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WHypPvOEr+4xm/JLeffaQ8+c7T5NMX75LPXHmSfP6dJ8hXbz5DPnPNLnniulPlkWtOk0e3Ty6+D3PnRUfIhy86udxR5VmvEFP6XkzxVowROPQ7IOa7K9Vzmr4PY9ZdvgOyesenGmLMA62CUjncKBczXK1DjBGIKn2IEXzW51eEPZ/GCjHqXZif/OQnrd+JsX6xfxVUzMlthoZyqFHnbp5jtrD6Uv8qOS2/E7PVFGL0OzVma5a+bIGlKLPVN9viMQIIIDB1geWF6CoE6HcXFt9NWf+f5Y4OxcXQ8sK674WVLD+Ks+/boi74Fhf5+sLLCDjFEHW5emI+1uNflzVePFbrd7gw1b21vl9ePNYHGP0xomq4XM/JOufSuM1z9ejalunzl/dFu133ia2vSru2p01zaDpeXcuij25jWb/zYRtgpa3SePT55jnrx037sDhuftRPN7e6X7e1+HhndX+sTmz3M1Hbl9mWyDPPPC2PXX+W7D338OJjYDsXHCePv3u3PHrZ8fKxV79CPnP5bnli+yR54h2nyF1vOUweeuuxctebXi6/9baj5PG375JPvuGX5fPXnyH3X36S/PYNr5KHrz5RHr/+NPnUO99Y7qjyrF+IqX4vxgwdqwt+I9io0GKeo4OOMSgzSGx8NGz53RV9uvlOTDVEmMdWQ6mOVze0vDfrrNozx2v5KNlqjKtOjNBjnm+Za6X70tM2f2K5VKHlExViuvx1slWeUH83rPhSve0L+20+CqYGaAkWG+NenKPD084Bo44zhNjGZNTTfXSqrytxjwACCExMwBomqiFm/bzx4skMKlUq8yLOfLw6z7jwanOBqfq65Tl5cd/6XSN1Ufmt556T75Quujq0a/MozclsSw28+lwHvvLHyboGv4Xzel4rItsD25hL41qsXykMLe0W/x6QZQ6l+rpT23n6mLrvsE/Mata+Sics/3CANl0eK8071Rwr4yqNoXJsY14Wv9LPgXHc1m5RZv5PgIpHqXujrVIf+iTj+MY41TnGcbNfXb3mXv1jl/vefZbcecFR8uHX/Q/y6QuOkU9ffrR85aZT5Z7zjpK737hLPvsu9V2Y4+T+i/bI41e9Up64SoWaPfLFdx8vD771KLn3wiPl3ot3y+PXvlIeueYU+fx7z5J7rntzTa8iPUOMGVCekmef1f8wpfkxMfNjX0/J88+v/w2ZVVAohmi2tfxC/zIYmMFmlRUq78SU2zL7NMdiBgzjo2SayPbOilG2CixmONGPVwMz+zD+MEHHEFP3TowKIvqmh97lXoUYv+/E6HdGqt910eXGnz7WfyJZ3a+SkCVYNA28FDws9UvHzcYs59pClLO+2RaPEUAAgSkJLC5WzI8iLS6g1xdI5eCyvlC1KyyPl0LE4szy/7Venqe/wyJSvKOy/iK5cRG16qhapp7fIt+6pTJW9Sd7jXZLF2TmxZm13er8lj6rv/y0OG6GkmJeRn/l59Uxrzp1PyguOlsGmKKV5RiNd87Ka2a3XYca2xjblq2nUe6z6rg+b/ORra/qWdX2FnXWc0gzx+qo1PNivVf7Y3nGcg3X+3lRXt4bzV/sX/9cLue/6mf53Nh3ep8vTEzTzXPLa2Weq2dolm3WL/el6yzu1Z9Y/pj6nstFR8snznmFPHzZHnn0ncfLF999guy89Uh58OIT5IFLj5Pb/v3L5VNvPlbuPe8Y2fe24+Xxd+yWr/36yfK5d58mj165Rz7yul+Wz737DHniXWfIvZceG+8fu9TDN9+9WF/kVwKCIwisrvtVY+Y7HpUL/lQhxpzLKhSZYy8NWAtU7+OFmJ///OdFeFH3Koj89Kc/Le7Vc12mwo0q1yFHnacem/8tQszNZpHlsS0EFG/HyHYpmOgy27sh+h0afczRpu7dFihKX/a3fM9GHW/58Tb9cbX6v26mB8M9AgggMGUBfYGk/5Sx8dGT4v/CVi6o9QWacdFc1VlcJOn2FvfmBac+f3EBqM8z+m0MG4sWFvWNesuxlfsyL8jMx3oU1bLF89UXs1d/Ynlx/mpuxgVkaR5Gub7YM0OPaqU43+G3al9/x8G41/ParF8ec/XiedWnbqvUd3X+6uy2ZQsT/RfpSvNssU8WtW192YzKc9QWyxEUd6V1CDDHTWezN+Oxnqv2rfy5b+PMDn9iufxzufknlsvHy38NcNO0ZFP6nwyb526uf11f5uxEVIj58JsOK/6q2Mfe9Mvy4BW75aErT5Av3vhKefwdJ8t9F/w7uf3CY+Xhi0+Ux7dfLZ88Z5c8vn2mfOU3Xi2/+97XFn8I4Pc++Kty76VHy90XHS53X3yU7Fy+W25725nljirPer4TU3yRRNbhZfnOQyWElP9dGP3uRE3QKYWF8js05iFr6FhO0Dy2rmO25fGdmMq87H1UhD2f2t6JUUHlwgsvlMcee0zuv//+Irj81V/9lfzsZz+T3//935c/+ZM/kde85jXy0ksvyZ/+6Z/K6173uuKYCi3mf71CjOVjZa4v+i/6XASXRXBoCDH6H7qsvHNjho72/86Lva/29U0xHiOAAAIIzErA9tGewQG+Ld8pXaQPPqAIA8hhjjmMIQJtxCbVvxNzx6W7ZN+1p8vD15wg915yhHz5lrPkyXecIE9e80p59J2nyueuPl6+fN3x8pFX/Tv56k2/Jp+5/Dh59PI98uhlx8nvXPdq+R9v/VX56vvPli++97Vyx/mHyWPXni4fvfSU2lH3DzGl75ksAsrqXYxV12Z4cAQd850Y4wv/ZlBQYWkdSMofGav2adYz65hfxi/9Q5vmOy41f51s3Y/5jkslkK3m7f/AFmJU+DjrrLOKgPKBD3xA/vqv/1oOHjxYvBvzyCOPyPve976iTIWaP/uzP5M//uM/ln/4h3+wvhNz443vaRicPQQsKi2OFf/oZPHuSf0X49fBQdezfOxs9W5K+RwzwOgBF6FJf1xtFXj0UX3vHn+7+rod7hFAAAEEJi2w8fn/5f+Bzi0wfHuf8W/iTHRFcphjDmMY2fI+/QdflweufbU88o7T5aGr9sjv3HymfOHGk+Sxq0+UfVcfL3ece4R8/spd8sWbTpXPX3uaPHHNifLk1SfLl7ZPla/9+unyXz74BvnKLb8iv/vBs+V3P/jG4s8rP3bdGfLxK2O/E7Px765svsOh1sIMFSqMrMOAXilL0NHfNzHuzUBitlltzzxm1hnLvxNj+2K/CjHf/OY35Rvf+Ib83d/9XRFS7rvvvuKdF3X+j370I1HP1XkqBD3xxBPFY9vHyW688UYNzz0CCCCAAAKzFtj4OFduAab4/tA+efH7016mHz83/BxzGMPYVll9sf/+K0+UT192gtxxwaGy753Hy2evO0U+c+XRctcbjpT/fP0ueeiSk+S2s18md110lDx+zR555PJfkc9edZh86eZT5aErjpYv3vQa+Z2bT5ev3foGeeL6M+SBq0+X97zlxFqKAO/ElP80cendDbPr0jst5XdUzNPM77+swo5Z10gkZlBpH2IWvZl19Ts8Zlm1PVWrOjbnXM0JeT62hRj9vRcVUvT3YNS7Luq5/g6Muldl6qYe6zrmMNT5hBhThMcIIIAAAggggAACPgLPPfusHHnkkXL0kUfIkUccKbuO3FXcH3XkEXKUen6EKl/fjjpCletzjyyO7TpiV3GuOk/V0fXqxhMkxNR1wDE/AdvHyfxa2qylwg0hZtOFEgQQQAABBBBAAIFxCBBiMl2nWCFGBZh//Md/bPEnljOFYVgIIIAAAggggAACsxcgxGS6BWKFGDVdPk6W6aIzLAQQQAABBBBAAIFWAoSYVkzpT7KFGP39F/09F/VcP9b3+jsx6l6FFf19GXMGquymm5r+nRizBo8RQAABBBBAAAEEEMhHgBCTz1qURmILMaUTHE9UeGn6T4WYG264oek0jiOAAAIIIIAAAgggkKUAISbLZRFRf51MBZIuNxVO1DsyTXUW78TclOnMGRYCCCCAAAIIIIAAAvUChJh6H44igAACCCCAAAIIIIBAZgKEmMwWhOEggAACCCCAAAIIIIBAvQAhpt6HowgggAACCCCAAAIIIJCZACEmswVhOAgggAACCCCAAAIIIFAvQIip9+EoAggggAACCCCAAAIIZCZAiMlsQRgOAggggAACCCCAAAII1AsQYup9OIoAAggggAACCCCAAAKZCRBiMlsQPZy/+Iu/kH/913+Vl156aXkzH+uyl4pzyuety1R5cXtJ3S/q/OtLi3Zuuol/J0Zbc48AAggggAACCCAwLgFCTKbrpf6xy1j/8Y9dxpKlXQQQQAABBBBAAIEUAoSYFMoefbhCzC9+8QuP1spVVIi54YYbyoU8QwABBBBAAAEEEEBgJAK9QswPn39K9u7dW3979oVBKMyxPfX8DwcZQ59OCTF99KiLAAIIIIAAAgggMGWB+CGmCDlPSeocMdUQY25G33dleCfGVOQxAggggAACCCCAwNgEEoUY9W7Ns5LyPZmxh5jvfe970faSCjE33nhjQ/sHZGdrS7astx054Kx9UPZvb8nW9n45uHHOos0dd2URWdbX/VpOPrBjjMtyfNHtoh3b4Xb1NwZPAQIIIIAAAggggEAmAsFCjPUjWy88W/qomfWcSBCEGDdslxDjDAHWkCIiB3Zka3tbtre2Zf9GimkKMdUAtHxuDOLg/m3Z2tIhatHe9mZHooOKUbUAaVvfrccRBBBAAAEEEEAAgaEF4oYYNTszyDz1vJS/nfKCPGv7Tk3d92jM9pZ1beFoI8RU622MZeilKPefyzsx1RBQjPLgfkdIURlmS1SoKELERuWGEKMCUDX8lPpahJpSaClCk/muz6KPRZDakvIQ2tQvrwPPEEAAAQQQQAABBPITiB9i5Ify/FP6y//Gd2N++Lw8ZQswuswSMl54Vrdjua+cb4YY5x8fqNTJaXlGGWLMwFEEEv2OiZZtE2IqdYo2dRix1Df7VN2ofovkYjlXLGXV+nqo3COAAAIIIIAAAghkK5AgxKg3Y3To0CHGDDbmd2XMcn3u0s58J8UIH+u294r5Bk41xKyPme/+VPrIaJlihpif//znrb8TU34nYwFUvMti+ThZ8VGtVbnlXQ9biDDNne/ELEOMLXDYyoo2WwYWZ31zYDxGAAEEEEAAAQQQyElgoBBjIbC8M7MOHrYgtGzDrGeEm1KIMRsqPuGmQ1U5+FhGNVhRrBCj/qLZ3//938tNN93UMLdFCLB+sX8VVMwmNkNDOdSoczfPMVtYfal/lZyW34nZagox+p0aszVLX7bAUpTZ6ptt8RgBBBBAAAEEEEAgJ4FBQ4z5LortI1/r7GG+e2K+c+OmNENM9Tsz5jF7H+uQs9cIRu7ewh+JGWJ+9rOftQ4xqzyh/m5Y8aV62xf2lx/jWn3hfumxERAswWKDbnGODk87B4w6zhBiG5NRT/fRqb6uxD0CCCCAAAIIIIBAbgIJQoztI2Jm2TIwLNOEGWzsAYMQ03cTqb9O1vadGDPErN4pqYaV6p9F1n8eWd+vGrEEi6bJlIKHpX7puNmY5VzbO0HO+mZbPEYAAQQQQAABBBDISSB+iLF93MtWtlQhxCwgbO/EqI+CmTcVRtRzfW8e04/1MXPTLULMe8wiy2NbCCjejpFtFU5WwUSX2d4N0e/Q6GOONnXvtkBR+gMBlu/ZqOMtP96mQ1j9XzfTg+EeAQQQQAABBBBAIFeBuCHGDCt798rqY13ml/TXb7eIlP6SWfn7KutwU/0yvv2jZuZHxlb9LlfBPFbqPqNVcoWYP//zP5ef/vSn8jd/8zeivqD/0ksvFSFGBRN1+6d/+qfiXh37l3/5F1EfHVPl5n+LEHOzWWR57A4c1Y+Vub7ov2h00c4iOLjbXJy7/A7MKiCZdZdntPx3Ylzfv1mMXf8FtM32LRAUIYAAAggggAACCGQmECzE2L7TUi4zPgZWCjfrcjNcqLqlgGEGH+N7KqU6RgWzfCohRoWPRx55RO6++24555xzihDz/e9/v3g35kMf+pDceeed8lPdYtAAACAASURBVJd/+Zfyt3/7t/Ktb31LvvGNb8iPf/xja4i58UbPd2KKDby4+C/+0cni3ZP6L8avg4OutyX6Oy+r+9W7KeVzSu+aLH94itC08VG16k/Wop1VHjIOt6tvVOAhAggggAACCCCAQFYCiUJM9d0Ty3di9L8PY9wbmaRAW78bY3zxfnX+Ogypk6cYYtS7Kw8//LDcf//9RYj5+te/Ln/0R39UvBvze7/3e/KlL31J/vAP/7AINyrEPPbYY6t3Zsxdp8JQc4gxa/AYAQQQQAABBBBAAIF8BKKHmOq7IObUq6GkONd8l6aaYlRl8x0ZHWAs5409xLz44osmVfFYfc9FfZRMhRB1U6FG36vH6qNj+uNj+rsyqrz63yLE3Fgt5jkCCCCAAAIIIIAAAqMQ6BViRjHDkQ7S9p2YUFMhxISSpB0EEEAAAQQQQACBIQQIMUOot+gzZohRX/i/8UbeiWmxDJyCAAIIIIAAAgggkKEAISbDRVFDihVi9EfSmv+dmExhGBYCCCCAAAIIIIDA7AUIMZlugboQo/8NGHXv85/6OBkhxkeOOggggAACCCCAAAI5CBBiclgFyxhsIUaFlh/96EfFn1Q2/z0YHWZs4UYFFn1cd7P4TsxN+in3CCCAAAIIIIAAAgiMSoAQk+lyffe73139FTIVOtrezL9e5qqjQg3vxGS68AwLAQQQQAABBBBAoFGAENNINMwJJ510kpx88smi7tveTjzxRFG3pvNVuzfccMMwE6NXBBBAAAEEEEAAAQR6ChBiegJSHQEEEEAAAQQQQAABBNIKEGLSetMbAggggAACCCCAAAII9BQgxPQEpDoCCCCAAAIIIIAAAgikFSDEpPWmNwQQQAABBBBAAAEEEOgpQIjpCUh1BBBAAAEEEEAAAQQQSCtAiEnrTW8IIIAAAggggAACCCDQU4AQ0xOQ6ggggAACCCCAAAIIIJBWgBCT1pveEEAAAQQQQAABBBBAoKcAIaYnINURQAABBBBAAAEEEEAgrQAhJq03vSGAAAIIIIAAAggggEBPAUJMT0CqI4AAAggggAACCCCAQFoBQkxab3pDAAEEEEAAAQQQQACBngKEmJ6AVEcAAQQQQAABBBBAAIG0AoSYtN70hgACCCCAAAIIIIAAAj0FCDE9AamOAAIIIIAAAggggAACaQUIMWm96Q0BBBBAAAEEEEAAAQR6ChBiegJSHQEEEEAAAQQQQAABBNIKEGLSetMbAggggAACCCCAAAII9BQgxPQEpDoCCCCAAAIIIIAAAgikFSDEpPWmNwQQQAABBBBAAAEEEOgpQIjpCUh1BBBAAAEEEEAAAQQQSCtAiEnrTW8IIIAAAggggAACCCDQU4AQ0xOQ6ggggAACCCCAAAIIIJBWgBCT1pveEEAAAQQQQAABBBBAoKcAIaYnINURQAABBBBAAAEEEEAgrQAhJq03vSGAAAIIIIAAAggggEBPAUJMT0CqI4AAAggggAACCCCAQFoBQkxab3pDAAEEEEAAAQQQQACBngKEmJ6AVEcAAQQQQAABBBBAAIG0AoSYtN70hgACCCCAAAIIIIAAAj0FCDE9AamOAAIIIIAAAggggAACaQUIMWm96Q0BBBBAAAEEEEAAAQR6ChBiegJSHQEEEEAAAQQQQAABBNIKEGLSetMbAggggAACCCCAAAII9BQgxPQEpDoCCCCAAAIIIIAAAgikFSDEpPWmt4gCL7zwguhbxG5oGgEEEEAAAQQQQGBgAULMwAtA92EEquFFP3fdh+mVVhBAAAEEEEAAAQSGECDEDKFOn8EEdEhRDarHbf/T9Vz3bdvhPAQQQAABBBBAAIH0AoSY9Ob0GEigGlqqz/t04wo3urxP29RFAAEEEEAAAQQQ6CdAiOnnR+2BBGyBxVYWa3g6zLjuY/VLuwgggAACCCCAAAIihBh2wegEXGHFVT7EBF3hRpcPMSb6RAABBBBAAAEEpiJAiJnKSs5kHnVBpe5Ybjw6zLjucxsv40EAAQQQQAABBHISIMTktBqMpVagKaQ0Ha9tPLODrnBjlmc2ZIaDAAIIIIAAAggkEyDEJKOmoz4CbQJKm3P6jCG3umagsT3ObbyMBwEEEEAAAQQQCCVAiAklSTtRBPTFeZvG5xZimky0neu+qT7HEUAAAQQQQACBXAUIMbmuDOPq9O++KC5CTLdN4wo3urxba5yNAAIIIIAAAgikEyDEpLOmpw4CPoHEp06HIc3uVB1mXPezA2HCCCCAAAIIIJCNACEmm6VgIFrAN4z41tP9ct9NwBVudHm31jgbAQQQQAABBBBoL0CIaW/FmQkE+gSRPnUTTG12Xegw47qfHQgTRgABBBBAAIFgAoSYYJQ01FegbwjpW7/v+KnfTcAVbszybi1yNgIIIIAAAgjMRYAQM5eVznyeIQJIiDYyZ5rd8MxAY3s8OxAmjAACCCCAAAKFACGGjTCogL4wDTEIQkwIxXG1ofeP635cs2G0CCCAAAIIINBWgBDTVorzgguEDh2h2ws+YRpMLuAKN7o8+YDoEAEEEEAAAQSCCBBigjDSSFeBGIEjRptd58X54xLQYcZ1P67ZMFoEEEAAAQTmI0CImc9aZzPTWGEjVrvZwDGQ5AKucKPLkw+IDhFAAAEEEECgECDEsBGSCsQMGjHbTopEZ6MR0GHGdT+aiTBQBBBAAAEERiZAiBnZgo15uLFDRuz2x2zP2IcRcIUbs3yYkdErAggggAAC4xYgxIx7/UYxen3BFnuwhJjYwrQfQ0D/fLjuY/RJmwgggAACCIxdgBAz9hXMfPwpg0XKvjJnZ3gTEnCFG10+oakyFQQQQAABBFoLEGJaU3FiV4HUoSJ1f109OB+BGAI6zLjuY/RJmwgggAACCAwtQIgZegUm2v8QgWKIPie6fExrQgKucKPLJzRVpoIAAgggMCMBQsyMFjvVVIcKE0P1m8qVfhCIIaDDjOs+Rp+0iQACCCCAQF8BQkxfQeqXBIYMEkP2XULgCQITEnCFG10+oakyFQQQQACBEQkQYka0WLkPdegQMXT/ua8P40MghoAOM3X3MfqlTQQQQACBeQsQYua9/kFmry9egjTWoxFCTA88qiIQUUC/RrjuI3ZN0wgggAACExUgxEx0YVNNK6fgkNNYUvnTDwJTEHCFG10+hTkyBwQQQACBsAKEmLCes2ott9CQ23hmtRmYLAIRBXSYcd1H7JqmEUAAAQQyFSDEZLowuQ8rx8CQ45hyX0fGh8AUBFzhRpdPYY7MAQEEEECgLECIKXvwrIVArmEh13G1IOUUBBCIKKDDjOs+Ytc0jQACCCAQSYAQEwl2qs3mHBRyHttU9wPzQmAKAq5wo8unMEfmgAACCExNgBAztRWNOJ/cQ0Lu44u4NDSNAAIRBXSYqbuP2D1NI4AAAghYBAgxFhSKygL6F3e5NL9nhJj81oQRITAXAf066bqfiwPzRAABBFIJEGJSSY+0nzEFgzGNdaTbgWEjgICngCvc6HLPZqmGAAIIzFaAEDPbpW+e+NhCwdjG27wCnIEAAnMR0GHGdT8XB+aJAAIItBUgxLSVmtl5YwwEYxzzzLYV00UAAU8BV7jR5Z7NUg0BBBAYrQAhZrRLF2/gYw0DYx13vJWkZQQQmIuADjOu+7k4ME8EEJiPACFmPmvdaqZjDgJjHnurxeEkBBBAwFPAFW50uWezVEMAAQQGEyDEDEafX8djDwFjH39+O4IRIYDAXAR0mKm7n4sF80QAgXEIEGLGsU5RR6l/aUXtJEHjhJgEyHSBAAKzFdC/K1z3s4Vh4gggMIgAIWYQ9nw6ndKF/5Tmks8OYSQIIIBAOwFXuNHl7VrhLAQQQKCdACGmndMkz5raRf/U5jPJTcekEEBgtgI6zLjuZwvDxBFAwEuAEOPFNv5KU7zgn+Kcxr/TmAECCCDQTsAVbnR5u1Y4CwEE5iJAiJnLShvznOrF/lTnZSwdDxFAAIHZCugw47qfLQwTR2CmAoSYmS38lC/0pzy3mW1TposAAgh0FnCFG13euUEqIIBA1gKEmKyXJ9zg5vAiTogJt19oCQEEEJiagP49WHc/tTkzHwSmLECImfLqLuc2l4v7ucxzBluWKSKAAAKDCNQFHH7HDLIkdIqAU4AQ46SZxoE5vejOaa7T2J3MAgEEEBiXACFnXOvFaKctQIiZ8PrO7aJ+bvOd8NZlaggggMAoBQg5o1w2Bj1SAULMSBeuadhzvKCf45yb9gHHEUAAAQTyESDk5LMWjGT8AoSY8a/hxgzmejE/13lvbAAKEEAAAQRGKUDIGeWyMeiBBAgxA8HH6nbOF/Jznnus/US7CCCAAAL5CBBy8lkLRjK8ACFm+DUIMgL9whaksZE2QogZ6cIxbAQQQACBIAL6WqDuPkhHNIJABgKEmAwWoe8QuHhfCOLQdydRHwEEEEBg6gJ1AYffo1Nf/WnNjxAz8vXkBWe9gFisLXiEAAIIIICAjwAhx0eNOkMIEGKGUA/UJxftZUg8yh48QwABBBBAILQAISe0KO35ChBifOUGrscF++YCYLJpQgkCCCCAAAIpBQg5KbXn3RchZoTrz8W6fdFwsbtQigACCCCAQC4ChJxcVmL84yDEjGwNuVB3Lxg2bhuOIIAAAgggMAYBQs4YVimPMRJi8liHxlHoH+rGE2d8AiFmxovP1BFAAAEEZiGgr4fq7mcBwSSFEDOCTcDFebtFwqmdE2chgAACCCAwZYG6gMO1wnRWnhCT+Vryw9Z+gbBqb8WZCCCAAAIIzFWAkDONlSfEZLyOXJR3Wxy8unlxNgIIIIAAAghsChByNk1yLCHE5LgqIsIFefeFway7GTUQQAABBBBAoJsAIaebV6yzCTGxZHu0y8W4Hx5ufm7UQgABBBBAAIFwAoSccJZ1LRFi6nQGOMaFuD86dv521EQAAQQQQACBNAKEnDDOhJgwjr1b0Ru6d0MzboAQM+PFZ+oIIIAAAghMREBfE9bdT2SqvaZBiOnFF6YyF984hhGgFQQQQAABBBCYg0BdwJnLdSUhZuCdPpeNloIZyxTK9IEAAggggAACOQtsbQ1/eb93797oRMPPMvoU8+2Ai+6wa4NnWE9aQwABBBBAAIFxCagAQ4gZ15qNbrRccIdfMkzDm9IiAggggAACCOQvYIYXQkz+6zXaEXKxHWfpcI3jSqsIIIAAAgggkK9ANbRUn6ceufooGR8nS62eoD8utOMhYxvPlpYRQAABBBBAID8BW2CxlaUcOSEmpXaCvtQFNhfZcaHxjetL6wgggAACCCCQj4ArrLjKU41ch5jY78bwxf4EK8rFdQJkEUJiGmZ6QQABBBBAAIGBBeqCSt2xFMMmxKRQTtAHASYB8rILrNNZ0xMCCCCAAAIIDCPQFFKajscctRlgeCcmpnTktrmojgxcaR7vCghPEUAAAQQQQGAyAiqctAkobc6JhUKIiSWbsF0uqBNiL7vCPL05PSKAAAIIIIBAfIEuwaTLuaFHXg0xMd+N4TsxoVeP72ZEEG3XJCGmnRNnIYAAAggggMB4BLqGkq7nh5QgxITUTNiWuojmQjoheKUr7CsgPEUAAQQQQACBUQv4BBKfOiGQbAGGd2JCyEZugwvoyMAtmmcNWiBxCgIIIIAAAgiMQsA3jPjWC4kSM7zocfJxMi3R456L5x54AauyDgExaQoBBBBAAAEEBhPoE0T61A01YUJMKMmI7XDhHBG3Y9OsRUcwTkcAAQQQQACB7AT6hpC+9UOAEGJCKEZsg4vmiLgeTbMeHmhUQQABBBBAAIEsBFT4CBFAQrTRF4QQ01cwYn0umCPiejbNmnjCUQ0BBBBAAAEEBhUIGTxCtuWLQojxlYtcj4vlyMCezbMunnBUQwABBBBAAIHBBEKHjtDt+cAQYnzUItZRF8lcKEcE7tk0a9MTkOoIIIAAAgggkFQgRuCI0WZXFEJMV7GI53OBHBE3UNOsUSBImkEAAQQQQACB6AKxwkasdruAEGK6aEU8l4vjiLgBm2adAmLSFAIIIIAAAghEE4gZNGK23RaEENNWKuJ5XBhHxA3cNGsVGJTmEEAAAQQQQCC4QOyQEbv9NiCEmDZKEc/hojgiboSmWa8IqDSJAAIIIIAAAkEEVLhIETBS9NEEQohpEop4nAviiLiRmmbNIsHSLAIIIIAAAgj0EkgZLFL25UIhxLhkIpdzMRwZOFLzrFskWJpFAAEEEEAAAW+B1KEidX82GEKMTSVimboI5kI4InDkplm7yMA0jwACCCCAAAKdBIYIFEP0WUUhxFRFIj7nAjgibqKmWcNE0HSDAAIIIIAAAo0CQ4WJofo1QQgxpkbEx1z8RsRN2DTrmBCbrhBAAAEEEEDAKTBkkBiybw1CiNESEe+58I2Im7hp1jIxON0hgAACCCCAQElABYihQ8TQ/SsQQkxpW4R/wkVveNMhW2Q9h9SnbwQQQAABBOYtkEN4UCuQwzgIMRF/FrjgjYg7UNOs6UDwdIsAAggggMDMBXIIDnoJchgLIUavRuB7LnYDg2bSHOuayUIwDAQQQAABBGYkkENoMLlzGA8hxlyRAI/VRS4XugEgM22Ctc10YRgWAggggAACExXIITBUaXMYEyGmuio9nuewoD2GT9UWAoSYFkicggACCCCAAAJBBHK9tsxhXJMJMSkm0rQb1YI23Zra4HjeAoSYvNeH0SGAAAIIIDAVgRyCgssyh7GluPbfcgGELE8xkabxtllQQk6TYt7HCTF5rw+jQwABBBBAYOwC+lox53m0ueaNPf4U1/6EmA6rqDeu675DU5waQYAQEwGVJhFAAAEEEECgEMghHLRZihzGOakQk2IydQubYkFd4cYsrxsjx/oJEGL6+VEbAQQQQAABBOwCKa4j7T13L81hrCmu+5O9E5NiMnXLnMOCqvGZgcb2uG4OHKsXIMTU+3AUAQQQQAABBLoL5HIN2XbkOYw3xXV/9BCjJqFvbfFjnJfDgraZly3YmGVt2pjrOYSYua4880YAAQQQQCCOwFiuH83Z5zBmQoy5Ij0f57CgPadQVDcDje1xiD7G2gYhZqwrx7gRQAABBBDIT2Cs1445jHtyISbFhFw/AjksqGtsIcttwcYsC9lXbm0RYnJbEcaDAAIIIIDAOAXGfN2Yw9hTXPMn/ThZigm5flRyWFDX2FKWm4HG9jjlWEL3RYgJLUp7CCCAAAIIzEtAXxuNedY5XPOmuOaPGmLUBKq3oTZFDgs61Ny79Kt/eOvuu7SX8lxCTEpt+kIAAQQQQGBaAlO5VsxhHoSYgD8bOSxowOkM2lRdwBnSmRAz6LagcwQQQAABBEYrMOT1S2i0HOYyyRCTYlK2zZDDgtrGNcUyZV13izVnQkwsWdpFAAEEEEBgugJTu0bMYT4prvejfpxMb/cUE9F9ue5zWFDX2OZWXhdw+qwTIWZuO4n5IoAAAggg0E+gz3VHv57j1c5hTimu/Qkx8fYQLXsK+IYcQownONUQQAABBBCYoUAOF/sx2HOYFyEm4MrmsKABpzPrpnxDzqzRmDwCCCCAAAIIFAL6OmKqHDlc8xJiAu6uHBY04HRoyiKg34nRL06ue0tVihBAAAEEEEBgBgJzuB7MYY6EmIA/TK4FdV3ous4POCSaCiygQ0xTs3Vrro81tcFxBBBAAAEEEBiXwFyu7XKYJyEm4M+Ga0Fd5aprdazuFnB4NBVAoG2IadNV3brX7Zk2bXMOAggggAACCKQVmNPv7hzmSogJuL9dC+oqb9O1qlt3a9MG54QRUAGm7haml3UrdeveZ0+te+ARAggggAACCIQQmNvv5RzmS4gJsXOXbbgW1FUeomvVdt0tRB+0IUV4aXKoCzgh38HR46hb95h7TvfPPQIIIIAAAggsPlUzN4e5XGfM/k8sD7nQXOj2f1kJFUAIOf3XghYQQAABBBDISWDIa7whHeYyb0LMVhICr71MyKlnCxVg6ntZHCXktFHiHAQQQAABBIYX0NdPw49kmBH0CzEHZf/2luwcaBr74jxtvWWpcGDH+ESS5XhTD03Hk1zBp/hcXONEHWGl30I39Rr3+GrjOD62Frf3YVtPGWDazJSQ00aJcxBAAAEEEIgrMObrulAyfQx08KjPHMsAs71fDhaDXj43Kh3cvy1bWzuyyEIHZGdrS7b3L84ONs9QDdW1Q4ip04l3rCnk9Nnk8Ubd3HJuAaZ5xIvv7dQFnTZtdDlnqmvfxYBzEUAAAQTmJTDW65rQq+TnsAgaW9vbsr3V8E7MgR3Z2tqWUiY5uF+2V2WLUFMKLarOKvSEmTHvxDjeoQnDm38rTRe7uc1gjAGmjWFdwIk157GtfRtHzkEAAQQQmKeA34X7NK28LFTIKN5JWYQZ402VTaQixOh3WZaHixCjw4+ljVLI0ceXwWn5iaIi9Czb0dcopSBUGQkhZuYhprIfNp7qTeS636gQsSDWxXzEIQdruinkxLBxrbkuDzY5GkIAAQQQQKCHgPq9xH9rgX4eOmCs29t45HwnZhliSoFlWbtUpsOLEYSKNtV3aKpllXd8jMEkWXU+TmaIT+yhvqB13YeaboyL9FBjy6WdpqATepyuNdflofujPQQQQAABBKoC6ncO/5UF+pm0CDFS/Q7M8rn+GFopsCzHtnyHZfEOz6KP8rsstn5tZeu5Jll5QswafG6P9AWt676NBwGmjVLzOYScZiPOQAABBBAYj0C/i/XxzLPrSPu51AeH9VgW5+nru50DRj1niNHvqhjnrhpsW7aqIIQYEvx6NwzwSG9+1z0BJt2iEHLSWdMTAggggIC/gL5m8G9h2jWVj/9/tjDRorVScLG00XRcLHWsZeux9JnlupWGR7wT0wDEYauAuqjWL1Sue2tFCqMIEHKisNIoAggggEAHgX4X6B06GvGp/YxsYaKCUQoky2OlL/s3/XUyWx9ty9ZjIcT0SqtrSB6FFWj7Dowr3JjlYUdGay6B3EJOvxdx1ywpRwABBBAYSoDX9Xby/ZxsYaLab/U7MYs65ndc6v+dGFsfbcvWYyHEEGLWuyGTR20DTNvhmoHG9rhtO5zXTyB1yFGjta23WdZvRtRGAAEEEEgloF67+a+dQD8rW5gQKf4RzNLfXV6cp3+nmgFGj1L/w5nFOZa6pSLrR8fsY9HtJ9kRfJxMc3PfJBA6wDT1p47rH0DXfZs2OKe/QFPIibE3XGuuy/vPihYQQAABBPoKqNdk/msvEMfrgOyUU0f7AUU6M8muIMREWr2JNRvjIjUEkb6gdd2H6IM22gk0BZ12rbQ/y7Xmurx9S5yJAAIIIOAjoF5v+a+bQBSzAztie7el28jCnp1kZxBiwi7aFFvLNcC0sdYXtK77Nm1wThgBQk4YR1pBAAEEchCIcjGew8QijyGG28H9O7L/YOSBd2yeEEPC77hlwp8+5gDTRsMVbnR5mzY4J4wAISeMI60ggAACMQX4/dhPN0aI6TeiOLUJMYSYODurZatTDzBtGPSLteu+TRucE0Ygt5Azl19EYVaPVhBAYAoCvO71X8W5GBJiCDH9f1o8WyDAtINzhRuzvF1LnNVXIHXIUeM119n2uO+cqI8AAgjkIqBe4/ivv0AOjim+SpJkt6SYSNOSuxbUVd7UHsf7CRBg+vlVa6t9bN6qx3meRoCQk8aZXhBAYHoCXI+FW9McLFNc+xNiSP3hfmpatkSAaQnleVoOL16eQ598taaQE+Nnwwy3tseTR2eCCCCQvQC/t8IuUQ6ehJiAa+paUFd5wK5pyhCIcZFmNM/D5cePukKon4O6W9f2ON9foCno+Ldsr1m37rw+2s0oRQCBcAK8zoSz1C3lYEqI0asR4N61oK7yAF3SREWAAFMBifTUZ0831VHH626RpkKzFgFCjgWFIgQQGJ2A/p0yuoGPYMBNv9NTTIEQE1DZtaCu8oBd05SIEGDSbQOfPe1Tx5yRql93M8/lcVwBQk5cX1pHAIH+An1/5/QfwbRbyMGXEBNwj7kW1FUesOvZN0WASbsFfPa0T50us1LtN926tMe5/gK5hZzYe89fipoIIBBDgJ/5GKrlNnMwJsSU16TXM9eCusp7dUbllQABZkWR7IHPnvapE3pCagx1t9D90Z5dIHXIUaOoW/cc9qZdilIEEOgqwM9zVzG/83NwJsT4rZ21lmtBXeXWRijsJECA6cQV7GSfPe1TJ9iAWzakxlh3a9kMp/UUIOT0BKQ6AjMVGMPvmaksTQ7WhJiAu8m1oK7ygF3PsikCzHDL7rOnfeoMN0N7z2oOdTd7LUpDCzSFnBivDXXrPoW9HXqNaA+B1AL8HKYVz8GbEBNwzV0L6ioP2PXsmopxkTI7xB4T9tnTPnV6DHGQqmqOdbdBBjXTTpuCTmiWunWfw94P7Ul7CHQR4Gesi1aYc3MwJ8SEWcuiFdeCusoDdj2rpggwwy+3z572qTP8TMOOQBnU3cL2Rmt1AoScOh2OITAOAf16Oo7RTmuUOfxOJ8QE3FOuBXWVB+x6Nk0RYPJYap897VMnj9mmG4UyqrulGwk9EXLYAwjkLcDvlGHXJwd/QkzAPeBaUFd5wK5n0RQBJp9l9tnTPnXymXEeI1GGTbc8Rjr9UeQWcvj5mv6eY4ZrAfb72mKoRzmsASEm4Oq7FtRVHrDryTdFgMlriX32tE+dvGY9jtEo57rbOGYx/lGmDjlKrG7d+fkb/55iBgsB9nIeOyGHdSDEBNwLrgV1lQfsetJNEWDyW16fPe1TJ7+Zj39Eah3qbuOf4ThmQMgZxzoxyrwE+D2Sz3rksBaEmID7wbWgrvKAXU+2KQJMnkvrs6d96uQ5+2mPSq1T3W3as89ndk0hJ8ZrY9268/Obz96Y60jYg3mtfA7rQYgJuCdcC+oqD9j1JJuK8Ut6klADTMpnT/vUGWBqdNkgoNax7tZQncMBBZqCTsCuiqbq1p2f79DatGcKsL9MjTwe57AmhJiAcdkiZgAAIABJREFUe8G1oK7ygF1PrikCTN5L6rOnferkrcDobAJqnetutjqUxREg5MRxpdV0Avq1JF2P9NRWIIff6YSYtqvV4jzXgrrKWzQ5y1MIMPkvu8+e9qmTvwQj7Cqg9kHdrWt7nO8vkFvI4TXCfy2nWJP9kPeq5rA+hJiAe8S1oK7ygF1PpikCzDiW0mdP+9QZhwajDCmg9knTLWR/tOUWSB1y1EhYe/d6zOkIvy/yX+0c1ogQE3CfuBbUVR6w60k0RYAZzzL67GmfOuMRYaQpBdReqrulHMuc+yLkzHn1482d3xXxbEO2nMM6EWICrqhrQV3lAbsefVMEmHEtoc+e9qkzLhVGm4uA2mt1t1zGOfVxEHKmvsLh58fvifCmsVrMYa0mE2JiLVKXdl0L6irv0vaUzyXAjG91ffa0T53xyTDiMQiovVh3G8McpjDGppAT43dD3brzGjXsrsJ/WP+uveewXoSYrqtWc75rQV3lNU3N5lCMX1KzwRtwoj572qfOgFOk6xkLqL1ad5sxTfKpNwWd0AOqW3dew0JrL9rT5nFap9VYAjn8PBBiAq6ua0Fd5QG7HmVTBJhRLlsxaJ897VNnvEKMfMoCai+zn/NYYUJOHuvgOwp+jnzlhq+Xw9oNGGIOyE7p/3Zty/6DbRbloOzf3pKdA3XnLtquP6euvt8x14K6yv16mUYtAsy419FnT/vUGbcSo5+ygO9+VvV8607ZM9bccgs5rP16pbFYW4zxUQ7rN1CIWQSRre39onPLgR31wt4cZBbn1YeYNufE2DCuBXWVxxjDGNokwIxhlerH6LOnferUj4KjCAwn4LOfzTrqcd1tuJnNq+fUIUfp1q27uUemvBJzmSdrGFdgmBBzYMcSWBbBZtv5dszynZvtbdneqgkxqu2mcyKZun4oXeWRhpF1swSYrJen9eB89rRPndYD4kQEEgv47OcuddS5dbfE051td4Sc8Evf5ecgfO+0GEogh3UcJsRYBRtCjAonxefDaj4qdnC/bBfv5lTP0c+XQWj5y6EITEWd9S8Ld4iyDrpU6FpQV3mp8gyeEGCms8g+e9qnznTEmMnUBHz2s08dl5tqq+7mqkd5WAFCTjfPkD8D3Xrm7NACOaxlPiHG+u6MjVwHkuoxMwRVz9HhZUdWX6Up+lO/BKplzR9pq/asn7sW1FWu683hngAzrVX22dM+daalxmymJOCzn33q+Jqpvupuvu1Sr5tAU8iJ8buxbt1T7sGq1JB9V8fC8/4COaxnHiFm+W5Iu3dBqgFlsRAH92/L+js21XMWz8vtV89R7djK2i+0a0Fd5e1bHveZMV6kxy0y/tH77GmfOuOXYgZTFfDZzz51YvmpsdTdYvVLu5sCTUFns0a/krp1j7FHdX/9Rk3t3ARi7JWucxw+xHQKMGp6lqCx+hiZnn71nOpzRzu2tnWTLe5dC+oqb9Hk6E8hwIx+Ca0T8NnTPnWsnVOIQAYCPvvZp85QU1VjrbsNNa459jvmkDOmPT/HvdVnzjms7bAhZvmRrvI7JE2km4GkeBfG9YLr/B7NZjvWgNQ0HOO4a0Fd5UbVST4kwExyWYtJ+expnzrTFWRmYxfw2c8+dXJ1UnNpuuU69qmNK7eQo/e5vp+aN/NZCOSwvoOFGB08uv9bLrbwUd1S1XOqz9X5bcuqbbufuxbUVe5uafxHCDDjX8O6GfjsaZ86dWPgGAJDCvjsZ586Q86xb99qvnW3vu1Tv51A6pCjRjW3vd5uJaZ1Vg5rPEyIWX6ErHuAURvAFj6qG6N6TvW5qx3bedW23c9dC+oqd7c07iMEmHGvX5vR++xpnzptxsI5CAwh4LOffeoMMbdUfSqPuluqccy9nxghh70+/V2VwxoPEmL0uzC2Fy/90bLiH6y0ppw2QaN6TvW52lxty9pvRNeCusrbtzyeMwkw41mrPiP12dM+dfqMkboIxBTw2c8+dWLOIfe2lVfdLffxT2V8PiGHvT6V1XfPI4c1HiTEuEnMIwdkxxpizHPyeuxaUFd5XqPvPxoCTH/DsbTgs6d96ozFg3HOT8BnP/vUmZ9s+xkrz7pb+5Y4s4+ALeSodTHL+7RP3TwFcng9yzfEHNgR/a5Mnsu3OSrXgrrKN1sYbwkBZrxr5zNynz3tU8dnbNRBIIWAz372qZNiLlPtQ3nX3aY67xzmVd3rZqCxPc5hzIyhm0B1jbvVDnN2tiHm4P4d2X8wzCRTteJaUFd5qnHF7ocAE1s4v/Z99rRPnfxmzogQWAj47GefOnjHE1DrUXeL1/P0W+66123Bxiybvtj4Zth1jWPMMNsQE2Oysdt0LairPPZ4UrRPgEmhnF8fPnvap05+M2dECCwEfPazTx28hxNQ61V3G25k+fcceq+bgcb2OH+R6Y0w9Br7CBFifNQcdVwL6ip3NDOaYgLMaJYq+EB99rRPneADp0EEAgn47GefOoGGSzMRBNR6Nt0idDuKJlPvdVuwMctGgTayQaZeY82jgovtpo+Hvt8K3aCtvRRpzNavWeZaUFe5WXdsjwkwY1uxsOP12dM+dcKOmtYQCCfgs5996oQbMS0NIaDWvO42xJhS9JnbXjcDje1xCpOp9THkGhNiIuwm14K6yiMMIUmTBJgkzFl34rOnfepkjcDgZi3gs5996swaeQaTV3ui7jZWgrHtdVuwMcvGug4xxz3kGhNiIqysa0Fd5RGGEL1JAkx04lF04LOnfeqMAoNBzlLAZz/71JklLpNeCag9U3dbnZjZg6ntdTPQuB5ntgTRhzPkGldDTMzJ8nGyrSQEMdewaJsAE514NB34vHj51BkNCAOdnYDPfvapMztYJtxJQO2pulunxgKePMe97go3ujwgbxZNDbnGhJgIW8C1oK7yCEOI1iQBJhrtKBv22dM+dUaJw6BnIeCzn33qzAKTSUYTUHuu7harY/b6pqwOM677zRp5lwy9xmaQiSmV5G0INZmh/3MtqKt86PG27Z8A01ZqPuf57GmfOvMRZaZjE/DZzz51xubCeMcloPZk3c13Nuz17nKucKPLu7cYt8bQa0yICby+rgV1lQfuPkpzBJgorKNv1GdP+9QZPRQTmKyAz372qTNZQCY2CgG1Z5tutomw120q/cp0mHHd92u9e+2h11iHmO4j71aDd2JG+p0YAky3jT6ns31evHzqzMmUuY5LwGc/+9QZlwqjnZuAa0+7yufmk3K+rnCjy0OPZeg1JsQEXlHXgrrKA3cftDkCTFDOyTXms6d96kwOjglNRsBnP/vUmQwYE5mkgGtPu8oniTCSSekw47rvOo0c1jjFV0l4J2Zk78QQYLr+KM/vfJ8XL58685NlxmMR8NnPPnXG4sE45yng2tOu8nkqjWPWrnBjlpszyWGNCTHmivR87FpQV3nP7qJUJ8BEYZ1coz572qfO5OCY0GQEfPazT53JgDGRSQq49rSrfJIIM5qUGWhyWGNCTMDN51pQV3nAroM0RYAJwjiLRnz2tE+dWWAyyVEK+OxnnzqjxGHQsxFw7WlX+WxgJj7ROa0vHycbwcfJCDATf8UJPD2fFzCfOoGHTXMIBBPw2c8+dYINmIYQiCDg2tOu8ghDoMnEAnNbW0JM5iGGAJP4FWAC3fm8iPnUmQAVU5iogM9+9qkzUT6mNREB1552lU9k2rOdxhzXlRCTcYghwMz2tajXxH1eyHzq9BoklRGIKOCzn33qRJwCTSPQW8C1p13lvTukgcEE5rqmhJhMQwwBZrDXgtF37PNi5lNn9FBMYLICPvvZp85kAZnYJARce9pVPolJz3ASc15PQkyGIYYAM8NXoYBT9nlB86kTcMg0hUBQAZ/97FMn6KBpDIHAAq497SoP3D3NJRCY+1oSYjILMQSYBD/1E+/C50XNp87EGZneiAV89rNPnRETMfQZCLj2tKt8BiSTmiLrKEKIySjEEGAm9foy2GR8Xth86gw2QTpGoEHAZz/71GkYBocRGFTAtadd5YMOls47CbCGCy5CTCYhhgDT6eeXk2sEfF7cfOrUDIFDCAwq4LOffeoMOkk6R6BBwLWnXeUNzXE4EwHWb70QhJgMQgwBZr0hedRfwOcFzqdO/5HSAgJxBHz2s0+dOKOnVQTCCLj2tKs8TK+0ElOAtSvrEmIGDjEEmPKG5Fl/AZ8XOZ86/UdKCwjEEfDZzz514oyeVhEII+Da067yML3SSiwB1m1TlhAzYIghwGxuSEr6C/i80PnU6T9SWkAgjoDPfvapE2f0tIpAGAHXnnaVh+mVVmIIsGZ2VULMQCGGAGPfkJT2F/B5sfOp03+ktIBAHAGf/exTJ87oaRWBMAKuPe0qD9MrrYQWYL3cooSYAUIMAca9ITnSX8DnBc+nTv+R0gICcQR89rNPnTijp1UEwgi49rSrPEyvtBJSgLWq1yTEJA4xBJj6DcnR/gI+L3o+dfqPlBYQiCPgs5996sQZPa0iEEbAtadd5WF6pZVQAqxTsyQhJmGIIcA0b0jO6C/g88LnU6f/SGkBgTgCPvvZp06c0dMqAmEEXHvaVR6mV1oJIcAatVMkxCQKMQSYdhuSs/oL+Lz4+dTpP1JaQCCOgM9+9qkTZ/S0ikAYAdeedpWH6ZVW+gqwPu0FCTEJQgwBpv2G5Mz+Aj4vgD51+o+UFhCII+Czn33qxBk9rSIQRsC1p13lYXqllT4CrE03PUJM5BBDgOm2ITm7v4DPi6BPnf4jpQUE4gj47GefOnFGT6sIhBFw7WlXeZheacVXgHXpLkeIiRhiCDDdNyQ1+gv4vBD61Ok/UlpAII6Az372qRNn9LSKQBgB1552lYfplVZ8BFgTHzURQkykEEOA8duQ1Oov4PNi6FOn/0hpAYE4Aj772adOnNHTKgJhBFx72lUeplda6SrAenQVW59PiIkQYggw6w3Go/QCPi+IPnXSz4weEWgn4LOffeq0Gw1nITCMgGtPu8qHGeW8e2Ut+q0/ISZwiCHA9NuQ1