weson007 发表于 2021-8-27 15:26:45

20T履带挖掘机工作装置设计说明书与零件图

资料分享:20T履带挖掘机工作装置设计说明书与零件图data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvAAAAEzCAYAAABXMjf9AAAgAElEQVR4Ae2937P8SVnnWVfe7MTOzs3sHTd2a3P+AyImHDaMEFEW0aglepdwlmZiLwQLUMYG2/BcqLW9Fwjd2MCoXaLToGXAajhyWpvuCZZhaFu2MJYziDHQ2oDHRhFa+hf941t0bjyZ+WQ++WTm58c59an6fOq8vxEVn6rPJ38+zysz3/mcrPrOvnjxpMELNgADYAAMgAEwAAbAABgAA9NgYPZXF08ZvGADMAAGwAAYAANgAAyAATAwDQYg4LGBwQYODIABMAAGwAAYAANgYEIMQMBPyFnYFU9jVww/wU9gAAyAATAABsDAkAxAwEPAY8cNBsAAGAADYAAMgAEwMCEGZn/7ze8YvGADMAAGwAAYAANgAAyAATAwDQZm/9tPvtHgBRuAATAABsAAGAADYAAMgIFpMDDbfvclgxdsAAbAABgAA2AADIABMAAGpsHA7Onnbhi8YAMwAAbAABgAA2AADIABMDANBmbPPHfD4AUbgAEwAAbAABgAA2AADICBaTAAAY8NDDZwYAAMgAEwAAbAABgAAxNiYPbM8zfM5F+ffLe57b7HbD++eN/bk/enn1T9e3Rtbnvz2nwx6fdj5t43v9s8kNzz+ULZnzanr52bH6y8Yj1pWdSeJM+dnxb2bi4z5lNtC226YWR/m/xI6WIbb5hnqnao9zG0R9jvgTvnolzqu84v2v7o2px6P+m2puV421Mbhb3yvlJ9bzf3Pqp8nPixZGPRJpn2k+82Pyjqe4Y+v7aQVrVL9yV+LtlD24c+qzqEf0NZum3UbmpHhcfgK/u8zUZN9pvwM2FHyU42FtiWgmtn93QsB19Q+lB2ia/o4zjm0rKoDYmPJHfPN5cZ89W5kf1N2i15f97NH7GNmBdqawDmhQnPA4r5pvGAZ/DzlBi4moBXAiJZCJJFKAoIEmpxARLv/QKWLWwVgXL6ya7iyNfBizO1md/LgV0TZXKhLuXLFsF8oQ52qdUh2tFl4X3gTrYn1cXvCwNP1EflhnZQfUU7yLbL9yQoWCx82pwmdpBtkO+pPTKfa19RqD9/w9Tua3vEz7quXNC6TZ1ug+yXsllVJCsbByZUfuHH2iSQ+aGQJ/qX7OLrrrUtCD/ql9xMcdsKdirUWWvvpe4TW2LcJtxhXgiBhmAXMU5r9o7cs1/za2Dl+Rafi/oyHjEviACLt3Ft7L0W80KNV9zPxydsApvsmoErCHgl5OyizSLPiQmOipcjmVpYOefSglIU+EIQ0POw+JEYEYJKLnTZ4kRpxQLVVNdt9306jSbf+e7WCHy2Obnz0zZCHtoqFs6aI2X7i2lE+51dxSZI2ohFtl98nC3I5k3pnd9a7c9layFIdSXPSj5W3PgyagL+GStGiKuGtnGdyjbtAr7BHmynIJDj5NPETbAdtYnsweW0XBNGuD8kdvl9TUT49mXs2fpIYLSIOe3DK38WbaayyCdh84d5wfKAeUEEBHhcKW4wL9i543jmBfYzrsV1/crzLux6He06+6Ef+qEQcaD38nM/gwihkCzaBJZbuMNkZGEtibvCn3R3CHYqvN5t7vVRaSduhbgXG4K4OVALjBSLso2q76FsSkPPCoJQ2pnSh42PLNe/t32wZTjxaW0q25vliSI1sX+t/Sp/0n71LIhGao8Vq7yB48nE+d2KFhaiqgzue13Ay7J0+fRM+EX2Kdgk9j+K6VI5biOY/am84K/2tvo2F0R3yZ7yXvSvb09F+FtGLE/ruNEUNqZyHEdiXFZszz7g69//4xPmf/gX/yLMC3z/cldRP7U3iHmyEeYFa1PrR3m0jpmP1+jPeE/6I3KDecHZBfNCOM64o3lB8ob35XEIu8Au+2QgROCvJt7JabRweGFUEC4kelJhKtILYUELkROafgK2i34eNbZlWdGYP4tCLT4L4pXKExNaFOgOPLsQ6ucUfb9v7aKhLAxDOSRCoiC0+a3ocvdif3Yh4L0Y9RG8YE9uk7AjQeTakrYjiG4lDMk+se3RbiVb2nssbDuIDwe0E2s2L9m3zXdvfrc59efpne9SO8dBohZq0S9nH81ZrZyygA82FraNRxW6TFbeZ9Qu7zc6806bx2CLUHb0rxO34k/0hTGVbQjlWGH/WJEsygl11dtOAn42m5l/+S//xx2IeGH/Qh8wL2BeSIQm5oXRzgtxzq3PHUgD24CB/TFgBfzVxbs7w8xixwrBICBcZ/ot1CSy3m7u/WR6ljaKSS9ICsKV6uZ2MEh0ryjgK+IzluEFlRX0XihynUUB/5i5l8Q+CXpfdla3sgu3ka+x7hwCW9Z9hSh+YdEL/fWCjdtBftDPuG53FYK4IPay/MGGQqALEU0+S/wR7Jb2LytXtZujtZEBscngDZcsm/0kN5a2TBbw9fbmdUgB3CEftyexn8vnbEFcyTKdLazv73y3+ytNsKu3U0H8OgFfjsCH41V2I5TXlfo89QUL+F2IeDnuqX/JXzj8dx8SPjJ/Rdu4771gXtC+w7wg5gI59/A4xLwQf7SB14pLzAuaO3xO503YA/bYNwM7icDTIp0szAWxIRdy10kRmRNCxy5GJII/GQVzo6CiyVlO2tl7JV5C+neb0zvfbm6r/mqKF3osBHkR4AkwqUdGuX0+36ckWktlXEHAP3Df2nyxVAa3UdiRbGz9krSzstBRGl7srIBqSKe/fyDbI9/btjjRmmwYKE2oKw54amuSzvfF8mB/ScjbNdTBGw2+iiNQlJdtQukzG8S/mCQDrsBtFglXNk7y07Osf84GP2gFu39vGfDvhS2q/vX9ScYY1xV44nrYd9xHuq/GQEsfpIAnEf/f//N/fqlIPOYFzAt2fIQxy+PdsZqM92zcuLSYF26YscwL2VzXMo8gPfOOK1gYhoErn4HPFmkWG0KYcPQ0mbArkTY3YbvIt01fFMxCkKiJnwRfjOil4oWe2c1A0jY2rKsz5vX3pRAMYqkk1PxEa48sSPHE7+WfysubF4I8bT+3TVyzxVCI1ZYJlWx7231rc6/4KUdrE9kv8kvRPq4N2YLK7fkkbbrS9rv63M97hgGs/MX3s3J9X6h9CTfsj1I7ZdmcLhPlxITwibRZlpb6zOmd6Mg3kyyY/SYotIHTlzaJMQ8dzXIbDN8mYc9OdSW+k5w85qNu1A4xXmR/K++lgP/v/tk/M99+5rneAp78mW04yL4JW85GiX8xLxR/zhbzgmA7++UvOQcW5q8wJkW6bKwTi5gXeD7GNeUN9oA9xshAiMD3b5xbfDPBa0WBWpizhZtgKItYiljf9mYnenhhtyIziaKKiVZOzpkApnYo8aLSU79d+apMFkZeCLoFlH6ZRggtL0bSxVUsBLou+mzLLSwyXkylZRUGTShDPCP7JvZJj624/sUIt63jzW4zk/vPbWR0efIz+8UyQ+2hutlewZ5pGwJfwSbCTi0/I0n1ffG+d9vfe49CX9iQbcJt8bbgXxJK2hsEubAfC9lsUa9zGvrDeflaLCOvy/okEbM+DfeFy+NrqdyQVvhM+MG1sTAGuMzKlQU8ifcnn32+p3in+iq+t7aPHNpjPpkNMC+k/0eF4wLzQjqGyB6YF9yGRM69YU7mdYbXhR3MC9U5rzKPIH3KLOwBe+yagcsL+IJodMcEvJMSMSXEcRjspYU63mOhxmKThaYVPnIyonqECOCFzkYA7eSl6lbpKR2XHYzL0Vtqq31Pwp02AkJ0inK4Tpc/puE+hHIpD7Wdr8EWEey0rHg/K0Pmle0V99kG1D/XFi/03rw2D9i/Rijb2LxCGIuyuP6sT7LuwMTbzb33+U2F9BWVR333i4oU1lm5vm7rb3+O3vYnlCfayfakq2IhW9w6CXgnQnnTkvFRsAvbp+Y/23ZeTPX3AmR53Bd5j943CnjBSfABb6qoL2oTq8tWn7/+jW+Z7/me77mEePftFP10NhT1C/9n/4GVbUecA9imcrPPnFg700Zf/Aduia8LLPA4cG1S7Kv0VA+XHdqhWHcbRMwLZB/2S81WgQPMC8mGeErzQvCtmi9wX8y/sE3CN9gYlo3LC/ghQBUixS4I9MsvcoFuEj6+PTUBFUCSCzW9D4IwGprL4MnVHnOw6VJhxwKPrnGx9wJe1hNs5QW0FKSZ2InHK2T5QZyU2iyFRagr9of67vqiRIv9K4iv707xZcgubRJCmY9IFQUZC0q2s/Bx8ElJAPh+WA4+mX5J2uVLfSE3A/a5tj+3g/qWtF3YqdI22U79nhmJvtI2FuXbPnG7haiVPiv5l56X2kZpu/iq8IVZ3Y9RfxZ9tzxgXoh/ceNxVeIG80J6/I7GEeaFyM7U5wU5b+I9hPM1ZGBUAv6BO6P4ccItFbwkMkhcW7FUE2FNTmQRx4ueFLCJEIrtGLWwaeornh3/hFYSbZnfacNQ2SxkafVmYxyfMS+Mww+YCyfih2syL4DHifA4kXVmijzNnnnuhsELNgADYAAMgAEwAAbAABgAA9NgAAIeGxhs4MAAGAADYAAMgAEwAAYmxMDs6eduGLxgAzAABsAAGAADYAAMgAEwMA0GIOCxgcEGDgyAATAABsAAGAADYGBCDMxufPclgxdsAAbAABgAA2AADIABMAAGpsHA7P6H/rPBCzYAA2AADIABMAAGwAAYAAPTYGD2999+3uAFG4ABMAAGwAAYAANgAAyAgWkwMPuri6cMXrABGAADYAAMgAEwAAbAABiYBgMQ8NjAYAMHBsAAGAADYAAMgAEwMCEGIOAn5CzsiqexK4af4CcwAAbAABgAA2BgSAYg4CHgseMGA2AADIABMAAGwAAYmBADEPATctaQOzmUjUgBGAADYAAMgAEwAAamwQAEPAQ8dtxgAAyAATAABsAAGAADE2Jgdv+nNgYv2AAMgAEwAAbAABgAA2AADEyDgdlLLxmDF2wABsAAGAADYAAMgAEwAAamwcBs+92XDF6wARgAA2AADIABMAAGwAAYmAYDsxde/K7BCzYAA2AADIABMAAGwAAYAAPTYGD2nee3Bi/YAAyAATAABsAAGAADYAAMTIOB2T899YLBCzYAA2AADIABMAAGwAAYAAPTYGD2j//0vMELNgADYAAMgAEwAAbAABgAA9NgYPb33/yOGfy1+gnz/bd/rlLPh83/PJuZWevrJ8xv7qOtrXVcor2f+QXz/Y39e7n5d5/Zgx9