供应商定位销配合选错，后续如何补救？
A件找的一家供应商定位销孔是φ4F7，B件找的供应商选的GB119.2定位圆柱销是公差带m6，成带有一定过盈量的过渡配合了，以往圆柱销是h8，间隙配合，供应商他们换工程师了，之前交接工作时并未将细节交代清楚，现在的工程师以前做过此类产品，以为不需要经常拆卸呢，想当然的选成过渡配合了
我拿A件去插装以前的老产品B件都是很顺利的插装进去的
现在产品到厂内，A件与B件，需要用木锤，轻轻敲，才能拆装，目前我们是测试阶段，经常将A件插拔的，A件数量是28件，每次拆卸都很累，那么现在这情况如何补救？
我再考虑，能否用铰刀扩孔？公差带选什么样的合适？因为B件圆柱销公差是m6，使其转变成间隙配合？谢谢！
听着有点难 不如开一个拆卸用的螺纹孔 小东西，数量又少，重新采购
要做成间隙配合就意味着孔的下偏差要比销的上偏差要大，查一下公差表可以选用E7或者E8data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8IAAAJVCAIAAACandu1AAAgAElEQVR4AeydCXgU5f34PWCTEG5CuHLskmuz5+QOhIQb5FBADhHEIlbxBBQigrZ4VFtarbT401Zr61mtZ9GqIAjkADxQqygK4cixi8jlxWGP5/n/f3H6m657zDvJZjO7mc/z7MMzeefNd2Y+8513P3l5533PslglPhCAAAQgAAEIQAACEIBAiwic1aLaVIYABCAAAQhAAAIQgAAELFYJjQ63M76obLTHe6iobDT5BAEIQAACEIAABCBgHAJoNBodLgHjPC1cKQQgAAEIQAACEFAIoNHhSiS90UoysQEBCEAAAhCAAASMQwCNRqPDJWCcp4UrhQAEIAABCEAAAgoBNDpciaQ3WkkmNiAAAQhAAAIQgIBxCKDRaHS4BIzztHClEIAABCAAAQhAQCGARocrkfRGK8nEBgQgAAEIQAACEDAOATQajQ6XgHGeFq4UAhCAAAQgAAEIKATQ6HAlkt5oJZnYgAAEIAABCEAAAsYhgEaj0eESMM7TwpVCAAIQgAAEIAABhQAaHa5E0hutJBMbEIAABCAAAQhAwDgE0Gg0OlwCxnlauFIIQAACEIAABCCgEECjw5VIeqOVZGIDAhCAAAQgAAEIGIcAGo1Gh0vAOE8LVwoBCEAAAhCAAAQUAmh0uBJJb7SSTGxAAAIQgAAEIAAB4xBAo9HocAkY52nhSiEAAQhAAAIQgIBCAI0OVyLpjVaSiQ0IQAACEIAABCBgHAJoNBodLgHjPC1cKQQgAAEIQAACEFAIoNHhSiS90UoysQEBCEAAAhCAAASMQwCNRqPDJWCcp4UrhQAEIAABCEAAAgoBNDpciaQ3WkkmNiAAAQhAAAIQgIBxCKDRaHS4BIzztHClEIAABCAAAQhAQCGARocrkfRGK8nEBgQgAAEIQAACEDAOATQajQ6XgHGeFq4UAhCAAAQgAAEIKATQ6HAlkt5oJZnYgAAEIAABCEAAAsYhgEaj0eESMM7TwpVCAAIQgAAEIAABhQAaHa5E0hutJBMbEIAABCAAAQhAwDgE0Gg0OlwCxnlauFIIQAACEIAABCCgEECjw5VIeqOVZGIDAhCAAAQgAAEIGIcAGo1Gh0vAOE8LVwoBCEAAAhCAAAQUAmh0uBJJb7SSTGxAAAIQgAAEIAAB4xBAo9HocAkY52nhSiEAAQhAAAIQgIBCAI0OVyLpjVaSiQ0IQAACEIAABCBgHAJoNBodLgHjPC1cKQQgAAEIQAACEFAIoNHhSiS90UoysQEBCEAAAhCAAASMQwCNRqPDJWCcp4UrhQAEIAABCEAAAgoBNDpciaQ3WkkmNiAAAQhAAAIQgIBxCKDRaHS4BIzztHClEIAABCAAAQhAQCGARocrkfRGK8nEBgQgAAEIQAACEDAOATQajQ6XgHGeFq4UAhCAAAQgAAEIKATQ6HAlkt5oJZnYgAAEIAABCEAAAsYhgEaj0eESMM7TwpVCAAIQgAAEIAABhQAaHa5E0hutJBMbEIAABCAAAQhAwDgE0Gg0OlwCxnlauFIIQAACEIAABCCgEECjw5LIorLR48+fcejzw+PPn1FUNlrBygYEIAABCEAAAhCAQMcmgEa3XqOLykb/+9//PvzFEeVfTLpjPy1cHQQgAAEIQAACEFAIoNFhabTSDy33SaPRSmKxAQEIQAACEIAABDo2gZjU6KKy0dHw8VXnorLRilJHw7l17Kzl6iAAAQhAAAIQgIDuBGJSoz3eQ9HwOfT54X//+99yD7Q8wOPQ54ej4cQ83kO6JxYnAAEIQAACEIAABDo2gZjU6Gjo7lVeLlQ0mt7ojv2ocHUQgAAEIAABCEDAl0BMarTvBei47TuQw3eAh46nxKEhAAEIQAACEIAABNqHABod1iuGyhwd8nwdvGLYPlnLUSAAAQhAAAIQgIDuBNDo1mu0xSopQzuYN1r3VOYEIAABCEAAAhCAQHsSQKPD0mjZpD3eQ/RDt2fWciwIQAACEIAABCCgOwE0Go0Ol4DuScwJQAACEIAABCAAgfYngEaHK5FFZaPpjW7/xOWIEIAABCAAAQhAQF8CaDQaHS4BfTOYo0MAAhCAAAQgAAFdCKDR4UokvdG6JC4HhQAEIAABCEAAAvoSQKPR6HAJ6JvBHB0CEIAABCAAAQjoQgCNDlci6Y3WJXE5KAQgAAEIQAACENCXABqNRodLQN8M5ugQgAAEIAABCEBAFwJodLgSSW+0LonLQSEAAQhAAAIQgIC+BNBoNDpcAvpmMEeHAAQgAAEIQAACuhBAo8OVSHqjdUlcDgoBCEAAAhCAAAT0JYBGo9HhEtA3gzk6BCAAAQhAAAIQ0IUAGh2uRNIbrUviclAIQAACEIAABCCgLwE0Go0Ol4C+GczRIQABCEAAAhCAgC4E0OhwJZLeaF0Sl4NCAAIQgAAEIAABfQmg0Wh0uAT0zWCODgEIQCCmCZSNPK+ln+FjW/wrWg4xYtx4LdVaWmfk+IiEHT0hImHHThrX0gvUUn/8+VrDDhsVkZtbPjoiYSvGRFFYXdoBNDpciaQ3WpfE5aAQgAAEOgCBxctWnDx50uM99Plh75kzjR7vIS2fL79q0lj58Bdaw3q9h776uun0aU3n0Bz2O001vYcOff1N0yltYb840oKw33zbdOqUpnM4clR7WO+3JxtPntQU9uhRj0YIhw55T55q/PbbJi0399gxzWE/92ok4PEeOn68BWE1poHHe+jECY/GVPz8sPe09gz/UmuGKw/OyZMnFy29uf3bBDQajQ6XQPtnLUeEAAQg0DEILF624plnXxx//tAtVWk/+4W9YMgwd1G5yqdgyLC7f2nbvDVt3ORSlWryrskXllTXpt56myO/VBC2sGzYr39rfWNT+ugJQ4RhL7yoqHZ76rIVrrwStVN1F5UXDxv2wEM5f3vdPGKcOOxFlxTWbk+97gZJEoUtrSj742NZL66zDBs1VHi28xYU1G5PvfKaPGHNoSPK/vyXjGeezRg6okxY+cdX59duT/3RjwuENYeNGvr8S4MffSKztEIQViopv2axVLs99eJLC4VhK8YMfflV8+//kF1cLgibV1J+403u2u2p02cXCcOOOm/I+o3pv7nfWlQmyJn80mErf+qsrk29YHqxMOy4SaWbtqStvje3cKgo7JBhd9xt31qdNmFKiTDsxCklW6vTbr/LXji04pnnXkSjY9Ln6I3uGF9mXAUEIACB9ieweNmK7W9Vbdrce83a/tlOt/oJZDvdax/oV7cvfvjYXPWaFqs0/nxrfUPcXasHZtoFYa1u1yOP9d39aULZSJsw7AUzsps8pltvSxGGtUmuZ57r88GHXUrK7cKwM+dmebymG25Kz7AJTMBR4Hr51V473u6aP8QhDDtvQYbHa7rqeouwprvIuWlz9y1V3aVip7DylddaPF7T/CsGC2vmlTq2be/26us9HQUu9coZNmnR0nSP1zR7XqZ6TYtVKipz7Hw/8bkXe9vzBGEz7e6bb01t8pimzswWhh0ywv7x7oTHnkzKlcRh77h7UEOjacKUHGHY4WNte+viH3ioX45LkIpZDve9awYcOBg3eoI4w8dMtB6sj7tnzYAshzvTnr+lqhaNFjw8wlulSwU0WhfsHBQCEIBAByBw+12VR49t+Mnt6Tg0Do1Dt86hLVYJjY5JgZZbcDS6A3yTcQkQgAAEdCGweNmKPXvftLrz1I9OP7TFKtEPTT+0/Jj49kPLJWg0Gh3DBNRbf/ZCAAIQgEAoAouXrdhSVZNpzw9VwWKVcGgcWk4PxnJYrFKgQ9MbHdsGSW+0SuvPLghAAAIQUCEg1GgcGoeW8weHDuXQaDQaHdsEVL4h2AUBCEAAAioE1DUah8ah5eTBoVUcGo2ObYmkN1rlG4JdEIAABCCgQkBFo3FoHFrOHBxa3aHRaDQ6tgmofEOwCwIQgAAEVAiE0mgcGoeW0waHFjo0Gh3bEklvtMo3BLsgAAEIQECFQFCNxqFxaDlncGgtDo1Go9GxTUDlG4JdEIAABCCgQiBQo7Od7vsfZI0V1lhhjZVmNQo6L0fgA8WEdzHskfRGByY0JRCAAAQgoIWAn0bj0PRDy2lDP7R2h7ZYpVx3Xt2+zaxiGJMyjUZr+aqgDgQgAAEIBBLw1WgcGoeWMwSHbpFD57jcd/487ejRN356R2XgIxbpkrMifYAOHx+N7vC3mAuEAAQgECECikbj0Di0nGM4dEsd+sGHkzds7L39rWp6o+mNjkkCEfp2ISwEIACBDk9A1mirO4/x0Kz1zVrf8vOucTy0xSrluNwPPpy8ty6+bKRzS1UtGh2TEklvdIf/nuMCIQABCESIwOJlK7ZW19z2s7S6ffHDx+YKjzL+fGt9Q9xdqwdm2t3qla1u1yOP9d39aULZSJt6TYtVumBGdpPHdOttKcKwNsn1zHN9PviwS0m5XRh25twsj9d0w03pGTbB9zsOjUPL6dQKh64YY+MVQ8EDJnxWdayARusIn0NDAAIQiGkCNy6/eW/dm29s6o1D73i7a/4Qh/BuzluQ4fGarrreIqzpLnJu2tx9S1V3qdgprHzltRaP1zT/isHCmnmljm3bu736ek9HgUu9coZNWrQ03eM1zZ6XqV4Th5b5tM6hmfAuhh36+9Qf7fEeKiobLXxIqAABCEAAAhDwJbB42YqjRzcMGyX2PPqhLVYJh860u2++NbXJY5o6M9s3kYJuDxlh/3h3wmNPJuVKAuPPtLvvuHtQQ6NpwpScoKF8C4ePte2ti3/goX45LsF/iWQ53PeuGXDgYNzoCeL/aWm1Q6PRaHRsE/B9utiGAAQgAAHtBJRXDNV/BYfGob+XRRz6v+OhK8b8d7QSgzpi2CMZ1KHe+rMXAhCAAARCEdCi0Tg0Do1Dy0+Q8k6hr0PTGx3DDs2gjlDfDZRDAAIQgICQgFCjcWgcGoeWn6NQDo1Go9GxTUD4PUEFCEAAAhAISkBdo3FoHBqHlh8cFYdGo2NbIhnUEfS7gUIIQAACEBASUNFoHBqHxqHlJ0jdodFoNDq2CQi/J6gAAQhAAAJBCYTSaBwah8ah5UdG6NBodGxLJL3RQb8bKIQABCAAASGBoBqNQ+PQOLT87GhxaDQajY5tAsLvCSpAAAIQgEBQAoEafd4FOaxTyPzQFqsUifmhLVYppueHDvoQodGxLZH0RodKa8ohAAEIQECdgJ9G49D0Q/smjJY1VuT6WtZYUSLH6BoryvkHboydZD9+/I1FS28O3BXpkrMifQDiQwACEIAABCAQlICvRrfIof/4WN/dnyaUjfzvChRB41us0gUzsps8pltvS8m0C9acs0muZ57r88GHXUrK7aGiKeUz52Z5vKYbbkrPsAn6whwFrpdf7cVa3zvfT3zuxd72PMGCggphHTeicJ1CFRoTp+Zsre61+9MtSyrRaKvgaVThyC4IQAACEIBAbBFQNBqHph86SlI35hy6scl0Q+XgrdW19Ebj0BCAAAQgAAEDEZA1evQEh/bx0PRDu4ucmzZ331LVXSp2CtXzymstHq9p/hWDhTXzSh3btnd79fWejgJBh3GGTVq0NN3jNc2elykMW1TmoB96zETrwfq4e9YMyHII/ktE4zuFMvaJU3Mam0y33zUo25m/pQqNpisaAhCAAAQgYCQCi5eteOudqs1be921eqBw0IXV7cKhcWihuIdZ4YGH+uW4BLKb5XDfu2bAgYNxoyfkCg8XaYfOtLsz7Wi0kdpNYc5RAQIQgAAEjEDgZ7+oPHZ8Q+UKCw591fUW4R3HoYWI2qFCtDk0M3UY6P/v2iG/OQQEIAABCMQKgcXLVuz+bHO2M1/9hOmHtlglHFo9SdpnbxQ6NBqNRkMAAhCAAASMSEB5xVDFgXBoHFolPdpzV3Q6NBptxKazPfOeY0EAAhCAQHQSEGo0Dt2BHVp9JE//KwcLP0GzWvhb/a8Uv3AZGDlqHRqNRqMhAAEIQAACRiSgrtE4dMd2aHmdwkBhtVgls9t1zlfnmnYnxL2fqPIJ/F2z3X3usU4JO7qG/K0PEs/56txB03ICf1elJJodGo02YtOpkqzsggAEIAABgxBQ0Wgc2ggOHWqdQrPb1WVz90HnW812t8on8DEx293x7yX2u9oS6rfShjoSarqlVYhX2FGCR7lDo9FoNAQgAAEIQMCIBEJpNA5tZIeWe6M7H4gbdGHL+oybf9Hujt+Z2G9hyGEbKZOsnZpM6fmCubFjyKHRaCM2nUqCsgEBCEAAAoYlEFSjcWiDO3RENbr/FYPjPuxiFi2DIj+S0d8PLZ8n80Zj0hCAAAQgAAHDEQjUaBwah46oRvf+xaCuf+2t5Q/XWHFoeqMN125qSV/qQAACEIBAhyfgp9E4NA4t57zZ7WrdoA7hI9P1xd69fzlQWC2GHNpilWx5eQcOvrlo6c3C62rzCme1eUQCQgACEIAABCCghYCvRssO/cnuhLKRNuHvXjAju8ljumVVqvqkac2GIbmeea7PBx92KSkXv1U2c26Wx2u64ab0DJugh8tR4Hr51V473u6aP8QhPNt5CzI8XpOR1ynMtLvleTlCvVPoxzBCGm12uOM+SOwnmvAuthw6V3Ldc1/KF0c23rLqJj+M7fAjGi1oKdrhHnAICEAAAhAwJgFFo3Fo+qF9H4EIaXR6vqtTo2nQZKvvsfy2Y86hH38q6W+v9dm2o4beaIwWAhCAAAQgYCACskbnSnl/fKwv/dCbNnffUtVdKnb6iV3gj1dea/F4TfOvCDkfhfIreaWObdu7vfp6T0eBYG6KDJu0aGm6x2uaPS9T+fVQG0Vljp3vJz73Ym97niBsS/uh5SNGSKPTyu2dvKa0spD/gRCLDr3rk4SScteWqlo02kBNZ6gnk3IIQAACEDAOgcXLVmytrll9byoOjUP7pn2ENHrQ1JzO9XFmKaT637tmwIGDcaMn5PqeTNDtMROtB+vj7lkzIEs06UeOy/3gw8l76+IrxohHK02cmtPYZLr9rkHC0Uq5kuvxp5J2fZJQOtzOTB0INAQgAAEIQMBwBJYuv3nf/k2vru/DeGj6oX1tNUIanXy9Jf7trma72/dYftsx59DM1GG4dtMvZfkRAhCAAASMSWDxshVfHHljyPCQvYMKFt4ptFilDj+WQ7ndEdLoXr/p3/3PScpRWrcRVf3Q8iXQG41JQwACEIAABAxHQHnFUF1ocGhDOXQ480arJ1Li6z373JaiXkd9bxQ6NL3Rhms31XOUvRCAAAQgYBACWjQahzaaQ0dIo81Ot2l3woAfiV+gDPX0RadDo9FoNAQgAAEIQMCIBIQajUN3YIceMsL+8e6EoM4aiUEd6YXOTh5Tyjjx64NBTylqHRqNNmLTGTRHKYQABCAAAUMRUNdoHLrDO/RjTyblBps3w+x2danqPnBGdnqhM/DTumckdaStk9eUXiKeTzAwfjQ7NBqNRkMAAhCAAASMSEBFo3Fowzq0PKjj7DPnnHu4cyePKfATqLlaSgZelNV5X7zZLX6f1S9alDs0Gm3EptMvR/kRAhCAAAQMSCCURuPQRnZoWaM7Ncb1vzwjdawt8NO6J6XvTekJVd0tqrPdBUaOfodGo9FoCEAAAhCAgBEJBNVoHNrgDh2hVwx7PJzc4w/JgaKsUhITDo1GG7HpVMladkEAAhCAgEEIBGo0Do1DR0Sj7e4uW7v3XZ6m/cmKFYeWNfrdnVUsBo5PQwACEIAABAxEwE+jW+TQf3m+zwcfdikptwvFaObcLI/XdMNN6Rk2AVtHgevlV3vteLtr/hCHMOy8BRker+mq6y3Cmu4iJ2t9y/NyhHqn0I9hm8/UYXa5TXXxA2dn+R0o1I8x5NAWqzRxqu34iTf+8KdFoS4ncuVnRS40kSEAAQhAAAIQUCHgq9E4NP3QSqq0uUanFzs7eU2po2zKIVQ2osehh4wQ/5U4bVZ2VU3Pjz/ZsmTZzSoXFaFdaLTgT/MIcScsBCAAAQhAQNFoHBqH9n0c2lyjU8bmdvKY0ovEs93FnEN7vKarF2Vsra5lUAdGCwEIQAACEDAQAVmjz7vA3uQx3bIqNVM0i4JNcjGWI6/UsW17t1df7+koEMzdlmGTFi1N93hNs+eJl+4rKnPsfD/xuRd72/MEYTPt7ptvTW3ymKbOzPZ136DbLRrLoURoc40ecGmmaXeC2elWDhF0IxYdevktqdnO/C1VaLTVQE1n0PSlEAIQgAAEDEVg8bIVb79bVVXTE4f2eE3zrxgsvPtGcOhIvGKYtCo1cX1PIV6LVbpnzYAsh8C2c1zuBx9O3lsXXzFGPEpk4tScxibT7XcNEv6VmCu5Hn8qadcnCRrHcni8puW3NP/xmWlHo3FoCEAAAhCAgMEI/PxXy44f33DdDRlCw6Af2mKVDOLQkdDo7k8l9VrbX4tGC+u0wqHvuDuCDs2Ed3RCQwACEIAABIxIYPGyFR9/sjnbma/uLji0oRy6zTXabHfHv9U1eZFZPc207I1Ch0ajjdh0aklW6kAAAhCAQMcmoLxiqHKZOLTRHLrtNVpyda6PGzQtRyXNtOyKTodGo9FoCEAAAhCAgBEJCDUah+7ADq0ykqdtXzFMG+ro5DWlVYgnj1OR6ah1aDTaiE2nSqayCwIQgAAEDEJAXaNx6I7t0HfcPaih0RQ01dtWo1MmWTs1mdLzBTOQBD0TuTCaHRqNRqMhAAEIQAACRiSgotE4tBEcesKU4AMt2laj+185OO7viWbR/BuhNDrKHRqNNmLTGSpZKYcABCAAAeMQCKXROLSRHbrNx0b3/sWgri/1bt1jFf0OjUaj0RCAAAQgAAEjEgiq0Ti0wR26zTW664u9e68e2AqNjgmHRqON2HS2Ipv5FQhAAAIQ6GAEAjUah8ah21ajzQ533N8T+10pXtrG7+GKFYdGo9FoCEAAAhCAgBEJ+Gk0Do1Dyy7bhmOj0/NdnRpNKZOsfpas/mMMObTFKtnz8+ob3ly09Gb1i4rE3rMiEZSYEIAABCAAAQgICfhqNA6NQysJ04YanVZub57tbqhDCS7ciDGHznPd/7uBnx/euOInNwkvrc0roNFG7P9o8zQiIAQgAAEItIKAotE4NA7tmz9mt+vco5163t+/9z0DVT6+vxJqe9C0nM71cWZJ62x3MefQz7/U+8W/9q3dXkNvNEYLAQhAAAIQMBABWaPteXl/eb7PBx92KSkXL5Axc26Wx2u64ab0DJsAlKPA9fKrvXa83TV/iLgnct6CDI/XdNX1llA2ppS7i5ybNnffUtVdKnYqhaE2rrzW4vGa5l8hHpibV+rYtr3bq6/3dBQIhC/DJi1amu7xmmbPywx1XKW8qMyx8/3E517sbc8ThM20u2++NbXJY5o6M1v59VAbQ0bYP96d8NiTSbkiPc20u+X5oUPNbRfqEN3+0kf4CfW7geVmuzuwMLAkFh1653uJhUPdW6pq0WhBixB4vymBAAQgAAEIxC6BxctWVNVU/+Z/BuHQOHQ0pPGDDyfvrYuvGGMTnszEqTmNTaY77h6kshajHCRXcj3+VNKuTxKGjBD/lThtVrbHa1p+S6owrD3P9fxLvXe+l1hU5si056PRODQEIAABCEDAWASW3XzzwfpNf30liX5o+qGF5to+FWLOoZmpw1iNZvs8BhwFAhCAAASin8DiZSsOf/FG0TDxf7gzlsMgYzmiP2mjqh9axkVvNCYNAQhAAAIQMBwB5RVDdXnCoXFo9Qxpt71R6ND0Rhuu3Wy3dOdAEIAABCAQzQS0aDQOjUNHSQ5Hp0Oj0Wg0BCAAAQhAwIgEhBqNQ3dghx4+1ra3Lj5KFFl4GlHr0Gi0EZtOYb5SAQIQgAAEOjwBdY3GoTu8Qz/wUL8cl3hkvO4PQjQ7NBqNRhuXwJSZc6fMnDt1VvO/Gj/zFszWWHNaS8LOv+IirWEv0nqqU2bOvfwqrWEvnD1H4wlMmTl34XWzNFae3pKw1y6eqTHsjDktOFuNMafMnDtrbkTCzp53sfZz0F7z4h9FJOwll2nN8Ckz5+r+5coJhElARaNxaBzaYpWyHC2Q7DETta743SJ3j3KHRqONK5Fhtr+x/utLKlcePXrs+ZfWHfq87tSpz+r2HRB+Dhzc/823e46f2CusuW//gc8Paw17sH7/t9/uOXZMU9jDX9Sd1Ha2B+v3nzz52ZGjmsIeOVJ38qQmCPUN+0+e+uyLI3VaIBw9tvdbbWEbGvedOvXZ4cNawu4/fnzvt9/uEZ5A3b4DjU3NYbXU3H9g/4kv9379jaawTZ4WhP3yqz1ffa0prMfbgrBffb3ny680hfUe0hr2wMH9X3+z58SX4px5ad0rp06fHjd5eqy3AwY//1AajUPj0LJD37tmwIGDcVoekzETrQfr43513wBhZWWNFWFNi1WKfodGo9FogxJYUrlyS1XNZVfmVtcmTZvlzHEVq39Kh+e//Lf+ax9McxUVqtfMlYoWLc2urkmaNM2lXjPHVTxsVN5rG/r96j6zs0AQ1pZXtPyWzC1VfcdNdgvDDh8rbXwz+Y67B9vzi9Qr2/OLVt2Z8eaWviPHS+o1c1zFYya6t1T1XfnTTHueIKyjoOjnv7Js2JhcPjpPGHbCFFdVTdKNN2XZRGGdhYVr1qb/7bV+Q4bnC8NOmeGsrk26ZlFOriQ4W3dx4e8eTn3hrwOKy8VhZ85xVNcmLViYKzyBvNKCR59IefrZgYVDC4SV5863VdcmzZ1vE9b832hPPzvw0SdS8krFYRcsbM7wmXMcwrDF5fkv/HXA7x5OdRcLUjFXKrrqeunUqYNotBYPiOY6QTUah8ahfR169IRcYQ4rDi3svVYcOhbnhw7FgQnvDOqRoRLCIOU33LTyw482V9X0mDk3S3jJJeX2Dz7s8pfn+9g0rLx6y6rmBV0vmCFe0LVspO2T3Ql/fKyv1S1eJ/au1QPrG+LOuyBHeLbDx+bW7Yu//8F+2U7B/8dlO91r1vbffyBu1HnihnLcJGt9Q9zqexRroZEAACAASURBVAZqaSgfeiT5sz3x5aPFi1FNnta8GNWqO1OEq0blSq4nn076aFeX0grxYlTTZzcvWVy5Ik0Y1p7vemldr3d2JhaWiZcsnjM/0+M1XbvELLwLriLn+o09qmu75ZWIlyxesHCwx2tasFDDksUlzurabus39nAVicNeu8Ts8ZrmzBcvWVxY5nhnZ+JL63rZ88WpWLkirWZbv0OfN6DRwjSI8gqBGo1D49A4tPzY+q5TqP4gZ9rzd75fxWLgyLSxCDz0xxuOH19//nTxWC4c2mKVcGiLVcKhM+3uyhVpHq9p2iypvqEJjVb/co3+vX4ajUPj0Dh0Sx3aYpWmzco9fuKNBx9e3P6P/Fntf0iOCAGZwJLKle/s3JJhy1cHgkPj0HKG4NCKQ0+fnWWTStFo9aYjJvb6ajQOjUPj0PJj+59+6PcTizT8F