL03LdpvOQiYhPoG2lKsN57JMLC2XRAb57sPmWLKS/H0ZMmrHp1G+8zSJFxdYg+TOx7KgR+MMf3plRxTo/kibrAi/bIZJ392Ol8Z9TJ95GL4mLFhblFwsKeVjriIKZdS1YNn1+yy6RR+q6i1AxASgVcYmtNEOB0gsPSWO/OX1c+dxiEm62mnUHeN3Bz0vzz7TIBr6n9+pdavsg3bfD9opnW4K037Gu/aHuCI9BTlhhCzj1Qa0jJ72WJB5CxROOvSXA49RCPTEG0MJ9THsdl0qCstlJbKsW2aZhrLnF0GDdE2zas2wPoSq/R91UNFdVnKOuFv3sOAFePsR+SWgKQrEGBE2mM06aqLwGq8X0gPDYM005+lRotrwYDW+xdA3f1CWhBNPDWQm62YPtOuiHlhXqIvVA/LTmLMxY9MFcoO7vHbWb9ZJ67WoaK5nOnuk+ccaD627TfZZ+nrxxM0UzYzIlala47lzL0TS4rG2a+05bIgNa1GMS1VQtX7otqv6bHAbDw403dVT6tplk7FroMQes0+Pc8CeebivRUY9TYwFidUfM0oevHChdbxI5OaBSL6W0cs/fhiYxTLTPufeWMZw4J3Ydq/KEo0I+sACLsxm+qAW4bTfri1plb14NTb96aFlr/aBH62kc/qFrb9mp6sNW3iM4a+Imf7jSPTxkmV45mJ9x9o+xDJ79n303NEDzQ9aHeAC5XfszQjK7wvNL32qzy0nJp+flkVqzbOqgp1dNeWV++MUa2RK4x6WJqR5Zg5V3kptJzp7a6BzfEjo28WoDBKsGBEzj8bItpof9QjhtaWO1g0StZypi8xj5h7NdKw/pkI4faYS6qUO4MeVx3kKlIHOBi+/V548hmj8xQvdP+g2qTYElhmQfm1X7sTX9xyAJhML9xYFvlXW7pecyY9986Um1u9BLo5Or6mh6uFfBXTjp4q05conI2y2n0cm24Wq6ywYFTAWbUkJTjyKQdOxu9/pms8Y9swyZaMqbobC1LO0oy9xidKw739H67SSQTP3cU+XEdp7LVgPNCvSa8eogeDI8uc8ymZfO8AGG6n9//8lyfO+uHO7g9f/INqowTFbU11kC+HnNkv9CX5xnT9LcPIA/l85uu2lFLKtzR2XzWkOZbyn730xpOLkzpflD+79FNFM5q3+0qL5lBK+ep4s7dVrzwYL+eLS2+fKc2TYlZHw7cu1xQZDpvymmoHWzXN4l62wayzAsH4nS8OTFxWsvfDzQpiHtu/dV56cHEUvPxm4mN2J0Z9msMaJKNCvg6klC9JKWU4py9kAAfhm4pQtGmq91nOwVFJURykG/vURubOzedSTbP5LJvTM9YMwxiUuoQBRBOheLvL8/Klt2/MH9BaYHOhOjUH047D0ZWLjA7S04Cm0ZcyZCTlSZFPb/jViwtzRb8KzdJ862355jhY2Soud55PcyglUbp1cCRPFlNchEXifSDla19crdXpXl3hMS+hGfL0JgxGk+UZxjQXqB7yT//HU9R28gow37n+ZK8LnJgHw8RE2FGrKxWmaU7Vqfu/uTgIIy+HPfbkZwlBbYi3Hva3Zp/lrPqd/WuG0TUcvUDXjXLtdQMgXEa1UjVenROT9z/5mPGwcSqfdACu9er1MoxdKW/clveKLDuw70O6f7kJZGrKuYRecGJwd96BsTPoPnc5gGtCXtpYR2k/MDakfnOtKc9IbaXOU3DJa3rp+doo3iJfUSMH9F26MmRt0LBSB4V9PbVrOgArp5uPu/HU+naN1/tLdU3VatWCMaTBjXBw7eT2gavRK/rWUkM+vnJZ8nRqGrft4q11Dl9zZcoTXGpiabcahe/us8owGlaoB4shMTe+8zGWGGb2lE+T1Ax7WaNxrth8+JqRGFiwBSL6vKbPFK7yaQfoStktcFtqfY6wcYGPisYBKJ92rF9XDYY0RnIM0vnqt/RxNCOkCopczb5QLt8GUspdKRtsYEwhVFp81FmbZd7KOGzT8c2OUpj9yM1k/DfphYMnHRAT5/6hspNRVot1UMh0TZ85ulJKkdgN6cdTaUakWEIlH8pE88HP+FpJIR/xk1VZ8hE9nzH8tY58KDiZKTCbikwv6DZWg6gaY2KMH+kam+bubLH2qwdn/CaZToNMf+vpSsVv5QxmV3Z1PZzesxe8YSpoFlohXzdGbRye2AvfsXzrDGq6USPTD0IYfa47V43aMTZkKKXLxljKtkbkcpr9hTRfXtA0n+fcr4xnwj2DWbaKDrr356J7MN/VZuBP/t4NZaCzSVI1hlQjNeMgiz5DKaUsbx7OsQqw1Y2GhSBmwtUd6lqAgZwWSO9I+ZJ3cW4Kbnf/7BNyWAyiQFOM4t8326bZl6XG8iW+ruK2OYxGUrr9U1XwCc0IYG0sBqzCZotV6J0kjrgKbcq/URA0OCcPKkOJM90re1tbsMDHqnTOcMzNu/f/2jAMk7QKRZ/4+amXusOTe5G8QdWoPBhydOFhw55+rEhNvUx/J3CArgDisfe4bJrbeRyPud21ccmT55udLOyr9lC+/WbwW133pq0eo1yrprmoTQ8uWGkiMEUz7W5vXXi6zPDFK2nkWwMhZtQMpTz4jopmruarUvO7n/zBKJIvvXFwSRFekaYDftFjtKJ5MEXWzTQ0arpnhMYCwd9/aSDTKsRvFcM8ibQtnfas4ctu3FnpKmfZSjSDcTTelQIqLQ10+pwfyWJNTz/w5f43tLYDJ5n+ROz79qYcyTmTgQWaNcb/esgjKW/FHnK5OZTyJXeOl1VvbMgjtWv/8r2v9m5NUyrSfEe+KB+/Oi40V8o1FkWKU73VKKe56Sne38F95OTojfjlsM+ng62yVTq6ivlfKSNOpJSXpez720lX2L5YSM0Zml0x6E58GH1jXAwvlDLaMWNzckJKKaPpqZlPzLMW+52RlOGFTx7cGLM2vDyvTffXZ+RtITXTcm8IWI2tq86Cbic50rBAsyBpgk/+L2qPKii/JlIp6IW+0BrAxkDKe8owv7GV+rFzr3EVMp0k+V+qT1HKuRqSVyS4mpSPjOZgNOPF22Ako7FftgQR0+wOMpprLnQ/58kbeiznZnohrs7mR6R0C8sZSq3Qw2Mxm/JlmoOBTDN9cO+2jNWRGNlpTJelrJp8m0Mz7o7Yfpg/nGqFwkGNEZztOBsKNPPwLkspr/lpqGKcWGvMLB7