a+8ZtoD5ezd6/+WNj6xP3DdfBx3tnzuAL+AIMgAEwAAbAwGUYmP36a2fm+35uY/7uG8/u5nXvT3QQ406w1+r99de+3Lzj083t+eTPvdzMXnufofbTVbffPv/+XzDv2HX/Cnaiump9se369C+Y7yu0kdtc6m/Sv5L4931vrLfQVq6zeK347jX33mdeI9vw/b9gPmnL3ph3fH+6+XrNvc5vpT5xndy3v/uGy895+Pnfkb1mP2F+/RvPWv/utI99bYL02dgKfoJtYBswAAbAABgAAwdhYPaFL3/GvPnmW8yb7/+W+cKXd//61VffYt781h8z3/vWd5pXvfq3CnVQ/akILEfjf8z8Krfv/nea7735neaP6PP7fszMZuKZTePKfNX7qD/D9o9s9kdvvcV871s/U+ibtye1Vwrg7L2yv+wf9/nLv2VeVeynyhvSX8WXuq74Oe0r2Tbanp45m3/LWL+XmEr6Jv0k2mvtxeUO778huEeZwp87YRLlgSkwAAbAABgAA8zA7AtffsKJ4Fd/yNj39HkHr199tRPlr3qfK/973/qwF9szM6vW9bAV8zZPQxuo7JjmQ+ZVM/n5CfOFIAB9X0jkV+u8en+dqH24bjdqT0P9TuzGdqT94/vUTxK1/Nlfd9o3Z8t0A0V1+rqtXWnDwG1w/pLpX/W+UhkxT9q3ir/37L9d8I4ymAlcwQIYAANgAAyAgaEZmP3lo0+Yv/yTd5qbKKJN76/4eo8X7lLUVd+/+kOmV3rbxofNW26+xbzlT2JbbRmv/lBoOwlqEuyhLzvsXyhT2Inqu+mtD8f6xLNg3yzqLv/qIPuT98/V6UT0e0pl78h3sW/Uhh8zsS5ZNz2bmVf9Gtk/TWcj8Pb+E+Y9r459iu9132RZ0Z+Wx5mof2D/xX6LNmg743Odb9gGtgEDYAAMgAEwsFcGZl/8638yX/xrEmivM++17+nzVV8fMq+6+V3mPxbL+TPzlptLdf2ZecvbPlSs+z++7Rbzql/jNhXa+qfvMjeF9lP5JDA5PV0LeYptk3m6v6f23fS2Pyu23dqS2vcj5b7R8/f+yC3mLX/K9dXa2vc+l9f9Sv0obbZuetu7LB+v+pG46XD2dbaWeeJ97hOl4fe6D3n+WJZkROfr3qers4y6YEMwAAbAABgAA2BgXAzM/upvvm3+6m8eMT998y3mpx+g97t4/bb54caI8+vMe1U9f1wRjyzofvge364H3mVuuvld5o+T/NT+mbFp6DmJ+ez5LvuX2ojaftPbHqnbzrYpil/uU7yKthX7R/WRTXW/6P4QvhPtued1hgR8ve7YJrKD8xO1ie+L91nfhN+kvzIf7rqPqf92wzzKhB3BABgAA2AADICB/TAw+2+Pfdv8t8ecOLzbvqfPV339tvnhm99lzorlPGIWN7/OJHV94l3mh2++xcx+5LeLdZ+9/Rbzw+/nNpXbSmkoP1/TPpTzpGm4/P5XqvOmtz9SbLut4xMUgS/3jZ7f/SO3mMUnuN5aW/ve5/J6XKmdjRsvtwmJvkh9Gf0k/S/T6D7Qs5nwrW+rbYdkROfr0acig8i/K/ZRDlgCA2AADIABMLB/BmZf+sqT5ksP/ryNWt9N73fy+h3z6kYh+DoT6qK6b/55c//7X1c8vsFR6le/n9tGZd9iFg/yZ3+1fbjF3HRz7Zmocyd9jPXfbwX8nxds9+dWoHIfWq9kh69U+mfvF/owiO9EPe9/nbnp7bFvd//ozERfUP9eZxa0eQr+vsUs3i7zuDTO37pvzj6xPOlL0Yad9zH6bje8ozzYEQyAATAABsAAGNgfA7Mvf/Up8+UP/LiZ/ejvGPuePu/x9b4f/XHzvpY23P8zt5hXfyC2630kIsVn197Pmrd+38zMvu/nzf26/QP3j9p38898ttFulMaK3NA+314Svsr25f6R+PW2kv3bed9UPR/4cds3apMT6beYtz7ofMH3ZN9dP2U70/LSvjkbZL588OfNzbKvO+9jZGmfrKMu2B0MgAEwAAbAABjYBQOzR79GIurl5q0PPW0e/drVX78WhB4Lvobrj/6HWOcHf1xEcfM8r/6gaNtDd5ibv+8O8yed2nvY/v3Jz7zc9otEbtW+vu8hTef+7bZvxfZ90An44rPM/qI9wp+hX5S+c9/Y36LMrD5Og2s3/8BOsBMYAANgAAyAgWNgYHbPa2bm5p/9rPmbv316Uq8HfvblZvaa/9Da5mPu3zH3jXmcah+5/bhOa16Bv+AvMAAGwAAYmAIDs8cunjF4wQZgAAyAATAABsAAGAADYGAaDMy+8nfPGrxgAzAABsAAGAADYAAMgAEwMA0GZl99/FmDF2wABsAAGAADYAAMgAEwAAamwcDsq49/x+AFG4ABMAAGwAAYAANgAAyAgWkwMLv/oY3BCzYAA2AADIABMAAGwAAYAAPTYGD24va7Bi/YAAyAATAABsAAGAADYAAMTIOB2XdfMgYv2AAMgAEwAAbAABgAA2AADEyDgdkLW2Pwgg3AABgAA2AADIABMAAGwMA0GJg9+6IxeMEGYAAMgAEwAAbAABgAA2BgGgzMnnnBGLxgAzAABsAAGAADYAAMgAEwMA0GZk8//5LBCzYAA2AADIABMAAGwAAYAAPTYGD25PMvGbxgAzAABsAAGAADYAAMgAEwMA0GZt9+7iWDF2wABsAAGAADYAAMgAEwAAamwcDsie981+AFG4ABMAAGwAAYAANgAAyAgWkwMPvWs981eE3EBl/8mPmfXnG3WcNnKbNkl1s/Zj4Lu6R2gT1gDzAABsAAGAADR8nA7JvPbI18/d4732Be9oq7ze+p+zbN/Xebl72Cnuevf3t/LIfKkJ9l+Z/94O3mZSS2SuUX7lH6Wlmy3Gm9/6pZ3nq7Wf5ltNk3ybbvfLjgi9zWJfvrvJOyB/W9ysTD5t++wvHk2PT2uPVj5veIpQKLr/zgVxM7RluQ3etshnT3322yMgr+CekFt8fJq+BU9LXUf9yDrcAAGAADYAAMDM/A7BtPbw2/fpfE+zsfNt84c4LqEfGM09grPad0yfOHzZtu/ZihPFTOm85cubbMgsjKhFdWnsv/yAduD2Wl9cV2T+/+V82v3Hq7+ZUviD4UbSqeJ7Y+jvvk24yDV9xtfpdsEZi52/yu6jvle+UHvhr5+8LHzCs9e8Ru8kzl/cbTD5s3vULZXqX53XfG5+F9R/8cJ6/Hwdv05gnYHT4DA2AADICBMgOzf3jqhvmHp75ifuXWN5hXfuCj5k23ftT8Gd37+F3mZfzepqF0nPYu8xF6/18/al75zof9fRLwLu9HSMB/3KX/CImh/yrzys98n68krrpEnH39Sbu4jBFfyaad+hft9w9PtdlkorbQLD11w/yZFeZfcewFrpQ/A5ctdrn1LvOmW7uwxBF9zz0xHbiPTNvxoNt0KX+q/kyNYbTXz3fwo1sPYAfYAQyAATBwCAZmn3k/RUFvN798fsN8/ckb5uvnHzWvvP3h+P4VbzC3fdw/e/KGofTlzw+b2279qPnMkzfMh2+PeT58++3mlz/+UfPKRuF6l/kw1f1kLMO2pVDf15/8ivnlWzl9bBen/4svfb1RJNNzTnu4K/VB2Jz6TmKQ7W5twX3LbRLb3WwLSjd6exBvxI3krskWryj4nsvwdnzl+7+S+FgzG+z38btMKW3wQ4NAD/nOv2KZ5zKzutRzTocr840rWAADYAAMgAEw0JeB2ctu/6j5pYZI5W1//KK57/Y3mJfd/hnz+Lc/Y24rCvG7zH30jITYt116yve4fX+7+aXP8/s3GL5Pz/JXLIOfWUHky3L3HjO/dCvVV8rv7n38P58XRTzd53IPe6U+RLvYtvwxCXiyse5XzeYcXW62BZU3VnvUuLvt9sJfKogtshHzd+tHzX1288l2iNd//f7HUjt+/qPmXxdse9/tygfMt02rfFTzD5VNbfLsR16934hVz3/uW+1rfIaNwAAYAANgAAyAgXYGZo8+/owpvj72HvOy16/NQ5XnD931c+YnP+byPvTnnzL0+kmffvWON4Rnq3f8nPnFP3/GPErlveNTvq6YNq07vy/rcWm/ZH7x9e8xq0q7uLz/+xN/EcXeK95g6DM/O/yV+uDtwv1I7FPxCae9xHXc9lB+F7YI/CR9Vun/fG1+oIHVRx8v2LuQh1j7gXe8x/wAcUrPA6+a37p/cl7raQ/PIdoGH4ABMAAGwAAYmCIDZQFfEDe2c3SfI6DJlcRoFFUlAU/3QvQ0yUv3WZB/yvxk9qyUj9M3Q8eidSzi/RdfX+pL5Z4VpCQ8K8+DndRGIBG6qX3GZg8SuzkT7zGrioAP4tiL6ypTJTGfME2c5XZb3bU2D/mys8Es2sTPqvUH3wjfvX49og1kygX3B1fYBQyAATAABsDANBiY2UhjSXCEe7nQIecGMRUEY0nA16LlMW0KSn4/r6dWZtng/+X/+8pxCScSkt43P3DXl3r3bVT2sBtC2oyR399jX/SXFfI59y2JwHsRvhJ//bH8JOK8zIFNF2xXZjqURZH3kFaI8DAm3lD565Tvx138l6aGtoRxgzTpHAB7wB5gAAyAATAABtoYcAJeHhVQwiIRUOJZLqyjsWME3glyElwsOqvXShua6mnr3Jif2+ht6LOLtLNode3uEn0X4nKCEd54jIg3bu76i3zs6vFnjObPRb296JeCWr3n410JA0KUF58T3z0i8EnZtAnhqD7VE3wbx0WaHvdhDzAABsAAGAADYOByDFwpAh/FeBrRZAEvI6mpg1iwtTf66AS8F5GpWHd2oL6STavikgTmx94TotOpTdttOd70ggcVTS8LeBUBV3l0P53of0Miqvle5odLCPi4qRA+8H5u9KXYEOs247OwJezU+y9t4Af8gAEwAAaOm4FeEXgWmFa4Z+eMZcSYIqRNR12EYGtZnI9JwFuh1xqZdd8D0MKPBWerwG+x57gGtGDG24X6KfsuBTw9Y8GdsKii75bPd6zD9wdkebr/oRzmuYeAZ580lc9pEJE/7olUc4XP8DcYAANgAAwMyUD5S6yTEoEAZEhAUDb4AgNgAAyAATAABsDAuBiYPfr4swYv2AAMgAEwAAbAABgAA2AADEyDAQh4bGCwgQMDYAAMgAEwAAbAABiYEAOzR7/+rMELNgADYAAMgAEwAAbAABgAA9NgAAIeGxhs4MAAGAADYAAMgAEwAAYmxAAE/ISchV3xNHbF8BP8BAbAABgAA2AADAzJwOzRr3/H4AUbgAEwAAbAABgAA2AADICBaTAw++t/eM7gBRuAATAABsAAGAADYAAMgIFpMDC7+KcbBi/YAAyAATAABsAAGAADYAAMTIOB2ee+9A2DF2wABsAAGAADYAAMgAEwAAamwcDst//w0wYv2AAMgAEwAAbAABgAA2AADEyDgdl2uzV4wQZdGPji3z0LVjBewAAYuDQDj33juUvn7TJHIc1h1zL497D2H5p/+Pdq/t21/SDgsRh3XlAh4K82eIeeXMdc/ivf9O86czbmfqBtVxsDu17A4I+r+WPX9oN/x+UP+Hdc/tj1+ICAh4DvLKwg4Mc1Gex6ch6qvH/1b37WvP43/x/zb/6v3+nM2lBtQbmHZXjXCxj8eVh/avvDv+Pyh/bPVT/Dv1fz767tBwEPAd9ZVEHAX23wXnXynGL+f/W//rS57QP3m//zkX80d/+/3zS/cf9nOvM2xf6izc1jZNcLGOzdbO992wf+HZc/du1/+Pdq/t21/SDgIeA7CyoI+KsN3l1PpmMv7wf/97eZO//oM+YTX3vGnP31U+a//O0z5pL5N1YAACAASURBVLOPP2s+fYHvUozdd0O1b9cL2FDtRLmXm+vg38vZbSq8wb9X8++u7QcBDwEPAQ8GOjMwlYUG7bzaQjOU/Xa9gA3VTpR7OX7g38vZbSq8wb9X8++u7QcBD/HWWbwhAn+1wTuVSRrthJ+HYmDXC9hQ7US5lxsD8O/l7DYV3uDfq/l31/aDgIeAh4AHA50ZmMpCg3ZebaEZyn67XsCGaifKvRw/8O/l7DYV3uDfq/l31/aDgId46yzehovAf97c+ca7zIe/1mFwfO1B81NvvMO85o0fMZ/abs2n7rnD3PlIh3zwc2c/T2UxQTunx337Ava4+fAd6VzQe4w/8hHzU3/weJn3MH/QHFJ6uXmF2UrqDuVSG9O8mIMci63+feQj5jVirv/UPdLXah2waVM7W5/d8aB5jJ7d83mz3ZIvUp+x73Dd/fzQ6l+1zj72B3f1W5/Jr+RfVc6x+LKv/dr6DQF/pKC0Of4yz4cR8DRpFyZpf48XYpoI3IIrJmu7GIvP8GVZtMAusMtIGPjqP7b8R040pu940HzYC7s47sUcwQu8FnhW0NGmXopCJWKofJ8unwNTMVis+413mJ/6g88nojER+SOxc943ZYeB2tnq3+3WWLt6H0ZfuXWAbPtYEsih+36OD6J9a7bhfeqzQ/X7utTbxb/SFuTrXpvbIxfwfe0nbVl6DwE/0ERWMvbU7+1awPMCWRzgfiFPd+Jysqb3YlEXmwAW/VO3N9q/H9EBO+/Pzm0LGM0JNH5J2N15j960O5FXnS+sMK8EBFi09xDwxEUizpMIfAwcJGmu+XrS5l891qKArzEIAa9tdsjPff0LAZ9y3dd+bb6GgL/mE24bIPL5LgW8Fe9ZFMbDnu3Ca2I9LqLcTiym6YTBdsEVdhkDA80LmBPfLODjkToW5e2Rdd4AcF+z+eASAl4etXHBgXw+Km4qruHa0uRf8oW0ZdN791eOevo778ERGmZ8n9fd+TcecUvGbFj73Rg7tnHVZL/L+BEC/hpOspcBhfLsUsCnbXALNA1WO8lztCzzjYjGbD9vPuzPuYYJoBi1h3BLbQ17wB6HY6BpAbPj+I5SBJ6EO4t4L+pojqDxLv7y9pp7HnR/leMjNvZ8tBL9Oo/Mb9+nQYFkA4AIfOtRtCb/xnHnfOk2asKf2Xy/dT5mf4ZjMzhCE22537Hczb+xTcn4Kfl3K9d071f2tx2r6Xg8VL93VW9f+7XVCwFfhCoC2GbA6/R8OAHvz0W+seULqTSB20U2XZSDgIcvWxfY68Qr+jq+eexvv/l8ldFP/cGD5lPiCA1H4Gl8hy8+fu3x+AU3uWH3wjw9n/55cyeLAZ4bKF01QEBRv1Qw6KhxjMDHdO0iZXx+GGpsNPk3HnmMtiPf2ihrmNtTQU+2dTaXol3aM/fZUH1DuVvT5N/cPv4vVdXx5tb94F8aoyEC73xsx19D/rxOycb43vezX3v7IeB5Yse1urDyIBlCwOsFUv9ZNQ7ux82H7/mIudMusH5h9hEZJ+Dpi2UtGwD4uNXH7Gtc2ydP2Ki/jS6+1fwlVt6Mu7PRMVJLtk6EPI1lKeDF2OYy+Jr46RICPvwZP0Tg1V8D2gIPom1JW47wfpt/df8bz8D7+T3kST4LH+hN2hHaNdjgwH3r5V/vr6qPS+OX8iT+dH4OY/DA/b+qH3rZr0NfIeA7GOmqTjuW/LsU8Czcf8r/ybxoo7Bg8k5d/voDDWwXyYkLNd1Lo/PFcuFzCHkwcBAGHn+iHoGnscpjOVn0aaG3v/5C52YpqufHeEkAWL+yuCvMBT0EPM9ReVDhwSSyT+mORWBcdb5s8m+MwNfPtrOtY+Am3SQSH7B1apOr+qxP/ib/puWItbgy5pIxzvNxJuD9xv2OBw8yX6V9urrdu9uvW10Q8AwOrq0DZJcCngcGL9j8ObkKAf+pe0is859L3Z/meCJPyvATQFIOfNvqW9ir24QJO13NTv/w7RcaWUzGsh3vd8SIHI1tGe2WAj5Z+L2ATyJ5vt0VMeH8yvOL7KO/R/lKP2eof6nmms81bf5Nxo/12V3RrgXb1TZRLPTtteTnQllJ3XjeOA5rturmXzf+eH2msmhcu9/tl2Or8D4Zx4XnE/dbN/t17zcE/MSBqA20Ie4PJeCTyVh9qSyNxJQW2Bi1G6LPKLP7ZAJbwVZtDHzzqT4C3tvTC/dMAFhR7aO5XsRZocAi3+ZTUXiZR801bh6K57OTaD+tE1TePZ/PfmceEfjIfZt/LR/szyC8+S8m0vaxTMkU+VcKQ/kM78s226VdWv3rfVvykduMtfiY8gcuhu/PLm3TpaxW+/XUoxDwPQ3WxUnHmmYoAZ+KdDFoRQTe2VQJeF4IeMGGLy8VVTlWXtEvMZZGMja+9XQPAc/ju/YlNrnYe2GezyU0Z9wRo3+UrlZe+Aufs1tRmIs5iTcL/L9Cg7etafJvOEJTFWgs5OmvLvR9p/ajNiH4cyRHLMbOUJN/rUCv+tbPRbyBTsag8Hs4Kje+uWsXvmmy32XKh4AfycJ2GeftO88QAn7ffUB9xzkxwq/T8Ou3n30Rm8wjXnPg32mMw8vOl/Dv1fy7a/tBwB/xZHrZQVrLBwF/tcFbsyvuw67XhYGnvwMBf8y+hn+Pey6Df6/m313bDwIeAr5zRAwC/mqD95gXbvQNbHRh4Nnnb3Seb7qUhzTj4g7+HZc/dj0+4N+r+XfX9oOAh4DvvKBCwF9t8O56MkV58MfUGHjuBQj4qfmsT3vh3+Oek+Dfq/l31/aDgIeAh4AHA50Z6LOYI+3VJvtjtN8LL0LAH6NfuU/w73GPefj3av7dtf0g4CHeOos3ROCvNnh5kcMVdryuDNy4Ad8fs+/h3+PmG/69mn93bT8IeAh4CHgw0JmBYxYf6NvVFifYD/YDA2AADOyPAQh4iLfO4g0R+P0NTEyCsDUYAANgAAyAATBQYwACHgIeAh4MdGagNpHgPhYZMAAGwAAYAAP7YwACHuKts3hDBH5/AxOTIGwNBsAAGAADYAAM1BiAgIeAh4AHA50ZqE0kuI9FBgyAATAABsDA/hiAgId46yzeEIHf38DEJAhbgwEwAAbAABgAAzUGIOAh4CHgwUBnBmoTCe5jkQEDYAAMgAEwsD8GIOAh3jqLN0Tg9zcwMQnC1mAADIABMAAGwECNAQh4CHgIeDDQmYHaRIL7WGTAABgAA2AADOyPAQh4iLfO4g0R+P0NTEyCsDUYAANgAAyAATBQYwACHgL+4AL+c5/7nLn33nvNBz/4weLrD//wD80zzzzTuZ012HEfEyEYAANgAAyAATBwDAxAwEPAdxbGQ0XgSbw/8cQT5tlnn7VCna7y9ad/+qfm93//9yHiwWpnVo9hckYfIDLAABgAA2CgxgAEPERRZ1E0lICnyPtzzz1XfZ2fn5sHHngAIh6sdma1NuHhPhZDMAAGwAAYOAYGIOAhijqLoiEF/AsvvGBefPFFQ1d+8efHHnvMfOELXzCf+MQnDB2nOYaBhz5gAQEDYAAMHIqBC3O2XJjVpqn+jVktz8yF1giblVmeXWAd0nbB570zAQEP6DpDt2sB/+sPPWd+4q4nzP/y3qey1+vf+5T59w9+J7Ttxo0b9j1F6+uL3rk5PZmZ2Uy8Tk7NOfn4/NSciPvztZy412Yenp2Y0/P2Z+enJ2k9Pv/J6XlD+2S5eF/3I2xzbW1zcWaWi4VZ+FcqsDZmFZ4tzdmF5KThWVKmzufLsGlWZkNzRY/0D50tQ1u5zXStCryk7BYBuVnZslMbUHtlX32bJ7GOOdEs7bRYVNqv7LRYVPyW2GJhFqtNj/mX7Fgr19vZC/jNSvhUCnjyUUnkT8IfcvyM4X071xet402WEX3bni/tP/k7GXfMo+eLniccH4gBCHgMtM4T3q4FPIn3bz31onn2BZO9nvzOS4ZEPP176aWXwquLgE/FOQ3MtZmzkCd/WzE/N2vreyf6g/Bez81s1uVZOuDTMtUzMNaZsWsrXMGIE6ZyIbSLJgs8J/6CMLbitsszt6CHxbgiuGiBd2X3Ta/GetJm9cyLzdAWmzaKjMi+F7rLlVllUWJ6xv3eGiskeolW3aZ9fnb9Cv0n5kubFHtP2cULqC55AyNhTHl7hs2fEl/6vre7FGhUphWBZGsv4MPnUM8+bXlsdV2S62S8OT8H/ydzhLJXkk8927pxFVlTc4J/Hurxn/ttHvM64/jv/gwCHoOvs7jatYCnyDuJ97f81jOJgOfP9Fz/u5yA1wOCRLuPtCdintI5QW83AU3PFDc2Ij9fd7blZQYr8mg/4vNxM0ELshdy2YLrFmu7yDY9ywS7KDOMYVqgfT1904cyHIvNok7UY/Ppz5pn0UdVT/B71l5dxpg+V/qT+C8XS0lfQ8S+IV3NVtutFeFRmAnbyKg656d2yQ0l3y+l5We47mYN7Mh1Mt4Sjsi3Fd48B02CO0bgHWdSrBOP9FzeS9qxRwYg4Pdo7DARTbTOoQQ8C3mOxPPn4QQ8HZnxUXaKuCvhvZ7PjI3INz1LfEjl6aM3YnFI0uL+1McB2r8vhmnx9NFmWtBVpDksom3PEhFWWNSlWJDv7bhtSZ+MbWqvihwnz52AdEcuXLlBBFjxofMW6lblBRuo++NktNYfcT+zv2RN2Lcxncyj3pOdFUdkq81K297/dWO5NEtikOrTkXr/OfhwEj5Q9hhpm7txLXigfpCPlG/L5ah8BRtQvtVGjVGRLi1X8CvS7GMMQsDv2eD7cOpQdQwp4P/isa35P37jGbP5m609D09i/rICXp6BD0djhJ+DQN9uTSlyzs+bniU2JqEvj+iIupJ0uL+b6AzseC3sKBfJUoSLnzc94/PsIerqhVj47KNp4bMV0uL8a1t6ySKlTTYLJbHkFnsnBuNRGNdOLSIrwsC3kcoI7ZbtGO37Sn9kpLTRhiJ/Y7qS3fkelaHsTPbM/LYxq9XKbiBXdN45e+7LQzR+d3NRX64VA43zgBwTKl9pjaa5xY7Rit/Dc97UVdKVyt7lPQh46Vi8bxyMQwr4N/37Z8xHH3nR0HXICDyJ8yTi3hRlb3oWWBFHbsI9Xixw3eVkhbKuD092gZTRNFp05Wf5Z+ymZzQm6blYaM9ktNWKBiGkL5PejnshLqvzgIr82bqVmEzytpdp7XQg8dB/PNb6I0R1o7jqmq5lnCSCXfnE25/sutqIX6GRDDFLiMA36oX+fES/tXNdYKltHug8TuMZ+Fo76H7ylxfLh5pHkrEc+3YVu+i8EPB7MLI2+lQ/DyXg3/Y7z9rIO0XdKRI/1Bn4TLyT77PouRDkTc+Ym+yc/DADdarMoN3goS8DdtFUYt2K8ESoigU8E33iGY/TcCXBFhfaUtQubW/H9KWNQKjTM5C1Mz9Lm9bd1A/mqixA03I47aGvlf4kdqH+VP6ykIikK/bblkVR1tIG6sKcrejnI4WA177kz4jADyTiW/xbGm8JR8R6gbdSPvaluNIc5P665cqoBg9Cnpb2hnS7HYMQ8AMZdpwT6NXg2bWAb/oVmqeeM+b1731af4fVXO5LrE6Ul47TJF9aJRYS0S7EfPbM2ZKP2xyjv9Gnq40X2K+v/dximUS2wvysFuNksW56lrYhjZypfKGumKdr+jRdzJ8wYMWDFIxCrGbPqIxC+yid2NzYDUiysanUXehb0ra9PC/0xwppaRP/PQEtrK19WFS5Ptq+63RdBXUQ8GmZqU0g4FN7DMhWT67L403xlcwRru3lfHm/KF08nubGqRTxWTmWpxgY2JfdIOD3MnHlgOzLwbusZ9cCvvl34J82v/Gfnt+NgCdRHn7nnX8jXnzp1EbR+T7/hKT3WeszUQ5YGigacxzjZ5dj8SjLEqIqHHmRAs2LOPdMLZbVZ25R5/KSzQHlycRv3/T8u/GpCK35x4nO+DOGQSTY9nMZaRu47Zw2LUPZYdRzUKFfmf39WE/8WYuUq+NRdKRFbG5KPiDhZe0p0vG9hA1rRxbwhXaLYzR5PsxXJdu33atybVkQnCdjRdk64UbkIX825VPjJhXwVIcX8Z5XZobHZvX/M1Dlttmg73MI+IEN3NchY06/awHPfaWoetd/zRF4NZjhWwhqMAAGKgzQItxHfPVNz/Mbroeel6MA501QySdBQIZNBQv4hvZ3jfhXGCy1A/eUvWljLzZcsE+0DwQ8BlbnBX4oAX/vvfeaJ598slXDP/XUU4bSYgDHAQxbwBZg4DIM9D2z2jf9ZdqEPGAZDGgGaGPVtPHS6a/TZwh4CPjOgngoAf+5z33OCnOKrje9SLxT2us0QNFXLGhgAAyAATAABsCAZgACHgK+syAeSsBrKPEZExUYAANgAAyAATAABuoMQMBDwEPAg4HODGAyrU+msA1sAwbAABgAA/tiAAIe4q2zeEMEHhPTviYm1APWwAAYAANgAAzUGYCAh4CHgAcDnRnAZFqfTGEb2AYMgAEwAAb2xQAEPMRbZ/GGCDwmpn1NTKgHrIEBMAAGwAAYqDMAAQ8Bf1ABf9MbHzB9XxjQ9QEN28A2YAAMgAEwAAaOnwEIeAj4gwn4vsJdpsfkdPyTE3wMH4MBMAAGwAAYKDMAAQ8BDwEPBjozgIm0PJHCLrALGAADYAAM7JMBCHiIt87ibddn4GVEve/76iBZz81svs76tJ7PzHzdfXJZz0/M6Xn39NX2gK/MF7AVuAIDYGByDFycmeViYRatr6U5u9ia7WZVTSv/Z1H8T6MYC5cdCxDwEFidBdYUBPz56UlZqJ+fmpOTU3Ne8nfhWaOAp03CrN+G4LIDFPkwuV8rBpRIkkJnu92YVRBPXiSF8dzwLClT5/N82TQrs6HyeqR/6GxZFGnLs4vyvJqUvWj+L+K9AExtQO2VffVtDnYY8XipCdrVxmxWC7NYbRKbkbBdLM/Mhehbfk/aIi9ju70wZ8uG+4EnEuYttiTfhTa6cnPf0H3J2MasuA9Jfucn259Q5oh9J3wwivmoNjbaxlctn+of8Zj4lsv1vrK8SnbYx6qcoW0FAb9ngw/t0CHLH7+AX5v5bGbFtRXYcye06X320lF6JcrLAv7cnJ7MzOxkbuYnEPBDsoayr+NiLsQOzct20WRR5QRTEMZ2Ie7yzAm8sBhTvsJiS0LKld03vfJT0mb1zAvv0BabVoo9Tu9F53JlVkslJKwg5X5vi8J3MmNH+jDzi7fBIrUPCaeUAWWfzSo+Z4aWS7PMxLkrP/iC0tr2qPKkPiB/1QScFXPUVipXtlkwLfLXNxbMAK5ljpvGhrA1+z74vSlfbutUwKs5YevGXeDQf9Yb0HL787qukg4CXg5QvE8iIBqsXQt4c4V/um30maLvJ6fnaR8oui7FujpiQ3nikRvaAMzNers1ZQHPg88J+T5HckrtxT22J65gocSAEEOZMHYLshVgTc+KwlAKLKqXFmh/r296tWY0R1RFPTaf/qxtIPqo6gm8ZO3VZYz1sxJF1ofSL/R8ZVZJJFTwoDdDFfvwxiwVZGSTim0zloT96NnqzEX0SbCLjSDX48pV/eB0Nr/7K4PeiEgxGHxb6ROeN/gvsZnkhf1Y8XuSzwl0t7lznGr/JP7bbk3zuOe6d3+FgFeOw+CoQzaEgOez76zl6TP901e+x/dLfiLRfUIRchtxd0Kc0gVhXzgqw89ns/TMOwR8nYOS7XEP9to9A07E2WMtJFTVUYOwiLY9YwFl5/rCAi5FsHzfJX2yflB7pXjLmbALvW2Pa0cQBpmApbyFtib15ZHA3fsg78Mu6oh24PJVX71PE2EkxXXmJy5HXqnMpo1ZKdqu2iHtLQS4tYFtjz8TH9iMdRKf1fPyzGSnfsg+4b3jr8FPwWdi/gj3uuRjAe/ShjEaytDjrluZuxg3ugwIeOEUbRx8TieLoQQ8i/MuV0pD/6q+SUR6eqQmOUajz8NTPh99p7Ih4FPfV+2N8VNnEba5km2CQK9EuPh5IvK8zfkZn2cPRyVIMC1S4UZpw3MvysLntvTSx53EmFvsnbCLR2FcO7X4rwgDIRxDO2U7xv7etl/3NY1iBp9QWil2WSh3sXWSRm+uKrZt2jRRWyoReD5+s7DHnmTfxLEOmz+e8y9xi3m267pT81/MH+aAZDy05yMfUF47Rpm9pAzxnM/BV9IN7U8IeOWYoQ0+5fLHLuDt+XRx3v3k9NTMtVDv6G8I+DgRTplZtH2afrQLKIs1GrMkxuRneQ616RnnFQvt2UoILCsmhZC+THo7p3QRBkpE2rpFW2w50l/tZVo7HUg8XG5suT6Vopp2E2P7QmnYLvF9IsgScS5tFt8n6SUvjf6K9WX9SwS460eMsDNDKr/MI96nbRMiP2Mg9idrz7VO6+xf28DacaHmC2e/5nxsY8pPZdtyCuMr9R9/f4IZ2J/PIOCv9SDoB9oYBHzTERo7+HQEvq+At5F4PoYjrvIc/RZn4Hmiw7XfGIK92u1VXHwzwSYW4qZn2fye/lm9PQraMb0V4y0LeNZO/ad4bRvRx6wfnFZtCqrpOP1hr9be4YuFui3e1mRLIZqcmCJbsKinfG39puelIyzso4ptCz4KY1YI8HCP7X1x4X8tR7WTymMhWcyv0nN5uLb89a7iP46es80zO9bzSZ865ogzlz740JeXCfhWHjXru/kMAZ85eDeGlTAcy/uhBDyLcn86pnj+nZ5ROk5btakV8CfmhH7m8VR9gVX5mn4bPjlWY6P37iw8IvAYB1XGFEdItytW3GJZjM7qow2J0FKLcvIsbVu68Kp8Bb92TZ+mS+sMfFiRr0WoP76TPaMyCu1TItAKYiF2Q12Fvhz+mRPVtagptY/suFqpX5KxIph+kafwk5L6Owf8KzSUJ9soyPoLtrV5pH+UH4PtxeYgE4pUbizD9mfjywn5uVzZHr6HazdOC/7z46U8f7BdS/n4WbwmfvNfmJYiPhvvRd5ied361D89BPwoJ7r+jhwKEFnuEAKeRXvfq2xX8t7/HCT9Gk3f/7xJllMW8P5nJMUxHdoA4Ndoxsmr9CfeT8BHdhHUUdMohvg8e3Z+nOZwK4A5L0dZqc9uweajDsniTnmUKOyfnusW7WxYU1wEmtupz95zGWmbue0sfNMyZF/H7WMSPdyX5CpFsGeA++rGrRfMMh3bWDPj09i6Cunj/YKNMxaUPTMBzkcnfL9sfVSu96PmS+a37WZ/q3q4b7gWovAFv/F3WjQL9i8wbOOGfAU7EydFBj0jOcuHGYcQ8AXnYbEvTyi7FvAcUb/MtdVHyVGacn+ayigL+P7lNNWBZ7AnGDgcA7QIJ4K+ZS3omx6+PZxvB7E9CfDisRy9MXGiMROBLOBtOYcRfIPYpWXcoM7hxgEEPOAr7HLLwE1KwMOvnf2KCbbMO+xyzHahqC5H57r0s2/6LmUizaTGGAvwxrVFROAb08H3k/L9SH0JAT9Sx4wR7l0LeOrjINF3+BTiHQyAATAABsAAGDhiBiDgj9i5u94EDCHgd91GlIfIDhgAA2AADIABMHDsDEDAQ8B33qFDwGNCPPYJEf0D42AADIABMDAFBiDgIeAh4MFAZwamMKmhjVh8wQAYAANg4NgZgICHeOss3hCBx4R47BMi+gfGwQAYAANgYAoMQMBDwEPAg4HODExhUkMbsfiCATAABsDAsTMAAQ/x1lm8DRGBx6/QYJI99kkW/QPjYAAMgAEwsGsGIOAh4A8m4C8j3jnPrgcCysPkCgbAABgAA2AADEyFAQh4CHgI+CIDazM/OTXnxWeY4KYywaGdYBUMgAEwAAaOkQEIeAi0ayHgz09PzMnpuerruTk9mZnZTLxO5mau781mMe96Ht8X2FnPZ2a+rk2WVN+JOT2vPcf9Y5xk0SdwDQaOgAH6n1gXC7Noffn/4XezqqZdbaI9Ls6WRn4GK9E2sEWzLSDgCyIM0JSh2fUZeD4Oc5lr2UclQe6i6FUBP5dRdo66r818NjdrYiMT7M0iPBHw63m6OZAbBfU+31yUfVDuN9LCLkfCgBJJqbDZmFUQT14khfm74VlSps7n7WbTrMyGyuuR/qGzZVGkLc8uVLBA1hNFYNo/5UMvAKtpfDurdQXbqHIPdb8maFcbs1ktzGK1SWxGwnaxPDMXor35Pen3vIzt9sKcLRvuB57IJ97/or5kXiF7hza6cnPf0H3J2MasuA9JfucT259