+XFl2ZW1fT8cNfWxctubv+nHo02Vgdw+2eYyhGXVK7cvLVaXaNlh37mOcZyMJaDsRz/6YeePrt5EBQardK2xNAuRaNxaBwah5af3JY6dPN4vCuztlbXMqgDozUWAaFGR86hd3/KeGjGQ0sxNx7a4zXJDo1Gx5Aoq5+qrNEXTM/1eE033JSeYRN8CzgKXC+/2mvH213zh4hfJJi3IMPjNV11vUX9HCxWyV3k3LS5+5aq7lKxeMT/lddaPF7T/Cs0vEhQ6ti2vdurr/d0FAhG/OPQ0ePQDY2mO+4eJHynJVdyPf5U0q5PEoaMEL8qM21WtsdrWn5LqjBsKxx60Y3pWY78LVVotFXQfAgbAirEFgF1jcahGcsh5zNjOXzHcijPOL3RCoqY3li8bMW7722tqumJQ3u8ptnzxC/jFpU5dr6f+NyLve15AjXPtLtvvrX5dfOpM8Wvmw8ZYf94d8JjTyblaniL/Y67BzU0miZM0fK6efM6hVrWWMlyuOW57fSdlyMWHTrDJjFTBwJtRAIqGo1D49A4tEwgqEPTGx3T6ux78r+6b+nx4xt+fHUm/dA49IGDcTj0Ts3joT1e06Ib//MfOGi0ESXStyU15nYojcahcWj5iaAfOpRDo9Edps1cvGzFR7u2ZDkEb1ozlsNileiHtlilyM0PHaP90HJTgEaj0UYkEFSjcWgcGof+vy+GH7xT6CeODOrwAxKjPyqvGKqcPw6NQ8vpgUNbrNLFlza/bq70Q8tk0GgjSqRKo2mQXYEa3SKHvvW2FO1rrPBOIWusWKyx/U6hX7OARvsBidEfhRqNQ+PQcm7j0KEcmsXAcWiDEvDTaByafmj524KxHCpjORRZRKMVFDG9oa7RODQOLae37ND3rBmgZQnbBx9O3lsXr3Gt75gey6E8+/RGG9QjlQww5oavRkePQ48/X7yqImt9W6wSa31brFLk1vr2ndsuaPuARgfFEnOFKhqNQ+PQcj53YId+7sXerXun0O9JR6PRaCMSUDQah6YfWm4T6YfW0g8ts0Kj/b5HY/THUBqNQ+PQckrj0CpjOZSnHo02okQqt9+wG7JGF5a5Pviwi8Z1CiM6Hpp+6I92dSmtEE+kTz+0vv3QcotRNqrw5KkD4yZPN2wD0jEufPGyFU8985wtr9TqLlY+eSVFD/8x7fkXBxYPK1AKQ23Mnueoru07/wpbqApKecGQwif+nPLUM4MKhxYqhaE2Lr3cXl3bd86PHKEqKOVFZYXPPj/wkUdT80qKlMKgG7lS8RXX5FbX9p1+sTNoBd/C0oqCv7484IHfp0vFgrC2vOLrb7RW1/Y9f7rLN0LQ7bKR+a+t73/vbyyuIkFYe15x5crsrdV9zztfChrKt3D42Lw3NvW7a/VgZ4EobH7xT+/I3Lw1efSEPN8IQbfHTJA2b03+ye2Z9vz/pkfQms6Cort/OfiNTf2Gj80PWsG38LwL3Fur+1auyLbnCcK6iop+/Vvzq+v7l40Uh71guqu6tu91N1htorBScdH/3tm/vjygtEKc4TMudlbX9r3imtxcKeTZ2vJKn3rmeVYxRKaNRWBJ5cqabVV/faUPDl3fwFrfrPWtNi+HnzKWVthffX3gl18dnDztQr9d/BhbBBYvW/H119/sP1C//8BB5fPlV3XffFN3sP6/JcquwI1Tp/ce+nx/YHlgyVdf1339dQvCeg8dCAwSWPL1N3VffVV34KDWs/V4NYX95tu6E1/u0x62yaMp7Lcn9x4/oSnsF0f2nzq1t7FJU9iTJ/ceO6Yp7NGj+06d2tvQqCnsqVN7jxzVFPbYsX0nT+5taNR2F07t/eLI/v0abtnxE/u+Pbm3vkFb2NN7D3+hKRVPfLnvm29bkIqfizO8/uuvv0GjjSWRsdXWR+Jsb71t+eHDG9bcP9CmYdUo+qFzXO6HHkn+bE98+Wib8HYwL0cHm5fD946XVtg/2tXlN/cPbmhspDfal0yMbp9/4cWBn9nzZgUWhl8y65KIhJ1x8UXhn1tghOmzIxL2wou0hl143fTAswpVMnXW7FC7/Movv2qGX4nKj1Nmag37ox+3JOwMrWHnLZipcnp+uy7QHHbOj1qQihdM13S2urQAZ+lyVA4KAYtVWlK58sDBjTZJ8OdTpt3dwR36Xk0vX+PQriLn+o09qmu75ZU4hU/QgoWDPV7TgoWDhTXzSpzVtd3Wb+zhKhKH1fGdQvlCZId+8ukkqbikvqEJjRbeXypAAAIQiBwBNFrgcJFDT2TlFUMVFK1w6Ece62t1u1Rifj/HpPuu1QPrG+L0Hw+NQ3tN1y4xq98vi1XCoS1WSXHoXMnFK4bCnKECBCAAgUgTQKPRaN0ICDUah7ZYJcZy4NDy14CvQ7MYeKS/GokPAQhAQAsBNFo3idRyezp2HXWNxqFxaDn/6Yf264eWsdAb3bGbR64OAhCICQJoNBqtGwEVjcahcWi5AcWhgzo0vdEx8f3KSUIAAh2eABqtm0R2+NwSXmAojcahcWg5eXDoUA6NRgubFypAAAIQaAcCaDQarRuBoBqNQ+PQcsOHQ6s4NBrdDt+OHAICEICAkAAarZtECu9Nh68QqNE4NA4tpz0Ore7QaHSHbx65QAhAICYIoNFotG4E/DQah8ah5UYThxY6NBodE9+vnCQEINDhCaDRuklkh88t4QX6ajQOjUPLCYNDa3FoNFrYvFABAhCAQDsQQKPRaN0IKBqNQ+PQcmOHQ2t0aDS6Hb4dOQQEIAABIQE0WjeJFN6bDl9B1ugsR15L1/qO0DqFax/ol+10q2PPdrrXrO2//0DcqPNy1WtarNK4Sdb6hrjVbb1OocUqNTaZVt2ZkmkXnK18hh/t6lJaYReercUqebymyhVpGsO+szOxsMwhDDtnfqaHdQpXpHm8pumzs4S4/NZYUanvKGAxcFpvCEAAAjoTQKN1vgEqX5Mdfpes0dfdMLjJY7pgRrbwestG2nZ/mmBwh548LaexySSvZy4k1ooKGh1aY2QcOtPuroyAQ2fa3ctutp4+fWDc5Oka7wXVIAABCECgzQmg0Wi0bgRuvGnlrk/e3FrdE4f+bE98+Wib8PGWHVp7P7QwYEQr4NCRc+hVd6ZU1/bzHmpAoyOawwSHAAQgoE4AjdZNItVvjBH2PvrEkmPH148/X6yP9ENbrBIO/b+jWRYsHOzxmhYsHCx8QPJKnNW13dZv7OEqcgorX7vE7PGa5szPFNYsLHO8szPxpXW97Pku9coRdejGJtOkaXn1DU1otPpdYC8EIACBiBJAo9Fo3QgsqVz59jtbM2z56imOQ+PQcobg0Jl296o7UxqbTJOn5dikUjRavelgLwQgAIFIE0CjdZPISN/a6I+vzNShcqo4NA4tpwcO7evQzNSh0miwCwIQgEC7EUCj0WjdCAg1GofGoeWmEIf2c2g0ut2+IzkQBCAAARUCaLRuEqlyVwyyS12jcWgcWn4QcOhAh0ajDdJIcpkQgECUE0Cj0WjdCKhoNA7dOoc2u13CT9AmSfhbZrfgjTrm5Yj0O4WTp+X43jvGRvvSYBsCEICALgTQaN0kUpf7HVUHDaXROHSrHfqck+d0ajR13hev8gmSA3b3uSc6xf29S8jf2h9/ztfn9r8sI8jvWpufIBy6nR2a3uhQqUg5BCAAgfYkgEaj0boRCKrROHTrHNpilcxuV6dGU/IS88AZ2SqfIO2L3R23q0ufO1NC/daAuVnnHu6cEmLhxthy6OticG47v35o+Q7SGx0kk7//o45yCEAAAu1GAI3WTSLb7R5H7YECNRqHbrVDyxrdeV/8QA3rQfqnhN0d/07XftdY/Mv/T0pSR9g7eU3ppSGX/r52iTnU7yrlriLn+o09qmu75ZWIJ3KO0HjoDuPQ9EYrecUGBCAAAR0JoNFotG4E/DQahw7HoSOq0QNnZnfeHyccHq3SkOHQFqtUWmH/aFeXJ59OypUEA82DvlPoh5feaD8g/AgBCECg/Qmg0bpJZPvf7Gg7oq9G49BhOnRENbrv0vSE2m4Wu7t1KYRDt7lD0xvdulTktyAAAQi0LQE0Go3WjYCi0Th0+A4dlkb/3+CNUI1Lz9/16/Fo31B71ctx6Eg4NBqtnnXshQAEINA+BNBo3SSyfW5wNB9F1ujSCufuTxMeeayvVTSlWqbdfdfqgfUNcePPtwqva/jY3Lp98Wsf6JftFPShZjvda9b2338gblSIV+h8jzVukrW+IW71vQOyHIKwOS73Q48kf7Ynvny0zTdC0O3J03Iam0yr7kzJFPX4qowHMLtdrRwbra7RNqnLmz2SVqYFPXP1Qhw6Qg5tsUojxhWcOnVg3OTp6reAvRCAAAQgEDkCaDQarRuBJZUra7dXvba+Nw6t3aGffDrpo11dgrYIEdJos8tt2hs/YE5W0IOqFOLQkXPo8tG2DZsGnPiyftLUC1VuAbsgAAEIQCCiBNBo3SQyovc1JoL/9I7lXxzZ8It7UuiH1tgPLTt0aYU96P2NkEanFzk7eU2pGvrUfc8Kh46oQ3+2J371vZkNjY30RvtmHdsQgAAE2pkAGo1G60ZgSeXKffs3Wd2CE2Ash8Uq5UoudYeO3Njo1LG25tnuisSz1CmNFw4daYd+6JFkV1FJfUMTGq1kHRsQgAAE2p8AGi1wuPa/JcY5ovKKocol49AaHTpyGj3gkkzTZwlml2AsuHITceh2cOgcl5sJ75SUYwMCEICAXgTQaDRaNwJCjcahtTt05DQ66dbULht7WGya8gSHbh+HZqYOvb4yOS4EIAABXwJotCY58EXGdlsRUNdoHLpFDh05je7+eN+eD/TTctNx6HZzaDRaS0JSBwIQgECkCaDRaLRuBFQ0GoduqUNHSqPt7oTt3ZJvYK1v0/TZ4rlK2nadQqX1Lx9t+2xP/EOPJOf4DK1hUIfChw0IQAACehFAo3WTSL1uefQcN5RG49CtcOgIabRZcnU+EDdwerZ62tAP3Z790PK9QKPVc5K9EIAABNqBABqNRutGIKhG49Ctc+gIaXTaEEfzbHfDg0+xJ7dQOHT7OzSDOtrh25FDQAACEBASQKN1k0jhvenwFQI1GodutUPLGm3aG9/jkeTeqweqfFqUVykTrZ2aTOkFLpXfWr+xR3Vtt7wS8Yx4CxYO9nhNCxYOVokm78orcVbXdlu/sYdLw0R71y0xe7ymOfMzhWELyxzv7Ex8aV0ve77aFVmsUqbdXbkizeONurEcyjXSG62gYAMCEICAXgTQaDRaNwJ+Go1Dh+PQskafe6JTt7/06fa82qdFbU3/yzPiPupiFq18jkM/+XSSyjrtMvNMu3vVnSmNTabJ03KEdyHoeGjf30KjfWmwDQEIQEAXAmi0bhKpy/2OqoP6ajQOHaZDR2hQR5+7B3V9uVf4aUM/dNs6NIM6ws9JIkAAAhAInwAajUbrRkDRaBw6fIeOkEZ3e75P73sGhtnQ4NBt7tBodJg5ya9DAAIQaBMCaLRuEtkm9y+mg8gane3Iu2v1wPqGuPHnW4WXM3xsbt2++LUP9Mt2ChbVy3a616ztv/9A3KjzcoVhx02y1jfErb53QJZo9EKOy/3QI8mf7YkvH20Thp08LaexybTqzpRMu+Bstaz1LTyc2e3qvC9+4AzBrBrCOEoFs90d/15iv6stSkkrNnDoSDi0xSo5C1kMnNYbAhCAgM4E0Gidb0ArvKTD/MqSypVbqqqX3WzGoZ98OumjXV1KK9QmxJDv+/TZWR6vKWgOtL1G57k6NcQN0vDnTdDzsVglHDpCDp3lcN+yKvv06QPjJk8PBZ9yCEAAAhCINAE0Go3WjcCNN63Y/embm7f2pB+6RQ5duSItaPd2m2t02jB7J68prczRumYIh46cQ6++Z+DW6v5ebyMa3brk5LcgAAEItAkBNFo3iWyT+xfTQZZUrjx2bP2o88RdsIzlsFgluR