스마트항만물류 이수요건
ㆍ복수전공
- 스마트 항만물류 전공을 복수전공으로 학위 취득 시 최소 21학점 이상을 취득해야 함 단, 참여학생의 소속 대학 규정이 상이할 경우 소속대학 규정을 우선으로 함
- 스마트물류 모듈과 항만물류 모듈, 해상물류 모듈을 전체적으로 이수하고 전공 교과목에서 36학점 이상을 취득해야 함
ㆍ부전공
- 스마트 항만물류 전공을 부전공으로 학위 취득 시 최소 21학점 이상을 취득해야 함 단, 참여학생의 소속 대학 규정이 상이할 경우 소속대학 규정을 우선으로 함
- 스마트물류 모듈과 항만물류 모듈, 해상물류 모듈 중 2개의 모듈을 이수하고 전공 교과목에서 21학점 이상을 취득해야 함
ㆍ마이크로디그리
- 스마트 항만물류 전공은 3개의 모듈(스마트물류, 항만물류, 해상물류)에 대해서 각기 한 가지의 마이크로디그리 인증서를 제공함
- 각 마이크로디그리 별로 지정된 12학점 이상을 취득해야 함
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NEOjTKFhy/vK7u2zpQV5SHgv3KSGSejAhZkYy09bEI8eiJZkfzjoXYtN9XC84QhtsyM5oWnCF4t15YT5Yj+xe70exxX4hC6k6VtG0rVi9SK9ejMsYtOP747b41sB/+DLsFxy+N7VtbUP58BnYfVVpfPEwKw+otaVgXZXYNkEFERAxwiEiXhhrdagxpdH0aPGqYcMOGjoMFyMiuA+RhmcP93oSvSXoGT4fUgW08pswLgXrbz2DDXW8MDBpVTWuwglEZ6K43fupchPg4CNuHLWiXVgqYgrlzRhlQSQMmnO6SB3cIMofB5HXf0LAGfhjOSHk3wzlIgcvAQBNEROSJAQ4R0e1wuQaJTxeg/+mtyH1uGUy3sjJMRER0F2OAQ0R0m9htdhjGpHWDiIiIfGGAQ0REREREusFR1IiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREunFPV1eXQ50nIiIiIiK6owQHB6tzins+++wzBjhEREREXwLXrl3DpEmT1CUiGo6AgAB1TsEuakREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgENEX7mpTHtb9eB3W/foEetU0b72dp3CqVUydvtYYcO5V8Vni89JrL6kpwl/ewa6yXWJqwAW7mjakbrwjv6cap/6qJhEREdGX2j2fffaZQ50nIrp1rp7C6//7DRxstwD3PYr1GzZiwT+oLx1Kx/IdJ4CoHBzKegITlGQ3dpx4IUoELGLWxzq9ba/j1RarPN/dWoGG98TMQ1FICJ0sp5kCPkN2yetiLgo5h7LwhPgA13a1TF6Psup5eGtRCqoxGevLq5HwoPoaEdEtcu3aNUyaNEldIqLhCAgIUOcUbMEholvv03eQ92waCmrfwYX2C7hwtBrpqxJQ3am+PpS+UzjxljrfcA7nb6jzbuzWCzhx8oQ8XboxAzNmienGJVfaub9cV9ccMGHeGhS8UCCmjXhCTVuwLl9J27JIhDVERER0p2GAQ0S33IXaYhz8FJi2OAfVTUdR8ZOHReolFFW847NLmsuNbhzMycDrfYAhwCASRHCUcRDdXkHOvRFbUfbbMuz8yTP43vwFWCBPS7Dx+TI5PS06UF3zEs6dULq6GSY/jEdDH8Wjs/4X/s756rhAkTYdtqZsbPpxHg6q6URERHRnYIBDRLfYJZxt7hb/TsaCxd/C5HEi0Pn2EjwqvdRwGue07oe5YUfvXy/h1KEipC2PQ16zHYaQBOT/Nh8JDxpgb85D3PIUZL96Ct2fDnxA96F0xP4kD0W1R+VWm4P7CpD2/SjkHXUPoy6gOjsNaRX/1xVcXTpSjQZ1vrvyVbwjgjEiIiK6MzHAIaJbzIbudunfQEy+V2qBESZPwwx55jr6tQKccb14Jz8BaTuqcQoPIyo5HxX56/Ho/Y9i/a4aFKxbgHv/+xwaStKQsOMorspv6saf3jwBu3S/zM4KudWmJnOJSLfj4B8GghngCWx95RAObf6WfB9Pd0MeMgrPAQFiO4umAX0NyNy4C//9Q6nlZyukTyAiIqI7BwMcIrpNrPjsv9RZey/+W53Vdi/+cXMxiitr0VBbjKwfLsBk5/2D4+7Fo8/mo/ZgAw69UoaCjYvE2hIjAqdJAVQ3Xv71LjS0NuDlV38vvzJtSiDU0Er4O0yYNAETJoggKncx4rIP4lLADCzZmomsX+QjK0KEPR8fRPa2PLzDkdOIiIjuOBxFjYhusato+NflyG4Gon5xSAkg2isQ9+Nd6L5/PcpeTkDgEc9R1OA2ItpwTJz7fcSFijCn7xIOlkpd1M4pLTZfm4YnFj+LpGejMO2DIiz6SbVIHBhFTQ5k9lqw8Ac/RNSDUoLiattB/MH2KJ4Jt6L6xy/iLRE8LfnXAjxjUlcgIrpFOIoa0ch5j6LGAIeIbrnepmws/3kD7JOjkLX9n9D523RUtNnx8I/LULB6Bnq9hom2N+Vhy6vn1Xcr7N0XcOlTwPD1GZjmHC9AZYzOQsH3p6lLPnx6CacuSEGTAZNDHsbkgSYd+bk5LzapC5oCsSQjH8/cry4SEd0iDHCIRo4BDhHdfje68c7OdGQeGnjw5oTQjSjMjcMMUSYN/RwcEYSULELKq8BkERRVi6BI2zkUyc+t8cetBUfl/OzBwZMd3e2X0Mvn4BDRbcIAh2jkGOAQ0Rem9+NzOH/FLqKbyXh4xmQYxinpYxfg9OJS63lodm776A2k/fodMeM7wBn82c6AiQEOEd0eDHCIRo4P+iSiL8yE+53PnRkIbsbWBEyTPl9rmvW/1HV8675wCqda3af38B/qa0RERHRnYIBDROTUVIS0zWluUxGkNh8iIiK6c7CLGhF98ey96P2b+HecARMmuN39765PrCONLf13EzDBsyV6eKSHh/YqD90xTJhwi1qQiIhuDruoEY0c78EhIiIi+pJigEM0crwHh4iIiIiIdIsBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhEREREpHPdeKdsF3aVVePUX9Ukb/ZunGs9hVOt59BtV9Nug96218V+iX1ruIDbuFldu+ezzz5zqPNERERE9AW6du0aJk2apC7RsLUVYdFPqtUFb1HIOfQMzi1OQTUmY315NRIeVF9y9/HrWLe6ABf8reP011Oo/s1e/O7kKVz6VE0LuBcPP74GKWnP4OEJappwtSkPW149ry65mbUGOzc/ARxKx/IdJ8Ru5uBQ1hNweysNU0BAgDqnYAsOEREREd3Z7n0YCd97WJmfvADPfH+BCFMkDyPq2YcRKM/7d6mlQQQ3km783/+3W57TYhfBVML301D01nkERmzE1l8WoOCXW5GwMBDn3ypAyuIEVHygrqzB3n0BF9ov4JIdMKhpNLYY4BARERHRne0fnsD6pQ+pC3OwZNUTmCbP/y88EefZoqKl93QRMgrPAQEGOeg4tTMdRW1aHca68buSalwSay3YVoaCzXFYEv4oHg1fgvVZZajYskCscwm7fvW6WFNxb8RWlP22TJ0K8eyjSvqjIXPYWnOLMMAhIiIiIl2z2zWClb5edLc3oDp7HZZvkoKWaViSWoKSDKmb2CVU/2Qxlv9rERrar6LX9XYrut+T/g3EnJlKG5G7ydOUsApXP0OvMufB3vYyXm4SM5OjMKFpORYtWqR0T6MxdU9XVxfvwSEiIiL6kuA9OCN37tV1ePFgNy58LIUVEzDtQQO6P7jquml/8o/XY9Fvd3ncgyN3NftJNbphwL3hT2P96h9iyUP3yuv3fnAQu39VhNffkz5vGhJKyrD+Ialt5yoOblmOvJPiM58tRvU6tVuczI5zJeuQ8uolGMKzUPPLKCifpuh9rwLp/88unOsTgdQv8vGDcb/DWxeAzz5owOvN3bwH5yZ434PDQQaIRoA3fxKNDPMM0cgwz4yONBLZqy1WdckpEKa503GvIRDTH7Ti1Zg0r0EGenGpVYQ3s6Zh8gQfd8P0XcWlD6wwPjQD945T07obkPnjbLzzKWD4+gL80+IZ+B/4DBcO/Q4n/mqH4cElyHx+K55QG3jsfzmFN8qL1FHSpuGJzVnIXD7Ddf/NVQ4ycNMY4BDdBJ54iEaGeYZoZJhnbkYvztW+ij95xzkeJuKxpXF49OvSsNG/g8bYZj6Y8J2EKMxQoxJXUPK1aZgxWUm0fnwBV/tEnPKLQ8iKUMMU+zkUJaSguhuYEPoMkhLW4Jl57u06DHDGAgMcopvAEw/RyDDPEI0M88zNuIp3dm7BXmUoNC92dLdfEiGQswXnHKp//CLeUl+VfW7FJblb2wRMmzXZa4SzOVj/QhoWqNHH4KBkoOuaR4Aj9HaewsVx0zH9a8onGiZMgMHZGiQwwLl5DHCIbgJPPEQjwzxDNDLMMzdDBDHvnUP339RFDxfwxuYivOPvGTd/PYj07+fhhPzcnCw84SfSGEmAoziHokXaz+FxPSfnofUo3LSAAc4oMMAhugk88RCNDPMM0cgwz9yMgSDDt5sJcNxafayXcOGvdlGzvhcz7leesuPsomb4+gxMk5MexfoXNqqtPr4DHLp53gEOh4kmIiIiIl2ZEZuFghcKNKatmPc/tJ5vM0KB0zBj1gxXcCMJvF8sizQluJH8t/qvu26cP3UKp1q1JqkLHY0FtuAQjQCvrBGNDPMM0cgwz9yM4bTgSENGl6F69Qx1yc0IuqiNnLMFx59bsd27A7uoEd0EnniIRoZ5hmhkmGdujr23F/Yb6oIvfzcBEzzrw4obdvSqT/T0HgiAvtwY4BDdBJ54iEaGeYZoZJhniEaO9+AQEREREZFuMcAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3bjns88+c6jzNGx2dL93Dt1/AwJnPIppX1OTZb241HoeVhgwOeRhTDaoyV56O0/hvFXMBM7Eo6YJSuIIdR/dhd9dACbO/T7iQu9VEu296BX75dffTcCEAHWeRuTatWuYNGmSukRj4oYdvb12MWPAhK95ZRh/r/nUjXfKfofzmIjHlsbh0a+rycwbXwjmGVXvObxe/SdxbjDhOwlRmDHMn/O5V9fhxSZxqlichfzl09TULwMf+WysXX0Hedv2iu08ivUvbMSC0Z0u7yjMM0QjFxDgefJmgDMqV3Fwy3LknQSe2FKBrYsC1XTJOex+Kh2vYzLWl1cj4UE12YMdJ16IQnqtmI3KwaGsJzCozHYV6loCsSQjHzMPLkLKq8DkH5ehevUM+ZWrh9KxfMcJed4nX9ukIfHEcwv89SDSv5+HE4hCzqEsPOH+w9R47WpTHra8qp0z8LUlyNo5E79blIJqrzzIvPHFuHvyjPPi1mCGKQ/j4a/83