XoNnj+TlaNQBv1503+cMP/pV8JDkvQZQDvPbZQPDaz2R9Dzcb8Pb9mqFDkHMehOY2jApTxu7Cbrw4f2HzufyrVakpGEmZD1yIkfST1FSpDOrUjPNzYhiGYRz1gj24Nsi5uSpmXt+N7fA9J1+W4zcuH7yg/PzyrYEBXAEc8HcWpt4UOhiGYZQS7X5BwSjrWRtrw0COh8HWIHhLvixfUE8TGdM+g9gY5gmcxseL8CInzi6K8zDmQtGjL2T6GsRL2NcPAl+RG9OZM5CzA4fXwvNG+MTJi97284RGxEi6D1YZMgourHZnujGhapWCaq1HoohDImZGoZTDe5t91amlKsipz98ilOHHVxz2XuUz8j4u+Me8BTdv+PGE8WLM0HyL1ZymZYxuS5dlD9MMEC4RfAsXAdgeBLFiKGZeVtba1MqcYJ1VX8p3rFt+0d21tUnFZTMv4HLV2eE7uHC4k8mgreTA65qIU3O1/1u37o0eDKDH1jKrH1RZ6AcI7oNlGV8wzN0AHuGVX+ZRiXf9+uzr6h6CP5BhNC6V1/pdtpmi3pcyiJubgv5i+L7syt3oXDf8heAgGEv5hozWNjbXNg1ZPjJRztOQOqZPt6odapCgV6eevL4KLh2eLVTYq3zAtpRztmqLkZVHQPl6DGPIC1CUm8YWVwT0eP3Xd394YsUPd7eIDP9XFi5sSmnOPlrS6kXMr1jAJ2EPcDCu8h/eSg0xvwpgiq4/5T1U2iM7s+mrvDJJ80LoRoSux1eSJ09zzCngKiud4hDU9mnOyD1fEHjuyVP/6JCbEY7lEsmnIm7eeSvqvTYrVnrK4zBnq9USA4dRX8pw2vS3u7UVdwu6PtusM5IB5whZY2NjbfoENhl28yWSr8U/3x9rHZlQDzMhup4ZV9/ILAmBE8K7s1keez/94r8zDOMZ47mJ8WTv/37h7LbRl3SrlZhBr2vSM6EHRryv0piZKTYwOlcO+r/7cwBc6rE/cZRnSS/D3ISZFSzOh3rrFltsrXaPjfCJ33MhcH6nGzjig+tm2nPOIEHMzBWp5oWWmCKQfSnjc2IKZfPNUMpwHGzEd+P85Qclrwe30tgvz3z9SsszGV2ZDhzWX50wiZ4H7ETNDbtydsblLOYsX9R6e/KoD4CXNyuzzaXKnGehFfK0YiQWmvNnVxIWAVePDq4ZDuHda0bPrxHs1Wq5qTsZmKs38zL9nrU179uNNPbLAgAX3Fh5NRbITbvGl5aQiheFzrr/H42PPGY85u8vDvSTu7fekPdGUj7+yso1KeXnFqz10N46Mkgugufj43vk8NMHl//oTaixETxOzairf76Q7kacbKDIfb4v5dFCZiV0U5qKczJasOtxunLzl34Y4g0L+wFdV/vY4h/Pxo1VBXE2SRRHwlbhS2lIYymjQTCWUkrJ+ZVKUl2G6w4YfR6+DEY4zPozUTfu6JdTswnNeNzvneHRd3/2QZQLubGU0TAeUY7YmDO/YnNhEE96TPzSgWFpSxL2VZleuwrd2rw5NjzfARgFKArEWMpoGHfBQtYUNDurGxtH98KR6tMzCRb2VafRL5CbQ3lLvhNsVJuJKNEcSCllUKbZYfiFwfNJckVKllkTHdSmWUjNej2quB5KKaNhrOYGrGU+X3pTvjzKVNy5KNDUz/RaLFkFuoaUMkxohqxtss1qd1R/6P1yFc3OSZqd+zB5qm8YTj1qBWx14BNhMsoZAnQIjuTL8kHoKhbwz0H1fKj/k6/2g2D03UzOrWwsSs2yrFlJlp+8GKdmskUs33xXF0mmh33FdrGow9/+4olpXvuJrBk+rdqVa7F5+d+fCBNWDtbp35MTOWV5J4Imp+wWtAClZ3/20dzU/GQivOXUpoeXs9QcJC2zfmpGWWoqq1Bdmivs/EFlPC9KKcO1hKbQz/RcbqradAXNwo7q9Xi/ifHW0K9p7zBukJ3P1Xq5NhTNfLGG9N86kg/euB2Zi0fzI6BjJDJ0dHPR69MoaKiKmZHO1F33xRdLXXxrjdXzdn0F2U8U4y2/NsEyQuVpTcXdLEc8fHVbrbz1nHqRWKafXmlQK0F5kljC6plglJfXZmpx3AplgQz0KlBW0321WmytBZNjszihdmZWfSuRSUulot4zpw+aXgp+erHEtyrtyFUOauvizAZ127OHJMrhWrpMksz269qRWyJJ2inWYvbRgikCq+x06arHXfcp4AT2gfQ/y5wuE0Mkv8qtMdUdYHvq/rl+cOFPBdZnzhuvXTwXYH5v877zhkpTjHxNlmkTbVlK11kJVmGUgG43AvoMxbmdrpRdj8wghyhJy9qHP2dINaShqgOsacFHGhCP6Fo3u0pDyAn0C3gSVsduEJyvCG19x0QWXJIgGm9OLsNwa1ahKvwXQI81C+j0ADY69Xs7lZAZk5pmQos1wio7Wb9NuAHehxlurq4Dlr3xrlgg00vNQwk2fxR2bIRhA6sNTcIrkH3u8ieJ9Vz4RXoQpdv5PSdM3hcURa62ubvqBcF6x3mEERg2vZsOBF5cjL7p6oerQmULphXchF+MwA05hQtDYKuD638odhTl0NrcCqspkMJnIwKc7Q4u4r9LE8CKHR0oTjsvc4DWLLSmCAIPaX7NW8P3YuHmG7DFNTHrU18JUS5hS9FAHQrl6RfxTBfwxN3IxHUhUf9zvUF7c21l8msZXfXvfhU8EPgSE0JcnPcUa1r2vv7ni/SirkDKv8ubdgt2nO/bN92s0HqCOzeFr81pFtXbzzW/2sELbnpc7dyP8Am2fI7vurGTgGKV0z5UqtJVO3N6cHjzPlge7DsBOxPxLpgb1NSQfDdeRmwQHqadZkm+makNIlIRlIrm3FJiwX68bjJZkHU1d5sq+NoCyVBc5VDV9LwKzWwSE3anx+oKCHoW2LHYsWCmZ6lLsxpaqsdq1/r446b1Yw9hbzvvteHjPAMPxY7tmfYXOpwU6PZWr/TB42DI5358h2f+4a2nD4Kf/vRrEOdVOx1gVa7n3bNR2tuaP9R1a7an9UAmc3q7aZftQMoGQ12F6WnlFEGKPS+56BSqkF/+pq3Zz1yFJ8pPbuunH/XNKwu/6elMU1NxrmgSiFFH35SWhOsTH4AegRQE7DWJ7myQ0Dw9guDVY4A7hNc///yu/ZDziewMzXeRSaW+GcRSIACGNl8TLgfcaKiBi0a+anUyfNy1eAmExI9i1SjUX7Qbd9SuLHpNHyXxbgG5bqMpBJ3kN27itdURWdlu5Y4GwsQhlq6+IXQzz81C29LzWAdZK+Ts909+6sQjWgFGt9Y+Onjykd/RDs6E01iZXvIE6SkkqWlh3I844hAeugKOIbD4+1qTOyK78tsilyOh+ZCXP/gUHZCO3NM7ly2VI0FimE+DIlCvpq9k58UanwHjT7n/cz9YP303zKTUQ1qFfOgaFsBTNs/etTCPe836Dn7LAx5ATtOL4HPeQABgYwOd+vtkymg24CHSi3qjHvYRPw4CrrnNojkLFGgGXLVC5K8HcJ7PBauBnpm1Z9IL44+BSHvUo5Z4t4VFeAGIuAgd76Gvv09pOWQ+3CzI7UWRKiGqHNPgLD7MGAR48TNXtx2SxELF0iZYAwnNI3ERnu/7E/DBw78w2eGq2yjIZh2i6gU+6YTmVTbA+h5wfCn6C29y4nTFpO6WxQylkq6JOuLdg7sQnSCYwGcOQ5g0tKFZZ/+1AqrDNnMUwkz359NMbzAg/rAzPvHbsgHRweyI3qNAr4GdwmVObqlCJ7/Y5gODNzHcrd6vfuTOGUXXFAlNu/uUIaxn/A0YvcYTriGj4NzazrvJpFqTi4cVgnFua6KhVT43HeuoY6BtFlGdUY++QGUZxtdIjWvpd2v4UUPMPmpvgK98uIk26h0fFyVS6ClRdPUaxQg0kLmiyjGl+WBg/vVjQ2Ny/ephYXWJrRGNMfXbKnLt/cQ5vIOA/8TJvsIE5rsIMfsopbn3w/iH4DWDQKTLWDQCH6cXDVuhejPAMTHfiOvC38GhZ6LKMaUpOit0vfOdlXgn2hn0upZCmmzG/2wGWB/9v9zwa2CmJyr5GiGJ4k3QeIWgfMZVPE2HYTvnwYQg6SsIxasLICAXQ98TTfMj8lRPE5pRz3au8OHXQIAh0tgs3UhSct5iazXTSOfT71a2QtHbvN193TzpITrO6T/WjSRJzV6yU9/V958gVDa3ecvmcmpjuQhwx9v64TsAZrJTX3j6ASToqdYudtIf7xkYYWNu7E4ubP+nppHEp/ZUj6lWw1RlRRae+47FqxZYXUm4fk8AjTSkPYDoYb9xOxaoDB/nnx0x+NaH6d7+AfBLTeNIzplZprOutusR/8Qb/H4bT0QPBBNP6AdfKvi+vv9ajWVcpjo+IXvNhjWdQlSdBqvURfIbVcwAd8Dmwmc9GQX48LbQ18HtwnXr52QUpPD7D8RKJAXQOZ33+gLkJT1oqnYG1XIzvgjxCeg10W298q12YyniHx9VU11YcZsGbNCoP+OWb7W1Tjn1W0LKx+3RA9YQYOwupW9Klhk69lANWGbDsCbAQxZsmJ2PpYMsln40zTVVkfy6FYso/KE/pitf6x5J2c0WT+gPJ4h4u4+3VnW2nhIJE8GoYhHFw54pZIgTrgEMvcap0UMAQ19XouXvq+LuZL+Zvr3EsIWBY6aZJ/S8RnlWK3y2N+oRL/EY+dm9nvf0UBShdp19tJ9f+rOulVgqI2IIpauCZtBMGi072pFtW7QVjgqabn5paUSz7OKzJCecVUfMOipoLjkwM2lY3EX8YxcsQeZQhLnTLBqXuIVM5LuWIe0ChkrVqnr9pt8gniByAHpeA78wpw61vM4yAKYPEqiJvAckZh3bo+kkoflLLmlQmlNqOTWXx0htJrTSj7dEfH4jX/I7ysftpaYt0isLGrDMWzAx61hN09aNq27AChhV/totmwbZWvOGXUtjr2o4oQV42ZUDDZr4ZODwGaVjy4pcoaHV7W3kFhPErKOCZqFPaGlGBdBt2F+rO+3fElLrzELTnxP/qNm22wpJyEql9kkoVVDQbMpcEFfvX2zm/Vp2VW+HS6GO+jrxiKRYn89uG0IhJBQ0l5kQL9T0Vk/8PgNFLoGj6VW3pi+xQKcDMLHjG9EoCHWzUJ2alk4EIvkNfaWzTN2btKItZnpG48iFktoiHeDUjW9OHnIqvSvRoiIHaRXaBkpWbPZP4h3YAFeqtdizFu9AnKFxL6OYtcdvm6KucKtdNhsy96burcL1aSFpBcCV2XIvpn7b4FQFDwCzwNsHYBOkCTBBXoSj+yhPI3i+ZivUEG5+YcU8i5hY3jvxLNluEH52M0Ly1lNW74XCK6KCUXVjqQOn7LVYNq11jgNuPtc5jqDDYXBXAuJ6MCnOFMc0z7wKiezKBiiYfjP59JdP/4aLce67+CAM4J2i1lCZOu226bFXw5163Dt8wZOfJ4idt5OnQsnMaKC9N4IzG4nhlx90vROze4f6W4uqh1z9Std5eG3myRrX3F/Z9eO61euKP5ocngzfM3p24r+l8F85n171SBMCKFUiiy+e23neEAJ4tnt9HfaQuBRHXN+lvlA26vG4fWUqZMPH6gnu9PgA2ITv2Qf8V3jaVjacinFnlUAqFM4m2sz7CAGTECZO/OiCd8jpUc9c/VVY9+3OdQD341vWA1UAbi2aBVg69ETyu8oEktlaL3UKCbjyvji2aO+KbxNI1zS9We91OxmFZzrD8HmMiXXJCAI/frKO+Lrky78W3YGTQD4nt/8x/9aT60WpUnkCd7XcDBpOF9xPi0taaNzolR3nfhhuQ3DC3X/q9gz7b++/NXvqAFK5iKL9oS4wp8e15R2ksLy3gljPExzTvU8kEvsqyUvFIGrQbDoPJdKLPnwwvt+PH9yXAvCxRP7y6pwzpejkC1YraVbYM1tEM0kRl8iI5UpaaCLHEAbggIcVH04mHI46Zf8AkWpQTpWazQqCnV+eS21zuMmDLnbHzN/bvrIBhm1v7xcbQVEReItl082uekmcUljJg9fXV+msd80OWIh/2ffAeh8/WWTmxD9S1di2qSE52VXXxQVElCSxacJW73x/tdeDwTvxaX9rq0PVScIoK8eC2V6NVsgrXJ/D2waOtxwA+v4hTtfFJ5iKsq7AOwNFDuhbRwB+plqsqw3Gqx52asrNZQYOU3w/2MN2PRYcESe25vhvi9MsbAoZ0YkNgh9xcupV8XBmH0UquVl9Io5fPOLEH8uRvOyPym+/lF5446KBFfrSH3kHgb+Tn5fy9JRXKX0p5TC5Ts9PMFSGLTVaIX93cs0SvgdcFZfoTT72J58ePZQlkUcxb4SJ6Rmdw62r+YyGx36afCdx3XkY5OGc6EpQ1fS5degiQQggP33++tcmx1/