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c4YT6uF7RPg7jA3B1LOG5CrQCKR28xXQX6h2izbZpIsAvf9IZt+WRiBFXKUtnW7WQecqs/kDk86KFqiJiHEyXE4tJOSMUD68X5C7c4P76t74FaSw5YY1OCM72vjI+84rC9Me3fRDKOxEOFTcXaR3mlC1d/SGgVmu+dPYGl0s0LT1xlqV+SwRsDlFFrbVazi2Z9NtRoq/aeoA+9w24tJkjU70nXLJ5KXwenLs9kn9GR7CnZBmm/0iSjrRdxavcp6etZV/4Ol+CBepYECwrEaSxbURKeHexn1d7nL+gfqW/fp52UF/54AHvxUXy6RzifpdX1wGcvedarStD3WlTyTHQomQIBxEoi8xs1KDxYHiAPW+3Lv6e0i9IgFRELvVLOX4St5jD/Nk6V8S67ZLqKEmFl7I1MCjpYevCsLRULYrBszovcrlTo0fdQszGRoD4RqtRdlWEqCrd3+BzHGN+lNAD0sb5MkO/o9j1X/zZFt2OhOo5Wjn48d8pir7ZDCSMrPk3QIPsVv4CFZW9egKONWQfSlRCh5qStDBIWK0sgdTXXOLPyjMisF9PjqylTqdIRXSxiVV/NyPGRkb+YRVrPv5vdIyB0yB62vNg5pdFKS+MVujsOaPsFwiRhUq2QSLea4atB5qhB1HXP89ABybYAUTp6E8tBi9oszlFnvXdbcc94U6niqaVQsucPeojAcNELSyqwGMSFUupl1Cb2LnaKhIuvfdb0LmgSIV8sAnca/z/SlvJCq48yHHOp1b2zsd+e5DGOIYWmKCqG5syEYAVM8SoiQ9/nn+xuaB5yGn8w/XFs4/kTmA66JGROiUyn2mOO9ffDsHsGgx6Si8aMcKI4QXXCpj1K4vQeBmjya5p4U3ERFSTNA0sYxIWzwFPFIaK2j509GljXt3/wpAo90yZzPxge68PO0yI59AetvRE3OumQE01Ruyfl3t47lkcJt3w1gc4puGnY+UwtQPfSDK+hW0ox00WDoFiiqXqu8i0fZMf1RzOusg7G8C6SKywP+2TWwkGKE/fNhwseo7UVjxRBTbkL/mbCv2YDxXySBtyqIrkzJ7ORvZlvbijU1Ch1MvuYVG5Prs6bmVgmZDTI+t8RJwJwZWItCnmtyrKZBn8FPQl6Apeb5HDDmmuEC7JQyl5J0FL6hWCKOBlUyE5spUQV3e7Q7kwdN75r3XDfFPIpqUs6D9vRP/SzuSzhHbG1YZqRLvVPNisFmI/CC13KkPKye+JSJ3UHgBKkc6bvMABip3g0oORXXNt9BOLxjv3+ZWdpIH+pxXNOy8vRYe833EipoR1J55h0dGPkK0U/GcTE7SRnLulC6hfNS/nyWF9REU50SVO/H8YEs2x8BpIvozmZ9cOgi/t2q0bBPE+wcVm2FZTTLWIYd7ooiUDJysvaWrcleVHQPsmKajP85n3vzu9/DRNaJ/iEfQhWunMmtSEAaO98GPaoyfICh9uOU7fnP8w8yusoE62bMt/5FKEY8OoE0izjdC9YU4gvAbu6qgyelkWaPObt42gXbKsXOz63cpwjzxTVEyq2BBxAOuLd9SJbJncZnItzlWXzRGc3YsJftNA1AEux+FADwmAGuMLLaaeNRAHqV2/qFYerE0C2LaSaJlaCr+fTYVThhHwmdjQ26IULUi9I4fMoppcodH6Sm8I4ntt+sz3OtgUZBmb4sMmhlfI/mzg9BSDqnD2FdCM7s3yoQZl4WxddGeWM2qv9SWTco0Ykxpkhky3ZdeiU9Zi4F5PJOspWGX8ou5B+5sFpEzS1NtXTfHz/EmA4jjJFM5LdrkJtwK7QDcc5Bhm22JrlEEy4IhrzL+xF7mBUPKbuppqeU9/jFYVu55MIOjOzYQqkONZVzJp96UVyZGaxxyFsKIJutzrZrQicggHV84dgP5wMlif1axjgwZz6hNNWrTXCaPPjbyJeS4qdjxbIUzJZK60fpULkOmJjWc0dmscW3YLbYeioaq8k/TIaB5tE8/FB8pGUbjgp7r9ipni38+kJNkl1Hq9oklNL8bc2pi+D7KRVnfti2h5MmSSJifM9KNHI1E+ntBvjeGOJg2gu95/DqO+3zbe3i65Qb0bhFiIiD6yQeJpzgTaUxKPNnqsxoI8cvHmBSAbi92n7nLSU7NfABQeshqUlcMbBR/Tk5+0agv5qL1QRoHlAC4pXISYuIF+Z1BYtuN76ofQ4DHOUMMOkWkuh7n65Bgk9+feeYAXk1R91+oYHuMmqm9kRf59vgKNuULct24OgymgCXOEMLdX8CRvZM2ZT6FGaq8+VUYD5efe3vQ12jyvXexIOjXNS64cNt4+VAFjZ/dep/pFehLGyemR+ZJK2jWOSpqwjzxoacN5wNHBPNo3AgKPDjdTJvi8QtwM1tGLoc6QPnnOlux0BvsnjbRAmvvWn7v+BPN+VQ1RcQbxgc8/IbFh4CAuCNCCW7t0P3nStF2SjUlDh9XHAQxnhTI17s9RFRXU/bFkGYcYU2Tcr8O+i++CZ/7d+vRooRay7cvi0DvvsxDuteKjz6ZgJecs0ptjtDCRknVTW+Kr8/Rk6FXcz9xWnkUncLO0N7k7cP0y5pK3swVBa2bPvVEc01wWKXI2j3H7JdxC8FZyrr0mnPRKWzz47d+ptg1nNSx3Dh1lFLmq5I4ybHPkiqknk3XgQEeFhjbmgEO1jSeUA3cHgfyWerGDaInTCREU34o8C++iiE0oeotpYd7aMD29fK+NNr+zoVfuwJiKdzAlhT5GcNTwJ9IFurz3rOc+GY9Aba2eeaUsC31msG1r5xVnYJAxR/yooJbaLJbO+cQF2dxve0ibW4Ss7zyX3j91nOdkAO/ktAQ7EGn517Urk4ETM4JuBY4KEJGOOgx2owGmqw9vz3ZRsPcwFCoQNBwMQedHCcO6NodzPtgdo/XVXYyiM2iYLj7w3TVtnQ7T2RrNkaSeawvBE/w3bRNwkydFXDE2bZ2LAsGZOItUsmrB/2IisKjiFkKthepIjF3uM4WxOymrX0dxq0Xru15WOqnC1OplS+IM6O3M+Hjisj8vcfOM3E5ew8dlSQRTCeoqm8LZ0OW0aSN4+idgXRIRGytOtfluQj4kRSIIV1aEl0146GC3H0vcpHHoqB4/27z8b0N/+Zem4a/fqSB7x++qU0Qans2mMZtI3jqwz7JZxFk53xw+R22H4i8Ar00HEBZRK5i8vhdv1y7FhzYkPm8tEAoF5Opdl31+xFZk9UEpWyp0hC4t59hz0jRzV2jLAOkwU/6pAK1WG8kDS46Yp8sGuhroIkDzxiGCS/P387b2E5eSmx1guJOX6aAmSQba2fwIJ7/78SUaWH6Ka03q/WCOtOCZa0HONMLaB1NZ/77x0cVnMjX5Sjr3XWj69vaZtgBhnHBKhAyt0XMwoksuN5if4rf0gioBzlOuMx9RQ5Ig2a12DPACHv1fTDrLZ6Guh6ls7C+nFN43HYr3T/TAWhQ8hPZlFh3xx1+AAQ8IgB3/GGWNnE/GFDau6tb01FZFLe7OId+XSyL6jM2EFVibPrADQ6N/MXXQfkgTfj+CQzFam2MCA0Z9RVx49oW6nKfMQbYG7I+GfxwCP8sg3CSjIVtK2hxagpiywe/oN8EUXzVJbugLsVOxEfxhS1GC8DRqf/L9Q3mRn0fSxHj1QdDVmWNtJtlmQlXfPsp8RbxLQWu1jTnUNtw5uPdM45t4iEpvxFbNwGTwOqPcbiaP6bgJyV24ZTVcPy9npveqod+hSgWyMKi6zrhsL5PQ1AzX6nhLrEYqTY4s5XmmI3THth3gbY/2Yf7o57uJ+Ds5+OKckepaPuazw7VG+IgM5vCkoi3C5mrOdXJh4+W3hRNij/8FYmfGYs7o3ssV/LuutkVC2XXA3