ufv3N7ZgJerfocTH9tgvH8JktKewcPq6+dKBpfzA8GSf6YnnkXUg0ok5TffOMn55xnIYZSfbSgX1SwoGpTPenGu9lX8aYgd87go95d3sOuI1n6pgeCnfsoHneJ5hmjkGOCMiYEAxzc/AU7fCRQ8I4KgPmkhDgVNG/HoOPmVAW4nl+7WCjS8J2YeikJC6GT55ZnR6xH45uATn737HM51SVe8B7t6ogjZNRdYibsJPPHcAq4gxoB7H5yGwK+o6ZLPrbj0wVXY3So3vW2v49UWOWfg9MsNOCfmHv5eAubJWWMm/mldIF7XCHCYN74Yd0+eOadW+AeTy+jo89oV9Q+qse4nRbggnw9UAUuQs3+rvI5mgOPKM/5F/eIQsiKUDQ3kGw3dp1HxlshJk9ejrDoB8lb8bEPZl36NAGc450avY3lPHH/hW8q8xDvP/40BDhENzTvA4T04N+mJbdU49OYhtykfz6ivabrRjYM5GXJwYwiQrqxVIz3jILpvKC+7THgYz6xbj/VieiZETbtvIX4oln8Y+RiM/3EK7/2Hmu7GMPlhPBr6qDKFzMTMGWKarS4/4N7SRPRlY4DRPbjxYULIM3K+WL/uGTykpgUu+KFY/iG+N9eI7tb3oJE1mDfoNpEq/Edx9OhRFP9QTfKpFw0VUnBjwMOi0t/QdAj5y8V5oe8gimtFwO3L15cgX3y+tI3BUy22zpdWmoyJbuf7gXyjMS115iQtUmDhuQ1XcDLIvViy03Nd90nz+3goDmW/LRuY8tbjUfUlIqLRYoBzk/5UloFNWza5TUVwuxalkO4j+OslnDpUhLTlcchrtsMQkoD83+Yj4UED7M15iFueguxXT6H7U68rzDcu4PQf1Pmmt3DiKnCxPg1pm9NQ1KSm+3C1IRuLn1qMxf/+jjiNivd9pFyLmzwtmFeo6UtoAZJecKvoDFXZaT+No+rsO2+fwFVcxO9EvkjbXIR31HRfmDfoS8F+DufkcvxRLImeAcO4CVgQ8bT8UnfzWXTLcyNlgeWsMhcYOPBrlrpoLlq0SHv6iVa7ExHRnYsBzqgYMC08AQnPJiBu8QLMCezFhfYLuDBuGhbMX4SnRXrCs1G4/+/V1cf14p38BKTtqMYpPIyo5HxU5IuK2/2PYv2uGhSsW4B7//scGkrSkLDjqKioOdlx7rfZ2CXOckprzwns2HkQxgSltSj/+8paw/Xwj2pR8esCZH7vy3SjKpFTAzIXe1W8fHXD6TuHotxdogJoEHlDLDfvwI5DRjw7nFZUDcwbdPscxYup67Buy+u49KlVhCPC5GAEflV+EfiH6SLUF65+JgffWrrfysa6H4vPcE7fj3LLNymocO/u5m3+euS/UIACrWnLIiidoG+jtiK3ffeT54mIRoABzkh9egmnWs/D/g+P4bG5yvTwFPUq2Y1AmNQ0aZK6kZ3qlE5R9+IfNxejuLIWDbXFyPrhAkx2dh0Ydy8efTYftQcbcOiVMhRsXCTWFv56Dq/vTEbaq5eAgIex/pe5iLtfhDzNeUj4YQYO/gWY4DEKj9T32e0kISbXDdUNmVgslqMWL0fCT9KQEiedDLPxjq+zJ9Ht9NVpWCBfFPA3PQxnJ7Krba8jT/yOqz8WgX+IqKz9Ig7TpIE7diQg9hcHcXHcBPyduq6CeYO+TGbi0fAFWDArUITnqu7r6Fdn8bf+IQcPMP6PicB9c7BgvvgcaVoch4TNWUqQsnMjnpDXEsG/972dkvH3YrLUPVNzEvvk3V16zFzFpY+UuZn/SyOMmvwMtnoEXM9gpsc5joho+DjIwEhJV5tG0pwflYOa5Va86evmTg3yCDP3/QEpqwtw/sEopPw/m/HMQyKI6ruEg6V5KDo1DVtf3IrA/e43n04e1ug1AwLxrbiBkXpoeHjz5xgbztDN7r46AdY3U5BQeB4zolLw3GblN2zvPIji/CL832lbUbgtEK963Pw8vJGdBjBvjKW7b5CBgZvuPQYI0Bxk4Bx2xUgtLgPv6ZWC7ux3YBDnjtqsJ3BRa5ABf3yMSjisUQTd9t3X5wwYfLz+XcLrP05AQbsBS3JrsXWR+oHOc6r7AAfuhtwP/eF5hmjkOIrazXI9l2OYxhlgb3lx0PCc9u4LuPQpYPj6DEzzur/ZGJ2Fgu9PRvcH3TCapmGC1lU4QXN0HYnYx+4LR/Gn5k63K4ETETx3AZ6Y5/vzaGg88Yyt4VW6Bsi/9dgJuPAfRsy431dNx0/Fi3njtrv7AhzgiZ8U4OkHgAtvKvdK+g5wxDqVCVj320vAQ+tRkHwvfp+fh4MfT0bUL0qQFXGv73Lel9MiYNg0OGDwHEXwAt6Q71WbjGe2bMUitwYV17PdXIHFDMRlbcS35D/hVVw8I/LOpx/DHh4FbMkcfoBjP4GCKOkRCtOw8eUKxJnUdGeAc+8SpGX8I6aryfYrF3D2ow5xHGZcKCxigENEfjHAGQt+hs8c4L/QH/ZJy8/VLecD4JSASL13oLsBmT/OxjvewZP1Ei78VZzcAmZg46/LEDfk1TbSwhPPGNNowTn3vxcj/f+In/yzBShbMVNNVbk9iNN3HjqH6h+/iLdgxJJ/LcAzzooU88YX4m4McLz5C3DQdwEV6cnY1eYMPgyY8VQmcjc/gcki4B5xgCPyVPdH59F9YzIefmjyQDc4D8NoffF3nvvaNCxY90+Y9kLR8AMcwd7bC/sNcYQTJgx0n/PXK0JsZ0ncIlh/W8EAh4j8YoAzFvw+ZM35bI5bH+BoOVcWhZSX7ZgcKyqHyY96XJHurk1D3AungPAs1P4ySrnXh0aEJ55bb7h5Y6QVP+aNLwbzjMpfVyu5ZfEcuntF5f++mXjYrXXS+3c+rAd2uglcvAlLLhRir8eo02J77ZfkQQwm3D9j4J5QmfIg6WemaPRWGGfABNfNn95Bku8AT5v6PXxVu1eEKwhiFzUiGgY+B2csuD2jZvA08GyOMdV9HqdaT2lP73WL05UiMFC54t194vd4S6T3ftorT93tDfhdg/RIRGDalHt9XNUjuvN0X9DIE+p0rnug4sS8QV9aInCYPOtR+ZlM7sGNFkPgjIHBBYYxzbjXc8gNhbS9GZghJs/gRiLyjDTQgBTMfG2C5+Q5so2XQDysOUCIr0kdOERrO2LSHCCBiGiY2IIz5obR9C+MuAXHH/fWnRu9uHBkN14s+x3OSd1u3H3tYUQtX4P1P1ogd32gkeOVtVtvpC04/nh8BvPGF4J5RjXKloiRtlTePsM71900tuAQ0TCwi9ptYP+0V25R8ehn7K2vF73/Lf51u6dgzDm3IfHoWkCjxRPPbcC8oSvMMyq3AWr8nhu83Y78MErDOtfdrNF+b3cw5hmikWOAQ3QTeOIhGhnmGaKRYZ4hGjneg0NERERERLrFAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3binq6vLoc4TERERERHdUYKDg9U5xT0OQZ0noiFYLJZBmYiIfGOeIRoZ5hmim8cuakREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgfNlcbkRxaSVarqjLMhva9hej+EgH7GrKcNjerRGfVY+OkbyJ6E5ja0NNaTHqz3v+0C1NIs+80gKrujwsPj6LSFeYZ+hu8WWqU2nuix+3OG9p5ncd5ed7HII6TzfJfrkDZyzXxdx4BJlDYJqkpLvcsMN6uR0ffdIPGKdgrjkYhnFKus0m0iRtJYjY/DYSi/YjwawkjTfacfi5aOQY89H0fCSMUuLZSsTvPCy/PsgjKSjdHA77gU2IzjYivykXkfKb6GZZLBYEBwerS3TTrnWiraMH0q9/4tS5MAcblHR3dhtsfVI+MCr5ReKeZ64cRvqqfBi370NmRJCSFmBEZ2koEhtSUHUgEUpWakPlmjxo55owpBSlIfxvddi0OAfGHU3IjWKmGQvMM7eA8/cvfudGryxju9iGdukcg4mYMs8MV5Zinrlj3HF5xv235WQQv80AdV7SJ8pxrzqzR5kuUT9nULoPPutc7vtzu+tUN2zobD6Mw+/bMWXBk1j2SKD6gvBuAUKTGpHyygEkzlTTVG1745HXugy5L8XCpKbhylB5yw7L2TPoEudHvwJEfXOOqG9K825/h7ZdEdjUkIiS6gTMklPGw2g/rJv8zABnLNg7UZeViJxWE2IWh2Lih/tQc7IfMTuODPxA+jpQnroWxRdniXVmwdZQi2YsFz+sdIRd9JOxhLlJWTDvj/fMjG4Z2HIkXbzfiMw3MpVMN078SMVZz8oAZ8yxsjZ2LAfE7za7BabFyxByowU1RzowZWMV9q1Vz0KXG1GwqxJ1h9pgQ7DnScHaiJznytCuLnqbuCQXyZ+s9Kqsiax6zSYHU64KXtYBZC5SMod8UrWysjbWmGfGkgWNLxSj8lA92q4BwSK/HHDmlxsW1G0X5wn5PBQCtNag/vwUkW/2KfmGeeaOccflGbniXgnjdBFQS0FNnwUdF20wzklBYVEiQkRa20sieN5rhGm2WtHu6UTHlfEI2VCI0qQQJU39nJihfktD1bn8BSvCLatT2dtQ/qMN2I1IxC6aiI79NTgzPx9HnNvwF+BI349X3hs6wJFaoipwrKcXHYdq0BwYg8T5yu+m93w9ao4GISYpVJw9Z2H5hkjxrxpINciraJiLlAwzalbpJD9LAQ7drH5He12148896qKjx1H7L485HnvsRccZebnfcaZkheOxp7Y7DnfJCQ7H5z2O9g7XGxSftDsO7ytyFJWI6eVax5lP1HTn5/3sbcd1NcXdn38lbSvVUSuvf93x0Yk/O/4spsO/WiXStzve1noTjUpXl/MPSDfl8+uOP+/a7ihrGcgD7buekn/Hh51Jn/c7rv/ndUf7axtE+lOOsg413d31jxx/rqtQ8kxJteNY58CP/UyhyBdPlTna1WUPLS+Kz3zMkVqnbOz6B0qe+XP9i45VIn3775lpxgrzzNjqF3nieke1Y4P4nT5V7vbrvv5nR1lm2cB56PN2R9lTIg88d1icQdwwz3zp3XF55rTy2/D4DXxc7UgVad/61Z9FDUj9bXnVRz6qWivSvuUoalMTtD5H01B1LtVtrlN17RPH417P66x2rBXHk/2O9A0I8vFpncuc+5/nOKauKvukVv4Ot7z+kXwu7P9cTR9k8PH01KX63dee07WOCrkMENO+Pzt6nJ897G1++fEenDFhgHlpLMJcLZGBCJ4u/gmWrgiIf+1nUP9KJ0xPJyDGeVFmXCDMMweaLu1ni7FycQYa+x5A2LwwzA1oQ87ihchpkj5AdSQdEaGhWLqnQ00Q+prRVCvNNKPsoJRuQ+fpFrSIqe0vbu8l+jIZZ0RYUi4SQwfygDk0Uvy/ExZnh+BxBhgnGRH0