9ChtBpfgK/9wDOLAGgPHdTzz5fHxI4DUnTotiIrmJNly3n15Yv1xaIexBNpufHvl4d970zzbgD9zE544NEEpejZPAVXkR2dXejJv+KhkbIuxDcCcwN+mtAEAcJPEOy+zEzPslzJaDBXKzLN6DPtgOhAQYgu6cAADMuKMB9MDFBuSWl5g0kdBJJPsVQqvkUUYwu8p1gdwstxKmycnVfwXBOZ7uXDA3Sp0rGzA4Tu56EQRIYB0cHCb2HQe8Do/CfUCeHogALjLJVOcsqJGoQXMebMTghP9934EeBr0Ve8WZ2S3wg/jnOtCjdxTT71pHB8eHHhPBJRnBPmtE0vvKKifR/dmIHHtPj6ZVuvPiZTsedMxzf08gzdmCGdOWThxuklDPfuiq7QPrHJrx6uVHCMGLOJT+dkrOAWJxuO7XoDlPHv0Yvc0e4GN6+HyV7/BXztQ7iZ4ZRch0DthhEl4HO8T8+2w7IS5giwAOwSsYeRNZKCvHTEEj01fpfjXuPvTuOCH7+DvfnD5v61TYkB09QujGnV8PEHb/pS+JV8CDgQNbgg6uk5X/fDLQNSY1aHbmq0jBB/ruKnRxhRU4iNlV+Hs+EBtgBviHgwMI+PIviV/Ytlh9woALPuctIfyvv74Bzpf5Gb8cwgswfRi3tuphmGxZ4PZ53tgF+VB3VvDeAS4IMOhEpr8JvidecZ5l1YVNJ+ilkf7XnR6FRWppc+YA23t6NEty08BPSvq5fbZ9LHFuRWFK5TZJqxGlUW90Tm3h4XXgXDosB+aOiZ0s8i3gPGD5NWhWUHekB5ysBIRSchVLcQCRK6DjEiCMmIKB8bZ1E+wIKcCO++rgWACTq4m/jO6I1ek6pNtPj8vtLmA+r2pqvdjq15UDvp9lowc8lHSL3KT+h4Q/H4BB5/uKjkx3ug6pUi6vQqVG6Oj2FQhwfQIXEG4nuBN820mdLYj73wCnsBc3k4CLZX7uqx7gsW+5HnD3LywzOIXbvjPL0p2tQ9UaUgm+cxERbgDc6G/ihpz60tkvvdMD+H16QI+PJg9fCH1cviZeD+/e+c/iJrx+9O2RE6fBtpf5LTLbcctx62lI3hC+FcCpKc31wOd+wbsPgGvC4eZUxH97/3D/GjaHkRcm8e+ZSGcI8QntUOxvGGDulyOuzvRShnjxo8MQWEt4TXVgJWxhpKE+hkjill4AHl7uw++RnmqXPHGLAfWm6pBuFRJOlgGW8gWncJ3G7OEiMhc7jjjbDpCEUxyHn2liquWmX7yx6cEzYmTC9geg9yELOooZ0s77gCHgMRaQFCxnK6bRwwXDxjDZAZtHlOsFjbEo3WsMzlhDE54euD7mv7z21jtv3vjw5nmjHInBJ4FVjJIZyT+2Dczz/yd3un+D+4sGPP4Dznv+Q1fA2rTVi0Km26H6HeCJLB3yNw1vLKXsJ97F8xv93PDokbwl44NqH5wUIxrLID4RotgBjp+U99YsOCiyhM7C9ZyeTVIBx3yx8HyNLeJD5konCRqCPsrBAzDLdUhDvAM/XsHRSqb2EkO9ndgCc3242ZVB3EkpQE9DWjCAFmT/loIDdLOFNoCe6nHicMjpJfn+eeHHPUIT5tdDF+6rxzmc4jszfeTKKhSUjsn1NlYM4CLjy/K2lKOyN38sGffT8zOjtb4MBnIGhpTui0lww5KLW3xn6kBn5QG787R3j0gCX2XvIo8717yyqwniagield3PQkpwkyWTe0mqznR8JMB6qfDolE33+8mFH4Hn+AX+HHSQ06bKF1kfTMZ1vpHcirLn0qiPxkyGFMF7E1IUCt8LtvG4Ydhy/Td2RXgJXDsOxVKFYWRx7mWFcWZGYBemm0ud1Oyu0Blev9jrX0DmJWOcjBP5U3y8smdpwc10Rdf1N4c716eDF+UASs2lBs2ot/vIw3bnhe4VOD1Poq3NVOlEKwoKYU/e//ruaXDF+srvnwAOPP2dO8FTdnV0peZSZ3zTdC4/cvunBIEsUMhfFgltkT1Ji1d4d4QfhvcFh+JlRkwk9E82qUSp26aheoQA0dUXbMQWnq0qfD24b2SBZBrhIeAm/UwBl0JsZiRjfh9flCRFdaZPVdVQ+HdDnBNT9g47h57Cg8BPQgzJU9ojnmVdSaRVAOfXsmGOdIrSLdMsyQnN4QQr/nE6p8+clAM471tdz+TAVvhysXnMc14UGEKAwLzqbGx4SYF7evr1ODu7xVFOPZo/hJ4NYLh7olisjZfeYBB6hfHoHrny47jr2z/147bzzNb/CsiQR29ycmc6cGfq/jVRl6ZZkrGBG9obfJPuF122/O04Sw3ohs8nJucsRKlSJhEZtiO+iti0b8YPfNtzp0kVkJRp261LszclCBw6X8Jd3d6ffEH+WeL1G8Owu+vHztufLe9cTCKyDcF3+U5S840er/e82Yoqpi7Wvbo0ywgFcCgI4OLrWQ14MgstlkXbMRcm4KROazziBXu58Io6d8XCzRDFY2CraZZnUyYwAvf2xfCcexDNitwIRJ4oociUfcvji9LqdCSRL3gzrohfnbvpOknoTkEnWZCaRZ49ILoD0SRweKu48TqFUVykE+QkfHAh8gjGuHznRFwEbsp3tivjLi7bWtBPL6ZYJ6btfR/xinefmSFYt7NC3PON4WV9J+/4cB9uP+1Z2B7gXrGB06lzBcU0gUKrriXee8lDf99Hsb3KeAVubWe3uZIuJ3sBBtJhH3AxMQyYNg3lTvMttOqKNn1eY2lgFnhbM9osONeMra3srvAZW07fBsqnOfnTvqcvCq26Tk0XFgI+GFtHUM5VikJwBRaGCVbHBnrE/93OyvwZwTSdVvNEWSDeS3fb24+bjF5/FHiUD8687CBLmRNl6z/cHqz2rHNc6EoXh+6LXDKMuSsF3ZRb3lyqFLl5uf6IOO5JuLPLuXvuV3s3Zl64Y4j8xiu6bBrdgBvIXcDe4iIXiI6//rtzIkpQML5bPepRdl1jFeSuENyAkWI62Sucq2IWvlb2Rm4csQCGt+Knqz/rzqGXXrjZoLH2Wo8oC3t7xq1kPM7NzZ85dfY42Sml/PvszFFFMxecqnpSEaPI23MZiG3X3k6jE8r3F2HDTa+qxbtqkqEqRrt056XsNssju7WNQnX2s6u6Xmphv3hj5Ypcdui7dK4J3l4QisiusmRSVSGheFYPeeobFNLWzJ5Hngt+XZPi+RmXqtQUmuQSuMUbycbN9HpyWn7NUnr3nNn4n0svdMT7AjiI0kKbFTeNMBdNIcCgdkJspy9Wd4C1Zo3c8m14MPPGRAAOTK4cYwGnyB5S3LTnBWmlYbZahdJVpQp4WLJ3fOXwe9v/GsKT/28UvH7E279zGsnOax/xgYKkK8iFtOC0S3M7uzQISEtZh1+cfOjSMZEfesHVWw4B3uuM/MfFS0iFuYs8O7NCVJ2tujv2RU9lPMRwnTB8zoggyve4SfB8LhCRCggx63MlJaAt3ufCh2fmfLXNhQkylPmre5jEnXpRtaw1W/TRokDi9X8w9cBKQrIAuMBlP3XZv2it2OTT6/OidZOH7ZVNi9dW80gl5Jqxj+Ebgh2wHxPrNp5vvh6ZJFbM7HNxEXQVgW7ttU0TKKVIUYaew/yNnU9/EdZ/ig/CNZNo4x/B+sZtt5cuplBi1Z9PUyie1YGj6B3GePbqs1dNOLF64ICkFzr2+Quyw5ZYdSom7zrBfJo5TL2qng8gTSlBQnrRiXSQnDgCuOTdDCBu9d/nvuJBvJQxRuETjalxvwKWWp6f9HrviYLcBLY3wDv9cxfAwwlthItrOwEX8fb9+LGSgJhHc6l176kl4T0odMkuWs6OtM91cG4ifLjSAbj7NO/s8IM0x4QqvORhi1XIBUQy1eiVNiZ6AcHLPm6Ex7l/kxS3694D8Wq0t3dcKZ539ubRXIa5dNyYcrkKXeUqttiXDvj7aerdPQ6vF7rztjJA05/HqeG2Jr/Q6UryyneLL+zH6U28ocSEKO72JfyStmAiin7StSlaY0iLkRxxx+4FlatNXFMsHMCVYNEjEbF+8tJeyUsy2bZAIGkonBaIrCnpbGNS0M1MwDRioh3AMFYMGxBYTI1++MUbDLcGTU24WQ5uT7mIrsDB2vroNXujx+pAdAwwMBRFcioHh/NoFsWWnnh3SC05RN8KyVPJ7vZ6+J/rDL4uPmA9cY7OFoK/gWDNHL7Os6WPCqejdGBhN0Knl+EUb9zijfWF7vrvrhhfossGLhguFzl38MPv0feIjBeL7wZTYtvah1arkAtgWQB4vXixdIzBDt7qynRJeCQeLk0Fixf/+LIsauKlnAsEklame25mblIqTQCWsabcTu1RtufdjaB1RW4p03MAuNN65xgWKnK6O0tW0jWGog5hWzkO4JVvHQc1zaYqku2wmwzEfuQzdQwkWjvFOzf59adChfmpeSSgif3VleTHhMXb25NzKQt0gOmhyY2bzB/f9PdAe60shHz7PUbX6OzR2sminZD5VchrFuZkYyskQn7i4/omwJ30/7XSYyNiYXppjyeki59cTY8FWFN1Y4ze1OoiFCfAg4hmpoVtIx9BjOE4i2q6TitU5nRCzyrOrtbGYzM5sbU/PzVtRdSLYEEnX0jasfWMtFnxz4qYdlg9brMVCvDhPXkkiaaojdF096HDogkXfYz/+Sj41IGUf6n9/X52NWUlxRCt9tMBLvIJt391E57tQbP67mTjW/mTuVXIahBBEfF4ibNkKDF688umD+h22bylyMzHuUXiXVPwOYXrolpcC1YezKwJnwXrkHTiOUu0N5yggNVaSPNSM15nodlYFm+0VQ8/+RUqxzaHYZkezWto/0eBlocTysE1adOpbbZJwBmdiF2FPMIztXFoLvtlboVbtXjXEUjBko2OX+U4NzUrfdWF00Yg0G4V8l9YyruTXtSsQjm0hN+kNKqi3YBZVY5tVqG9GYnrNgpJo6YnI2s6OMvzWVtUPbzSXYhmNczmExyF4zyaDdo5e6aZtfQDKaybLqLFmt7Ltn0DDfoqDgAnrsptXmOZWifUwvnizakzNcVTE0pPc1PTqnRV4c1ybMG+Zp1yZy5yVBPRm2UVU2Z1ekLLexVanfZ3ioH4YXfei1VQ9xJbH3vP4M2YOlkABwBTKZHapGmLYgxu01yxFc/apPmT8Hpz38l6uJ6yhW2TZm/qRhXfQnS0anobvS2nSSCGsuLNoVnedl0LAcxIME/Dv5/8XqpbhQScur7CQQfhrzasQo7q4ZzUDG4eNYskh934QHoF5ot3VzOkZUuzFf9MtlWOZybeRVMteV31UElTpEmzpELeRM3qOMqns4+SzcYOjU/gjGE20osNR/lYYTsBKYPYoWR+ZAH8kZQyN7vQDQYyGM57eZ5/KeUgM0hSoDRnJqPBKdVTVSiCRmsAap/sUCCoVXu9+Cdeyig7gUXg6PjPYlf4mlPTGwiAVFG8+dmTn78LvWR3ZW34Tvy7NTUDXIOPVg2yYw/OKx+68X4BWM3GoVzVwzni3WgoUENg31PZI10Mt8JtbivUVBTFVcBv6Hse5iWaABqI9wi6rDX7RqfCbd5kYCNdESDqYZ3/eVpOUBXNXWDL0g3J9OLg1leizByC04iTmH00LzXNbWhQQAXYIZ0QA6vxNIOYfTSvbDYeCgiJ/O8sN1tQ79QRABoNBSQ45q+8dO1yS2hz5QwgQK5i75e3jmhCe+xdC3b845H13LKtaLXgzlzkaG8MKT0eDuDX7WUsiynib7+T4Vt0rLima8Grcmx9Yr9HLC6X6J/UO3VkiXl/Cdxv5dCFKZxBz3KDY9fX7xDbVY4troa1SS2E+q9Dr2c3WnzGWQskTpPZBQDMrtti0C0OantvAxiuuw4JWVfHv5NenOm0P8n3Pc5dq1Gb7qYX2pmuI67MZBx7c9B9KbQ1PNbBgtRsKP26bvMFPkosoPmjsqzrbFKzdbS8XGoKXlsBtanI+Q6xXf+7aU23Nbxb2ZUz69hi2fQA+Nttk2+fLG8gtjmPWvAklybOMn0UFdqrQmkCLjAEORd+lWPLAimCDgJ6LStzbS7wASS2Q+TsJAF7jUJyZx+1uTwfF4RlmNIWS82+KFSP9qpQzEycHA+OvnTsLxOwM/uoWrzP7M1cFL4Bvlj4nhKVFrhb7mS8EJ+w+IdNmtnEUMCMBV6YTzNZAaGRdalAcvlQp9NkJiOxt/Cqym1epocONCq5vShaZuvVHPvv81KzOIZRFxYI6AuMOUcrVuMcABJHQ3v34x+tEhb7eTSzDkTx/NzFSPY+KoVty+J9eUTKEt1yYykAtvis0+D7veTXr9mzFNoxFBD6Gx87SU8osTU8+n7sX0mg+qO1k0RAGLwSNBmAtap01DnT/gk01ZzU337