JCG5DQUg1/QHnzQWTEMnXk6Lv3zV+wobycnZZp+nZ4VAYX+JbaoG4oZCSPTKBg02pRyVfDifkQXNl6bL+ItqXaQH01saO+WLIfW402vM8MmIowWizP/XO25W39INO9w2+lI56u8vrSV15lgjEzXrPbARBnA7EWltsO/V7W2HjFGPhMwfzLfxOh5bl58yJhrGlC5c2KnNaHyHQXzExQ4N96PC9TkBRUJs0Vrw3isK+B2AX/xHgWbPhVvaxsjkvPJTmskctjgRNmBjRcb+pOHiqRz3YxnFxRDiEgn7+89JqBetfFBelz0e/9bbHyX75w4zXHXtlZcsysb4Z7w5jrEebmzTx0JsACXVjSBP7viMz3rP2mQrNxIyPioL1tcdAoDNvSbqzG1sVTzL5bMpv0daDaosKp2W0e1VNIxTBYJeGK0byxqkmsl1dmXRXsPqFZdJK47/wC0rc47oBZ4AyCU1VYGlmVlRlH4Uw9z4KqINoVBTF40C3tKb/TAkO313GlfVv4k6pQZRKpjceEogg5KzJXwZvZPMUty63Q1q+ki1LSVO6+pj5JRNNantDkGR9mAqafITlpjigIdf/OHBsmd6D527Bp+dYCzCBrOHfU8rcUMGYB2DhnfDJCp9NhdJq3IEqOI/Sugelqb3UZmSjdVN85wSKo4dWTZXpVBnc+dLKvWIfu0MwjLrbmPctsLDQnTevgde0Q5FpYU53NZF786GVX6anaNlGJkBrmfQdhRf/nQbko3WRZwRj+ye4LX1rNj9/OHe8T2ZgnlEJvPnSzf2X4gPJKpE8aj9PkPgm0+QwLitzlh/fCceY0BdO7hL/fNW2/416AXKsAO+PBxAm3zMcC4WJQhyKiB+5wNe+t4toin5tegVS+vSf7S3p+/ymYz/0hu5RINILRTeWraPwiDYljMJwnqHmIlcrsRKY/O6ZRafTwxaU1WVyuLvwgJyokfA1uS3NP+1nEIS093J0VFljeUVtuoIKtDS9euQyNswGzEuoOq5khTftTUDdaL18EmbsRQfz0aDxDcHDouu0pjLpgCxLD0gfrpGZWMDWF9H30a1/f7ftRVV+ne01ph8lS1+B+Rkm5GyUlVugUubYpSIng40ibzHaqDwKmyRYvX0hgVMf1rTcMcWNej+NCMnyKw/31xF/+c60scKqje9qufOFS6YwyW6s/E5IKvyDWc8DEqoRFLuVpS4jyjryh1ikL2+HhqCbglfUbn70LgHoSdxgPPvWDBJZqUElKWPuJWFm0UFF+GzdPsbV19m0nkstpNYFz723ZnmC4nsZUOzMNwSbI2dgehuwzDIRenljIQy8bILN/CBbL3Tqptg6dtt9IYb/jy3wxHOb5r7MQAM8cCxWucxb9Vcb7l7xyDMdtWPKDF8F8Em0Fp+zIEiLKW0kYeRVhK6vAHMrQKK3x98Q/IxRNsjXlhHyhUOf0bZrT8xPHIQQMUPFHeKXdTK1rtHpzEcC9kdNL8giGpiB/Usy3DXklRdFs273oxiY5l3yk0DkQp+6QI0nXc+eVlB+ZVfHQB88y8SnZ9gNHfwhgKzbR+hZqVBeH92OfueGwrDiWEFa/bEapUYKtTk8AHz8cMCJGIFqLXrt03i+GQLoYkySkfPFPRHpYxv/mrqHzIKGXXAcZxQdY/NMAYfS5l24wAFmczJSOEk27j9alW93+PMKqBPDmmESWpqCEelkiur9uZ66MEtooeFetWn6Pvxp8dy/Z8whe1uHy6/zEYVwE+UsyTsUAsRqWFxMqew271lfaFYG0iPTgyx0PJno1ko+jemhHoM3C4K/75y5//lp67TmPdeQvB1/9gYDcOwzMhGWkNM9SrHQ/LKiprR+Tk/538MPEzunRQZ0urvf2GwPAPT3SzIBRlaRxiyssc9/6EZviQ2pnKD+eovdoJQwXYnNbYhS9nrZ4JyilOG6HEOaFbd0v7+TFCaS01b586TpCGNgiqJ8CNxLOAObYzatp346Cr9pBMAD+cxBYGLpq4XfNDGRVE0QCNloOHj9wrtUodO7tsqGufr7YGZt4Fx5VB7peaiRUJSAklygCxe15mPgXOyO7Z1eiPGKGgvyDikTz2in6tzBfk8aOzJ8VXvrO9ipD4XvWZoRqR7fTbM5ivS+iNAMi4IBUHfKOQDHYN5Oqicr8hs9pTigh7e26d/91IMJ+9rl+MYeGBK6dUxTcFiQ6NQejYKPTeTYNZ5g2jwigJZ/agegJ7s4wq28HXcREbq/zWH5MTIEK+YjqJYoKMV/XCTgFj9LK1+YTvfmRPrvxTuatMJRFTsGGWmpS7dxqlnfT1e4Ad7Sd1KPo81L7ONBMdXPjRwm0edqGzcb8iJSVg+jrGKxzuGjKu+So5AhFkExSa7MjZmrVzfPWspXE3Mp+kdVPcXNd+EVzJm8Cmy4l9DJ2H/gEPEZ57EphJ+8ad5aZkdsI/4NHCg/Bi2Os2iqpzs+LjZ4Ep6R+DwB8CVlsNWS+PMOhfKSOUL86XAVAcfDLWCXl5vineZIdiOkoATmezLaEv/0UYAhMni26j60jzUjEo32ag5Ur5R7RLpvxVbdZSQtO59bhILqs2RNWppjeBvJTnZ3Ep7iD2qvdAAEuPW7z2FlsAb/w161n0TM+Icpj5QMcJvqhRPB9t1VLrVls6uN9SQhUNUIjxfW0vXAxIOG9n4eG/0VouNV4ipg/Oa4xXv7j/zHjB8JPGTUcucEqwRDvq1GKv2z2igc1sp8xHCCq1FhVvOQpy7ukywSwvui0KiDW1GOUfFRd/F1pCbh3a8dmH60aNvnAR6wbU1+SVkBW3r6jmEyKoEeLauiDFiHfVdqL4Wjza1Io8ma4PkrbGqfVpZDXcM3d6q3O051YH8u3ru21GQBPU8mZndhaa7ZRD6PWCaHpBPHXBk/ycxXxWf6OmF74vq9b0JZw0uDXNXc/GkmJPJ2P7meyWLm2xgs3NouEIlQqEp6bbPZg2bNtvbuCiA5bf9WJAal3RdOHdoeN0fO6ciHfHu0B7tCcuRYzM8+aPGs4rBqJw4PRPPOCXbgkOyr1MxGq72x7r3xvlcDBuXfhhn/FOkfQd/0c2zSU/EOsY11tGFgYLV1Pwa4alL/2RTEewCYZp/FZY9enEJm9tTFmFwDQba68LzujW1VW6sMc5ycHM+x4zEeNXapOEoWfuTn3P1rdO+0yCTS5FREIVm7TPP4YI0l2VRkaGagH/HLITIhV4N4ABANyiG9byJ2U0+L8cgCVxQCOnRVQsYC3z59r9YESRvb2K34syS9nhEGV1u4jV6lS8c0YlBlhM5cNsylG6ij/A3QRShWCdEduhifUt9Si4oCK5ax+2ZUbJOsk6vuCul5v5vnMkkpG+t4KwnNVzWRN7yfQAimV+5PKDprL1B1W4kQFB3GFnmeYHGBNwlp47Qj1mJNbNEl7s/3NL0DEGVcUlf+NZdWWD4V149gvw7kDARPQRBEDxP0bMKjIQPY+WLQhMPnn+75giMzvb8vt+JQS8JoLru2AeUExe8HiWYKuSUvezpqvDBvAbcyATMUA9fZgK+IuZ6i59bGD7tCoiPHPOhfCP4Z81/0cmCWqrINq/gfRD/uwvxlkWgM+HjAoZVvqQ7u8GaT7WJrnT1ov6TZ2AxrhRuoUwnsIx2FYXJHCU3B759RJYIaxwbD8VJRLp2qF0BjioRhQ3OglQ2OQpkbxUlaNA5/VmZiM6kUwDHrynB0DiwQkGtTIf5H1kSzDh5WjJO408o67U+NemEiqG4zySK7X3DJZpvnCtKlDm5PS2jnawF9jHpGUtbCIIbEn6H4mpH5cVV3PlgtNQrbGUgH31VvO0Lq1NMzQnOiTwbIjVjoBkhZMkYm6ti6oyZjRSjFr2OBuEoa8Fr2nCd/zfryDG7uJCZ2cehTcdqE4sRf7F+ww6etnevKCglE6R78/UPCPuWpdfnzTM1YLqzFmyBq+74Y4fwFKqoDnxEgIp6bXJ+W8FBRg9EjcGKjdmpE0WxnPzxIWSF9NMI1VTWtpKQw4Iya3vTsyuoAj9yRZA8RV6PP1pVM/z1ZLda34oK24xtnVw4TcmFdNNeRo3AGXczvX+jtcpQkKxhBhuiMOz7L3iiErBxx62ZvsNldBlky37b2TsfocQkpiB8NxdZWaHu/OaL7zvBXuddgLiHYBUT7Dv5DetSqyiAzquoSiKk8MEP8LEeM6iPo+wI/Slyjbvoi5AgSXzmZaZbNdYbeIPmxltI2TRmXQerQvYpmgOe3EJQa10xipYYc7eBzSG51/PBzmzyHEKE9H0hqEuLeqbPZPTNWrMQ7isavXu3PzPeKrTkygDsNe8fjfDxcOkyfnPqS4yKA1IlEhMVOU25lfr4y7Kwsa7GWyZAovAgAZ22zPUDE2qrZgw7nktmJYSvpSh4Dmwj+N/HPqT/qFDIG6hKl5g6dI3xQ9wWsAqRoh4X3CbHXpTKmUYdOQQsCV/wjzlU0zbq4Qu2+RoT6fjDF95StG/eggrlpNTmrvkeSEBu+MIx9HmZW49VabCgcdMUqRPYjcbNZdCaXgjY3zONOi1869Autrhb0le+tR6CKZhLZvCVUPTswMSpXfFdYfR+xRuV5iW2GUbZZmJAyiXNxGBUDuoYvAPbgljJ14ig9uYb1ruolx9Jv6ke4TVJa67uxbq0+/t399cJUM5bZ69BHI+XBOoEzTLDYabsaGqygVajrIHo4IpI3sSS8/iOAzdEjYGr53fw6nvd1V6TdkLssvYl8h47HLW189vEkNSiatXwcO0eWZY8xIDVpXk1cfqY6QUSZTXQV0Af+s4DWLipA4nsXIwuBjhJbDFdkLd0y39fuSMfCRlsVOci42BgLvJlyDsPMbSHR9zaGMNtMaCXrZA4rJYdtCoSOeO0w/twPCN+cQvNGw23qk0niclX/PYqRjosrOlV6v6u3H9T+R2R6+0DkoEAk2M2UJXJPDxeR4ISoNcJxw65gm5I/ANgf46VCRaT/ho8iup/PQIh7hCT7HmbwsBKhymt8yM4RlKVyUF41VV7L2mvnh9Tz0DYVWbtXTUV4JZ8Is/VHtWTAkR/SlkzHa6360vlbgGEH4sVSHEHBRaAghU+x7GnBt7pl/d8SryZFlgb+6Bwn7keBjjTl18fo7Qzn315fGXmTVlbPKuRhtvInYBSBAFxl6ZioCQ5PDNy0Rmvd0pKqS71FFEZ+MGHwqHPNz0RL6LmpVGEGpms/sD2zmHXuxliRViQq7ssYOKfWtv/Kr/qlhYIwjJ6GRN16YQ6Wlv3DNhGImdNY454oIfyAjm3AkDevlIhZpLWf5jIJN0bPGc/QBzrFkwdXZAakImzY/K0HipfD4hzUMtC5iu0R1uOVR/Rot7uIWfJTqCfunu+0yJhBT2fUEaM+11lVaDhs4evXFVQyNK+IEV9QzQMzoJ5Dw1s7gfGEFpn0PqRgWf69PswLl564CGpXe5A5ZEG7TlYNGJ6mJS9Xg0Ygj8KBwoSr2AMIRMooj/L/avNXciPEqGaZ6XYt1FYCk3tdJM8WKEheHAFMTXXoKDHPf7F1yBVjz0qHyKGAN6LBnhkaV7aJY4wVFSMOSl7wNpBrFyKt1Eqp2WM5lSCq3Xv0/K3CfshbsoQtTEA177QpqQEtKKcmbHfB2hW9mkpELDCDWaPaRH2+IFGmN3FB1BgbSU6j0ccgu5mRUfojjfD7LG4iVnXH5TldNfZtfK3CTxIo1DrYKc4OFRuelh6x0mcoxlyPzg6yJUNRlc3Q07GcGwpszY+p5vkVajVAMnmE3RCg+fkKOF+TBbe7GyWFrhBib9L2g4I987uykgL9fx/e8yost5LM6xGjdLWFoevBD5EqoDHmU6HL7SO0zgsQiNcyFzFjCBCwwP0G0G7R+SlLuQZMaw3RJob/UL+ttNPjsSjnd5GgaPLQIMVzRh4eXTUx5RANXk3C85YHOGlmxPTvtT38gMx5fquDUV/G4zqMUcVR4FlfHoifE2vpyW7ByIV+ncZpWk1rz2YgFRjAh5PamzoRXUJQjyryQtr9ZoNxX3IF2ap9NHDXhnXj6axlWh6zIao20CpDPu1WhHlQjb5ijDE3VslMFc1WqfGy+nKpnG8/ei/2lUM7fTOiCU0SKOwqGnhL0vFxDaoxhYWcEybgwKrxQ4aTbENg+yGRMHJSk+479Z63G6ynCpg+QzYS+T1rXwFytDFlcUfhPW3zyDpojxOJ9P3RwnrKuqt5B/548f7owpoeBwatfRe5sb3TmQeOkqTNuMkpxLI/j4zRc+QEq1zx7/xrj1zObddN1d2RVU5mhdCW10czKB+P0qX5L3MH+tV36du79sUdfxBHmHSQscPSbNfeZwEoDf2hdmDDPBn2XIW+gsjWIeBNwt0RaPMB6WTvl9OxkqHSRTW0HnuVUjACiiVKOPFOcS74ESFuN0nfudEmkeVNelMETmMTsAB4u3ZXOW63BXcQl30sN2Kggeh/QmuhBr5o9rk1ldNixOAuNBHhYD6BRd0GCK29JKlZ83FKD+ZkhfsvbxdYi+GR+X+mLo2XC++9BMoSv9R/X/sgfc1+/ZrhDeSxMrXHusadwC2s4IFTpQyoDAVNZlpu+AaAj33+UJ5iMjg2YKYwtft5AFwQUFoJ2wK1zH7eXt3EkBPdfynDvF2M713OVK5zmulgu2YaYY+C4xhmlh+OppwN3jY1jhf2aEmmVcVj5i8xbj2nM5Z2n1Qcq9ZuBs7f41hcfpbON9ox/Q6GQ89Q3Q+65YNg4R8ejFxQiEiLzCYZ1LV7T6KK8zd/SXEemsNEbT//yAOxcpmdYOv6Uf/32ppDZTUx0fGLWz04JVSp13T03on2sBR8+JFZlvYkFbkk2XwFJcm0KDrBPyKSJbgFZ60Jiv7lx+zxhXshexqHU8uvdhFwMlKZBi1D8A3nUDxdT93x71RtVfvfU10gvXM4UgiyFKCNc6AQCWLeEcaZH5k0vueT6g3+eg2Auk56crFQy3o2E5+D7uWl97NHdm0BgxeLOAwego/5vJAssbljUN977e8/ohDSG0CtyJYv1bZIwgQ1bpurmX0m1vi8LRFQ/FUnVPupIe5OgOMb0BohPIlxPg33G4P4WGw+JyZdj2pb+d/s5SDkQVi/3HWjCBWIwcK7sEDWxmqhVlF6SlbiKIggV/D1Xrpj8aCZp5nzREu84AhTHTNar8hQOO1v0AWBecxD2cssywQnJZCnX7B8n1E/Pob8C6eS2RCyNogYml7ZJbMItwsDaFW1LYhyghGF65j3a0uIDOpzYwmiGyYpRKLPt7EZVOrkdS25XRLE7ku8l18BYpsmGPc+fnMmIE2dhY8467bSosSGT1jGp9L2ldnrS3RFSwj9ZJ4TBblO5HpFxeIqqR/y8lHiLSHvDuN6SojdKwM70hiMK5aCY4ug7GF1PjhFKs1A0iDJ/1Gr2Hy5nL/hokhSk6UZF/YPIZErDnoEqFsQjZ86J0OycuRJvSGMdKvOcPFprftdPmI99iw8lsp0OAVJ7pnr6vw2qFCd8sS7EOYbu7jq1QcqX48LPtmXpEdVhFLy4Jt5V0ykEdp8w+Vvp59b+sgJeLjf0N8nnCRvQGK/oT8tdRbKAOT9q6bJ6USHcBJtOrnUGhSn9NKM+ahlwwtpFsZssFBAI+kntF2bPUvR0A5sRyj2smg2RAX9s26wwVQdFbsLM3MK0VwvhFg5pemVyjQe1CJri5b39QVnVn46f3sN+BPjTFsg8LBmJL1UBLb7PdR9pkKRNIoAUiozuew5LZYtK+bYH1zbK5uDi1HzggkbPAU6RfgM4t58cm2ZR/iqnqC9IM3a3v/TBZdnxfIhtdVfmpTPfJxP9NizHt+w/PwDUzODzRnmdlm3Jy2jcS5RpfHNWp6lUYGKRmlzVJmXlagIIlHARenBHCMofGh062nn7ZCLy7k0SIKg9PSkk6lD6J5O+jafcrmFq4+3WtwYazu2QDcDvRLo2kDDvODrVnWzImz/WE+eEIUtHreCy7QJX3FjB/c81p2fREgVz5Hq173McW2a1ZKWPsK2/Lk523QCjnV1/36wmz6qakpqlDA8+iIyWMUJsqWKV1TXkScyC4Tgvrc21ljI1ylv72m+iHBvR+ubdBe3qSpyPgYzozheW3+vsgDKCWIa7zYBBsR/XXiOolxkNjC5yvFAsrlFnkE3RoVvuHatmhozMuRdnxlcM7A1yFIkPxXRYjg7YSYks3ioFdSLOt/uffxVjJWU9fWQJ0UcYBcYTS/j/no4hpVrSUNjaZ/KvzU4BkNTsYuPgW3D80awu+H+tTd/zvBZPuE15iMG/4aUhi1i4t0mC1OOvu1m5k5WxanhR2PdaZKruxT/kw7v1DRfiY2IqqBfkt78BVddjPb9ENJPjyfboXo7gY5Ci9slptq+FzeddVTBjhE82HL6VJDSH7g0VawPOyeu0hvlEqeYya44/UPgq3LLcTJIxGWj4Sj9Xnx1hBibMRlnka7L3xR8BdtC3Ao1mLAX84VjCMMPY0jg6CIMnlUCYGZwrgrKumnXc0IpzcDGxYviWKFuRNGgvd7O8ebW5oW0by7boR2fnEMxTeRknr3LLp1rb+mznsfZHuNOkhPFI2H03r2yO1OnutxaqcO+YjvmobwMd9V3R7FochYB03L8ORJRMAafR6KFpmE0m2jey8QOBl/DpyCNR79aPS+C2ybnr0dg6Mb+HnIHnnESywQMXP19lGtXHXOZhTJQcXwsZBHtix3LsUxNdEmY1/OAwVk/M7LxhtNupdI+Da1qtyPYFLLysG5CYL2YC6tKIAGVUQlxsataBeJ956c1Sc1trTX5NKa8YOhui0v5L93FniP9SOyCyK3+rUi+RWbQApBkFWC8B5A7bXJDIVm0htFr4bbYPJppEmJHhTYDQ3b0BR7i0zzUWd2JqYBCaRdSQZmJ8rM9Rif3wyAr6/1KmAbATL2TEuS1pwOZTMHKCJGBnxFU41sI9+yuExjuwPmgz5swoV/bUtinHTDkb8y0TFUsz7DHAHZzpMd0s5vzG3kYLArSRot4wUwrzPjmzI/UDLLfUsBuNTtQsMpXciD8t9vWBaOVbxpTk9LlvdTglCGdDSLfvIX8kcTzsy03O53DU3jPO4H+9ag6HbDO2iSNyIjNXkNXzKjD2Rok13U7lEoff65ACe/8EBNGIZwxZglJuBOHSajSWGnPzSUytjD2pDznVnAlnjCxqhiZ6sI8ztBC+S6IriGU05F8VR/exG29s5o+Zzr5p7quqOKaeB/O4J1si3GirJD6HQM4b0F440Dcy2pQb1vL0Boi5quODgRk2A3oHAlcfuLgOnsqkEqiVphZL580GBYbx3YGIWa1v8jRNnF+rBX1pfnrXSdtEdydDQTlozEn6N+9jWRejHVGqx4VfPXjVI8gXrjK9gj/bgdhxK9s5/3M0C35IWdEccxuE+pDGyu9dPLuUg+LzDk30x22RVzBIxcUeJ8aY3fDGLjP4UGsEQ1LA7rwBv5Zuguus3Irkdfc467jb8oslM+yZ8NfJxsPcfjo3VSq7YJlU0TvweAz/p3pIUbn1Bre8Cka3stgOI8wdN7zdZ7CSmDMY1glxXG6eA8YMCBTrGpDxh/YvID13jZeCI+8vQkLR31KaYm5Sv4WTn1bLdRGZiHha/Dm18gG3/7x8QcXpGI0DVe5E3f1hAFUH9H3zYzKmUEgMgndRNtvoRdzF4+iuiHpfnLlXu42bx4Ja2ep4JN6CrDrPVQ6Lf1kWz0QMbFPy3bB67ceO3nZe1EjsidzSvWsg/uSRfkPspFjJx7t2L1Cq07YzIiV4LB+0YJn2jcNYfiZWnxcPmNQK/Y+93aPfFWORmVSK9rkl2srcY0TqMsz5Gg25i8oB01kpvUEoQ4uY8wOjWW10ZkUzMJ2vqLWcpfEeEG9JafqgHUzHcGamxgcXWfqSuwF0abgqlLSLne/QgUsG+PjsMr7k6vhqZmjD9szoy5c5BTcIJFfPNflvpH30LLjaX95qnaB8P1K/nZvYsNxkSdZtbEdMU0S6Nfl4ldFlgGOUas6ildLeL5Fy5T0qD0gY6yxBT64YMzyz/UdreiKjJhhDaB8S/KdUCuxTIXI/nLWygDnSgtFmhUuyDtZKeg4r7QIJTTLafbYxw4bmYRr/NUDTCFJLyo5FTW4qWcCCNGHFQjg0ctcWRHrH6nLTckCjFkjYqdrVit3XpYRKoXTHRanvvQM08MzYRZLPVrb8Aok7blxT1CDH0VzVxdIX+9JAF6BZmBVd4vQti6cj0IqNYpYi4no5PfJaKWkFtMjP3DujLyS3bIQcGKUD1SGxrE/cOC6AqIXx4VtLTpnKHdkJuptuJIK5Xt1ISjRc9Z3Stg0JkR0D5ssCXSI8nTdVuH2a8c9GkvvM3L+yo8MqPVAM8bJLeyqAwzQS1SaIPDKzThABAJa8+x0UQo7thb5cTKTZMPgoGWJVlqQ9YgsjAR0RSZ1Wal81sS688cfeHDUZ7xMckHvgmdxLhkHkDfW4yZYpP3kH4A6zdDabHNut5W/gU4BixnhjCQGhyTW6Azfr+k1qfpCE0V5KFH/wFcKzYPPIW79cvJoGyg5KyOR+2YEYLYnDwLIWBnrcqoaMQme962DC8PhpEKnAy6LY9u1QUlQ3sBpgNi8Ie6+3/ObWOubZPuYiYM8996BuDuum/vi9+RwCMwxexwpmA1Cs27jgwerg2zbx1UkMOdm/WlZTsHwOg5gORj3+9kg+1d72yfcy46RtLWpOtVUdMPuvqjtHF5quqrE+86wc5aRd6dXuzy9axIR3YfMx7QrBHTc82Utxsb12sQKAVoxK//e4MEV3kPb1PzkqW3ufPVlFw81MT1CGIGjhISHZA1R+Rsc4l7yQkDD2mG64LOoMEQzvN0nT7PhFMjf67zz5f/iVDfR5sHv8zwCYuwBKAfPSUsX7hMMtM5xFCBbuOUTXvH0B6FSk6P4xSXdrVQlxZpzNZx204y3AYwXbA+tn2BSYg2gJT2UuESN7aYgAPHqluPYHJZiMF6otxi6u7QPuz7/sXB7LnBrV5VS2BpTqMQQ+BQ5F8cizbjD4UnAXu9xzZuHxQlZTSFhgyQqn3nLBa33odxnrPZgIBnO1kvVim7a9rE7iKXf4HkS5CeeVOfbP8njivkPPRWpxSQAaGNUwHVRYL3UK3xurd0qs5+sk6FHATBaeId6i/Kop51genw5GBmzkA4ed0jvLC+aOjNMF49Ki579hsLYEiMW1PPhsLX0iRq4RO89S9PEaVyE15q5VpuJDZpUnvNpedqO5mihJO73EpeKdMMqfg7R2GCa7GzTy0g3LRg1BPOhCDnsdC5aHlP/7TKSIeMR2Uz54ebnju3dESK7SRGnTkz7s19UrMg6u66nbmzQu/hh42sQ/+Wcsmh6rRM96J8k0bBK5LaOhgOvaLJobr8mNvNb6Lbal2lHGk5972QJQzODC8fQhFRYajTawOjjwftIsuEYG3XlrzQGMdyVbwwmTWlqMWOIanTMvOS914Hofg5v2q/e0fAQdRpx6rJ9mXl7mU8+ilH4hnndI4RADeyctNhu3m8hCIQKzWeVAlyE5760aqQEa+rSVx1PbVYoopfZ6lZw32wckHhQ6zmbN1wMoyllnq6AmF/szHXLEFQVWJ6M2XAh074SgLGsBUw0tIXECIn6xaCPzivwvp4nZEzDpedfDBQ9bKNNwYMEmzPja+JVGcmCOXxHhFTx/3l3Frc86p1Pmus+D0Csf4DLa6lbVhmJ1LHhALUlfPCaqy/3iIJQlXsugZXFBEBy+xwojXTBlzw