Q5kj8VOv/mO5Xx4bkIfrB2jnxtRuDtbFDPCa+5TnB+8ryKstjH+/ZRhDwezZ4MiFMrO7xC/jCBHh+ak6UWKaIuxPMJNRF9N2Kdn3PPz85NadzlbZSto3o6+M3lFbcow1FPVJf6MfEWJky52j7ofgTYod4t4smiyonmMKCaxfwLs/cgh4WY8pXWGxpgXdl902vbJW0WT3bqrJt2igyIndedC5XZrVUQiLMA04oLpcL325d1wQ+Sx9mfvE2WKT2IeGUMqDss1nF58zQcmmWmTh35QcuKK1tjyov2NvzWBNwVsxRW51fzi7Y/oJp8ncQ675/4TOnxzWOg5ItvN2KY8M9S/ngOUKV1ThOt3ZDGdlQ43brnod6/Ge9AW3uh2qP5KzHewj4Hsbah0PGXMeuBby5wr++dpIR+PCeIuTzdRL1keUm0XTJSUO+PE9lQ8Abh4b6ZVvwfjcTHuw4JTsKMZQtuG6xtots07OiMExF4dYKa3+vb3o5L2y3pjmiSkJA1q0/a9+IPhbqIQGRCFqVZtysK1FkfahtszKrJBIqeNCboUrfeWOWRVR9ZD6KNG/7jCXhE3q2OnMRfRLsYiPI9biIv+oHp7P53V8ZEr/pTUelL+P2p7DTXtpfGBuZ7wppfNuax6kU8I5TKdbJD4n/Wsf9cLbxAr50LKB0TzREixj6LCKMEbbCsQYWL/JazCvq2wsUqC/6LbfFEAKej8+wlqfP9E9f+R7fL7aTGJRM+fcU6Q6ifRvfr+cn5vRU5cki7S7qHo642Kg7Ha85N6d0/EaNgyjgFECAlQAAIABJREFUmfu5Was0Sdu5zeC/upFK7IV54BrZiRZPH0EjYa2ilWERbXvGAsqyU1jUpWiX77ukT3hsE+Re4Nv2uHYEYWDFhxR+NP8W2kr1UVrfp2CDpB353D22MWQFVJNfvE8ToSUFWuanUp/Jft6mWfqKbWs2Z7tLBm17/HGocD/WSb6pnpfnvmftKvUD93J+C/7zzMi05fHRPk4p32rj6ghjVIyxtNxCW0Ra2Z5dv3cCnkSJjgSW7olGWfGjvoxHIikX8SRk/HliEj3hvThnvOWzxwB11w7eZXlDCXgW512ulIb+NfWLONTHU6KwjgLelpGI65RDmcemteJ95hhfz0MdcixkeWjMsEgvbC6a/gLQ1Ec8w1xx7AzIRTIRcn4d4udNz/g8e4i00iK/SI9JuMXa8+RFWef0Yk20RzBYmMn7yXu32DthJ/68b+vtIuBTscA2mBQLxb6mf70IPqG0bFMp0LoI3ySNFm2pHaP9avf5CE05As/Hbxb2aIf0Y+0ITdrfWD/mtW62yP3UOA/IMZhwUbY38WfHKLMn8/ORmVGcgc/EhfuVDCvGE8Ehfz3DC50srzwjPPPHEzgSqZ4lZXtRpIzUzZFlByDv7u0yDQHvI+O0KeQvotqNY+RXRuMbxbWI4BNP6zltRPlIDG9Kyc5R+FcFvN4gg/XGTRjG7+7H75RsahfQENX055PlZ/lnbCns/LhKhC0958V2eWbOVkJgWTEphDTl75ve1pkLitzeSkRWhGzMl5epRUrSz0nMKa5Ppahm/MsCpWEfxfdJXzuKMFlPkr8aaY/1RT/4sUj+Cgy6fgSu+C9FtlxuO4t+/+VckT9tixD5k/DhGOYmZ/+w0eZxG/zj2pjame4V8hVsTvmobLrKo1LMRFaunTPUPFIol/Pv6jpLf2WDxDYJnShIuCIZZbTi/gqCpBQh5XpwHcPgKLdhDAK+8QgNDRgRGQ+cUeRcHFEJ9+0Ak0I/73cuyP3YsNF4KeJdXpnejhO9Ua19vsJ4wpjJ/QabTNcmdtFUC3Ee3RYLcSbmxLNsESURHRdaLYhzbjqmL20EdN1ZO/OztGn9uh/ucxSN4oiGtpeueySfrb2F/dP+eluTLUXk04kp6rsQxvJ7C8W+UVnCPuE9+17b1o+Xgo9CG4UAD/e47osL/2s5qp1UHvummF+l5/JwbQnwFPyX+a6Qpss49cEBtzlwZQQfer9kAr6Vx2Hm46KAn89LRxA4gukjkF5wSMESoKbIvBdMEDHDOC7Yeo8DfSgBz6Lcn44pnn+nZ5SO05b7H49oEZf2PPx8beh9OMNuI+nyt9o5ol7/C1F6HCff3Mq2FMeDP3cvj8vQuJBtkmXg/fGMGfiyjy/dYimjptF+ajFOFuumZ2n96cKr8hXm0q7p03RpnaEPVjxoEeqP82TPqIy+7avUW+hXaNNenzlRnURNVf1kx9VK/ZKMFcH0izyFn5RMvhTs/npi+aE82UZB1l+wrc0j/aPsGQS42BywOA/9oHJjGbY//JvvIT+XK9vD93DtxmbBf3q8JHOEs2uncZoIeMrn/S18nZVT5G14X1oBn37xzwn1NEpJxwfi/ZOTk/jrHSq6ScbXgkkeMSg5pyZ6Smlxb3goajYeQsCzaO97LbaRz6jPWKB7cS6i75Qv5e2SEfgwYaf+4HEi25eIdX3sDJH3lkhLal9pV7w/MtvYRVBHTaMY4vPsLgLNkVRvAyuAOa985hZ6jlonmwPKo0Qhi+bu6f0xCS0kK/ODi0BzO8VZfNt+7mvaZm5LSfhmQqJS7xjGCrWV+5JchTDi40tpX3MBFfqjmfFl2bpkud4u8X7BxhkLanxlAlwdt7L1Ubnej5ovmd+2m/2t6hmxD4PdD9bGgt/kd1rsOGLO5DzQb5wSJ0UGPSM5y6quPdmnGIHn/ylSCh0WJvYcMImQIDz42A1DWBJEfaOcXBauhx8w0Qe7FvAcUb/MtZtdJJv0nqPs8uhLiVcn8t3GVqYlW5Qi8IJvtVnIztiHcePsmoj7PQ36braLfkd62OIYGaBFOBH0LeOvb/pjtNm17lMiDlkklq5OmGcikAW8Lecwgu9a+69lfE/RNo0Cfit+NYYFvO1kIuCbftWDF76S6OFnOiIa70/RoMfc5ukJeLB0zDyib+D78gxQVLdPBLRvevjm8r4Zqe1YgDcKQRGBb0w30j6izZP6i3CLgGfIZCTT/yyejCSKYzSJ0A8wiAhl5Ut86TljrhfXMU2Cuxbw1Lfhou9gZ0zsoC3gEQyAATAABsDA7hionoFPjayOGagIfEgrhHy4Z0U8IvCpPXbnwH2WO4SA32f7Udc0uYPf4DcwAAbAABgAAykDDRF4FTWXEXcv4OmMfPoFWPX5ZG7m4dyxelaKxOvzwyGCnzYaTjyMPSDgD2N38A67gwEwAAbAABgAA5IB9z+xQihP6tyTdOA+30PAY/LYJ2+oC7yBATAABsAAGCgzAAGPzUvnzQsEfHkQYXKBXcAAGAADYAAMgIF9MgABDwEPAQ8GOjOwz8kJdWExBANgAAyAATBQZgACHuKts3gbIgKPX6EpD0xMWLALGAADYAAMgAEwUGMAAh4C/mAC/jLinfPUgMZ9THZgAAyAATAABsDAsTMAAQ8BDwFfZKD5p0+PfWJA/7D4gQEwAAbAABgYLwMQ8EXxNl6HHXIw7foIDUfTL3Pta4fz0xNzcnquNiv0H5Spnzet/PRpnlcwsp4Xyt6abeH/RaCfXg3/aZnOR+lLP6+a3Tsxp+dcf/NGg3/qtbH9GAOKC7Ytrn3HGdKDmaNlgP4n1sXCLFpf/n/43ayqaVebyMnF2dLIz0drP6wzO19nIOABVWeoxi/gS4L81Jxvt6Yq4OfuuZs0WQyL/7hMimz6/w+kmPb/N0L5fx92E7Sut1XAh/9vwfUliP3Aafq/IlP5IU1xAzA365A3LhpYJGCLUTKgRFIqbDZmFcSTF0mB7YZnSZk6n+fAplmZDZXXI/1DZ8uiSFueXZTn1aTsRbNw8wIwtQG1V/bVtznYYcRc1wTtamM2q4VZrDaJzUjYLpZn5kL0Lb8nbZGXsd1emLNlw/3AEwnzFluS70IbXbm5b+i+ZGxjVtyHJL/zk+1PKHPEvhM+GMW8URsbjeNLstLsa+Ix8S2X631leZXssI/3bCcI+D0bfBTwX7LP4xfwhQmwKGpnPmKu/rOyGYldfc9H6PV/MkblWrFdSZ8I8blZV9rBGwIrwkOZW8ORc37urhR5lwL+3JzaDYi/t+Y2laP/U2YPbS+wfclxPF5bCrFDfbOLJi+0TjAFYWwX8C7P3KIdFmPKV1hsSUi5svumV35J2qyeeeEd2mLTSrHH6b3oXK7MaqmEhBWk3O9tUfiO17/cP3+VPsz84m2wSO1DwillQNlns4rPmaHl0iwzce7KD76gtLY9qjw5xshfNQFnxRy1lcqVbRZMi/z1jYWykawf702wW3FsqLGbjC/yS/dxkwp4Ve7WjbvAof+sN6D7GIcQ8BgUSdSjCbpdC3hzhX9N7Sw9k5Hw8N7/j8Kl9HQviZZrTrzYDmX55415dJkyuk/5bZmn8ViP2DTEeoSAX89d9P381MzpeJDYAGxpIyLy1/qI+1gwx8uAEEN2MY4LMC/kVoA1PSsKQymwyP+0QPt7fdOreaE5oirqsfn0Z81iQWSq+qzoLGxIxutT7qMSRYnYYp+szCqJhAoe9GZI28V/5o1ZKsio/IptM5a4vX5DuTpzEX0S7MLuXI8rV/JVFvB6IyLF4Ph9J2xSsfvwfSj5T48n/Vm0Oxvn4pkX5G5z5zjV/kn8t92a5nGflr1L20DAHwzA4Zy6S0BkWUMIeD7/zlqePtM/feV7fF+2K7zXR1z8cReKbkcBHN/boy+n6ljMyak5natz8TMfsSeBnByh8WI7CGUhrr1Yp8i5PH+eCPyigF/HDZWsL4nouzPwIUrP9UPAR9thXB+BLWjx9KKdFlx11CAsom3PhNAqCje5mMv3lqGCUMjS8FzeIBg8j3aht+1x5QZhkAlYKrNQt+I62EDdD3PiSO9HO7DtVF+9TxNhJMV11QdcHtuvaWNWirardkj7Uf2SQdsefyY+3Kf8rk7yTfW8PDPZqR+yT3jv2C77KXLlnofxJf1YiKDr8UK+W23qZaTjrtwWXeYQnyHglWOHMPKxlDmUgGdx3uVKaehfk01JrIdz4d6/UjhLMb9NovBp1FrmsfWRQJZi2YrztTk94XPmaX6bx4t0qjM9DqM2CSTQrQAvR+BtO2nzYL9kG7/Eup5z3T6CLzcY8n3YAGABaGIHz8bDh1wkEyHnxzQ/b3rG59nDUQkSTItUuLnF2vfbi7LO6eX60UmMucXeCTvxFwVbr4zcUnsqwkAIx9BO2Y6xvy/2NY1iBp9QWil2WSh3sXWSRm+uKrat2ZxsSm2pROD5+M3CHu2QfixH4GmeKXGL+afr/NPsv2x8sf/8ufW2cUP82TKYPTWmwnM+B19JN7Q/IeCVY4Y2+JTLn4aA53Ph