Matrix Falling Code

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How do I make an matrix falling code?

What is a matrix falling code? How do you make a matrix falling code? This script and codes were developed by Pogany on 09 November 2022, Wednesday.

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Matrix Falling Code - Script Codes HTML Codes

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Yx42TJWO+6dhP3Ua8kJzm7YQXnhhuGjFrI/HvHXvW6B/T8wD3nE75jQ+LDcncXru/xz0cb9VWr/GIyqWlzCnyXPLi9gs+QjiMjfKXwnzuXKDp/saFzc/mU5P1t5c6HxUm6CfP3/eMjQOndc35n8e9R3U5mFGFNZTz739OX79D5iPgyg01U12Ohg88X+0y+RvgmKdl5ugUWXqwU4hzKOZ4MxlenIrBuTLlYVnYoNH3AdXzD5eaEqBpWe4QK2gurl7Uj/LbRy0o9Q0J9fg9hKy/yantf+IedixvCasI2ZpbU/P343/1pO8jfXDMcJP+Ipn/iaDnn/wfEcPwZuIjZj1jUrS56/LwC4KY2OgvzH/g5iHzSKdHsBSbxiGZZvGH5qgsP/883ZlIXzE+e4g/Ip/Y7TH8xv/h79O81iBfn0mw+AQz7mv+K5ZLyg4WFoNKdT0vqsX3pXPh0jvFAa8xWm3TP+tB4C130PxbewukUhsTBV3gm6Eb8J+wrwM8fM0UKCfySK8L0O9vfBMzZp3nBvOl6/N+6JzJjyxyd057A8Heg0eK8M2KAWLkIfxa9Z936WCvFojh4k+3EiFo04Jy2xEOeaoHcHP5wLfbuJjgF/gujFJetOvsXz1vP7Ce57JqsraCwb4skOGmNf6rlX+LLcJISaAXcEq9m2Ic1LfyNjzmJRlO/o0liIpvUXo4G/872kbg021SZtHy5m29JKf55AtqEr+nSRlEfEY4sFoZph40ZX4IQzA5szB1cbdt2gStXLqeyq6SMPA8WfBwq+fB9fdfP6HUe+Q0SPmp3n9JgtJK4sb5NSXc8qVXSx5h7bBMgnGVq644C0Mex2LSSvyTuAEFYE5RsRT3I6/5e5qP8YDaTxhfhhinEfM0+9TAfo+EvU25mmmNS7CtRzs7fMBYZu3FkFGEp7xpu+e1E8TekT9skGon1f7TZKAtI7VxJAsE01Ra6FpwTWnmSmFNNhsom0lWP+LQ3WxIsOUZZ4J6kM8IuzHfMy5AZUwD1/of/4xUaqPT4XISovj2GS2aQyf1aeJed7PZU0+B9aQPm8oob8x/5PkptM6RPlt8X4YH9+50iz2gSKsG2WVxDp29RaD47axANkzvbaxHr/iXmWuxCTEbxv4WyNJn1K7aY4xfuZ1VkDfB4H5LZ0r8Wf6UaC+KUOgTYjw2i7m5lGtYGxqpmEbbZwHfesqf7xAr7TTsPECDJ144c33yGmMjN+HhyAhdZkR9D9EYeKZQAwJLLVXIzFPiF+2LcGe8c18f8rFGsQ8wJ6RPqARPAd65jc51JMewbazV8wWYox/PNUq8KZEjPfRRqgPgV7ds4E/y23I/jzkso7CvP0GepNa/esJzMdYW4zBuGLgUHG0WIxEzJe1GLp29DElRcgveFAuXoKeE9uZUlfkNoM88DzZsIIziwmqdO7ZVncALjQj1UovKNKi3w/eYxqeDfcSntRyc5sfpjYegd/Bikz6LL8B7zXgRxHGx/Kg1LJg3/ksWNf0c/G78YoQf3pOQV4tUH9C3EdaP8uG60S35ZpNhDtQGw70A92Gor3MaE2rPwCY5+dnns484t5znE3EipDIjPt5HtRdn//ZWiVFeb8MUCr5170bBxFespd9aim0Xhn7HG9X8WNRIhZvEIM3wDWgXQHk4ViI4DDKuUCTq5N8PuCJgoQoBnr4mZnrmEXBc1+EJOE1J99svH/qZPhARVnEfJ4fBC3rPNzc5mepTYfLeRV0o8LH8W/KA2tahCbitM+AHTmWEnBz9phPAGo2xX4SR/Z+TteEdMuJeI3iIyTkyyKTWcL3RnQmpayMeeb/W4z0Q6pc8sZyfBLJaLPk83wNMOaaYN48aPc5cLbEdYAj9ZP2dMF1N+Z/qCcVvmg1rYiu9evl+aRQL4n7js2UiOVGUuYh6RSIndGS6GfEc5gHwErIA+Yj6AVl568xZZ2GjPmY+JY/MXHFnso3O40QNoIxyF/p10Y7KdIQr3laHOr7KzH6G/M/hXmHBXq1TbQoeP1qDmujNV8zV90hPmeVSe1VyWA41B6eMvHncpDXdDCnl6iPfwHMx+9vDHlOfcWJkX4wSs+i+MbuGlMogLgQ52kZOurdTKyL8Qq5gPl5Qwe/t3Plfl9dZecCA2bRyfrVBQSWKtZncJ9lJD87uIa4JdiVnF8qCBDyGfAO/K33qJdVzIGpe47wS0J95Dmp4pmszmrMW2YrhtrIV94f3NEJd5hKmyRsCjGmH9BH7u1k9G+rPfBdCPLzPLglfMokEfyCyEywmiOgz0kbcIx2zi2HXE0UZcatqEBGyBPmEe/O4aoaAH1CPeOaoM24zt9EyBPqE7fHPy4M+jhDZff1dgD7+ooZ1DpiZjH1huvzlvdQrDM6frxdxfJ956T0MkC9zIF43rCV4svEhkZNjwB/CPBdgE+5ZSkliIXG/PfYeQXEQ0vN4WompAewl4xAv6RAjl9U+ob8mo+I+cR2cMMflo9qR8s0eGguGaTQrQLocUahJ9FCjw0tVMotN+Z/EvJd+HTnefFODXP/tYk98hvuD0h3g7lMojoi8F/xbwq88uzgn6RKDByKgjwsJPN0wKULA72iXHaRqOYzgfAdv/DZkE8RWeSfqaS6s7/hSiORlmuBHlSjdOJOWCowVJtCV7XNv6NZ65vWKgObDx/ztIVIuQDkWQ3yalF+laSmHd6HuvspMC+UAJtk4IA8cZ7MHO6p+AK5qybAM7FhM3dmNyqGdwZ1+IaSQT2eBuJEwC7uxt+Q6US/VgOyJHpLzguPS4EexMP07kBN2Pbwuua+hxfIptw35n+iPt8pGBlRgQ+ESy63C19dHGjXHeJbaWnjaPwDxfYtx+AJiy2pr5qUBhuhk2J8fkEw1K61LrAcK5kqRvv0J1VinmI/XyK2ROjJCgRHVUzSI2X/7WtB3pLsGN8uPIPWEN7DNXaEahI2Sm7M/0wK6+ATDpFyASWxeby4jp4v8dQtHeexEeGlXvf5kesrA4fdpSb4rK3hBpTSHOIrzGsJ5wLzEv3LHvMC/BCGmdtwM9YkDbShxSlXvYBYTMnaZNhPO4+B0MPlZIYz2rmb2/wYt/EBNKpz4SMeV/slL0lr18bYHU/etVE9VB0jgXeumtBfAXmq6BzlrBMoDf7yxeq9SG4i6JVSGfLyEGeDJPpKkHsuV5JTPaaxkHOS/ZO1cR/alRyWpmOSdn7txymksms/h4xkmMKL0mCtdWP+h7gNDAd6vUFiZb7k0mpN3twho3szjA9F57Px7ZxebhTONfwhVRDhG5rL8QHajmqUVTMnVSwF8ItDl0Eff4vMns6SWLqZpoR5SHMM+KpiHefl3c6m72OzGtYxh1cyBYqDoA8vzPnu5jY/VrfBrnf4cHtzyaexgfkE+TP+vl05ZE0lVVFIF7Ax5rkBBeI4CPDUiKoCpGfQ6yLcS8xXoJfBP/4hCtXiSpLVJHdV+LvlPupFOm+hPIPaeWNCjN8Clwxssoc9sR28Khfjz435Hwj0HhCyQafka7s2UpiXPdQK7lcgL8op6a/E23WsO/INidWQz6ajeV6/42wU6SPmK/CLv1WwF3kty9SS7ofcV22K9K/sCbL0NoU7eazrPCzhygoXk2Fcx8m7bdHuHRdmvqn2gNwqQ9SZvqqoNGs9ovdKfD9KH5lsYw0ekmyBUcWxPZEzlwOkzGU9jn/FcC/QX4K+ovvpb3vMrzyWbuLglnlpfRt0pEZY0gmNKeW78Ay2AWrzeAbfmP85zOOb7fQwUifcfonN95HZ1OF9j/lFdv2PjiSVTHVF7V0CriaMwOp43qOdMe9FLuuxV1VgPv7hgPMsGfPE58U0OQ04GeL0NLC4Ri/YK5gPyS90o/oZqM0COSs8hSFQp02xw82tMfsx1IP8YOyNNa+Pi3AHtt+F+ZaypQD6CeKLojorxpTzxN11VNY8UyF6x4cugJ/Rr86PlMPO7BsFo+hYzF1XNOiDF26uJ0CwTmcasAw0+HCxglCjvA6ZLCzYeUuj1retVaLkJlxie/OFKJ8s3ce5CPIlhZd6r0tAzxWVFJJ1gjBD/jQqeoH5iHyJ+cPsVmJ+27IZAo840rw3iMsM6W0uYp4uB+i7Fn5N0EBGdqZhWmfacGbE3fX5HytWhk9/Awtu9FWyXyDz7DJzQOFLytLGfNExXYrEMkdpAeAnMR7/ucA8MaMa+cd4F5ifMuaR0wvbqddiBKK+hymFadDQFuloT+YyDOrG/I9yG3D5mNB2Plx8Y0HuRWaTw/yTFHVrMhspC2BhjBICYadVxnyWkj0pRnnGOgqMmRj9A+Z5gfJKe8T79bUIka3pe/D4n1QXXh320sJTCw8Dz9B3N+Z/BPHQs1QDVJwN1ODWl4bAbU1tLpZlKszLqqGOLSOJ8oLFX8j1kPiQtjjeAVGikty0i/YFn2ddG2N+5VQWbW0sTg+/slOFxMfwdoVAHx4t1pv0NixoQv9uYuL3nYfVQ+CYYx/F4NeL9HEakIvzNeav5KlVT0jLGT8dIYs8BRUGF6fnaNAOWlOMeV+QejjNK9DvAz+rD+LYIlUryfIVQb+CY4F5pb4FVwZo5QJRmjfXaU1zmTDBu9GQ5o35n4nzndvmERuLJBh8GfPR93QH+cu1mTLUckxnyBOT8cxYuroO/4zjxHyXwr0cIDzHPD77bRPml9KAEOP9K4MGNk2JrA84YaD9Ck+HLltaQyPW37OBP3QEDGy4UcfiPP5LSdmadk/OKcovYgBpe4b3HeY9YFJTeMYomMh7SeMJK1fKUp7UOD5xpGPM18yG+bz0PxBG9r0RRuNX6vMg1CaXnt72MJjmPeSxwGl8AD15rtyY/4liJYzDQk4GMSiaE9lLTRZRtIlxvmijVtNJUrObSzM75KU01X+DD0Cu2xQcx9UQP8e8AH22LwEdwXX9PDp94F6UEWJLSJ22LtefvFOK7LVuzP8Iu1HbHJgpDCj311c9WSsT2BLy+7JMA/N75YvS34/5dEeuLO/rvQBnz20i5udZkpuR7CzRx/KFWmVMX7ERYmBIULs41uWB3ri3a8O+L5/3AfNYgCa14MXAZUVtfpxT1eaAxQgvyZrAR6SlvNV990dPmI85AicLe6FxCfoK8+S0g0VKcoYd19O1Iq23qx9xpmDGMcPwbisXFQc+Cp9uzP8Emw8X1AXrcf0KH+TTZcA15iPkpxPIJ2V6E/JaVGr+C8hHvRkV61Nnai8vbmJ+SBOJaC+VNrVBB+8FVR5iHgYew3/hvYb3bhwUL+e9nJ7cmP8ezHd+GSaQciPmzdVBCIu9mdiCJaOZbTnHfBvysmT+X0A+96d8mcI2nkgxQhXHWqK74Bz3ELKzmbH2JTXxOg+w3UJB/oSDI4PTHbUObsz/cH1eDQPo+0AVnk12r7dg54z5Q25zMK0konuO8v8F5lMiG8O8OsO8dLvhpSXUmqoWoZjre51xffM4gYAS+t6wq86CTSWwGrXozr+fqPKNc9jAbcJHu0BfagL9EwwAXSL0ay/j/DNqcwz5XEm53nR6GfMR9nvpgX6C+YGXyMYdayiv5PXfxrwwMwLzVZvCWjyoPfrA6ScMO+HhUxvtxvxPxPnOq4VHq0N+NQy4B9xepPOCzbcxr9qQ10W3tdCOff/nnio3heAmNcDkBSeOZBWYZxdZ4UiPUZ6X/VwV4xlYo7OARx8+4DL11sxLF/PXG/M/GOVhYCR8zOGKG7jmAFTzkl2lhZnmjPkpL7fZ6SUPYzwTGhLGILPt/Dej3ndZZanroanMcVp0nocDU1sqJLETGfmFSG8sry+8qia2KGeaFnip8IDdNq0hq1XQk/L3PqkfxTwZ3SEuQPcBNYVLLSnDo99iPmrbA14dxXmt8wBIyjCd/48wT1Phen9U3EbV3GaTuzfnuIIQVy3gCsDHdXaD+57HQWkUb6tOL/Nqe1irA2/9jfmfrNuE4IqeTg4xH+L85b7imoTzB5ivZ6xz2igx77PS3XffTW7ive2mRhLGtajNF+5nm8B8XgGBJgjr2pOf/Et8HvyH52FTILABg5Whh/Klcvd+2B/vSbluGci8D6ar0cDvyrUaCG20cRqqNuzh+IdUkUlBvJTGd/8V5l1zUErLbnBF5/PeTeF+D26TSOXB5/B6lCcz7kHhywTpvAuBniwQnL93qP0s6mHJCA7zBWz68DlcE1ZyqTKa2rQwnyzBZO4aJ7Bl+pp0j9+vLHQS8wWbl8PguvT+KAN9FtzMacHyCJNSaEx23brvQQ6VAPcQ5GFMahjNGN717l3D/Pv6EuMqcIUDahqut1ddihK1SWsnt/20n3SMoTjawnwqrnz7h+9Yk3mA+cbUVAvzmMDy/rdYsIQ95da8IriBW/chiwWwQNlAbSHQD0q9YzfqreM8CXbBOwOySUWDUleE4SamsGIqsKUra+WvSUGZavL+P+A1CfM+Dkrps+MU83GLIW2ohUlKMLTl1aKXfMziNtgBLakUOnLOZp3A0MHffP5nqQ3NKmgM+tvM1kVXS5XzKMdFKjK/NIryTCTYUBhT2Fis+S9YrfOVk18jxldim2J+MWO+Z9AD3GnBos19jGv2fRBM5qXT8L5smPiPgeGHR+7uOP8r4R4