O4v4POi6FOn/0hpAYE4Aj772adOnNHTKgJhBFx72lUepldaaSvAOrSVcp9HiAkYYggw7o3GkXQCPi+MPnXSzYieEOgm4LOffep0GxVnI5BWwLWnXeVpRzfv3liDMOtPiAkUYggwYTYkrfQX8Hlx9KnTf6S0gEAcAZ/97FMnzuhpFYEwAq497SoP0yutNAng3yTU/jghJkCIIcC033CcGV/A5wXSp078mdADAn4CPvvZp47f6KiFQBoB1552lacZ1bx7wT7s+hNieoYYAkzYDUlr/QV8XiR96vQfKS0gEEfAZz/71IkzelpFIIyAa0+7ysP0SisuAdxdMv7lhJgeIYYA47/xqBlPwOeF0qdOvBnQMgL9BHz2s0+dfqOkNgJxBVx72lUedzTzbh3zOOtPiPEMMQSYOBuSVvsL+LxY+tTpP1JaQCCOgM9+9qkTZ/S0ikAYAdeedpWH6ZVWqgJ4V0XCPSfEeIQYAky4DUhL4QV8XjB96oQfOS0iEEbAZz/71AkzWlpBII6Aa0+7yuOMYt6tYh13/QkxHUMMASbuhqT1/gI+L5o+dfqPlBYQiCPgs5996sQZPa0iEEbAtadd5WF6pRUtgLOWiHdPiOkQYggw8TYiLYcT8Hnh9KkTbsS0hEBYAZ/97FMn7KhpDYGwAq497SoP2/u8W8M4zfoTYlqGGAJMmg1JL/0FfF48fer0HyktIBBHwGc/+9SJM3paRSCMgGtPu8rD9Eor+Irs3bs3yUYgxLQIMQSYJHuRTgIJ+LyA+tQJNFyaQSC4gM9+9qkTfOA0iEBAAdeedpUH7Hq2TWGbLsCoTUaIaQgxBJjZvhaNduI+L6I+dUYLxMAnL+Czn33qTB6SCY5awLWnXeWjnmwGg5+7q3r3Rd9SLQchpibEEGBSbUP6CSng80LqUyfkmGkLgZACPvvZp07IMdMWAqEFXHvaVR66/zm1N3dTHV5SfYxM7y1CjCPEEGD0FuF+bAI+L6Y+dcbmwnjnI+Czn33qzEeUmY5RwLWnXeVjnGMOY56zpxle9OOUaxI1xOgJVe9TTlD35dpktnICjFbjfowCtj3dNA+fOk1tchyBoQR89rNPnaHmR78ItBFw7WlXeZs2OacsMFfL6nW9fl7Wif8seYiJPyV7D66NVi0nwNj9KB2PQHVPtxm5T5027XIOAkMI+OxnnzpDzI0+EWgr4NrTrvK27XLeQmCujjqwVO+H2BeEGOPjZASYIbYgfYYW8Hlh9akTety0h0AoAZ/97FMn1HhpB4EYAq497SqPMYaptjl3w2qAUc+H+C9qiFETqk50iEmqPl0bTpcTYIZaGfoNLaD3dJd2fep0aZ9zEUgp4LOffeqknBN9IdBVwLWnXeVd25/r+fhldG0fexOOIcQQYGLvAtpPKeDzAutTJ+Wc6AuBLgI++9mnTpcxcS4CqQVce9pVnnp8Y+wPu/K/A6Ov8Yday6TvxAw1SdWva+O5yoccK30j0EfAZ0/71OkzRuoiEFPAZz/71Ik5B9pGoK+Aa0+7yvv2N/X6uJUDTA7rPesQo96BYVPmsA0ZQ0gBnz3tUyfkmGkLgZACPvvZp07IMdMWAqEFXHvaVR66/ym1h1l+AUbtr+ghRnUy9NtNxUSNL/Cr5/ojZGxMpcF/UxLw2dM+daZkxlymJeCzn33qTEuN2UxNwLWnXeVTm3+o+eCVZ4BR6zvLEKMDTAFQCTehNj3tIDCUgM8Lrk+doeZHvwg0CfjsZ586TePgOAJDCrj2tKt8yLHm2jdW+QYYtWeShZihN6jeiGaAKQAIMUMvDf0HFtB7vUuzPnW6tM+5CKQU8NnPPnVSzom+EOgq4NrTrvKu7U/9fJzyDjBq/80qxFQDTAFAiEn2OsQLQhpqH2efOmlmQy8IdBfw2c8+dbqPjBoIpBNw7WlXebqR5d8TRvkHGLWLZhVibD82bFSbSpwyrOO4Vlv1cfapU+2X5wjkIuCzn33q5DJfxoGATcC1p13ltjbmWIbPOAKM2ptJQkwuPwRqY9bdchnnVMZRfSGoPp/KPHObh4+zT53c5s14ENACPvvZp47uj3sEchRw7WlXeY5zSD0mbMYTYNTemFWIafphUJu37tZUn+ObAnhumsQu8XkR9qkTex60j4CvgM9+9qnjOz7qIZBCwLWnXeUpxpRzH7iMK8CovUSI6fATpTZ43a1DU7M8lReINMvu4+xTJ81s6AWB7gI++9mnTveRUQOBdAKuPe0qTzey/HrCZHwBRu0iQkzAnyX1Q1B3C9jVKJviRSLNsvk4+9RJMxt6QaC7gM9+9qnTfWTUQCCdgGtPu8rTjSyvnvAYZ4BRu4gQk/BnSf2g1N0SDmWQrnihSMPu4+xTJ81s6AWB7gI++9mnTveRUQOBdAKuPe0qTzeyfHrCYrwBRu0iQkw+P0u1AYcftIwWKvOh+OwVnzqZMzC8GQv47GefOjMmZuojEHDtaVf5CKYUdIg4jDvAqM1AiAn6IxG3MfUDV3eL2zutj0XA54XZp85YPBjn/AR89rNPnfnJMuMxCbj2tKt8THPrO1YMxh9g1B4gxPT9SciovvqhbLplNFyGEknA58XZp06k4dMsAr0FfPazT53eA6UBBCIKuPa0qzziULJqeu7zV4uxd+/erNbEdzCEGF+5kdZTP7x1t5FOi2EbAj4v0D51jC55iEBWAj772adOVpNmMAhUBFx72lVeqT7Jp3Oeu17QqQQYNR9CjF5V7gsB9QNed4MpfwGfF2mfOvlLMMK5CvjsZ586c/Vl3uMQcO1pV/k4ZuU/yrnO2xSbUoBR8yLEmKvL40YB9SJQd2tsgBOiC/i8UPvUiT4ROkDAU8BnP/vU8Rwe1RBIIuDa067yJIMaqJM5zrlKPbUAo+ZHiKmuMs97CagXirpbr8ap3ErA58Xap06rwXASAgMI+OxnnzoDTI0uEWgt4NrTrvLWDY/sxLnN17Y8Uwwwap6EGNtqUxZNQL2Y1N2idTyjhn1esH3qzIiUqY5MwGc/+9QZGQvDnZmAa0+7yqfIM6e5utZvqgFGzZcQ41p1ygcRUC84dbdBBjWyTn1etH3qjIyF4c5IwGc/+9SZESlTHaGAa0+7ykc4xdohz2WedQhTDjBq3oSYutXnWHYC6kWp6ZbdoBMPyOeF26dO4mnRHQKtBXz2s0+d1gPiRAQGEHDtaVf5AEOM1uUc5tiEN/UAo+ZPiGnaBRwfnYB68aq7jW5CHQfs8+LtU6fjsDgdgWQCPvvZp06yCdERAh4Crj3tKvfoIssqU59fG/Q5BBjlQIhpsxs4Z1IC6gWu7jb2yfq8gPvUGbsT45+ugM9+9qkzXUFmNgUB1552lU95zlOYW9s5zCXAKA9CTNtdwXmzEVAv8HW33CF8fkH51MndgfHNV8BnP/vUma8wMx+DgGtPu8rHMKe6MU51XnVzrh6bU4BRcyfEVHcAzxFoEFAvlHW3hurRD/u8kPvUiT4ROkDAU8BnP/vU8Rwe1RBIIuDa067yJIOK1MkU59SVam4BRvkQYrruEs5HoEFAvZjW3Rqq9z7s82LuU6f3QGkAgUgCPvvZp06k4dMsAkEEXHvaVR6k0wEamdp8fAjnGGCUEyHGZ7dQB4EeAuoFt+7Wo+miqs8Luk+dvuOkPgKxBHz2s0+dWOOnXQRCCLj2tKs8RJ+p25jSXHzt5hpglBchxnfXUA+BSALqRbnpVte1z4u6T526MXDMLoCz3SV0qY+zT53Q46Y9BEIKuPa0qzxk3ynamso8+ljNOcAoN0JMn91DXQQGElAv3nW3rsPil0FXMb/zcfZz61rLx9mnTtdxcT4CKQVce9pVnnJsffuawhz6Gsw9wCg/QkzfXUR9BDIUUC/wdbfqkPmFUBWJ8xznOK7VVn2cfepU++U5AjkJuPa0qzynsdeNZezjr5tb22MEmIUUIabtjuE8BCYkoH4J1N0mNNXBp6Kd1UD45ZtmOXycfeqkmQ29IOAn4NrTrnK/XtLWGvPYQ0kRYNaShJi1BY8QQGApoH5R1N2A6i7g8uzeEjWaBHwudHzqNI2D4wgMKeDa067yIcfapu+xjrvN3NqeQ4ApSxFiyh48QwCBFgLql0ndrUUTszyFX8Jplt3H2adOmtnQCwJ+Aq497Sr36yVNrTGOObQMAWZTlBCzaUIJAgj0FFC/cOpuPZsfbXV+EadZOh9nnzppZkMvCPgJuPa0q9yvl/i1xjbeGCIEGLsqIcbuQikCCEQUUL+Umm4Rux+saX4Zp6H3cfapk2Y29IKAn4BrT7vK/XqJW2tMY40lQYBxyxJi3DYcQQCBAQXUL6+624BD8+6aX8jedJ0q+jj71Ok0KE5GILGAa0+7yhMPr7G7sYyzcSI9TiDA1OMRYup9OIoAApkKqF9wdbdMh82wEgj4XPz41