5jzOoFlQz8kVdZPxsjYJS7pWiA4htf0a0b0DUm0/DNdZ+ZFRrdEqMETlMMNYeUNHqbMFFBbFIW2wHWAeR1Bd30ZdajH6eZ1n/gjFppSD/Tk68VQod3Ijs4spwwvGVrNvyQUd4SXnOHOClFgFMrNm6NUw/Ao+e8p1ddRNbpz30qmkEtm92gZhJcVXYNXT0NtXdrTGpQOMmJ/qIsoZMboANQSsQSqN8yFNW0Z4dFonikw/Qa7VkWwRpMGwCaIKrShyvMNEp3LQsMgibM4WEE7lj8TnELIoyrt17Jt5DxBS0qd1LbKhfPxTX4IHrjjcmy/QYnCDG0k+TXo7S/jIgDFZdRf2RZNLrDx7+TV46pp3BIZytWJ3A0H434JeT+GrO4c8E8YPuGqzxtpQNJgzVfmhp34b7cEcT7CivuwSNFq+ESJHP0mfaN/MLWgn9SZU7bOG3mFFNl/5P0nzMqbEB7D7/1r09r5JYKUAwiWi9oIh4KXZxHPIUkvjTtEMqmAAP1t1KEyUDg8KR3M35pTFn2Ob4A+piKK92a/cGfDJrjY0BoQN6xBrfEby5+i3a+LW4xZ5qfnsZecIsRPBkR9my08EF6LY6Dz3wZJwYWQi17+tGM3XB9DNn+MTLKSSSb4xMNRUTSMgHmCRjJqfS0tPiZ/CEdnD5yq8JmfLXTeDq8khWPFLaowhfQWcw9h0/8lio5QnucYvDEOPaOK+r3AcEPFZ7+YT2zVULfVIpA0B2vn2jdaxvpkBIkp83pFOkpCR7pbxCr0xwSMOIQ0Irg3Sc4SBHseD1kUDoer0/X5OxtOAYECD1UDboNtS9KCPyK0D0if5VnZtOU6r8zCD74jrsEYM0sVoXqqwdv8KEnlGRpBpSbaCkVEcdgUUXDTgU/mPeNNGDlW7yra5lMXAjuCzsz4mDUQipu0FXK3944It90h/VhXBeculU+WtNtGSFHmmxh9rK2bZJ6eS3GIZ7pbYuL10ciZ46z3O6VjH68mjHI3NS6b7719p3yjbJ56lemZUg+N3A8gE2gTOVuSQqnEItGB4tCnknrmcQV8cx1q4ikVEZWMz/KjLRGRjazC7YghJV53DQIy5UdpBuxOK3N/n5hadsXYW2HwQvW2vsZ3l9nVGF5gYc4dOMftYLZP6vCU6VoztpWsIGzhS22Vk2/2IYhhDKq7VbdtBc34MD1yhgooryDloGNRbltzFMAPg6kYxsSzEDuvgxOzL4vNcO42IzpdLz2B1BP6LzP32dwIAVXqKk95Q5FB3P14mwec6VWQl0RkmWEa/+hbAZI3M/3c76hkcPQB1z8J3xj7BLWeAxZ5O9rlqtmnW0xxMSLrgodsc4UXNNSZN4ogoaWNn8FTD5vL3CmCO+iOkZPJrpud/XH6nVrISaMXBtTUN1eDb8XWBQWnXldUJWEMw+81kWbAPh3hQGg/zk5Vp4wIK4AH+2uA0YMFJRoq991dx6+/zKLJBfQ+0hSCw5jZjq9/DAqaQFqIQeFzTAFtyu1KhNWWtHv58mWrzMh7T7QvG2Axc/ml5EB6l/gJ9S0oGqNU/6YlnENzTEM5ILEe4jRmZkNr8xTtp9zE2wsooimT0Rw+LW0lFm2L/gxyohEYrudfHzAC/Q5dJJQSWKkCjAsCoJxbI2F/0TWS87Rzasrz3K2k5eIbe0zU0KuQfMRzzo8uSbz0xYAgOlXYBlJ6D/0NHHzDelTTXdG8qCBcCSuH+Y8LSCEX8bgYICDbFJlSOS6HxkESVOIiQmej6x+bBfX11KIVW6ft+xqGMFk99+kor6i6KU+wG32dQU3EaxQ8qmsVvMGYS8KymD0axx1CCsKTVv83BBTd+Q6YFc1YJH+d3YTFc41Ot7NAhXUlVXwoqBlfRaHZ2CKr9RkL9oiRW9zuAzjn0XpMHFehX9SzupVV0ZLXA4XS9/ZIxfv0N3StToTD1o9WUf2RkoOXnOyjxY7ZgX3RDkdCdLdRarkvsyY7XI4p7hk+hd8wDsk5z7f0hClaeJ5L3oXcMSFdIbRWlYrkb8S5ZXtcwNz/kjVBFuCYNSGCWxCM0zGWc1AIMBoM9L02EI8Dh4HdeQnYQRmhhr7UMgryB5MzudlqZLOVU/ryv3Q+bP/uBWz2qr1gv3de+4+v7McPTBNnfjD6UM4c4FROlOkUPhLtXF4rtqIqcLJlUrcCItuyAWSwIPS1ZX9v2oL1udktyb0hA8nxQXDcF1i7Xz+NcWvVi58Uo5ouexoGDUWYNgNtbEIRtmEuZ66hphSqoA8WjSmKlZ/ppI6H4dD0FIXQGPBI62zQfmDddENIy3LHbUZ4n8XWVXpjjD2icC0MYUuNfzUnMo6ORyHxRxQYMSS0wTWxwQSk5bDDQuRju/Aer1/bBiFHqRwANGE95OLbhC72DHtHFWaaTp6qMf0wTjrQBtoeMh82cPhHtiuyS+4kY8qCaBqjJRnX76t99RAd8MzHj244kfaC1z1URSpfqMWmXUnnm/OuGH3ZW+pI9aZt5McCk+kSg0xeWcEAP6BpFU1sO4Us5phj2w7DdS/C1J2FVWR3M+GJnhQ3PYHeNVoMAETDYymSyCuDaQG8hmjMmigWCG53B/JZ+5ANWSUxFnqEwCENvW2nQC6nf1yNn0NsD84tdDvrroPknw2rzgh9jtu7pAvWBmVc05aLWAQtWjTUAt0xCyOrGDv+MGIfVCxa3w7R1VPPalhfp9KSAvCp5IZ9+dQOSx2gCr/Ge22iwLsqjZCLAmrrRmM4vxBDZsNsP2FjJi9/DRPjbYYZeP4iAFuhtJehYOdx6pkTq7M9caIt6W1JGrLbOa4ZwJdPg6Tr5RbwRiYfiBNtu4A4qwNHdiClffPu/P873yhsIFGStiRiXez1iCJg/xVnUQ8GedXudG/vitnuPBBvSdGQXDYSu+YLDRh3DwBw/trjpMT8m35deNL/00OFX6j6c926IfWer9pkerr1NErvPZ/DGzghnpkaSoZ40qoFF5vQa7a3NKR4o5y04nsoKpkCNufTUpiKk9/+cB82R98uUCgeQmADHWiqULppcNOUwKFJCutlJU1yspw1Ii0f21y0qfY0HqAMXUuUoVlU5CfREvWd1NQLEXzD6WL97kjPqTMn3EG2dnxxKHWU9dxCZDfrDF5se1i4Z7iSMRfByUI8gg5EGk1Zm6oqb4FQTfbJXBDpHjNAiy5//qaGisjy4J6dE9ncoFsH5RAtnQmRGLONLOXegDFBE3Q5WhrCU0nvivyU7LPeBpkaj270Fcu55HWL/R05gmm89Wuat1Q6n93H7sfmppdoMBELq2ffqB8aOi/B5hcrRDklnlkFwm99Hkd314Y63OFlKbW6ahAal0H9vJUhZkQq8txCctgn5o9HZUxNCPi7gQlvsUITGlGFbhHm9IBsVCdAxMTnAXvkySdb/UZj/pztFtfnBbfhR+Ta1x1oEWEi5rs0VE2KfWPz8mjDgsJ6w7te/D8j+E0MNidQKYtLFWDpYUpJMYmQiRf+3YMyR7E7mr/7vY6G7ibR7FqquVpDyPCRZv3zLfW51m/Aoo65vQUGFpU22TStuVjofTsWU+FU1Fr0+tBBX55E6RnPMgeWQuuLHicuzpAKvkVkYDraXn8PUL7u95vN0PFP2Pk3KT25GqO5LZ95ct7koc1E8fzR8lnbo+WURNr17l67qW/ACS0zV3wJY3RvPfjRhuywsfB1rM2yGyMtOmmCxZj5Jy88qdve1d+pX58FM4r89iOEC1KakxUHtZ2qw/oY1TAJ5eTh6XDVvUG0qXmiNzKY0+gwmqoUvBBw3e2EmsSsUo56n9jv1H9YxAOw0LXzHtVerYDqzNNp3UM3YPOJR5nUf1r9+W74YNFLNzaH2d+qSAKZmwiOCpg4Kc5xswZY4P8xq75Svf/QO9vw+2jgYMU35+gTPeQHu4UVPWtJDLCVbZsMkeLW0ZImu7d3yxsMoltfdZsOmy9CGw0ykV4oMDi2EAfRC4f6SCM99UV5IcsDk/ZI5ASEVrguPZ467l+BMuOWHOWyh6zEHimVMp6VYcefrgHk/uQg3pP194UhLY7F1FG/2IxRHneDECzjHXIPswy9UDE+4JtkOLzJ2krM0R5YMdirern6+eLQVphTuk8idDd9SVJ5NgGhEbDmUQf1//RVuWZ38yChEOILrJfjdAgnniN1Ltrs1FIkGAaxC9sz4Jwc3zzpQua1vJ4WdU6fwbQWHfyWI3fbv3jOsX1FMuM2ClYXQZaDxgGdtKn2KwgZPNRSN4/QIoaGPFqFaQDC4EU9FLIhdadXY8UWswPRiMRTtit58mxZ3H+7CW3RdLYHLZ19peTKxE+4/BgONtc8S4+BEkZiXcP4qLtWrHwikksXtUaj9LX7/wsPScu5EeD+ckJz29vf4tyV0mA3V2Rg02lrezF+F+LyUtR34FzlKdB//b5xRYh/6aZNsepqZ7vs6Rn4JUplSTPBvIQQXYA7ih2Dbcyyf4HbYP9+5TFf1VmvTwg9fszeet+HntOToqUC66o1E6VK3TWbxlpy+jggQ/7/xxi69RqxyI8MZtMMRM0NA+XpzfVdpozUXum96/N1x8HvbYDZFMgGmLjyUl0mHDDZRydc/pbSbGiMH8fAhnXTlK4IC+U7IPHmaj4IEe+FMxLOuiZccXFLhDPYVNObJnSl/Ap6DGrr2ODUY5PMuWuqD7Le97kNMbuagTp77vVp7NHKQZU42Q2tMsDlyABJ265sp47ioBKwKJoZjH33YiJtow6zCn/TKedgCcx+HO3j6a0PZ8RPlmW016y++EX9awJU1ON7j4cnQve5oTnhU69KxRSY3PAg9OQKpBXOnoX3WGJ+8HE78VkauyQteSK1kHv8iiNlpfl+mQz2uUipt7t/vGRassA0UL1s9y6jNMduMycRyCpkMYgqT0VNoXz7AE7ozPKDmGuNx0gHHV4hK2PHMVKVKLkJrFSwoUZMq5ltSOYkfAfxSN7sR4fGq5UKmzzaRkbqEDKs4JVEEpVY2pw1+4HgE+GhZ+TxsmVKxNE3C6WvxDtF4X+d/ggPp5BD4mYu0geM/I1A0BNChfzDWnycOBVz4qrjnXhX3VISQ92aiI3j8+ebBpvIj7NRZ/yHZRFX3hClJLuxRm/qQ2URhpSqibKbXAHQyhMYp1Fv1rQmspJBP4WUwhCyZI8i8AnfNWZdAyARqwcFQ9azr9IQ68ZiO7aPCtdhvFAkmnqcjwOaI7eXnLNBI3nhNTlfl2DQbge/hrT1UsLgz2p1XQmuBW4H4/ckUphfAg9KU1VtbaCdaQKqcfwADrf5bK35h+X8egm8UvRn+LZIX2MLIgM8hgUQ2pMg7lio+usTgJP4OoTuyvHeNtOld1SUf8hWmeCYxeSyTQEvWsQ6kggN4d4NpuD0gNawCgOJGJ2z/Q+HI3kMzklnYOHGDJkpEElM5PMdYqHRX/gHIszmJwgf4auHLW3TctEzjOWSow4wHFzPgIIQO8SxmV0UFEV2GV+JH/fe4gq/CT4QjRI9y5WbzcHSFCdEl/Pby7M/Rf7PzWnIvTCkjmjH01bRrFnhtbDD/fz2zc5F2gknws3twqPdOWfIZH6eylaXZ94uEOwkIqviwCMluhgwRiAuBJCJfVOUB1taOHy+wNnd90rVeWr48BXqgZHU3zjk/AHlnnayrWjCIl05j1Ec7R4mmUF8CMDPa/BfKrsPqGcHs47agkzTEOod9OqqaInztXac+tyeQDtS1A/X/0bqBI2k6m4yJ6y+62OfWuitDfzyyWEwa6U8+z4lsjr1f2aiYN9RSPMNBzlIlrnqJs1xc9pmVOLFo0foH3eJaZnKuh3El2GMZS6EaoTUPyXoaxUkbVhk9iQxRZ0HCO+PzrLpGofCfRGwPmGdG237XIRtgRdW2/ishNahmWyvWf1gRE2LMjl6OPAVW7ZluOiBkqpYi2alJtcDeDX3uwKH01E3ia/jjBAe3uJrRJrJgJENEYRdq9uc31izpQa+EyXffkGoJk61ho3RRLLwr+GyURIGm7zesilwXx5viVGYKY69eAS08D8DxaS2eyazDEE6xhERNPxslDFZZfUMHGqxlCs1dUdMPgMPqjt7JcYX4JcJvwRSGzsNsuIJGHzV9lRbwUsJ9reUGC54IJX2A79QYQQuMiyx4P2bjrFdc0HHBqNFl9VrBIwcP5peIVBT5sdxpU9E2Xkc0ZlWCBze0aUBXkMIODQ0pxtl73OSFZTeP1runnfZLACDoQgsuZpkaFYgZ+YGEXmsJuokZ7xdFBxOuw/W14eMTpdTieJomJ+nlwc5FjfJONDT8RhLHl6KCOunbUVePFcY53uXX+FrwhshKV9mnK6Fy7m+d8PamyVrZHO6mW924bioR1UzDlmLQDEpLF98fSbMBGz+zQ0G9lhUEfruNZmY0DdrKl4YGofb/t8DQf08AxmLzG17DsXCF2SUqyZ0TNBsWgqw1tLIyv5AgUyKxzbwNG5DbJlQQpiTXRnC8fqP9q4xkGOYuaHNX5pxJ4eHWqhQBeo+dfk1rQMYmqTktVPQez+yI6Bo9NINOX/kN5ZMT9Q0yp9vQ9tzIj1fKeq4+CHX27Mp0gJD+Lq7+qS6irBFDljc5FMkvwSIPkggP7cHF47ZtOFDcztYHoqg7Q1Ebv4rhTsAgfS6XiyMCbZP8JggVq50usD3cZFDKX1eSJk0tV53Upk4topgXHRVnao7a/m93dYZv7yHCbNcHXW5DfB6RVspVs9K2/Ao9SPFPhlUVGSFMnavLKn0354ImoQJw+QNe/DLLS47qIorR4J/Ev5xdb0Zn8d/Xbwq1BydcN+kjbNz1d7zcl1KbsgNjX46WHAct3TK/hNfcgvQJ8X8BJZvRzCm5yrsoPmm1eDYiWiwfcu1lCUVPhZk4HWjDQoaXlsC7N/YQn41Bdj4XstBwTrtrfuBx1x4UuKGTxGbz0UxVgg/DM6kldXtYT/XOo3K6EJuCUlkudg3ovp7h7osSzOuAvMHaYXs9smGse9Lfm7nnsP0W3xFbr+wcyjY5b/eq5PHhbR3GO1MBa+gwfetcFGzAno+kdprNGLd7a7qiJ1fXrl8rtyD0elS8vxOU6hFuSKUlatlSQLspZtW5/UT7Ddji4wdEZN4ifgTwXvLK62kGK/3aWfDBhStBjge4al8nL+yfRYNNefF2pEadFAzqImB7zLqaA0v2le2PWDxLSRYt1u30JVkIP/0We8TxDXLhIwzNqbio8fmv6d5fpCw3g4CDDDTzvHeIl6pSfBEBWRgcBqmfIS9SRffCUoBqnpKaEz8L9I5QQzfOReLtQSVzQyQWQF2MKPhhatYzsP65K56znGJQijJ6J4s+KowpChx6E02KfeiiolbQBaCJhrjPk/Cp65l9WiAFzz3ouyeTkqgDeBqg20vp8cr9I34rHOM1idafc1qpfF8gwj7pKDwto5+O+aqS9y0WkqK3TZdcNJdz4lazx70jcrgj91Et7f1qW/pEg0/BiY0q4HH309zd8hWqLzt1n/wGVpgGia7rTQXcot1q76kkWSrLw9n0A6nmQA1dxR/vS3CNSbI/+1PHY7/dT8Mf+JCZeEh0slOu/ay/rxL0x3tURZgyIoCB45cj4jInpwsWPEazI6UygL2pttN7xfm2nqdaiaCQC0H2fTSXju2ZrfjoGKVGjWB0pF0lmptAtGApQrP9TNKSwf0BPf1E44yzHxJ8odN3s4uSVsxSqQvs+8t+xxcuDyJV9GONZrsq4xOgN10rEzjeSXlM8a54Q+Y+3vBbbXkCqib3nMksokwVtqSwAqysmzXWR8YrMuFWLTE5nKgZ7+7dmUkS6dVUiw8UaGFYuRA1MUx4/1HWPhqZULVdmxALPfSIAFjAp1TTbMvUk+VPjq/Up7klNFVrXK1kQy5B4f3mU1r5Vzit6eWzYtN7iR1BcXjAyPdQ8RTl1eq9GFSQIf66dh1bf5S2DUI/zcHMTU4uu3PSf7lwV6x9LLkty0P1YELDqEd9JDeTdBJwYDhl3WCIt8bHcOwn53x6b2SxZha528FrqcDH519WH7x58L/7WpAy4sg7CpC/bqyUNpmTS8ABzctw0obdwYMMvM4fJ9gmfF47h5ZBrFRQEwMWEGacOOwHT6kUi0IiE6ERJe4BhtEmSLhee96L3u4e5rgyoCd8vaSKl+x44mLQcIN65TSHzMFxALE2ZdGYV5Xofx2uv+htnH71Z2ev76MSMqNi8zhw61EjVX9y48AU5FpKprAdNpZIskOnpeSZ4UC7v6o5gzC7FKj0XuFbmVr7Rlr6KiLUNt5ZWTlHv9I7zZftIKYkkAdBXCxHPwDlifqRznbfgwaUr/dsuxBdwtpB7GmRWTJJ46QLCWH6hdYQ4WwqrVvGktdnjFf3jSW2f+e10wOwLuFnyOTSjH3tx2v27QmfdVvdotSgKnxsxo3mdU4QOlonx0bLMaxIHAw2+Gh6umB81GTUUlWcySXSXIi9tJSg+/SqX2Ol5k8Ca55y2c++wXkttu4wMBLU9KUu3hiGEaM1tIBJmPQQJK+6LtaTsLGXHXJzaHGYbNeweurjmVcl3kQFLkBxq9xuDHbuUcRw2N5+EQarwpq7/CnhTV8aH7lMtYG39M63PDzK4hazDrCIx1H8+0idiAGb1EOobzmAdiv0WNcK2Y/kERtnviZenOhe/GCEa2uifjr3H37PW4V8gATbliMPNuq0b44p3/mMaDdRu/n/+4WqOYRiaVhdBNnlp6YKB+k7XNvOYeEwVSLeFUA1DFpmrKybBppyaDSxlVKc7clXT9FMQPlycHtjseW3AWhNJL4opTmV1+W+U0IL73E5ru4KEGPpdTb3nius8O6BflaQ7VjDuETA1iDrSm7JsRxlvo7zskr9IiJYDgMhOBDERj8izyEbJJBYx1ewGwKHD8DZagNcTUf7ENLOR+1jFl2d9naqFM5fxPoKoBqATW7mqbqFVFW4NKwe0YgC1kA+G83t7mr3zs1+Rze/eHsSLZ01+F6QktD09VZ3W5cwonfUNfL6/393GN7oouIlmn4J4iRGbCWbKUOU3U/te4mibhiW0vWUgWTDmBbcb3MVkuDAgeDG8xQgJTWVyMi/I7fytQp2TLFD68E0J2VOIe6txWngbwdIbSjemJs3ImLii0+5IIFzt3FfxRsNtCDXTKzmucPmInyVBzbNKB54UmHWigHmtHiB6I7kReefXqVfg3wTvqXDGxDy+vpQRtdaMD/64DCJQwGjmC6O5GucT7cpziDJoYdwfCXGwEafE/5fvWaR9/hE267kZVaW27mz6HWrtfMJ/ONSAhEcvZPKf+Smts1suQoaWXjBN02itn5a8rgW97RnmzEmyF7tv1ebQ5EXgzbwZH4SNfEfHjsOpwi7kbB70LvHxIG7w02a5QwSGxfJK+mNhnabrbUgxgTU9jzRS9r6Xpi53UBU28Do17/KHxwcrwyC3HNsFSL2QfkNSmwkMpiJfLBnQ+6bT5KzXs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<div class="grid-container"> <div class="grid-100 mobile-grid-100 tablet-grid-100 mobile-grid-parent tablet-grid-parent"> <h1>Europas Potenziale nutzen 2008</h1> </div> </div> </div> </div> <div class="breadcrumbs hide-on-mobile"> <div class="grid-container"> <div class="grid-100 mobile-grid-100 tablet-grid-100"> <a href="/"> <span id="dnn_HomeText_lblText" class="HomeText"> Home </span> </a> >  <span id="dnn_dnnBREADCRUMB_lblBreadCrumb"><span class="breadcrumb">Aktuelles</span> > <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen" class="breadcrumb">Veröffentlichungen</a> > <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/europas-potenziale-nutzen-2008" class="breadcrumb">Europas Potenziale nutzen 2008</a></span> </div> </div> </div> <div class="content-full-pane"> <div class="grid-container"> <div class="grid-100 mobile-grid-100 tablet-grid-100"> <div id="dnn_ContentFullPaneTop" class="content-pane DNNEmptyPane"></div> </div> </div> </div> <div class="content-full-pane"> <div class="grid-container"> <div class="grid-60 mobile-grid-100 tablet-grid-70 suffix-10 tablet-suffix-5"> <div id="dnn_ContentPane" class="content-pane main-content-pane"><div class="DnnModule DnnModule-DNN_HTML DnnModule-518"><a name="518"></a> <div class="NormalContainer"> <section> <h1> <span id="dnn_ctr518_dnnTITLE_titleLabel" class="h1">Europas Potenziale nutzen (2008)</span> </h1> <div id="dnn_ctr518_ContentPane" class="NormalContainerContent"><div id="dnn_ctr518_ModuleContent" class="DNNModuleContent ModDNNHTMLC"> <div id="dnn_ctr518_HtmlModule_lblContent" class="Normal"> <h2>Dokumentation zur Karlspreisverleihung 2008 erschienen</h2> <p>Unter dem Titel &bdquo;Europas Potenziale nutzen“ ist im September 2008 im Aachener Einhard Verlag eine umfangreiche Dokumentation der diesjährigen Verleihung des Internationalen Karlspreises an Bundeskanzlerin Dr. Angela Merkel erschienen. Der Text- und Bildband gibt einen umfassenden Überblick über den Festakt, das vorangegangene Rahmenprogramm, die erstmalige Verleihung des Europäischen Karlspreises für die Jugend und das hochkarätig besetzte Karlspreis-Europa-Forum, zu dem die Karlspreisstiftung gemeinsam mit ihrem Partner und Hauptsponsor, der Deutschen Telekom AG, und der Stadt Aachen am Vortag der Preisverleihung eingeladen hatte.