Qp0FJ34+8y/G59IAxPzWpzd4iLKaOUVvD/qpd7JN+I+jLOZNUqVQ5f821+r2Zn4j1aWcmyWxwOHCl0vyX9iuOc17EvAwTrNXR3t+1yl+p02NDcMGuS3/RZpcXebe4TbMunzFfEnqq3HwrtfER+kSckqzsiNScYH5gzPPSzLVnU+Iv2XvatZ8G3m0VLnrhujpvvrvj/G+hHl7EAOlaf4HPc0cqTX+X5Oag/1pBLfZgoUD9jUG+nCFkzLtTIp8IjqqLlQnz0abVrEz+XrTiTu/bBCazGpqBUDKb5qFL5ps35n8c82CBEBB8CfJmLQRmX8Q8D3L473Suq+ZmMYk9xLwS7pVaOHSLRuxUYJ53BX55W7oZN3IwI8EF9Ea07+76/G9h3gXMo43oc6+itClwh3l1ZuMhsVZY2DDk/fdhvkC+xLw7xnzNbYo4z9oy4cr6pZ0s/aA7nnAH54OQzC53DvtbfB4xv20BwuMlwc0qR2EJ8y17suNAX1H67rsqN6L4mb7TivOubdi6wzwuUiPZPPn1JeP51yO9fYBq3qXWq9fbNKib2/wW5j2uR56GZb4w6YllG1YeNDHfdgfbVQqFjPh7q5WFR8gO8u7Qwm+3RY3ifHSrRMyvX1xPgfqDeaHLGXEbtUyTuuP8r2G+C5gPUaebxldaUvM0NAr0qVJZYZ5tKOsg/5/MwUZas2fzzrsDzJfVebF1ATdKkaiMnCqt/UKgh2mpBW13yPIgBPppVjef/0XkewWyv2U2z4xb7IMnRgqjStmEbZtARirhtNJOiA/+CwlxpGwB4WU3Kp8ERTOq2imbKpVTbML2sUBp+tV8oWSD76jpl2K1Z7eRHOHG/G9hHnqCDoVmTzw/TF8YVQ415pOKWEcXymyoAfakxC8ysfn2lQOR2gDm3T6FkCdB4bRTc5uM+XEk0TzIqM3Luynil7XfZG3Sd8uw6TvO/2acR8Ob+WmP0VqyNxoLbrPz1pbOqzSWxEYbUm0jGf039aLYqw/YA97/LoeQ3ajK3qai86iqZPt5g7tYeO39i8QGjCJWXLS+lXp5NUzLjfnfjPPwaSzjBcybtY9r7neYb5t7lH3QaCkWQa/J1cj/6ysQPD4tXtiXivZEvp4AL737WHBASqQvZa+wbxA0OhDn8/N1gPlxuDH/i5hfAutYpv5S3SbS+WONWVWv1FqVpFrOjGjel+P/8RX4VJ2key63i7inOxd2zIYwv4K94SrynOs+H3FOCn2MTT9vWlKbTgfM37XK38S87hy4rzwNZ4bsSgvI7ws3i2pa9VV1yhjqyZTjRWz7Vpyne+IiJa0Lb4oOGrgvqzYF5k1PNgdf6MLGMg9cHHHPfeZgfpnftVr5IXweZgS3eX22QhAv0tLaZmsE+hPMq0pCL6RmX8J84eoa/4R3B9MB2j1TzdeOBwWdj9zGrnkNyxcIPQR6yIQH5SXmOz1N243538O8096pZaK9Umc+N2g+N1a7Fg7nv3UD8/gXXxRvXsK833WeyhOASD0MCOg6hT0wdmpjHj3M0JsVtDZy9ZB9sVAJ3Wt4y0RtEv0mbsz/IuI9CRwh0NvH+QUcktisPMgLj3ejUpXoRm4kjvxa7tBhqUxZh/EC054ZQUFqfLl5JxtwU6HS11AnY2KxzCcW51UGfVSYzQj7ERpRX9yUHukQ/OpLzOOc2jIN+LrvnQu/AvoOxgT1Nj1dpQbNFVgGVtL5fRarmuxG136VPkE+6W7E7NSe5NcsvjRBYzbvaOoxnll1qFc7P4YW5qEwBZiHqe+vYz5eFuw6TvMg6vOoPwAverQovvcG/kqgh3izzRcmwZ/ksMWclD5KY4vN3rknL2O179rVHEmKvSs2Nfi4LJAB3y5WVjXUUjov4jwd/SVPwydrA62xfcC80vIC1flhUs6/35qRj+DzHD8B8/YZY5U5bDPOLwdrKDPmVUk5XIOUo6FfdS6IplNdmfS59uldA+yRSyVuk90YasynCXDou8Hkt/mXKB8XT4FiY9oyuaGL2zYsrrsx/2sHIOU55tnGbK4rNy0tsW7PCKYdsMK5UqxYyouNY/wvDBISvDObz2sCKzvWAvOtvZiVdj5G+Yh5dvcw/8ZskCvC+VNiHjeBo7nZ+ynNPiXOA2q2ORbXTvdm9HkadjuM9EsL83pvx51yWTHz4QvSgoMWPortvS/JTLk2SmLeHWNetzC/FZifMc6P/ZdkZQLwKL0Hn9Z5ko1YNBhahoWMnW4+/1vcRg8jV23sk07sfMLnT53nJbt35SEQnDeEJJ5TM3ef1wLKPySBgSMN587io7Yh0ftxkVirzJi3/8DmV5g4AX+bYVuEzwFjHnci33H+t7iN9wHzT3doUFMq+3A3KvRnoBc8WieMZo2lqNj7NE/CZt2OSqpOZqoNzLOixwvMqwbkC9tKIZ7f0mYdNi77N8wbAynB+gCzvkXlJoQjbjPAwODtP/9LB7qhD3NPwxGnTcU1OnFnqw8xBH5UqayllqlqQ2h2bhf2Zb8q/am4Sdx3TB7HaW2Uc82Bkf3kltJyc1osVQ4C8zAj9XU6b3CB2gDe/v284CrY3HiA5bBQuOm8v7nN74R5mNEcoBz9rD6fCjftAn1LeiCUu2oH+otHA/O74wnk69p8Q1OZIJ8xb74opwSrfguOxLA7bTX9oCSLwdRbbzfmfxnzIexwoLdXBDeHmD9euKCqrbAt1Pu8wTj/XnOYSIryPWhx88Tq1RHms4a+Wtq85Tg/R5uPr0R4Sw3rEYwql20Y0X7bFV4kHgi9dp2/c9jfy2MVGH6s516tT0VmHDhPtqdJw9YUjluYb5wVvhHZq7JNXhLYxLx0n9/Zly2Cz08R81+j8j1sVkBr4y08Rnhf+1nUbRzpKhToi92N+V8L8+B+MFDf8fmeEeHcV0f5BuaXagNx2/tDt2lJjXnpsM36e39CZxpeTiLWF3jPmE9TUl+k8watbKeN3xOYTRhnqExmzMMBm15uzP8m5mEJA2LePnHvK90qqyh/WLSpLbm1PgG3brOfPeYbP/QE/EVeLd2ouD4/FJj/Ip0H5zKUzFOK7TaQ5eVAT5jvNFjcvF/h5lPq83itXXBs5Bzzphf1+dcx3zZtLVtUJbFpFHVi76lk/bqF+d1FZS+LkIG+wvz6VWpD4lPlucfdbdMcOI6KszGodWavm/cr0H8InwfJk4MZzWd1Gw7zJbfJwD/h8icOT1IPk7JTEcV1q0DDzMbJn3Xl9aN+JOf0ridcdaTKCfDVfM2hcoXt6iAeRj1Eh9OvG/g+uALzvrsx/3uQhwuto+Xs5qwJY3k2cDc1wqA/xHzL8qbh0a2rblXhDaJTkkp77HO2WtEZd5Q1REXzgWmfjPO0EfZFBye+SBq8GA6y7brNW6f9ZwTIz9EewCbBacRipT0Zk0oerW1dpXpObY4x3+I6CfeVSY1T2j1h7ef/doZ51M9/CfMsl8edsJ3QDi+wB7m7Mf9/F+uXWKx8bt5XUZvlmWOlOhwLr8DpqqTWN6yZSkVNc+51h3lxN6rlwL3D/Pg1zLNtcT8PwpvPOTWo71+PeGP+n9lN+GBgPPBsNNDkLeBHssqrYb5S1bdrObosQboC80emBiXm27sCTzE/sZSYxgJfm3+FblS4GkJdXkDc6UV5f8f5/y/IOyjQb8toV2PMFYvWqcK8TGOvEpwzhuOOQvhJKdI1EC7bvjvhzbLDvNwM26+PJzPxjVX3MErW9/NWLIANz9m/73LMz6zPo+ZDBfCO66mzk9iUOQ2HMyOtTWrqpDVbrulu4Fs1GJDTqmnZVN+RHEg8WZFZWlX+E+ZD/jrRCFR6g/mKdWP+/wrz4ZdatvBZD+Mx6m2s2pwJ6F+J8Rcxv6MoJeYbd9TctlBx+hPMUwoLmH/N0QYwb8ZJaakcRtC7T2HzH5TDQqlSKdCHYB572JGKiD/AfCEwWw6mBKUOQZ2Q8gK7FeaVE5baFwgQFztL0NeIX9IAOG/V+QLm7ToPG1TltdTXvOE41MfzeZS3uoD5AVSAwrXrKeaXekPsUq29P0liD8K8Oqs07li6uAQcC3pK7/n4vBZVC8zkMGwfuc0rinlYKTJPC7rsfEpx8nMx33m9TBDnT8oVhPlpEnNSy1KPSR03ovbngAS7ulJcr0+Qekdb86dd5T1/nML+G+YtoB40xAPiQt+Y/38u25DIDEM3xnl76G7DZD7VbZalcKDfeRJfwfx+L72+eOxrkq1kQdQ4a8v5amREcJsvYR4mYOHtAadn392Y//8O8w7r88OUBMX2CPMU5I8wfwhxfczqa8Jeh+6LJKfosh7Rm/xU5ARvvT4NNoB/hduEd67HK6DqnLsx/38Oewe71DasWpCRUSvWr5HaDLIPe1S10achX+0tCfQ/HgLth3dW6vpbmM97ddYXfYhxH4mZYc096stuzP9fB3p0n1DhIw+fNlk0mgPMZ8inmZHtHPO6nJI6LFYqfbLb8hq5b9Mjt1OZHSzJFGsyv4B5a8IPrKafFlpz7m/M/583peAz0iCtDB822hE1deEpf5VxvjEqVQiHW5hvCQZq2LvXgnzLOKq1GVYfbIYNiC/3ZDLm7WXZ/Aqbo8ZA53HBwo35/3PMw/+666B0Mz/DvIQ8lbUPW1Klw0ChtNGupuQnwrBLiBcMqu5gubwethxabDo6TV/DPFRtbIB8SGFBb3Bj/i2w38FW9okmBE2L2whikzaobQuT+p3lQWt9U8NpqWAprgV5V+a4+0tAaQWrWteInMMerQDfFiGfj9qDF9iNscBspm17T8PhP4v5ZdgmHJdqYn5uYH47wHxTTdyi7k+Du2pK0JS4OFTux3lj2/lWnbJSWRH6L2DegHA+vBfkM3XH+ffIZUMeC5g39gjzw1BgPjsG1B1YfYb5Ct6Vnvg5pXGuWudd1ulrzMvVsEeYz07cidCv9vFitTJcCQOx0eAv3/kb8+9Sv4HFUmZt+zT2c1Wyqf1Z9+C+hHmtrqSuqnm2nF1Cota+dfN9mC8xD06Tr+4JtAYsPjROF3d3T+otqA1O46thXvsU5A4wX4yLNMo2IlU9F1S+kqe2Ku+NHKF+BC/nTI7ZvCzc8HCgeXVmZB1hWoTifHdj/h3CPC3ZWQZQDPf7IGfBVPo0zi9HvqzHob6a3247dajnwoSGaVQ5Ie4aSexeSjzIIfBXMQ96pGnhJTp3nH8XPg8VvQUv7V/C/FIb9ek98VYlLl0B61N3mhM1QjaMUqpw/XBCb1Nu12lMgG8S8+OrmF97mB9bFt11/sb8m0DeUbRXUIQf95+2QcwTMK5g3p15pIpNam18n2oRVCW4kabyxdAs6+bBYL+wuKnWIW8F5nkk9vU4D1rslMPemH+jQ2/gUbw+6nWxBvotgfNejvNsQeNasD/l8u6FXtQTv5BkaN8Q3Cwt/fyQKje4ceFCT8omz4M+ZLBK0VTUXbd5K8yrDTDf19bcEfPb4S6pAvNO2C7te0d7wO+LlBdkZ0qdnDHFPoca8y31fIzzVKLvaev9JcxjGxaKueENIZO+O86/VwFno2v7+ihAT5hnaJwbfRxjPq/LdKfZbNL9Pr0IqIMBEUeql2q72gHiS8gTuenX9TXtAWzbAkav33CVwl/HPMhu4OJ+gvltO9i4IH1YkxNZA6zCXvh0IuRFhXGxTo0oxtcxDwVbe7E0Hwv0ICV2H0tsPhbzrnMDLH+nlcBWym0KsFeg39Uj97baJTj9teJ8KRUu6vAHc4C7rTzFdOAxs5E5LF3ozGXME+rNOGxKoY/Ejfm3wjwsVENGuxYahOuYl7sB67C+IzOq7lG5Jubr3pM6wrw+AP0ZnWdNtKxWUqC/bkwMO+4Dod8U9mFvbvN2qJ9GlJyshb4S5TYvYF4Qm8JKWxV+86iCdBVcjzGvlTop2hytX3N7yY3Yt7CklzLIQE9tKXttQIqcKtcZ1337W1f5fq2pqUcLYouWLRnzwx7zB8p5xiqH7WJ3QoX5tPSMu6be19nsEdbbU6+8Q5nXT6Uls2eYz0vAC0IvdGbPDOdXHAsMSew4KKrZ3POwbwZ6PwGVt2Zdha8RtmEPo/xu+jvnsBGCtOA4Fu2h6VvT/MZ+HXWlD1ta1XeUtmJNHppDCPyG3mYX5TPkk4j+ks4MLor9Y2V31g/1+Ph0zHcTOdFDAMtF+ibm23FeRPlq07FP3ytyy93S2BeLNfyzGNMB5flB0XS58w1l5SXMX1kptc6U76PeZlM35t8S80P4sOFDDJjPkS6ksK0wLyyJazofZY1ObP0mJYAAfRG+G5B/uqAhVoCQu/sEfRfPAlxZ5vSxwqyNeQT9JcyHKyBMzpt1pur8jfl3PAb8sMFM3eQlqQLzSwPzrWJl0QplzMvtf0IUUCWgdR9LPcF8+AEfy/ExKeBNgxD3m6CPsN9DPmexFwg9GLPOPTjYwn7MDy5TfnQOC5inCegK80MG+tFGZJWts5laCB5DO+xzybxokro26NW5+2r+Oe99uWbQd5zF0pdD0Dcgn8qVV5JY6ERNIemHeRHX3Zh/T9QPI0M9YN7suc2ynS0ZibJJ1lpJkEvI+2pXvXYNnn/BcTj/aKI2/AX3UVJSnjCvX8X8Ff8ymBUZ135YyEDixvw71ue3GZZgo6jQJCe/Jp8/tjGjwqP3TiDRn/VIxaXgchYrzpt8j/HSwuLGuKe13AQuKf0x5sf1Sj8K3pnwjoE3q/9wyH+sxswtEy5+t1FLi//PTcw3RWYY6itoY4x3ctex7+J5IBBc9pAOJcfqCPM+PlKskBPuvduZmNWlmz3mIdA/5zYrCpHmvh/QpvKO8+8I+c4vA60Exl+so7czKYkrcnPi55RgSHUVwbZ1VcHkwVXNp4HcfbwXVUYT+d2icI6xiTx1GfQt/bxKjvmI+ArzUWhmLnCbkLwi5vXn2s5/fg6rtxFXvyPeGfMwBbSdBvrSq7KM3Km+0j7E2FSzQt+U2+O548VJRF3XnD1EzHvftPuIFq2NKJ9q9Bcw/3j0gPnxxvw7g977BQg9y8dLzC+XMC/FMF60XEvOTmAsIO5aerSW6Y3zEfM+nVBdFy8TlEgIzJ8Y3GwHmI8uzc/lNiCbD3F+0/7jqc3n8vlODRToTab06zzUdcpn5CaS964K4UW813n5sWA9F9uvEfNIcpi4E53yIp307gzzR3EetyOPF5pSIJsHr4jFdzfm3zbOdw4Cfb8a+sRJbjMl5zICSQvzSwPyLkbigrg0+I27hHlXYz7+Rj0parsi6HMG61pimwryez6PmH9eoA8ZD6xomAeNudCdw75nmA8omTDQxw3JNmJ+K7qWtZh4Z2VWsXPRg8rCyua5cCgsq24pU9guIj1jnn73TW+b52E+sJsLmKdFyOO8eVyEfGP+LTEPZhVYol+fYD45cjdXwwrNY2kdKRSVZfFFTvdpd7T1UoLeiyJQRHpW3fgsvjm2qzyhNpfivLUrNGKHDUjcjfm3LVZqZPQ9KcObmOer/3CoJ1bqMAd1InNl1U3k9GUhJ+vtW2JjgXlWOsRDnkdJPX9o0XoS5i9xmwcsux9uzL815HEDwzL1BHoq3ZhRYj61bYRB8QHoXavWWNUk5axHAWkhFC7OFh9r+r4YPywUNz4nCcUqzaXeuXCAeMJ8f0VAP2lICCBUuLtW+Z71eRSha2I3hHmbMF8OjdLikbgotnQIrvzMVMuSozU9KJiLJEJH50pxl77RAsiFyp2NZulT2QT982KlhckCUBHDQOCtPXhjSt8xuzG2jPPVoDQMiyPq4yLwfahvFWFcm6hz9ygKgYuSvc5sRoJe7zAvZ1KyjiHPjufnmLxZp2KZRFmgf6q4seu86QVmvz9fefDBmMcan1ZQuzFs97HDPEEeD4IMUZxT6+3zPQqiZpnrOsVFwWWWr9snTf55X4p59nvcotYmX7GiAW0hMzMX2rCqgzFEsi+7+fx7khuq0ftlGtP6hVVMBpaIB9DTenBYjarKhPbq6pBkJpwtVt1uWNDJmzbVCFmgxup513SILYL8MPFpW8d6KtCb5/L5wWEzynWpWnpj/t0wH7v2DpRTnMOucxHmpxL0HO3lomRJbnY2rcmU6YlG/pUBWeZGqR7a+YbdATxobJ9xxSa+jgPMP1cT9wN3gKkNfGP+HWkNf3CuG6aRDYoF5oc25scEGsb8spRrdtrt/1P71bbk7OiHpDca14HOFkklTgODr+W2Zyk+eIp5M248BAmE/sb8m9Yq0aEFGlNYrDvEPKNFRvqp2LDW3HFfg15VdZ4S87roUZ07cIvyjvdSmL8z62NGQ08ZxDJjk91g4ea57fzS8ZYWfWP+7Wn9hsU6i4vd08iILFRifCfsRARNQ8oFqZSjiqX0zUO3Yr5q13iKzYTyZgXoCfNx4RRgfiv3wGZGMxPmZ4F5Ye40I7kzTbdW88AJA5yP+vyKzV/AfPgUcfsCOdNxDlvOEcnKTRHtM8lRxR4GdXa8tPSb8oEjaxyhNljibIi0K5viqrSZIY/Xqybmo4NhC/MGtTYbmm+7G/MfQewXinPMbUowyFA/FqjHsn1kOAtNZpC3WQP7xbbBSzsWqpMk63oq5k9RnlbnqGXLmUa6VsVMZNwF+hrz9nDbgoFKZefuOP8pR0DKVGJelG2GItLP8U9jwk6s49R7NCvQZ+BX+y/3I7DVKsIU6+Me2F0tXiI8F+G5CzWXmG+WK88wD98368g6m+7G/Ge8wACOcY2Y3xKhn8QRmU0Bfz4lat1lO5ut1mweBf395s0q8ZWlSQH5WHYknDOsM+bH8RnmD5eNgNFbP2mvOfO/Mf/+dN5HzJuqPj9VoJ9Ldl8UcWLB/rCEU6+iOuL4h6lvVDik+k45BFXnH/mpjhnxEfIV6jPmbYPZBMz389Z1N+Y/CPN6GYa5wPwQMZ+BPqUupshpd5XLXMBRur3n5lliu5v40KXHQirbpNsUZ6hoKUQHVnlkzE+1r9PjcYB5NN92uJnlxvyn1OmdipiXepui0hcJQ+YMZQFHtqmWCscE2yXC/kk5p8a81vsTQ2w9XgrMDyndLjoKAvPpPG1hvlm2scBsFgc7kPVfSWE/nc/DLDgYt8AaSLFBbaMUcE71vUlihUr24Z/GfCGoUL/HZywnqnKktsB0Y5q1fVboeuXrJCtMLcznzlpJbWScrxemoa9heE/830lf/0KcDx+nVoHQowM9rAfbJKOfRYVvzuBOfc1RgJ6rJWWuWiCVxWnHoV41plmLaXNdWxm0Wgn0lOlcHeS38rVph/m1HeUfgdjMy98J8H+E23ggNwHzpJ8vMD/gYr0MehbST5PAfC9J8pSHZ8vwfUTrj/CfZrdbJ8RST4FMU8G3CN4kDUq11QLzO1enQ8yDM2v3+YNRfyyHDSkhYN7QjusG5vue+U3MW+cEethAlk+IORcvM7JjVXG3ye+sWbskx71KtyAGn8roLlIPFkrMZdGJo/0uzKc4b9tsfpyH7q9Rm8/HvO9CEhs+dMD8WFj3EehHBn19IO1BzM+VyF5OjefCy1Jtr8zspQz9TT/YXZ0m4z2hemzIIwTkRfGm4ce970mRydU4Ld1fg/ynYx4u2wqVhTQbuNWgZ3oTCfFImWuCfAB9z/84pjhKGrTUqiqW+BXG3gLzS9LNLEvb7z7H96mhchaUPTOwfD7Q0SfMb+eYt1F0ME4KUp4b85+Eee+dAmTbGvNLLFhyqG8ePfom9HSDnm9WyNC2rdxY2bC/TH/eb+5ehBcZSQyKXBW/9KN8hpLUSMj3dIxM5y9gnlQHk3L+jvMfR+j9gJvEQCU+lZvTBKkvj7X6e4R/jzDs85WhIDp0h1vLI2ppHhLzXD2d0wUHHqU3K625hesNpx4V4kd+ShHzDekB8Xmzxzy0YH3n7hz2oyAPWkG1ASiQz09lIE4VywR19D2jY5UH+eTA7xh16TsRgoOUrmGMrUVpe9Sjs0h6JrlfEC8m7EYVHzydeiWrl9cjCflqHTjtiLWPGvVA5/+CKetfi/Pe64VWwINmtrSnTKBnyCfPM+rbxCOeBHgeYMw3lk+JXOqsBLxVSXPPa5KvaioizTM9B77OwGIgu4N8pFY7CiaZzR7zuzYsLv3ux+HG/CcW6IHQQ9TM3n2CcGOAnecxQn41cmu2LascAYIB7H3PkDfwG0FR6hRS1zapi2WXqVpsGZtgxGb4ThGP2EQza02xSqRLwMson9tZU3Sgrwo3tOZ+3rS/6zafh3kH3ge4RJDj/FAskKpAX3q1Q6gVmH9QOxdSAzw7LEX+MgLHGjnHeRYoxLZq4ZpdaIHRfAruMj4oynwP8F4F+JLLbyXoZ5oNfNhKTwnbYBfnP9+37O/lsDgTS5vdW5hfBL1Bm78K8q2yNkLG2Ej6a1gCw9iihIzFCZFH1SpfAd2YSsTlV3R+2V1uUXL8AvJCT1Rgft1jHu5iHhSyv5vbfBTk8cq9DFC7CDiNmD8CfZ8CPa1Tto25ogfOltoIPgRkjsixQo4DhYWt6lKL9qecSfD5Zo2pH9I2DzwN6tLSXEA+M3qI87bGvEG/+UHj5PeN+Y+jNqA+wNoFiQ92mI8tWY61RC+IXdAfrIB7Umf1hbl9wiBgb2BDKFfMBALqi0bqjJhf89lj+FSL55093YZToD4V5jPmYz93Htea2+ApE57oors/NPv9ZzAP3tJ6o9pFFtzEPpGoFEbQJwRSwcY20AcloMhGiOQLCCbI58mSvNh12YZJaiORxWNKzGWhdLrZM9QT71mbUV5syxIG9BXmV8K8wkXjN+Y/8UDMh6hdYV5s0S4L9T3jP9vXM2ToFMB6Ct7CMOIR8yvT6hjmax+/THGSWADJVEnZrZzPzgwHQJ4uOQm4a7+WFRtZF9rI26HhY0aJ9zTwPtqb23zgsQCLCPA6wny2SIqas6no+KRFbBQuTawSriaVMaliz5jnQK/3VlD4WCx46NddC4ycw5nF55BeMSubLi1cNUJik1/XtshiaI15yyXWedr+XPr6lzCPJjcZ81L7KOXqwupmkNwbq/uEReQUY64uMooQ9MhvIuaX5lQgYZ6lDMbkjlcse/Yc6QtyYyuaw9lGrJTOhSWJnK+qFsTGGiids5P6k5D/I5hHDX3gAVF8UErAlCq8BVBGwylgFPMiJaboyqKbFOcZ9IZjfT9O0sY+uvNJaXyqjBrqDXEtJuWkAqKMdDi16vgfazeZyleJeRp1LzBvkRTh8590192Y/2jM970FzA9DuTGNKY6oaIt2phD2jsC8UW0Qef+aKosY5Om3tZ9jqTLOlEjMh7uMHTBDDVeTmEpsrK62boxRS6D4VuI1Y+qAVZrN5NK9VvIywnw4Obsb85/N6CEsR8zX+2BTyXIbSvOytJyhcNbg/pEtJkvxSkCBfspNWOnVt5TEBhXs+V4i4xhHShNsMcMX6X/MAqLacozaziJDSapRwrytMY85+jzcmP/omqWG3Qv9XGF+KXdpR3FWETcl7FmqzrmnLU0zTOzoc6BX1T62RWIeT5GHrTBPcXscuWRpIxeJeuEs6o8zjXPtLrjH/GgbqoNwF9Pmb8x/7uE7t00jtYvKZE/OdcgGZpUPCtgLPZq0+jVY04QqJmF+t4MwFohmPmssOirltq9N9BweY02YtzDNFCdh4wUnTfHGUcXypWwZ8uHHpFaOcnAscU4LvjX+xvxnxnmNgR64jazcqGJMqVwPvlWTTQXLSUkoll5Yv4Kxv0+Y3wornOTQxBksVmfsKgWPmJUm1K+xObWOk9xkK3pa0lqwnsrKzzdgXoCeFULwOIO64/xno94tc9+POzGxamB+i4G+lL0j3eeerZxN6oXqi0qHJduoMD8Q5g3mvaboPMUSf5rI7YuZ7lx9LDzyt12YL6yMizj/MEmjNm5/tGzzZzCvOwWsYl+gb0x17ECfZ/9yLWdOEnbRu2XrEJEyCAuzSJNYZUPos7T2p5CN1VZSWyWWnCa5W6EcRVcl5Aeefy9kOnSCovDgxvwHR3kYERwgahZz2meYz5R8qTQs0yTkA/uDN/jEpTzZBodBX6gpZQu2z1Pm2T9KTjLW1VQ5fVu9iuxYP/fF6EsEPXrO35j/5Bw2vNJl4Di/5Nh4MKa95b06csip2CBe2aPmmb0AyLIRKwI9jaiIK0Q9FjLndVZb1UeIjsqR2m8yyleYF1saRqHgEYEewry7Mf/Zkb4Dzw/hZLYz2tthfii2gu+m+moXqJjfTnIGvNSXcRs2meXsLhHSM0ppVRZjttwmk6rhpY35CPqMeWsSn+/nTd+Y/3TIu27BYdWh6UFTDWlvEvRLMiorS5fRUq/ym0nufmV1XmA+ewHOjXVQw1AXS3OzmKsxQwl5afhaYR7yjtwBMFQZwr4ZeDnddZtP5jYKluwEynER80tVpkcqvqgKTsXBc3+5XN50Ls6gLzaczLMI8sI4YeMHjd3i1DIb6qykzW2K8jxLlknkP/zJyvyfymE7p902OML80AS92pfjC8Om+GWrVt3sltnInDKuRBb0JoJxv6N2qiBP+YQ8LXfPamcHu6PzIc4LnU1MHwbtfHdj/qPjPIgPhsUNovS3nNYrRaRvHNkke+9qA+E5M5uMeSUx39xRO5XVmH22sbUw34B8G/M258szFm1uzH94eV4Pmw/0Zk9u1FHB8gD1xYrZFuTlMhKx5FgoK5PvR3XB2CF+qRB/HuaTc6ZcdT72oh0VC0SDoqvfjflPjvMORrKX4RnmhTf8sh0dpVPYVjSNZHwGyHvPmC83RNUXDIl50TFbmrWY4YDZyGeew/wqh8ZJx4az33ec/3g+D7N6gPm5bvU0MF9qzk6PGu3yXjHMe0R9EeeLtm7rYpF1wdWVp1XS2T9/CXkw9jGPwgZwnJXDQdgb859euQkfNHVzTjFfhNbt8iElCnyvvOLYw+G0mBuRMuU96vMdJshX1ObwqYuzKu9M7nmsPLkkjNMWazZ3rfKjIe/BfwBRUNtlH+zBKXAZ/5S+SsyW1totzIvCza4RUME+euPvfbul+K2ViYgegsA8hHkcT0lTJhN0owjwN+Y/mtuEX8uC1/q6ti0WhRyUQNqorgL7bn3IE8xX/L5Sz5T3vy27a0qxgU2Oe2Vyw5gHFr/GcVsQHCly6/urGezf0duEOK83xPw0bMMZuWmVu3eYFqlu7hiJ1Tmq4jaUxerdfqk8uro1YV0J+8t/yzPmJejljEtPmE+IHxb9Z3tRf43bOKW9GiLmn7Li8wUh+21pqtQnRNkBIZ5qN7rYqCkeoYH5rQL8chLl5TZxaUaY/DBxkwTOfE8bFmz+Ouj/CuahLYW2lf08DZcwL4Vh5eTsUjOURuGHmrA+Yh5gL+9QPsZRvlxwqzPIC05fh3laihIoPTR6F6id/nnE/yE+H76As9O8zlNbhftsWX29v7sI6MW+zAT5hC9/iHnXBP2ylanzLvoXT1SpRusqYp4HuaDNS7lr5+84/zcwHz7vwCICCgyMMT3FfOHRcXbo+uQow3zmVk6MCIrNsE43ugFL9J3Mq6dkwnzOxAp3Kkxhe2NgA2gejLox/yeoDWIeWlIPmBvZj5E2iY1+Cnu9w7wSImLXwrw8K1ThiZCLn4cFoeuYj2EepJQPpDYDWDQ79+epzd/x+ui8XkDK9Rgzod+OMMTojDDV6oT/HHAgwrzPmBe92NaDPa1/5kSiwWrqhlTMYGmPg+nRj5Dr8je3+SNlGw8yM/jk14j54RDz0X1M16bCCLI47Cduc3A+OIF5Lys3JWiJ1B8ukd3PczWZfKm9TJhHxxDA/AQWTtp19/FXMA9DQV7jPkqJ+aiB3OE+oZ2rjGlZSN6koPZG22UZUotdwyxAqGlRfQ/XCU11/rQNqNgT82FXnIpUN9z/VK1SQ6xHy4GE+eFw8ELVgb4I+vGflG5hXt6HTGJJdHNEjvRpQ0AtzUTioGssdQdkZQzefzN0o268/y3MQ/FGTT0AoNHoP8e8FnFfoN3pY0KP3/a7ys1TzEtNcDvb0CeRXmJ+7JnahJfMu6Pu42/lsLA1M2AeZv53Ex4VuvahXXIdBjuPghxUNfnGXmaxZ3F+j/ulle8y2HUb85vE/EyLoHH5FcpstL/Z/J+qz8N2PCA3I20547GPA9AfBfmC48s9Ue347RLmvWxKHWL+QjtAVpPaZF5SG1rq8HiAZ2F4cd2N+Rcw/+7lLY9R3vtlmMe1n6dSu9vubkZ6U8Cb/lRhXqsmlklfRudcxLyug3d9PrVrkOcd4h3mo3IeF9yGX+BBrtSN+MuYZ8nIu5MbfAWE+bECfTNXlIw+sZg42+oysTmm8y7XKuGEE3z+BPNii/IxzvWJ1D9BfuTdtRadjRXMot+M/hrmsbL89qB3+Epwl9q6jtNUD2kU86dMbnIp3qVs1UVe8xzzcBNxnenccarbONqERp9LnoXxTmA25E4JfD5i/ob7BcxHHSwdvnv3Lp7eYN1IEeeHEyl9IwanOF98tyXCgduI9+oKn9e6KAjtFQ76TOtc7obg/NXCYgcY+nZe37KDy3E+yr+Rob63+totjPnpGuYbuGS0uzM6nzIBV4D+iLNUNMoVmJfXm3N5fymozMsCjR0n5TCHv/F+PYfNhNa/d0KrYMNOP0+1Zdipeuu4dnNERGThJnKbM8zn04iU9uV1RMvtg5WGU9TypbgMLT54m/LDgrwMk4r7eKFW6TOh7d5Yi4pbpXraz5R8yI7NbvadIxnj3VHGmW6aVIyIfBQxLMd3TolCIpNtfq93mF9amA9h3sYN4qafNu3/vIL49fp8Kju8dyZEWz7GwkTp2PzxINBHCY5rqy6zGsflmRGOG6ox7hGpjMu2ZwXki6JNrVtu7P0mJydD66iMfazzsLg/PfT9xTif68vvrNrwtKsy+mcLW+szzOuibKPL0vxJz0jq533EvDrGvLuA+SdOg3HJW2LzhHmozf9d7+2vYd7LRuI7R3pwrJx5m8eUbFYLRt/S3ohmFEkPnFQeHNXStStA750+vYjkOL+nNU8SWNmApf1uyZg1wD5gXvsb869jPnJ6+ADeN867YZ64ciPozTZcwLwr8lfuxLZE8WLwL4NeYL56gJI1pQsqPIKiM+EA8wclm6Q6yGWbYYHZ3Jvb1Jg/rcZQZT7Nt+nnP/F/eiwDrH6KmGeQyD3JrdE/7kJFadlOcHMgBqPIXVQr5W6Edrbg0tus3WmXquFxxrsccAg27lkA/zJw3oZNOneYLzF/jl/PjD7lse9ap1fbDCLbYhnldDwzJSrnHNQbmK/lBJXmRlSNdOGE0yrcZHLjnjRm9yUbivFYp0S3PpyQeqzgNq9ZV3ofNeZPUZxMpfFS+642KQHzIYldx4rcZBfIMr+URcpd/lrw+aXdy5KY925ne1CG+SzmqYTKe339Ls4PaU0VTQSmRYHhtf5xu/kjzDNhf1K4cYnSuzfFvF6mbRgtMPpcvJFSs7bIrFmzKcL8Is1SdZaZiXfJCwenpY15LcuVx2FeOqlVFZu5JPMB8/3YT4vH8cj7KON89wrmFyrD+bfE/DSCe2O9a7uJ+SoK67JOWS5Ha8X5hHk0RW1jvlH9x/f5TMVWYT5XbKBmsxqxBNka0/chzoOV2l23qes23p9jPgcfeM/1e2LeLQNi3qyydiNA364kOqmdP8D80pQTsyaPyjbS1EMVDn66eJwa8+oY83vI9xnz1qKSGPg8Iv6O9ALz1Bo/S3JkSxwvru4ts1gPZmYhx7Ps+VJgfjuXVuZyiqowfzRTK1TY2fegZdtdnVtRryxVPVJrsyyF95kkNjAQaMTib2thYMTR1Mwd5/eY717C/Du+hV6rDVfpgaq8wHzLBUEr3RBWEuZpLlXXlvJiwDBbcUdu2ML80nIXie90KpUVmE857FZNiYwIeUHnLVzR0PHgrtu06vOtMM+fVpcMpfP1Wb1jUoTmxDhCtD7QAGOmzd3TuQLhSE+5c6Up01+6cvo4eNDAfCY45SM40fnKJ1mz/Sq6rz1hPu2DhS5sFM+nj/OTDs+1F38Up59h/jBs15jXjPm3pIduG7CYZ9AAI+2uf+La2gR9CrxN7yXsLxHmvRdx/sCsqZRrFphv+UZVigOm8pLZYIEeyvOgPPhQzBewvT7CmmuVp2Tey9ERFcnN+yG+08MyQWWD1m4kzE+HDpa6Ub+R5mY7GIs2rOdxAx+72E3PJgF6kSM7F7tg+4vKzsyGId8nyGOBPiQtMP49KMUbkD+S3AhwXpxhjZh3Z9eHj8E8rEaGUanAckekAoh5GenblcQm6JXWLZ9JiXkvyOEh5gt2IyBfzyAeb7ivozxPBVqoTk3bxn3zD8Q87RUQ06uXgr2KGao/PIkakIc3/T0LXxoggkuWeFdqQn0Gfd1VTaB3Epe1G3B9wiSP1mPMb3vM6wryLdlyvTB2ikG+z+0oYPK4H3MKj6J40OfzMM9+EgLvF0CvzqkNfFT0f5LbRMy/pbrSdwsOVAAaVoz2gPjE6ZuyG63bVn5HmE8VyOT1IblNxcflspKWXdoJ5iWzGeNCEaY2NP0NF7NJORxu+8RCJTc9OMTnNpM7h73i88U/KVHuIP+WmA8fvkbMrytsIzDYmpobmF8u2HHIpWiHmM/jsD7H+a1aPVvL6KWjzrGHayxTzgWbz5h/2HEG3UGn3310v1lP7BIkC4xfCPYR8+03xceJZGgNSlOi8LG957yU01C3CYCHjTMPtHJsgr5p16r2I9lFpXwpd2UWmO8k5relXIuWdfpa+B7osj5UUSNZmKe9UeuaM1i0Zp2HcRyWznefifk8x9NVtRt3CnrlD0rzuWxfqp4S5tVb0kOntwCQYVwfqDE3K2M+g75eDy55jXBvrfaW5fNlS2vAnSwRhs+A37tt4f05GfRtKX0lrmyZbsuSDTIbKlSaxwqqgzncYPtIa1bWL5WLLfblnOM4f4p5X89oCsy/Heih1qRgIDBgHhkv1CzHURQsxX7wlg/NvoayVCFbYL5aouZTT6paCLs8p1HqnMz3nMAy5MHIiZQ2A2xacB+ps3E76+frmCfOfwnz7t0xj9vUtoAUFB9i22atdMU50B85eOzpdQH5TQT6I8xvSTWwC/NVzXKXORTGHlFywJi3uWgD2+5BaQNFm8+DvMMBHB23Tp/U7Q8wfyou87tAHz829abvFniZoeCWWK+J/VgYFcR65XK8ZWq/QmoROF/OMC+LlRnyQyFsa5vdN0QOheggh/mss3kQbQuvCVU7H1iw0aka7M+aVW3Mu7Mw34nSfCG3CZ/VW9LA8PGrAZI+g1tnkN2MY4vRL0fLBKWZWFFzFJiPLq2+KBrlN4+VDtV8Vu1PXHsrLDtmw2Ge1n1bMfcNtXmw5cR19x9YpnQcVJ583E1kq9Mw730L8/CuD2+JeYwQaoOaPO5aoplRBP24B/2Bf+W+NyTOE/hLzmFLzGdiuDGp2bZSwtzYWtXCfLFZAalNIZtnSt/PA2yBXj4xh3W6tFJ5KdSrvCbXH7F5QW9SpELMv6HgBrozuCd2Xm2UYq0l5odKX7moUwds0VqCW0aCrnUdh+D9E5hfyhrncQ7bdC0TUT62YK2I8zAUCH4Oga7pD9yQ6ZjZXLmy70GvUnmzdRkQ/ahYN44f2vaWOawDn5dAbkLeCvV5zGKR3Yw8Fr7HfGsf67KrzCf+s/BfSsxjbc35iPmUNWylmFOfLNxZ9gls5vIFs6H5qB6WB02bV/rz5qOi8fMFzDcuBiT/u1C1ER8BVG2wBvamzQy9JAUiqbFWlt5UUrODXfeLmM0r20oR80tWByeTVuKIXKGHEuKS09nmErf27lkmU3lNWipTPuQBjn14K3L5+KRmlKcwr3JEeS4JLm+n9Kk4wcs5WIH57T0x7/HFAqNf4yARhvqoNjuaBz9Z7bGUXSXsOS277ToR80Tow9u3lGXL9sjUkzCfMJ8asPkw86YG2HavPyqFZcxXe9Z9dw30mds8sXPye8i/LeYJ9uHSuM1rdKpGQ4w1M/qp6XbTxnxMRAvMZy2BqyYaXIV5Ch9N/3vOYtvmlLlmE6N8BXlj10nBtThcWT6K2vhYp6wWdj2h9KVLx/O51qwuk2F+2N41fqD0fZkw5yM+D636cYzt2GE6tDVT9dgG3izT+STA28chDvPx/dtKzJ/b39dhfqjY/C7Ih1cFGuKAeQd70z5oEBYx77SgjpdAv8P8M+z6bKGoRH35PXWVHuPEAnulACnUjjXWiDSW6E1zDmQfcvdjHyqW5yvMdzHMQ5zfYsJaVvevYF4msKyz2UH+Ab6s4W6hIfVRGSypslWqBV/bF1Rj/tp54iSzwbd9ecvoQTB0ID9A0I/j+jC8K5swD8F+h/nl2Cpy11LKmK9SpYx56GLni8LZ6dUm8+w+vO+/Zm4zB/ak3ZuO6j/BvGbM7zogF+v06vnFQZCbHOaH5S39zD3OqKKgGDbr2YB0mh01NCmINgil70eFxMac0w7zqt4ntcP8klbYpzs62WklHrAozSPi+/WxP8y06A6G2Ug2+4GYV/o6o69Kllcwn2aTlcR894aYh48fWcY29yPIsAKPxw6OWeN0LApvAPNbO/ieYB6vt1y81/s4lCeltgrznBYcgh6VzYh4WbOhgqtZMS2p6fwQMB8IfTi9P0o5/zLm4wSDc3k2Ul2BfDUihb0O9c5vnVOgrEQh1ko7VNd17eeRY31p+3GM+bijQU46qRznyw8kGZkR5vOtsxyz6R6YCvObkGNOsQGLQwBx6JsbUuBXBYWhCYD/afX58I6qLNbmNPb5FKwX6+wuYr7OYAfE/BsHECzcGMvL9cKfQsAECCGnH7bjvWpVlN9jfjnAfNfAfCFgOGb0Rf+LR0Xw9BwTsaGaq8F+Q3gpc0gYcF7kw8Tzp5j3Z5J4n5Mr9QKdL6iN697Z51aD44dBXQrHRyA6K3djd5g/4POLEpiPFntivrWNefrJtlHIDvRLG/PYTZhxDSyJoo1J2DewDFQ5NYDtvP8sxz6BeVVOf5Nv9vFcN/775bpNZdoX6fxb7+RyDvwPAlyMlZjH3tTMmJfkpg36XROqwryuyzY5sCdp8rI8QX1lNS+NyyCHZV5jkmMfaObmaVkC5DXbq/uPwrwvLqUEdOHqdFi3eQHzWX0gwjw6mr/ve6lDFgvVSuABkQpznB+5biMFCAV7P8N8PWJSDI1UXtyVp/FxpG8tgUXM9yAUetgsKwtwNyi1GQa90Gf0YdPfTmA+Z7FeaN6PLSjTP6qn2vlkVBnD/EB03r21h79X0JaitcEGO7LA6Nc95ivUt6CZQb/DvLBdqfxt4jnSfAiZOB9ifmTM20xrYLDd2B4GRUDt7XND5qMxn0zMnk+5wj+rM8TzOVQNSGGYf2+9ntddt029iZhn3y9LmxiGbatBf9iGgl/tQF9NjXhXxfnciY06/eMzqoF5IDYhZWUFRcI8NpfHaUPhPEP+gwI9YN4p0RApjfuejPwx6NUZ4uMdVWEepixBgPzGHb7wyjWKK230dsSKpQ2EPjtzp1EQWZWs21Al5nW1K7MI9AWbkZhvlkEPFtwznWdvjxW6sJaWBFK8jwYmUGUAb1ZsR3wS5v0R5t0T/zJwWyHMN24mVPOYHsgoT5jfsJv5vtyGFMVDj8HdPsTwNBZuhm1rVCv3YZjGVpXwZVLy89DFCFrCvKoRvTVBf7QsbdjAcRPybeQx0GYgF2KbB6XWft7cB+4VIYkZyrXTyLEIzO7cy4lit6/6sGkNjDR6Le0OMMxv3XtjntR5Gy0csXLlGLIbtuUu1ZVtyGscBxRxuxAiCHdov6c2QnlwiPndSkyiNtCAhQ7sCt3kh2HMi22B0+I+0qCS+Pwmq5X6qiuxpxt7VcW/Osz7yuGDML/Qjt33jfOoL9XD1NsS8481B3rpodqi8zpjfkuOOMX5IJfruLIcfwXz9UOKBBbjvIXLEqSw5lFh3qzA5j80zh9g/rklccS1qu+T0548CVu3o4Dv6jffyQUEN2QksH6BDE33mC9qNy3M55ECsjpoVevl1bL0qCm8Lg8Y/R7ysQfLYyJQtwHM77XED+A2n+hfBqjXYs5ecvmLjSanDquUbMxaQh5FuLyH7o2jCD1/RytHhBQXLdtHwrwUV6rDMA9iAx7pVqpoYJUL0VwT89ziy+59TyBPMSepy8Dhw7YQb20/feZiTIef2yb9VK5CPo38HWPeiz2BBbOZh82//TuHbFdvKFiR3AamR8Dlcec03GbzWLbZ8jRhsSpWl1uh9piPXe1tUU9BH4UHKcyjEpTU/3tdpX2MG85IfVqUh2qhXxqB/trsSBPzvuxqFbUGhvw8LFwA82+NeXgNU7+WmEFn033h5gjyVKocitGqwoCyMnQuyUzq8D3FfNbaYGkeq5SgqyQD4kagf/ST/rwoD5gPjC2Zxb2I+S5jvpxrEN3ccslCDPPzphnz7q0xD7+GseTDuJxjLpdLHWGeAzkOGorhqmIiXGsZONL7mBJjDNyIeX0F84nOY6BfcWtE3CxSBXrTL1p/LOaHqlpZYP68dFPH+dKRNV+UxVTaPE3Lx1BFp6cebauzo2/IYqdnmJd2N8DTwfQV9ZiDMJQv9w1WJlBL8Y6CtFgd6yzx0rHxjNRMcX7F1kKI8jtGH19LP0MdOnxUH2VjRsbz5JbIy1yuh3kGvTrqRu0wnwplw/JBOr0Q6AVOQFFv+uYYeFMBRpgHXXIcLZyit3E2QiggH0lTSkhBOcNy+lPMx08ACpW06xun16lAXwEer1ymH7TT3Ye5VRLmlyE74b4wFssAV83Mtsi+VIX59x6RquL8MJK2MuWwAvPbFcxDRBgQhlGWiT8sVGQSztRU4iNuPyswr06TWJyQglWfZmWHvnmVbWS5TuoxL52G/aCf5ksM7ovDVvZB/EXIo5ncntvUu12Kok04lP6gOD/1IJsXvu2I+UFqK7d9mbLG/DRGi9QkU6MSfiL+0cuJ30MxxT2O07ao1l6FZqWSqY1BVxsYYi8wL3BvH+NApb2PGgFH3KotXUtfwjyBXnVHoHeVtixhXn9OV9urGbwq11yfB9ePWWC+Ub7JouHYoN4mtsIGzYuJXS3Jb6JNJe08o3mPFS33cG0x8vl4Lsl58KJoQ5VKBL0xI6pCzdrXLSkLuS2dvSHQB8B/lo0Z6wOHQS6fq1LYJ2PhuzgfMS+oTekYN3yQkENvo13XbBCDRZw1Yb5Y+1TVbITeJmB+7tc8fBLbWvUgrZxvArjjvApjXpoetzE/iDX3IW+l7VHGWGPKImW4x9WSaU8/AZ13nf6wQA+jnUOxcTHqmq7sRPatuk2xtE5VmB8+Srw09bvCNuznSDnsHvOq8swmNJONgo1qFwI9FyTZrGPb4laQNVcXqQW2lRMn0iGtMDuISxbgwkQObKVciPsLY0/i6Mc6bmh88EGYp7mvkIftAn0x4XQ6D652Nfsc5vUO8xAAP2kGQY1FGxah0sc0NC4Caduolgae0ygd9BDJGfTRZRI9aZgDxR2uFjG/lFNW0gchN6Pw6kOYNxTHH0k7L+QT/TxD/RUfBjYid/qT/G3Y+tNtchWXxHwhCW7/vGpUKuVO3jLMo3T+AxwQcfNWiH9bb22pMUPMJ9BH2+GtsSvZqYUr8IB55BtZw55Anx33KPsUHaS4zWoalnreRAb4XNac2PFglBeV6ioVLjIzSKRpNHwdB9igFrPYz2H2QG4q0IuhvtMJkiKHbS9YUNXW6eUj3jucMfML2tCbEvNrXjgyCMyXYb70yVY4xiF7Q5nTp/RfQF4mnD22pNTJBs6M+YnD/MpG4m3Mj7wrC7n9vLEXt/f+g2qWUK0cstR7NzB1pjtjzItd4hLzDcjDMP0HvHeOSGGPO9SKDJBCNLeXRKzdYV6mp4B52Rxi7KXqD5XVe2Prbils9xu2WMrfr/qWFZvkzEo64iPYG+Q+hHljx2np0mDsB1Ecx6sXS/XTJdAXcT5nr6JfvsP8R5R7oZrh1YT1jQrzEHpnsjNLBctjM8mF/finCYqHaRF3pDfTkPYjNPyDQ8IZMV+msDGNzZUjTmBJUxnx/hTzj8DUJscG7B+Uh4VXshSYV3KnrpOjgq0sTkLeHSx1EWWDzX1CvEB9nNvGOAJe9HQMLWCIoputWn9T2VcStUnzelZmk9HQHrtP6y7dZApEua6uNzpspaCSo3yxYaHhO19jPryYARfHfZbRjetKckPtwTSOGYVjTzDvd2ujpGlcjFbDp9D58GuZ1oetsEM2N32hGONILwz72LNvkZinThEWy6OCx/C65XEcm7tA0BdZVvJ3M7AVt2EZ8Tnm14LbAOihYOk/a2gKIlYK9IWnEAOdizinmPc7vEtiOaQwrz8C8xgIQEdspRIxig+gliKZza4pJXaM4HtO1KbHNhNfOMiKYCWVe7m81dq4l3bte7LTSTNWLUObTXrOt/alFZg3axHnoW46L+zV+lE7dpahZDeqrFqeMHr1FPKbCPMTrq3QnxEooB9lq1SQMT8/x3wqYYZfEOZRwmBBzm4FWUIPzLSVM2eecf84PhJgnnaIl6AvyjaxTNnzQ1zDPPSV7Tp9mic3upFtU8luGPNlmb6NeZ89bHapq/QRCu/59CnrRqFQqeZ1Rw5Sb7TEvFxUv0WbH3pjYhDGFTchcmPJJkmTm7Bk9PP+cXqghR1DpN9Bifgh5wUi/4j3Ff1tLLoS97ELYEkQATNTChWWsXn/ASHLLZMUIBQmTz59acmMVeE7fAx5CvOL+wzMw2TgMJoWHY7Gvvs4zyCnN4UqMlyXwTAPWkcoR9pj5lHEY1h0NkfMx87T1sxfM+apxi9MPSK4UyUHrx6p80Wl2HWcFG8R88U2sbeuu6lBChBU29msiXmyP9C7PmAxkMaQH2gE4f0LN0DQ5sbuMQ7NcTxwKEItvxNcbgclAF4NsFWEbP6BcjVrHyeoT8XMkCpDIZG3c/L5lOcLt+r956nAeSy3BEZqHwM+JiPIbTLm8YoyKdr3/hm1Gyy+umUomrEV6HEdVJPepFnmos2y0/PxgFSHqdAn0EK9jetBJ5Pi/CBAPyTgTQl9rArmVhE6pqLAC8i7eVSp8aNOYNFIJ1DvKa1hzgdqcypik/fpFBksh3dLBn64IwgU+Wvm88x9TB8i/SfZVsLpqwcZ6fV+h7prr5xSVd66bwQmzKO8jFw/35/PL1NfjlrUmBeBnjHH0x7kCkyi4HFm2OOWG2DOs5DC2PYZBfQHfAug2I6z41MkShOmTfER5dvPmEeqXvcTgMKvDP8C8yn+w5/HQX1OI9bRLPjGmM9T93p/tDF/uJlR1AxwVJlkaR/Rk8Iwn4zbbcHnH1isZKpRJZG0QRZtgUfcxAPfmnmzE7RwV3tCbmyauV0J87ySduIraSQ6Q04nxCgh+W/LCwhF8nUUmEduk4tRcUAW5Gb8yX1APxblUpLRL5Xxfw364iUr/WQCM9eGN0UTuJ+gt1nQfJ4xb4zUDKD1gdDKyD0HI2pxAlAhZQXUjz2tMsMaPOaPWKO3cYFJk91AZIbp2ZEWdAJNn+I4yITeH1PqieUwz1LkWvyMDd/MbXDP7Q7z+CrRqvgzyjaezGaEunIpjf9jg6qN+aeQj+P500JGxB/R2xgoHnOYT6Dn0rkpVy9QFxTDO5wNpGwEzCPyuekE25UN+UdCQd7STMfRgWX7EXziwyONPWsU8DoCj5z0PjGryIsWVmtN1U+w3GaAs3UtMJ8YvWGN5afQG9r1HAP9doh5l+dJJOZrCd9e1EczbWRG/AE5v0NbmzU3RA1vFjaxKxvnuDO1IQVB4ENESVbcPYX+Az0PtkKcB3sxmHAF0o31+vQQwhATTjBY7oDnS8h+seg+kjRnjGSp7yXoRRu279ezqhBCfuybogQbIr13GtYkuw+RWbpt2PelCiFCuVwwx/m6CF0jnsP8RwQJKDuBw8dqM5Xhaktm9LRWKrMblq0D3ALmsSvE8EYPvRXdxGi6NRCccCVA4mISl8kSB84y0W6yx6UmIx095s0AfYQ/3EMCfaaXM92rPaix8jPfYx4Nu3GEROFmcH4v3r6h7oXSrAV6V5hDpw6uVmkIaqhq0nId6Tzpj9CWYa1VzX0hsjE5M7QJOYLQx0XzpFOk4es1rh8O6Iagjf7GAHxCM2aVki+xpozchMOVoEecA43pKRtYKTGYQY8AGk1ZPEo5dG/sURH0wVKheT6I8ys8+cBQAw+m3QMfcM3uRI1+STK9IpstmlPIcdB7rvIaSu9zntCBQuWH6ClhJHCUfn3o49Qzv2fMxwYpNYsmGtTAMiEoaMBQiSI7RW38FucEYCEJmMfAWgrLQLLJ3qqYvoYfZcyTjgb/AXAPYd6ILsEwsM0HlirbjV4bJW3zQZzn5BkFZ8TxPqH+poaidlNG+3qOhHm9ou3UacR71yHhggKaVH5EAqQdjQQK3TxoztdMddj6IIkCEPIpH4QwD2A30AlCXg+QN2QqQ+4dPVw5TCLeMcGEG2P9HMENXGlE6k7w5xgNf557BHYvNfzszmqO6v5Q9O9Zu7zHfPRqC89qXrpUtHz/3EzXgV6dBPq4N5D3lvKwTzx2mB8+Q4vqaHeafVRySuzXx64mcoA8Bh7CPGxPtkIogzwFauUQuLmMg3Eee7FQWukNi+kFRmPRh0g7Yh47uPhn+BXeaUiEVz4B11HmFIh5SkNMk82bY8zHtALOdejIdrSDxH1AAFPD1CjS15V6aejhVVoLuCSfLQH9KXZiPqRoA7Ze22wqCbFFWpF07ag5z6AHcfxKuhUbJSzQ5MG6DfWmsGxpcNMs4p9cbHgB52riQDZF9JHCOfr2UbUf6zHwoLgoyhgsKhl8FjKPnmnY6ojcRMg3MG9EY5ZXkHyGiIRmR8gVt0Z9nJzaHYT5aNEXybs8qFMCe78/QkMcEtiVU0oxVwEItCZ+K5D2jHl4R9ggz+bqy2MlK7Ke+lEEcsBrSHGpdkLewRZTWhy/IgFY4PBc+EwIpXMA6p1wZ6uNrCgy+mzbx3G+GcZNbAu34nyUe+LgVI/GXJ9w3UamUmy8OMc8z+976eyRYj3Dnb3mQph/6xULnY/+V1CaHx/lXBTF+R7WyOcp0kzo4X1YK58BlMoD/jByU3l9JGqPNGVmmwMm2ThNAqDHy0LsbyFEOc5Tn4tOHqH3zN4JrGxbuQXF2vikISPRAQshWEt8WMcH6rYtGt8QiAL+l2dlv/7YuJeb17ws7TL9fle1UmJcRCXz3BTguV4MYf69NcSUssO8/GhsjXnwQaIgGivpZoymlTjdXS9twiolXg96zkkRtNyP7c04sYMlyhEQx7TmD+uT0ZKY43xMZIkiYe6Q84x5ImEnq/SNkZcocaVa+RSazjEfi1OwNBlmimA8PNWt3zDuwwmrt4NAf3h4v/OzKfxz0QNg0d1br7rvYjVaq2ktzT2i3x1gXm5S42EOeCfGo6J4iXmSdwXoQbBnaQxDnjWchjPViU248b0Nl1Ha2YBboqD+L55gH/d2YpznyVpjIuZtKibRzoeI+ZOB2XRW9zPukCWh7LvWcciOU7Kb7JfSOPgWhcdHsSxtSpAHGepbL8dkyPtOT72xto35CHoqK86xejVh4LUtGTwW69c+hvmVEtMe21TEZ/pEXIyh5JZT2J5rN+QfNVLfFrPXYpSlj4GeW1LrKnXKSVPDBgtzNEc4n9GiPBiaXuGDleHd/87V9x8+V9opsZSgZ38gdaAXLrhNCvRqiVbndOld3JuPlEWbZrfMpnBxSpifJuYwsX0U7T4GPBXaaSNSCqxAMtTDbfsswTFrzCqxsG64KDnGxJWWjDDmVxrXxjNFaNHAqTvKuXkwMG20TX1eIyB/ivn4E4ZdGcKd/+oGjX+VNWPxyTG7GfbrfBnrhUIeuE2y3NbisoAMh/NYWIH8HU/wVzHvqRuB3tsln4+Yx0JhZsjR+2BqYT6tsEHMAwcnieU8r1R+AXEB6cRIHox1nJ4kDNST6tn5BqNKn1cn2EI3Cc9MtqR4YJdnu3NOmiF/HudzF87w3UOqprq3jWjoV1XVbgrM7/ZyScxrVc8Hbmzj5FI7530zWIS8o7nvSotLOSxNO6V2K1m1DvmbxeBTViHzcuK0T2qNe6WwQsPzZWxzxo3WPhXnR25NrewRYkmkY6QSiKuVdB8rKQ8sqejj3Hes2MR+SkpMDoO9ZdgbpvXu9y7jePn9h0Yscm63DAXm1XK6/85LZlNbj+LAjuo0z4q8c2UeNrIoFB1UfB4xlDCfskIbRe3g5s4TdnY/2EoF735N8mII8ZzaUv6JY37DQOaqPcf5vk+VGhwcF1MrpUqH2lJDPG34SkCYN9kYk6N8xvyB+0Iax42VToMEB9dp/sJ1PBrRfB3yFOnL2k1zKxcphgnYnUu1+z3pB9Avb+3ZzxtXOq95BrZZglnnaAdpozTF2D5i3jSNC+TUhoFQTf5N2IKiUjvTktRSQp0azVeJoRMs3FsriiryweBiEcWtWZ4cfTHjFYmjPM/sPonzrYl32GiFTIGc72KZiw0fHa2Y9eXOTxy85uENn3bbMJX0iOQiRaXFBV6XBvuFljct98b7onugK7SLcyKuaxUQHbObittERiPW9lJPKmK+rOfEEs6g9AdokSC/30hC0Cpcr5ELj4a5MmCJpl/HvGKNRCtCmyaKm3QpwBAPajNk+dFcLrpxQ5WeLwdcx8EyjCmbqwXymduwIWZ9C8s7TRLkh+ElzD/iAixAvY7Lk6Eaglgj5CH3IOuM3LNk4Sm1gQJ4fCvSuCJZ9S61PataOI/KRA8I8ibPvMKzDti5o/XOUJ0Y2jt9896KXMlBsc3OolL4/iv3xjxe6DIGADQ7ex1jfsWxD5vNtEexVjDCrcCcjR5iMTkwOGy4kqnBlhbrTHFXICoymVELO5xmaShqK2EZ8ria+kpgeXg3Q/51zCdb2mFBWMrmY8QyRFe9DNympCoV12lnepUYndMPspOSj+eOc1G7O0WYp5nKeM1jctjTYPwAfWJpyOTTCemaK3PcNjTS2GISSgnMtzwP+AivRvv3xjx1FvSAVZmDVQUR85hpGjZZRSP6uYjzTF+oEkmcxOas08bZVGPZXIlV+Gl5Gp4PK/9c+hFc/2dtw6vb2IR5gDLecCezKSBPPbRXonzyUEYyRsW/uKcmsRW9pA1wvXj9ic6ljljh1lDLtsaUtCPJwzeC3kZ+M016g2Ft7jAsysnYdSz5D/+gCtDvZl5lvd7tfYjlFqT3HhuO7UUHkDdx3dMe82ac4iWbdcbZUDJhnplLPNa1PgGqmg7rZ6KIkndyRrgnlkTAMVGNXCULJeYjkc8Xmoh5qf3u7eM10LMdGhoyD5tyiZ6gAlfldVi049M+ak8FfG8Mg393xAmB9G6JzW82bT6khRXx1CfTEriEwBWEZppC/K1zBFGydGqjuf2Wr3MBeYn5BuSjddl7Y967bU7epi0OYaisiJg3j6S7YVODVSoNxlh1qUswCPwcs3gWkIRnOEUlXEXEebEmpQ0vSS7OShHnAzUzuydP04DlwMP8AuZpizNNNWK3i3Jm0cKPWlvyRDZ0s3jOWd6sYvOR73VNSQt+xVrsmpVA1u5TGFtMbBJ3mng4kxmPOxpqhPGRCvQF4tvcpgH5TXXu7SWn0H7tjd27zZeYp0iP1XgbZ0f6Ma0JL8U15RFpbmWsZ49xZmMo47HvePKQc3cOpQLzvbU73zXT5/w1cop5vYx5s3PBocnIaNhG+6uy8tO0M+2KbxkxwChOBJn6CImzra8bfFLF+vBKhoV0HZmB57cB6b1eaAfYPtBXOoRDzBPktddvPVtAV+hwuTfkxf54tAi9wDzP5ZFCgU0KuBHEgI9yAvFngh1Pike7+SxjNI8dGyAiwK5ocxoi6SN9sHLRLJuYFYw/spFicvdVzLM9ziOTLZpyySGae27s6WOYisQnkRoX9vE4Xn4ic/2iSlp8uygOiDfMxC0TFCTmQTX3vuLi12HKnvTcd615Tazb1Jt0trhQR+l36UlHQZAv4ruDhcBxo8iJS7bpU3G72P9nojMHiloI83M+RrJgivMlhF2uaXC+aUtLMWoHgfgMVoxEUVgshyTSxDwMDDBH7ubySG7S7+cOrPTKh6rmK2WbpxcCOu/Gg/VAP3EUHAgCBcm/fEsXENlNQW/2