EkwFbpAwFvAtadd5d4dRag4hjFGmHapSQJMicP6hBBjsKgNY96MQzxEAIGRCahfgnW3kU2H4XYQ8LkA8qnTYUicikByAdeedpUnH6Cjw9zH5xh20GICTDvO2YQYM5y0edyOj7MQQGCsAuoXZd1trPNi3H7/Hg8XTuycqQm49rSrPIf55zy2VD4EmPbSswkxJkmbEMMmMsV4jMD8BNQv07rb/ETGM2OfCyGfOuMRYaRzFHDtaVf50Ea5jiulC9ee3bRnGWJMoraBxnae2Q6PEUBgXgLqF27TbV4i+czW52LIp04+M2YkCGwKuPa0q3yzhXQlOY4p3ezpyVdg9iFGw1VDii6vu6/WqT6vq8sxBBCYtoD6pdx0m7bAcLPzuSDyqTPcDOkZgWYB1552lTe3GOeM3MYTZ5a0GkOAEGNRVWEkxH/VUFN9HqIP2kAAgfEKqF/edbfxzmzYkftcFPnUGXaW9I5AvYBrT7vK61uLczSnscSZIa3GFCDExNRtaLsaaqrPG6pzGAEEJi6gfsHX3SY+fe/p+VwY+dTxHiAVEUgg4NrTrvIEQyp1kcs4SoPSTw7ul+2N198dOaCPW+4P7Biv1zubZzYdtzRJUYMAIaYBaMjD1VBTfT7k2OgbAQSGF1AXAXW34Uc4zAh8Lo586gwzO3pFoJ2Aa0+7ytu1GuasHMZQO5MDO7K1vV8O1p60Pnhw/7ZsbemQc0B2trZke/+6dtPxdUs86iJAiOmildm51VBTfZ7ZcBkOAggkFlAXCnW3xMNJ1p3PBZJPnWQToiMEPARce9pV7tGFV5Wh+28z6CJ0WN5Nsdc9KPu3y6FFSiGo6bi9VUqbBQgxzUajPaMaamzPRzs5Bo4AAr0F1MVE3a13BwM14HOR5FNnoOnRLQKtBFx72lXeqtGeJw3Zd5ehq49+me+k1NddvPNSyjzFx9G2ZfFmTNvji/OUkboV/Vc+1tZ+TPUjnspRQsxUVtJjHrZQUy3zaJYqCCAwEQH9y7TuPsepqvF2/c+nTtc+OB+BlAKuPe0qjz22ofrtPq/lOyfb6iNi+n/06I+KWVorBZblcbPMfKyrl8p0eDH6UO/kFH1Xy3Qw0g3N+777K/28vWY3+2qoqT6fHQgTRgCBlcD6F7z+Rb95vzo54QOfiyWfOgmnRFcIdBZw7WlXeecOOlQYos8Ow6ucuggV63c9FqFm/Z2XyumlQLI8VpRtSfHuTNNxqfan2liUld7dsZZVxjKzp4SYmS146OlWQ031eej+aA8BBMYloC5e6m4xZuNzweRTJ8bYaROBUAKuPe0qD9VvtZ3U/VX7D/LcDCXVBp0hZfmuSdNxazghxFSZbc8JMTYVyoIJVENN9XmwjmgIAQRGKaAucOpuPpPyuWjyqeMzNuogkErAtadd5THGlbKvGONft2kLFfqo5VgpuHgcbx1s9BjmeU+Imee6ZzPraqipPs9moAwEAQQGEVAXQXU326B8Lpx86tj6pqxZAOtmoxBnuJxd5SH6NNtI1Y/ZZ5DHxfdRKt89KYWSai9Nf32s6bgl5BBiqsjW54QYKwuFuQjD1Lm3AAAP7UlEQVRUQ031eS7jZBwIIDCMgLpQqru1HdVoL7jaTjCj87BOsxguZ1d5yFGl6CPkeMttLULF1uoLKcvvxNT8uzFN/w5M/XFCTNm//TNCTHsrzsxQoBpqbM8zHDZDQgCBRALqYqrupocx7osuPYtx3GOdZp1czq7yUKOK3X6ocda3swwy+vWjEmDUn2Beh5xFS0WZPn8VgNa9uI8TYtZK3R4RYrp5cfbIBGyhplo2sikxXAQQCCigLriabgG7m2VTNt9ZQiSetCtMuMpDDC9m2yHGF66NA7JjCSrh2qelNgKEmDZKnDNpgWqoqT6f9OSZHAII1ArYLsCrZbUNcHBDoOo3nwvfDYqoBS5XV3nfwcRqt++4otQ/sNPhH8OMMgIaFRFCDNsAgQaBaqipPm+ozmEEEJi4gLp4q7tNfPqdpzeri93OOuEquJxd5X16jtFmn/HErntw/47sPxi7F9pvEiDENAlxHIEGgWqoqT5vqM5hBBCYuIC6wKu7TXz6G9Ob2wXvBkCiApezq9x3WKHb8x0H9eYnQIiZ35oz48QC1VBTfZ54OHSHAAKZCaiLwLpbZsPtPRwuensTtmrA5ewqb9Vo5aSQbVWaHs1T9Tud/4YRIMQM406vCKwEqqGm+nx1Ig8QQGCWAupCse42SxQm3SjgChiu8sYGKyeEaqfS7KieEmCGXS5CzLD+9I5Ao0A11NieNzbCCQggMFmBuoDDheZkl71xYq61d5U3NmicEKINo7lRPiTADL9shJjh14ARINBLwBZqqmW9OqAyAgiMWkBdcDbdRj1BBm8VcAUNV7m1EUth3/qWJkdXRIDJY8kIMXmsA6NAIKpANdRUn0ftnMYRQCBrgaaAw0Vr1svnHJxr3VzlzoaMA33qGs2M+iEBJp/lI8TksxaMBIHBBKqhpvp8sIHRMQIIZCGgLl7rblkMkkGUBFyBw1Veqmx54lvP0tRoiwgweS0dISav9WA0CGQpUA011edZDppBIYBAMoG6gMPFb7JlKHXkcneVlypXnvjUqTQx+qcEmPyWkBCT35owIgRGJ1ANNdXno5sQA0YAgaAC6iK47ha0MxorBFzBw1XuYut6vqudMZcTYPJcPUJMnuvCqBCYlEA11FSfT2qyTAYBBDoL1AUcLqI7cxYVXG6uclsvXc611Z9CGQEm31UkxOS7NowMgdkIVEON7flsMJgoAghsCKiL6brbRgUKCi8bQ9tg0vY8Wx9TKSPA5L2ShJi814fRIYCAiNhCTbUsDtRB2b9tXDztHGjs5sBO/flNxxs74AQEENgQqAs4+thGpYkXuEKIq9zkaHOOef4UHxNg8l9VQkz+a8QIEUCghUA11FSft2iicsoywGzvl4PFkeXzmiBzcP+2bG3tyCLqHJCdrS3Z3r+orZpoOl4ZAE8RQCCQgA4ydfeBusqmGVcQcZXrgTcd1+dN+Z4AM47VJcSMY50YJQII9BSohprq843mD+zI1ta2GBlEpRDZrpatKi5CjhlaRLVRCUHu46uGeIAAAgMI1AWcMV7Yu8bsKlfkdccGWJJBuiTADMLu1SkhxouNSgggMDUBHWpW8ypCjH5XZVlahJgtsb8Zs3jnpXSsFHraHl+cpy4m1K0IPct+S2WrgfIAAQRSCOifP9d9ijF06UON0/Zf13JbG1MtI8CMa2XtO3xcc2C0CCCAQHgB5zsxjhBTCizL4Zhl5mM92lKZDi9GcCrGoMJMtazyDpFuj3sEEBhMwBVudHnqgXUJK65zU495yP4IMEPq+/VNiPFzoxYCCExeoPodmOXzra4hZnl+KbAs8Yoy3d4ixJQ+biaWd2+sZZNfDCaIwOgFdJhx3YeeoCuYVMurz0OPYwztEWDGsEqbYyTEbJpQggACCCwF9Lsji4927RywhYrlqc6QsnzXpOm4NZzY+rOVsWAIIDB2AVe40eVd5+cKJ2a5+bhr+1M5nwAz3pUkxIx37Rg5AgikFrAFkdUYLOGidL7H8dbBZjUIHiCAwEQFdJipuzen7gooulzfm3Xm9pgAM+4VJ8SMe/0YPQIIxBIoBZBlJ7Yv+6/67/vXySwhhxCz0uUBAgjUC9SFG31MtWA+rm9x2kcJMONfX0LM+NeQGSCAQBSB6ndiFiGj/J2VcsdN/w5M/fH+IUb9Uq67lUfLMwQQmJsAAWax4gSYaex8Qsw01pFZIIBAFIFFsNC/+KsB5sDOlmyV/qaySFG2/PPI1WNqiO7j/UNME0FdwOGXepMexxFAYAoCvNZNYRUXcyDETGctmQkCCCQXOCA7lRCTfAgBOyTkBMSkKQQQyE6AAJPdkvQaECGmFx+VEUBg1gIHdhb/GOVMEAg5M1loponABAUIMNNbVELM9NaUGSGAQCKBg/t3ZP/BRJ2NoJumkMNFxAgWkSEiMEEBXnsmuKjqj1RMc1rMCgEEEEAgNwFCTm4rwngQmL4AAWa6a0yIme7aMjMEEEBgdAJNQWd0E2LACCAwmAABZjD6JB0TYpIw0wkCCCCAQAgBQk4IRdpAYPoCBJjprzEhZvprzAwRQACB2QgQcmaz1EwUAacAAcZJM6kDhJhJLSeTQQABBBCoEyDk1OlwDIHxCxBgxr+GbWdAiGkrxXkIIIAAApMXIORMfomZ4IQFCDATXlzL1AgxFhSKEEAAAQQQsAk0hRwuomxqlCEQX4CfvfjGufVAiMltRRgPAggggMBoBQg5o106Bj5iAQLMiBevx9AJMT3wqIoAAggggEBXgaag07U9zkdgzgIEmPmuPiFmvmvPzBFAAAEEMhQg5GS4KAwpSwECTJbLkmxQhJhk1HSEAAIIIIBAfwFCTn9DWhi/AAFm/GvYdwaEmL6C1EcAAQQQQCAjAUJORovBUKIIEGCisI6uUULM6JaMASOAAAIIIOAvQMjxt6Pm8AIEmOHXIJcREGJyWQnGgQACCCCAQAYCTSGHi8gMFmmmQ2DvzXThHdMmxDhgKEYAAQQQQACBTQFCzqYJJfEFCDDxjcfWAyFmbCvGeBFAAAEEEMhcoCnoZD58hpeZAAEmswXJZDiEmEwWgmEggAACCCAwFwFCzlxWuv88CTD9DafaAiFmqivLvBBAAAEEEBipACFnpAsXeNgEmMCgE2uOEDOxBWU6CCCAAAIITF2AkDPNFdbrqmZHgJnmGoecFSEmpCZtIYAAAggggMDgAvpi2HU/+AAZwIZAda02TqAAgYoAIaYCwlMEEEAAAQQQmLZA9YLZ9nzaAvnNjjXIb01yHxEhJvcVYnwIIIAAAgggkFTAdkFdLUs6oIl3VrU1n0986kyvhwAhpgceVRFAAAEEEEBgngLmhbbt8TxV/GaNn5/b3GsRYua+A5g/AggggAACCAQXsF2Ym2UhO1TtjvU/00Q/HutcGHdaAUJMWm96QwABBBBAAAEEir++pS/abfddiMz6XeoNfa45bvWY/xDoIkCI6aLFuQgggAACCCCAQAKB6gV+9bk5hOox/dw8J8fHYxlnjnaMSYQQwy5AAAEEEEAAAQRGJqADQNv73Kanx53buBjPeAQIMeNZK0aKAAIIIIAAAghsCOhA0PZ+o4HEBWqc/IdAXwFCTF9B6iOAAAIIIIAAAgMKuMLLgEOiawSiCxBiohPTAQIIIIAAAggggAACCIQUIMSE1KQtBBBAAAEEEEAAAQQQiC5AiIlOTAcIIIAAAggggAACCCAQUoAQE1KTthBAAAEEEEAAAQQQQCC6ACEmOjEdIIAAAggggAACCCCAQEgBQkxITdpCAAEEEEAAAQQQQACB6AKEmOjEdIAAAggggAACCCCAAAIhBQgxITVpCwEEEEAAAQQQQAABBKILEGKiE9MBAggggAACCCCAAAIIhBQgxITUpC0EEEAAAQQQQAABBBCILkCIiU5MBwgggAACCCCAAAIIIBBSgBATUpO2EEAAAQQQQAABBBBAILoAISY6MR0ggAACCCCAAAIIIIBASAFCTEhN2kIAAQQQQAABBBBAAIHoAoSY6MR0gAACCCCAAAIIIIAAAiEFCDEhNWkLAQQQQAABBBBAAAEEogsQYqIT0wECCCCAAAIIIIAAAgiEFCDEhNSkLQQQQAABBBBAAAEEEIguQIiJTkwHCCCAAAIIIIAAAgggEFKAEBNSk7YQQAABBBBAAAEEEEAgugAhJjoxHSCAAAIIIIAAAggggEBIAUJMSE3aQgABBBBAAAEEEEAAgegChJjoxHSAAAIIIIAAAggggAACIQUIMSE1aQsBBBBAAAEEEEAAAQSiCxBiohPTAQIIIIAAAggggAACCIQUIMSE1KQtBBBAAAEEEEAAAQQQiC5AiIlOTAcIIIAAAggggAACCCAQUoAQE1KTthBAAAEEEEAAAQQQQCC6ACEmOjEdIIAAAggggAACCCCAQEgBQkxITdpCAAEEEEAAAQQQQACB6AKEmOjEdIAAAggggAACCCCAAAIhBQgxITVpCwEEEEAAAQQQQAABBKILEGKiE9MBAggggAACCCCAAAIIhBQgxITUpC0EEEAAAQQQQAABBBCILkCIiU5MBwgggAACCCCAAAIIIBBSgBATUpO2EEAAAQQQQAABBBBAILoAISY6MR0ggAACCCCAAAIIIIBASAFCTEhN2kIAAQQQQAABBBBAAIHoAoSY6MR0gAACCCCAAAIIIIAAAiEFCDEhNWkLAQQQQAABBBBAAAEEogsQYqIT0wECCCCAAAIIIIAAAgiEFCDEhNSkLQQQQAABBBBAAAEEEIguQIiJTkwHCCCAAAIIIIAAAgggEFKAEBNSk7YQQAABBBBAAAEEEEAgugAhJjoxHSCAAAIIIIAAAggggEBIAUJMSE3aQgABBBBAAAEEEEAAgegChJjoxHSAAAIIIIAAAggggAACIQUIMSE1aQsBBBBAAAEEEEAAAQSiCxBiohPTAQIIIIAAAggggAACCIQUIMSE1KQtBBBAAAEEEEAAAQQQiC5AiIlOTAcIIIAAAggggAACCCAQUoAQE1KTthBAAAEEEEAAAQQQQCC6ACEmOjEdIIAAAggggAACCCCAQEgBQkxITdpCAAEEEEAAAQQQQACB6AKEmOjEdIAAAggggAACCCCAAAIhBQgxITVpCwEEEEAAAQQQQAABBKILEGKiE9MBAggggAACCCCAAAIIhBQgxITUpC0EEEAAAQQQQAABBBCILkCIiU5MBwgggAACCCCAAAIIIBBSgBATUpO2EEAAAQQQQAABBBBAILoAISY6MR0ggAACCCCAAAIIIIBASAFCTEhN2kIAAQQQQAABBBBAAIHoAoSY6MR0gAACCCCAAAIIIIAAAiEFCDEhNWkLAQQQQAABBBBAAAEEogsQYqIT0wECCCCAAAIIIIAAAgiEFCDEhNSkLQQQQAABBBBAAAEEEIguQIiJTkwHCCCAAAIIIIAAAgggEFKAEBNSk7YQQAABBBBAAAEEEEAgusD/D2ZKXbJegsffAAAAAElFTkSuQmCC)
![](/images/wwpdzel.jpg)
Farbe
Auf Wunsch des Kunden kann die Garage mit den Farben aus unserer RAL Palette bestrichen werden:
![](/images/paleta-poprawiona.png)
![](/images/wwdostawa.png)
Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
![](/images/wwart.png)
Die Art der Konstruktion
- Einzelgarage mit Pultdach - Gefälle nach hinten
- Die Konstruktion besteht aus geschlossenen grundierten Vierkantprofilen - 30x50x1,5 mm.
Alternativ ist diese auch verzinkt zu erwerben (gg. Aufpreis)
- In die Konstruktion wird ein verzinktes Trapezblech (auf den Wänden -T7, auf dem Dach T-14) vernietet.
Die Blechelemente haben eine Stärke von 0,4mm
![](/images/wwnarzedzia.png)
Untergrund
Vor der Montage ist jeder Kunde verpflichtet den Untergrund, auf dem die Garage befestigt bleibt, vorzubereiten.
Die Ankerung der Garage muss sofort nach ihrer Montage ausgeführt werden.
Der Kunde befestigt eine Garage selbst.
![](/images/wwcegly.png)
Die Bodenparameter
Der Boden soll minimal um 10 cm breiter als die Garage sein
(nur wenn wi sie an einen Zaun oder eine Wand zustellen ist das nicht erforderlich.).
Die weiteren Parameter ergeben:
- die Stärke der Betonelementen Minimum 10cm
- allgemeines, das sich im niedrigstem Punkt 5cm über dem Boden befindet,
- die Auffahrt mit der 5% Steigung (5cm auf 1m).
1. Die Betonplatte- muss min. 10 cm breiter als die Garage sein, um sie frei einzubauen.
Die Dicke des Betons liegt bei min. 10cm.
2. Streifenfundament- man muss eine Platte mit der Breite 10-20 cm vorbereiten, dessen Außenabmessungen
um 10 cm breiter 10 cm als die Garage sind.
3. Betonpunkte ca. 20x20x30 cm- Bei Einzelgaragen in allen Ecken und in der Mitte der längeren Wand.
Bei Doppelgaragen (oder mehr) in allen Ecken und in der Mitte der Wände.