Va8+OE5X6rFpSTxKPjBirsgzYaYelK2JwMq9neoKgqUY8SLPhG5vFDnDyY7mhhp5rnl3HeRc87GSZ1raOt3WI/ryMYg8YZw0Xrni7c4YhsTsxIHz0DgzQqPEvx9Y0KOkMM/Q7TP1u4hcKH45fzgrSnVtptkh8r/WnpH+goaocwm3v05lRdvxNgQvfBLhznre9MexLBSoO97i/16fi2+LdQwwBNSgpn7wHXA9pw+j4rUKHLOoCTfFjrbSlYjObRZ/gO/iyZgwBL2fj+iIHDS6HV5LVQY2pKaj9qKacAdigHML2M7XoLJWZMDFMQiTWvgunsWxvmCEmYPkPqMtJ9vQafX8ubc3laNz5jIkrxHvmR+G8BUpWL3Qjro/tgycPKLz0dTa6tYlwYrmogLU3BeLzM0x6CnKQP7R8YjckIIUMa37jqsnJ9GXnvVj6TQYhAlfVZaHYj1xGM1ffRLr1i9DuMgzYdEpSFshQqQDzQMn1OAUVIk80+rsIiBYjxegYP8UxGalIeZaMTJ2NGP8IiXPpDwbOdD/meiOZkXnB+KfwAkDv33mGbptrqP/mvjH7ffnQdRfGusbRRCwHJHzNNcYtkF1LuH216m60H5U/PONILfjDRZBnPjH2c1TS18bCn6aD9vSXBT+NBwt2RvENj2DnOBFCfL2I6eqCTelHY27OxG8ZB1WR5thmh6G2A2rEd5Xh8aTAxFO+IZSVO0tQew31YQ7EAOcMWRtyEH84oWIWCV+rKtKUbpe7Vfadx0W8d/hrFV46sU6tDSVIDF6IVYWtbmiepM5Ejhfh6azSor94jE0vmtAyGyTZuFgv9yM8tQV2HTShPTsNCxblYWqrBC0bI5GRFY9LH4vFxB92Vjw9hvNwJxIhA2z63ngg3MRbD2Mw39UTwbXWtAoTjCmUJMIkzT0WdC8OxkrUltg2paLtKWrkbUnEyGtmxAdnYF6ZhrSk8vSVWEg5B/D5L73EuYZupXsth7YRGXedqUTzaU5KHjfhGXxj7t+f0Aj8v45HiujQhE6Pxrp+41IzEhGuPeATMPks84l3P461XhMHHTusssD5Ei9EQazw3qyHMlLE1H3jRSkbxTnvqWF2P98CM5kRCM6u3l4oxlKgwZc60G/tH92G3qk719MPX+TE2CzimWP0R1MCIk2wHLwMFqkANRuRUdTI1oCQhDy4M0Fml82DHDGUOCiNJS+sh/lWauBVxKx9Hn3Jn4DTPE7sX9nOlK2laBqezg69xSg9rLyqjE6F/ueD0f7zrWIjorG2qxmTEktxM6nta8YGG70oMe8FVV78hE7W8o84vOXZmJfwz4UrhYnNCkpIAjm2RNFtiP6crMcyEPBWRNWb4qFaRij58hmJ2JPaQpwMFWcMCOwMrUcPVG5yE8N175iOL4fPT1mbH2lHPkrzPKJ0PDNZcisbsK+f09A2DdEyjgjgmabMVHrfER0p5AGHHixAG3TVyNtuds5hHmGbqHG51ciQvyuon+UgeIPZyGtqBSZUe61/khs/U0V9h1qQlPDAZRvm4WmpGgk7h9d3yt/da7bX6cKxvQ54lx2ut0tMOlEx3HxyjeCNN5jgPF/BiNc5MH9Lw10LQ2OzkRVQxP2bwvHQAdu3ywnK1Dx2tvoeSQRid/sQtlzEYhYk4G6/5yDxKTp6KoXr1cdw8A3bERk9psoWdojArp4xCeloqwzDFm7CxErdfPTkXukG3HUeRpDNqlv5/ZjSNxzHCnjy7F0VTEid7ci7RF1hYs1iF+RD9OwRqpQhwKE21B/Kmlc9ooTrh7WGh7AdxNjYObJZ0xwRKixZ3+3QBSyNTBu3IPStUolyp0yck2n5sgz/tg+bEF7TxBmzfe6YieN8y8KfL+5JjIJMTOZacYC88wtoI6u1Ok+ipqLHW0vxYtKoxEppaVIlCtrw8M88+Vwp46i5m/0M2UUtRivEchsaNwegfSz6uhhwx1FTYNHnUsEGv7dmjqV/WQ+vrPxGFbvOSDvg0Wcu1Zk25D0isiHUt7wM4qa8siEDrSf/kjOZxOD5yIkJAQh00f2PWiOxqbBbrOh/4a6oGG4Q3V/mbEF5xYxBkqFk8hEn9iA6WY8LpZa3ne71c7eK7J2MCa6xom3oi41FKHSzZ2DpoVYujYZya+1D+rHaf+4GeWHejFFumHUa3qgT7y2+xi6fHb+JPqCXa7DltRKYGkuctcMDm6GIhXm2nkmFBFxIs883+R25Ur1t040765H7zcG55kwk128Vo5jHzPT0J3J8sYWbNgLLMvK1QxumGfoy8Tup5I9Eh51Ltntr1MZ5qdhT+oU7Fu7ENGLI7D033vwZFYmVvsN/O3o2JOIhUszUNN8HRPVbZlwBjU/i0boigK0DHQFGiNWHBaBZXx2iTx4gce0KwPxURHIdh+M4Q7FAGcM2FoLsDIqHXUX1X6OUveAV2qAgHA8HiKib0MYYpJM6CgtQ6PU5/GGDS2/q4Vl+uMIn+2MzgOx7KVWtEo3dw6ajiBzobqaJumKm8gU3tODmr2qib4U7B/WYFN8DixRmcjdEAajTek7LPdZHqaQVK38okzla9SVfAh6SCPPzPNxLwLRl54dndWbsOJ5i6hU5SIl1KjkJzG5VyKZZ+hLoc+KjgMFKGswIGRFuMdAFa57eZyT1xNCh6xzyb6IOpUB5jUlaDp+BPtfOYCmhipkLjX5v3BnbURxURvCntuJ3M2xiFG3Fb40Bbm7d2LZxUqUHNHqwie1QrWg5aTn1CatamkflN5yUmO0wznLlIFC3CcdDRrCAGcMGOclIP0H/Shes1C5OjB/KfLaw5DyQhZi7pPWEBl4fSHyozuRIfVPfSoayYemIC07bdQ31xHd2dqwe20+mkUw03lAulE0Qu67LU9yP+qBq2/SzZaixEbxKml5KcrPK59AdLeRumvK55jFOZBzRVG8vCwPc3t2N+J3NkthDuqy4xHtzE9i0sPVWNKDeqRHKOV66KKnkHqgX5T3e1AY79l677yXxzXFV8pDkzsNXef6ghmkodzFNJwuCZNMmDsdaPljCzrd47gbIoA52YwWaVCAqcPvpmZ+ugQlRSs1uqeJQNEzTtQ93oMzllxPwh0vftw+ftnSiBfiRzay/o1SZS/a86m7KmkUkdS9vp5NLZmLlKJ0hA8/f5AfvJ/gzuGzL/IQT3SXzE0qRbr6tHa6Ocwzdw7mmS8H5plhGk6dS9MXVKfydQ+OrQP1e8pQUX8MHb1GmO+zo+OKAeb538WyFesQO384ww2MhFUEkakoc48aveghPzPAIRoBnniIRoZ5hmhkmGeIbh67qBERERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbtzT1dXlUOeJiIiIiIjuKMHBweqc4h6HoM4TERERERHd0dhFjYiIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLduMchqPNERHcJCxpLa9Eu5mYtSUHkVCV1OGzv1qDiRA8Q9DgSVoTAqKZ/uYz++EZjTL6Ty40oPijvMZZviESwkjqI3WZD/w0xYzDCGKCk+eTjM0e/vza07a/AMemtCxIQ+8hojnS0nzEW2yYiujswwCEi/bHbYOtT570FiIqxoQ0FoYmoFIuxLx1H+kKD8prTtU60HG1GyzUjwhZFImz6QGXSemATorObgdnp2Lc3FiY51YbOk+0Qdc8hjMeUeSEIdm1uIBDxz6vS3yeOz67OexlvNMIwzsfx+fte3MnfkTovfRcd2kc2fupchIiD0f5ONNgt6Gg6hrc7gQcWPY5Ic7DYV/W1dwsQmiTvMQqPpyPc60+isKIuNRo5x8XsikIc3xaOQau57++H+5D8QqOYCUPizkSEyQHReOBiGZJ3eu+vFY3Pp6KsQ14YbGoCdj4fhhZ1++Yt+1AV532kQ/w9zcuREjHedQyan2FtRM5zZeIzTEjYkYsY1x994Njd32e3tOHM5X55fihB5jCYJqkLREQ6xgCHiHTHVeHWoFQObT4DHLuoaMeLiraog7sYRGX6D2plWrsyPxBQ+GdG+v4qxE5XF4f9Ps9Kf9tLoUjcq8x7U46nXfP4/H0v7jwq3q7AYzDnesMKcCx12PSDHDS7B1hzxPq7xfpSkDOcAMfegvyoZNRIn+FrW372V2FG7Iog1Oz3E+B83oPO81bYxV88cKYJQV8Rad+Ixc6djw8R4Azx91yciwObTTi2LR75rT4+44r4nhaL72nQb0U7wBnu31SiGcwTEekQ78EhIv2avRq5RSUoKcrF6tlqmj+iAl2QKgU3BoRvLBeVX1HRDhDJ+zchu8mmrqQlBCkNTWjyORWKaruWEKS1tqLV13QoE+Hqmpqi0sSxScc3MMW4KsSDGUPXDVp/YPLxHc1J8TqWKqSHqq8NmwU125XgxhSXi337xfch7efZfGza66vJxJsdbaX5SnAjeT8fOdXuYajKbX+PHBCBgHhP4Z59OHDoiJpeipUPqut6CETk9ipU7RXTv8UhSE6z48l0KW0Pdq4JRtfJFnRek1/wQfp7HkHmQmVJCijK1yjzUlByJPQwlkYpwY1P16xqcN2Bjo/tSsAWGiomJbjxFhiTKx9XYZyasDQfR7z+Tst2KMeeHMrghojuDgxwiEjHgmGeH4YwMQ2na469tUltHUhCSnwITLNjkbbRLL9Wf6QZ/kIcwyQjjL6mGzZ0qet5ku6rKEZxqY/p5UaPlqRBJpkwVz0+5yR1GfPFEBzisa73pPkdjTN4HU8Qxo+0nnzxGOrOSjORWLc+Bqbp4UjbrIR8lteaRVV+CNc6UJcdj8S94tsICEfKNqXVpW3nSqzc2QyLe3c9aX+NNrQUbcBTS1cifkM6Nq1diaWLn8KG1zoxXhzDROf+iyBppRQ87GgWocyAjqO1IiRTVNZLr4nP25WM5I0ZqHxffWEUlADTf7Dd2fq2a9t1hxphCwxBYlKimGIRrnVjknQvkvR3Ge9cHj/o7zRe6nIopTG+IaK7BAMcIrqrdbYdQ4t6Zb7r8hklcbYZJrUyaDKHKTOnLa6K5yA3RBX4mg2W91vkz/KemhuO+QhU7Og8Wo7y3T6malF5V9e89fql3ZFNEZVjF+lGfY/AqwyNF9XXhsluuagEMbNDYVaDKMODZqV1ytrus1XEfrYSySsiEBoVj5wD4hucFIm0oiwkrkhH6UurYQ4Qf7/qTVi6MBQRIq3+svI+yxsZSH+jA/aFKSjZfwRH5JY4Ozp2J6L4XWUdWXA4YqXgIcT9eGvEMUrfugEG6Z6d/VtQcNSAJ58fbevVCFyuQ0Gp9E2p227IwKbjJqRsSBHTOkT6aZ0jIqIBDHCI6K7WsjsdyRuTse99EaR84qctwdqDHh839uNyLTZERWDpGukq/+Bp0876IQMVqTuTZjc1efJ10/1Y6kGn2nUqyNUcIFjbvAKvGjSPMOqy9Wi3Xym6cN1HgGMwi0DzmgHm+TFIe74KBw7lY/WcQPm1wIVpqGo4gPKs1YicGYj+YBE8fUN+CT09ym3+gSKgCpseiEARpIapwYHlE7d2uEnhWCkFD4vNMNit6DiQg/j4fEh3tJjidqL0p9J9V3bUbI5A9PN1sIwbReuVG1trmfg9aLQCubbt7MZXiD3bI+XR3aRWqoi1BWi2KqsSEdHQGOAQ0V0tcrNyD4p070rQVLW1xj2Q+Vz9d/Z0t9HPvAQ/jq3iM8r3O+/zUKfjaoDySoo6AtpcTNHqZiQ4W5J8Tf7v/RhL4iCdI5t5kG7+dw+6WjVustcWGKyu1+/2xYrvVVny/Z3AEIb0hiOokrp1RZsHf/+GYIQsTUP+K0dw/KVYV6tbSGSK3Lpj3Z2IiBXxiH8qHgVSUDE9Fivn+xhe+fN21P17HTr6DAhJKkThxnDx2YV484XVCJkk7bpB6v3ln9zaNdDCdWx/AWpOK/MduzZg1RthKNdqBbrWgmJ12+ZVuWLbYTBH52N/aQrCxLaDZodhlo8ultIgA9I9Oq5BJ/ZvwkKve3ZqUhfK6+Qf9xWhExHpCwMcIrqrBU2fK99/It27EmwOUwKRA81okeuCdrQdl4YZFjHMIyZMkec0SBVt6TOmB6r3P3je82Dv6VFacGYHI1gzeBhoSfI1SS1Mt9SVTrUbnQnTv+ErkhulB2chUvr3w8NoUSv/1tZGtEgzC83KKGqDSCOSSRX1EUxrapRjmLkaVfvLkZkUg1lSVy9TJFZvy0VVcbocMGgKCEfySyK4EEFq+YZwBEvvEwIXpaH8yHEcyZUCKCPC1isBcVqoW7c2p3E2nHVr4bIcrUVLvxnm2WaELXwSyyLEb0jrHqb7YpC1IxO5e99E1eaYgW2HJqJEbLtqUzgCxxlgWiTdi5OIJ6dOVFYQDPeHy2mxi9Qo0dntLk4cg5KA8Djlfe498YiI9OweDhNNRHozMHRuCGKSQkUVrxcdh5SKpzLEro9hom90oiZpJfLPiorjzBjEhlhRt78FNmmUtL2lSJw9gme+uOnYsxTxRWLjSwtxPMvz2S2uB1dKrhxG+qp8UfE3I21PKZa5P6DT7dk0rmGipcrsYjMmiNneD5tx5hOg52IHvrujEIbUTYOPz5/3yxG9phhWLEPh0Ux59DiZa9hlqaIcA7PaAKJszw7L++FIy+pEjt/vxI7mHd/Bpv0iSJsUJvY5EGdq6+UWi5jn30RudKDGMNFaz5QZ+DsGL4pFzEzpyN0EzEXcGhEMSPN+nhVkt9twva9fBCQTMWVqoMffY8ihnlXaw0QPcP5dlecSqYky7eGeXW5Y0VL1Ikpea0TbFfcDMMIUkYC01NUInzr47znod+lzuGkiIv1jgENEuuPv2SB+AxyJpRE5P81A3Xm1chlgxrKf5mLrUpNcER5NgCORK7wYD6O/oayGWSnVfg6O+syW/2nCk+sj0ZOU7nF8HoHUsEijcYl99flcGXV7U57EutAWpA96cKaXvg5UbtmAgpPOe2CMCNuQj9y1YQgc7nNwhgoO3Ph7VpCL5v4OBDghixMR6tV9znKyHPUiAPa//YH9HBxgSiPnVeBYDzAxJA6rFyr3FCmsqN/8FDKO2mG4LxzLfxCJcLPYgU860HLyMGqOdIhQ0YDVu48j7RH1LSoGOEREAxjgENFdaKAS66uFwy512eqbiODgQI/hdQdVJH0GAL7JlePZzYjfeVhNUbkeMCmq/9PNrq5KTqYf7ETuYq8atybv47O5KtzDpwYa4+yw2ZQn5Q9ujVCMJOiz2yzovAwETw+G0f34xjjA8deCYzmSLr77liEDHK3fhjNwGn2A44dbUJJWXYXV31TTZXY0Zy/EpgPiu9tYhQNrzbA25CB1r9rG1dOJDrnFxwjT7GAYfPyWwjfvQcojw9wfIqI7FAMcIroLDR3g+DKoMi/dWH7QsyPVUOQr98bDgwOcIUxZsRP5S0cT4IhK/dkz6HI+JHNYxmPKvBDfAyu4GW2rloexDnD88L+/A99dWFI+Eud5DkrQ8UYyChqGH+BodqVzCnocCStC5NHSZHax7RVi2xbAsCgFO5NiEBIsXhVBYdvJGhS/pAxEELPzCHIjjJ4BzjCFp4oAhw/8JCKdY4BDRHehMQxw1PQvl9Ef32joNcDxZ7gBjl9a27e2oPz5DOw+qrS+eJgUhtVb0rAuygyjj8EqiIiIAQ4R3aXs16R7YgS3m/eHw25pw5nL0juDMGu+aeDq+5eKDZ0n29Ej5sZPnSuPEHcrjcl3cq0TLR3yHvtpObIPtEQFzULYN0f37Q+1v67fhj8G8bvx6kI4puw22Dxa3NR7ooiIaEgMcIiIiIiISDf4HBwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLpxT1dXl0OdJyIiIiIiuqMEBwerc4p7PvvsMwY4RDQq165dw6RJk9QlIqKRYzlCRDcrICBAnVOwixoREREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0o1x27dv/zd1ngi9ba/j5d8dw6mrEzHngUCMU9NlvefwekUdjp3+T0x8+AEEqi/6fQ/p2n/913/h7//+79Ul0qNzr67Dv/7/DqD5xiP4x1mT1FR3vbjUeg4fWbph/x+TMcnvz+Ecqn/8r3jxzWbcmPuP+P9+TUntProLrzWcGlkZ4qM8ojsPyxGdG05etXfj3OkL+IvFCgTdB+Ntys+sv+jH3/3d36lzins+++wzhzpPuncV7+zcgr0X1EU3gYuzkL98Gq4eSsfyHSeAqBwcynoCE2BH93vn0P03sdK1P6EouxoXMANxWRvxLVHXMUx5GMGnM7zeQ3eLa9euYdIkrUov3UnsnQ14uep3OPGxDcb7lyAp7Rk8rGbkcyWLkPIqMPnHZahePUNJdGc/gYKodLwuZqN+cQhZEd4lQC/O1b6KP4l6iwhlcPrlBhHmAA9/LwHzJktpJkz8NBtFtWLWrQxxbleTtF5yL7K/n4cTiELOoSw8wYLnjsVy5M7mqjdombweZb++F7uGyqsfv451qwtE/WIy1pdXI+FBNV3D1dZq/PoVUV61XhKli8Lw9YexKCEFm596GBPcopSrTXnY8up5dcnNrDXYufkJYFCdh+5UAQEB6pyCXdTuMr1XLuBC+wV09ynL9m5l+URZBtb9eB22lJ1SXnDpxan/nYa0zWKSgxvJBVRnK2k5b1+SU4joDvVBNZKTs1Hx1im5LDj1VgFSVuThHWfNYQj20yfwO3W+4T2NigTssF44gRMnpekS+mfNwAwx9X/sTDuHixrbmh5TgIIXxJQVByWsmoxntqhp358Jg5xGRF80wz8swDPh8tUK4KEoJHzvYWV+skj/3v3DChoutTSo9Ytu/N//t1ueG8yOcyUJWL65CA0XAvG95K3IF+VB/rYELPraeTS8kILFz1bgwg11dQ3OOs8lu9hvNY30iQHOXWrBukKU/bYMWxcry5MffgwL5i/AnJmBSoLLvfjHnx/CoTfF9Mtn1LQnsLVSSSt7RuOKLhHdIXrRUFGEC30GPPzjMjQ0HUL+cnHa7zuI4lqNpl5vfzmIjJ+/LqodBhiki2c16Ug/5F05uRdPbClDWclOPLf8e3I5I0+LN2JniUj/bRqWfF1d9S/ncKL1FC59CkwwPYpHQ8U0faJ6lbYb1yfMFGkGXCjMQPLWXfC+HENEt9+EkGew5tvTlIXJT+CHSx9S5jEHS9Y9ATX08an3dBEyCs8BAaIcEcundqajqE1EIN7+8jsUv3pJrLcAW39bgLQfLsECUUYsWLweWbsqsHW+WOfjXXjxzYEy6N6IrXJdR5kK8eyjSvqjIXPYWqNzDHBI1m9ahB+u+CGWhA4uigwTJmDC1yag+4M/qSnv4J1zdjltgmeLIBHdSezncK5JmnkUS6JnwDBuAhZEPC2/1N18VoQUGuy9uPrxKRwsScPiVXk4IQVHz+aj7JcJmBFgx4kdcVicnI3q1m70qi3FuNGNgxmxSNlRhDeaTuBE80FUv5CG5Uu8Woraq5G9OQ0vn3Imis878LJrPxrK3vB7dZaIvmRu2GHvV+fd9fWiu70B1dnrsHxTNS5hGpaklqAkQ+omdgnVP1mM5f9ahIb2q+h1xjpXu+XurfjaHMz0rqqMm4xpDyiz1l7t5md728t4WSrvJkdhQtNyLFq0yHfXOrrjMcC5S/13rxW9n/a6Co6rlaKy8tRirCvUviZ69WQBsstENUO9wnJixybkNWhWf4joTvGpFRbp38nBCPyqnAL8w3QskP69+pmrf7uHT9/BjtVpyHtVlBUPRWHjLytQsO5RTJu3HmUVBVgffi/s7zWgaHMCso9dVd7T/SccbBaFzeT1KHy5DGXlNciVWo/7DuKdFretRGxF9ZuHsDl8gqgY9eKcKJcyasX77n8CUSGi5Pl4F5I3ncZDL4jPyFsvwjIi+mJJ9/a6dW8//iI25R9U5rt3YV1EFHb8QS0H3Ng/eBlpP85GUcMlTAiPw9aSQmxdPAMzvpeDmvKteOYhA642VyP7x5vw6gW1ojJZLZu6f4c/vCenDOg7h3eapRkDpt3n3RMF6H2vAmnpaiC1YT2efSoBCc8mDHStI91hgHOXemdnghzQpP8fZXnyswVKl7NNXlWGq6ew61+XI3bL67gUMANLtlagZmccZgRcwsHsOCza/DrOO6+uENGdqfs6XBdZ/9YPeTwAX77+j3iupBgV/6cBh0qyECcqCK6+7F9/FAm/rEVDwyFU/7YAzz1+r5I+KRDTpNbe7pfx4v9uwKmGl7H3D9IL0zD5Pte7gXETYJRahqX7/H6yHCm/PQf71x7FxoxMZOUXIOFBA+xtu5C2rRoXpIFPiOgLdi9myl1O4+SAIWHlErkVOEG9P6bgt9XYvEgtB9wYQp4Vr5eh+tAh1P5yI5Y8NLDOhAeXIK3kEI7W16Li11n4/iy1jPj6Ejwnt/B0oyI5Csv/tQC7ynZh1wvpWP5MCqo/NmDGU5l47rsDn2X/yymllSh5F871TcMTm7PwXMRkTFu0HuvXrR/oWke6w1HU7jL23l7Ytbp4/J3S3cw14shD61G4aYEoSOw49et1yO5agJ+sexZRD6q9Vnsv4UTDW7A88EN85y/ZHIXkLsXRj+5057ArJgUVfQMjF/U2ZGJx9jswiPxcK/LzRY9R1Ca7jYg2HBPx2NI4PPp1UfZ0HkRxfhFef09psZlw/xNY8qMkrI+ahvPOEdPcyhB7axFyjk7G0wnPyO+X3ejFpRNv4VzgP2HJfX9C3ra9OI85WP9CGhaw4LljsRzRg268U/Y7kR/9MeE7CVGYYRjOuu6c75Pmr+LgluXIOymVITMwWbpw8rkVlz64KmorXqO02c+hKEEEPt1i3dBnkJSwBs/M8wy2Bo8cS3cq71HUGODcrdSKwlsnT+NEu9xJRQjGnAhR6VgsChL1+RQebtjRfeEo/tTc6XGFN3Dad/CdiBm4lwPI33VYMbnzXahMwLrfXpIvahQk34vf5+fh4MeTEfWLEmRF3Os1THSgxlDzolxol4ZrNeDeB6ch8CtqssyIJf9agGdM6qIPvZ2ncF4qVL46GQ8/5NYi5Gdo+wGPigBnIwOcOxjLET2QnnH1It5SlzwMCkA01nWtMwHTZrmXARL3ixgDAY5rWPq/HkS6j2GopbLl4rjpmP415ROle4oN7sNIM8DRDQY4JF/VqNiQhl0fiKLk/kexYMFDmPxV4LPOo3jrqFJRifpFrefzLNzeg69Nw4zJavHT140LH/eKX9YMbPx1GeL8jF1P+sOKiQ70XUBFejJ2uUYtUrp55G5+ApNFRWDI5+CIik3RohRUD/X8irYiLPpJtbrgw6BKhsbVWidfV23pjsNyRA+kB/6e1+7e6nqGnp+86idI8TSyAEfhu4wa3GuF7lQMcGigoiE9gOuVBMxwv5rxViaW574DhGeh9pdRcDbm2k8WIGrL66IQ2IiKX8dhmtt7LtWsQ8KvLwCLReVkG6+A3E1YMdEJuXX2HLp7RXhz30w8fP9ALh6zAOfTSzh1Qbtv24U301AkjW7kJ8AZ9BDRYVeI6MuO5YgeOMsBf24iwHmvGusKlTYf68cXcLVPlFVfn4Fp0ngCrosdbq3IISJg+YkzYBlmGUV3ND7ok4B7J0N+DFf3W3j9zVO49NdeeUQ1acjG/3NAGQp62pR7PZqIDfdNhnwr3nu/w2tvioqQNALbp1dxqa1BbvWRTPt6oFezMhHdEcYZMHmW8twZ9+BmTH1tmvJcG43pof+lruPHpfdO4FTrqYHpzEX/gyEQ0RfiiZ+oD+QdNP0Tpo/BMO+B9ysPC5aDG8lXAjFNfoCwWxdZze104/wptzLEY5J6r5CesAXnLtX73ut44de70aDe8OvytYcRtfwZPPvDKGXUIzdXT1dgR+7LOPFXr2HT5PeswfofLZC7tNDdg1de9W/MWnD8cG7DXwuOb2zBudOxHNGD4bTgaLTEOt3SFtmbbF2iOwK7qJGnG3b0up6iZcAE9UY8v+y96HUN0TrM95AusWJyF+gT+f2/xb/qSIta7J/2QipFvG/gHTbnNsaJ8mQCy5O7DcsRfXCWA359VZQjWlncrS4y6nKE7moMcIhozLBiQkQ3i+UIEd0s3oNDRERERES6xQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt24p6ury6HOExERERER3VGCg4PVOcU9DkGdJyIaEYvFMqhQISIaCZYjRDTW2EWNiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGA5ybYGkqRvGRDtjV5Zthv2aDzd9kG4utDJOtDTWllWi5oi4Pk/x9vNICq7r8pSEfTzHqz9/i7/B2bYfojmBD236NMvJyI4r1VL4Q0SCa+XWU50jbuzWizKhHxyhPrSMuO0ZZRg3P2JaL5Ns9DkGdv7tIGa3qGCZGJiFmpkFN9GS32dB/Q11wM95ohGEc0PZSKBI/yUfT85Ewqq9JP97Ok+3oUZc0BUzB3DnBGNhqGwpCE1FznxmmIDXJjd3Sgc6AFFQdSIRZTcPZSsTvPKwuDNZzsQPWb3vvm+qGXQRM/eqCm3HjYTSKvbpSh02LyzD3lQNInKm+5nStE80Nh3Gmbwoej1mGkPvUdEH+Phq89tMugrM+dd4H5/fpJBVmFSf8foN4wO3vZre04cxljeNxfs/y8eTAuKMJuVED34YUVGq8y434PiYN/JV8bidoFsK+KT7Xx3b0zGKxIDg4WF0i3ekT+dfumQ9kdgs6Tnfhupgd/41ZCJnulq9c5aYFh7fFI9+YiX3bIyEXbVIZ82ExQpMakeJWvlgbcpC6t11Z8BK0NBeFK0za5QvpAsuRUZLzpzqv8j6fDn8djXyuRdQfrJfb8dEn0rlwIqbMMyPY+Ta3bbXtisCmhkSUVCdglpwiPt9+ePA50l9d5pEUlG4Oh/3AJkRnG5HflItIX6fWkdZNZFY0Pp+Ksq8q23F99LsFg8ooT8Oo50mcdQNhNOUi3Zy7N8Cx1CF5aQ4CfVZGrahLjUaOLQaJ89WC19aB+upmhKjv0Q5wlGClcUUmMiN8FdhBmDXfNPg9G6twYO3gU/fIT+zqvht9BDhq5g2Pi4FZfdFyshz1VnUbPgIc+9lyrN24G/h2LMKNHdi3/wzCdxxxfX9a++k/WLGgdXc9gr0DD1+BhExsd2MBDG7vscqFnw0xSaHw/MZnYfmGSARrBh5tqFyTB58hYk8nOq5EehSog4+lFx2HatA8R/2eGeCQTki/9ZK9Zag9aoUdMZ75oLUYGzZXoid0OZbd1ynKgRb0R+fjiFzWqBWGDmXdQYzLkLvegpXeJ3K3CyFyxeiPomK0V60YGYwwBoymHKQ7BcuR0ZHzxF4jTLOVC6byxdBrRoRsKERpUoic5r2Ocm4br7GOZz7XdK0FBSmbUHMtDMuXmnD9aA3qz08ReXmfnJfb9sYjr0Fdd5C5SMkwo2aV1znS7YKr5Ui6CHaMyHwjU9kP9aKrco73HeCMpm6i8FFXGjLAsaCxtBbtah2mZ1EsYmZOUF6R61LhiF1sxoSgx5GwImT05SLdHCnAuRtdr9/ieOyxxxyPFZ5RU7z1OGr/Rbz+s7cd19UUxye1jlTxnu2/V1LOFHq9LjvjeFGs81R5u7o8HMp7vvfrPzuu/+f1QdOxfLGdp8ocHp/48duOopIiH1OeI/UprX1TnX5RHPtTjrIOdVmQj8W5Dfk4PV93OLoc1T8Sx/Wzw46uz5WUj15bKz4n23HsM2XZ4zOG4/M/y8ft/D6HR/mu3N/TU5cq9mO7421fH+P1dxsO+TOlY1GPVZvXb2QU27nTdXV1qXOkK/1uZY9X3uqqy3Pk1X3k6FeXlbL0W46iNjVB8vl1x0cnah0VaplU/c5HjuvOvKRR/gzoctT+s7TNF0VOF/q7HGdO/NnxZzFVbB1h+UJ3DJYjoyOfc73z5z7pfPgtx4snlByqtc5HVdK5eyDPaq2j6fMux7F9hx0fqed8R784H0t1jX+pFWfDAT3vHXZUq3m/ou6Mo8eZ94c4R/75V9J+pDpqP5GWpDJEyfuHf7XKz/7dRN3kc7H/3xav/ahafIobuYz6nqPohFQOOks6LYPre37rQVK5+E61q65WUd/uVS4OZ5s0XHfnPTh9LSgrakTIIyEw7M1B+Xk1fQxZjlaguLRYc6o8ObgnaNBsM4JOFmBD6oZBU/FZM8xTJ7h1aROsbSjfXQ+EJiDhB95TMnL3NqFp2+ODW29GS2yv+WwwHl8SjmC1adv07WUIQx2a3x1lx1irBZ3qrDupu0r8mngfU47Y4m3k3oxPdLeQWk0miWm8uuwmeGk60peaXOWRcV44wmGH5RObmmJF/ZZoxO/qhHF2GMLmPYCevfGIiKt0y+8WFK8KRWhoBhqdb5NcPIa6VmmmEjUN4oX+HrSfbkGLmNo/kdcgIj+CF0XK+bHxfa2zq8I0O0T+19rjnvmGYVwwwlfEwBSgLhuCYJIa3mz9andvO9pKVyI6qxF2k5T358Lwbg6iI3I88nn9tgiR95d61r36mtFUK800o+yg1NRhQ6ea99v+4mc/b6JuYj9ZjxpRkhnOFqDmXTXRZTw6RD2u4rVatI3wa9Kmlot7LZgy70k8uegBXN+31qtctKGuUKr3FaB5TLZ5d7v7Apwrzchfk4ya+1Kw9aVSlK4BipMSUfmh+vpIna1DiRS4eN3AFjx/mUbgoUzL5gSqawlS14xrJiyT9sXf9PyTCLpmg93jniBRpGjcIzQ2LDhWqQRk8g2Bl9tFsSMCsSC3kCnYJDf39mjdzyMTlZ6zooA6WodKtwBPmgqykhGfVowWdU0PfT3oeH8KYp/X+B5eKseBhiZsXTRmoZumrovS0XoaHHilonhQoUh0l7F0inwcjInOSs+VYzh81Ign16zDskWikjM/Bik/iRXBi6hwuMrZYKS80orWVrcuJ32dqHmpAO2PpCFzgwn12ZtQeSUEsRtSkCKm2HnqekTkW1+/fG9IkNHHOfKGFY31jcD05Yicd3PnUevRSlS2GhG58nG1e3g7Gnd3wvxMMlZHS3k/XOTf1QjvE3m/daDGHrOjSeR9t65YYp+ai0SQcV8sMjfHoKcoA/lHxyNSzfvrvmNSV9QwqrqJYKnDlm21mLW2EDuTpqAydXA9cO4yafuxCBmL6oZcLtoR+QNRLs43iSDTWS7WoMkV6AUh7t+qULU3HeFjsc273F0T4NgutqDupWRELN6CM/MyUfVSIswBBoRsLEd50niUxS1E9OZyNF8cYdg8fS7C54mM/M0gzxaW8ROVK6Bak7MiINjeP4yK16SrBG7TC5sQERWPjF1e6WKqPavuX2AIEpOWAacHr+Oaqo6JMGW0gjFLOi4xBUtdSwMmet3fIojgTLo+4nGzohfb5Q6xD8Ewq58VtuBJxIkgb93mfJT+2zrMFa+5KkYeDNrfnXPy+LJvE43Aa/+BMW4pI7qj2NHy+xrYg8MQPlvNBYGzMDfYisNHmmGVLsDcsKHlqKiCTA+Dye3ajjvr2RrkJMWj4HosdmavxrK1pShZBRSLcjmxtA28mEnkix02q3Sh1AbrxWYU5xagY/oyrF7ofsZuRN4/x2NlVChC50cjfb8RiRnJCJ+kvjxC0r020mdFb34b5uwq5C92bsuEWVFAx+tNaJMqBzfs6GxuREtACMwm7bOk/XIzylNXYNNJE9Kz07BsVRaqskLQsjkaEVn1sPhvhBlF3cSGjjdyEP+DPPREb0VmnCi71g/UAxNf8RrdzAdp0ADpO5fW7e+7PjDirRRT9f8Xrkvz7gMsSeXidPGXONSITulNfRY0/14qFx+H2W1ABBo7d02AM/6Ts2j5PAK5+4+gavuygSbWcUaErClB06FSpMz8CIePW4b143YxTkfIfOlKhfugAYClKsPrar/7NND8aHwkVr5C4TE9ozQfK1cPPKfYR9StTI0c9NrgKXJwxh+BoIek4wpDiDREymRxnCJUOdPu1k51sQPHxBaCgjT6scgMMC8WlRX5Kq46PWJCoDNIERlcasHxuPLiohTI2t+fmF5ovoWVHissF8U/c6ZrfH8agdcXEm0RffHs7xYjvxoIT1o3UFkaZ0binhKkjKtDalwEIuI2oLxHlL15aT4rVMa+XvTHFOLN34h1pEw3LhBhG8rxhwN7kLZkllK2TtLoqkt012tEzgqRz6Kisepnxbj4YBpKijMR6XHyisTW31Rh36EmNDUcQPm2WWhKikbi/tFdAg1ZUYryV/ahMHUuOrJWIH6v8+55I2Ky9iF3UTvyfiQClKfWIuP4FKS9sBOxonKvxXCjBz3mrajak4/Y2VLuNsC0NBP7GsTnrw5TRmgLCIJ59kRo1jRGXDcxIugbJizLrULpNrUu6KwHHj2C0jjzMMoYG9qPSBeSz2BCUiKWjWtCxhrxN3guD2eMiUh8GmiRLjIfcrs4I5eLVcia3oyMJFGH2ZCDw+NWir9V+qgDTfLv7h1FbUgao2t4jZIlj8wxaBQ1cdIXkbufhlGZ5zCN/kf08hwm2nM0Dnk4aIMJZuc4jeoIKa4RU6SRS4q8mjs1RgjxGGVEcxQ1O1p2fgfJf1yN8jdS5AKlbssK5PxnEqp+I94jNuZ7pBJt1kObEJ2lMTKKx9DS6pCKkzJxYJvb9+wc0loYNMKK+n77tU58dC0Ic4NbsGVEo5u1oXhRIurXVOFA0sCRaI7kIg+LaYOlw4agqe3IXspR1Eg//I6uZBHlxA9yYInKR+H2SFf/9yGJfNnS0YMgcxhMXid26XkVtb5GGpJMDEPcqjD4aAiiOxTLkdHxmz9V2uvY0Lg9AulnlfN1/zA+x5eO3UsRX2pC7pFCxAyVMe0WtJ3uAqbOVS6cuhn68RAP4LuJMXJdw9PN1U2k+tWZD9rR8b4y7H2QKQxz58wdqFMNyxAj17oZqn44aAhvGjU+6NMP4zfMMF8uwwZnq8FPa9Az24yJQ/zuDd5X+DUmzx9wCFbvlfpdak+ZS9XVZIGI3O587SWkPCKS5iejVF33pQ1hIiEcyUXOdTT6co6TroYY8Xauelxiymsd6uqoAWEb9yBt6j4kRkQjOnop8v7jSWRmrNYocIbHYF6NkqJ1CPPeP+cNzvIUhPHS549zTxPToFaTeqRHSDctL0T0j5TBGVKL6tFy4hjar6mrDFsIUuqbULVKK0xzbkfdVpK0rRxUNL+NM1KrD9HdwNaCAvG7b5mZgtyfagQ30kUUOY9oTFErkbwxB00aD7TrOVuO8vf/HnOdXVrdpokXxWuvnR362RNENCTP+3lHzxg4Rfy/ExZnA4p0gVQr30vTwqVI3JiMmvcHV/HtHzej/FAvpmjk/Qf6xGu7j6FLMzIYZd3khgWN2SuxcE0BmsS526Rua6KtCQVrFmJhUo0IlcZaG4qjIrDpBbdbCZyTemvCqO8Hp0HujhYc6QmxB7UfIqdl4rw4rJ4/9DVC+aqAWwvOcB5Q6W7gYZX+H/Qpk8ZJL4qF5612g68aDDVe/LBotuAMcD6wyvtKg+dVEulpvRU4NtyvQ74yOwvXBz08S7r5MAOVWI3cjeGeV24HPTDVB+/n01gbkfNcGYb7i3A+aHBI3tu5C/DKq75pXv21NiP/nzehdlIiCn+egFnOdLdWVb/8PGPCu0x15+8qLN3ZWI6Mjmb+9DJonT4rOhqKkZF9GMbUPShdY0a7vE4kMvdnItK9VTXA6Ha/qx2WN7Ygfp8Z+cUpCJPWky50rE0W5+dElL+SgpChsr+fc6Rcd9k9VzN/D7deM7y6iepsMRaurUds6X6khXrt+IeViI8rwNyXjiN9ofdBaT3kc7j1FKWu16NVRxjy2Ts0UndHC47RNOiKgL/JHDRULtU2/r5Zmp/na5Jv3ncTtDJLbXXRmAYFN18cgyg8pFYU/82oRsyK1h5FTnNaPNdHt5NAhG8sQYl3oSHpcw5NOUKTHkeax8hs/qfcxV+Wb57odpBOwsoV18S90rKz1VIa0tmK+uc3oeaiqEy8W47kp6W+/+oUXwl/vcuI6Ivi1vNg0VNIPdCPiOf3oDDe/X4T5708A1N8lXuONiA4Og1pIa1IlwYrkD4rIhl1xlhk5iUNHdzcBsOrm6imzkJkgAXNx8/A5t6adcOGjpMt6AgIwfSpwz2oW1BPoZvGe3Bugr+rjSMzxFP1ZROx7OcliP2muij7YlpwfPnSXmG9XS0rbMEhGpq/Fhy/T0IXNFuy6U7HcuQOc8MOmzRc2HBbbZ38teA05CB1r79+FRr3Ew+Tz7rJlRZU/rocdcdb0ClKFbOhCx32KQhbGIFlqxMQM3Osz+ND1fW06nk0WgxwiGjUWDEhopvFcoSIxhoHGSAiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3binq6vLoc4TERERERHdUYKDg9U5xT0OQZ0nIhoRi8UyqFAhIhoJliNENNbYRY2IiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcIiIiIiLSDQY4RERERESkGwxwiIiIiIhINxjgEBERERGRbjDAISIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHDeWpmIUv9ICq7oss7WhprQY9eftasIw+HqP3QbbNf+T/Ya67u1wuRHFpfXoGMGhjer7uF3k46lEyxV1+RbR/J0QkRcb2vaLvHKkAx6lxSjzKfMd0Z1jzOpTgu3dmpHXVdyMuOy4pXWJsS0Xybd7HII6f3fqE4GF+itr2xWBTQ2JKKlOwCw5ZTyM9sPYtDgHxh1NyI0yyqmwW9B2ugv9ytKAgCmYOycYhit1g98jWA9sQnR2G0yzxTpqmsvnPeg8b0Wk93sacpC6t11d8maH5f1OGDdW4cBas5rmRgqo+tR5dwYjjAHi33cLEJrUg/ymXEQObBK4IT737GE0nuiCYfaTeDLcBOM49TUfx2a32dDvNzgT3+Uk96O2oLG0Fr6OTDYxDHGrwhCoLto+bEF7j7rgLmgWwr4p9kU+nkakvHIAiTPV13x9B+4CxPfh2jUbOk+2Y/BmxmPKvBAEi/XaXgpFYkMKqg4kQuNbv6tYLBYEBwerS6Q7cvnonXcFUQZ2iDLwupgd/41ZCJmuVRZYcHhbPPKNmdi3PRJBUtI48VkfFg/Kp/7KuaCluShcYWK+0zGWI6PkVn9xGm80wuA8X0uGvY5GPtci6gfWy+346BOpBjRRnBfN8nlRNpr61NlKxO88rMx7eyQFpZvDYZfrTsbBdRV31zrR3HAYZ/qm4PGYZQi5T00XfJcdVjQ+n4qyryrbcX20Vl3Cg696ghdn3UQYTblIN+euD3Da9sYjr0FdGGQuUjLMqFnllSHlSn4ZEBcDs5pkOVmOequagfwGOD4yqY/3+NeGgtBENPoIcJTt2RCTFArl1NGLjkM1aJ6Tj6bnI2HUDHCsqN+2AhmtsxC7wozrR2tQb09CVbU4LqlA1NxP6YpEBY75yu2WVpQfCvbajv8CwtpcgIw/fNejQFIKqXDELjZjgpomC3ocCStC1OMZfsVJFDkaAaJG4CXvf4/rc1nRGsCKiT5JV0xL9pah9qhV5JIYj7xray3Ghs2V6AldjmX3dWLf/hb0R+fjiFSmOCsMHcq6gxiXIXe9BSv9XIiQK0Z/FBWjvWrFSL0gw3ynXyxHRkfOE3uNroumdksHOq8ZEbKhEKVJIXKa9zro6UTHlfEa63jmc03XWlCQsgk118KwfKlJqR+cnyLy8j7l3Dia+pQImGw25XKx5Ui6CHaMyHwjU9kPqeJvNPivOwn2s+VYu3E38O1YhBs7RJl0BuE7jri24bvssKIuNRo5RrVOpKYOHeA46wkWtO6uR8+iWMTMVGolSl1Qrac46yajLRfp5kgBDjkc1zvPOA7vK3IUlVQ4ak985Lj+ufrCJ7WO1Mcec2z//XU1QZDTnnKUdajLwpnCxxyPPVXmaJcWtN4j9NSlOh57bIujtvO64/p/ek0d1Y4NGu+5frpa7JO0X1rTdsda8Z6nyuWtDqJsb7vjbddH9jhq/0Xs58/edshJp1/0et3h6D+R5/jWY2sdZe/1KwmfHXPkffsxx6qqj5RlH8fmV8vg7QxF3nfn96ny+I61yMfj+Xfx74zjRXEsW+qH2DGvzx1yP+4iXV1d6hzpSr9SLh3LF791r7zbVZfnyKv7yKGWEI7r9VvEOt9yFLWpCZLPrzs+OlHrqFDLqup33MpUv/m0y1H7z9I2XxS5U+jvcpw58WfHn8VUsZX5Tq9YjoyOfC7yzp/7pPP+txwvnlByqNY6H1Wtlddx5lmtdTR93uU4tu+w46PP1OV+cQ59Srz3X2pF7WJAz3uHHdVq3q+oO+Po8VefcvPnX0n7keqo/URaksoQJe8f/tUqP/vX5aj+kagH/eywo0vdzkevSceX7Tim7qfPc/bnYv9F/eaxH1WLT3Ejl1HfcxSdkMpBZ0mnRalDuNfB/NYPpHLxnYE6XUV9u1e5OJxt0nDxHhzY0bY7HtE/rcRHhrkImxcE695EREQXoMWta1P9tgiEhi5F+Xk1YRgaX9iA+DWbUHNRTQgIgnl2F2qyNmBDqteUW4frs82Y6GzqVdk/bkb57ouYsiQBCT/wnraisKEJVXFjdz2z/XQt7HNiEDNb3ZGAcEQsBzp+3wKLkjJiVkunOueuDZVr4sX3oz2llrao6916Hk31RKS0mkwS03h12U3w0nSkLzW5utka54UjXGoN/cSmplhRvyUa8bs6YZwdJsrUB9CzNx4RcZUYKAksKF4VKsrUDDQ63ya5eAx1rdJMJWoaxAv9PaJMakGLmNo/kdcgIj+CF0XK+bHxfa3zrsI0O0T+19rjnvmGYVwwwlfEwCR1cZcYgmCSGt5s/WqXfVGfKl2J6KxG2E1S3p8Lw7s5iI7I8cjnmvWpvmY01UozzSg7KDV12NCp5v22v/jZT2sbms8G4/El4QhWz+Wmby9DGOrQ/K5X3zwv9pP1qBElmeFsAWreVRNdxqPjaAUqXqtF2wi/Jm1qubjXginznsSTix7A9X1rvcpFG+oKpTphAZrHZJt3NwY4aEdjaQdMzyQjZWk4wubHIPHnaQi/Von6kwO/sJgdTWhtHVnT4eMbdqL0pVwsnyoy0jUbDKFpYrnU75Qsyh2bd4dZyS0bfKANdaXF6s1tVnS+L7YdHDTQVCs88GC4qI/0iqzng3RP0skWNB+oFJ8jfZZzKkDGRt/BSs/7HbAt9PGdvHIETXtX39quKFc63QoWJ43ASwSfROSDpRMtCMZEZ6XnyjEcPmrEk2vWYdkiUckRZWrKT2JF8CIqHB+q64j1U15pFWWqW5eTvk7UvFSA9kfSkLnBhPrsTai8EoLYDSlIEVPsPHU9IvKtr1/u+h1k1OjLJblhRWN9IzB9OSLn+VhnmKxHK1HZakTkysfVbvCiPrW7E2ZRn1odLeX9cJF/VyO8T+T9Vj/1KbFPzUUiyLgvFpmbY9BTlIH8o+MRqeb9dd8xqStquNwuQiJxvEFuxxJskusOPWrXN02WOmzZVotZawuxM2kKKlMTUekqnxRzl0nbj0XIzX1NCrlctCPyB6JcnG8SQaazXKxBkyvQC0Lcv1Wham86wsdim3c5BjgwISTagI7Xm9AmxRU37OhsbkRLQAjMJn+/MAuOVQ5U5mtOq8luDNLN65Okm/nEuq9JVwLcpxJkrIlAxHN5Xuliqjrmai0x3B+OxKTp6Kr3Wsd9OtTmO/gYkglz50tXWswIMhigVSZe/5soLjWu5A6wwdIh9vgbZvE50meF4fGYOCSIjLz1+VJkPTtXFDgTtT9i/ETlSrHm5NWcdZsMCrx2H0BTQxVWf1NdgYhUdrT8vgb24DCEz1YLj8BZmBtsxeEjzbBKF2Zu2NByVFRBpofB5BwxxIv1bA1ykuJRcD0WO7NXY9naUpSsAorjFiKx9GbKNyK9s8NmtcmjsFovNqM4twAd05dh9UL3e5oakffP8VgZFYrQ+dFI329EYkYywiepL4+QdK+N9FnRm9+GObsK+Yud2zJhVhRGVJ+yX25GeeoKbDppQnp2GpatykJVVghaNkcjIqseFo3rvR4CJqrBlRu7TXwrvnpn2NDxRg7if5CHnuityIwTZdf6cpQnjUeZVN684jW6mQ/SoAHyyLdivr/v+sBouFJM1f9fuC7Nuw9wJJWL08Vf4lAjOqU39VnQ/HupXHwcZrcBEWjsMMCBEZHbq5C7qB154gQbv3YtMo5PQdoLOxErfoyaJoVhXVEJkpcolXlpWrahBCXbIwZnNFmw60rEwLQOkdLnB0ciYdBrka7PMT4S6/WaxiTfxDZaRkyXjkEEOSYRVEx5UGz5SJtHk2lnW4fIhIHKaB9aDGbErFmGcClQUqcQsb4zUOn/RGrBCYL7BRYnS1WGZ2uJx+TWve9W+KRLvvL8wP0aO6YReLErG5En+7vFyK8GwpPWDVSWxpmRuKcEKePqkBoXgYi4DSjviUBuXprPCpWxrxf9MYV48zdiHanwGxeIsA3l+MOBPUhbMksp3yaZYZ46wdU1jogkjchZIfJZVDRW/awYFx9MQ0lxJiI9KiOR2PqbKuw71ISmhgMo3zYLTUnRSNw/uo7nIStKUf7KPhSmzkVH1grE73XePW9ETNY+pT71IxGgPDV0fcpwowc95q2o2pOPWLlrvAGmpZnY1yA+f3WYMkKb3L3fx0XSydMRAgvOtLsNAn2xA8fEuT0oSOsdRgR9w4RluVUo3bZM6W43zoiQNSVoOnoEpXHmYZQxNrQfkS4wn8GEpEQsG9fkumB9xpiIxKeBFu+Lz3K5WIWs6c3IkOqaG3JweNxK8bdKH3WgSf7dI92Io86TIHUl67dZ0G414IHpQTDe6ETtvmPAggTEPuJZEZaH/RMZQx5y2Z2vUdT8jeg1aJhoqatUHpTBE5XRvvrvM8OkRhnyaCn2QJjFPsqkUTiKYuHekDt45BGvEUO0RlG7XCMyZz6Cso8gf3GgqMAUID6pEeYde8R+Bfo8Nt+sqN8cjYyveo1SIsjftTqPthJEbD6GxNIqJDyopgnuw1kOGglFHZLSZmlH11ceQFhfxYiGWbQeEt9P1njkNuQjxlXAaIxMp47yYr/Wia5xs4A3FnI0JxVHP9I3v6MrWURZ8IMcWKLyUbg90tX/fUgiH7V09CDILF1UUdNU0vMqan2NNCTxGjqe9IHlyOgMZ/Qz7XVsaNwegfSzynmsfxif40vH7qWILzUh90ghYobKmOojNjB1LkJcY0srpJEbK074G3j5AXw3MQbmQdGHHS07v4PkP65G+RspcrBTt2UFcv4zCVW/Eedosb7vUdSUutSZD9rR8b4y7H2QKQxz58yF2Wv//PMxGpsGj3qPhkFDeNOosQVHZX+/EslRC/FUSg5KDr6NlhOHUfHCJjz19AaUnQ9C2Bzvn6wVh0UBEfF840CE7vRVE8JFVB/i1eQRGJWJqr1S/0qNqSAFYep6ihCsdr2eiWUiJWhllmv9zKUiYVIcspzreAU3MvmqRyfKNjpbRFJRc80M8yQ//c2mxiJ3xzJ07YhGxOJofCepDkEbMvFcxGirFAaY40pQkhg2KNMb3FtI1NEV/n6iW5qYBmV0SzHiQ6WbkyOwcoMyQEPOa81oaTzj6tY3XIHRO9HUoA5H6cVSFC+2IW1HTNHx8nZSi+pxbDhj3xPpna0FBak5aJmZgtyfagQ30sUTZ/7xnqJWInljDpo0HmjXc7Yc5e//PeaqLePu08SL4rXXzjL/EY2BsXqouDFwivh/JyzOBhTpIqhWvpemhUuRuDEZNe8PruLLAyod6sUUjbz/QJ802NIxdGlGBgaEbdyDtKn7kBgRjejopcj7jyeRmbFaIxhyc8OCxuyVWLimAE0XAZO6rYm2JhSsWYiFSTUjrlMMrQ3FURHY9ILbLQbOSdQ3I6LiB90HRKPHFhyZ+NEtSkT98hLs3xzm2TxprUd6dAZ6th1A+Qr3K0zDj9id/D7oUzU3qRTpi7w/bXCrgr8rEsOm1YLj5Byb3vlQUCfvFhzpycRVx4Zd6Zg4Lw6xU7tw5rJXSfXhPiS/0IjIzSVY6XWvi9aVXk1eY9f7H5PfWxhSitKGdWPfmHz3OsErr/qmefXX2oz8f96E2kmJKPx5AmY509VnVgzJK5+6k7f3iXaZynynXyxHRkczf3oZtE6fFR0NxcjIPgxj6h6UrjGjXV4nEpn7MxHpfq71eAi2HZY3tiB+nxn5xSkIk9aTLnSsTUYlElH+SgpChsr+fnqAyPWj3XM18/dQz8Fxcj5M07sVRLPsOFuMhWvrEVu6H2mhXjv+YSXi4wow96XjSF/ofVBaz/CTBknIEN/DauRuDPdsYXY+AF5eUOpyPVo9YPyUizQ6bMGRBSFIVKotFzvR5XV3mfU96X4UE2YF+8hVdht6pJvJtCat0dAQjuQiZ8vM4GlwcPMFGWdQWlG8u995C5iFJwcNX+17WjbHR0vQN1eipGhwcCOx9Wl9j0OT+gl7jMzmd1qHsKGOleiuIJ2ElSuuiXul5XqkR0jL0pDOVtQ/r9wbZ3+3HMlPS33/1Sm+Ev56lxHRF8WZh8W06CmkHuhHxPN7UBjvfr+J816egSm+yj1HGxAcnYa0kFakS4MVSJ8VkYw6Yywy85KGDm5uA4MIbDR7fmiZOguRARY0Hz8Dm3tr1g0bOk62oCMgBNOnDvegAhG+sQQl3sGNpM85hDbdbmzBcbJ1oH5PGSrqj6HDPgXm+66j8y+AaU4YwpeuQ1L0wHMfFEM8mVbidV+M/6fqq+akoHRLuNfVyy+gBceXEd+DcxvdpisgvJI8gFdeacT8teAM1eqqca8h3flYjtxhnD08httq6+SvBWfI+tFcpBSNbvhkn+fsKy2o/HU56o63yBeyzYYuuf4XtjACy1YnIGbmWNdx3O+t1jIRy35egliO2DomGOAQ0aixYkJEN4vlCBGNNXZRIyIiIiIi3WCAQ0REREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLduKerq8uhzhMREREREd1RgoOD1TnFPQ5BnSciGhGLxTKoUCEiGgmWI0Q01thFjYiIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6wQCHiIiIiIh0gwEOERERERHpBgMcpxt22K7ZYL+hLgt2mw02u5ixtaGmtBItV5T0IcnrF6P+vPRmN3bxeWIb/ib37d9ylxtRXFqPDq/d9MvXsX0ZyMczgr/TKFmailH8Sgus6jIRabGhbb/IK0c64FFajDKfMt8R3Tk08+so6w+2d2tGXldxM+Ky45bWJca2XCTf7nEI6vzd7UodNi0uw9xXDiBxppRgRV1qNMrmVeHAknav1wa07Y1HXusy5L4UC5OapnxWDow7mpAbZVQTxSce2ITo7DaYZgfDoKa5fN6DzvNWRHq/pyEHqXvb1SVvdlje74Rxo9jHtWY1zY0UUPWp8+4MRhgDxL/vFiA0qQf5TbmIHNikHOxZzh5G44kuGGY/iSfDTTCOU1/zcWxSMNjvNzgbD+Mk96O2oLG0Fr6OTDYxDHGrwhCoLto+bEF7j7rgLmgWwr4p9kU+nkakuP+dfH0H7gLE9+HaNRs6T7Zj8GbGY8q8EASL9dpeCkViQwqqDiRC41u/q1gsFgQHB6tLpDt9Iv/YvfOuYLeg43QXrovZ8d+YhZDpWmWBBYe3xSPfmIl92yMRJCWNE5/1YfGgfOqvnAtamovCFSbmOx1jOTJKcv5U51XjjUYYnOdrybDX0cjnWkT9wHq5HR990i8WJorzolk+L8rcttW2KwKbGhJRUp2AWXKK+Hz74cH1h7OViN95WJn39kgKSjeHwy7XnYyD6yrurnWiueEwzvRNweMxyxByn5ou+C47rGh8PhVlX1W24/porbqEB1/1BC/OuokwmnKRbs5dHuBIFfkz6JIqwNeaUbC9ElM2l2DlN8WyCAA6dyWjcqgARyvj+A1wfGRSH+/xrw0FoYlo9BHgKNuzISYpFMqpoxcdh2rQPCcfTc9HwqgZ4FhRv20FMlpnIXaFGdeP1qDenoSqanF8UoGouZ/SFYkKHPOV2y2tKD8U7LUd/wWEtbkAGX/4rsf3qnzX4YhdbMYENU0W9DgSVoSoxzP8ipP89x8UIGoEXvL+97g+lxWtAayY6JN0xbRkbxlqj1pFLonxyLu21mJs2FyJntDlWHZfJ/btb0F/dD6OSGWKs8LQoaw7iHEZctdbsNLPhQi5YvRHUTHaq1aM1AsyzHf6xXJkdOQ8sdfoumhqt3Sg85oRIRsKUZoUIqd5r4OeTnRcGa+xjmc+13StBQUpm1BzLQzLl5qU+sH5KSIv71POjdIF3wZ13UHmIiXDjJpVXvUHqfeMTQqWxO/gSLoIdozIfCNT2Q+p4m80+K87Cfaz5Vi7cTfw7ViEGztEmXQG4TuOuLbhu+xQLmTnGNU6kZo6dIDjrCdY0Lq7Hj2LYhEzU6mVWE6Wo96q1lOcdZPRlot0c6QA5+513XFmX5GjqERrqnDk/ctjjqfK2x2OT2odqY895SjrUN/m0uOoFes89lie41i/miSR13/MseX1jxzX//O6o/9zJbmnLlWsu8VR23ldTveYOqodG8R7tv/+urKy6vrpao19c07bHWvFe+R91KBsb7vjbddHqvv7s7fFkQunX/R63eHoP5Hn+NZjax1l76kH9NkxR963H3OsqvpIWVaPzXs//WoZvJ2hyPv+VJnD/cjOFIp990rzIB+P1t/JlzOOF6W/U/0QO+b1uUPux12kq6tLnSNd6VfKpWP5UvnmmXe76vIceXUfOZxF3vX6LWKdbzmK2tQEyefXHR+dqHVUqGVV9TuiLFTLQf/5tMtR+8/SNl8UuVPo73KcOfFnx5/FVLGV+U6vWI6Mjnwu8s6f+6Tz