86lENHYmz0oCk5nRvizJJgbrigSYhDR9Sh6xvixk3Or29oQqODph+FEIAABNqHABqNRutGQHnFUD3XcWgtDh0Jje53rSX+3a5m0cDuwNsXYw69Mqrnh/bFm+Vwr76n+UWCcZOsTHjnS4ZtCEAAAroQQKN1k0hd7ndUHVSLRuPQGh06Ehrd674B3Z7p09KcwaEj3g89qfllXDS6pZlJfQhAAAJtTgCNRqN1IyDUaBxau0NHQqMTX+3V546UFjU6OHT7ODQa3aK0pDIEIACBCBFAo3WTyAjd0RgKq67ROHSLHLrNNdrsdMd93KX/ZRnaMwqHbjeHRqO1pyU1IQABCESOABqNRutGQEWjceiWOnSba3R6obOTx5SiYdZtuXnCodvTodHoyH0pEhkCEICAdgJotG4Sqf0mddSaoTQah26FQ7e5RqeOaJ7tLr1U02x3OHQ7OzQa3VFbRa4LAhCILQJoNBqtG4GgGo1Dt86h21yjB87M7rw/zuwWz3aHQ7e/Q6PRsfVFy9lCAAIdlQAarZtEdtSU0n5dgRqNQ7faodtco/suS0+o6WbRNtvdgoWDhfc9r8RZXdtt/cYeriKnsPJ1S8wer2nO/ExhzcIyxzs7E19a18ueLzD+TLu7MjbntgsKgZk6gmKhEAIQgEB7EkCj0WjdCPhpNA4djkO3uUb3/H2/Hn/q21aNEQ5tsUrlo22f7Yl/6JHkHJdbHazv/NChaqLRochQDgEIQKDdCKDRuklku93jqD2Qr0bj0GE6dBtrtE3qsrl70sq0NkkeHLrNHZpBHW2SmQSBAAQgECYBNBqN1o2AotE4dPgO3bYabXa5TXvjB8zJCrN9sVglHDoSDo1Gh5+ZRIAABCAQPgE0WjeJDP/mxXoEWaPLRjnq9sWvfaBftlPwP93ZTveatf33H4gbpWEWtnGTrPUNcavvHZDlEITNcbkfeiT5sz3x5aNtQqSTp+U0NplW3ZmSKRo0nCu5nnw66aNdXUor7MKw02dnebymyhVpwrAqI4DNblfnffEDZ2QLDyeskF7s7OQ1pWoAoh4Kh46QQ1us0piJ+adPHxg3ebr6LWAvBCAAAQhEjgAajUbrRmBJ5cptO7a+sakXDq3doV9a1+udnYlBW4Q21OjUsbbm2e40vAsY9EzkQhw6cg496rzczVv7Hz9RP3HqhSq3gF0QgAAEIBBRAmi0bhIZ0fsaE8Fv+9lNR4+uX3VnGv3QGvuhZYcuLAs+l3MbavSASzJNnyWYRf8/oJJmOHREHXr/gbjb78pqaGykN1olCdkFAQhAINIE0Gg0WjcCSypX7tm7KceVp57ljOWwWCV7vkvdodUZtvNeHDrSDr1mbX9XYUl9QxMa3c65zeEgAAEI+BJAo3WTSN/bYMxt5RVDlcvHoXFoOT0MOz+079Mx6rzc/Qfi1qztn+10M+GdLxm2IQABCOhCAI1Go3UjINRoHBqHlpvFSDn0cPtHu7o8+XRSriReumXVnSmNTabJ03KELXXbzg+tHM7XoZmpQ8HCBgQgAAEdCaDRukmkjnc9Sg6trtE4NA4tJyoObbFKfg6NRkdJI8ZpQAACBieARqPRuhFQ0WgcGoeWm2YcOqhDo9EG/+bm8iEAgSghgEbrJpFRkgE6nkYojcahcWg5LTuyQ987oL4hbtwkq/ABDOyHln+FsdFCdNFf4ZrFyzR+rl2y7H9+d63GyjetvFFjzeuWaD2BaxYvW37rDVrD3tCCsCtXaQ17fUvC/uT2JRrP9vobl2qsec3iZbfftVhj5UVLWxD2Z7/QGnbxshaEXX3PIo1ne0NlC8Le+5vrNYa9cbnWVLxm8bLf/s91GsMuWxE8rC6PPBqNRutGIKhG49A4tNwU4tCh+qFlPmi0Ll+ZbXhQd1H5//t/x/76ymu1298Sfj7ZXXviyy1//3CbsOZb7+z44sjWxqYqYc3a7W99+llzWC013353x9FjWw7WVwsrb9v+1p69NSdOaAr7zs7tx45v2X9AQ9gdb9XtqzmuLey7720/fmJL3b4a8dnu2HHgYPWx45rO9r33t5/4csuevZrC1jdUHz2qKez7f28O++lntcKz3f7Wjsamqi+ObBXWrN3+1t8/3Hbiyy0f79YU1uOt+vywprAf7WoO+9HH4lTc8faOQ59v9R7SlIoff9Kcih9+JA771js7Dn+xtcnzg7BPP/vCoUOfL1p6cxs+oRpDodG6SaTGO9SBqwVqNA4dcw79v6pXXdtt/cYeLg1rtVy3xOzxmubMzxRmNQ6t7tAM6hCmUPRXcBeVV9VsGzZqQqY9X+WT5ci//KqsqpqeU2bmqlSTdxWWuV9al7T2gYH2/Dz1ytnO/GsXZ1TV9Jw4xaZeM9OeX1LhevX1Pr/8dYotTxz2xuWWLVW9xky0C8MOG+V8Y1PvO+5Oy3ULwua48m9ZZd60udfwsQ5h2BHjHG9u6bXip+YclxrYTHt+rjvvzp+nbdjYu2ykUxh27CT71upeN1QOznYKwtry8u65L+WV1/qUlLuEYSdOtVXV9Lx6UYYwrD0/7/7fDXzxr30Lh7qFYafNyq2q6bngyqwsh+BsnYXSH/7U/+lnk/NKJGHYiy7JqarpOWd+jrCmVCw9+XS/Pz3e31UkDnvp5dlVNT2nX2wVhs0f4n7uhb6/e3iAo+AHOZPtLNxaXYtGY7TGIuCn0Th0Sx16zvxMj9ekRRdcRc71G3toqWmxSgsWDtZYU54f2mKVIuHQL67rpbLyuXyGmXZ35co0j9c0fXaW8JxLo2FejrDHciiXSW+0giJGN9xF5R7voaEjzlM5/wybtHhZusdruugS8R+fxcPs732Q+NwLve154plnVvwktcljmjozW+Xo8q4hI+wf70549AlNE9rccfeghkbThCniCW2Gj7Xt3Rf/wO/75bjc6ueQ5XDfu2bAgYNxoyfkqte0WKUxE60H6+N+dd+ALIcgbI7L/eDDyXvr4ivG2IRhJ07NaWwy3X7XoEy7IGyu5Hr8qaRdnySUDrcLw06ble3xmpbfkioMa89zPf9S753vJRaFWH7L91iz5zV/NSy6MT3DJpAKZ6HztfU9a7d3yysNvqqXb9j5Vw72eE1XXGPxLQy6LRU7t1R1f2OTpu6Vqxc1d69ccllG0FC+hQVDHW+903XdK0G+GjLt+Vuq0Gir4H770mS7AxDw1WgcunUOfe0SszATZIeuru2WV+IUVl6wsLmh1GLSEV1jBYdW5ocOdcvQ6FBkYqVcqNFR5dBWt1jNcejIOvT7OHRwh7ZYmzu80Wgc2nAEFI3GoXFoWX3ksRw4tNChGdQRK66scp7qGo1DW6wS/dBy/jz3Yu+dbe3QFqvUMfqhZURotOEMUqVtNc4uWaNzXHlr1vbffyBu1Hni/7AbN8la3xC3+l5N/2H30CPJn+2JLx8t/g+7ydOa/8Nu1Z0pwv9Zy5VcTz6d9NGuLqUV4v+wmz47y+M1Va5IE4Zt0Vrf8liODtkP/e7ORBxai0M3D6QpLDl+op7FwGO3wVTRaBwah/ZLbC1jOeRfWbRUPJZDCR7rYzmUC0Gj0WgjElhSuXJLVfWtt6fh0C+t6/XOzsRCDYPecGgjj4dWvjOyne47f5516vSBufMvUArZiC0CoTQah8ahoyqTWzQeeuOb7Tce2pcSGm1EifTNAGNuL12+4rO9mzZu7kU/NA5NP3So+aEDG4dsp3vtA/02be7v8TbSGx3IJ1ZKgmo0Do1Dx0oC+56n/E6hXg5tsUrZzvxdH29lpg5k2lgEllSuPHpsfcUY8QvCjOWwWCX6oemH/v7botmh6/bFjzqvoL6hCY32/S6Pre1AjcahcejYymH5bHV36Ey7+8prM4+feOOXv76x/QEyb7SxzLX9M0zliMorhip1LFYJh8ahv38R27hz2ykPiNwPXbcvfvjYXGbqULDE6IafRuPQOHQsZnI0OPTS5WlVNT3ffa+K3miM1lgEtGg0Do1D49Dyl6uvQzNTRywKh985+2o0Do1D+6VHTPwYJQ7t8ZrOn57LhHfGMsiYeEIifZJCjcahW+HQVTUxMz8046FbOh5a7oeWH0x6oyPdQEU6vqLRODQOHelki0T86HHoGXOyeMUQhzYiAXWNxqEj59CXX6X/Gis4dIsc+v4Hm8dDDx/730kh0ehImEF7xpQ1umzU+OhZp5A1VnRcp7A9cy/8Y0WVQ7P8ihENMvwk7gARVDQah8ahGcshP+PZTnegQzOoowM0gLJGL11eFiVrfePQRnPodA0LgAd90KLNodFoNNqgBEJpNA4dVQ7tLBQvIX7dErPHa5ozPzNom+tbWFjmoB86zH5omSe90b55FYvbUkn5sWOet97OvegS8YNTPMz+3geJz73Q254nXpR7xU9SmzymqTOzhViGjLB/vDvh0SeScGijOXTKhNy4j7skvtFDmCR+FaLQodFog0qkX2oa8McllSurara5i8ql4grlM3laaVVN2m0/cxYM/UG5UkHZKCwrv2eNbeNm89hJQ5TCUBtTZ5XUbEu7+VZX/hBB2OJhw+7/nfX1DZaR44eGiqaUz5pbvG1H2pJlUn6pIGxpxbA/J6tkzwAAIABJREFU/Cl73SuDK8aUKb8eauOSywq37Ui76vr8UBWU8qEjhj3x56xnX8gYNkocdsHCgm070hYsLFB+PdTGsFFlz72Q8cSfs4YMHxaqjlJ+9aK8bTvSLrmsUCkJtVExpmzd3wY//Kfs0gpB2PzS8iWV0rYdabPmFoeKppSPOm/o6xss9//OWjxMFHZI+c23umq2pU2dVaL8eqiNsZOGbNxsvmeNrbBMcHMLhpbf9jNnVU3a5GmloaIp5ROmlG6pSv/ZLxyFwgwfWv6LX9k3b00ff36QDC8aNrqxycOEd7HbcrqLys9813jZlcOFl4BDW6zSmInWg/Vxv7pP0xK2Dz6cvLcuvmKMeAnbiVObl7A1lkPbpP4/zujkMfVa298sCf4q80vO6HRoNBqNNiiBJZUrjx8/UVWzzeM9pHzOnGk88aVH+VF94/Tpxs8Pe9XryHvPnGk8fqIFYQ99ri3sd43HjmsNe+pUo/awR49pCvvtt00nTzYeOqT1bI8c1RT25MnGb79t8h76731RgXzmu8YjRzSdwKlTjd9804KwX2gLe/p049dfaw57pvHwF5rO9vTpxq++avL6JKcahDONhzWn4pdfNqmE8t115kzIDK/ZtuP0mTNotN/XfAz9qLxiqH7OOHQHdmjh/y2o50br9va7avDZZ85Jvt5isbtbFCFqHRqNNqhEtih9O2rlISPGB37KR48LLAy/ZNioiIQtGxmRsNqvd+ykMdora6856ryx2itrrzlyfETCDh8bkbAVYyJyc9swwztqy2CE69Ki0RFy6KGM5bBKuvdD2/Ncz7/Ue+d7ie2Z7Wnl9k4NccnXWVp60Gh2aDQajYYABCAAAQgYi4BQo3HoqOqHHjLCLlTPabOyPV7T8ltSM0UdvYpDF5WJ1/EVHldjBbPD3XVdr65/7W12dJx+aPnamfDOWK2nxoynGgQgAAEIdFQC6hqNQ+PQbZ75yddbOjXEpZWL/x7wPXSU90PLp4pGo9EQgAAEIAABAxFQ0WgcGof2Fdk22U7Pd5195pw+PxvUomgx4dAM6jBQu9mi9KUyBCAAAQh0VAKhNBqHxqEjkfMD5mZ1PhiXnt+yqTksVmnjmz1cReJpT69e1Dzt6SWXZQhPvmCo4613uq77Wy+76GQy7e6ly9M8XtOMOVnqYemNxqQhAAEIQAACBiIQVKNxaBxa3RdbudcmdXu+d88H+7Xy162CB1Nfh7ZYpaJh7sNfbFy09OYIXaBK2LNU9rELAhCAAAQgAIFIEAjUaBwah45EplmsUnqpo5PHNOh8ayTi6+7QJeX2dX9LOlj/5tLlyyNxgeox0WjB31jq+NgLAQhAAAIQaAUBP43