yq1eFYpRswGSYR9PSjyAOvveo46XDCXo6fFoHJ7uzbi03lhHA9oca+d0CwOfDCrfWOxndJ3b7n0stw9mNgtAYQ/IbRQDgrvV3pdvAo5f8V01JtZrpV6bOo2pShdjqKny1OephtTFGoj7IZ+4uggYxXC3Zl24Iq35jKRpFIEUb4zqmo98KaSFqpdO7IlQqUoupCbJYriSN5IXh103Nwlu6YtXNrqJoNrLmaLGf3ikPmocuPautwFvtABdOJG0ZLU4RGHRiWeIAdAKvxbHmNlshsSod4MQDwFefHbUQnuphizT97Xi5Wbq4tM1x+1bbdNvYK9w1lKKu6qGyColmESRS04+1YY8Wl0y1KTctUfTqLmPRYhptdtkGsQfvHdGIih//OA2I6FaDCeAmlusbLnKwz1j1AEBAojuIhnMFnuph+4soZF5z9DQCK/5xkxPTSmiRplW+faVpOKr9oC33LI1xJi6dNsOtTk0tCe0nvyvZ2FyjdshRPayWm03GkODR+NrX9awgUEVEsNRopdmxgIWHMWmhvSrUIx2vOPIAEVh6/pOBQzXmjr3rxQFZTU9DNJt3M2c9tqnIxQ2P8RfxJ/akq6cRpBeuwnFeSL5ODEChWjvJ7//brLW0VQ9bHNROB1DDZC5Ys9xUVtozWHGYIMRvpr87+v10HZSTQ2hvMbMq3M4gNQsnPGrlu5/81lY93BbsDC1jSkvMPFHSdJqEnedwmNzrFc3KlJ+X6XFBi5r0DjN2UbMmV6XItVw2HdLTJfU7bHlyihm39hrLEEotiK40SlPecxWO86rQ0jAa51RduYkHTBzd4INJOas3eo3kRdF0awYVTccGM5+8r4keYWk4gY6eZpBLCnvWca5ACqvMBauRmI3LCqVmPU8NIdTO9ObII5C9bc2KuLI3320OzZNLvk4MKnSf16vsoeKAzAzzavqe9tb0cKZDqSnU0ubVLT8+gp+fl5rB9zFpOEQZf5+gozcI0MsHcwRwGh594ifwr+/uG8YNMSckM2iufCSHEoNuJfLSCxfj9z7vuHkCX5mvetia7MBMTu9OP117HiTFvzf4fCnvw3mZ3iDwzE+Shn+o4ffos9uhn1w7s+I2Uma6mGOVqBJZSLFaXLcvFBj9N/77b1vw51XmSuaUzV5cjpeSqtVZ7lwbWz83+dW7QKKEV76vsAnhjqXEkFJKadS3JBH2/ZHclVKGfSmlRBq74WD2tWv+jSfVhBIrFt7Im3HqzEsvoZ2QNerLXeta77Wdj9yqFFReerHzUqbIrM4T747+wKdZHo8uKkvS8V6/tGu8/8iZiL1F4Zxn+AVGUr60w2UT9/nBCr4q08VISm8gpZSRTqYPgpG8JqUM4kyPDBEOpDwKx4WTYquQlBB32x9Ph62u6TSyGJkhzX6ng6xfdtZ/Ov61hZg95HRul82Dur3Yq4C9T7BXehoBD+qxHLx8aXN8z03uPFfMvjIn0xN0Fc5TeO2llbEhDOgzkiLP9BC3QiUY9G8JAPO5mQDd4cyjSCmQatIcy6Fnr6VrbTOaiUCKcOeMGA+in3lNSvnmwYs3PFX0g1maDQT4sSH402N2jV3jwPbuZ+fulSWSYtngBpHhDjB8Y98BNjYvnhvOvqVsqVU0bTW908lvcmmve+HfsWv85sPFw73js5bLtbFjGAU9sP9JKeWb0ohGvlykHdqKU5cXpGYE18PJp3uvP9R/qH/+T43nPhV93lG/x/Q8XidRct7EkMGXFnArQjUSoSgc3ji7NKLzebJZVE53rcAYmVahbtR3z/ellLerircKHkMp5Rtzy+Yxvev/sZy8snM9t3znU9UkrhkUz2S4hBlnlT3/w5IXi+EDFgdMdzU6nDj28ZVbj5l/YjxsTJ76kDyO8+5kQehTEMaXs+sQ4ELdQ1wycTD5F/GvIXCmz+RDequrTGGc5XyNaJyhuDiSUsoBjHallEEsxcJ+SQC+VrguZmguEv1U+rkM4kDC7KUeqDuee2pSsfH/7BuPCu3al69NpYANXN1J3vx4wePThcqeV+v99GKLgACOJ/7LaYi6Q10fAsai291kJKWk2PpmB+xkJHwO0niigjAsGbk6zBpktyfFcXj3LiYhPsbDHy8MJ0lvlstIShnnRfn5mN+LYCT/ak4VXR1LKWUQq1XhwB9IN7Xw5g/y90RR73K7Usp3pJSSfoAhgKfpJouT01ITLaAZJ4bh8gk1sxL8ONSUZj/oS5HS9Io0u1LKoxvJTT8Y2u5IyijLmqHoJhHXpeluDC/WIJjQHMX8YppBP+jLVImUYiilHN9ImF0TQD8msJbwCTOZPHC7STamvmdoDgQwzirg7docc5pRXGODQdANGUkpX5JS8jSrGIyklDI5KsmQUsqQjYRPLpEHQT+cT7PfvfhAShkOkDJNTS1EyW+c0f4wNHwuxskWJHsERlLmbXpM8/wszWiQVLhhGnIHC1hnHAy/Gb64CnS3YskuZgvDAqR1NhvAlXAXCOEwFzfTA1NO8luQOYafnl+dogfjj52D0ggOMHUOoha2APDt+ATyuTCK0c32FK5JJ7/pMBDnlKG4yqc6KKSPN++dMHcS6SmTscPTI3m0pwiqZXiZsaEprWoqyrsesfLlMPDctfEteRXiorHmZG/Nqw+FnkYzuGMpfM4DfZnV07GUMsKIVldW41GOEKQXMZJS+uRRhpS63k06GfVhmHRJ9KSRdM97hgAMOsZffuRBVpPE0DhygaIG1NmZCmpeYhSbjUYQUr4RMpLy0lBKr5BS0o1T6nIcT+YSMs7fCUqdRWXPMvauYW9ViVj6DqWUr0npZyJQSukXMzTIP8Ad54/DMs25mb7srppYnokDwIFBcWi1pN8W6pddeNyZ6gDOi2bZTahx0dtJWwl3XpydwnivyB8bZSk5vwotu12lPEewVXQpRyrSix8rPnVL78yl2ZMo+sv1EY/qZ1lnWgW3LxSujYPscqazk6NCIIl7utSqYBeud2oyqPWSq8+lgKAcfH9uaBt1QptLs4M3fZqoFvwegNHCtrGYzRwse9adF9cexYhXE1Rkur9UwK4FwP+0VCAZKguws3z4LdkAMOZqv0b/Kwrrp/UDHnpL+J5CxRB+Y/P3ccDLeJ7FfJrOZJlaGi19kHoJ82mqN+PWh7uU7ynMp7mxVEwtW3abT7O7lH01v70zRqG6