/rccL55QcqjWOh9VrZXXceZZrXU0fd7lOLbvsOOjz9TlfnEOfUq8919qRe1iQM97hx3Vat6vqDvj6HHm/SHqD3/+lbQfqY7aT6QlqQxR8v7hX63ys39djuofiXrQzw47utTtfPSadHzZjmPqfvo8Z38u9l/Ubx77UbX4FDdyGfU9R9EJqRx0r9x5U+oQ7nUwv/UDqVx8Z6BOV1Hf7lUuDmebNFx3+T04RoSsSEHK+gQ8OVtuKMTE4McRt16kbXhy6KuEF99G3XEDDAE1qKkf3Luz5/RhVLxWgWMWNSEgCObZXajJ2oANqV5Tbh2uzzZjorOpV2X/uBnluy9iypIEJPzAe9qKwoYmVMWN3fXM9tO1sM+JQcxsdUcCwhGxHOj4fQuchzFSVkunOueuDZVr4hHvY0otbVHXu/U8muqJSGk1mSSm8eqym+Cl6UhfanJ1szXOC0e41Br6iU1NsaJ+SzTid3XCODsMYfMeQM/eeETEVWKgJLCgeFUoQkMz0Oh8m+TiMdS1SjOVqGkQL/T3iDKpBS1iav9EXoOI/AheFCnnx8b3tc67CtPsEPlfa4975huGccEIXxEDk9TFXWIIgklqeLP1Q2mDsaOtdCWisxphN0l5fy4M7+YgOiLHI5/Xb4sQeX8pys+rCZK+ZjTVSjPNKDsoNXXY0Knm/ba/+NlPaxuazwbj8SXhCFbP5aZvL0MY6tD8rv+bduwn61EjSjLD2QLUvKsmuoxHx9EKUYerRdsIvyZtarm414Ip857Ek4sewPV9a73KRRvqCqU6YQGax2SbdzcOMuD+o5stfnAHNiDa7QfX33cdtmv9Itt66WtDwU/zYZP6h/80HC3ZG5B/1DPICV6UIAKlFEROFRnpmg2G0DSUvlTqd0oW5Y7Nu8Os5JYNPtCGutJi9eY2KzrfF9sODhpoqhUeeDBc1Ed6RdbzwW5B28kWNB+oFJ8jfZZzKkDGRt/BSs/7HbAt9PGdvHIETXtX39quKFc63QoWJ43ASwSfROSDpRMtCMZEZ6XnyjEcPmrEk2vWYdkiUcmZH4OUn8SK4EVUOD5U1xHrp7zSitZWty4nfZ2oeakA7Y+kIXODCfXZm1B5JQSxogyVytHYeep6RORbX7/c9TvIqNGXS3LDisb6RmD6ckTO87HOMFmPVqKy1YjIlY+r3eDb0bi7E+ZnkrE6Wsr74SL/rkZ4n8j7rQM1iJgdTSLvu3XFEvvUXCSCjPtikbk5Bj1FGaI+NR6Rat5f9x3XHc6DXW4XIZE43iC3Ywk2yXWHHrXrmyZLHbZsq8WstYXYmTQFlamJqHSVT4q5y6TtxyLk5r4mhVwu2hH5A1EuzjeJINNZLtagyRXoBSHu36pQtTcd4WOxzbscA5yLb6Pi6BQkpaeJk7H4wf17FiIvFmDfcSVj2A4WYMO/leGMvCSxw3qyHMlLE1H3jRSkb4xE2NJC7H8+BGcyohGd3SxCJm8WHHtNuhLgPpUgY00EIp7L80oXU9UxV2uJ4f5wJCZNR1e91zru06E238HHkEyYO1+60mJGkMEArTLx+t9EcalxJXeADZYOscffMIvPkT4rDI/HxCFBZOStz5ci69m5osCZqP0R4ycqV4o1J6/mrNtkUOC1+wCaGqqwWro3i4jc2NHy+xrYg8MQPlstPAJnYW6wFYePiLJQujBzw4aWo6IKMj0MJueIIV6sZ2uQkxSPguux2Jm9GsvWlqJkFVActxCJpTdTvhHpnR02q00ehdV6sRnFuQXomL4Mqxe639PUiLx/jsfKqFCEzo9G+n4jEjOSET5JfXmEpHttpM+K3vw2zNlVyF/s3JYJs6KAjteb0CZdp71hR2dzI1oCQmA2adfY7ZebUZ66AptOmpCeLephq7JQlRWCls3RiMiqh0Xjeq+HgIlqcOXGbpMvSmv3zrCh440cxP8gDz3RW5EZJ8qu9eUoTxqPMqm8ecVrdDMf5FF2pZFvxbxyIVxZlmOq/v/CdWnefYAjqVycLv4ShxrRKb2pz4Lm30vl4uMwuw2IQGOHAc41CzpEpgx2/sAmBcuZ5XqfckoNWikyW0EKwuQliQgC/mcwwlPLsf+lRISpJ+zg6ExUNTRh/7Zw16hfA4JdVyIGpnWIFD92BEciYdBrka4Ma3wk1us1jUm+iW20jJguBSUiyDGJoGLKg2LLR9o8mkw72zpEJgxURvvQYjAjZs0yhEuBkjqFiPWdgUr/J1ILThDcL7A4WaoyPFtLPKZNqLmorngrfNIlX3l+4H6NHdMIvNiVjciT/d1i5FcD4UnrBipL48xI3FOClHF1SI2LQETcBpT3RCA3L81nhcrY14v+mEK8+RuxjlT4jQtE2IZy/OHAHqQtmaWUb5PMME+d4OoaR0SSRuSsEPksKhqrflaMiw+moaQ4E5HOSoQsElt/U4V9h5rQ1HAA5dtmoSkpGon7R9fxPGRFKcpf2YfC1LnoyFqB+L3Ou+eNiMnah9xF7cj7kQhQnlqLjONTkPbCTsRK9R0Nhhs96DFvRdWefMTKXeMNMC3NxL4G8fmrw5QR2uTu/T4ukk6ejhBYcKbd7dLyxQ4cE+f2oCCtdxgR9A0TluVWoXTbMqW73TgjQtaUoOnoEZTGmYdRxtjQfkS6wHwGE5ISsWxck+uC9RljIhKfBlq8Lz7L5WIVsqY3IyNJ1G825ODwuJXib5U+6kCT/LtHuhFHnb872UThsCQdPc8dQOHTwbCdLED8xjbE7s+F8YWlQw4TLQ1N2NbRgfbTH8nNwhOD5yIkJMRj2FQnvyN6DRomWuoqlQdl8ERltK/++8wwqVGGPFqKPRDm6WqCNApHkdtQ1cLgkUe8RgzRGkXtco3InPkIyj6C/MWBogIjvo+kRph37BH7JUK3EY/2ZkX95mhkfNVrlBJB6rbnakBuK0HE5mNILK1CwoNqmuA+nOWgkVDUISltlnZ0feUBhPVVjGiYResh8f1kjUduQz5iXAWMxsh06igvdvG37ho3C3hjIUdzUnH0I33zO7qSRZQFP8iBJSofhdsjXf3fhyTyUUtHD4LM0kUVNU0lPa+i1tdIQxKvoeNJH1iOjM5wRj/TXseGxu0RSD+rnMf6h/E5vnTsXor4UhNyjxQiZqiMKXVnP90FTBX1JNfY0gpp5MaKE77GVZU8gO8mxsA8KPqwo2Xnd5D8x9UofyNFDnbqtqxAzn8moeo34hwt1vc9ippSlzrzQTs63leGvQ8yhWHunLkwe+2ffz5GY9PgUe/RMGgIbxo1tuAYI5GyYzV6XlyKiMXRiN7SgrCsTMRO99snS7CjY08iFi7NQE3zdUxUu2aZcAY1P4tG6IoCtHj1qwiMykTVXql/pcbk0UokCcFq1+uZWCZS5NYkNS1zqUiYFIcs5zpewY1MvurRibKNzhaRVNRcM8M8yc+xTY1F7o5l6NoRLX8f30mqQ9CGTDwXMdoqhQHmuBKUJIYNyvQG9xYSdXSFv5/oliamQRndUoz4UOnm5Ais3KAM0JDzWjNaGs+4uvUNV2D0TjQ1qMNRerEUxYttSNsRU3S8vJ3UonocG87Y90R6Z2tBQWoOWmamIPenGsGNdPHEmX+8p6iVSN6YgyaNB9r1nC1H+ft/j7lqeeo+TbwoXnvtLPMf0RgYq4eKGwOniP93wuJsQJEugmrle2lauBSJG5NR8/7gKr48oNKhXkzRyPsP9EmDLR1Dl2ZkYEDYxj1Im7oPiRGiDhe9FHn/8SQyM1ZrBENubljQmL0SC9cUoOkiYFK3NdHWhII1C7EwqWbEdYqhtaE4KgKbXnC7xcA5vbAJEVHxg+4DotFjC44bqU+l9NBHpVI9xIM+rfXYFJ0BbFdafjyIzJizaBM6tx1A+YqB1/w+6FM1N6kU6Yu8a9yDWxX8XZEYNq0WHCfn2PTOh4I6ebfgSE8mrjo27ErHxHlxiJ3ahTOXvUqqD/ch+YVGRDqfQ+RG60qvJq+x6/2Pye8tDClFacO6sW9Mvnud4JVXfdO8+mttRv4/b0LtpEQU/jwBs5zp6jMrhuSVT93J2/tE+yoo851+sRwZHc386WXQOn1WdDQUIyP7MIype1C6xox2eZ1IZO7PRKT7udbjIdh2WN7Ygvh9ZuQXpyBMWk+60LE2GZVIRPkrKQgZKvv76QEi1492z9XM30M9B8fJ+TBN71YQzbLjbDEWrq1HbOl+pIV67fiHlYiPK8Dcl44jfaH3QWk9w08aJCFDfA+rkbvR6zaFgCmYO8dZ51Pqcj1aPWD8lIs0OmzBcWMYSdPgJJN8w1jLH1uUG8acRGBgOdmMFpgQMlUrJ4YjucjZMjN4GhzcfEHGGZRWFPfgRkvALDw5aPhq39OyOT5agr65EiVFg4Mbia3P/QsePqmfsMfIbH6ndQgb6liJ7grSSVi54pq4V1quR3qEtCwN6WxF/fPKvXH2d8uR/LTU91+d4ivhr3cZEX1RnHlYTIueQuqBfkQ8vweF8e73mzjv5RmY4qvcc7QBwdFpSAtpRbo0WIH0WRHJqDPGIjMvaejg5jaQ6nCaPT+0TJ2FyAALmo+fgc29NeuGDR0nW9AREILpU4d7UIEI31iCEu/gRtLnHEKbbje24PgkApWzZ9AlKvBhxkbte3BsHajfU4aK+mPo6DXCfJ8dHVcMMM//LpatWIfY+Z4/df9P1VfNSUHplnCvq5dfQAuOLyO+B+c2uk1XQHgleQCvvNKI+WvBGarVVeNeQ7rzsRy5wzh7eAy31dbJXwvOkPWjuUgpGt3wyT7P2VdaUPnrctQdb0GnKFXMhi502KcgbGEElq1OQMzMsa7juN9brWUilv28BLEcsXVMMMAholFjxYSIbhbLESIaa+yiRkREREREusEAh4iIiIiIdIMBDhERERER6QYDHCIiIiIi0g0GOEREREREpBsMcIiIiIiISDcY4BARERERkW4wwCEiIiIiIt1ggENERERERLrBAIeIiIiIiHSDAQ4REREREekGAxwiIiIiItINBjhERERERKQbDHCIiIiIiEg3GOAQEREREZFuMMAhIiIiIiLdYIBDRERERES6cU9XV5dDnSciIiIiIrqjBAcHq3MS4P8PLLmgUbFPqC8AAAAASUVORK5CYII=)
ㆍ스마트 항만물류 전공 이수를 승인받은 학생의 교양 과목 학점은 원소속 학과 교육과정에 따라 이수하여야 함
ㆍ스마트 항만물류 전공 이수를 승인받은 학생이 승인 이전에 이수한 교과목이 스마트 항만물류 전공 교과목과 동일한 경우 이수 학점으로 인정할 수 있음
ㆍ스마트 항만물류 전공을 부전공, 복수전공으로 이수하는 학생의 경우 주전공 학과에서 이수한 전공기초 및 전공필수 과목이 스마트 항만물류 전공 교과목과 중복될 경우 이를 이수한 것으로 인정하되 중복된 교과목에 해당하는 학점을 스마트 항만물류 전공 교과목으로 이수하여야 함