GoXHoVmSRxl/pd63F9EmC2d3iER3C+NHg0H//sMuatYOqamrojcZoIQABCEAAAoYg4KvRODQOHSisgyZbhZ/+l2domb2u29NJia/2DDxEmCVR4tBPP9vHnpe3paoWjTZE0xlm1vLrEIAABCDQAQgoGo1D49CB+Wx2u84+dU78zsRODXF+n3O+Offco53kwrPPnJOwvVu/qwarLOtttrvj3+qavMgceJRwSqLHoW2Si1cMEWgIQAACEICAgQjIGj1hypj3Pkh87oXewnWhM+3uFT9JbfKYpszMFtoP6xRaWrVOYfSssWJ2uzofjBs4O8ssufw+3R/v23dpenNhvit1tK3PbSnnfHNun9tTQmWFWWoONejCnFAVWlEeVQ7NhHcGajdbkaz8CgQgAAEIdDwC7qLyQ597X9/gxKEP1sf96r4BWaKl9XJc7gcfTt5bF18xxibMh1as9R09Dm2xSs0afSC4+yau75l0a6ovgQHzMjt5TSkTg79B2Px+odeUqmEVRt+YKtvR5tBoNBoNAQhAAAIQMBYBd1H5qVONf3wsn35oHDrQWVuk0Ra7u+eD/RJ2dE0vCTLBc8r43Pi3uqaMy02rsCuf9CKn2dWyJcHlk4xCh0ajjdV0Bj4tlEAAAhCAgNEIyIM6Ro4fp37hjOWwWCVD9UPL+dAyjbZKqWNsnbymtIogC30n/TT17H+cnfh6z05ek/w5+7tzOnlNprr4PnekmO0tkOnodGg0Go2GAAQgAAEIGIuA8oqhikbj0K1z6DvuHpQpssNcyfX4U0m7PknQcSzHxZdmerymoAnQUo1urr8vfuDsIKv9DZibadoTnzbUkV76n0/qaFvqGFvfZemdGk297htgdmoy6ah1aDTaWE1n0AeGQghAAAIQMBQBoUbj0EZw6EU3pmfYglhQSzXaYpMSN/Tsc1uQFw2bNXp3QlBXTploPefrc5NvTBc+etHs0Gh0kAQS3lEqQAACEIAABGKXgLpG49BGduiWvmIoPwWJr/Y0fZoQ+ESoaLTFKvWtTI/7e6L6OOkod2g0Go2GAAQgAAEIGIuAikbj0AZ36NZpdO+fD+r2Qu+WavR/1gkPPR1e9Ds0Gm2spjMwxSmBAAQgAAGjEQil0Tg0Dt2eGm2xSvHvdu21tn+oB9DjNV1yWUaovUp5wVDHW+90Xfe3XvZ8wZLjmXb30uVpHq9pxpwgI7mVgPJGSbn97x92efrZPjZJLSzLr2DSEIAABCAAAQMRCKrRODQOLetji8dGW6XW9UZbrFKv3/bv/kSSn7+26Ed9HdpilbKd+Z/s3sJi4AZqQFuUoFSGAAQgAIEORiBQo3FoHFpJ8vbU6D53pnR9uZdy6JZu6O7QmXb3ohsHHz/+xt2/XNrSkw+//lnhhyACBCAAAQhAAAItIuCn0Tg0Du2bP+2p0T0eTu50yBR0Kg/fUwq6HQ0OfettKVU1Pd/ZWUVvNL3REIAABCAAAUMQ8NVoHBqH9pPU9tTo5BvTE6q7W0QzbfudocUqtcihb7ypjcdDf/9mofvW21KaPKbx59u3VNWi0YZoOgMTkRIIQAACEDAaAUWjcWgcOjD5o1+jo8ehz5+ezSuGCDQEIAABCEDAQARkjR42avyKn6Q2eUxTZmYHupRfydAR9o93Jzz6RJLVrTZrgdxLd8fdgxoaTROm5PgFCfxx+Fjb3n3xD/y+X45LsJpdlsN975oBBw7GjZ6QGxjHr2TMROvB+rhf3TcgyyEI24q1vmNrncJQa6z4EfP9Mco1OqocmgnvDNRu+j4kbEMAAhCAgGEJyBq98qdDcegHH07eWxdfMcYmTIaJU3Mam0wd3qHbdsK7PrelnPP1uebQE8b1fKDfuV901j6oI9ocGo1GoyEAAQhAAALGIpBXUn78uGfH27n0Q+PQgX8/tGFvdMqE3E4eU3pByP/BaJ7w7s9aJ7yLQodGo43VdAY+LZRAAAIQgIDRCLiLys9813jJZSOEF85YDotVipZ+6PcTi8ocwlt28aWZHq+pFWM5lMhtqNHN6xR6Takj7ErwH2zYpMQNPZNWpf6g0BpczKLTodHo4HdLyx2lDgQgAAEIQCAWCSivGKqfPA7dgR3aWegMdffbUKObQ+2LHxhi8L3Z7TZ9mjBgXmaoM1HKo9ah0Wg0GgIQgAAEIGAsAlo0Gofu2A79+oaetdu7KZ7qu9GGGm2xuzs3xPV4ONk3vrKdMtF69nfnDBCtyx3NDo1GG6vpVHKXDQhAAAIQMCwBoUZH1qEfisi8HPes6aDzcrT1WA5noVN26LzS4ENE2lKjrdKgydbmcR1j/V/iNNvdXV/p1ePRvhabmolFuUOj0Wo3z7AtLBcOAQhAAAIdmIC6RuPQMdcPPXue1vHQzkLna+ub+6FDOXTbztTR/BDZ3d2e7ZOwvZvffB39rraoDZv+foR09Ds0Go1GQwACEIAABIxFQEWjcWiDO3Tba7RVShmba9ob32Vjj9QxNrPblV7gTLoltZPX1GVTD5U/VmPCodFoYzWdKvnKLghAAAIQMAiBUBodQYeui3+AsRxe0/JbUjNFC1/b81zPv9R7p7axHG3bDy3nf9sO6pBjpg1xdHu2z9mnz+l8IO6cr87tvC++eUi06nAOi1Va97de9vyQk+XJkTPt7oiu9X3+dMHiRKxiiElDAAIQgAAEDEQgqEbj0PRDR/TPSLPDPejCHPmTpmHmPi0no7tDW6zSkOGuI0c3Llp6s5YTbts6Z7VtOKJBAAIQgAAEICAkEKjRODQOLUybaKsQDQ5dNtL2+oY++/a/eePy5e3PB402UOdH+6cXR4QABCAAgaAE/DQah8ahg+ZJNBdGiUN/+lnCL36VWlVTQ280RgsBCEAAAhAwBAFfjcahceho1uWg5xY9Dv3Io31zpbwtVbVotCGazqDpSCEEIAABCBiKgKLRODQOHXOZH1UObXW7eMUQgYYABCAAAQgYiICs0edfOObj3QmPPpFkdYsnQ7jj7kENjaYJU3KE1jV8rG1vTM3L0dBouuPuQcIJNHIl1+NPJe36JGHICLsQwrRZ2Z4YmZdDeC1RVSFKHHr3pwmPPNpXfnDQaAM1nVH1MHAyEIAABCCgCwF3Ufmhz72bNttxaBxalwxs3UGj0KGZNxqHhgAEIAABCBiLgLuo/PTpxgceKqQfmn7o1hlt+/9Whk3Sd35oi1UqG2nz7YeWIdAbbazWs/1TnyNCAAIQgEBUEZAHdQwfO079rDLtbsZydOCxHPOvHKyeAMpeqdipbAs3rl5kFtaRKxQMdWisGbUOTW80Dg0BCEAAAhAwFgHlFUMVicGhLVYpcg793It6rlNosUrzrxzs8Zp+fLVFJQfkXVKxc0tV9zdUF+5Wgly9yOzxmi65LEMpCbXxn7W+X+kVqoJSHs0OjUYbq+lUkpINCEAAAhAwLAGhRuPQRnDoK65pgUO7isQd0q1waOFa31Hu0Gg0Gg0BCEAAAhAwFgF1jcahcWj5L0y5H3rjmz1waGVejsC/vRkbbazWMzADKIEABCAAAUMRUNFoHBqHlp+FyDr033p1gH5oGRQajUZDAAIQgAAEDETAXVRes21H+eiJuVKJ78eRX3LTypyqmuTzLpB8y4NujxiX/8ab/e9eneEqLA5aQSl0FJT89I6szVv7jZmYpxSG2hgzMW9LVb+f3J7lKPjBuQXWdxUW3/3LjDfe7D9iXH7gXr+SCVOkqprkyhU5jnxBWHdx8X2/tby2fsCwUQV+QQJ/nDLDXbMt+fobcu2isFJJ8QO/N//1lYFDhhcGxvErmXGxq2Zb8hXX2Gx5grPNH1L0x8fS/vJ8SvEwcdi58x0125Ivvdzhd7jAHwvLiv78l5THn0otGFoUuNevZMFCe8225NnznH7lgT+WVBS+8NKgh/+YnlcqCGvLK7n6+tyabcnTLnIHxvErGTqi8OVXB659wCwVC1LRnl+ypNJaXZs8eZo4w8vHFKx/o/8vfz3YVaQW1pZXWlWzjVUMDdSAGqrThYuFAAQgAAE/At9PeHe6obHpwMF638+RIwdOna5r8hz0LQy1ffJU3bHj+w/W/yBC0MpHj+0/daqusUlT2FOn6o4e2x80jl/hseP7T56qa2jUFvZ03ZEjB/wiBP3xxIn9J09qDXv6dN3hLzSF/fLLfd9+u6++QYzrwMH606frPj+sKexXX+375psWhD30uaawX3+z7+uv92m5ufLZeg9pugvffLvvy69aENbj1RT222/3nfhSUyrKZ6s1w0/WHT8hDrtpc9WxY8fRaDQaAhCAAAQgYBQCk6ZeFPRzxTXTgpYHLZwyY1bQ8sDCy668MLAwVMkF07WGvfTy6aGCBJafrzns3PktCXthcJKBJzB73ozAwlAlkzWHnTV3Zqgg4ZRPvzgiYS+8KCJhp83SmjMtYjJlptawfn+pts+PZ7XPYTgKBCAAAQhAAAIQgAAEOhIBNNoo3R4dKWu5FghAAAIQgAAEIKA7ATQajYYABCAAAQhAAAIQgECLCUSFRpvdLvmj+18VnAAEIAABCEAAAhCAAAS0ENBfo9Mq7OecPKfz/rizT53TT8OSmFquijoQgAAEIAABCEAAAhCIKAGdNTptqCPug8Tuf04aeFFW0q2pnbymAT/KjOgFExwCEIAABCAAAQhAAALhE9BZozs1muI+6mLOc8lXknRL6tnfnZNeLF41PvwrJwIEIAABCEAAAhCAAARaTUBPjTZLrs774wbOzlLOPr3A2bk+buDMbKWEDQhAAAIQgAAEIAABCEQhAT01OmVsbievKb3U4cul67peve8Z6FvCNgQgAAEIQAACEIAABKKNgJ4a3XdpevxbXc12ty+U5BvM8e/4F/pWYBsCEIAABCAAAQhAAAK6E9BTo7u+0qv3L/07nlPH2Dp5TWlDftBFrTsmTgACEIAABCAAAQhAAAK+BHTTaHOeq3ND3MDp/sOgmwdM74sfMOe/A6Z9T5dtCEAAAhCAAAQgAAEIRAMB3TQ6ZaK1k8eUXhRkUo5uf+nT8/7+0UCHc4AABCAAAQhAAAIQgEBQArppdNItqV2qult+ODBaPsV+11ri/p5odvxgzHTQs6cQAhCAAAQgAAEIQAACuhDQTaM7H4jr9nyfoNc8aFrO2d+dkzI+N+heCiEAAQhAAAIQgAAEIKA7AZ002u5O2NE1+XpL0OtPL3F28ppSR9iD7qUQAhCAAAQgAAEIQAACuhPQR6PNTrdpd8KAS4Kv+23Oc3VqNKVMtOpOhxOAAAQgAAEIQAACEIBAUAI6abTUPE3HoAtygp6T2eU21cUPvIjJOqSgfCiEAAQgAAEIQAACENCdgD4anV70/bCN0bag12+2u+PfS+y3cHDQvRRCAAIQgAAEIAABCEBAdwL6aHRamaN5jZWyEGus2KQum3okrUzTnQ4nAAEIQAACEIAABCAAgaAE9NHo1LHNSxWmFwaZNFo+y27P9On16wFBz5hCCEAAAhCAAAQgAAEI6E5AH40eNDWn88E4s+QKdf291vbv/njfUHsphwAEIAABCEAAAhCAgL4E9NHoAT/KjPu4i9kVcoGVHn/qm/h6T33RcHQIQAACEIAABCAAAQiEIqCTRs/NMn2aYHaG1Og+d6Z0fblXqJOmHAIQgAAEIAABCEAAAvoS0EejB51v7dSgNqij5+/69XgkWV80HB0CEIAABCAAAQhAAAKhCOij0amjvn/FsCj0K4Yv9O79i0GhTppyCEAAAhCAAAQgAAEI6EtAH41OG/r9hHfDQiz3bXd3qeretzJdXzQcHQIQgAAEIAABCEAAAqEI6KPR6YXOTh5TytjcoKdldrjjPuzS//KMoHsphAAEIAABCEAAAhCAgO4E9NFos+TqfDBu0LQQi4G7XZ33xw2cka07HU4AAhCAAAQgAAEIQAACQQnopNEOd9yuLv3nB+9vTi9wNfdVjw