TV9Gcn5zZfE7Gqig6SxhLbfYx24DFTTV3fd6aLh0cy7OqGcZtny6aAXN5Szr2Uv5nkYFTavViJbDfJpLNnfOct6nUFk2tauBtOLfK21bNami2fV1Q0vnK046LWntKebTNBatxNvPL7M5sbQzuttuI6TbZSsW2MIOxXAvdbcSv+02QlU07bholuTSCyK/vphfpjvmOwTAPlxv2U5oVdncAuDrxUeicF08E/AH6UXI5FNPvl/onhe4CBU0H3OBaSt5bn4pfju79B7AgXMyfga4/s+52x6/BBU0k+Il/cIz4ZEX0C8BHFhGxwDB3jXzhTfIZhhaZVmjTXeyNVn74ByQV+cJgHeExEnI5fZc3PYoQi3VIwQ4sem8cv++jYDAPrEOOsQtTcZHJOGJdgkmqB7yfflg5DKSUnr0wMNjLPNSMJTZHPEouUhnG0dVoWpj7ho5AA5+itOuiwd4hLA9X+9xkt8eQoDZtt3iykz3Tk+ZFPoabvyT3dv5q+l2jFjW/lzLmkc1TVf92CreCCA7/6sLOBt03Zbbylrau0WScC6zksYB2AbskZQhFo+/KcPw3RdIOYzkL9PvHMAej6KxWIGhC5JtNoHD1vsuVRVMxK/ENR0MN16nHA8VdAt+k+UT6Yz/8pNK0zW97mdb3d0373TjhQ7dAS53NgpnEMVnO+XL6L12+5ULTDw43f/8wUe/bDvAIAQ2Eo3CB4ln5H77Irlom16KytS0V/tv3so5QO3Ou9WYkIrGAppDH0rHdYYlGTWbdGfS65cLA56xkVwyN2/NethajtEcTBbQfGfqvlcsyldn3zfc+Ne2m3NSIPz9apoBlHrc3WJb/dvzuegdeqWEG6+6keLKq39rLrDCYFJRGyq8zq6v18HpSmC+/E9+4g44ngfAzfkzGX93OGleN5eaDa6HqxVudWmebaJ/5feMJ40L6Z2qNNVsVYN2G2kp5UBKKT8SvvViKn+z1R0qnbpmoCft8RvLW6/+wgOBPxYlJhlNrznNZpjOg1vRQPQob0CYpenOOL3vbGkmG5TellLeONk1REk9mEa27GeW5tMt0yxsQEho3gnryrxypmd12xhK7/nWaN578Jff/d3plXVePYIxBpkvIxp60pNSDsM4vPmruuZhWLh+Tcp7UoYnLlt2Etew9LIOzV6B5nSk2jSjwYNonN4Mon8yvdW0Oc3NjKZfDqQ+zUQcTaT8xoAe8rY8kQ/e+DNF2zDSoxkrhg/9bwfRp6Kc5vNjWcYimreklGMpvYtPrjj9YqRzCKzXpGnuDCWjG7ellPLe7ZhKgWY5lJjmy8l17FYWdf3X3lzb0dDJz1XSNHxWx8FI+lLKmRajQHNTQTMaXJDfGA7/RA7/crUr+lvjr7xdcNbEBTVN2/D/bHhLymAcyXnIaXprCppxr7s0pN+YZndqw2lMs8YuSClllPXti/s3Erc0Q0uKmqXJLsX7s63wKZ7y+i/JeisVoqrXlCq47rDf2tpv/LmndLkzbGcIcclZu8FDhyednu21sMissqJ29BaPGN4T98J4FZVx7XMXpH9PrvQq1oT4GmHnKWZVuBWQ9UUKw5SDI9986P4q3wJ38tF/swrZ8eMFeBq0dNBTEF0vtIAP/tr5H/6rNz70x0C+jrfrzgvObs6kUqpMkzx37wDvl7Jb8QXBl5tH7TX3WkaHDu4FIBo8KaWUN7xbbfbOrEa+/JknHYzh6LKU0vC/ET/ZajERbJ2Xq+pyp+Viv1e+tTW86tb0wulFupubPLt8q+F1gdycha8R+BRct3zr1PcaZWLQt2ccq1uhZWvTEjvNylClppddGctOQ4lGvpyZJxpGCZpF0ACK0VEVTat5DNMRiCaB+LOPznSTWFN4M0/apika+8yluzXrON9WV7NYtT3UwwK5+YJmcE75Vmh4Laj59oyjsgq5GqGXMeWzQqf3HCSicBZoPuDuz77dtln6Wm/9i19bk48POf1v/9ooNAB5cnozPpRlc/a1uqhqde6DgF2Y/NO3xh0OnjK/UTKLsUBDqkIrZyPvwylMBuP3f+2aJQSh5IvAt8o2MLQt7fptcCvgX//+Sf+zxkX+7d1vOUe4BLGRjqkTc8zK8qcYf/DysZF6AxY53PJtPFAZz26fS+ZdB9Ivlqrs3SAb61AMHL4L4l3GrFJqpZMg1cs87Zkn70pjOZW9PtZqHHPfVIkGf/bRmdLM630HDnfYBs7DHub74D39/tOmKLytezpo4bToNmq6Ab33uCZXsPpsYrKG66/0A65AVHNxb3Vqaivfbuku+8j39rd64HQxbSw+To+HTBmKg6DKHmwRKingN+dZ7lUkaSBeJPqVz/i/bfmI40tDXAge83mPBNFVBKLA2VahJPSe0fG6V/YQ8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*376 The location of plaintiffs’ properties is superimposed on the Supreme Court’s diagram in the DuPuy case. Prior to construction of the viaduct, Texland fronted on 17th Street and sided on Mary, and Kelly fronted on 17th Street and sided on Mary. The viaduct elevated 17th Street above the properties, and left access to the front by a way under the viaduct between the supporting columns; but 17th Street dead ends at DuPuy’s property on the north, and between Jackson and Webster on the south. Plaintiffs’ properties have access to Mary Avenue, and the City contends that Mary Avenue furnishes adequate access to plaintiffs’ properties. Mary Avenue is primarily a railroad street, with the main line of the Cotton Belt Railroad running down the center, and with 2 switch tracks on each side. The record reflects that in order to load or unload goods in and out of plaintiffs’ building from Mary Avenue, it is necessary to block the main line of the Cotton Belt Railroad.