4ouo2zQyngl4KXQL78NmQAp4wQ2Xx9fExyrKTmlCeepZegSG2ixFPgv12BcqK24K/Dn7INQpHefpOikiXeI74WPc3y8bdoFksUZ+IDEmP8soWtMzzisW2rOVEFhWTAohfZn0lpOaoJB2UyKyImQja+1lWjsdSDzEdso+tr13fSpGRoNYpzTso/ie+hryJeK8XGeSXvLS6K9YX9Y/K+D5i7auH04oyi/Aqvwyj3iftk2IfNu2cn+y9lzrtM7+qRDvPr7axg09p7Jr6VL/8fcn1DyyB/9AwO/ByMcy8MYg4BuP0JAv+Vy4/+UZK5aV8E5EtP3Sal3oJlF4VU70K3+RNUbGwzMp0im//aKsn6DlM2o7PQ8CXE3i5+f213S2ajMS6snyR6GfpAHvjX+9ga0UdwfgxS6aSqznZ73FAp6JOfEsaz8t8nGhbY+CdkxP4kyUW+Qoa2f+Zbg0X1M/2E9KtGT95XTjuFp7V+3kbU22FJsSJ6bIFizqqS9t/abnpSMs7PuKbQs+Cj4RAjzcY3tfXPhfy1HtpPKY5WJ+lZ7Lw7Vlni74r+C7TGgHuzbz45gjzlw9wYc+f15uc3kZL6EdVxuXEPA7MuRQDhpTuUMJeBbl/nRM8fw7PaN0nLZslxh1DufD52v7ZdTqOfTar86ISHyImEsBT0dv+DgNlxE+i0EZRDqJfCXwwzOfPgh43hDMzCwT9FqYx7Tz03QDEDcqhaM94L5lgRA+hK32ZCu3WIYoa2J3tWAni3XTs9SP6cKr8iX1uXxd06fp0jrDXGVFvhah/jhP9ozKKLRPiUAriIXYDXUV+nL4Z05Up1HT1FZkx9VK/ZKMFcH0izyFn5TkLx9zf/lXaChPtlGQ9Rdsa/NI/6Rtc0doKALvyrHRdxbnXL/1WSzD9od/8135jstpssfhfaZsEPp56PsF/2VjSPhb2b5t3CR+Y38LX2fjvcjb8DaCgB8NkMM7+6qTwRACnkV732uxLzbC7Y6dONHtxa0S1klUvW8EnoW9L5OPsdj67JdohUi37TkxJyfiXhNvQcALFuQXc62YjwLe1S3+emDzz83cttEfqaF2lsptagee7UmwCj/D5uFn/OKxBIqgRjHE59ndc46kehvaxZsjrvKZW+i5zGRzQHmUKGTR3D09/9ylaGeDL10EmtspzuIn4iNtM7eFhV5ahuzruHki0cN9Sa5CGPFZcu6rm+e9YJbp2MZWOIlyfRpbVyF9vF+wccaCsqcSgbZtsn5bH5XrWdB8yfxtmwXuH65qLi74TXynJR0bYnzxdw7CX2Waxw1xUmTQM5Kz3FxeUa/swLcQ8Dsw4lDOGVu5uxbwHFG/zLWbbaLYdUdP+Ey5EL0VAR8i+OrIS4i6W3Ge/sKMaxPV6SLn8T948vdY/JeuJM59mfFcO7dXXysbAr2B8MeI9C/hdLOdWrwwTtRCAvtMnSNahBNB38J43/RTtw/ar8a43WSJzUIQg/qeE/CZCGQBb8s5jOCDT5VPW8b82O0FAT9xB+4TsOkJ+IkN1k6RcrkpmVj/MNawCRgNAxTV7RY1d3Ns3/QYm/tcm/ZSFwvwRoZFBL4xHfjYi8+O3AcQ8Efu4F0Okl0LeGrbcNF3TJC79D3KAk9gAAyAATAABsbDAAQ8BHznqOAQAh6TwXgmA/gCvgADYAAMgAEwMA0GIOAh4CHgwUBnBjCxT2Nih5/gJzAABsDAcTMAAQ/x1lm8IQJ/3JMBJnv4FwyAATAABsDANBiAgIeAh4AHA50ZwMQ+jYkdfoKfwAAYAAPHzQAEPMRbZ/GGCPxxTwaY7OFfMAAGwAAYAAPTYAACHgL+oAIev0IzjYkCEzr8BAbAABgAA2BgPAxAwEPAH0zAX0a8cx5MIuOZROAL+AIMgAEwAAbAwH4ZgICHgIeABwOdGcAEvd8JGvaGvcEAGAADYKDEAAQ8xFtn8bbrM/AcTb/MtQRz0731/MScnneYBNZzM5uvO9ukqU4862BvjD+wBgbAwBQYoP+JdbEwi9aX/x9+N6tq2tUmzo0XZ0sjP2PdiLaBLZptAQE/hYljJG2cjIA/PzUnJ6fmXNitLuDXZj6bmzWnJQE/m6UvVRYmleZJBfaBfS7NgBJJqbDZmFUQT14k8bjdNjxLytT5vK9smpXZUHk90j90tiyKtOXZRVmUJ2UvmoWbF4CpDai9sq++zcEOI2avJmhXG7NZLcxitUlsRsJ2sTwzF6Jv+T1pi7yM7fbCnC0b7geeSJi32JJ8F9roys19Q/clYxuz4j4k+Z2fbH9CmSP2nfDBpcf2vspIOFM+bXom2kc8Jr7lcet9ZXmV7LCPRRn7sBME/J4Nvg+nDlXHZAQ8+dQL8fnaTYq9BDwi8MlCOhRPKBcLdsqAEDs0hu2iyQuwE0xBGNuFuMszJ/DCYkz5CostCSlXdt/0yodJm9UzL7xDW2xaKfY4vRedy5VZLZWQsIKU+70tCt/UplzmCK/Sh5lfvA0WqX1IOKUMKPtsVvE5M7RcmmUmzl35wReU1rZHlUf3+UX+qgk4K+aorVSubLNgWuSvbyxEfVwvrtEHbbbIOBL2bHqmyk0FvJoTtm7cBQ79Z70BDdyosnd5HwJ+QOPu0lFjKGvXAt5c4V/NHuenJ+IITIyu5wL+3JyeqEi7jrzLzxD13SdRjCnYaicMCDGUCWMhwJqeZYu2KDO0kRZoL7r6pg9lOKHQHFEV9dh8+rMQG/a56KOqJ8x/WXt1GWP9rESR9aESvouVWSWRUOk7lb9iH96YpYKMbFKxbcaSsB89W525iD4JdrER5HpcuaofnM7md39l0BsRKQaDbyt9wnPhk8RGkg+dpumZTusEutvcOc60fxL/bbemedzn5e/KhxDwCQDDGXpXDjtkOUMIeD7/zlqePtM/feV7fL/JDlbEz9Iz77mAh6+bbIhn4OPwDNDi6aPNJFTVUYOwiLY9YwFl5/qCcJMiWL7vkj5ZP6i9UrzlDNmF3rbHtSMIg0zAUt5CW5P68kjg4X2W97nUpmgHTq/66n2aCCMprjM/cTnySmU2bcxK0XbVDmlvIcBtn2x7/Jn4wGask/isnpdnJjv1Q/YJ70s8BX8sz8yZsHsyvmrPpI/9e/LdauNYCGWIdGHusfcamBF5qu2+QhoI+CsYbwiHjLnMoQQ8i/MuV0pD/1rtROfgxdn2soCnKHwq9LfbtZnLM++F8/StdYOpdv/ARrBRCwNykUyEnM/Hz5ue8Xn2cFSCBNMiFW5usfbCyIuyzullHzqJMbfYO2EXj8K4dmrxXxEGQjiGdsp2jP29bb/uaxrFDD6htFLsslDuYuskjd5cVWzbtGmitlQi8Hz8ZmGPPcm+1Y7QpP3FmrKDjYke25KzpmeF8UL82THK7Kk04Tmfg6+kG9qvEPDKMUMbfMrlT0rAK792FfDrOR2rEV9qhYCH0FQsTXkMT6XtdoFksUb2pwVYfpbnUJuecV6x0J6thMCyi7wQ0pdJb/moCUIpTJSIlALDliHT0vv2Mq2dDiQeLseS61Mpqmk3MbYvlIZ9FN9TX0M+8nlLv5P0kpdGf8X6sv5ZAc9ftHX9iBF2Zkjll3nE+7RtQuQXOdBc4HPmG7JbgYlg56ZnBZtTPtoc07XEWSiX81L5/NdCvreHKwT8HoxchG2C9Y5BwHc5QpPY20biC2fd7Zl2GYH3Z+Lpvs9zcnru3suI/AT9ltgD7ceGZOQM2EVTifV8cXYCykags8VZPMv6Ko7ldDq72jG9FeMs4ioCK2tn2xGYpn5wHWpTkPWX043jav9aUhU63tZkSyHOnZhSwth+IZhFfqlvVFbpCAv7qGLbgo/C/CkEeLjH9r648L+Wo9pJ5THLxfwqPZeHa/95WnFDPgpCu+lZwdaOOeLKcRJ86NOGckPew4xDCPjggNIkgHtyohpKwLMo96djiuff6Rml47SyXfzeRc+1WHdHZJoi8PP5iZmpM/PbrRP089P8Jym5PlwxPsDALhlwi2WIsiZzs3sWjowkQqvpWdq+dOFV+ZL6XL6u6dN0aZ2BERIRyRl5JzJtn7JnVEahfZSOBSFvQITYDXUV+nL4Z6K/lfaRHVcr9UsyVgTTL/IUflIysaeLwlp+KE+2UZD1F2xr8zRsCoLtXTk2+i584exL5cYybH/4N99DfuZDtofv4Xp5Tp1Pw/yRjKmmZ7nNE7/xz7YKX2fjvchbXu7l+1YuCwK+MpHs2tDHUN4QAp5Fe99rX3s2CfjG/+AJR2j6R0IwpmCzyzBgF0EdNY1iiM+zZ+fHqS67WHNejrLSoucWbj7qEBZ3zqNEYf/0XLdoZ0PfXQSa2ynO4hfEBreZr7x5ScuQfS0v8n3nyqHSk+jhviRXIYz4LDn31bXFC2aZjm2smfFpbF2F9PF+yoVtT8aCsmcmwONPT9r8tj4q17NA6WWZMn/bZoH7h2vPuVRsrtR3XdL/P0GMvYKNiZMig96fOcuHGYcQ8AXnDTWBTb3cXQt4jqhf5trXlnUBryP2hc84QtNzElULH8YY7DdCBmgRTgR9Sxv7pu87RyH9yOcNu8mqbEKS4zpOwGcikAW8Lecwgg+MjZyxljlI+w8CvqfBtAGv0+cpC/jr5Cf09bgmafhzCH9SpK5b1NzZv2/6IdqMMg86FliAN2oGEYFvTAdfHtSXR+IbCPgjceQ+BsOuBTy1eR/R933YBnVgQQIDYAAMgAEwAAb2xQAEPAR85z/vDyHg9wU66sGkCgbAABgAA2AADBwLAxDwEPAQ8GCgMwPHMvGhH1jEwQAYAANgYMoMQMBDvHUWb4jAY7Kb8mSHtoNfMAAGwAAYOBYGIOAh4CHgwUBnBo5l4kM/sIiDATAABsDAlBmAgId46yzeEIHHZDflyQ5tB79gAAyAATBwLAxAwEPAH1TA41doMJkey2SKfoBlMAAGwAAY2BcDEPAQ8AcT8JcR75xnXwME9WAyBgNgAAyAATAABsbGAAQ8BDwEPBjozMDYJjC0B4sqGAADYAAMXEcGIOAh3jqLt12fgedo+mWufQfren5iTs9Lk9y5OT2Zm7XlYG3ms5mZFV7zdSmvv7eem5PT89yO56fm5OTUnAvG1vOZCWXpfJS+UHfeHtmXtZmrOqRtqD7KX2yfaJfMg/cNvobNcs5hE9jkOjBA/xPrYmEWrS//P/xuVtW0q02cYy7OlkZ+xvwbbQNbNNsCAv46TDw76uNkBHxROEvRKweFFPDi/npuZvN1ujDTPSmw/fP65mBrzk9PEvHcKuBDndQuIfaDD+l+7AuVHzYExQ0Ab05E30JZuIcFYmQMKJGUCpuNWQXx5EVSYLnhWVKmzuf7b9OszIbK65H+obNlUaQtzy7SuYPbmZS9aBZuXgCmNqD2yr76NnP5Y77WBO1qYzarhVmsNonNSNgulmfmQvQpvydtkZex3V6Ys2XD/cATCfMWW5LvQhtdublv6L5kbGNW3Ickv+PO9ieUObKxKOw+rnlS+lz7TD6Tftg6xqS/2S+FfhKPiW953HpfWV47ljWk7SDgC84b0uBTLnsyAp586sU2i9uSyObodBDlMpJdEvCSFRLLVmxXovaJEJ+bdVFcx2i/bWcoc2uyttmNAwl3KeDPzemcIvz+3prbtDVbKkv2R7Yd7xOhMOUxeVxtF2KHGLWLJi/QTjAFYWzFYJdnbkEPizHlKyzcJKRc2X3TK9GVtFk988I7tMWmTUWG86cXncuVWS2VkLCClPvtRclUBaD0YeYXb4NFah8STikDyj6bVXzODC2XZpmJc1d+8AWlte1R5cm5kvxVE3BWzFFbqVzZZsG0yF/fWGhm8Dmd48i+Nf6dT1M+0rThmfRr4X0q4NWcsHXjTpZlBf0BxiEEfMF5KTAYQGyPXQt4c4V/3CZ9pYh0jJyTuHYR6JKAd3ljmqSsjgK+McJeYKs9An9qI+92UyEEeKxHCPj13EXfz0/NnI7wiA3Adtt8tCbpa6GdeI5xf3gGhBjKhLFbrK0Aa3pWFIZSYJGfaYH29/qmV2OnOaIq6rH59GfNnOijqif4JmuvLmOsn5Uosj6UfqHnK7NKIqGCB70ZqtiHN2apICObVGybsSTsR89WZy6iT4JdbAS5Hleu6gens/ndXxn0RkSKweDbSp/wXPhE8p/5LvVxYvMW20ZeHKfaP7qs5nEv2ttSb1/fQsDv2KB9HTCl9EMIeD7/zlqePtM/feV7fL/JblbEz+IxE0pbFfA2Un9iTmwkWwy0koDXUfS5F9tBaAtxbevMz5+3C3hxbEfWl0T0Xd9ClJ7rh4BHZP2o5jMn4uyxFlqoVYQrLKJtz1hAWduki7qdR6QIkO+7pE/sTe2V4k3MJz6dXehte1w7gjCw4kPnLbQ1qS+PBDbNi2N6Fu3ANlJ99T5NhJEUaJmfuBx5pTK9TbP0qr5g19p9/xchyaBtjz8TH+7HOonP6nl5ZjJ0eL4/AAAa/klEQVRrl2w/3rcxG+YA8p9nRuaRz1N/xMi8TM/vKe1q41gIYzQwosddAzMiD5e9yysE/MAG3qWzDl3WUAKexXmXK6Whf622sOI3nv+uCXi6f3JyYuZzeqkz7vK8O4lkKlOKZfvl0HX6JVh+zlz5L6q6TUU8MhOO7XAdJNCtAC9H4PlI0OxkbubiDPx6Hvto83N5+ho2AFgUWtlh3+HaPs4GtJFcfBMh5+vk503P+Dx7OCpBi/wiPSbhFms/Lrwo65xe9r+TGHOLvRN2QkT0EfBCOIZ2ynaM/X2xr1sj/Rh8Qmml2GWh3MXWSRq9uaqJrtp9FvDlCDwfv1nYY09yI1Y7QpP2F3NSj3Wpwr/kh+3JcwR/5qtNy1wVxgvls2O0kiY853PwlXRc31BXCPiC84Yy9tTLnZSAV34tC/i1mdsoOolgdeSkFoHXAn0bv6gaj7mIyUj90gyl4XP5JMqTX4dJIugUzZeCn4V6jPKnmwJ/zj4IdUrHeUR7lF2mziTaf5y+tQskizVilsSY/CzPoTY947xioT1bCYFlxYAQ0pdJb8dUg/Czz8lPSkRWhGxkur1Ma6cDiYfYzj4Muj6Vopp2s2X7QmnYR/E99TXkS8R5uf4kveSl0V+xvqx/5K/AoOtHjLAzQyq/zCPep20TIj+wUu5T1qZrnj7hv20eSGylxmLyzEXYaXOclC/SpP7j708wA/vzHQS8cAoGRzN4YxDwXY7QJH60kXgphP37+dr+Qsx8XRG6PQS8PW9uI97psR3bDinSbVuEqJbPiMNEwCtfnJ/7n6OMAj7pZ5a/IR2YP2hkOfMb/JH4wy6aQSj5cZAJNiegbAS66VlmW1q440Jbitql/umY3orxWG5aRq0P+k/xaszXzmknfWoWIsV2JPl1ncN+tvYW9k/b521NthSbEuLBHWdgUU9tbOs3PS8dYWEfCX6kPTKWhD2EAE/bTdH5C/9rOUrAS1FZzK/Sy7bgfTIvZDa39hEcZL6r+FjnK9jZMUe+d2VUgwchr2hHuCfYGegeBPxAhi3DNrxDh6x3KAHPotyfjimef6dnlI7TlvoZzoQnx0f4vHgurten/AsuQlQzD20Cnp6HaLz/JZrwWfg5iHRKo9oQnvn0QcD78qgfIaLOZWphHtPOT8Wv0Pi/DLhov/rrAvcR1w4LBNsd19KY2+09t1iGKGvCp1qMk8W66VnqtzRypvIl9bl8XdOn6dI6g42syNci1B/nyZ5RGYX2KRHYdhQg1F3o2/6fOVHddOzHCqeV+iUZK4LpF3kKPympv3PAv0JDebKNgqy/YFubR/pH+THY3pVjo+96o2l9Fsuw/eHffA/5uVzZHr6HayOXyoYp/8qnyRyxMSvhK/KL/BKyrjPxm//CtBTx9DyZp4q8De9LCPhRTGzDO1oDepnPQwh4Fu19r33bXz5CQ3bvGYHnzYEX63yMxQplEvVSpNuIuztjX/5PpJTfg4AX922Z8a8Grr1uI+DqFpsPm3/u/zMqf6SG2lkqF9xDvI+NAbsI6qhpFEN8nj07P079oIU9RFw5ykrjyC3qfNQhWXQpjxKF/dNz3aKdDXZ1EejYxyBmbfu5jLTN3HZOm5Yh+yrmjYY29J07d5Xeiqbgo2gDKYz4LDn31dXtBbMQYKFNmhmfxtZVSB/vF2ycsaDsqcSjbYOs39ZH5Xo/ar5kfpuP/a3qGaHvgr1H0LZG/u04YrbU2JC+avE1cVJk0OfLWVZ17clOEPB7MvSYBsBl27JrAc8R9ctc+/ZhJwJeRt2tOC/9D6e0IXCR81inv8fiv3TlL7GWnmX3VCSfGdYbCB+Fpy/MJmftOT2uEPHXmAFahBNB32KLvun7zlFIP3Ihm4hDFomlqxPmmQhkAW/LOYzgA2MjZ6xlDtL+g4DvaTBtwOv0ecoCfhJ+6hQp10dojmtCmoSfMGccwcaHorp9IqB902NcHt1YZgHeOP5FBL4xHfg4Oj4O4G8I+AMYfarg7lrAkx32EX2fqr3RbixyYAAMgAEwAAbAQIkBCHgI+M7RtCEEfAlK3MNkBQbAABgAA2AADICBOgMQ8BDwEPBgoDMDmEzrkylsA9uAATAABsDAvhiAgId46yzeEIHHxLSviQn1gDUwAAbAABgAA3UGIOAh4CHgwUBnBjCZ1idT2Aa2AQNgAAyAgX0xAAEP8dZZvCECj4lpXxMT6gFrYAAMgAEwAAbqDEDAQ8AfVMDjV2jqgxMTF2wDBsAAGAADYAAMlBiAgIeAP5iAv4x45zwlmHEPkxwYAANgAAyAATBwHRiAgIeAh4AHA50ZuA6TIvqIxR8MgAEwAAbGzgAEPMRbZ/G26zPwHE2/zLU4sOh/Mj05NeeJT+l/Lp2bdXJPTkzy+drMZzMzK7zma5kH74v2r9oY9oK9wAAYmDgD9D+xLhZm0fry/8PvZlVNu9pEW1ycLY38DE6ibWCLZltAwEN0HI+A327N+emJOTk9j30qino5KKSAF/fXczObr2M5CSeUZ1Z5LjcBTRsHUVdSNu5j0r7GDCiRlAqbjVkF8eRFUhg7Dc+SMnU+b2ubZmU2VF6P9A+dLYsibXl2UZ47krIXzcLNC8DUBtRe2Vff5mCHEbNTE7SrjdmsFmax2iQ2I2G7WJ6ZC9G3/J60RV7GdnthzpYN9wNPJMxbbEm+C2105ea+ofuSsY1ZcR+S/M5Ptj+hzBH7Tvhg1PNzl/Hl01TH6HZreUx8y+V6X1leJTvs4z3bCQJ+zwYfNfwtthh9BN623wny09OTYiSdo+sk8tdzFW2X0fsmAW83BSfmZKYFeroZsOVXNwGYrKc8FtD2IfgVYofGsl00WVQ5wRQWXSsGuzxzAi8sxpSvsNiSkHJl902v7JC0WT3zwju0xaaVYo/Te9G5XJnVUot8esb9dkJDC9/JsCl9mPnF22CR2oeEU8qAss9mFZ8zQ8ulWWbi3JUffEFpbXtUeXZN8X4hf9UEnBVz1FYqV7ZZMC3y1zcWzACu/TlWY7c4vpx/lkvBkfSxf0+cRTZUuV7gBw7950OMQwj4gvP6g3M9BtuuBby5wr9uPqJouBbZ2leVNA0CnqP8JNAbj9ZQGXJTANaSCFs3H2p/4fP1sZsQQ3YxjsKVBZBdZJueFYWhFFjEEy3Q/l7f9GpMN0dURT02n/6s2S6ITFWfFZ2FDcn4GVGiKBNb9HxlVomQEjzozZC2i//MG7NUkJGdK7bNWBI+oWerMxfRJ8Eu7M71uHIlX2UBrzciUgyO33fCJhW7H6YPejzpz1vDfkrsX+hD5MVxqv2j8zeP++HsBQFfcN5h4BvOybvqzxACns+/s5anz/RPX/ke3y/1iSPqfIRGCmwS3UWxTSJ7dmJO5ursfFXAU5T9xJyeb822RaBT/dyWUntxb/zMw0eH9JETcfZYCwlrddQgLKJtz4TQKgo3Kdrle7s2FIReloZtlAsGzY9d6G17XLlBGGQClsos1K3Wq2ADdV/XO7bP0Q5sO9VX79NEGElxXfUBl8f2a9qYySgr51PtkHa1Al4c87Ht8WfiA5uU39VJvqmel2cmO/WD24ZrG8eRK+fHML7Ij+Qvb/e2cUPPV5tCGZ6HNH8DM5KfAd5DwA9g1DbIpvp8KAHP4rzLldLQv6oN13MvmuVZdHVUZhYj5+v5iTk5OTHzOb1IzOdp7T2OpCeinerwYp45ouM1vozihoHT4Vr3IWwD26g/UydCzvPBi2jTMz7PHv4cToJpkQo3t1h7ceRFWef0ktVOYswt9k7Yib8o2Hpl5JbaUxEGQjiGdsp2jP19sa8uOsqbtOATSivFLgvlLrZO0ujNVcW2NZuTTaktlQg8H79Z2GNP0o/lCDytXyVuq+va2H06mvZVxpfyK88dNXvTcztGmT3Vv/Ccz8FX0tXK39V9CHjlmF0Z9hjLmZaAT6MV5Qj82sznp/5XatZmziKdmKhE4HVUXX+WfqdnOEKT+kHaB+9hmxoDdoFksUbjkcSY/CwFftMzzisW2rOVEFhWTAohfZn0lEcJhHK/lIisCNmYtyYyIzfWTgcSD7GdsT3t91yfksiotZ+MkFIa9lF8T30N+RJxXq4/SS95afRXrC/rixXwHIF3/YgRdmZI5Zd5xPu0bULksy1wvUQQoz6+9GYptX/ODz2nzTFd5VEpZiLLTzxm37PIy+X8u7pCwGOgdB4oYxDwTUdo7KDwEXgS7NVoOkXI52v7izXzdfrF0zCwigK+FtWvnbMvROjBW2fegi9gs2tlM7toKrGen/V2AspGoDMxJ55l7NAiz2KrSxS0Y3orxmO5RXazdjqBEERp1tamfrA4UKIlK4PTjeNqhZSwf2onb2uypdiUODGlhLH83kKxz1RW6QgL+6hi24KPQhuFAA/3uO6LC/9rOaqdVB6zXMyv0nN5uPaf8wq+c0J7E7+3oJlg3yh7O+ZozDhOgg99Oleu/KWpw4xDCHjluGxg4nkYSEMJeBbl/nRM8fw7PaN0nLbqp3CEJl2wShH49Smde+8h4EnUZ1+KdaLeHpeh4zPiV2fsJkJG9cFSYKnqP9joGtvILZZlQeuehSMjyWLd9CydB9KFV+UrsNc1fZourTOwbkU+R5YpjROZtk/ZM3peaJ8SgVYQC7Eb6ir05fDPRH8r7SM7rlbql2SsCKZf5Cn8pCR/+ZjL41+hoTzZRkHWX7CtzSP9o/wYbO/KsdH3TABSubEM2x/+zfeQn8uV7eF7uF6a02wM1e3bNl4Tv/lxKkV8lr/I2/C+hIDngY9rq3AYQsCzaO97LQ7ycP5cnUv3vw9fPpPeXcDbIzFCoHMb5P008l+LzA8/sLltuMLWk2HALoI6ahrFEJ9nz86P09xtF2/Oy1FW8r0TanzUIdkcUB4lCvun57pFOxvWEheB5naKs/iJ+EjbzG3nzUtahuzruFkn0cN9Sa5SBHsGuK+OXS+YZTq2sWbGp7F1FdLH+wUbZywoe5KPdJmyfvtMCHjNl8xv83VjZjLjl31ywGs6NsT4Um3KBHjheZFBz0jO8mHGIQS8chwGi5q0hH12LeA5on6Za8lP9IVU++swNqpe+TIqf0k1CPHuAr5UJ+7VeYFtYJsxM9C2iOu2902v8+PzxMeD3WRVNiHJ0QwnzImXRASygLflHEbwgcGJMyj0GPkSAl4ZBIDXAR+7gIfv6r6DbWAbMCAZoKhunwho3/SyLrw/CvZYgDdqBhGBb0wHJo6CiQP7GAL+wA6YEsS7FvDU911F36dkR7QVixcYAANgAAyAATBwFQYg4CHgW8++M2BDCHguG1dMZGAADIABMAAGwAAY6MYABDwEPAQ8GOjMACbWbhMr7AQ7gQEwAAbAwJAMQMBDvHUWb4jAYzIacjJC2eALDIABMAAGwEA3BiDgIeAh4MFAZwYwsXabWGEn2AkMgAEwAAaGZAACHuKts3hDBB6T0ZCTEcoGX2AADIABMAAGujEAAQ8Bf1ABj1+h6TZQMaHBTmAADIABMAAGwAAzAAEPAX8wAX8Z8c55GGBcMZmBATAABsAAGAAD140BCHgIeAj4IgNrMz85NefFZ5gor9tEif6CeTAABsAAGBgTAxDwEGjHJeDXc3Nyel7s0/npiZnNZmY2OzGn5zQRnZvTE/osXidzM9f3ZrNqmWMazGgLFhcwAAbAwEAM0P/EuliYRevL/w+/m1U17WoT23hxtjTyM/wXbQNbNNsCAh4Cvih2SwNn119i5eMwl7mW2mfvBQG/NnMpzIsi/NyczmWUnaPulHdu1sRGKE8OJC/85+u67c5PzUmxTlkO3lf9iHFZZ+uYbaNEUipsNmYVxJMXScEWDc+SMnU+PwZtmpXZUHk90j90tiyKtOXZRdl/SdmLZuHmBWBqAzFn+LKqdQXbiDyHvFcTtKuN2awWZrHaJDYjYbtYnpkL0eb8nvR7XsZ2e2HOlg33A08kzL3/RX3J/ET2Dm105ea+ofuSsY1ZcR+S/M4ntj+hzJH4qdb/Cdy3HEmfettbO8v7/n1t7FA5iW953Hpf1epJeNmDvSDg92DkfTt1qPrGLuCTaPrJqTmd+0g7ielwHIbEN0fgtcgn0a7v+eh8yL81W1veiTlhkZ8x5Oo4OUHkfigWUe4xLvZC7NCYsosmiyonmMKCa8Vgl2dO4IXFmPKxoBLjlhZ4V3bf9MoPSZvVs60q26aVYo/Te9G5XJnVUgmJ0GYnFJfLhW83553QVfow84u3wSK1DwmnlAFln80qPmeGlkuzzMS5Kz9wQWlte1R5wd6ex5qAs4KQ2ur8cnbBfhBMk7+DWPf9C585Pa5XmdsTPqTv9PvGcbq1G8rIhhq3W/c8cOg/6w3oVfrRNS8EvHYsPidREAnSrgW8ucI/2a7kvYyYk9C2UfIo2tcs6snP67mZNUTR1/OZma/zCZWO4tAxnS7Pa8d5kjaDuSpzsFPO3/WxiRBD2YIrBFjTs6IwTEXh1gprf69vejV2myOqJARk3fqz9rXoY6EeEhCdBYvKf3iGlCiyPtS2WZlVEgkVPOjNUKV/vDEjO0VBRnau2DZjSfiEnq3OXESfBLvYCHI9rlzVD05n87u/MiR+05uOSl8O7zNhi5G2MbFrQxubx6kU8I5TKdbJD7qetvKG8h0EfIOThzL6VMsdQsDz8RnW8vSZ/ukr3+P7VRtaAX/qv4AqjsIU/GzF/OlcnYGnyL04E++P4UQhHjcDdgMgI/NUh4j2k8CP+cY/+VVtWrAd0sKfwzNAi6ePspOwVtHKsIi2PWMBZTkuCDcp2uX7LumTsdEmyLfGLvS2Pa4dQRhkApb4KrSV6qO0vk/BBkk7xs9mtAO3VfXV+zQRRtZGgofEr1yOvFKZTRszLeopr2qHtKsQ4JZ92x5/Jj6wGesk31TPy3PbM95k+/G+7xyT2pz/Qqft2D5OqZzVxrEQxqhgIR13DcyIPH370iU9BPzABu7ihKmkGUrAszjvcqU09K9sMxLXJL7d+fX4pVUtyPkIjY7C8xl4N+CLEXaK2gfRThsEUZb/UixH7SHg9cSJz2VuYZeSXeQimQg5P2fz86ZnfJ49RF9JMC1S4eYWa+8DL8o6p5frRycx5hZ7J+yEwLD1ysgttackDNJ7bIOS/UZ7r9hXv7nxQjj4hNJKsctCuYutkzRatKV2jLaq3ecjNOUIPB+/WdhjT9KPtSM0aX9j/ZgLdmWLfJPobZtwUbY38WfHKLMnxzkfmZFn6ivpdtWXWjkQ8MoxNUPh/taMXcDbs+2n/ldoKBIuzqgXxTj5ngS5+rKr/syCnBjQolx+thsGcSRHPgM/5YkSdoFdSgzYBZTFGo1TWnTlZ/ln7KZnnJcX2+WZOVsJgWXFpBDSl0lPeYpiW/tWiciKkI32yMWk3qxMT8C7PpWimvEvC5SGfRTfJ33tKMJkPUn+qr9ifdEP3o/kr8Cg60eMsDNDKr/MI96nbREi37KkucHnzBed7KTGW+dxGo/QkJ/kUSluR+o//v4EM7A/f0HAdwJhfw5hQMZ4HYOA73aE5tzUo+/6S6ltx2zkOfjKF1ztRoGj/zraP2s8Zz9GP6NNGO+HZMAumkEoeV9kgs0JKBspb3qWze+0qMeFVgvivN8d01sxHsvNy/GLvIrUZUIgaa/ooxAfUTSKIxraXkk54+HZ2lvYP7WTtzXZUtiJbOSOM7Cop/6UxJnsJz0X9gnv2UfatjXORJlCgKftpuj8hf+1HCXg5eaymF+lH6nfsv5Oop0FRrqMUx8ccH+Fc5xUgwfBDoW6wjPB0I7vQcDv2KDTBL0bYEMJeBbl/nRM8fw7PaN0nLZqZ/klVuHbagS+9qszIiofIvA2Wu9/XjKU7UR9SBPu59H6aptFHqTpxiLsdIx2couljJpGP7tnydGWIPKanqV2SgWzylcYh13Tp+nSOkMfrHjQItQf58meURl921ept9Cv0Ka9PnOiOviwULcV6yv1SzJWBNMv8hR+UjL5UrDbJFl+KE+2UZD1F2xr80j/KHsGAe7KsRupbONE5cYybH/4N99Dfi5Xtofv4Xp5NjdmJfxBttfR807jNBHw5A/vb1V2Mk8VeRvelxDwhUnk8gAN77BDtm0IAc+ive+1agch4KVor73fWgGvRXn0o85X+tUaSlO7jy+xRltWfYYxWPlOxzWznV0EddQ0iiE+z+4i0BxJ9TayApjzymdOqHHUOll0KY8ShSyau6f3Z6O1kKww7SLQ3E5xFt+2n/uatpnbUhK+XQXJGMaeFVQhEh5tkEQ3PQNpX3MBFfqjmfEiy9YlBBenj/cLNs5YUOMvE+B8dML3xdYnBLzmS+a37WZ/q3oq7HAfcG2wl+RB+zMZYw1lZAKe0noGfZk5y3LOaS57l/6DgMdg6Swedi3gOaJ+mWtpEFghPYtHXvizPtNOn2PEvHyEJuati/tSG3Bvf5MXbA1bX4UBWoQTQd+yFvRNf5W2Ie8I2bYCUGw8SpsRe88Jc+Il2YiwgLflHEbwgasRctUy7zT5DAL+CsZrMuwxPhu7gD9Gm6NPxzXhwp9j8SdF1PpEQPumH0s/0Y6djTkW4I2aQUTgG9PBLzvzyzW2MwT8NXZ+3wG0awFP9e8q+t63L0iPBQQMgAEwAAbAABiYKgMQ8BDwBztCM9VBg3ZjwgcDYAAMgAEwAAYOyQAEPAQ8BDwY6MzAIScr1I3FEgyAATAABsCAYwACHuKts3gb4ggNBiImYzAABsAAGAADYAAM9GMAAh4CHgIeDHRmABNsvwkW9oK9wAAYAANgYAgGIOAh3jqLN0TgMQkNMQmhTHAFBsAAGAADYKAfAxDwEPAQ8GCgMwOYYPtNsLAX7AUGwAAYAANDMAABD/HWWbwhAo9JaIhJCGWCKzAABsAAGAAD/RiAgIeAh4AHA50ZwATbb4KFvWAvMAAGwAAYGIIBCHiIt87iDRF4TEJDTEIoE1yBATAABsAAGOjHAAQ8BDwEPBjozAAm2H4TLOwFe4EBMAAGwMAQDEDAQ7x1Fm+IwGMSGmISQpngCgyAATAABsBAPwYg4CHgIeDBQGcGMMH2m2BhL9gLDIABMAAGhmAAAh7irbN4QwQek9AQkxDKBFdgAAyAATAABvoxAAEPAQ8BDwY6M4AJtt8EC3vBXmAADIABMDAEAxDwEG+dxRsi8JiEhpiEUCa4AgNgAAyAATDQjwEIeAh4CHgw0JkBTLD9JljYC/YCA2AADICBIRiAgId46yzeEIHHJDTEJIQywRUYAANgAAyAgX4M/P/kdT9JovgrlgAAAABJRU5ErkJggg==

gywtz 发表于 2021-8-27 22:09:11

只是针对挖臂的计算设计

542551347 发表于 2021-8-28 13:39:14

只是针对挖臂的计算设计

zhang108 发表于 2022-7-14 17:14:28

主要需要设计说明书,谢谢

chint1990 发表于 2024-6-28 12:04:17

主要需要设计说明书,谢谢主要需要设计说明书,谢谢
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