/eVx30MiiEAAQgAAEIQAACEIBAexLQR6MtdndCTbfkG4OPfk4b8v3I6YoQI6etUnsCslilijGT+ESIwIWzL22rz+x5F7dVKN84F/8oImHnzp/texS17YsuUdvbeoBzIxF2+uzIhL04ImFnzIlI2Jlz50SC7UWXBAkboQeTsBCAAASMRqB1bqmTRlsl06cJia8FX2BlwMVZZ393TupIW+suqc1/y+M9xCcSBD79bO+ZM995vIfOfPddiM83//734RC7fvArp0+f+uc/j/7rX0e0VP7uu6+1h/3Xv478859HIxP2mDDs6dOnv/vuK61ne+bkv/71hTDmme++aw77jy8jEfYf/zihMeyZMyf/pfXmnv7HP05orHzmzLcaT+D06dP/+OdxjcRaFPaf/zymOWzrM/z06dP//ve/333vg0g8m8SEAAQgYDQCrbNH3TQ6+TpL3PuJZkeQFVj63pyWUNPNYg+yq3UXGeZvOQvL+ESCwPJbbqvZtqOwbFRJ+ZjAzyWXDdmw0bLwuuLAXX4lFWNHPvwn62NP5owYN8JvV+CPCxaWbthouezK0sBdfiUjxo14/Kmch/9krRgz0m9X4I9XXV+8YaPlksuGBO7yKxl93ohnns26/3e2YaOCX/h/61eMXrS0cMNGy6xLyv5bGIxVSfmYsZOGP/9S5r2/cZSNFIQtrRhduaLg9TcsF140TBj2vAsq1r2ScfcvXUNHCMIOGT7q1tvyXltvuWB6uTDs5AvL//ba4FV3SkOGi8Pe+XP3K68Onji1Qhh26sxhr2+w3PyT/NKK0eqVh44c9ctfO19alzF+8nD1miXlY2ZcXLb+DcuNNxWUiMIOGzXqN/fbn30hc8xEcSpe/KOhGzZarl1SVFIuONvy0SN/93DuU89kjxz/37DDRk14bcPGKTPmRuLZJCYEIAABoxFonSvqptGpI5unjk4rc/ift01KXN+zz8+YNLq9x67434jID55ZUrly89bqDFt+4KHnzM/0eE3XLjEH7vIrcRU512/sUVXTLa8k5DTkyq9cftVgj9e0YOFgpSTURl6Js7q22/qNPZyF4rDXLTF7vKY58zNDRVPKC8sc7+5MfHFdL3ueSykMupFpd1euTPN4TRdelBW0gm9h6XD7R7u6PPnnpFxJHHbVnSmNTaZJU4O/4Osbtny0bc/e+N//ITnHJfibNsvhXn3vgPqGuLGTrL4Rgm6POi93/4G4+37bPzv0OqbyL2Y73fc/2K9uX/zwELP6+MY/74KchkbTz34xKFP0F7jV7frjY30/2Z0wdIR45NgFM7KbPKZbVqUKw9ok11+e7/P+3xOLQ03l6fNMzZrbnOE33JSeYRM86Y4C1yuv9dz+Vtf8IT9oLW1SaX1D07jJ030hsA0BCEAAAu1JQDeNNrtdpj3xAy71N4/m9wsbTYM0fMe3JyaOFQkCoTQah8ahLVYJh7ZYpVAObbFKaHQkGiViQgACEGgRAd002mKVuj+R1POhfn6n27xOeJMpXUMXoN8v8mPMEQiq0Tg0Do1Dy8+yikOj0THX3HHCEIBAhySgp0b3v3Jw3MddzD/8j90+t6V02dQjegZGd8i7HiUXFajRODQOjUPLj6e6Q6PRUdKIcRoQgIDBCeip0WkV9ubh0b4T29ndXbZ2T7o11eB3xSCX76fRODQOjUPLz77QodFogzSSXCYEIBDlBPTUaLPTHfdxl+TF/32NrHnGaI8pRcNbSlGOldPTQsBXo3FoHBqHlp8aLQ6NRmtpYagDAQhAINIE9NRoi1VK2N7N9GlC6vDm9+XNTnePh5PP+fbc9HzBbAORhkL89iGgaHTHd2hRSuPQOLT80Gl0aDS6fdoojgIBCEBAnYDOGm12u7r/OSnu4y597kxJ3NCz8/641DHRsuqKOjj2hk9A1uhpF1k7+Nx2ODRz24U3t13QZ23Oj1ynzxxgwrugcCiEAAQg0D4EdNbo5k7oPJfp04Ruz/Xp9lwfhnO0z12PkqMsqVy5870tVTU9OvL80Dg0Dh0Bh7708oyabf0Of9GARkdJa8ZpQAACxiSgv0YbkztX/b8zHv76t0uPH1//ox+LlxeJ1TVWcGgcOjIO7fGaLrvSwfIrNKQQgAAE9CWARguWENP39nTsoy+pXPnBh5uDrmLoe+E4tMUqsU6hxSoZbZ1C36dA2b708gyP17TwOgvLryhM2IAABCCgFwE0Go3WjYDyiqFK9uPQOLScHrJD37V6oHBR7o6x1nfQh0JxaF4xDMqHQghAAALtTACN1k0i2/lOR+HhhBqNQ+PQct7i0Bar5OvQaHQUNmicEgQgYEACaDQarRsBdY3GoXFouUU+74Kc+oY4+qHlsRzKtxSDOhQUbEAAAhDQiwAarZtE6nXLo+e4KhqNQ+PQcqLi0IH90DIZNDp6mjLOBAIQMCwBNBqN1o1AKI3GoXFouUXGoUM5NIM6DPudzYVDAAJRRQCN1k0ioyoPdDmZoBqNQ+PQcjbi0CoOjUbr0mRxUAhAAAJ+BNBoNFo3AoEajUPHqEOvWds/2+n2a1z8fsx2uu9/sF/dvvjhY3P9dgX+2IEd+uVXe21/q2v+EEfgVfuV+L1T6LeXQR1+QPgRAhCAQPsTQKN1k8j2v9nRdkQ/jcahcWg5RXFo9X5omRIaHW0NGucDAQgYkAAajUbrRsBXo3HoqHLocZOswtZw1Hm5+w/E0Q/t0bxOYVv1Q8u3Bo0WpigVIAABCESaABqtm0RG+tZGf3xFo3FoHFpOV/qhtfRDy6zQ6Ohv4jhDCECgwxNAo9Fo3QjIGu0sdK/f2KOqplteiVP4vF1+1WCP17Rg4WBhzbwSZ3Vtt/UbezgLxWGvW2L2eE1z5mcKwxaWOd7dmfjiul72fJd65Uy7u3JlmsdruvCiLPWaOLTMB4fW7tAWq1RUVvzNNwfHTZ4uzC4qQAACEIBAhAig0bpJZITuaAyFXVK5sqqm6o+P9cOhP9rV5ck/J+VKYjVfdWdKY5Np0tQc4Y0uH23bszf+939IznEJXv7LcrhX3zugviGOsRzv/z2xeJhdyHbW3Ey9xnLI5+Yucj75dNo33xycOnOa8GypAAEIQAACESKARqPRuhFYfsvNjU1vPPVMX/qhDe7Q48+3dtR1Ctt2PLT8NeAucr65pftTz6Q2NjXSGx2hr0bCQgACENBCAI3WTSK13J6OXWdJ5UqP9w13saCv1GKVGMuRaXd31H5oHLpFYzlkh968tXtRWXF9QxMa3bEbSa4OAhCIcgJoNBqtGwHlFUP1hwSHxqEtVsnqdv3xsb6f7E4YOkI86OKCGdlNHtMtq1Iz7YI/0myS6y/P94mhsRxvbum+eWt3d5GTVwzV2w32QgACEGgHAmi0bhLZDnc3yg+hRaNxaBwah5YfZKUf2l3U/NYsGh3l7RunBwEIGIEAGo1G60ZAqNE4NA6NQ8vfQ34OjUYb4euZa4QABKKfABqtm0RGf3JE+gzVNRqHxqFxaPkZDHRoNDrSrRPxIQABCGghgEaj0boRUNFoHBqHxqHlFjyoQ6PRWr7eqAMBCEAg0gTQaN0kMtK3Nvrjh9JoHBqHxqHl5zeUQ6PR0d++cYYQgIARCKDRaLRuBIJqNA6NQ+PQ8nePikOj0Ub4euYaIQCB6CeARusmkdGfHJE+w0CNxqFxaByd62QiAAAgAElEQVRafu7UHRqNjnTrRHwIQAACWgig0Wi0bgT8NBqHxqFxaLnVFjo0Gq3l6406EIAABCJNAI3WTSIjfWujP76vRuPQOHSkHfqDD7sUDxMv3TJzbpbHa7rhpvQMm6BxcBS4IrfWt7zGispTzLzRKnDYBQEIQKB9CKDRgm/K9rkNxjyKotE4dMw59NoH+tXtix8+NleYulGy1ncMOfSmzf9Zp1CdLRqtzoe9EIAABNqBABqNRutGQNbo2Zdme7ymBQsHC9M9r8RZXdtt/cYezsLmVdzUP9ctMXu8pjnzM9WrWaxSYZnj3Z2JL67rZc93qVfOtLsrV6Z5vKYLL8pSr2mxSqXD7R/t6vLkn5NyJXHYVXemNDaZJk3NEYYtH23bszf+939IznEJlrnOcvz/9u49Oor6UOD4EcPkhZFAICEkJEtem33NJOFZ4KJwoVgoosDFW62lWqAVWqI1WuMDW2pb2npLS6vlXmzrrfXYS7VXK74LxqiAgoj44hXz2PXRFoU+8N976PRO9+xjZn5J9vcbst9z+GMzO8xMPjOZ/c6c2Rl9053junty5y/0O052zoLG4125m7eU1YcdJlsf1mnozJ2HdtnQPr+xclXo9Mdd8xctdVy5jIAAAgggkCEBMtqhxjLkzmR9fqO1rf2VA7s6Os+noTPS0N8vp6F//ZvRQ+88tM9vrF7r63yh9P33e8ho9qUIIICAQgEymoxWJrDlrutOnHjiss/WO/4BcB7a5zfEzkPT0EZkCDd0NKZdvjLc3dNHRjvuPRgBAQQQyJwAGa0sIjO3Us+WKbe2te8/sKsm0Gy/wDQ0DW1uIYuX1fdFtZs3VNYGHa48CQz1hl65aiLXRtvvN3gXAQQQkCBARpPRygSsrxjabOg0dDY09IwLAzbbgPkWDW1eyxGNaStXnfkiARntuM0wAgIIIJBpATJaWURmetV6f/qOGU1DD/mGfvOtfBra8d525t/y6rU+q6HJaO/v31hCBBDIBgEymoxWJmCf0TQ0DW3ugjkPnXAe2mThbHQ2fELzOyKAgMcFyGhlEenxLUPC4tlkNA1NQ5tbIA2dsqE5Gy1hB8UsEEAAAUcBMpqMViaQLqNpaKGG9vmNTRm4L4fPb2Tu/tBcy+H+/tAJ13JY+3TORlsUvEAAAQRUCZDRyiJS1Sr3znxTZjQNLdrQ5gp184wVc0w3z1ixNpJMPKeQhh54Q3M22tpEeYEAAggoFCCjyWhlAskZTUP3r6EV7kHMWd+xqdzxJnR+PfKze8fQ0IPS0GS08m2eBUAAAQR8foOMVhaRbH8JGU1Dn6UN7WZLpqF9fkOfHB6shiaj3Wx1jIMAAghkWoCMJqOVCcRnNA09tBv6Hs5DD2pDk9GZ/mhk+ggggIAbATJaWUS6WT1Dexwro2loGtrc1LkvR7r7ciTvCviKYbIJQxBAAAHJAmQ0Ga1MwMxofYr+3PPnPfH0+eFJYcetf11rdTSmfWZlreOYk2aEXt5X+NDDxcHmiP3ItUG9rX1CNKZduqLOfkyf35g2O/jaoYL77i9pNJwnu2FjRW+ftnBJg+NkZ80NHD6St3Xb2IaIw2Ou60IOIzjOS+YIfj3CeejBvZbDWn1TZ03+y1/emb9oqTWEFwgggAACkgXIaGURKXlNe3B2rW3tHZ0dv3pgDA3tvqHNe9t5cG0mLxINPejXQ1vITdNC2x+qOHXqncXLLrEG8gIBBBBAQLIAGU1GKxP42q1fi8ae+tm9pZyHdnke2v39oSXvR5Jnl+mGnjormDzThCHLL6+LxrRrb6iqCThs5KGWyCM7il/cM6J5eihhIsk/Xnl1TTSmrVnnS34rYUiGzkM3TQu9uHvEPb+o6u3r5Wx0gjk/IoAAAjIFyGiHz1eZKyPb5tXa1t7b91S4xfkqBa7lqAvpMhu6OqxXTQlXO124km6LpaEzeh76xd0jHn1sZMv0Kd09fWR0uo2Q4QgggIAEATKajFYmYH3F0H5Dp6FdNnS1Hhl+LK98Wb29p/27lXMDI347SnsjPyem5R4sGHd5XXXQ+Tgnfpo0tISGDrVE+Iph/FbHawQQQECJABmtLCKVrG9PzdRNRtPQLhva5zcGntGVFwS1t/MLdp5ftrKm4qLG0d+oyIlqOe9q7k9L09ByGpob3nlqV8bCIIBA1gqQ0WS0MgHHjKah3Tf0wDO6cnZQeyO/6N4x1fo/b0JSMb9RO5o35qtVbnaRNLS0hiaj3WyQjIMAAghkWoCMVhaRmV613p++fUbT0EINPfCMLv5hmfZGfnXTPxva3IRKV08c3pM74RMO372joWU2NBnt/f0bS4gAAtkgQEaT0coEbDKahhZt6AFmdLVx5rrqspU1yXu96rBesLMo90Bh8lvWEBpackOT0da2xwsEEEBAoQAZrSwiFa51j8w6XUbT0P1o6AFmdPnS+pxerWpy6ifglLRPyD1YUJ3myS80tPyGJqM9shNjMRBAIMsFyGgyWplAyoymofvX0APM6Lz9hfm7R6TbG1Zc1JgT1apaEq/3MMfP0HMKH9g++sDBAu4P/ehjI0Op5LlTR7rNleEIIICANAEyWllESlvHnp1RckbT0P1u6AFmdNGvSoo3j0u3qVRNDefEtMoLA+lGmJH+Leu/LF5W3xfVbt5QWet0B72AEaGhzWespGtozkZb2xUvEEAAAYUCZDQZrUwgIaNp6IE0dGYzujky7M/nltxW2e9dFQ3t8xur1/qiMW3lqomOjI4NTUY7GjICAgggIEGAjFYWkRLWrsdnEZ/RNPQAGzqzGT35zNnoinmN/duiaOhBb2gyun+bIv8LAQQQGFwBMpqMViZgZTQNPfCGHmBGa2/kF+wsSrdzqZwXyIml/QJiuv9lDqehM9HQPr8RbJ7Gw8Dttz3eRQABBDItQEYri8hMr1rvT9/M6JWraqMx7TMrax0XeNKM0Mv7Ch96uDjYnPq7btYUaoN6W/uEaEy7dEWdNTDdi2mzg68dKrjv/pJGw3myGzZW9PZpC5c0pJuaNXzW3MDhI3lbt41tiDg8TFuooecsaDzelWvNJf5FtR4p2FVUvqy+qjkS/8/N07zHfa52+LG85JtGm9MvW1mrvZlfHXb4ReIXxnxNQ2eooWsCxpp1wdMfd81ftDSZnSEIIIAAAnIEyGgyWplAa1v7qwd3dnSeT0N39+TOX+h3/Js3G3rzlrL6VEVbrUfOOT0s5/3hOX1a/L+C3595uHe6RDZnWjUpnNOTW768PsUyBPX83SO0I3kp3vLbbTw0dOYaev31VZ0vlL73Xg8ZLbpZMj4CCCAwiAJktF0HDCI0k0oW+Ol/XXvixBOXrHDOR85D+/yGfUP/46KOntzSL/kqFjRa/8ovqxv13fLhXbnDTp5bZXsWv+jeMfnPn5d86rp8ef2Z23TMTXubjuQ16/MbHmno3XtHNE93eP6iz29ceXVNNKatWedL+bvED9Qnh5/ZWbTz2SI9zT2240ce3O8UmlOuCRjrr6+KxrRln9G5qCNem9cIIICAfAEymoxWJtDa1r5v/66aQLP9dk9Du2lo+2ujJ8wI5R4sGPW9chvqsV+pzunTRn+9whd3Q7qqaeG8fYWjNtn9x+Rp0tAZPQ8djWkrrqjlvtHJGx5DEEAAAckCZLSyiJS8pj04O+srhjbLRkO7bGj7jPb5jfGXNOTEtPEX213VPf7ShpyoNvLHZRXzG6umhMd9rjb39YJhp85N93TDlCuOhpbQ0NypI+W2x0AEEEBAsgAZTUYrE3DMaBrafUM7ZrTPbxTsKir6ZYn9Lqb8srphfx027M/nnvPxsHM+HlZyS6X9pSAJU6Oh5TQ0GZ2w4fEjAgggoESAjFYWkUrWt6dmap/RNLRQQ7vJ6NJrfHn7C5Ovfra2iqop4aJfleR3njfyp6XFPxiXt69weE9u2edr4i/zsEZOfkFDS2toMjp582MIAgggIF+AjCajlQnYZDQNLdrQbjK64qLGnKhWNSmcckdTHdaHfZiTe6DQeuh3dUgfe13VOR8PG/c559sR0tAyG5qMTrkNMxABBBCQLEBGK4tIyWvag7NLl9E0dD8a2k1GT5gZPNPEn03dxOOurM3p1SbMDiZsKqNvr8h9pbDa9qbaZkPfcntFbdzXExOmY/4YMCIPbB994GDB1FmJM0oef/nlddGYdu0NVTUBh7/TUEvkkR3FQ/i+HCuuSFxrfMUweYNhCAIIICBZgIx2+HiWvD6yanYpM5qG7l9Du8no6qZITq9W8akUdxisNiJ5+wvP3KYj6VbQVZPDw4+fuY9e8lvmEBpa8nlok52MTrdBMhwBBBCQJkBGk9HKBJIzmobud0MPMKPHL2k452/DJsxMfYvlkT8tPfdEjs1F1ZyHjsa0lasmOu64m6aFXtw94tHHRoZaHB6Zad0fOvk8tDkXMtpRmxEQQACBTAuQ0coiMtOr1vvTT8hoGnogDT3AjB77ZV/e3hHpQnn8kobhPbn213XYb29cy+HzG4PY0Fwbbb+98S4CCCAgR4CMJqOVCcRnNA09wIYeYEYX/6is6P6098KbMDOYE9MmzEh9rtpxV0VDD3pDk9GOWx0jIIAAAhIEyGhlESlh7Xp8FlZG09ADb+gBZXTAKHxyZMltlek2mDMXVffkjl9s9+iWdP+Xhs5EQ5PR6bY3hiOAAAIyBchoMlqZgJnRzdMjL+8rfOjh4mCzw9WitUG9rX1CNKZduqLO8Y9k2uzga4cK7ru/pNH2FhM+v1Eb1DdsrOjt0xYucc7EWXMDh4/kbd02tiGi2y9DXUjf9P3y7p7c+QtTfKUv4f/OWdB4vCt385ay+rDDZG1GqNYjw4/llS+rT5i49WParxgG9fwXzxv75bRfIqyO6NqRvHIX7Na8zBc0dIYa2uc3PnHB5L/+tWv+oqUJ5vyIAAIIICBNgIxWFpHS1rFnZ9Ta1v7c8x0P/raEhnbf0FvuKj16LC/lOvVaRtPQmWvoKTODDz86/uTJdz699JKUGwMDEUAAAQQkCJDRZLQygfbbvvbee0/+ZOs4zkO7PA9tNvTseY0pdw2eymgaOqMNvf9A4V1bfb29vZyNTvm3wEAEEEBAjgAZrSwi5axgL8+lta29u+fpYLPDKuBaDp/fqA/r9g09oGujHS/qMCJCF3XQ0Jlu6O0PjmqaNqW7p4+M9vIujmVDAIEhL0BGOzTckN8CFP6C1lcMbZaBhnbZ0APKaL9R+NjI0benePaKuWrMi6rHf9r5Iu+/f/WN5xQO8r3trD+QKTOD+w8Ubn9wVLApwn2jLRZeIIAAAqoEyGgyWpmAY0bT0O4beoAZXbx53HkPjE63G5owy+0N7zgPLeE8dLDpzJdxyeh0myvDEUAAAWkCZLSyiJS2jj07I/uMpqGFGnqAGV261pe3rzDt41cuaRje7fz4FRraaugdjw/Ccwrj/3Ljz0Obw8noeB9eI4AAAkoEyGgyWpmATUbT0KINPcCMHr+44ZzTwyb8SzDlbuj8n4+xfxg413KYbuZzCiU0NGejU26oDEQAAQQkC5DRyiJS8pr24OzSZTQN3Y+GHmBGV0f0/N0jRm0qT95OqqaGh/fkll1Vk/yWNYTz0DLPQ5vsnI22Nj9eIIAAAqoEyGgyWplAyoymofvX0APMaJ/fKL+sLieqVc4JJOyMRn1nfP7uEdXpHzdDQ8tvaM5GJ2yl/IgAAggoESCjlUWkkvXtqZkmZzQN3e+GHnhGV4f0cz8YnrevsOKif9yXulqPlGyoPOfjYeP+3e6xkQ9sH33gYMHUWakvCInf5JZfXheNadfeUFUTcPi7C7VEHtlRvHvviObpofgppHx95dU10Zi2Zl3apzBa/0ufHH5mZ9GujiJ9ctgamO7F6rW+aExbuWpiuhGs4TKv5bBmytloi4IXCCCAgCoBMtrh41zVismG+SZkNA09kIYeeEb7/EZVS2TkXaU5MW3EI8Xn3zM291CBdtTVM8BpaDnXQ8fvFsjoeA1eI4AAAkoEyGgyWplAfEbT0ANs6EHJ6DP7oKBetrJm5N2lI+8uzdtXOMHFyWA3e64hfB76hRfPk9/QXNThZqtjHAQQQCDTAmS0sojM9Kr1/vStjKahB97QXl7dNHRNwFh/fVU0pq24otZxTSXf2y7lf+FsdEoWBiKAAAIyBchoMlqZgJnRdaGmtvYJ0Zh26Qq7C3DNv4pps4OvHSq47/6SRuPMEyhs/tUG9Q0bK3r7tIVLGmxGM9+aNTdw+Eje1m1jG9J/kc4csy6kb/p+eXdP7vyFzo/0m7Og8XhX7uYtZfVh3X4Z3Dzr234Knn2Xhs5EQ/v8Rqh5Gg8D9+xmz4IhgECWCJDRdimWJRuBql/TzOg16858P4yGPnosb/a8f3y3z2aNfPLT/u6eXJsRPPUWDZ2hhq4N6uu/2nj64675i5Z6ao2zMAgggEBWCZDRZLQygetuaH/t0M6OzvNpaKGGvmNTeW3Q4fS2F/ZiNHTmGvqmWyufe7703Xd7yGgvbOosAwIIZK0AGa0sIrN2m7N+8Xt+0XrixBOfWuJ8CpZrOXx+wzwPTUMrv7edqu8Umn84tUH9plsr+6La4mUGF3VYOxNeIIAAAkoEyGgyWplAa1v73pefrQk022/6NDQNbW4h/bg/tDFlkO8P7ZGGvnh5PV8xtN9v8C4CCCAgQYCMVhaREtaux2dh3anDZjlpaBra3DxoaOs89JLl9dzwzmanwVsIIICANAEymoxWJuCY0TS0UEP7dYe7l/RvtxJwuilK/GS9cz30UD0PbTY0GR2/1fEaAQQQUCVARiuLSFWr3Dvztc9oGlq0oe+5d8ybb+W7Wb+Ll9X3RTU3YwaMiPmsbzcj09AZ/U5hX1SzGpqMdrNBMg4CCCCQaQEymoxWJmCT0TR0/xp6xoUBx12G2dC33F7heLsPq6HPrmd9D/nz0OYq5tpox02dERBAAIFMC5DRyiIy06vW+9NPl9E0NA1tbr1cD51wPXT8HzUZHa/BawQQQECJABlNRisTSJnRNDQNbe4KaWibhuaiDiWfl8wUAQQQSBAgo5VFZMKayMIfkzPaEw195zi1z/p2f39ovx4xr4fmWo5dHUVZci2HtaPgbLRFwQsEEEBAlQAZTUYrE0jIaBqa89DmfpDz0PbnoU0lMlrVpybzRQABBCwBMlpZRFrrIGtfxGc0DU1Dm38INLSbhuaijqzdbfKLI4CApwTIaDJamYCV0TQ0DW3uFmlolw1NRnvqc5SFQQCBrBUgo5VFZNZuc9Yvbmb0lJnh1w4V3Hd/SaPTYz5qg/qGjRW9fdrCJQ3WRNK9mDU3cPhI3tZtYxsierpxzOF1IX0T10P///2hubfdjsdHhlocHmQj8/7Q6bbeWXMn/e1vXfMXLU03AsMRQAABBDItQEaT0coEWtvaO1/oeGTHaBq6uyf3jk3ljjdy5juFPr+hTw4/s7MoC79TGP9hMP2C4ONPln/00TsLL7k0fjivEUAAAQRkCpDRyiJS5mr25rxu/fqN73/w5J2bx3MemoaOxrQ163yOGyoN7fMb0y8Ivv5m/n/8cGJPby9nox23GUZAAAEEMidARpPRygRa29qPdz3daDgsANdy+PwG56E5D21+DJgN/YtfluhTpnb39JHRmft0ZMoIIICAowAZ7dBwjoKM0G8B6yuGNlOgoWloc/PgPLR1HvoXvyzx6xFueGez3+AtBBBAQI4AGU1GKxNwzGgamoY294M0dEJDc6cOOR+QzAUBBBCwFyCjlUWk/YrJhnftM5qGpqHNvwIaOrmhyehs2EPyOyKAgPcFyGgyWpmATUbT0DS0ufekoVM2NBnt/Q9XlhABBLJBgIxWFpHZsHnZ/47pMpqGpqHNLYeGTtfQZLT9voV3EUAAATkCZDQZrUwgZUbT0DS0ue+joW0amoyW8wHJXBBAAAF7ATJaWUTar5hseDc5o2loGtrc8mlo+4Ymo7NhD8nviAAC3hcgo8loZQIJGU1D09DmHpOGdmxoMtr7H64sIQIIZIMAGa0sIrNh87L/HeMzmoamoc2thYZ209BktP2+hXcRQAABOQJkNBmtTMDK6LOuoX98d+nRY3mz5zU6/pV+8tP+7p5cnvXNs75vurWyL6otWV7vuM1Yzyn06xGbkXn8ig0ObyGAAAJyBMhoZREpZwV7eS5mRteHmjZsrOjt0xYuaXBc2llzA4eP5G3dNrYhotuPXBfSN905rrsnd/5Cv/2YPr8xZ0Hj8a7czVvK6sMOk60P6zR0qCXyyI7i3XtHNE8POdpeeXUNDT3oDe3zG6EWHgbO3hsBBBBQLEBGK14BjhUyhEdobWvf1fHc+ut9NPQ994558638GRcGHFf34mX1fVHtltsraoMOxR8wIg9sH33gYMHUWUHHyS6/vC4a0669oaom4PAXQUP7/MaUmcH9Bwq3Pzgq2GR3wtjnN2qDeiYaujao33hzw+nTXfMXLXVcuYyAAAIIIJAhATLaIRoy5M5kfX7juhtuev3N3z/73EjOQ9PQz+ws2tVRZEwJO/5prF7ri8a0lasmOo7ZNC30wovn7Xh8ZKjFIXZrAsb666uiMW3FFbWOk/VCQ2/89viOztLYu71ktOP6YgQEEEAgcwJkNBmtTOC/f7X+TyeemLfQ+RQs13L4/AbnoX1+g4auDeobvz2+p1e76OKm7p4+Mjpzn45MGQEEEHAUIKOVRaTjuhnyI7S2te/Z+2xNoNn+N6WhaWhzC6Gha4P6N75lNnQDXzG032/wLgIIICBBgIwmo5UJWHfqsNnQh3BD/4zroSeHuZbD5X05zMusrYbmhnc2Ow3eQgABBKQJkNHKIlLaOvbsjBwzmobmPLS59XIeOv48tGnC2WjP7tlYMAQQyB4BMpqMViZgn9E0NA1t7ohp6OSG5mx09nxI85sigICXBchoZRHp5c1CzrLZZDQNTUObGyENnbKhyWg5+yjmggACCNgLkNFktDKBdBlNQ1sNffOGSu4PneX3tou/Hjp+b85FHfEavEYAAQSUCJDRyiJSyfr21ExTZjQNTUObWynnodOdhzZ9yGhP7c1YGAQQyE4BMpqMViaQnNE0NA1t7ohpaPuG5qKO7PzA5rdGAAGvCZDRyiLSa5uC/OVJyGgaWrShf/0bnvU9ZJ9TmO5aDuvvlLPRFgUvEEAAAVUCZDQZrUwgPqPProZesLihuyf3jk3ljhcu+/WI6P2hXV4PTUMP4Wd9OzY0Z6NVfWQyXwQQQCBegIxWFpHxqyE7X1sZTUNzHtr8Exjy13I0GhH7P3bHazms/87ZaIuCFwgggIAqATKajFYmYGb09AvCh4/kbd02tiGi2/8Z1IX0TXeO6+7Jnb/Qbz+mz2/MWdB4vCt385ay+rDDZOvD+o/vLj16LG/2vEbHyXIe2uc3rry6JhrT1qzzOXLpPKfQb1jPKRzEhvb5jQs/2fK3013zFy11XAuMgAACCCCQIQEyWllEZmiNnkWTbW1rf/7FjieeKqah+6Ia13JEY9oQvrfd4Db07HmBp3eO+/DD7oVLLj2L/uRZVAQQQGCICZDRZLQygQ0bb/zDH5/85ncqOQ9NQ9PQbq6HNj9+Zs8LHDmWd8em2p7eXs5GD7GPZH4dBBA4uwTIaGUReXZtKJlY2ta29qPHnvFHHFbB2Xgtxxtv5s+4MOCItnhZPeehuR7a/fXQPr9hNvRdW0sjk6d29/SR0Y5/ZYyAAAIIZE6AjHZouMzRM2XrK4Y2FDT03+/JEOG+HGfpfTkG/VqOI8fy7tpa2hDR+YqhzX6DtxBAAAE5AmQ0Ga1MwDGjaWga2twP0tDx56HNi6DIaDmfkcwFAQQQsBEgo5VFpM1ayZK37DOahqahzT8EGjq5oblvdJbsJPk1EUDA4wJkNBmtTKC1rX1XR2d9aFJtsCXhn19vvulW385nR81ZEE54K/nH2fPCz+wcdds3qhv15uR344c06s1fv6Pq6d+PnjU3Ej885et//VRoV8eotpsmNkQSFy9h/EBT86Y7Kx97omT6BXrCW8k/XnRxsKOz+MvX1jaEHSYbbG7+0U8qHv7dmCkznSd78bJAR2fxqmvq6p0mG5nU9J/3lP/Pg2ObpxvJi5cw5N8ub+zoLP7sVQ0Jw5N/NKY03Xtf2S/vLzOmNiW/mzDkis83dHQWr7jCnzA8+cfmacYD20u3/XxcZJLDZOvDLV/4Yn1HZ/GS5YHk6SQMmTzT+O0jY7bcPT7U4rDNNIRb1rbWdnQWf2pJMGEiyT9O+xd9x+Ml3/tBZbDJabKRlq/eOHFXx6h5C0PJ00kYMnNO5KlnRn/jW1WNxj8nG2z+xK6OTq6N9vhHLIuHAAJDW4CMVhaRQ3vDcvPbtba1v/f+Bw/97+/2vfJqwr/unn0nT+459MYrCcNT/vjRyT09vS/vP5A4keSRe/te/ujkntdeP5D8VvKQk6f2vNO9z81ko7GXP/xo78FDriZ76tSe412uJvvuey+dOLH31dfcTvbo8f37kySTf6/333/pj3/a++pB58m+fXj/qVN7jhzdnzyR5CEf/OGlP/zhpQMuJnv4yJnJvn3Y1WT/+Ke973/w0oFXnZf26LEzk33rbVfbzIkTe99976VXXEz2eNe+U6f2vPGWq8l++OHeaOzlV1xsiu907zt5as/rLrfwj/b09iVO9pVXD548dYqMdrOrYRwEEEAgQwJkNBmtUmDl6rXp/t3QvibdW8nDv/DFtNNJGPm6GwUme/Uat5Ntvf6LCTOy+fEq15P98nUik02PmbAwa9d/KWFIuh+/e+dV6d5KHv6lr7id7B2brk7+7+mGrFl3Tbq3Eobf/s0vJAyx+XH1WreTveX2VTbTSXhr1TVuJ/u1W1Yn/F+bH7/wpdSTzdAHA5NFAAEEEHAjQEarjEg3a4hxEEAAAQQQQAABBDwoQEaT0QgggAACCCCAAAIICAuQ0cJkHjwYYpEQQAABBBBAAAEEJAuQ0Y7EFf4AAAhDSURBVGQ0AggggAACCCCAAALCAmS0MJnkAx1mhwACCCCAAAIIIOBBATKajEYAAQQQQAABBBBAQFiAjBYm8+DBEIuEAAIIIIAAAgggIFmAjCajEUAAAQQQQAABBBAQFiCjhckkH+gwOwQQQAABBBBAAAEPCpDRZDQCCCCAAAIIIIAAAsICZLQwmQcPhlgkBBBAAAEEEEAAAckCZDQZjQACCCCAAAIIIICAsAAZLUwm+UCH2SGAAAIIIIAAAgh4UICMJqMRQAABBBBAAAEEEBAWIKOFyTx4MMQiIYAAAggggAACCEgWIKPJaAQQQAABBBBAAAEEhAXIaGEyyQc6zA4BBBBAAAEEEEDAgwJkNBmNAAIIIIAAAggggICwABktTObBgyEWCQEEEEAAAQQQQECyABlNRiOAAAIIIIAAAgggICxARguTST7QYXYIIIAAAggggAACHhQgo8loBBBAAAEEEEAAAQSEBchoYTIPHgyxSAgggAACCCCAAAKSBchoMhoBBBBAAAEEEEAAAWEBMlqYTPKBDrNDAAEEEEAAAQQQ8KAAGU1GI4AAAggggAACCCAgLEBGC5N58GCIRUIAAQQQQAABBBCQLEBGk9EIIIAAAggggAACCAgLkNHCZJIPdJgdAggggAACCCCAgAcFyGgyGgEEEEAAAQQQQAABYQEyWpjMgwdDLBICCCCAAAIIIICAZAEymoxGAAEEEEAAAQQQQEBYgIwWJpN8oMPsEEAAAQQQQAABBDwoQEaT0QgggAACCCCAAAIICAuQ0cJkHjwYYpEQQAABBBBAAAEEJAuQ0WQ0AggggAACCCCAAALCAmS0MJnkAx1mhwACCCCAAAIIIOBBATKajEYAAQQQQAABBBBAQFiAjBYm8+DBEIuEAAIIIIAAAgggIFmAjCajEUAAAQQQQAABBBAQFiCjhckkH+gwOwQQQAABBBBAAAEPCpDRZDQCCCCAAAIIIIAAAsICZLQwmQcPhlgkBBBAAAEEEEAAAckCZDQZjQACCCCAAAIIIICAsAAZLUwm+UCH2SGAAAIIIIAAAgh4UICMJqMRQAABBBBAAAEEEBAWIKOFyTx4MMQiIYAAAggggAACCEgWIKPJaAQQQAABBBBAAAEEhAXIaGEyyQc6zA4BBBBAAAEEEEDAgwJkNBmNAAIIIIAAAggggICwABktTObBgyEWCQEEEEAAAQQQQECyABlNRiOAAAIIIIAAAgggICxARguTST7QYXYIIIAAAggggAACHhQgo8loBBBAAAEEEEAAAQSEBchoYTIPHgyxSAgggAACCCCAAAKSBchoMhoBBBBAAAEEEEAAAWEBMlqYTPKBDrNDAAEEEEAAAQQQ8KAAGU1GI4AAAggggAACCCAgLEBGC5N58GCIRUIAAQQQQAABBBCQLEBGk9EIIIAAAggggAACCAgLkNHCZJIPdJgdAggggAACCCCAgAcFyGgyGgEEEEAAAQQQQAABYQEyWpjMgwdDLBICCCCAAAIIIICAZAEymoxGAAEEEEAAAQQQQEBYgIwWJpN8oMPsEEAAAQQQQAABBDwoQEaT0QgggAACCCCAAAIICAuQ0cJkHjwYYpEQQAABBBBAAAEEJAuQ0WQ0AggggAACCCCAAALCAmS0MJnkAx1mhwACCCCAAAIIIOBBATKajEYAAQQQQAABBBBAQFiAjBYm8+DBEIuEAAIIIIAAAgggIFmAjCajEUAAAQQQQAABBBAQFiCjhckkH+gwOwQQQAABBBBAAAEPCpDRZDQCCCCAAAIIIIAAAsICZLQwmQcPhlgkBBBAAAEEEEAAAckCZDQZjQACCCCAAAIIIICAsAAZLUwm+UCH2SGAAAIIIIAAAgh4UICMJqMRQAABBBBAAAEEEBAWIKOFyTx4MMQiIYAAAggggAACCEgWIKPJaAQQQAABBBBAAAEEhAXIaGEyyQc6zA4BBBBAAAEEEEDAgwJkNBmNAAIIIIAAAggggICwABktTObBgyEWCQEEEEAAAQQQQECyABlNRiOAAAIIIIAAAgggICxARguTST7QYXYIIIAAAggggAACHhQgo8loBBBAAAEEEEAAAQSEBchoYTIPHgyxSAgggAACCCCAAAKSBchoMhoBBBBAAAEEEEAAAWEBMlqYTPKBDrNDAAEEEEAAAQQQ8KAAGU1GI4AAAggggAACCCAgLEBGC5N58GCIRUIAAQQQQAABBBCQLEBGk9EIIIAAAggggAACCAgLkNHCZJIPdJgdAggggAACCCCAgAcFyGgyGgEEEEAAAQQQQAABYQEyWpjMgwdDLBICCCCAAAIIIICAZAEymoxGAAEEEEAAAQQQQEBYgIwWJpN8oMPsEEAAAQQQQAABBDwoQEaT0QgggAACCCCAAAIICAuQ0cJkHjwYYpEQQAABBBBAAAEEJAuQ0WQ0AggggAACCCCAAALCAmS0MJnkAx1mhwACCCCAAAIIIOBBATKajEYAAQQQQAABBBBAQFiAjBYm8+DBEIuEAAIIIIAAAgggIFmAjCajEUAAAQQQQAABBBAQFiCjhckkH+gwOwQQQAABBBBAAAEPCpDRZDQCCCCAAAIIIIAAAsICZLQwmQcPhlgkBBBAAAEEEEAAAckCZDQZjQACCCCAAAIIIICAsAAZLUwm+UCH2SGAAAIIIIAAAgh4UICMJqMRQAABBBBAAAEEEBAWIKOFyTx4MMQiIYAAAggggAACCEgWIKPJaAQQQAABBBBAAAEEhAXIaGEyyQc6zA4BBBBAAAEEEEDAgwJkNBmNAAIIIIAAAggggICwABktTObBgyEWCQEEEEAAAQQQQECywP8BAFZAge/QK7cAAAAASUVORK5CYII=
量不大，网上购几个定位销就是了，或者找1根不锈钢圆条线切割成圆柱销就行了！ 昨日明月 发表于 2024-6-26 10:03
要做成间隙配合就意味着孔的下偏差要比销的上偏差要大，查一下公差表可以选用E7或者E8
我算了是用E7的铰刀，但是供应商说没办法保证形位公差
这个圆柱销重做一批不行吗？真的是φ4全换了也不会用很多钱啊，而且这个钱还可以让B供应商出，或者直接让B送过来！ 汤圆园 发表于 2024-6-26 13:31
这个圆柱销重做一批不行吗？真的是φ4全换了也不会用很多钱啊，而且这个钱还可以让B供应商出，或者直接让B ...
无法保证精度等形位公差
啥意思？把销子磨小一点呗 这么小的销，重新加工一下就可以了
页:
[1]
2