This Court and our Supreme Court have considered the problem presented in DuPuy v. City of Waco, Tex., 396 S.W.2d 103, and in Archenhold Auto Supply Co. v. City of Waco, Tex., 396 S.W. 2d 111. In such cases the rule is laid down that a physical taking of the property is not required under Article I, Sec. 17 of the Constitution of Texas to entitle the owner to compensation; and that the test for such compensation is whether the plaintiff is left with reasonable access to his property. It is further held that whether the property owner has been deprived of reasonable access is a question of law.
In the DuPuy case, supra, the Supreme Court held that “It is not enough that DuPuy can get to the system of public roads and the traveling public can get to his building. We are clear in the view that the construction of the viaduct has deprived DuPuy of reasonable access which entitles him to invoke the provision of the Constitution requiring the payment of compensation when property is damaged for a public use.” As noted on the diagram, DuPuy had access to the streets of Waco on the lower level of 17th Street through the concrete columns, and access through a paved alley to Franklin Avenue.
In the Archenhold case, supra, the Supreme Court held that the property of Archenhold was more favorably circumstanced than the property of DuPuy, and that Archenhold’s fronting on, and access to Franklin Avenue, left him with substantial and reasonable access. The court further held that “one of two public streets (on which a property owner is situated) may be closed without compensation to an abutting landowner if the remaining street furnishes suitable means of access.”
In the instant case, plaintiff’s access is poorer and more restricted than that óf Archenhold, and we think no better than that of DuPuy.
Archenhold had access on Franklin Avenue, in addition to the lower level of 17th Street. Plaintiffs here have access to Mary Avenue, in addition to the lower level of 17th Street (which terminates on each end in a cul de sac). But Franklin Avenue is a main and unobstructed thoroughfare; and Mary Avenue is impaired and obstructed by the presence of three railroad tracks. The impairment and obstruction of a street by the presence of railroad tracks on same is obvious, and is recognized by the Supreme Court in DuPuy, as well as in Gulf, C. & S. F. R. Co. v. Eddins, 60 Tex. 656. We think plaintiffs’ access by way of Mary Avenue unsuitable because of the presence of the railroad tracks.
From the record, we conclude that under the authorities cited, plaintiffs have been deprived of reasonable access to their properties. The City of Waco’s contention is overruled. Affirmed.
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Cite This Page — Counsel Stack
425 S.W.2d 374, 1968 Tex. App. LEXIS 2531, Counsel Stack Legal Research, https://law.counselstack.com/opinion/city-of-waco-v-texland-corporation-texapp-1968.