CktXLsXM9UxwyNX+IGf4f0S80OnF30huytYeZytp1oT5qgeFJgbEYpM9pRwgE/PDsPdiKGJ2ym+Z6OP/KbdNdQ0a9CiSPiY4xqRu8NhX+w3pjJjrlSjfi3ka/N0Rm58GvaBNkGerI1NxaMfKSL/lrYItzDeMWTf3DXLPn1EaSf23fL7Y2YaZ73In5l4IP7PTNohaClKOV1Yjao9F/Y15L1PuDSp6BV1h7MevXIEe5emSNgtG2syop8p5fMjKd77AfGmUP/XmWwHHetCj1eM/fYBB0EA9oz3l9mqb5PI76pftRAa6xLzcMfA+crsY29MOdNZRYtca3GwehRDxCPNp/q700GCpfO53ij5/UTGhTSGbLJYDAaoTXliPSUtKCszPsjHJPgxJADH2pswECfMC8nHD49R/HzbJ1W1Mmz6/5yT6t5/HNdLqAPPQjs1BQGxL1nlINmF+2XvOL8lr/j1wL6Ud8VrnOzXMMTs7jvTWjoPwCqvyMbZyYiIxSReUCvPhv0Utw5Yb3kVfZkqnybLr2Iw1uScNZcL8WrBbm7Wfk7Cvgz1X0/qd8ZhSCimy/k3Mx/74tBzNMOltyJaHOcrrwr/1iNpsNA/4LubNgtBjBRfFHQts9EtoOfvM7DhtuffTCi4pzAuUtwI9p01Jv4GRP65bW+Kykm0oO5Vzpk08Y0KJrO3HuNIhSeeLdtRUVSqWYf5OzNMQO8qC/h+ITRqkGY4ovc+gZ9mOcw3Mt/csLFpzaf4tIJ80TCpLhViXZc3z+GL7KbpCztJ4INb013UVit060Au/z62QalPsVWl9OG3YHKo7KLb0xC49GuaQ5ofWwub1gPGprXntYP78htF8b5hff6tgc9hSMFixbAET+Cw5mw20XV0143xzt0j4CY0LTN5lJBDouwNMJXELoMbw3jzpEHBUrJyH6IQ692tjYTeJb+Jkxh70URS7RBFfNaoQITmUkB/itoVdSouBPmJ+LYU2VMteU5jPovEN6rLfmcE+1tXah/3/CPRRl4DspgVMUIEy6CnMZ9EwgT1PBNYdWGxG/WArKvnPuEjTPK/EcOUelEJA4eLyR6+WqAcRqg5jXihgrPMgVg+vD1N+yHGLfZPcTGLXWmI3h5gXiI8d1kSaZKxH0UM0scRQa3aX+DlCPoYutUwwgfKfY2+vwv/37PQ6oafWVFuDAKMSauOLn3DwEyms0sV8bMa8+xEf4qIO6rs8KRDQLqx2pjmXANMxJdtgvvob+/VEyYzZOmka+0e9K6FnW46pQW5Y5VHb9zc3twy7Y9oVLnOkN9Fc21hbja5ncVnEPH6c27T+WDxO87jGPh4/dCFIluPTduie70iTthXsRmK+HAmnbbzhJ8Dbzf0E5GNUx4PncZyLLEXquXL4NknBOkftU+zx21K3eD1+9FPeMLEzRbLCM6mZxlLrmnhNauy1xhcakE9l/yGW/Kf0ylmqWJdNLNt78IjFkkvOYMb5+EHQ06yA+TH2wxaEa/QZa5etdfQ2W8qdaqrSHHCYB9iHj8J3P7ZjgQ3GBDHH8YQo2UqadNmRY2L3+IfIXg9nFJhfS15kydt9jnKBAvJz0QZJmE/rvAnu+x3HMcqPqQaavELnOXVy8Tezi6MmqfO3LX2w4bMcZvuT9Npin3pdv6+Wee2BMdC3MU/Bc+CBHZ4G3JlWCsJMg4rhrURvR/+DhUZPbVMEPF/XTR2uxSqQbEVgs+z6UQhaX8P8Oou1Kox5W6I+Sw9KzM9zAfoWn2e1U1xxP/DWb1raIyBfFG5QhNxz09/uPvRI77DZGM2lh/HHoBcl8zTr9DN0PnfHw0VuL3JPuhO/TbMURRfhvoV5WFEKQzL/vVlfXG3licFryEXJCybV5s7kepVS1ZhKrfvKp7COqZBOkyMl3ce9HyMtQy6nkvhEGIayTp7rlSrP7PA8ctT9TqwLn2sunwbwcAnh/jpmijAfMM/+6iGF7e0PYd5GhkkXpB/EPO6UHmkNyMHEPzrelPn9IeaxrD2DXvNHPPmZxsPppYHCE401hY6aHIxKVWRtsWTErMJX3nuUTQ5RToqz4GWUJ01tXyA0YV6E6hL0xQBa6pTGYJ+KqsKOaYf57DxcnoJFAgsD0+RTtM29fals87X3K04yJfJFmLc/xqmodKOPxIYehhmHoo5b1OorcwRcq7Ghf8P3Y97zUVbW8Xkw4E3i7fa8QJZnywTcd9MML2B+nZKEGoVmxSOSsnIliO4x3495aJ+ieQn6zO2zajVpKQXkZzJATwaY2Sm5fAfMOs6SzdOUALyL47mY7pswTyMvOeFY18fjxQf+917sPKmmwpYHoJchSxBqzCvp+0TNSyj4X/Kbz2UXcWXZ64/5eWSdD1k3RIXAFve6/5pcFZfDz4PwKOiNKbueaN7ErqpZPRNniSjU75QAuSlMVZ2YyKYYz5eOrE0mexHA/bqaMyZGbB6jmEaDGVgnQd6EL8XbS5i3lboNl52vQjL6qAZHvvIgryaxvKW7VWBEQ6PYDAHvjrxRTWA+2uxgtIXG7sUdCyluo8plNzDuaYqYeHppZiIu5LW30S80+JDQp9MeGP0q4lbyeGcTykIxRudrn16X2CBepLCL3KoO6spkyD3nMJ++zH2j6FiMT8VqnHYkjAJ6CKZr/2GVZpe+0gvvyUrwJ4uk2J3YFGHetyiOy6Cv2A27Fi/Jtmwmu/mrcV7kygLlMeDT0LyYmU9WDrLsHgej7TfJTb+GeSD0SprRxEAbW4ysf0caU1RachehIity4W7a5s37leF++jLMi2APhrGHhfaiHYXMBv9javOf6tzJDSd7fMS1Qj/8sXEVLQoQfLuvTxRCJrIC8+zXzUkkaRn8lbJNuXPxf9xdi4KrOK6kzSsGC/7/bxc9LROSAIHus9P3zu7ZM2d60kkhy6VSldnuTG5pnh2k0zbl5NY74RNHc/u7mLohu+9zLJOzpCCG3imKxbWYW/o2H/NhDf/ez5DV+sI8E+z+62yF+Y+G+Mpz0vOU3MwL5h91ODUQPTK7IyaJ/uLclLeYv+/cppkc2vFsx2KJBdvIW90mQxAFTqk5kCQdfk6mfcS6eWxSTzmy2kHudjEVNhCwMoUQk5d/Qb20/LX84JV1NxbGCnpus4ze9TaiNpPYEKapkwp9QIeUslGd2PGDd6tDtEek8K0TK+22iD1ZT97LCSxbvlA63Dj08e1qzJfNNhFp8iMxjxp0p0uzfn4X82KpPL3qQIj+FhW3q/SFgEtGJPU4W074Z0GjyMNQH/OocxsjQgEoaNU9c+W/QTz+q5d7DMm0cmKZG3xlkpA6G91zkrlSlkfwya+2Rc7qLCTBSyi6u9bJNWUcxRKb7QT7gqckyMvbj4KNOrxfdf8O82zBxk8vkGE++XDw1iKceNi+u34R5h8/L3RhtutEMhZnWFxgnr2q8O0fDMd7IG/6mE5U36lQNBatuqvyRen/+yoPJD+Q23wGvR/64+vkMu9nscrb2N2kyUkh2ZYDH4TGbA/Ey6mEfOlwR+7e2xRT0cxb6N+MZT6dAd5+zEf+dFFdTFvCbNATY/PrmAf22+rq6eetLmymFJIiNLnAPFYseuMf1Kbvy1iY5UmieT28eDPhUy8Jf9TFF5iH2A+WNsHhacEI8tJPZoX53sxpxJ4vGauejWB4fYkeh+g8AAvIu3HU0yXIRpCtckPKzIuuaqxbWRS4iboRazJKJwJJpJXt8AbezqSu5yohanPzYoyUzV9msSyWrt5hnptY+uu1WZ/cbeeRJb8UYTVWdfcpkfRf/6LQ+gawuRmVwdIAp7KLfFoQJFMCTa8P1NSk9cBHpqm6lgue5xN205V5HfWkwgFJj8vYFp2NEnO4/tyFL2UsrztOfulkNC4biknCCtuQPnzuRVjQZXWeAqRxLDW/kYUx+agqSxUXV67M69fPh+8hFM1IJCi6uvOBDvB/jHn6v7ZbUGSYl5iEUvQQ236tJva+Huy850ubsyC2cphy/E6rfZLRnmrutLmRB150UEk2AXfzM7Y2X7Hue9QGUcPSaUZHj+6bQSLcdU+DRvK6Hm+pFk5rQFM/9UX3mGd3D+aR3zRIQugswMAjZa5qZiL/iab821sRNfSjLGZpoS9tXRIIb9Pn3ajOk5DE6SdY39yBC2Nig8York7BCBj/8GTL1w2xhdGUDHl1eZ9wJHiqzO/aNuBEWrzCmjEhn1qEedhTli+GvmK+H6Z3Ia4y7v+p6pbMXgvMi9UBr+n/TK98wpZO5ofHW2SSTDU+F4v/Z9hLsgi7Q+i557kbP/PuWKg6qCQtKwn4agfNc1YOWMerRmY6gvXbI9wfx7WuFEzikjubSpfjuGmdHv0p/7IdmBefwOV1kedyYyt6rDKDHSfExZ2vjEuwoX+Leb6YTj8j+SraQHbIKhD5xcayyFzYo/HQHL3ngufx/q8rPV9RqaEfZ9/dFDQ5+diJqdPAjgaSrshjJKYrg/hVr/DeWAK3szeWBUczgArmYLYa0nEarZeWuaAZXPf/zr/sLeaTjqLAQE8PAY8kdhzxl2Nebfz6bpze1XmhFTF/wC2R2GIPi72X/37T2UxLZ9TKh4IUbWz+GbrxmkHH0tyM0t5Yd7NejFXZ8MPl5nRisKcbfRZp4ndGZd8rthQ0zWKyOussjfVMzTpyBDT6uF83885uPH6J+Xd8DTOUjSSiNE2+k8S4t6JcihGxU+y7avrIpWO9Hzomu8okTU0KrF4+NjNG77V4xMkUmvsa7Xghpf/jKi+FflADT9Ug6LKtFfpeZlGDvwlxcyKx9qJ8bzRjgEWIEa0WQbLZWumQ8vZ4bpEQu/FZjw6xWAcs5XwzzqPuwTxfRaTOm5u5SIm3GdXfmMMK5vthfEupz8K7k5Gl7hsUSm9yIHp5hSU6jMteKn4mcH/9v2Ke6nBaCv00VrJWYHylK/MWSJDr/OB6E+cjz6OnxJ0nRoXTnl8ko5zOsfxZbdl15uXE3jywIuf6FUtpWu555nnUWbC/O6mpnbE6T4+wtjZBNzj/pEbxivLwbm97ViYXbbrZW0XaG7/aUD/mjW8ykffjJHfW/0Qfs913ph4L/cQDat3sCC4RR8JYB+cRaXvdXW8zJcqzJ5kBTQw7FCxEVZWxXFhI+Zzyzc9XoI65lWuEI/VjWeXtg6H1z6XMn/c74A37p5mS3W1FTpFNAxn6UWZw7+avcONGBBttIUO/Qy8wm72ZqOn9Ok+1qcGn7eyhM2ew/yzoQ4eX2NElmfY2mZI+tmXM1ybZE0dWo9h5Ki5bMA1ubpI2RwWWnRMvEAH0kGkupRZycGF8eqPTWmUjg0ayA/ohbv5scyOY37JqakRyUJoHMXEpGSzvMX9Td2Nm0W332GUygNIMXWvI9mbS2rzYCVze2qpDLd1/us5ToV8wP03W0hNMdcWZGPLeLpK8Na7b3Vy28RnpEPPKwlAMWC2x9LWIgLNpPT42FhEchMFnoFn2DZjkQCBv+wksEZnGrv3KSAzSdiKOZKbFFL2vG1PzvCaV3qtsvoM8fPpbWAiGHfYcE+FXN3lYgGCbsbx5Mm/U+Z+Jlarw38Y8iivFzFYqPVOI9pnHlm+g5LzN3Q2x5UPGfF8zsDkvp1WQU+4Lfjf+H+pwWdv9NT9bDSmOraLR9CcT8zZ+FeNoEhF/ha7tf5jzWlPexXd8O+gV9hPmvy3mb794E/wz6Anzo9oOue0RqmvjZk4guSd4V+v/7lfAQm92MdrdtGyrRExjS1lQhFlpahCIdCbITZbvpnWvS1ODrJfUsm5cD+x9Vhfug5jGwFdXMJGLXJyjcDYCeatK1IYi+xzSd5/LZm6uZBQnWOePA0cqkgnRjdzFR8zTkK6u9inecTJl6sq8DE7k/HY2JjIDIUH6r1Dxr05MwI5+GtUuJhsdC1+F0iZO/9BhUm7rTXQmBbxvlWmhvmao1e+gVrTXci3gPqiVRREhwJXipwTZzNmMOQpjRre5pRF79PHbOfjW+Q0sNtj8zsScqiboNkLy49PADf2e5mZ5p35IZZDzdirBPAWeby1bVZrN9V9ubog+b80jibsbWV5K7BKJ7Yc4AquPU93VBea5ppMd23IvxZgpeRIG1Soo1gvMq3kGmEMNiFOm3AqkzOfVY+rol5fZndoV2YH5JOT8uu4Cm0C8XF+8/XPymB92LG6LwDJjXg25BxpIbQX1LO/to6epyn8b82x0w2nThPlKFwVZeIOHKaX54UXWzLSX/6Y5h6xNYRXvdEbVceeO30Kb91r+1GBPCBPzPMunC6ytJPJaBstmhaacnBoEz+RxRKVN+grz3EylF5jfKLqcGhvSr26KbN6yQ19/rvO661qp1SH3NbwpYYLs58iSNqbffZRXTpW/01QteIvY0U/okVyh3Ey7m8ifddKEj97sPhTz1L9Q5RYiklrwjo+CnmhJ7WiGLrPy2s2HKJ6FmYuLsRSjlSobIdRo8/vyMgq2zZvgeR4kmL/5I+FRP7y5MuCiTz3u9lWtlhO3wDx+INO0ydtwawO/fYDBr3s8US1H6oZv+uQoKKAP2WGN50POoJX5yq6vNW+kk7svU/P4t2yUpZLNmmevJEKw1cJVOrxEcIt1sXE2s+MjxrHu0x1vPj3gHG27AnyT2Dz29tYG7FLzEvNoSzTu99HDQj9UloiM1WngvmeDq2TVwS9CTx7zBJChBvc/ZnjCk9IMLz3TZNdYFzPFQtbYZr/4Iff1hHn+FQejKbr71toTw7xMqsQIeQES7yKqSSVFqMlmCf2zD7cLqD0ndfNXF1fV2KS1160cAPhyd8mIvz/rP/2J5XOo9vtnT0gsSy8vl7Vh3sb89MuYz4W+qDP3Y563BJfjkszBptkX+jbmLVfKqey5kneZcqxltYCamwXl0vkMoj+TbQ/X0/BDQ4cIbR4lyJfXRs00lP6RZn4uRupsUXnx3ZD9STYgJ2JCXl68PVvtcszPM1p/ON/cejl7f15gnpjKv5gRcVLjbxGkxJhg5kg1oQkksrpig9Cxs1jhgMCWHH1mYdQCRA1y