</p> <p>Die Buchveröffentlichung umfasst im Einzelnen:</p> <ul> <li>die Begründung für die Wahl der Preisträgerin 2008;</li> <li>die anlässlich der Preisverleihung am 1. Mai im Krönungssaal gehaltenen Festreden von Dr. Jürgen Linden, Nicolas Sarkozy und Dr. Angela Merkel;</li> <li>Vorträge zu Deutschland und Europa von Prof. Dr. Gerd Langguth und Dr. Günther Nonnenmacher;</li> <li>Beiträge zum Karlspreis-Europa-Forum von Petra Pinzler, Prof. Dr. Hans-Gert Pöttering, Gordan Jandrokovi?, Jean Asselborn, Prof. Dr. W?adis?aw Bartoszewski, Prof. Dr. Hans-Werner Sinn, Dr. Jean-Claude Trichet, Dr. Wolfgang Schüssel, Prof. Dr. Roland Berger, Dr. Karl-Gerhard Eick und Dr. José Manuel Durà£o Barroso;</li> <li>Beiträge zum Europäischen Karlspreis für die Jugend und zu den ersten Gewinnern dieser neuen Auszeichnung sowie<br /> einen Überblick über die Geschichte des Internationalen Karlspreises zu Aachen.</li> </ul> <p>Der mit zahlreichen hochwertigen Abbildungen versehene Dokumentationsband &bdquo;Europas Potenziale nutzen. Verleihung des Internationalen Karlspreises zu Aachen 2008 an Angela Merkel“ ist im Handel unter ISBN 978-3-936342-70-3 zum Preis von 14,50 EUR erhältlich. Herausgeber sind der Leiter des Kulturbetriebes der Stadt Aachen, Olaf Müller, und der Geschäftsführer der Karlspreisstiftung, Bernd Vincken. </p> </div> </div></div> </section> </div></div></div> </div> <div class="grid-30 mobile-grid-100 tablet-grid-25"> <div class="sidebar-sponsors hide-on-mobile"> <p><span id="dnn_SponsorsHeadlineText_lblText" class="SponsorsHeadlineText"> Unterstützt durch: </span> </p> <img src="/Portals/0/Images/sponsor-volksbanken-1.png" alt="Volksbanken Raiffeisenbanken" class="responsive-image" /> </div> <div class="sub-menu"> <div class="sub-menu-header"><span id="dnn_SubmenuHeadlineText_lblText" class="SubmenuHeadlineText"> Navigation </span> </div> <div class="sub-menu-inner"> <div id="smoothmenu2" class="ddsubmenu" > <ul id="subnav"> <li class="navtab3153"> <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/wahlaufruf-zur-europawahl-2024-staerken-wir-das-europaeische-projekt"> <span class="MainMenuItemLeft"> </span> <span class="MainMenuItemMid">Wahlaufruf zur Europawahl 2024: Stärken wir das Europäische Projekt!</span> <span class="MainMenuItemRight"> </span> </a> </li> <li class="navtab3125"> <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/call-for-justice-and-freedom-for-maria-kalesnikava"> <span class="MainMenuItemLeft"> </span> <span class="MainMenuItemMid">Call for Justice and Freedom for Maria Kalesnikava</span> <span class="MainMenuItemRight"> </span> </a> </li> <li class="navtab3074"> <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/karlspreis-unterstuetzt-karlspreistraegerin-maria-kalesnikava-september-2023"> <span class="MainMenuItemLeft"> </span> <span class="MainMenuItemMid">Karlspreis unterstützt Karlspreisträgerin Maria Kalesnikava (September 2023)</span> <span class="MainMenuItemRight"> </span> </a> </li> <li class="navtab2935"> <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/was-haette-der-karlspreis-gefeiert"> <span class="MainMenuItemLeft"> </span> <span class="MainMenuItemMid">Was hätte der Karlspreis gefeiert?</span> <span class="MainMenuItemRight"> </span> </a> </li> <li class="navtab2926"> <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/karlspreisverleihung-wird-verschoben"> <span class="MainMenuItemLeft"> </span> <span class="MainMenuItemMid">Karlspreisverleihung wird verschoben</span> <span class="MainMenuItemRight"> </span> </a> </li> <li class="navtab2922"> <a href="https://www.karlspreis.de/de/aktuelles/veroeffentlichungen/europa-und-die-uno-dokumentation-zur-karlspreisverleihung-2019"> <span class="MainMenuItemLeft"> </span> <span class="MainMenuItemMid">Europa und die UNO. 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