前景钱 发表于 2020-6-19 10:57:32

对冲裁力及丝杆受力计算精通的请进

本帖最后由 前景钱 于 2020-6-19 13:32 编辑

请问下图中的这个工艺中,冲裁力的计算,丝杆的受力计算如何计算?最好有计算的过程。非常感谢!

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92fTlE1yj9+SylDu3zmUqZ+hIHVc+T1Duku885jB27JPtY3x1dn90kQRPAD32u67xHjmWOV7sO7ArYk7Bqf48mydlXZ/L6UCJ1SPY30n2juV9J0EZ9Z2Zqtg6r1yL7lDIf0h0DDiGxAAArlwvRrjtVeb15kZl5cpGdlgkJStrL5LW8N3RRP0YuvnNh37yIz999zbeHLoTzXgKA5h3CvNa+O5fWCu1mxJkv+5t5u/alLsprqov7umCvvut5zvLknLYH7ztUsz40p9SNdmKsOeW9oRYTedwnuZA6n3W2jW29M0YN+Ng3VQA7RrUSGJpyDPIdUAnMvqm2m++MrpYBkRYKfe8dS9cxrqRCyjn0vbWP1ItKcjT3ub6zkqxofl/mOzqaLcyqXCnzMeoGTCGxAAArlwvR3KnKxW4zgE4QUs2Oc/GawCcXoZk/F8UVCDWXyXsVoDd/ym0faWbed1evy9CFcIKf9l3A6sdcTeDrAr+9npqv9rmtLsprStATXV1CWJ4kk9oDbR6qfd7r3Hfd8W5OCQwzdb1XU9dnoi84Td2uYLMpn62uu+IJ7PdtBr9rnyqAHSNJya51NKdIS4Nd89Z2p47F0FTfbWO6X5RqZdKcopmIqb9z/prfn1Mk4dJ1TlO/q2UNrIHEAgBcgATVCUTadxkriZCAJBftkQvhXBRXq4LM07ybmnXlvSmyrWNdDCdQapcj68+d3ARFlUjoSj5kfzLfPsFR1x1ilil1OM3EuxJGx5Y6VEHkKTQD2Jqyva4WEKmj7dfq9cw/JrmQY5fviqGEXuTY5vth13xjVPBdycAhNWBhl6yn63Pal4SodXW1ksjx6pIEUCU5MlWCpysRk2OTBG7WN6V+5HxVIrct9fsYxx7mIrEAACtVF8ilLtrrIj59vnOxmwHAqj923kvyIcFS8w5q7vxmXZVgyHu1zBjZTpbPto5xMZw7sLmwrnLVVAmR2kb1Q2/Okyl3AZvNinc5VtB4quCTN0owd+xuEH1Sh9KapV2vU/eq/qVpfvWHL/mspS42k3Z9drUeGDu1xyLpkv3pukN+SjlfkZYDY1tW9LUySKCf77b6rCfRkNZJzb9LDX7Y1UqiEga7VAIi3z1d8l2Z75q8P+Zcl3xXpN50fV9mPTVAKayFxAIArExdQNcFcskFav5O4JCL1ko0VBCR15JUqHma8neSDbv6gicoqO3XhXae5wI+6x0T2DSlTFm+HWzkojoBQpU3Uy7eE+A1EyLVOqLmyZSAIVNzvl1S/pJtTkkQ5LjlmFSwyemknh67G0Q063dzSl1sv1a/TlGfl/ad9PqpwmM06R+r/bmOSnBUwrEpdTXvNeXvru+A+qwOfT/0yfnKZzLly3dE1tP3ORka5DHL5/ssU30nRDtxkM9+ypukwCFJlOb3QJI/KXem9vdDtlddqcZKMqTvOyqvd53LXXJMp3x3wTHcdeuBB1/bPgdmkP+Q8p8ey+Y8sUSplzGmbiZAygV8XZzmYrPvjlvJhXHuAicIGLONWmfNW60h9pFgIxf+dTHc19qh1r2rXO0yjZVjm/1PcJgES3N8iXbA2CdBTgKClDV3aPuCBg6TwDZde5otavJa6u2+cq53BXAJ1jI2QDtAzWesXqt6V+ur+lp1ok97uVMY+lxWMJwEXX326numrT4fu/aprfax2X0pclyzvvoOKHUux3yGU9au8tQ+t7fZVMnMocRDyljfibWuKnd73dnP5t/NsmWfkmCq91O+9vluzl/bmGpov+FYnnv2me2z27RYAIAVyEVnLrTHBszt/ue5yMxFa60jF56Ri/p6LYFaLmoz3xTZXq2rOVXwkscEUNl2vVcX9Snf0IVwgoQsu0vuAo6ZrykBQTSb1leLiQSUzX2pKfvSPHaZKrjJcWgHOhxPgry+bhDN85Gp6nL79dTBMcF8AsLUg3bwmddzNzwBYFSz/Waf/tSRJdWD5ueuptTvTO3PXvO7oqZqmr9vS5F8JnMs2tvI901eb48N0fWznV2yTNcxzue5vi+a20wwn+/RmrLddEXok/Xk3LfX30xoNQ19f6XOJrmSehO76l27BUZzqu+3PHa9n2moLHAqEgsAsGB1EZyLxbFyQZxgoa0ukHOBnYvc6LqwznzZ5jHUxXmC8MgFdf1aw1gJIBLo7LoYz3wJOHfN15ZuEO1kStaRMlf/as6nHRBGO7jN3/t8RhJ47aon2W4CwgSvqce17TxP8JvtVZCZdWW+NOOvOl+B+JBq9r9vnV2LSsz0Dehax6/5OUtSNMdySCV02kF+Xq9xFZJcyLkoOcYVeOf9fOaHEj/5nqoEbFvW0Re853uo6krqT57Xdk/RfQeWQmIBABaqeUG6j1xYD42+ngvuXLj3rbcu2uvxELk4zwV8M4GRpEeCtjHqDt9QABC3g727d87XlnIkqOlaLnep2wkH5lcBYQV5qbvtQPwUgXl9TiJBZMqQz2Q+X13N56vJfJJ2YxJhS9EedHJXUD9WJWYSxA/dQc+d9/Y2uxKjUQmeJG3a5yDfV83Xh7abeYa+K/K9k/M5VO7Mk7K0p3z31ndr6kHze3YtdQKmkFgAgIWpC9S+wH9IBcp9I6pnvbmIb97pawb5eT+y7TF3XIfU3cr2BXwuvJtjGPTJ8u3f7a9jU1PKnmAjwVzX3cuarxIUbRlgr++uZAwFH+2AjNNKkHesoHeX1J3Ui3aXi/pMVt1rqrqSMrbrTV/9S8uHBMCXqLqDdCVhmhJsNz+7+c7oknOSpE7OQVeAnnXsCtwrMTEk5zXnpe+zn/drHSlLexpKRhzT0M9ywjlILADAQlQQXBeoY9WFbqa6y9p1gV0Xw81mybl4ribDte26yN/37lrdwUt5MuVuZVfQXhfefcFWpDxZPkFG7VuVrzmljNWtozlfpiRGar6uICFljLkCAY6j7272sVTd6asXCZTzGcvnpupQ1DgBqbPN16Nv3IAkp4b6+a9VjkWOQzvZt0sdt65jknVVkqK+a/qmJFcztV9vflf0SUJkKBmS75y+7xS4ZhILALAAudCtIHhfdaFby7YDr0oa1KBfbWmumy4LU7YdddEeWUfKk4vzrLcvOEtyI4mDlK1Llsud3ARwtW995av9as6XaVdiJK0Vdt1NZVkSrJ6qpUiC2vocdtWdej9BbQXMddc4gXQC2SybettMOuSxq8x5PfuztAA1ZTpE81jsq47nrp/ozDGrz3nXlHOQqeu9mur8NOW1fZMhwG0SCwBwRhWU50L3GBKIN+/27Wo+HBXY1B3XIVXeTLn7lxYJdaFe60ngleTGUMBUiYOso6/lQoL+MRf5lVjZRwKIoXEoWJ6uQPCYuupRWhok0E59T7KsWc/zPPU4n7H6O5otGlK3+5qs5ydJ5xzDI5+15uc3UxIAXZL0a8+b/YmhJvj5DkkSZd/PY6kWBX0JyWPK+W5/5/V9RwK7SSwAwBnUxXouwKdehHepu43VSqFrkLOmzJOALfMlyKggqU+SAVE/ddYOALLdBGNjWgLUPBXEnErK1E5eJICYI3jh+A69o76PammQBFo7yTX0Gcu8+aykblew3JbxQ4aSb8fWTALWVJ/nthp0sDn1tXgq+e5IUnNMMjABfY5de4q5ki3ZXr7zxiRUo37BA+gmsQAAM8sFbV2sH1OzW0GC5qy/7w5cXdjXPJkSeNTd2ea6mhJA9a03y/SNmN+ngpU89rVcOETKlMAuAd4p1s98qo6mNcBcEiRnm+0kVD4ju1oC5XOQZaOdDMnnb0wAfkxdA7qmjO1yJLDvSnhkP7O/7WORhEKORxIsYxMl9T2SqZmw6Nt29CUjuqa0RsrU9V5Ntf3M1/d9t0QGbWSp7rr1wIOvbZ8DM6j/zFg254lTSL2KU9WtCqL7Ls7TMqGaM+dOZVcCoDlPGVPeXUmFBPW5QzsmmKrjdAzN/UwZ8jvyfYFg3k8CIoFO3zylWnbMHRxyfglw++r5GPmMJTjUYoam1Itd3zuR71p1hyV47tlnts9uk1iAmQlY18F54phOnVBoStCT5sh9d/1Slr6kQlMC5/zU3tg7kLvsk1g4F4kFABhHYgHOTMC6Ds4Tx6Iu3Tb2btw5uRMIAOO0EwvGWACAE0hCQVLhX5aeVAhJBQCYRmIBAI6sEgqSCgDANZBYAIAj0UoBALhGEgsAcKBmQkFSAQC4NhILAHAACQUA4NpJLADABLo9AADcJrEAAHvQ7QEA4I0kFgBgJAkFgOk+9tF/2z6bLt/Dj335i9u/9pcyZB3f++4T21eAY7jr1gMPvrZ9DsygAhOWzXmiKfUh1AlYvqd++bOb3z79+5vHv/Xt7SuHSSD6vvc+fPOpzz26fYWpEsw/9O53bv86zPd/+OTkc/yOt7/t5idP/uDm6d/9wXmFiZ579pnts9skFmBmAtZ1cJ4ICQVYn/rcfuVr37j50Y9/unl+iCQq7rn7TTevvPqPm4c/8OHtq/0StP7nfzw+at4qa5d9vnfa61nqd1ZaGrznoXeNOja75Dj/8fk/b//6l2oVsevc70pA5f3oK+uxjvlQHejj/ySWQGIBziz/gfgPYfmcJ9QBWKd8doeSCgluP/nxR0Z9vmve5voq0bDLrrvhu75jxn4Hdc231O+vdmJh3yTMRx75RGcyoSmJhW9+/avbvw7XTiilHHGsY77UcwW7SCzAmfkPZB2cp+vVd9EInNcxm9HHrhYI1Vx+n5YPFdTuaqY/9v+YXfMNvb/E/8e6Egs5xmON6bowdN5Sh/qWH3qvHHI++izxPMEY7cSCwRsBYKsu8FzkwfIk6KvPZ9+UYDK63mtPX/jSY5t5+yQ4TYJgbFIhklRI8HuMpEJkvszfZdd6hpZdmrRESHn7prwfT3znvzePU9269+7NMUnyoW3ovdh1vCPvr+WYw7FJLABw9XIhOOaiEViGvuDv/jfft2mJ0KW9zFCT+nR3aLY6yLJ92yxZJtveddfb98ydksSp7+GuaZ9WDbvkvPad++Z7fjUC9qMrBMws/0G6qFg+5+k65DyHcw3rkiB/arC56/OegDJ3xpvBZ3XD6OviUO+f4ruk7/+jMf9PLe3/sr6uELvGThg7X9S8SfKMGQtjlzp+Y4/lvsd8aecIxtIVAgD+qS7mXNDBeqXrQ32Od001/5CMkfDr3zz1huA1gWqSBuni8MLfX9y++i/NpEK+VzIlgOa80tWlXQeSbEhyqP360HtznMuqN0MTLJ3EAgBXpS7ScsEIrNOuu9ZTZTyF9pgKj37+M5vHdHHoGgwwffPr+6SC0Vv33rP5nqmfLJzqWr6r0sKgvpu7pn1ap7z1Lfdvnx3H0HgZx1B1ZteU4wBLJrEAwFWoC9S6SAPYJS0Y0hqhq6VDJQ26flkiSYg0209T/HzvZD37qu+razB28MZTJZTWIMdBcoElk1gA4OJJKMBlyq8w5PM9Zpoi64+//u2FzWMkSZD1pan90ECNCYIrIK71DGmX9xq+r3KMsp+7EgZ5P8mddEsZq2udSfR88uOP3HGsMx1jPIZTk1xgySQWALhYdcEooQCXad8xFvbR1Y0hr73vvQ9v1rcrGI4KnPt+qaKpWdZMlxhApovISy+/unmesQvqO3rMlOTMmC4R+WWQPhkno32ca0oS6NTdHuCSSSwAcHHqQrQuGAH2kbETEgA3u0DktV2tFEoFzdUFoqu7xLVLEN8M7PumDKgYlUQa02qhL5Gzq4VJznEmYH8SCwBcFAkF4BCVDGgHofk7wWdaLVTysm+KfAeldcNUWb7WdSky0OVLL7+y/atfgvskEJrHsgbO3NVSpNkqIvZpGZHxNDJNGRMDrp3EAgAXoS4MJRTgehx7jIUElEkGDN3ZTuuDfM80pzSxz13y+rua1I9p3TAk6xpb9jXIOAZdP9nZJd0emseyaeiYtJMXzZYR6e4w9HOTkeftX/8AdpNYAGD1cpFZF4fA9TjmGAtjkgqXqFoGZDrlnfrqwpCBMGt7fVNaDUTXe5nqvS5DyYtq7dDez7SQyHI12CawP4kFAFarLjLHBA0AQ3KX+tqSCvHo5z+zfXZz89lP//v22fG99S33bx5rQMuhKS1AhgZarKk93kL9PdTiIC0Ysp+VXEhXifpJ0V3dLIB+EgsArE4zoZAJuE6n/rnJU1hSWWLMmAfHkNYgSRYcUzsRkOTFmG2kO0vVnfz8ZJIKp+7+0Hfel1YfYCqJBQBWJRdhEgpAHLMrxFxSlrHBZH3fddm1nqFlm2oMgowx8Nunf7999fjSKuCJ7/z39q/TSPJi7DZqTIU8jkkqjDlvY49505j1linrh7lILACwCrmgclEFXIJjBal969n3uzJdCDLGQNdAiceQbgdpSXDqrgYZuHHXNupXIqKOUf7O1O5a0VbHu5Zvymv7HPOmvvPYdMj6YQ4SCwAsWl3E5YLKRRVwDAl0871yysEKo7bTFbBWMNk3jf2+61rPvt+V//kfj29af5xKxjQYGr8ix6dZ/rRu2LeLRhIGX/jSY9u/7pQBGrPu/Bxljk+6Q0Qea9DG/BJFsxw1Nc9flj3GMW/rWmdzOnT9cGp33Xrgwde2z4EZ+M9hHZynZXAegMh3wakM9a9PYiB98RN4pv9+nk+VdSxxcMAc21OOMZCAP7/SMHb9T/3yZ5vHCvzHSuKgnbzItjOGQozdx6ynfpUirSyucUBPGOO5Z5/ZPrtNYgFmJlBaB+fpvCqIcA6Ac2omFvxiwHKlRUHz/NT/Id//4ZMn694B166dWNAVAoBFqaSOpAKwBPkuklRYtvb5qf9DJBVgPhILACxCEgpaigBLcqruAQCXRmIBgLNqJhQkFQAA1kdiAYCzkVAAAFg/gzfCzBJIsQ6C3dOpz4FjDACwPn4VYk+CQAD2IVkCAFw6iYU9VTNduFRLq+M+c5frGs6t+gsAXAM/NwnArBJsC7gBAC6XxAIAJ9FMKEgqAABcLokFAI5OQgEA4HpILABwNLo9AABcH4kFAI5CKwUAgOsksQDAQbRSAAC4bhILAEzSTChIKgAAXC+JBQD2JqEAAECRWABgNN0eAABok1gAYCfdHgAA6COxAMAgCQUAAIZILADQSbcHAADGkFgA4A10ewAAYB8SCwC8TkIBAIB9SSwAoNsDAACTSSwAXDmtFAAAOITEAsCV0koBAIBjkFgAuDLNhIKkAgAAh5JYALgiEgoAABybxALAFdDtAQCAU5FYALhguj0AAHBqEgsAF0pCAQCAOUgsAFwY3R4AAJiTxALAhdDtAQCAc5BYALgAEgoAAJyLxALAiun2AADAuUksAKyUVgoAACyBxALAymilAADAkkgsAKxEM6EgqQAAwFJILACsgIQCAABLddetBx58bfucDmtrbpzyLo1AaNmWVsfX9pk7tfpML+0cLc1Sjo/6CwBcg+eefWb77DaJhR3WdpG4tPK6yF4+dWaZchxiicdCnemn/gIA16CdWNAVAmBhKjgVoAIAsAYSCwALkYSCO94Ay/fUL3+2mU4t/yecejvvePvbbh778he3f51OtjPH/mRfPvbRf9v+dfvv7333ie1fp5H1H2O/xqwn+3aMbeW45HzkvHTJdobe7zNXfTpUs45MVcfo1PVrLSQWABYg/zFppQAwrILTvsCl3u+S148RTGQb99z9ps00R0Dx0suv7h3c7euTH3+k97gd22+f/v2k/ck5H7Pcex561803v/7V1+vI49/69s2te+8+WUIjZXro3e/cnKdDA+qUM/VqaD33v/m+zTyH7k+Oy/d/+OTNT578Qefn4n3vffjm6d/94eZDH3z/9pXx5qxPUQF+U45PXuubUkfyeMhn60c//unNRx75xOb8Sy5ILACcVf0HJ6EAsNsfn//z5kI+gctQYFXfrc0pPvvpf988HqICra987Rs3n/rco5vnfRLwHJrMeOnlVzb73SfH4RhBTfZnDi/8/cXB/emTQPg//+PxwX1NkJigOwFz5i//9T//uzNgHyt1qXlOqz6kLjS3mfOy77lPGXMemutpS+IkHv7AhzePh+jbTo5jkhztfYocwxyDvoC8zu0h9Snb6DrPte32lCRBvd+UelA3bdpTkiaZhoz5/GZ/X3n1H5vPaZ/UhaHvq0th8MYdUllT+dZiaeVd2/G7RurMeWQ/Y437qs70u5b6C+eWoCN3CZNkaAapCXZyBzZBTe4mlnq9Pf8U+ZwnkNgV2CUgqYCnXZ76P+CYEiT1JToScA0FkV3HrCQg+sKXHjv4uO3aTlQw2bcftY7m8c9rCe6zf9nPJJ3a38Njtl2qbu1SdWnXuRyzzUgZkzgZqle1H+3EyZBT1LXS93nKNtv7Pfa4No3dz/qsNc976m1ax/Qtv6uuRfMzfAxjvjfWxOCNAGeW/3Dzn58AFGCaJ77z35uL9AQ1CbbadxX/+rcXts/2k+/nXVMkYOl6rzmlKXl91+d5ylnq9b6peSc1wVWmBHFd89aUYzIkZapgal8JZofu3Gbf2vvfnrKOqCboXVMCz6Fm5TnfOe+5s18qqRC5m59j1ZblcoyagW4Cz2yzeV4igWYd0xzzSJBcr9WUdaacOVft91KGlDPPh5IK2XbdZc9+JIFT8l77Lne1jugKljN/1zlql+2QqV0H99E8rjXl2NVxar8eY5Mnp1LfI13nv+u819T33iUlFbpILADMpC6c8p8LANMlqKuL9ARbFby99S33bx6nagcC7SlBUKYEPF3vN6fmndA8T5nHSKCZ4DrBTMn2KjDvs2v9KffQ3dk+GTsggdJQgFyB+9A0FKQnEG/+PZQkSbeGCjybElQn4VD9+3dNlZzIcW0nF0rVp659zzLVXaApryfBMTaIrPLmMWWp8uV5ythMLmSeqHmaU+ZP0mYoAZT5ut5PgiTvlexD1zGp8tV7Y+t0nxy/PqmvS5ayN49F09B7l0xiAeDE8p9LprpgAmA/7Tu3fTKwXRwa8HRJwJ9Ar3lX+dgS9CV4bDcjjwTmawhW2kHqGAnEs0wFvUPnL8elgvnMnzEbosbP6LpbnNf67iJn6tteDWDYJd0WuurCo5//zB2vV6uEPl2tUarVQyUo6ti056sp86asQ611Mk9Xi5EksvJe8/gnidD1uUvdnPL5qm3NaSjJtG+3jC45R33Hovne1JZCayOxAHBC+c+r/tMHYJoEV/k+bQc6CbIrsIy+pvDlkBYNCVKGAomSIGJK8J/gM0FfV1Ihst28l4BvV6B6Tgn6E+DmfI0pZ4LZJGyGzlufBP45Vjne1QLhmBJ8/vo3T23/+pfsV5IHdQe/OWWZ9uupO4eesyROcv532VU/c5ybCYlMOV9pmdKud2kd0rRvK4LmMciy2VY7yM5295FznfWN+Yw197HK3kzijG3Bk2Pf3JdMqW99iYv2e6kTebx0EgsAJ1D/meQ/LgAOl6AqF+zN5EKzG0QFqF39shNs9d2tHaOCoaE7oDVVYFl3f8fI+rPu/J/RlVQoeS+BUZVjn23MqQK2lHNXAJhzksA2521o39ua603rgQTM+wS+u8pV77fL1LyrH6mXFahWd4/6O1MlAw4ZLyBJiYzrsc/x6dNVhw+5e5/j0V5f5Lw2j0O1vGgG8/m8Dv2aQpdKDjaTN9lWW1dXlDGJwS5JIjX3JVPqWleSZui9JScEj0FiAeCI6j+5+k8EgONIUJUL9uYdzlv33rN9djuQqcCuSwKN5kX+2O/pBAMJvBL8di3fniJBxdggsAKxWrbt57/41fbZbQmMMm87UTLmDu6ccgxiKJDLsc1xHXvnuCldDtKaIIFt6sQ+gXuSU7uSP1l/ytZU5+qQJMEUaYlzrG12Bbzt/dxH6nl7fbGrdcVQfR0ae6G0t1nbPaZDx2xpm7vezE1iAeBIJBQATitNs2tgv9sB5e27nfX9u+tuZALKoWCyLfPmDu8+d8LHSlBd5Y4KWpu69ikBWc1biZSUL3ftu4K1vJZ9yN3hLNeeEmBHM0nRnJJUGRPotSWIGkr05NgmMdROKtRx2ZUoSZkS1KaZenMd1ey8vQ/N1+sOdLpS9GkvkylqLIe5pDVL3X3vGvNgrSpob3ZlaurrIpFxVHZ9HnOcmuctU7t7QnPaVdcYR2IB4ED1H5OEAsBpJZCsQDtBYYKS+v6t7+KhKcFFAugxyYUEG9UKYt9+4EOy7ZQlmv9vJFhql7drSgIhqkxZRwLPTF2JlbyWfehrtl3Bf7NJf3PadTe7q4w1NZurtxMYeexKAiT4i8zfF/Al+ZCuAXlsN3nvalmS15qv13HqaylR9aO5TB2n9sCMzYRM7WNzf/L+IZplTGIt6+ySuj3GsbtCTFUDrU79adhd2vU9n6/2a1Uvdun6XA0lKsaei0sjsQBwgPwHUv9BATCPBJx1x7q+f+u7uC+AzuuRAHFXN4WsP0FilqugoisI7pp2SUCV9XY1i26Wt2+qQDrdALoCni6Zb2oz7AS27eC9qauM7akZvCWB0QzYh6YuOTcJ6NJFpN1N5FjSKqHqyy5jx1gY0kzA1FQJlqbU2wTIh7Rc6Pp8tIPrHOPMt+tzcojqxjS2Dpd0C2kn+tKq45Bj0leGSn50GarDqQeX3u2hi8QCwAT1H3/+AwFgXhm0MXes+3Td6U5AkmBgVyCTu9VpFdD+fj8kGG6aO+DIXf0xLTSGHLJ8zkWSMs3gNUmRlGuX9rlKAFmtAvLevkHpGNnX9q8hnFoC0XY96ktspN7njnhXHd9nIMQcyzoH7RYLOa6ppzkWzWTHMe/EJzHYTmiUvu1kn/Nelm2WK+XP64fW8y593S76WrtEjl+Ob6ZrIrEAsIf6T6z+4wdgfnXHukteT+KhKQFHAo8an6FPAq10sRi6Q7826S6S5viHBDn1c3tTArckaRKcNY997oQn0dMVHPfJ9mush75gbx9ZX1dyo37Ccqn6xiQYoxmwV2Cc4xBdn40ch1zrVEuMJAKmHpuc69pWJQi6fsqzdCVJErCnPPl81nVYppRratmqTnVJq4pm64jUl+zDmCnJjkynSHYslcQCwEj5j6L+EwPgPBIgJ7Dsu1ud19tBawLrBB59yzQN3Yk8pQRa7eCkb5rikP1KcDUlcEsglv1qj0sQaRVQrQ/GyP+9lfAZGvMiwVz7eFWQ13wtkqBqJhdSZ8Yep32SIsdUwf6YutyWVhDNFjN5Xq0lhtaX9zLPUCJgSD6zzVZA+cWNmJqkaOtKDrTHP0g9bL+WOjEk620mOHK8sg+Zcty6upVkqsRXnh9rH9dAYgFgh/oPKP9BADC/5p3CBANDgWUkaK1BDutO/ZiAcaibQlfA2jVNlWCkGZwMTWuQO7UJ5DLGQFfQmoArgdmUYzbU5D8JkPbxqjva7dczNc/5mGC9/ROE1Zoj0ykGbzyWjEHQDqwzdY3v0DfVQJVjkyqZL/MnIVFJobyWz1JfV49a9z4tM5I0aNaJ/N0O+vP5ar+WujnUOinr6StH1ZV2i4R832S5auVxTe669cCDr22f0yEfhlS8MTIvANdt7P8ZwP5yEZ/gJgHCUBIgajC3XOQngDjkzuE+yYlcD44pX1PWn7ujY7tgZBtj96mOWd93UwK5BJdD69tn/6PW2TwOfdvJeapAbFdg37XepqwrSad2OfctfySZ1fw5zHb5c1yTVGies5qneayHjn/N37Xv2X5a3oypE33HdqxsK0mHoXMwdhs1X2mvM+ciiYVD6mPT2PlTNzI+RdWblGOoPtR6d/2fnvUmkZlt13Gceh7W5rlnn9k+u01iYYd9Ewtj5z2VJZShaWnl4U7qTDd1t58600+9gdOqi/0xgXsFdLlTvU9A2WWfwDTfA1MSC7uaZbeN3cbciYW+czS0nUou5K7yUCBd+zJXYiFBYluVv2udXcHoGhILqbO7Pie1H7sSQM3j1p631jFUzrHbKWPnbycWIvvdV5asN+NtjKkzWU+Zeg7WqJ1Y0BUCoCH/OWQSHAIsTzVD39VMOsFNBTDVhWHpLqErRDPA3SexkuA5+5/kQv0/3CWB3jGlngxpdp9I4NoMGlOvdg0GOpf6XPz1by9sHveRgDt2BdD104u7gv2c9xy3rkA/n8kkhYYC77HbKZk/dWfs/E0pY8qUJEJb6trY85vt1+O1JBW6SCwA/FMzobDkizaAazYmsEyglDum+S7PRX4ec8E/FLAuwT4/cZh9qsC97pz3Gfot/mNKkF5368cEjm1JLiToLDlX7YBvn59T3KXqya7jVxK41n5lX1PWKcFslxy3qp81pWxJtLTlmFQyoKRLRuxbnmwn2xhz3ZNuIRVA75IkRbss2Va7pUn2Ja+XJKay30PbadeJzL9rzJWSeev4ZspxjyQXsu2mdE3adTxTD6r8dQxr3e31XQOJBeDq5T+A/Icw5j9WAM5nKLBMgJjv8wTo7e/zZtBaF/417bprHUM/SVfBRU1TJBCbcqczAWbunLcDzaYEU9EsY3NqBldd72fKNoaOQW3/0P9HE3RmHbmTnMf2Mcn7aTXQ91OjUS1UmlMGD8zUfC2/VJFt5PWuO9bZVtdd/ASM6aLQDJDbmnUix3VXQF7725yaSZamHJOUvbkvSQ6klcBY9VnJNrKttgr467ORv3Nc05VgXzleWVf2sX3Msi/Zfu1H1cWhJFuWqfkzRbUsSD1svteccoy6jnPqUzQH5cx+d/2SSanjl2RL1lHdVfKYbURXsijTJSccjLGwQypAKswY+8x7KksoQ9PSysOdrrnOZFuhju7H90y/pR0buAb1Xd5spj6k5k+wVwHBLglYuvruNyX4ShAZu74HqgyHShCTu6oJVj70wfcPBruHSCDVN7hk9qXKMSRlTLDVvmt9TGPO06Gyjb56k31MgFr1sOpEX93M/Pn1kq715b1dx7TWP2YckQTLlWQa+1lpLrPP56WkboxdbtexaquyNeterWPfOtY+p6nv7eM55fhlPUnIxJhztDYGb9xTPhBjLxL3mfdUllCGpqWVhztda51RN6fzPdNPvYJ5VJAaS/rMjQkGr9UlHJuugHPJmp+TqQmdte3zodr1NP+vxykTYmslsbCnfS4Sl3BBubSLWhfZy3dtdSbrD/VyOt8z/ZZ2bAAATsGvQgBXKQFfBX0CPwAAOB6JBeDiSSgAAMDpSCwAF6vZSgEAADgNYyzssE9QcswAJuu6doLBeSwt8D5Geerzow4N8z1z/DqytM8TAMApGLxxT/tcJB7zgnLqupZ2UXsp+3HJLqXOFHVnvEv5fC5pP9Q/AOAaGLwRuEgJ6AR1AAAwP4kFYNWaCQVJBQAAmJ/EArBaEgoAAHB+EgvA6uj2AADM6bEvf3Fz7fGOt79t+8obfeyj/zb4/pAsk/UvXfbxUHWcvvfdJ7avnE6289Qvf7b9i1OTWABWpRIKkgoA7ArG8n/GlIBt3+DwnEHhMYI9dnv8W9+++f4Pn7z5yZM/6Dzm73vvwzdP/+4PNx/64Pu3r+znkx9/ZFNf51IBflOC8LzWN33z61/dPE5JnpQf/finNx955BM3D737nQcnF/K521X/77n7TbMkMZBYAFai/lOTUAAgEtxUMDYU6GSeKYFQ1jv2buete+/ZzL9vgmFXIDdmSrB3ScmFHJNzJmqGJLnQJfXr1r1333zqc4/eMU/2JedpqA7+8fk/bx6/8rVvbB6nyHa6AujafntKvan3m5I8qRs47SmJk0xDUhd31cfs7yuv/uPmpZdf2b5yp9SDXZ+/HOskdIbmS3lzXjg9Pze5Qz54+SCNsc+8u0xd1zHLcAyXsh+XbOl1Jn+H+nB8l/L5XNJ+LO3YwCVLQJSkQYKxv/7thdeDs6YEHL99+ve9AeEuWT53PHOHtWv9JQFdAsuHP/Dh7Sunl+CtgsPYVcZTaZfjWBLgTj1vh8j3+KkMnaNsN3U5d/RL6lXu7O9j7HGr89b8P2vX56USF0OB+rHrQxIQuz5Xdc7a///mdYmF0/Fzk8Aq5D+DTPlPQqAGQNt7HnrXJuhIIHaqgPoLX3ps8/jo5z+zeVyKJFUSvDXvLp8jqRA5/lWGoSkBXs5X13td0wt/f3G7hXl1lWXqlERC8+99JSBuLp+p7zhWS4JzJGOakuSLJEm6yth+raa+98Yk66qlR7P1RbUQGWoVsUuSJHU9WlNe2yUJmuYyXa1Vmu/3ac6TfUtip/la1zSlddaxSCwAi5MvRgDok4v7tCT4r//53+0rp5FgPQHPIcHJsSW4SFIlQde5g8hTat65P5dcj3QFkhXglQRzXQFdxmNoBnvHSP6kZUyfJByWLGXvC36H3tul6kozGfXWt9y/eZyaoMo5TjeLZpIjibwk9NrdR5qqXtQySXp0jcuR9+p8de1z87UkqPJZT6Ipz6Ory0q+q7KtofKdksQCsEj1JQkAbTVQ3tTgMxftY4OYXMwvJYDPndBf/+apWbtcXLMEfgkkU1eaU7on5L0KFpMwSECX89OWwHJqQqG2N6cat6Rr2rdbRpcExH3Ho/ledbsYK9eMXd8H1YJiSDsQz3nNvj7xnf/evnJbvgfyvdM3bkuVufn5TJkqIdH3fVNJkKYpg4DmuyrbSvm6EmKnJrEALI6EAgB9cnHevOjvCoBqSquGrkApQWDkcUxy4VyaZUu50zVjCXfyr0nfneGXXn71jnPRbkEzpQVBs55m+WyvHWRn2/tIPcr6xtT15n5W+ZtdOsaOV/DZT//7G/YlU9/nseu9fMbzONX9b75v+2xYjkltt45PLdsV3FfrpXYyIMumzKkvbZWYbHepynnMMU6itC0Dwqae7evnv/jV5rFrnacmsQAAwGq0L86bgVB7ykV7V2DYnJauAq2U9RhN6dlPVyB86J373E1urzNyV7tZN+vOdzOYTwC+b9ecCoKTSKvtZVttXS1h8vmZUu+SBGvuS6ahz2Pfe13N+ttjGHRNOW9Z53/+x+Od79dUScbmfk7pPlFJiArs21KWrnqT5EJf95YldcEaQ2IBAIBVqLuCUQHBoYaCptwpPrS/coKXqc2Sq2wJes7RtPnYEhSfq//3VF3B7pQ7yU1p6dBeZ9QghH2GWhwMjb1Q2tus7R5TV7P+Q3R1Q0oCpGtfmlMkaN81b41Z0Ewm1Pnp2nZz0NimvB593yfVyqR9DtO1KZ+LpqHzPNY5khISCwAArEJaK1TwlYDvmHIx376bmSRG7nzmvQTE7fdrynwJDrrei9wdPjQxcO4uEHV8usYRGCsBWdSxWVuS4dx2DUjY10UiTfvr2PfpagXQ7p7QnI4R/J5KlS1B+y77JEJyjHJMulp25PWhY9zXhaLGgGh+P2SeMWXvUi26ulpOdJ3jfceyGCKxAADA4tWF96kC7NxpbN/NjBp8L3cv2+/XlDvYCSq63qvpHImBBA3tQGLqVC1EKoEyVR3HHNcKWg9JVpzaKbpCTFV9/8cMSDhFu3VG6nT7tdT1MS02uu7cDyUq8t6xVLeEHKexgXPfMc33TpUxcgym6EsG1XFqjgmR8RGmnON8jlI3c86ax7/24bdP//4N57L25VifP4kFAAAWL4PBjR04bpcl3209phyvdiBxrOlQ1dw8KlmxxPMypitEyp35Tp08yoB+0RW0D0kz/XZrhgTchwSUfWUYGjQxx619LGuqn1Q8hiQvsq2UMYO8pm717etQeaPqaaYE5llXX0ubvhYju6SsdW7LrnPclaDJ56jrONY+diU3urpiTCWxAADAoiUo6Gp+3NS+yK4L7a4L8Nx91wx/GRKwVRPyDLS3VM3xNtotFhIEJphr3t3OdMy78JFxFPpaC/RtK0mPvJdlm2Wr7jvNJvjH0tclYCgxmGOYYzy2hUGf2p/qSpD1po5F9rtv/bsC+cg5rpY2XcdtzDgXXdJNourU2ORaV8IrU9d+VCuhSnw1u3V1DeI5lcQCAACLlQvtjDA/Rt/FdnNKYJbA51h3RzncrqTRuTSD9QqKE4xF/dxpU93drgEBU9cOacWQul/bqwTBUN/7rgH7KrBuD2KYsk0t31AAnTvvzTv3zSB215TgOtMhyY60bMrnu71f2f+8nvU3kwvtlgK7ZL1ZT7azj6GWEdWSIOf4kPEVhlRdypQWLFUPdg0Yug+JBQAAFiuB0Zi7iaxbgpylJRiSqGomoPI8SYOUdahOVjB/SICY4DctOLKeqEH5DklUNHUlB9qte5LIaL9Wd9b7ZL3NBEfdLc+UY9eX/KtWDnk+dR+TxEiZ/+t//nf7yhtV/WruQ8pb2x4riZNm0imyjvZrTZXA6Bo7ofY3Y0MkAXHsMTSSqEkrrSSScnxP9TmTWAAAAFaheef1FM34S7rf9HWjab/WN6WZeR5T5rFq/5KUqAAwryUYTlDepdbfN0BglwTBzQRA/m4H/QmW26/lDvdQYJr17BqosH3ekkTJctXSY4ocg5yvXa0wso12IqE9NkLKl3Owq341z2uto/laUyVy+hJSKVOSD2lNcOxEauph1n+sMWr6SCwAAMAICRpOGcyyW925j32bo+8jwXMzoG5OFeBX64WuqYLk+lWRIRWMJgBM4iLLNoPj2udjdd+p7TUTACnzrvUnATAUtNd6h+bJNnLe6nOUVgZJmow5TkPSumNM8JxtNBMjXa0Mql71dV+oVg7N8lbXmPpFiqYcl0rc9EliIsehneQ4VJ2TY6+3i8QCAADskEAowctQ0MTpdY0jMLe6Mz4UCKevfIxp1t4MRpNUaK439a4C7z77bCv2nb8kaB+6k5/15rjsksC+WnPkWGbfDvlcVYuHoZYUXf4VdL+xTlUQ/vNf/Grz2JR9z7byCxFNOWfZ9+xPW53focRNdZs5Z/3OvtUxmUJiAQAABuSuau5i7hu4cHzVZz93jNvB3RzqZwt33Rmvu91DyYeSfUpQ2k4qRALw3OkeCrz32VZk/vYd97FSxpSpK7nwvvc+3DmoZZdsvx4PTSok8ZI6sa9KsLS7btS5bbaOiexz9j3nqitJUMs1f9oyy1TyZEglebqSGYeohEeOUfucJbGT/SmpF1PqRJFYAACAHrnwTmAw9pcpOL1qWj50B/gUEohlu2OC2PSXr+B5jASl7aAu20tSobmfCQ7zesmxSP0c2lY7oMz8Y5vGZ95sr6Z01Yh8Ltp3t9NFYFdgWr8SEXUca9373i1PUiHbnJJUiAqquxIb7bJlyvxJEAwllbJcjm1zmXbXlsh7CfbzmP3OcWsme/J6jn3Uz+Nmf+v413kZc8xS3iQXUpYsU1PK1dzPQ91164EHX9s+p0MO8tjKus+8u0xd1zHLcAyXsh+X7FLqDPu7lM/nkvZD/YV55LPWDrjy2li5gN/V+iAX7HURv6updgU4x27RUHdI2/u6Rsc8RrkjnJH/D7nTvY+6K953Htrn6dDzVnWvqwVDadf3XXW0PX+tO8cyyZI+XWWo/WtuM4Fv7rb3lbeOYQLcdmDe/Kx16SpDyp0WK2OOb227yyV8ts7luWef2T67TYsFAAAuQoKEJPeGpgQ2YySQybyZ5gpgEywlAKwpwVvsM9r/pctxmSOpUHfWM6X/e+pOXwCasuT9qPOW5NWUgDXL189M9gXpkferef2upEJk/nw+ohmo108z9n12usqQbWX/mttMC432vF3HsOtuf5ar7TU/n3neLkN9RtKCaOzxzTZr/dn3IqlwXBILAABclbHNwBOQdAVCbbkTP3TXd6zcza8AqILAORMbp3aMY5Rjc6rjkTvnFQhHnYux20uQWsHw1JYZ+yybcu1bvszfDNRrHfsG2M0y5rg1PyeHHMNmEqDrs1efka6ExxjNJIakwnHpCrFDPhSpeGPsM+8uU9d1zDIcw6XsxyW7lDrD/i7l87mk/VB/YR5p2jwm4F+zBGtTgyeAU9MVAgCAVbv0pEJIKgBrIrEAAAAATCaxAAAXJE3E55SBtDJA15CMIJ759jXnvlTf6iHZj8wzZV8A4JJJLADABcnI2wl+EwS3NUfoHpr2CegzGFt+T3tXciHz7RuQz70vkWWSZOjy17+9sHnMKOp98wDANZJYAIALkpG3Myp5fu6sKyDPT4RlgMmuqfkzXGNUcJ2fOhszunZ+Hmwfc+5Lyb7s6tueBIP+7wDwLxILAHBhnvjOf28e73/zfZvHfdXyu3zog+/fPLZ/RuyYd/Pn2hcAYDqJBQC4MLmbnjv9Xa0I0iWh3V1g6pgBt+69Z7OdprQs+MmTP+hc55S7/HPty6F0jQDgmkksAMAFys/xJdhtdyFodx+IfbooNIP4h979zptb9979htfe996HN+vNOoeC7X3GPjjVvhxL9iXJlF3jTADApZJYAICVS9CdoL4deL/1Lfe/PuDgsVQQn7EIIoF8M7hPEiDS0qBaKCTZEM0ERJISXa0L5tyXISlHe4DIJA8ij83Xk1wBgGsmsQAAK5cAPoMVZpDDZkuAjEuQ9/b9ZYSSwL8d4JckC9JiIOuvALzZQiHLVuBdmgmI6GpdcI59act+JHmQX7tolrkGhMxj8/XfPv37zetjBrAEgEsksQAAFyBBd8YiSEuAZoAfeS0BfgLl9rgEUXfg23fkM2/fLzJknRVQR5IMNZhjPPyBD78eeOdnI/cxx75kvc1la/7M85//8fjrZde9AQB2k1gAgJWqoLjULyAkMK+APHf4h36WsW9KV4fv//DJzfP2rz5UsP3zX/xq81jG3rFvJwu6nHpfst7mPNUaIfMmKVKa+5TuGADAnSQWAGCFklCooLhUsBxpPfDC3198Q8uCJAR23YHPenNXP10PuhIFCfLTWqC6QbRVS4BmK4esK/PvY459AQCOQ2IBAFamkgpD8lOQuTuf+ZpBdZICWb5vinQHaLdGKHXXPgF+LdPsllDdCGrAxkhZXnr51e1f+zvVvgAAxyGxAAAXqO+XCoa6EjQHJ+xqjRDNAL+WSzeDWm91I6hfhygvvfzK9tn+TrUvU/Wtr1prTB1gEgDWSmIBAFYkgWsC5yFp/t8cWPHc0oUhXRnaxgT859iXbLPZ8qGmtH5IMqP9euScVGuNDFa5q5sGAFwSiQUAWIkEsbuSCpFuCF2BfLR/SaE51S8jHEN+3jFq4MW//u2FzeO+zrEv1SqjPeWXKtKlI60gajDITNU9o1prZHljOgBwTSQWAGAFEiwniN0ld9vTQqAvkB/TfWCKdpD/hS89tnk9Ay9mm1O6I5xrX/qkLOnSkX15z0Pv2r4KAEgsAMAFqIC+musfe1yBtjT1r23Wr0Q0A/vafgLw//qf/908L7t+tnHufWnKNmv7mWq8hCQ5ogaCTPcM3R0A4DaJBQBYuAS4CdaHVECfQHzoFxgO7T6QLg6ZN8mEdA3INtMtoEuC8WwvXQOGpLtEBe4x175km+35v/K1b7y+/Uw1COVnP/3vm/2tJEe6OuQYNMsNANdKYgEAFixBbwLcY2m3LGhOY7oPpItDJRTav/zQlmA8gfoY97/5vu2z8Q7dl7ROiOZ6upIgaZmQJMYT3/nv7Su3Zd+yjhpHAgCulcQCACzUlKRCAuBTyh37roRCe7u5k5/WBrtaK0Rf14hT70uSD5lq0MUu2Y+0TEgSod0lI/uWJEtaO0guAHDNJBYA4EIspVl+guzcye9r0VCDMdb4BWnZkOC9OWbBHPuSRMHQ+A0pT/YjyYe+BEntY5ILtT8AcG0kFgBggaa0Vpjyk44JhtvjDBzqP//j8cGyJ5jPuAz5lYVsNy0Tcue/+RON596XrOPWvfds9mMo+RC1r7U/mbRgAOCaSCwAwMIkMN03qRAJgLPcrrEPmjJvlqkBGJsDFE6RstdPTQ5JEiHbrald5nPtSw1Oue+2M3/GaqjxGgDgmtx164EHX9s+p8M+F3dTLwS7TF3XMctwDJeyH5fsUuoM+7uUz+eS9uMY61za8b0WaWGQVg7p9nBIYgUArsFzzz6zfXabFgsAwNWrFhKSCgCwP4kFAFgIrRUAgDWSWACABZBUAADWSmIBAM5MUgEAWDOJBQAAAGAyiQUAOCOtFQCAtZNYAIAzkVQAAC6BxAIAnIGkAgBwKSQWAAAAgMkkFgBgZlorAACXRGIBAGYkqQAAXBqJBQCYiaQCAHCJJBYAAACAye669cCDr22f02Gfu0vHvBOVdV07d/XmsbQ7qO7ozsf3zPG/Z4bqr7oNp/fYl794856H3nXz8Ac+vH0FgFN47tlnts9uk1jYYZ8LwSVcNC7twtWF9PKpM+xLnenXVxb1GuaRxMInP/7IzdO/+8PNpz736M3HPvpvN9/8+lc37/kMAhxPO7GgKwQAnJCkAswvSYX40Y9/uvn8vfLqPzafxSQeADg+iQUAOBFJBViG6hqRbhIAHJ/EAgAAF+8rX/vGzW+f/v3m+fe++8TmEYDjkFgAgBPQWgGWJd0iHv/WtzdJhYfe/c6bp375s+07ABxKYgEAjkxSAY4rgzDmc7VrysCN0fVeTb/+zVObz+cXvvSYMRcAjkRiAQCOKIGLpAIcVw3CuGv6/g+f3Myfx673M2Vd8cfn/7xpwQDA4SQWAABYhXe8/W2b5N0ut+69Z/vsTmn9AMBxSSwAwBHljihwGmll8JFHPvF6t4Y+L738SmcCIV0fvvn1r+oCAXBkEgsAcARj7qICh0tyIb/wEPncpRVD289/8aub97334e1ftyWZUGMwDLVoAGB/EgsAcKAEN1oqwHwyTsLTv/vD5vmHPvj+zWNTkg+37r379aRDJRWSkMhn9VOfe3TzOgDHIbEAAMDqPPGd/948pnVCl98+/fubRz//mc3PS6aFQnPgxiGZv7paGI8BYByJBQA4gNYKcB5plZDPXh675BcfHnr3Ozc/L7lPC4UsU9rdKQDoJrEAABNJKsAypGVBPo81hkLJz05msMZ9VBeLSFICgN0kFgBgAkkFOL9KKKRlQT6PSSQ0pdVCPPXLn20ex0jrhqwr05iuEwBILAAAsDKVUPjsp/99kwAY6uqQARvvuftNeyUXANiPxAIA7ElrBTiPSiike0MSBg9/4MPbd/ql1UFaMiS5kGUBOD6JBQDYg6QCzC+tDSqh8Mqr/9i7m0K6RNTYCVlPfvmhT/NXIernKgEYJrEAACNJKsB55KcjIy0PxrRS6JLuEjUGQ375oZIHj335i5vXSvNXIT70wfdvnwEwRGIBAIBFS4uDJPVqMMY+t+69Z/usW5b/yCOf2Dyvlg/tdeb18sLfX9w+A2CIxAIAjKC1AixPjblQU7O1QZ8/Pv/nzWe5r+VDXs/7mfwqBMA4EgsAsIOkAixTAv9KAlRLgwzqCMC8JBYAYICkAqxDtTTQygBgfhILAAAAwGQSCwDQQ2sFAIDdJBYAoIOkAgDAOBILANAiqQAAMN5dtx548LXtczrsc3F5zAvRrOvauaifx9ICKAHdfHzP9H/PTK2H6i8AcA2ee/aZ7bPbJBZ22Oci8ZgXlJdyUXsp+3HJLqXOsL9L+Xweez8O2b+lHRsAgFNoJxZ0hQCALYkBAID9SSwAwD9JKgAATCOxAMDVk1QAAJhOYgEAAABOKDcxnvrlz7Z/nU6287GP/tv2r/lILABw1bRWAKZ67Mtf3HyHvOPtb9u+Ms7Y4OJ7331i73Xvo8qfx1NJgHPsQCfHZOxxOeZ2cz7Gri/zZjqVfcpyDPvsS+bdVcdT9lME2akXqW+Z5pbP0a5zcs/dbzppvahj+s2vf3XzOCeJBQCuVi48JBWAOQO0+K//+d9RwfanPvfozU+e/MHJ7nJ+8uOPbJ+dzo9+/NObr3ztG5tA51gB1R+f//PmuFQAOTRlu3k8RCVgHnr3OzfrGzpvtd3Mm2lon7Oemn/faUxZjiX7kO1lu2PcuvfuTQA9lLC6/833beY5Vd3+/g+fPGlSrsvj3/r2zfve+/DgPj39uz9sPtenkO3mmH7kkU/0XtvkmJwqsSGxAMDVklQA4q9/e2ETNE294E6gu48E26+8+o9NYLgr+EmAtCtIm6LWl/W/56F3bZ6fSu1vgtMh+wbJSVjke7xvSoBV841VSYR6rGC6ud7sT95PINdODjTny/TEd/57s3yXrKc9f3NKEJqp672aUnf7NMt1yPTr3zz1+vbG1MPU1xzzBNp9qs49/IEPbx6P7YW/v7j35/IYkjTI/ue4zSnby3ZjKOmW93YlvKaSWAAA4KolAEnQtM9d2UP99unfbx7f+pb7N499KjhLoHRMaa2QYD/rTwuKU93FLNnfBMl9EqAfo3XBoZrHuYLpvgA5gVzuUNd8mdr6gtvs7zHuqKf+9B2zZrnaU859kkrN1yoB03wtUxIgZShZENmnrLu5TFvmybHL9pci9b+C713TrvNWx7GZhKllXnr5lc3jsWS9KdOuBFSmOt45P0kWHZvEAgBXJ/8JA+uUi/VdF/ZTVUDQbMo85g7tFD//xa92BmAlQUHXfAmGpjQlryTCF7702Oax1r1vi4EKasZMSWRU4qZrSlKh5O9zy/kZY6hFwpAkJHZ158jxGjpmmeq4TakHY+Qc76oXmac+Jx/64Ptfr1eR99plyzzRlaQYs70huxJ1fdLSoFq4tBMuNVVirMrfpz5PzSRVleuYCcJ8jlOHUrYkClIfcvy65PzkM5h9SCuRMd87+5JYAOCq5D/e/CcMrE9dHJ9KLrYT7DfduveezXb3uaOf+fNdU8FWl9zJbjYDr2X2mRJ05s7vPmVL0JblEjw176YnsNq3z3619GhPCdD6grOaksTJse56L9PSHRIgJvjLOcgx6Nr3mhIE7roTXcdwqEtB6ke77qTe5LPUfK2SFM3XErjm9aG6HLWuPDYTJnmebTWTC/UZrnmaU23vkORCDHURmSqfkZyzfCfsknPSFbyPKdeuY51jk2NVXVQi20pdyfFrJxdy/nPM85k81fgOIbEAwNXIf8T1nzCwDnURnakCklPK3da645ptV5PhrjvHfQHSlDELcvc2309DU3PMgObr+9w1T9CWAKTrbnHWe4ygrhIWQ3fRc8e+HXAuXd/d4H395388vnlMMJh1tutPHf8Mghhd8yT4zDR2jIJ2giIJiXbyJ+c/mq9lnsy7qwtE1KCBXctXOWvf2vPVlHlT1lMkBppyDKfUval3+jNY5Rg51/leSfna9a3qQXW/aZelvgearTYyf767Mv+Yc3gIiQUAABYrF88VdCRIObUExRUYf/bT//6Gi/cqR7s87dczZkHsupBvBw67VBPsdtDVbHkwJIFUAre6a5ntN4Or7Gv2KcmFfVpBdMm+9yUOst26Yz82MJ5b8657TXltn2A0QXTXOc4+p55EV6uPdsDYNU+O76kDxVPIZ6oSGEP66nRX64vmlLobSd50vV9TpH6OTaLlPFZLgvZd/9SJrm00pyQL8tnbVa7UscjnsH0Mqh70tTrI+0nupP7Uccp6sswcJBYAuAr5D3au/1yB9UsgUQMsHkPW1wwgMlXw2jQU0KcJdoKTvqBrSAXE7UA+wVWzDAlWE4xUC42uwHis3HnO+tuSIMl77QB6Xwki61h2TRWkTdG++16tRao1S92B7kpA1JTy5f1DjuElSWCez9Qh5z1BdfO8tKfUq2oh0fV+pmbLn7FlGRq7YWhbNcVLL7+6c94q29SuNvlspe6ltUvWN2fySWIBgIuX/2TzHyzAWI9+/jOjB/Abo+42NqdIcNMMPNOcOd9Z7X7WmSfBfrWG2EeSChXUdGnfQU4wUq9V4DwUHPfd9U03kgR6bekq0nXXNeXcp6VEytg+ps2pgrRTaicgqil/87Whwf5y7HJ8m1PXsW7PM/ZO+5LkvJ860E1Anbo+ZMoAj+l+MFWdzzG/xDB18MlqNZHkY+pcEnpDn9lTkFgA4KLlP9r8JwswVi7IE6BMaRkwRXM7lYCIfH+VCk73udub/cg6cpe9r/l0n2yn+d1ZCYZ2wqPkvfaUO/ZdY1NUK4mu1zP/ruRC9mtMi4c6lofcIW9rB35j6shQMF3HuTnVOpMIqvPWnqf2KcdtjPZ5qJYXzdeq737ztWONa5JzWomtaj1zCqlDY3/SsW8chxrjoDnl+E3V7MI0NnE2ZoyJSiZkyvnMuUt9qeN7SIudKSQWAACgIYHAMbtBTJFgNHfDEzQkmE+wU2M6jJEAJv25E2yMCX77ZPlst/pqDwXJu1oQjJ12DUaZ/dk3UbIkOTcVEB46xa5APYF2+xgnQZI61Wxd0ZfE6Gvpso/m+Uqrmyp7W1fXmbGqFceulka7BlKsut6c0hJlqjrOqbfVIqnvnA2VrXneM1UyIVN9xrPeHMP6LPbJ8scmsQDAxcp/nEP/sQJ0SSBwzG4QUyVYyHdYyhNjmpFX0/o0uz5GQBjZ7phtH0s7EVItL7qadtdd26b83dWyoo5NX6uLpnYZ2mq8iykSZFdA2DU1xwDoer89JcDsOjal69xV0/59flFk13HrGm+i6m5TWlvk2O1KiOwr+5T17jp3Zex8MaULUlSyo7pB1Gc6cnz6WjB0la193tvzZH2VmNk1/kjU47FILABwkfIfZv3nDTBWgqe+4KR5YZ6pgqb26zUy/VCwN1YzmMu6d62zmtYfs/n/WKf+icCuwDVyvtpjDuTctOfNLxKM1V623ax8TF/+qdKaIHfNx57D1NWu+tondShN+5O4GLNc5s8xyDEdSi60x5vI1NfKJi2CEgR31eexXRmaap/GtDRKUmhfU+t26lzqZ/tcJumX19tdf6aUrRJmWV/7+Len5rgj+fuYJBYAuDj5D/bY/2EC1yHBU19w0rxAz1RBU/v1BGy5gN8n2OuSIC7lqYAtgUMC3HYQfS267uAnuM/UDty6mrPXuAJDrVGqKXp72WZAFvv05e/T1yUiiamuxEjX1HfHu2vemlKHUpdyh7/r/fZUXWoyxa7k1hhTf/WgT41jMLZlTfZ/H/ks79tqJ5/f1JO+1g7Voqg5fkMSVvuULa0+Ul/y2dgl563OfZ3LY5JYAADgatXd2JqiHXjm730uxBPkHjOpUOuqQCSBxNCd47lVMH7oPi9FV2CXfUsdyLmtxM4xustUkFdTBYi7Xss0pD1vTbWuJFm6umTU+3ms15pdahJcH+M85zhm3cdYVz7D+az0tY5oS/B+alWmXYOM5vPdrm9jWsLk85/vqyQtchyzjSRE6zusrZlUOFYXqTaJBQAuSv5TzX+yAGNUwFgBVS6828HOMYKffeQudIKSrsCr7pzn/WttudDWDhS7EgNjpSn6rsBu3778pzTmJwybkpRKAN5X9rw/5hc3liQtKnI+xrYouN3a5DTdWEqVadcgozkPzUC/xkjoU90eohIKpRJd7VYsWSZJhZzXUyUVQmIBgIshqQBMlQv0QwLSY8n3WI3i3yWBSCVBagC+c0swnqDlEtweO2G4i0Oark8dzO+cKuBMUqpLvb8rGD6V3FWPfbpJVHeD6uayS23j0G4sQ3IcU6Z9g/gxZcv3VL4bupIo+W5of4elLNVV4tTnVWIBgIsgqQBELs7zfVB39fZ16juZUeXLd1Yu+nNHsZo29wUNTQkuEsjve7f6VMYE42uQupOAcKiLQ85Tgrc13dEv+QWI1K9MVQebUw3ouBY5X0mSpMxjW49kYMwYSl5MGUCxJJDPcZxyPTKmbLsk4ZUEQrVsyGczZZmjvkosAACwCu956F2bxxqorcujn//M9tntIHAfCSpP2f+6fhoxSYEKPPKYkeOzb/sEIwkelhDcVjC+78B2p5TyTJHALudmKEhNIDv27vjSNPcrda2mkoRJEl2VaDj2z0HuUoH1mF9gSL1L8/5069jnc1CtfNrbSEIg64skBrL/2cY+so4K5KfIsY9DPtcZ7yRlz7pSjlN2fWiTWABg9fKf6NT/yIFlqztvmSpgTHBXr7U1f5d/n8H19g0ipkhriK5+17n4r4HXatqnPAkA902iHEuSPGMHzTtUM+itqTmiflOzjtRUgWMFsG1J8DTrT1sCx33uji9dO9GVepjHTHktn7c6dmPqY45vzV9TzkNXoief63bion4OdNfxraRCzsVQQqvKUNup1gT5DLa3kc9k7XtN+5znbCOtdsYE8ilH8xjVFFM+S83vyKjyz01iAYDVO8d/oMA8cveuLpS7prYEA/XelABw6t3uMRK89AUeCZBS5mqK3hWk9U25g35Ii4H6VYcp0tJirtYKOTZ1bmtKANwlAVp73vZPRjYlOEtyp6/O5P0EjuduJVLJgExTNJdPvclxaSe6ogLtCnQrKTMkx7d5vJvLt+U4ZvtVlkz57PWdz5LzkLJk3bvORZWhEiSVhDpmi5M6nvt8BptJjGadzLEakyhpT2mFUeub67PYRWIBgNXKf6gAx5CAMoFre/Czue1KpNRUEoxMSaAcQ+68ztnUuquJfFeypi9Aq6RTV0Ca4KwvKEswO/T+MWUfm+c3qk5EtSoou4LrdhBayYRMY+pN9rm2N9RqoasVQAz9VGudj0qmJanQleQoqW8VRO+jGbyP3e+x6nxMXWcdg0y76lfN156Gjtmc7rr1wIOvbZ/TIR/AnLAx9pl3l6nrOmYZjuFS9uOSXUqdYX+X8PlMWWIp+6H+AmuSQHFqQJRl06VgV2C7BhUw9x2LdDM5RVLhkOO/SzX7v5T/k9IyIAMTXkJ9uxTPPfvM9tltWiwAsEqCeIDDHBLUZtlLCfKyL0PH4lQtFU6VVIhqbn8p0jJAUmHZJBYAWB1JBQCA5ZBYAGBVqvtDPQIAcF4SCwCskhYLAADLILEAwGpUFwhJBQCA5ZBYAGA1JBQAAJZHYgEAAACYTGIBAAAAmExiAQAAAJhMYgEAgIvwjre/zU/RApyBxAIAABclyYUkGY7hsS9/cbO+Y64T4NJILAAAcFG+8rVv3Pzx+T9v/5rmYx/9t9dbP9TP3P7kyR/cPPXLn21eA+BfJBYAAKAhLRM+++l/3yQTHv/Wt7ev3tx85JFP3Nxz95tuvvfdJ7avABASCwAA0PDo5z+zffZGaQXxyqv/uHno3e/cvgJASCwAALA6NVDj0LgHeW9q14W0TMj4CgDsJrEAAMDqfOiD7988ZtyDjIfQJS0MvvClxzYJiH0SDJ/63KN3dIOIbCcJh6d/94ftKwCExAIAAKvznofetXnMuAc/+vFPN8+7JLmQJMFLL7+6STAcMj7CN7/+1c1jEg8A/IvEAgAAq1ItB77/wydH//pDkgFpaZDxEerXHvZRLR6SpADgjSQWAABYlfxiQwZRbHdV2CXJhSwX+yQXMtZCEhlpHQHAnSQWAABYjQryM3bCFA9/4MPbZ7dbPoyRbhf7tI4AuDYSCwAArMYnP/7IzVe+9o2Dgvwsv48kMn7+i19t/wKgTWIBAIBVyDgHaTkwNFhjn7ROqIEbs3zGShi7nnSf0FoBoJ/EAgAAi5cuEL99+vd7j6sQ73j72za/6JCBG7OefU3tdgFwLSQWAABYtBoLYWxS4f4337d9djup8JMnf7B5XgM37ktrBYBhEgsAACze2KRCflKy5m0mFfJ6Bm7ct8VDul/kFyTq5yYBuJPEAgAAizZ2LIS0LMhPSkYzqZBxGer1fWQdGbgx8jj2VyQAro3EAgAAFyXjKFRS4SOPfGLSuAzR7gLx17+9sH0GQJPEAgAAFyNdFvKTlOn6kF9+OHR8hKyjJmMtAHSTWAAAYPXyU5IZCyFdFpIEmNL1AYBpJBYAAFitGlwxPyVZLQsAmJfEAgAAq5JBFJNMyPTbp38voQBwZhILAAAsWiURanrfex9+PZkwdWBGAI5HYgEAgEWrJEJNxk8AWBaJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYLK7bj3w4Gvb53TIbyXnZ43G2GfeXbKua3esY8mwY9bbY1haeS6Z75njf8+ovwDANXju2We2z26TWNhhn4vEJVxQLu2i1kX28qkz7Eud6af+AgDXoJ1Y0BUCAAAAmExiAQAAAJhMYgEAAACYTGIBAAAAmExiAQAAAJhMYgEAAACYTGIBAAAAmOyuWw88+Nr2OR32+U3yzAvAdRv7fwYAwFo99+wz22e3SSzssE9iYQmWVt61Hb9rpM6wL3Wmn/oLAFyDdmJBVwgAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAAAGAyiQUAAABgMokFAAAAYDKJBQAA6PGOt79tM+2SeT720X/b/jXeY1/+4s2L//f8pGX39b3vPnHz1C9/tv2rW8qxa54hWTb71CXHKPtaUp5jq200t3Oofc5t9v3Y53KO+jFnPeQySSwAAECPD33w/Tc/efIHO4PtzPfNr391clB+/5vv2z7bT7Y3JvERt+69++aeu9/UG/hHypF5DkkufPLjj3Ru461vuX/zWEH/r3/z1Ob52PLv4/s/fPKo6825TVl3Tdn3zHusAL3OQ9Y5h6n1sK0SFZlOcX5ZHokFAADoceveezaPD3/gw5vHPu956F2bx13z9fn5L361fXZbM1gdmpIESOJjTPCWeb/ytW/cPP6tb29fudOh+xEJ6ru28b73Prx5vO//vX3z+KMf//Tm6d/9YXT59/HC31+8+ePzf97+dRw5din70PTKq//Y7H/27VBJKuScfeSRT2zW3SXH7ZgtP4bqxhhJqKReRh2TMYk51k9iAQAAOiRoe+jd79wElEMyXwWAx1JBWXNK0JpAvOu9XVLGLD8U8NZ+JDA+hbSYSPmbnvjOf2+f0VRJo0hg3kwmNae8lzp6im4l+0r9+eyn/31TH5sJinwusi9LKCOnI7EAAMAqJHBpB1anDFbSvSGB8K67z49+/jObYPzYd8j30bXtHK/qkpB9+cKXHts8j7zXvouceaLrrnXmH9O8/6WXX90+e6Msn+CynUhIuROIVvnrjvdQd40h1d1iraqO9yWQmlMlgJIwSreSc8vnoEvObcqYBAiXS2IBAIDFSwIhd2ebgVXuhCZYSSB2Cukv3w6EE/g15e+UoR2MJ2hvzztGsyn5MWQfsr48Nu9853kC/WZyIfNEzdOcMv++Ywdk3Vk2KuD/z/94/I51N6d0l8i5jX221fbXv72wfXY8Y8ZZqFYGUzTr+K7xJ5J4yflKAiLdVo7R9WKsoaRP9n9qUoh1k1gAAGDREmAmeG93Ncid0OqmcOxgJttM0NZsCZDXEvg1W0nkLm27q0TmS4CVeduBYTsQrWA+8+bvGqQvz4+l+ug3p9ztzl3kGkuhgvj2fDVVN4x2wN7cl0w5T5XMSAuJLJvjVeMrZHvN9UZz7IJPfe7RzWtJ1JwyWE759u33P3aMhX3l2Kc8SSZkHZF9z/HuqkM5njnGOYd1vOaScmbbXZ+3lCXlbyfZ6vOQ/eFySSwAALBoFZQ2g/xSwWcNOngsCfDbQVv6j0c1O69gvB0A13wJstplrgC0pgpEu4L/OaXMu8aSiF37k+AxAW+e17w5jsdqBp+gOsFt31SJmV0tIyLBbp3DY6oBP3dJwiBlqVYa7XpUrWWa3Tsyf45l5u/qstKWBEBzv/umSnB1vdec6jzH2GNX52TuJAjzklgAAGAV5mpineC1+q+Xuuua4LsCwK7kQ8qY+dqtK/pk3nNLmX/79O/vCGyPJeufcie/S90V75uS2KiWGF3vZ6pz0zyXY+R8dwXbzWmf85nES8rTF3Dn/ZQ1ZayESiVtxkryobnvfVPV964EV3MqY1uUVKuQ5rJcJokFAAAW7aWXX9k+69c3aOC+Egjl1wvy84/NgDFBZYKvCqYqYGrOk6maqLfv7Hc51t3yQ9eT1h5j7n7vK3fkExBn/f/1P/+7fXVYjmGWmSrnblddmDrA49iuEGPq61gZUDPHJPuV9Z/iPEW1sqgBPI9h3yQb6yaxAADAotVd166gqloxHGtU/IwLkGCoBtHLlERBAsbm9itQrnky5W55prHBX3XxiGxvSoIg+5+kx77jBZQE8TXOwtR1tCVITTCc7gg5L82kQiVgaopmS4AcxywzNVmSczc2sB87wGO1LBhzhz7Hsnn+c0z7BmAckuVyPHIss+3s15T1jFU/BTq2G8cYSSiNTbKxfhILAACsVloIJCDap0n7kAoiM0WCuWyjgu+S7dU8kUA4fd/36Uee+ZtjLGScgwSUFVS2pwSXWab5WqQcSYhUkmUfzfImAVDrbMu2d6ljUHfXc8ySPGmemzq2NUWzJUBk/inns5IRaW0y5P4337d9dlo5j5WkGpMUaJ73Gvgy5yevR9ZzKpWQyXSsBEbWuetccDkkFgAAWKXcbU9gvk8wv68Ec2OacicpsE+T7wqCM7ZBqdYSacpfgXZzyr4midJ8re6OJyHS11Ii+1ABa001WF9TgvlsowLZsZLQyDpzDFK+5j61f67zlJLESPnH3iHvmq/25RhTJQcydXUxGJq/ylbJiUq+9MnyU1Ui4YW/v7hJBOSXTo5hn3PB+kksAACwOnV3vt2S4JiSuBjTlDvzJZjeJ4hKEJx1N2X5BOa5639MXQPytbddsh8JZLvuWre7GGSeBLQ1rkTXuZgrsExZctyaSY0+Q839k5zpO1bt49iV6GlOzX3vSvoMzR85tjkXsWvgyKjHfVXSI4mllCEtTqZ2RWlKooTrIbEAAMCqVFLhlC0Vaht9rQBKArAEYrvma6oguGuZ7FNf0D+H3LUeK0Fo7qRn2mf/hyRJs2+LiajgeGw5khQYqxIRGTNiH1OD8yyXJEHK2E4+tKdmK5n8PUXGQkiCpKRLTP1k6iHmSiqxDBILAACsRgLPOFYg2yVJhQRbzcRF8+5wpiQHEgDmTnL7Tn2zr3wlKJrS1DzBeJ+hfUsS45Ry1zoB6tigcN/xEJrHMFM078Yn4ZK79PskF3IuqtXEGPsew5Qpgfc+rWOyL9mvfZML2e8sN1Q/SvY73VwqATFFypfj3Rz8NOcz3XG66u5Y9RmYkiRinSQWAABYhSQVEgB1Bd6VcDhUAq0EqQm2KtjNVHeIa0rgnQAwmvNlavaVb5c1wWDsE4xfkuYxzBQ1fkBz2ieIT0uCBNdjk005t2N/nrQSA32/OpKkQ/v8Z6r9aP7yx5AE8VkurQWyXOpHunXktS7NpMIh3YHSMiHraNfHjI2Rz8G+iZFI2aoLRx6nrIP1kVgAAGDxKqnQF5Af605+1p+70+1m6F2qGXpzvkxDd/vTWuGUXThOoZIh+3STmEsC8gSvY/vz176M/UnKGhAyj7VsU98YC2XXuU7QXcmDLNes3/WLCu2kWZZJUmHfVhRtQ8euurkkeda130Pa9X/sz3qybhILAAAsWgKgBIJ9SYUEXu070AmG6u7xvhIMjgnYEkA1g8hdUqa+O9/sL8czd9UTAA8lc5re+pb7N49jkiRZf1okJPBOnUjLiEO6B3RJnU4d6mptkX1KUqMpdb26ShySoEpyYtexqyRbkhj7tjqoBEumseeGdZNYAABg0RIAZapEQXtK8NfW/Mm8YweDYyUYa247AVZfcmTJKhif687zmH75CfoT8GZchX2OaXVNGLMvSSRk/RUYJ9mUgRxT57L9OaRrRBII1bIhLXMSrB9Sj7KuSk7sWk+2neRG5jdeAkMkFgAAWL120/b0ES/VpHxOFbwlIXKuxEZJAN5MxGRKuaoffFPK3Q4g6xcCxtx53tUlpV2OyHFqvpZy1XtdKqmQwHhoXIVaX+1P7vYnCZVAede+1Dlrrz+Bdrab7aecXUmtY7r/zfdt9iHHKAmFQ7o+RPYr60o3nrHJiWwzx6zOiwQDXe669cCDr22f0yEfnnyI12Jp5V3b8btG6gz7Umf6qb+wbvkMH0uakFdT9QRzSW50BbN5L0F+Ar1dwW4FdGODywrAu9Zd2+36zqrlmpr709Y+brnL3w7IK9Gyz3dklmkHv1PW0y7frmOdY5NfBdl1nLuO05Ax5zhqH6PrWE6V+pMuQ33ncZdKzJSx+8Nleu7ZZ7bPbpNY2GFtF4lLK+/ajt81UmfYlzrTT/0F9nXqxEKa83fNn/d2ba8C3KGkQlMCz7RY6NreUCJjrKw/9g2MmwmAXdvPNtL6ZWown3PUbgnS1+Ug/2d0GXu8x6qEwDESATmW6RpzSFcMLoPEwp7WdpHogp99qTPsS53pp/4C++q6K8+dErBnvAHHaj/5f2nMWAqwr3ZiwRgLAABwJgK+cdIKwrHaX5LdjhtzkFgAAAAAJpNYAAAAACaTWAAAAAAmk1gAAAAAJvOrEDusbYTvlHdpjJC+bEur40bVXz7fM/3UXwDgGvi5yT25SOTSSSzA8ai/AMA18HOTAAAAwNFosbBD7j4BwFhaLAAAl05XCOANdIUAAAD2oSsEAAAAcDQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkEgsAAADAZBILAAAAwGQSCwAAAMBkd9164MHXts+BK/Ti/z2/fbYc9/2/t2+fAQAAS/Pcs89sn90msQBXLomFJQXySysPAADwRu3Egq4QAAAAwGQSC8BRvPiXP22fAcBl+NhH/+3me999YvvXdXnsy1+8ecfb37b9a7ccqywzRuZ96pc/2/41r5zPbH8ux6g/ac15yjLnvJ16G1w+iQUAAOhw/5vvu3no3e+cFAQnKB8KtPNeV9CZAK+WS6CXv/tk+aH3o9ax7/TJjz9y85MnfzA62PzRj3+6ecyyY9xz95smJxem7lOmnM9vfv2rswTROT/ZXrY7VR2jlPnUUt9hKmMswJXLf3bHGNMgLRbue+DB7V/THas8AHCo/J/0yqv/uHn4Ax9+/e99Pf27P9x86nOPbv/6lyQPErz3yf+FCX53BZQp32+f/v3N49/69vaV48i+fuVr33g9YTBW+5h1qf36yCOfuPnj83/evno8lbDpOu4liZ++bU85z12axy/ne99zlKRCEjBDxyn78ejnPzO4r7tUXTzm9Vezfp/qPHNexlgAAIAd6o72f/3P/24eI4HX2CkJhQTYQwFf3m8vFwlImxKYtefLlG289PKrewWsCfgSOA91c6j3/vq3FzaP+0iZEgwPrf8QOS/HWPdb33J/bwKh61jXlHP2/R8++YbX6nw1X8vUTMrsm1RI2XIcIy1H8nfXlPfSKuIYXS6OIecn5Yo6Dinjubq+MB+JBQAAFq8CluZUwf8pvO+9D2+CyH3v2C/drXvv2Tz+5388vnnskqB7qie+89+bwHvoDvUhTe5zXoYC7UwJtKsLQt9ULUFOFfAm+TGlfma5lC8JmmaSomvKcY7U01//5qnN83NK2T/76X/flK2ZSEliLEmSpSQ/OA2JBQAAFi0BSQLKdlCV4DB34E8hgWmztcIS3br37u2z8bJMAtGhrgoV+E9pvp5lxt6d33f9CVxzXtJCoFkX2lOC8l2BebUWGToOqXfthEQC5DTxb75WSYrma0l+7Fs/s70sl3IlUZD19LXOqK4G2c/sw1wJsKH9SZeMLjnPOd45d1wuiQUAABYrd30TkOROeFOC1wRVCa76gq+pKnjaJ1jLne8Egse0qytCgtyXXn5l+9d46T6xSwLBc8ix7wuoq5VFzkveryC+pmohUAmXrnmy/kxDCYWmdoIix2VMV4jMk3nHJFmqNU6SCVk2so/ZdhIN7WORBETqfbZxyNgK+0oZs92h5ELq5ND7XC6JBQAAFqvunn/og+/fPDZVUH1I0/0u73noXZvHBFIJ6rruXLenL3zpsU1QmHnHShDWXs+QCkCb8/78F7/aPI41JhmR7hJjkg9D2mVtTglOo+u9yHHs6qqRZEAF3rkLnufNqZ0I6pongf7YFhWnVomPao3TLn8l05r1O/Mn0Vb7MqSSNLumofPRnOoYRiVxmpLk6CpX5k29S6KEyyWxAADAYr3w9xe3z+bRDJhyJzrBaQVMQ1M169/nDnI1x29OQxJ4Zp66Q77vaPt153vXMc0d/yktISqZkIC2yto1JcDs2vdMFZSObVGwZpX46KszeT/nOMeyklvVWmKMHMvmse2bss7oGyS0ppL1tpMgQ6qryJytK5ifxAIAAItVAWrX3dm0LEiAuk+Qs0sGn0vrgyWrY7JPUiHqzveYLhZjEjrtrgYVQNYd8D63ExfHbxHR7jIQ7Xm67rQvWVrqpNw5Zn2fg0PVgJ5drYIOVYNjNhMTXCaJBQAAVqd+4/+Yd7Zzp/23T/++N2BPgNfVf7yC1rlVYD+2+8WYQRkrOG8nH7q2UXfca2qONTBkTHeMXSq50pxqv1In6u54e55KQo09X+l2UOc3UyWdmq9VV4bma7uSK7vUmB0J+rPuHLOuxMkxJGmRViSVYDiWfFZS7rSE4PJJLAAAsArNu9SRgOtYErQlsBq6I5zWEQkYqww15fU0Jz9V4Nf384p5fayUbUxf+lpne5sVYB+6j9ViYEoQO2asi7FT7PqpySQ/KiFRU1p95Dg2B3XsS2Lsm/SqZEKmGrMj665y7nO+91GJnkzHrMNpUZTPxb4ta1gniQUArkYumHLBNnQx2X6/ltlnQDbgNJp3qdOyIJ/NrhYEU+Sn8sb0Aa8+7s2pnCqAyh3fTO1tV9/4MeVO2bKOXT/V2DXVHecac+IQ6WqSoLx+TnGf85f97CpfTc1ydr3fnhK8DwXSXUmmtE6I9q+UDOnbx+x/c6pkQqY6zvn/KIF/7VOfLD9F7X+6vmQg0L6fjJwi5d53cFHWS2IBgMXJhVTfhVjeywXUlLsqdaGWgGRo+bzfdmizXeC4EvQl2Mrd42P0m98nUDyWBF7NwHIoOMz3V/1aRcld/31G2s86poxHMXZshl1ynrLPOdaVJIqh/d5Hyplky9h9zPGo/xfGyP8babkxNsGS+bNvqaNd/6dVEqGm9jqzbI5XZPyKqiNdU9TjPmpchRyzbD/dIo41DkVa8uxzfFk3iQUAFieDenU1N66Lpn0upLvkzszQxU7XoGV116UuFIHzSzCU4CV3wQ91jgAoZW8Hl0OS9Kygr4Lc3Pmfy6HHKMFxu2l8EkR5Ld+rYwPavi4RWX/f/x3tqa8VWte8NaUrQs5ZWi10vd+e8pOZzfM6lNBuynHI8l31oz1VK43I3/tKsqr5f+p//c//HuXzFEsfBJXjklgAYJGa/VebU40kfqwgoH0hGM07Q+3+xvV3zQucV74T6q7umqS1wb6/jJAEZwV9udOcwHNKC4Rdcnc933F1l70GfTxEWpvle72re0Fey3v57h2bXGgH3WlFELteyzSkPW9Nta4Ey11dMur9PNZrzTEWso9j/t/KccpxqPUNSaKikh3Z3r5yrPPZaSanUp9SL/taDe7jHMk6zkdiAYCrlYuyugCsKZoXhnU3KI/N+TIBp1d3b3cFnGPvBh+q6474XImNBGoV9KUcubvcp47blCnrjjxmW0mCJHidKsFyWlsMjQVR7yWonsO+LT1SrnZri6a8n+TI1ERPJXNyTvP/S9ZT44h0aSYVpv4ySpJUXcmpdFXJuR+b5OlS3RbzyHWQWADgKuUiLhdlYwdlrD7GwLzqDn3fXfP0CU9wNMfd0SQQEly2k4zZ/r6/cpByT+nGkAA8QV9XQNiU99rlnDLlTnvKum/ripLgMnf5u1oqtOXYLlH9P1EJl7Z6fyhx0qcSQJHj3Tyn1QWv/f9Ulsn/X0lkTE0q5P/A1Oeu7gr5LCXBnmTJlIRdlqlkWx4PSVCwHhILAFysXNzkgq05Rd0Ry0VcLuxz0VN3VdoXdrnAqtdycecCCeZVAW3X6PL5PCZwaQ+42vzsH1OC+a4AOcHdPkFlBV67BkPsSmjWd1CWnxL0TZFt7RrANt+PGXsg35f5Pk05c/zz99ikT45t5l+a3MFPuTJVvWpONaDjFJUA6qpXOW6pc005zvk/LNubksiInJskSbKOvnOTciVxkQTGvv/vtdd56KCfrIPEAgAXq5ICNdXdsFxM1UVcLp4qkdB1wdiccvFYSQlgHhU8tX8GL8FONT9vB2XNeXNn9lim3h1uy/gIKffYgLskkZB9TtesfJ8l6Dvm/nWp5EXXoLYl349R5yp3waucl6B5npr/p5QE/9nf+r/imM3/0zUix7USNWk9km3X/1v7qs9N/h/ctY5st/Zt331qHqd96znrJLEAwNXY1VS5q4lzc8oF1tS7UsB0+fxFBW6ZKjjqumvb/OnIJf6Ofkbi3/fnLRMQJpGQY5FALcmUfGflznOOx753lbt0BY+VpOkLQrPtaJ6HSuqmvHm/3ZR/7XKcsl9JDmU/k3DKY6a8lhYeeT/Toa1K0gUo60l9r21NlSRU1pOEz9jERLaX//tqn46ZNOGySCwAcBZ10XWMi5RcuGVdu6TFQeTC6tIudOHSJXCt4K2mvuCoAttMU+6WTgkGE7TV91qm+r5pSwIgXTeqXO3lot10PD9bWN0MmpJcqGRnvtcObb2QlgbNsmTKfiRY7pMy9SVc816C2Kyjvd4x0zFbY1QyINMUzeVznLJvXUmtqqfVQi7JlX1V64Qqa9aX6RApf5LrWc++n4kkF6oOVILh0IQJl+euWw88+Nr2OXCF8p/Dof9ZxYt/+dPNfQ88uP1rumOVh+VqXihFLnZyodKWi5j2RVsuZIYu0rqWKdX8M3IRnAHhst1d5WjLslOboALrUN81Uz/v9T3XXj7rTQuAvu+pLJeAtLp21PfW3N87ze/a3K0+VheQLs3v5tI8Bl2SGE6XgGa5UuYxAXP7/6A+NV9JgmRKkirr6Vu2vY0y9H/ZvnKsktiZWv6mHOOM++H/QOK5Z5/ZPrtNYgGuXP5Tk1hgLl3nNwF97t41LyJzIZRmwmMvgurCdOjCKevM4GM1YFXuCObCuS7gusrRNmYeYP0SQMWhgdiajQ3Uz+GUZatA/BKuRfJ/rmQ4p9JOLOgKAcDJ5eJmn6RRAv1jXzTmQrGZEMj6q2knQFO+H5YaVM9lyft/yrLl/59LucGR/ZBUYC4SCwCcVCUUznmhln661d+1KReQzeamNQha3zSmqwQAwLWRWADgJCoYX8Kdn4zAPqb7QrpSNJMgSUbU35nSpFQ3CACAN5JYAODoKqFQAfo5pbVCRvDeJYOAtZvXtn+3vZqUZqwFAABuk1gA4GiW1Eqhqa8/bpW3a4oMCNn1Xv3cFgAAEgsAHEkC7aW0UigZOXyo60KVtz3VeAzp+pCpa55M+TUKAIBr5+cmYYHcCZ1XAkSmq/o69Tge4yccx/zcZEl5d/38Vuap31Hf96cvAQAuXfvnJiUWYIHqzm958f/+9M+/H9z+Nd6U5ebcVpy7jO1jzXiHJhTK0hILGZMhvw5R+5VWDz958gej1g0AcA3aiQVdIWDh1hKw39y1/WMPc5dxynJ0q4TMsZIyu37mcdeUpMIYSRIMSYIiZUkSoSSZkEREkgtpvQAAwBtJLMCCzRlEzx2wr6GM3KkC+WO28shAiO2fddx3SuB/qLRU6Gv1kNYN2cZD737n68cgU5YBALh2EguwUJccsK+hjNypEgqZjumVV/9xUDeIknJN6aqQVgrZtxhaR5ILzX1PAuIY5QYAWDtjLMACVQC3r3MG7C/+5Z9/P7B7PecsY5epx/qaNIPutUtXiEocZGyHtJZ4+nd/uPnU5x7dvAYAwG7GWIALtbSAvcsaysgbnaqVwrk0WyM8/IEPb/ZLUgEA4DASC3AB1hCwr6GM/EsSClpzAAAwhsQCrNwaAvY1lJF/ubRWCgAAnJbEAqzYGgL2NZSR27RSAABgCokFWKk1BOxrKCO3aaUAAMBUEguwQmsI2NdSxmunlQIAAIeSWICVWUvAfollvDRaKQAAcAwSC7Ailxqwr6GMl0QrBQAAjkliAVbiUgP2NZTxkmilAADAsUkswAqsIWC/ee1m8WWcvG8XQCsFAABORWIBFm5KMHyOgP3mru0fI52jjFOWuwRaKQAAcEoSC7BgU4LhNQTsayjjJdBKAQCAOUgswEJdasC+hjJeAq0UAACYi8QCLNTaAvb7Hti9jnOX8RpopQAAwNwkFuACrCFgX0MZ104rBQAAzkFiAVZuDQH7Gsq4ZlopAABwThILsGJrCNjXUMa1aiYUJBUAADgXiQVYqTUE7Gso41pJKAAAsBQSC7BCawjY11LGtdHtAQCApZFYgJVZS8B+qWU8J60UAABYIokFWJElB+wv/uX23f8ll7FM3da5aKUAAMCSSSzASlxywL6GMp6LVgoAACydxAKswBoC9pvXbhZfxqnbOgetFAAAWAuJBVi4WZMD/zQ1YL+5a/vHHuYu45RtnYNWCgAArInEAizYnIF3zBmwr6GMc9NKAQCANZJYgIW65IB9DWWcm1YKAACslcQCLNSlBuxrKOOctFIAAGDtJBbgQqwhYF9DGeeklQIAAJdAYgEuwBoC9jWUcS5aKQCc3jve/rbNd+1Tv/zZ5u88/9hH/23z/Bh2re+xL3/x9W0DXDqJBVi5pQTs9z3Qv66llHEJKqEgqQAwjy986bHN40ce+cTNN7/+1U3Av0u+q5OY6DP0XtM9d79p1PYA1k5iAVZsDQH7Gso4h1ykVlIBgGkS0I8N6tv++Pyfb57+3R+2f93+Xu6TJMRPnvzBzfe++8T2lTf60Afff/OVr33j5kc//un2lX6Pf+vb22cAl+uuWw88+Nr2ObAQYwLQNQTs6yjj6YN9CQWA40hSIQH/MfV9P6elwSc//sgmyZCkROT7PH8nsVAJg3R3SMuE9npqed//wCV67tlnts9u02IBVmgdAfs6ynhKuQCVVAA4vrQWyHfrrmnMvH0tIH7+i1/dvPLqP15PKpRKbNR3fHz/h09uHgGulcQCrMxaAvZLLeNYlVDIBMC8alDFJAbuf/N9m+elPeBiO3FQ8vrDH/jw9q9/SYuFtFao7/iXXn51+84bvfD3F7fPAC6fxAKsyCUH7Gso4xhaKQDMo75vu6YM0lgJhFv33rN5LJ/99L9v5plrUMVsJ9sDuGQSC7ASSw/YX/zLnxZfxpi63Bi5cNRKAeD0/vq3F17/vu2bIq0Jbt179+Z5JNmQ8RDSdWHXoIoZO6Er+ZCuEJXAyPTQu9+5eT3zN19PcqOkPH0DQQJcAokFWIE1BOw3r+XCadllnLxvO9RFZF3IAjCPdreGyJgJeT2/2PDr3zy1SSSUBPvpHtGVVMhyzcRAlmu3doh0hWgmMOqXJtJtovl6xnaI2tanPvfo5hHgEkkswMLNGUQfsq2bu7Z/7GHuMk5ZbkgzoZAJgNN661vu3zzWuAjVraE5pUVBEghpbZCWDZFEQ7UY6Bo3IbLOZmIgkpgAYDeJBViwOYPouQP2NZRxiIQCwPwyEGNaHDSlW0MzIZC/q1VCkgV5nkRDuixUK4JD9HWFSPKiqwUFwDWQWICFuuSAfQ1l7FMXkhIKAPNL14S+X2Ho81//87+bxyQV0j2iacoAjn1dIbLutKDo+/lKgEsmsQALdakB+xrK2KcSCpIKAOeRgRj37Z5QgyjmsRn0nyIB8Nunf79p0QBwbSQW4EKsIWBfQxm7aKUAcH7VzaDd6uCTH3/k9e/pTPm75O+0VMj3d7pEJOiv9dR4Dcf081/8avOoSwRwbSQW4AKsIWBfQxm7VEJBUgHgvNLN4Atfemz717/Ud3Rzynz1/V2JiAzamG4LabmQ9zJeQ9evPrQlSZD5a33/+R+Pv/53phpjIWpQyRo0EuBaSCzAyq0hYF9DGduaF5EAnFeC+3QzqMC9dP3CQ+ZN8N/1/Z2ffMwYCZGWDelasUsSE1lX+2cl0wIir9XrJe+1ywlw6SQWYMXWELCvoYxtlVDouigFYH7ve+/Dm195aGsPvpjv77RI6GrZEPnJyebPSt5z95tGDeCY9T7xnf/e/nV7u1k2iQoAJBZgtdYQsC+9jFmmSSsFgGVqBvDNRMB7HnrX5nu7xjTI93daEGQsha6EQQZ+zPw1cGPm70pYlHSXyPxp5VCtELKttHaolg8ASCzAKi09YI+ll7G9TCUUJBUAlitBfXtchO//8Mk3DOjY1YqgkgyZL/M3B3EckgRCBn+spEISEmkR0Uw0ACCxAKuz9IA9ll7G9jJJKgCwfAnqX3r5le1f/dotEZrJiHo9g0H2qaRDM2mRpEISEpIKAHeSWIAVWXrAHksvY9cyWioALF8lgV/4+4ubx33klxuq+0Oku8R//c//bv+6U5IJaalQSYgkGpJUyP8VY5MK6UYBcC0kFmAllh6wx9LLOHVbAJxXJQXa3R4i4ywMqdYH+aWIku4S7fW01fvpRpHBI5sJ6Kd++bN//p9y589NZnDIej3dKPLLEQDX4K5bDzz42vY5sBC5IGlewCw9YI+ll7FvmfaxBmA9qnvCLgnwu36acpckEPIzl30DPOb9/DpEu3tEkhE1PsOuBAbAGj337DPbZ7dJLMACNYPdpQfskeVu7rq5ue+B8cvOWcahZSQWAABgP+3Egq4QsGDHDqKHLCXQHzLntgAAgHEkFmChlh6wx9LLOHVbAADAeBILsFBLDthjzkB/zm0BAAD7kViACzBnwB5zBvpzbgsAANifxAKs3JwBe8wZ6M+5LQAAYBqJBVixOQP2mDPQn3NbAADAdBILsFJzBuwxZ6A/57YAAIDDSCzACs0ZsMecgf7c2wIAAA4jsQArM2fAHnMH+kveFgAAcCeJBViRuYPopQf6cx8PAADgThILsBJzB9FLD/TnPh4AAEA3iQVYgbmD6EnLvXYz27bmPh4AAEA/iQVYuLmD6KmB/s1d2z/2MHVbcx4PAABgmMQCLNjcQfTSA/25jwcAALCbxAIs1NxB9NID/bmPBwAAMI7EAizUnEH00gP9ObcFAADsR2IBLsSlBvpzbgsAANifxAJcgEsN9OfcFgAAMI3EAqzcpQb6c24LAACYTmIBVuxSA/05twUAABxGYgFW6lID/Tm3BQAAHE5iAVZo6YF+lplrW3HIcgAAwGEkFmBl5gy+D1lmjm3F3MsBAABvJLEAKzJnEL3vMvc98ODsQf7cywEAAHeSWICVmDOInmuZWMtyAABAN4kFWIE5g+i5lom1LAcAAPSTWICFmzOInmuZWMtyLMPHPvpv/zyHz28ej+kdb3/bZhrj2NsGALgUd9164MHXts+BhUgAdd//e/usQfRcy8SSlqtjzfIlsP/m17968/Tv/nDzqc89un31cKkD+1BfAIBr99yzz2yf3abFAizUnMH3XMvEWpZjeX7045/evPLqP24eevc7t690m9Ky4Ctf+8Y/68nbe6ePPPKJ1+cDAOCNJBZgoeYKoo+1zIt/+dP2Wb+5kwNTl2O5fvv07zctFvpUq4Z9WyEAADCdxAJciGMlCHZZS3Jg6nLML2McJBEwZvrkxx/ZtFjoei9TkgolfwMAcHoSC3AB5koQrCU5MHU5zuOPz//5n+eru/vB93/4ZOd7NaVrQrpHdL2XCQCA05NYgJWbK0GwluTA1OVYniQc4qlf/mzz2OV973345p673zQ4DwAApyWxACs2V4JgLcmBqcuxXI9/69u9iYN0oUi3iLRaePgDH96+CgDA3CQWYKXmShCsJTkwdd9YvgzWmORC24c++P7Ne/m1iEPVgI9900+e/MF2TgAA2iQWYIWmBtFzLBNrWG7qtjidvp+J/PVvnur8JYj3PPSum0997tHtX/+S1g3f++4T27/GGftzkwAA3OmuWw88+Nr2ObAQuUOaYKbLXEH0vsvk5ybve+DByQH7nMs1lxk61pxWjn3U8a+fijyWJCO6Eg9N6U7x6Oc/s3M+AAD+5blnn9k+u01iARaoL9g9NIgea9Iyf/nTzc0/v032XS6mbC+OsW8SC+fRddwrsZDWA8fo3pCkQQ0ACQDA8bQTC7pCwErMliCYGOSvManAecyVzOlKKiTZkO3nsS1dKPJeU/5+7Mtf3P71L0mC9L0HAHBtJBZgBeYKoucM8mPO5aZui+Mak1T4699e2D47nQzGmLI0p3jl1X/cMdbDJz/+yB3zfvbT/759FwAAiQVYuLmC6DmD/Jhzuanb4rgSkC+l20nXYI0vvfzqZmp3w/j+D5+8Y94vfOmxzXs//8WvNo8AANdMYgEWbK4ges4gP6aWcc5947jGJBXuf/N9m0fjIgAArIvEAizUXEH01MB7zuVqmbn2jeNaUkuFXW7de/f22W3pGgEAwDCJBVioOYLoOZMDsYYycj637r1n8xORAACsi8QCXIA1BOxrKCPHt09rhbQWeOnlV7Z/AQCwFhILsHJLCdhf/Mufts/utJQyMq99kgr5+cd77n7TzePf+vb2lWVImQAAGCaxACu2hoB9DWXk+PYdV+FDH3z/5tcX5vLNr391U8bm9NC737l99426fm4yP1cZb33L/ZtHAIBrJrEAK7WGgH0NZeT4EnjvO1jjex5616ytFbp+brJvfIeun5v8yCOf2L4LAIDEAqzQGgL2tZSR45qSVPjed5+4efgDH97+NY+//u2F7bN/+dTnHr2jHEkqdCU88pOY2c8f/fin21cAAK6XxAKszFoC9kssI8OmJBUytsKvf/PU9q/Tq4RAHsdY2pgPAABLJLEAK3KpAfsaysiwKUmFSIDvrj8AwLpJLMBKXGrAvoYyMmxqUgEAgMsgsQArsIaA/ea1m8WXcfK+0UtSAQAAiQVYuCnB8DkC9pu7tn+MdI4yTlmOfpIKAACExAIs2JRgeA0B+xrKyDBJBQAAisQCLNSlBuxzb2vq9ugnqQAAQJPEAizUkgP2mBroz72tKdsDAADGk1iACzBnwB6HBPr7mnNb7Ka1AgAAbRILsHJzBuwxZ6A/57bYTVIBAIAuEguwYnMG7DFnoD/ntthNUgEAgD4SC7BScwbsMWegP+e22E1SAQCAIRILsEJzBuwxZ6A/97YYJqkAAMAuEguwMnMG7DF3oL/kbV0bSQUAAMa469YDD762fQ4sRAI65iN4vpOkAgAAfZ579pnts9skFmCBXvrL8ze3HlhXUPfiX/50c98D62sBsMZjfWqSCgAADGknFnSFAOB1kgoAAOxLYgGADUkFAACmkFgAQFIBAIDJJBYAAACAySQWAK6c1goAABxCYgHgil1jUuEdb3/bZr+f+uXPtq/cqf1+LfO97z6xfQUAgCKxAHClrrWlwh+f//Pm8bdP/36TMOiT99teevmV7TMAAIrEAsAVWlJS4bEvf7G3JUDK+bGP/tv2r9vyd19rg7w+tlXBC39/8fUkQ5e83/bzX/xq81gtGAAAuLm569YDD762fQ4sxEt/ef7m1gOnD/qGgst20DRmvn0C1THLTV33PuY61ksydN7PIYmFT378ke1fd3rl1X/cPPyBD2//up1Y+ObXv7r9q9uu/csx+MrXvnHzox//9PW/p1rSsQQAmMNzzz6zfXabFgtwpYaCy3qvOXUFXs35bu66a3Rw1l7/rnX3zcP+6rguUfN8Z/rII5/YvP6FLz22eWzL++1lkoT4/g+f3M4xTloftNcTSTzU31WWrm0CAFw7iQW4Egkom1O91pbXuoKlvNacv2u+9jxjnXLd/EvXcV2Cri4Hc0lriZ88+YPR3Sfe+pb7t88AACgSC3AFKqCsKep5O1iv97ksS00qzKHGQ2hOUd0pclx+/Zun3jB2Q16rbhKRsRjqtSQh2uM+AABcM4kFYJRrDkzX7trPXSUFaqquEunq8Pi3vr15noRBc7yFoemhd79z5xgPAADXRGIBrkwCo7FBZjOYuubAdM2cuzvduvee7bNuSTxUEqJryjgOSUoAAHCbxALQqxlMJUBlXdaQVEgZ5777nxYHke2OHVsBAIB+EgtwRQ4JNCUX1mUtSYWUcc67/82xEbLdW/fefUe9zk9f5rW+6Z6737SdEwCAkFiAK9CXFMhrSw8+uUznqnvve+/Db/g5yvopy2bLhTFdIe5/833buQEAkFiAK1N3XbsSDbHv601Tlz1k3dwpxyoB8No9+vnPbB7zc5DZp5oO6TqRbhA1YGNkYMenf/eH7V8AAExx160HHnxt+xxYiJf+8vzNrQeOGxjuE2xm3rauZdvz9a2/a9vNZQ9Z96FOcazPqetYL027jOmekGRBV7nzU5EJ/ptq/o888ok73svPRf726d+/IXlQHvvyFzePeS9lSFeI5k9KRpYf09UhrRq6tgEAcA2ee/aZ7bPbtFiAK7FPsJl521OXMfP0Bbq7lmu+3zcPb7TGpMIu7cRBJBmQdXS9N+Q9D71rVDIgCYtmvWt3jWj+TCUAABILwAmtIdC9FJeYVDimtFao8RSGPPyBD9+RsHjh7y9un91WrRzSugEAAIkF4IQkFeYhqTBOXwuHlK1vinS76HovXSbyCABw7SQWAFYsga2kwrCM0zDUdSFl65rq1yPS9SFT1zyZmj9hCQBwjSQWYIVe/Mvzr0/c6VqOzxqSCkuw71gM5ZMff2STXEjXh/xMZRIUXdoDQAIAXBu/CgEL1Pylgl3B8X0X9IsGxzImoVDHba2/CrGWpMKYcmb8gwTxxzLmFxtSrq5fhShVpip7kgr52cuuX6IAALg27V+FkFiABbr0O+2L8s9vwLXd9b+kpEK0g/hDDP3cZKkkQV9ioe/nLOv1p3/3h5tPfe7R7asAANdHYgFWYI0tFl78y5/+WZYHt3+d1yW3WLi0pEIcO7Hw0suvDgb+Q4mFKktfy4RKLjSNaSEBAHBJ2okFYyzAwiUAbk+M13X8Mq3RJSYVSgL5Y8jPRU5pTZCEQcodKXtfd4ckIpr7lnJLKgAA106LBVigNfb7X1KLhX2s5VivJakQSy9rWixU4iAtHPKzkUvp3pDWNmtNfAEA10OLBQBOZg0JkGZrhLRwSHmNmQAAMJ3EAsDCraW1wppaVQAAcDwSCwALJqkAAMDSSSzAAq1tfIU1W/KxllQAAGANJBYAFkiwDgDAWkgsACzMmpIKEiAAAEgsAEexxp+aXCJJBQAA1kZiAWAhJBUAAFgjiQWABZBUAABgrSQWAM5MUgEAgDWTWAA4I4E68eJfnt9M7ecAAGsgsQBwJmtLKkiCAADQRWIBOIoX//Kn7TMukaQCAAB9JBYAzmBNgbqkwund98Abj2/7bwCAJZNYAJiZpAIAAJdEYgFgRgJ1AAAujcQCwEzWllSQBAEAYAyJBYAZSCoAAHCpJBYATigBuqQCY9SAjQZuBADWRmIB4EQSoIekAgAAl+yuWw88+Nr2OTOpYAOA5bvrru2TGbz2z/+R+7Z3S0sGAGAhnnv2me2z2yQWzmCTWJjzSpX1GYouOC7H+l8cizv985jM2YLjxb88rysEALB47cSCrhAASCoAADCZFgtnoCsEwHrMmW/Jf8h9m9MVAgBYCl0hrtjQoGwv/d+fbm79vwe3f40zZZmYc7m1bmuNA+i9+Jc/3dz3wP77f25TjvXS62KMXa65/0stY6zxMzGFrhAAwBroCkGnXNznIn8fU5aJOZe71G1xXmuoH2OWawfrSywjAADLJ7HA66Zc5K8hELnUbXE8l1o/LrWMlyqtFZqPAABrIbHAG1xqIHKp2+I4Lrl+9C031LVgKWUEAGAdJBa4w5SL/DUEIpe6LY7jkutHe7kx4xWcu4wAAKyHxAKdplzkryEQWcu2OI+11I9DlttnEMRzlREAgHWRWKDXlIv8NQQia9gW53OpdTFe++e/u3p/zLDb3GWcuhwAAOcjscCgKRf5awhE1rAtzudS62JcahkBADgfiQV2utRAZA3b4nwurS42u0AstYxNU5dbq/YvQfhlCABgTSQWrszUC/VLDUTWsC3O51LqYte4CksrY5epywEAMC+JhStzyIX6pQYia9gW57P2unjsn5Wc83jE1OUAAJiPxMIVOuRC/VIDkTVsi/NZa1081c9Kznk8IstduvseePtmaj8HAFgDiYUrNfUCP9YSiCy5jFO3xfmsrS6e+mcl5zweAAAsm8TCFTvkAn8NgcjSyzh1W5zPpdbFWEMZAQBYJomFK3fIBf4aApGll3HqtjifJdePtFKI1/75765//tvXnHV46nIAACyPxAKzX+ALKN7I8Ti/fY//nOds323t0wXiWKYeD3UfAOAySCywMXdgMGW5S91WTF2O45irjpyyflRrhUoqnHJbXeZeDgCA5ZBY4HVrCCgudVsxdTmOY646csr60W6pcMptdZl7OQAAlkFigTdYQ0BxqduKqctxHHPVkVPUj77uD6fY1pC5lwMA4PwkFrjDGgKKS91WZDnOZ646Mme9mnNbMfdyAACcl8QCndYQUFzqtji/uerInPVqzm3F3MsBAHA+Egv0WkNAcanb4vzmqiNz1qs5txVzLwcAwHlILFyZSwxELnVbrJM6/EZzLwcAwPwkFq7MpQYil7otzutS69Wc24q5lwMAYF4SC1foUgORS90W53Wp9WrObcXcywEAMB+JhSt1qYHIpW6L87rUejXntuKQ5QAAWC6JhSt2qYHIpW6L87rUejXntmLqcgAALJfEwpW71EDkUrfFeV1qvZpzWzF1OQAAlkligYsNRC51W0t13wPX0Vz9UuvVnNuKqcsBALA8EgtsXGogcqnb4rzU4TeaezkAAJblrlsPPPja9jkX7sX/e377DGB97vt/b98+W7Z81zbL2vfd27U/L/7ln8s+sI79BACu13PPPrN9dpvEwhVpX+y27Xq/z5Tl5txWLL2M7WWmbpv95VjHmurHWJdUxqnrP4dmWYfK3fWexAIAsAbtxIKuEGxMvWifstyc24qll3HqtjieS6wfl1xGAACWRWKBiw5All7GqdvifC61LsYayggAwPJILFyxXNhfcgCy9DJO3Rbnc6l1MdZQRgAAlkli4UrVhf2lBiBLL+PUbS3Zi3+57NH9L7UuxhrKCADAckksXKFDLuzXEIAsvYxTt8X5XGpdjLWU8dJMPRYAAEsksXBlDrmYnbLsIYHEXMutYVucz6XWxbjUMi5Byp0JAOAaSCxcmakX6FMu7ucOJJZexqnb4nwutS7GpZZxCVLm5tRljfsFANBHYoGdLjUAWcO2OJ9LrYtxqWUEAOA8JBYYdKkByBq2xflcal2MSy3j2mQfMwEAXAKJBTrVRe8lBiBr2Bbnc6l1MS61jGuUfbyG/QQAroPEAneoC/t9L3rXEICsZVucx1rqhzICALAkEgu8wVoCiSnLXeq2luK+Bx7cPlunS64fl1pGAACWQWKB160lkJiy3KVui+O45PpxqWVcg+zX0AQAcCkkFtjIRe4aAokpy13qtjieS60fl1rGNaj96psAAC6JxAKrCSSmLHep2+K81lA/LrWMazBmv/J+5gMAuAQSC1duLYHElOUudVuc1xrqx6WWEQCAZZJYuGJrCSSmLHep2+K81lA/LrWMa5J9yz4OufRjAABcF4mFK7WWQGLKcpe6Lc5rDfXjksu4NtnHlLtvAgC4JBILVygXtUsPJGLKcpe6rTV48S9/2j67PGuoH8q4PCn30AQAcCkkFq7MGgKJmDMAWfq2OK811A9lBADgnCQWrszSA4mYMwBZ+rY4rznP2SXX4TnLCADA/CQWGHTJAcjSt8V5XWq9mnNbMWcZAQA4D4kFek0NCNYQgCx9W5zXpdarObcVc5YRAIDzkVig0yEBwdIDkKVvi/O61Ho157ZizjJekvseuO79BwDWSWKBO8wdEMy5vaVvK7Ic53Gp9WrObcWcZQQA4PwkFniDuQOCObe39G3F1OU43KXWqzm3FXOWEQCAZZBY4HVzBwRzbm/p24qpy3G4S61Xc24r5iwjAADLIbHAxtwBwZzbW/q2YupyHMcl1qu56+KcZQQAYFkkFpg9aJlre3NuK+ZejvOZq15lmaVvK+YqIwAAyySxcOXmDAhquTm2N+e2Yu7lOJ9D6uM+apklbyvmOh4AACyXxMIVmzMgmHO5NZQxpi7H+cxVH+esU4dsa87tAQCwXBILV2ruAGSu5dZQxpi6HOczV32cs04duq05twcAwHJJLFyhcwQg+7rUMsbU5TifuerjnHVqzm3F3MsBADAfiYUrc6kByNzbmnN7nNfUOjLHMrH0bcXcywEAMC+JhStziQHIObY11/Y4r7nq49S6sfRtxdzLAQAwP4kFeq0hkFjDtuKQZTmPuerI1Lqx9G3F3MsBAHAeEgt0WkMgsYZtxSHLch5z1ZGpdWPp24q5lwMA4HwkFrjDGgKJNWwrpm6P85mrjkytV0vfVsy9HAAA5yWxwBusIZBYw7Zi7u1xuLnO2dTzvPRtxdzLAQBwfhILvG4NgcQathVzb4/DzXXOpp7npW8r5l4OAIBlkFhgYw2BxFq2Nef2OI65ztnU87z0bcXcywEAsBwSC6wikFjTtubaHsczxzk7tF7tY85txdzLAQCwLBILV24NgcSlbiumLsf5LL1ezV0X514OAIDlkVi4YmsIJC51WzF1Oc5n6fVq7ro493IAACyTxMKVWkMgcanbiqnLcT7q8BtNLePU5QAAWC6JhSs0ZyARUwOJS9xWTF2O81l6vZq7Lh5Sxrn2DQCA+UgsXJk1BSD7Wvq2YupynM/S69XcdXENZQQAYF4SC1dGAPIvc24rpi7H+Sy9Xs1dF9dQRgAA5iexwKBLDUDm3FZMXY7zWXq9mrsurqGMAACch8QCvS41AJlzWzF1Oc5n6fVq7rq4hjICAHA+Egt0utQAZM5txdTlOJ+l16u56+IayggAwHlJLHCHSw1A5txWHLIc57H0ejXntmINZQQA4PwkFniDSw1A5txWzL0ch1t6vZq7Tq2hjAAALIPEAq+71ABkzm3F3MtxuKXXq7nr1BrKCADAckgssHGpAcic24qpZZy6PY5jyfVqzm3FGsoIAMCySCxwsQHInNuKQ8o4ZXucxznqx74uuYwAACyPxMKVu9QAZM5txZxl5HzWUD8uuYwAACyTxMIVu9QAZM5txZxl5HzWUD8utYxZBgCA5brr1gMPvrZ9zoVzcc5J3XXXzc1rvk44nSmJDAAAju+5Z5/ZPrtNYgE4ihf/8qeb+x54cPsXAABwqdqJBV0hAAAAgMkkFgAAAIDJJBYAAACAySQWAAAAgMkkFgAAAIDJJBYAAACAiW5u/n9QfP7Y3XPIOQAAAABJRU5ErkJggg==

机械践行者 发表于 2020-6-19 11:08:40

图在哪里

零分贝大卫 发表于 2020-6-19 14:51:27

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远祥 发表于 2020-6-19 20:17:20

冲裁力定义:指在冲裁时材料对模具的最大抵抗力。冲裁力计算公式:P=f Ltσb式中:f为经验系数,一般取0.6-0.9;L为切边线的长度,mm;t为板材厚度,mm;σb为板材抗剪强度,MPa。冲裁:是利用冲模使部分材料或工序件与另一部分材料、工(序)件或废料分离的一种冲压工序。冲裁是剪切、落料、冲孔、冲缺、冲槽、剖切、凿切、切边、切舌、切开、整修等分离工序的总称。从板料上分离出所需形状和尺寸的零件或毛坯的冲压方法。冲裁是利用冲模的刃口使板料沿一定的轮廓线产生剪切变形并分离。
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