2l5JnByGaZjvVXUvOraUvNeVYivbPlGZX7ML4y1lnlj5uFXFwT6V0N5fBD9+7pwa/dhf5lFgWZvShq5ZD+ECnqNm6z7+xQ2ddVnxt0T6wNlpqR+mkeb6nOE2WLRaPg7I2yXQfqwJCSxdSqzlfTZa6/9gbcaUhGckZtjYt7jAWJ1X1YFCPn9AFY1gr73ER3WfgtfUFu+Ewe0fx8c6j966+zFPBOSQMU9+xIT4DcxXJOj4fS5KV+t/KzpDKIuWmxsOnc2TqWC0nVh5xQYtntjCTyewPfX3XV960S6w7lxUIAkwWYTZYwpzjNEnRkhnkwT0doFdr62NnBN4Q2+TnOxsdYddTgLz6/uNa92HUyn2w3wE8+PDl/lWYqk2KP5H16bmV8O5rLeRRdOUfimWjhTDPdZU2kaYnO4mZDktvrJIOpi+SAjpVFDTSyhJb2JLPQPMyEac6yl5PEUVN8ijZz6oCvkhqymnjPmhvzjrQBlK71lYhBuB8JTxN65Xn7BP5ifDgRhhlCBorijt79cP1uo99/OP7pfpeau7QQMI0oHP9ttJfApL0/eTQwxlMoXvgcI+STpEKDzI2Fa4ExOD3izl24z5IWNeiHf2/YYyC5MUvKEQ2rj9V1ZWLq+sjumKYiRvWOLtv5hekcR5h/0MaXPk89slZuRD+UCdn+hd010Rqk+Pn23Mz4j5P2luUsihG8ceuq+6f5xL6VWfW3pdFLTlClnmEGlxLygOjHl9BAjSvB3e5mwSsdsOorIhXYNYXLrHLrs+KTW/WulfXljdp+vm4rQfAuRu8H47Nm+L3FvgYdej2taHMM+u2ba8TxK1TfHC0H32q7qFt8HrUm9BM/dUlc3PlaxuZMLvxWaxAW/bJPYbPSfiLH9bKEn1mW9b+u8YbXe8ruVP97xC3fckXQyxfH9T9JDHC6zzzGVKGbn59pLhP+S25tNWsziOHCnzJ6vPHgMZIMz/HML8XDmruu4l5nEr8Pf5eeZfXXPzi90VYLi6s3sQP0+zQVCxL0oPg2G+RcxzL4KDJryI9GZbbGylOPSRNchyCW5p+a4tfIjVxtWJDqbio+NAi4GUNukKzPOKq91d35WDYFKbnXg/0QWBKUsBLsQ8DbF3Yp5GhX8ShcAdLWv4fvNGESSKUbgbJSwlhj5r23Fhm2s7OX0khimpbdh30uyeQr7Q0r5hi5W8EZw9YZ7dzoym5DQRv8OD5apri2DoCzD/fhFOZHaSaAi7avXJzfRbMD8r5i0s7x3m+98jDJ+6m9AepoO9R+Spf+kCwmFSb3enQaBpLKzQydBEzHPMGqnJGPMptTl5RzGPv6LUEsR8I3Ow4Ap2Sup0XXA2XvP3g9Oy/rogJ4bzcn+Nzec6fxLzcBD3l/c2/A5Wzp2xe3mHHWuUm/xR5E2SLJoYj79fcB4BoTM7yAL07lQHtZbnll7KPF1XB9kBh4akWLloc2oPNTfICTZJKPCivhJzaXkibE3584x5XY+64INhXQ2ZN33q5uP+hMdsVHuYt9n753GYciCvHiu9ZjkK5ud/DvONbV4eLvRfTG4Rcq310PiukOUbdzcxf4q89q+TI2xY2GN16Uc4NyqSeQeZuzLmuZlPLd2GRdRGNxXfo7D3gYnmq3HWaAUjk4ibj/zPw/eI563XpLbDb8h7R9rscKqUf+zgBwH7F68R89NBzD9KzG/GSKH/cP9HvQ1Lbji2BtL+XTRxZjlHG9Dz0mKulubEWVI5ufmZASVvWkRx1W7Z0ibizbWmFh4Jm6hz21bpy6XyR1krf2HSh4OAkJe+t5QjqJu/7COx0Kv33xFERBzkKd1br+9SjcjQ/GAyd2X+c6iJreZNwQ1jPsJflfmoUU0H6oUc1l/UehrGThaOKBJL6W7c8IhTNHF1CpViHAmKD0CQpDES8Yh2ptfsZ5riNvYQ+1En9koh+m3ADY8tyrm/SL+uQ18lKuHNo5HU4iMdixu8ESJnMS+rmZWaHGxg/q8GsUkTx2LarT8Adxk9CQO8VrIWY5QiMPPWFGpnaH9PrRupSspOdMOycnS1RKYpct8r+QTqtM0NvlxW2NoDfDiuRFCKzfw4Pe/wjDSPumZNSdO9ktpRvkEo/RTyUdws7d73s+FrP9TP8x3W2Ywi5rcyZv8Q82A+54G548N96hn6hs25Uv+gVj7n31YVt/TsBwAmdBf3RN4Pj5FNx9jDQOBMMgJuhEnMAmJuC4p596xGWYyyIr+xz4Deod93NjZPtlT7D99S8yAA/glvL2DeZjqH+e4t5h913/+J+AAcI5xSOo75c70NtyNY6CkLNGecV5Jqjmpbf9OCvNUlnEsvrgCqWqP6Lp5kkJoyYa74JYTer79uFrFxnuq2uQTzVuM/VlcQJcheovLL1/XxoeJnNR3vbXQi9RnzAf4E8izkk7jh4+Gnp4xzRVST+oH8ICdzuJXupg+QvKe6QZ/X6sS0l3PobVIgxtzOOGNriEArWFv+TavmpurCVZjfWPR+Sc1bUOCdWN/Z2/DgLvZn+nntbATz88s6/+ug14w6CRJW4gYOYR5O/puX/2+7iX3fNDCXuJuaFJYq+m2a9X8gvLnH0RsFZ9EkSz9/k7Ak0YA6ifrZxvw01m36ZupWQrl8HN9Oo9rdROVXTfybz80Ob4ls6YfjmB/Uo/gT5v+qgTMiDY5i/sBs44mf58RYvMWOGqX+w6Afag1XszyxJnkjfrqhShi47V6ArWHZwfCkD+dnIwjkHxryvSGVqvqQQQJfVRW+icC+Z8OR83AIxodmWPSi4B3kc9hJ2x3HvNlpIebZiHvzDvubBD2UlT4hAwJS5eEY1l3HfQIbLWZ0jcXWAb1jSwnIYWLP3xfg/U3ixVgS1AVWIo+nLV0gRWeMw7PkD04VVmpsdohWAcx/G46QlIdWGVzDB+4ohJeUDmWNsKnTNP1MhzBPhovvMN8R+/yrfbzDPKv9IKbfNlELfVVak9toqo1fmO88zRkhb2Bxes8wqLHH2pBr5n2GS+6RkMzD5jPmlTQ+xGWcPYg+5hjmlp6zRtCJfz/mh1rCkZb//Ocwb9WIhC3QFHlc+1yg1QPtzDw2tY+xkN3RCgl1N3qVO4U8aMpMBRZWiF9Ub16sW9kBhHnKWLhAQ7yfF9AAqVM3WPgaAtvfjlngpaNHvM/TvL+fHyRYCqNh5y0fM+lt/gzzZJknialwCPMy6wSbtxx9IRFl9HMpwKY60TuH0uP8/ypHBNj/FyTToas3GxvyLaPIFzLfLn+ekzr1ve2ikGfh6LbaUbr4+XN9m2jI5QJ139M8H+JtLDuAMT9trAb+Luaf75Ti/n+0rOp8P6XjAy3+93aP5ykoF/rWNAiHv3Fcp6rq5RxEZTOgxmarzrMDyVLm16qKk2EYe/FomIczjxV88XI+Mm+csLO7sxHtgcQhL2/1C8z/dm+ziXkZjsN+Ajf/wZTSqeFUItXevCYKeX+4jXASaynG7R+AORukbObts5o6rVHmUeVTc2r2trMFcdmY0Jwo9Ge7ePiEeY4oD21X/Ry4wyrmyXrOyIFNzMMfYp5dhjRFz2QFO9+9s45QgOaVa8yT3wC/Iwma83tAbpPc7q/UzIvJ/PYwarlyDURUlnLMdAHmP0C+bXcL50+dJdtM1jvMSyYLxY2M88/efp481h/iYzboevHaifsPMS+YIJtqxfzHxz9j3tfhM7ob3Jfyu9fMi1VoNdyd1mOAm+B6QND91fTym5ZEaKJZE1GaVpg/mxq4xxpFHdVOYgDO/uEP3ayNPiLeY/drD2xrBDGP5+nGGVHRvP3v6ryu8KgwhJ+BX9C8ocFOZ+qDyXU3vBLOLT3vW/AGiYVl7+p5QL2cmJNtxdbj9cbDhH478qjdbbXhHgmMg0CHwVMzGrusXMXbrIsbXvbQQJ1XvHGJ7BPmeWuEXKFpBXTDsLJaycb/APVJjChEyQjinPvtafr5jSc/xHm1SjPp/ghPJRPFfvvuc5/mQYQuYExz95KyUa4Sg07DHaJGaJ7Hq/rcAm/FnCAqXRsKd9TCfL/GQj/P8w76hgJGGPO4KDW+wPzgaYq/KvUgAexJVfUvm/TLMN/IjvHyVha8AAtvLC85mdTwMOZNe5Ni+AR58viYqu4OzG9qBHIsMrfz8biw9fQI48BNgTaS8RrLH9S85w77UFcn8nTZeMv/BPNQztskuVEHTKTheo35q97qhE5lSyUgq0i/j6rdDRvvpKZxKvTd3KHvhATyw8ZalDMvmzjZ6/LeptjWhudHk1mbM6TNTZ2/s0XHywzuoA0Sl/uJtXSYpyyw7dTA8d/AvOQA8BIGydHfDizg9N01fwJYxFuebZe8gHY3BHo9fVYzKjhQCZNW+fHd6by8jKoOIv29snzq8spqRmUBtaH9hVyRowy0vHOJ/WAwWGoXSa874LIq9djWa7OP2Z/2Nip5FdVSI+a5b7lbgOa7es8ZDAHJ33VwLkoQNCQ8xriWAu0c6Dur315ZyneU2/KRDn3UkfTVBQZEbLbO0mF75HC7yPDc+CWJfzPHJ+zq55mplDi7xwuP1uHPPJ1WP5s5H2iuXfooQIBvME/X5XZ9t59NYNmJNZ9JiwGg2e3fpX9a3Cxr8m6a39Sq8QfD7K70R/UrWnJJKh9KsSFGpvJmP3QfDgnv29bV7EZATzqR6edn+qwxG2gq9Q7z6GMW/3gBEsQX3VRmaBvzcV0Qvs0nIeqm43vO9LO6xtY55zKV0Z67R/qy32aulPPbSjViyNGl8dulMDeufP5BKRs240wnu3O4DfPqoEjtTS+LfvMOzOtXjY2rf0xmVWzX967DwqsKWDQBtsPGqxjgMP/CCvQT4vd2xbiKs9Zn50Lf5wGl8QjpUEeFzTyZN9Fpsimb562VaSYPkXQZFQu29CQzj+RHy5TXZJD/xX5eVIEH8AMCegzCxI9qlCo1//yM27pK+XqMP4XOQzj+WXzM4Oaf9APmxWarkUCOIqX6TZW/gCUg14+1EMkWBQn0/rYDh7uPFKix4UvYvHF1Zdn8coNlogguqzVuk6t5KvPkCy2Yxwau+TXMH1s/VHhkHTYvkfBi57SpqxQ98YPO1sIjjpM2Ht297TzAh9+yu5RbbzAtxttKDs0FmKdl8CfxHSvpa3agdK53OCE5tqyaMPJxqLicz1uZMJzPPk3czV/WzEvytIJfAkagwHxrkE/3ke3rnuZwR6p3cIlZrHnMsXlqGlcpX6uBiLzVQ39vGOiuJXfCvNGVYJg3KufGr7abVjzYzL70gxKWgfEijo4Ej/3e4TTurav5Z9s70fZx58d1vqEaGJW7QzErgWITO1pnE+KtsezgfHXhxD2M+11OnqML7YPSozb6+zXmUcTq6hmPYpZ2PlyTW/QdkRV9sTEXVoAGmnsNVyD0VQnGmT26K51McfhPkonliYoIoRvwO76kmEkKNbC5zDX1Xe9/WeT5JMqPBnlyQ083Y16//dENNChufcx2tLj5MG+1ik+Yr4rjgFcUqq699xk/gHme9bMcXqaziY0pb5yBLK1HvSrAhPk585VsMi+S26P8Odo/JhazTfNGpZ8Z8mhqc4njCkDeUpfmZosvAbQiJJNN6W1u5SrBDxFTPFzmdcwAVkQqjt2aP2AeuYN5lb8zPThp4A/rvElSzOGUN59kOtuc3f3bS96npdBPRZ4TdxtjLvTS9FKoVDoYhSCEJVJtE1++NmKQlksz9pimLYXvUS9vm/BgsCq3INlRvYwg7g6ltqsECzkTHP558lABayCCft4YsgrmTV65YN6/5fRmjxR8/8uY39j2BMu4EB1xYncWskA9ue+6F/MxMI9bYN5TN31rX+yy3RyKAsL3N3FA75YZOmF+fHTstPHtqC2ztDTV419QSs8qQkWvhNS6peZewVguQag+inBkx91fBWTTOPHhPD7fkCqFvMorS/U2xYKPtURmwVGofvmzP/0etQ5Y6mL+IelDo48Mvnm03mvC0tJ5VJPKzGZP3RjoBfbofLOKEt77UlKPe7DTuBl3h5PB9ijx/8R9ma2sjDiSWE+xD3dSvp7fiiQpbkTF3h5KrW+a9lub/77dvnTEefQjlZD5FeYrUZotB2z5Z6aq09P6qlbh3PfRQk9paqplFGlxgnSKw9uHeY5Y37hdSqEX0LecjpaOEaGuGUUn5Kl6tfyN3mXpq5hAyNM7etPEcEHMnyPXDvDcfCuYT3D7fc43bCnG3dqDF4DnqJifn3H8mV71Nor52u1/Els8SSDyAQHJXZiPUS+LLpVdOEvc2zh+k92nacI6GOpxiznXQt9p6jdeYNPBV2IvItTT5i4z3SUoMu3b/CjIPptMACQ11sHDU/wGgd/TzNncvJi17m1QNQvNV5jnGXJHt9NxA/MVgl7zRsj8wBJcfkiwvRvzl3V725hPrGklk+IiLJ5a+hAPn8AAzW7M477UhtJRXLEs0T7CF+8FkTfVvJ1fPfRyr0tfVFKlslPugIX9irRm7xxkibSh9zs1N/fxTSagdbj07Nd8/PGh8MdpUnLZYd6aecH8VMbvjkwK/73FvgzCc6IaFOWB5XVHQb973hHU239eD2Md6NneDM5jfvmUttY5Z7YijhLUcxbrFmmmm5a6tAciTtSJEE+reB+QdfO/QFUT4Qwqrn6B+WPpSjjpk/jHudgBX2O+8iKz+Qzm74rMEvs47C91QOLGdumzuPglpD/s1+M52fbV9OzOP1NeMm8fdGRjmZgpOwmSpaUfx42B1HJC67WqgeNYArm0CufLB2J2B2fNaozmyKyLGK33tLkZ9i75Ib4MRt25l8CwSEtLj4RluSXrAG8hO4/Jz/5QsR3SsepyU1EwzEuSYANuYq2VK53xX9mhXkAPlXXF+MnZsbyA0PXS/6ZT93k8IpZ7w5ZnH7bzYmkPxxboQEu6GASJS2USUSX9LVr+i6kQh0qqiMkp773FgtZ5xTxcgHkKmyY3S8+3ZcxXG5in2xQuox2xAYPbklfUQA4/hyA74HlAk+JpzH/8h4j5wsXYFebp19NoaS18j1VjlKOzczKoh/YZ9NjO08cAx8YkGfPCbsmVlVv35ScSjDMFQK1hY2b6jd5h4y+QNkK1cCwM72ttfya798+MlU19vYX5qsD8MBX6eRx47xfHypt4zfLak3dTipq/R/F8SdMw1Z9PDugtaAC8evvg8+YJkwn9g0bZz0sdC+oxdafrOfYY/++cxRk9uuwiVYhgR2QSPnPzLgrNOPiG5vj4MEUaWnPpoHSrqA0iPQP4v5wiWpZM8b2+nZ8E+6iZcT5xMXt1cNLnVktyxqrOuwDBYSwxX0tLB7swKkF4V81tV7OmZKonHpNAsmMXOJKS3y04UCAkO/kj5pEF+NneI5tIbkZxf/J1anuYT2RKNyl6ULQ72B0H68MAIWX1KUGcO3k2MhBlNpKS9GZ6myybwbZC29w7i+KzBtRBQoJP4ArMI0+/3MTc51YJT8nYf8I83mGxn9+P+cZh/vLxFJt8GOblsGaVFB3K9LFuj+YBXvNjn0sKfUtWLW2vZi93WYz+NtCfm+KA20X08lYehuunsMNDBBqRZpisRlboqUxwWrkiHBv3wDQw5LygyD9MG+K9mWl62MpHp//ueMmtUIpwGCaXe1w93mGe3vZHLQsjB65ON0Xmgs3D+Z4oh7dlKtBDIKmasIfg/RSCU3bckVw/NhZWyTAOF2uCE90050xTEZR4j51+/L7a9BDTtH2+OdRZiRZW0o5NlMe8pBmnMBEfJdO5SZZnJLqDOzcnnPcon0DCLOnF4pIzZPmpQ1FEKh3CSm8zPGOeLk/H5mjptGPo5wqmW/hKYhSNLH2AzEHswAYcWNZmgSuZFE9bvjNzhd4QgnfG/OlADoB+mMci6WGs+wOYb5J2CtD40ROvU6aovxCMgabmROkGgIkcPU7vxzxwmReqBGK8KoJWusX24Zbrq4KgH+pnzM+IeTiK+XhTbm5K9mHwGkvywKVf0eUrxLjn/YC9LbIoVPr6hQEQKTRUkdVyE/yFOzYOfd2W4DRXav3d7G4ym+RSJYHTVFPD9ZRBpRCjKy3PnoQ+Aassd2O+cRcxubeC3Cy+//cmi2IcxsnklZUH/bCBeVwA372bo5MPWo+7geACGRhKBTISrbBiT8uhvttoDl7eHZ7abBrGooBjO7yy7oMtWGCpj+dLH7LK3egOlOln6PZZbYAn/sBth8g7xz2EsJLk9UzDJ1J1REf62Ob3/fbPVCDpSWy4O9Ar7Pfdsd5omrAc0NMT5nmusoH5aRzaI/toRPzG25bkiVAwutJFgEmmPJAglpb04bJIjKRMN9KVG8lF8zRjmW/zFbY9tUHs8mbx6uD+PTVnUu+I92tUgJpTWUD6HGWcJalIw1cIc7jRaEuWWV52PlZiPyvPSz8NvuIkBs3hWtkWUHByiXkz8MO5CqqJdXcWNxWmB0VOw05tE8uVdCfUHwDHVRvwXHx541RWd4LcG9Z7Q9zRr33Um08hDTacf/mnYltPY9bpsZ0EMonohsJl3lAfd5wvr/59NAwYef5Kdee9FToUFxsR4xX7fiIi0w8hOZ1GDsHMUl5m5nvx6/sWgPCSi9PjR7QPMiILV5spLd9xyKXKt/OC+a42zLPbyqM/ssUvUo1QTI/hvGTjKWJIhCDMHG9vpoMe3gnKWdlnWvsD5pfmpqi/ROficnYvi4GdfPV92HG5es2g4n15ohNk+e7jcMRfCCFOcusGVtIMHVXJko24bKrtcLRnJNJ2lNn23IF5MA6BBLHSzvMU9nLML/8K1JpNm5hnoVRlUe/kqfLowqHcPQmM3sR88zXmTV/J5qiwClC2HjHhOE8jGprd8v9Pb167kp1OulbDHbDHPLznK95wRvT7/UDbC+Q5X7cR0m7X1wU5WLVTaVet+5O0DEhCDXl/xJBSL0AgNUXN9S+bOrkkTKdhFs9j9o2glcDYXt0Y40XsseJtvMJs+bwek7mC4GeKDX2MB55p7m5i2vZvPGXbvyrjIV9jm63vzLe2qKTDVc7VQLfYzJszhz7PNI7inaIuK+nfZX8V6WCbuwINxoKRy9OEG1KfqU+Vn9O9htrw5JLnU1IXOMG8ltXGNEzJDkm5jF91KfPeZE2hAKdpL+unAl8x0GvhBtv36PIft8o8ZonPYtZKx2vV7z/jHHOTYKuZviCxXTAvc/GNzWSwRJjossNzfXnVEXx6JBNlqs3FurAsyWuZr01K//GALvz0n1/M8jFxZZowAhne7UeBxzxfBxja4NKIIFKaesokTvLmX1hcsw9b+2RIeGVvk39Kw3xUqnSBZ3s1V4QPUv+Yp5eY73tzZ2TV4DRibwr7+cpElm+uuYHVXwffLNh8q3rD/HNfbJpZ6W5MTQYvlQZ7xlO0jeVkjxLEsDR/UYhKxnzN6yMfs3xT2pZ0mu6GBIETXajevf8ybnJXQyTi2etQNHgsO8DhrHbyahKk5K/wg7wfQ2OGqwSVr35CvT1znQ9RxSXhaq4Iv23bjT/vMP8wzMvSSDxkgg9scxjWGQRw2RTbPhbCfNpo+Z29WYa5TOG/eBXLB9INZXblz1z32g50NW+P8P7Ie69M0b+klzwMjcxxfli38FKnKp0LfTN9wtmlPNo8WpySkxI29q82IU4wp22Wd/CYIV4WywWraFDtwUwavsJ801y+mIc08zbmu4z5UZWVGEe6UyfJ/SK9tyEEb22emnO5vZtKMbCdfPpcvCF3wYo0NpoVMHwY732+w1IqYzmAxdYv0Z2aA6EGvRf18WNn84rX4PsnhIHMubv4+oRUzIeowkgWHfHsIgkhwjSWlHuZRAFkzEfXQ2fW5jprTE0OdBFzPA2TEyY5EXhUTeWV0UH4KNWPpz0pwTwqwCsu8PMkYS5QarE+QENOzMBGUE3Kzzkcb2+2KiDWMZH90bg3wepNym4GpF7yAnnPZcDmIfXW5wYPmK4SY35Ka10g2fKL4diER0a97k6/MGp5jSibgSGdME1dbNaFXlV87D9G/rXA9m6G4aDqmsjmZ9r9oHpR56/YsUeh57WhSEEgL+ZUl3Q3elsXYGOPFXUuEIrQpOYW7TIo5TaNm5jvMJhnknnjPJRE845gMgAlA1bOzgr+qzCfB4Ub/IdgIYlrp2zGNR9u0h/DenBdavAi+pG1ZYR4dMTKh2bXOqp0e46RNmMz7CQLmPQ7Vn1qyiQEEOVqYsoRGh06mU2sDOy0kItqkS+xsdHfk46IoQeWBSs+PTEmuCzNxPbPpeDgkyiAD6G4zMd4h2YFDxAKnPoZ3Tqsw/wws6PKhNMQlXWW2TFvcAP6gbWx/MzhgA/VJ4YixiwIiVucn9gCkWuL6Kp0p/7NWfV+Zwq4XnSzBGZOI2nLWi7yA6b+Lb836v5NL6qRN5hPW3msnKlCxbYfpvnRr0QH5vhlomCp2ylag87lE0y2yOk/UXSVeouN1AaxfYrpsUQ0dK0lq570on+AjHkSBIKf0zV3YB5/shoXvEe3Ae4cKwZ27qb5YizmCrAng1IuJ0z5OqdY+MJAeGPuJdSNF90Ug8yYpG2Oul8iaRTwaiirDMebE5L3YmcOa13OSpQQW1tD2a4zoZ6iNOMb+tPc3rca9MSJGTX2mT91u23q5keYUUY60hlLd8M/NvXyXLTpWKCmk8Z58j+ZqlStjbqyxjvAZ1ajiPlgmE+rW9j1mKdCj2qpn3kT8t1AkTzTLJCHfaOi4s5CBLp0ZuAHJhe9dyYKabOm2D1zzEQrHSZ+8AmEp0svTIo+mZ+SjRQ2N+Mki5PT0CniKyzysx4A5G8W0nvMb7wKEbS3HbVJC+jrkWibLJ6Qt9IkHtG1xSwWjpRZyz5A4lsjTR4tpFDJ538qmmhY7rAcqc1Km1ugRwQSqwBTcMx8vusB3IP55QsnHuNP2dlkzNPQG6+v2IGl/JDKORjfObhwtaQqnJwtaHMd5C00S7obMSb2zLdVDbu9qQGAup3BcTcJkCVtjARh+VdVdxxhJIBXE9cJI9bq9k2tBAk7SLCez+Lga/kI8Ds+lk9kqNtG2XVwibIiDAuRN/3E4C2zf9Gk8jGpkoXUlUHpHHpMWl3B0YEUIr6/ITCNZa/cg1FHFdm1ZS2Wh5vqPBV6FAhW+dKVieWOjNDnGYU2FkehFHTPdqRcLeAFnyjZhW0sF2OvxDyXOd0e8bZmYG1DkkmkLp4pQ5c8l7lrZOgwj83NQ1LpJozWqTn+bMVg/kzV8E5bCToQXWGe1SGsbV2+RY0WmE1uXsRM2IY52o1b0pn+FYLmzLDDAXd6+KPHJI8JrwTyMxJUcSncfEhwpZMTgN6gk74q6m1SLOaG8NXJ//lKEerlhK7MqXKN+XGuukBVPvLqEcc5DkpKkAJp8+wm+/BIGuyYyr1GuIj8SnybzL4fwe2f5hQNfPG0i0D8RGqUkvYzXjj2zhHl0PLazTQ+SHv9eGhXk605UKf0eMvQg4jX0zNzT80TPThkIEI7MPJjSlySgd0iznQtsdf0h5Ci0iJ+1SA1RuwECfh2wgOIKrVJ1m1cAnq+a/BFS+7N+OBxOfK4ONnTfwzLY04IdfTPmEfUY2jmT9XpA7i8D3JHo/hNXTHpyJAUwJndZ0oqaSu9sYt04CILr1e3GwgO9DFfP5WeEX863gyNspqQLbtP5FDpD0eKYmS96lr6mvl5KfxnHvsXwyTznoGmFEPTDjjFqUlO79IhYSJsBnZQpYA6urXFV2hz+kOIdgZwEhc309oH8fdwrQ29H0EVlVffJ0H8mngmtuC9pRlCaarzYS4JxbTxzIvA1NOCnDfQD4+ll++Cjii6jkmJkfJmJ/zPkS9pfe5YwYUTaw9N5PGGFAZWI9PDjy9kckh03rGxrEdLE7TmMdkT4Ax5T9OmQOMNEmXUQlCuPf0E83hQvtSbiKViiXkaGNIkSuIxJgrUISRzrFO7QjnZ3rc6OpX/6nUVXU4HueEKP5jPhZBX1qUCBI1KuXy1U/23qLexi/MBQ32AY7nim+OXpdAXmM+4H8gRFFh6QZxERXCf+YuAjz6NdZd34IrhZ5NsRtK8xDx8VnZ9wHyUbTyuU4LvPPWzHt52xcViTdjtdKpigAjNlhsm1QJ1hvMmTPT/o5SN10dV06z0NkB7bKNGi9DWYW+2OQZzD2/7W/abfZ+rvfVA3MHHUBwK9hX1wh/UovKGbeYEyqXyCYMEKezL0Cmr5OnBQUJnxKqAvIJ+uZORMSs1NcTClaf3nM1J66yZdepFJdC3VogLu4GTXA7oVqeAPmM+O6PotSnPfq3N1524dC6YafnoMIhxuWDS8bcdAIWYr19gXs0GEpScNPVnyNnQ8yOYX56c4HcO/QJi73/fPQKG+eCBH13/r7+tmNdXFfpbUjFVUxbtLiGDsF2Y13hI613h9KtYDlG3FTgMGfQV+m/TXAQR731d+dPQ9F5scCyFZC0dlrtS2qrRB4MQt1hsNqHTQi+9DSurFNtiBacnixA2tj3xhfihrX8mCk/HMdT8AvNTHd5IGKLZRXrMJ+rmaeY18eRr7lrWbG4hffWbbfkMWP/TPn0R2FUo3+vEnIYeWY15YYlPElhcQH5nNB9ksdy3L4zeXsP84DG/9JDLO8H3s3Gk8LB5cr5aE/c540ylvl3noYLLIt9KBoLnVMDjN1n1XZRCr3MWt95sczD5HSZxGv37GhF56KwRzIduqriXF7nZvIX5oX3V2dA0ND35PeMEpBtmDYQlxv9HML/jq13/WtCdwV8EHDLm27bN6eJRMH+xn7rcp/AKHRzFui8CzN3LvrYKw0LvLA885uuea/xydM8/r79Gjtno2D4U1ocRK1zT5tm+m1V9gXng9jDINZZAX0DeRSanlN1Jk8jLVZ+VAA4PiLFI91LlWUIv0ZlrzD9aeI35WLBIUoVQVvbgO5P5KhDmC9B3Xb/vS+wLBPXuUsA3/+D6eT6cTeZ4B+aTXF+FafMymw+Qz/teX0m28FOOvbvDDpm96XjQggc33lx509l19JP6sE/VTPnvbVpjXnbOwvsuYjfmnwGfk8Gtu1E/6aTVXT2LdCipQlpxzhJB/VFVBF+eu/oxPEZ1XloRN4L5qn3h20nsRUMO8F6DRheogdOXKftr3sC8b3Pa1+1O66p9n6u8/qaRPq2IbfhFBB02wuW9DX4IfJHm5X0IMe3RlqsnPTTgB9inTiJaAivqfMZ8LVzNNL0r8ySxJ9KSBrZFc0NwlESxddOzUeZPvsd5OtwjB9DIZhCzlTqWlyUiWhRinUKSiIY8SObdutQUeZJlZGlB88ZAdNaWMbc/B/u4rasEcVVyCUEgSfPdo3SqxJ2d8KK7ad80OeW19/nm2/YO83ZOx7jTAO7wB4XHMAhVKuK3T/XdyZ+uoU5ZXe7rfMa8cDXj9BHzKDcmLVQoKhonj1KyqF8khma92/Ed40qXrlzoGfNq86nnZxLBfdQIYHa9sKYfoOD01ax3lab+BNl+EBnlm3do6uM2O6/BrKp+02UnvERV088T5sVU4bldL+6rucq3BZuz+pX7R3q54ZoAtHShv7K5acAEE7IZ9b45l760fAC+f/aWb+U1ZtLQU5cjiH8PectTQllIIadKvOTVZn2CL+Zwnf7GXWP7IKEsSomZMSOVcMptBbOrT7IlZxgX3l7fXj9GWIXI8qwN1znmkpV/fnP6V66HrO2F6INXCfKk7ysvw7WSis/duvTqrpZ3T21O+/K6mzFvHWjKU4tLiUrStoWYvUY/XUgdqdycbGReiVaKALVByr3MXKfp7QeqPl4z32O9nYuAJraOkLNhwpU77cwGKOY1SM1pymVxQv4XFBy9lP0cJ+7Xdm3wYZYCPl0MjxEqyO/fIcE8bDZlXOzddgEqGvv6MU4rm7SulVnSE+LbthQfvCMy2+0OyMauykjdMItyYZwh1/kEH9h8Xe6/8FpBTeQK8xoKzpD/+Qh4xTx1N2spGVnB+00viTO6dLe3ESaAdmNlJySmAvvsaJYkdC1v5CTwexu8qsG6RdkdafKeC0DhbL38ZAEFxR9qwvSqn5dZtcmRJEBlgelQlWfr9DN1Gdr5biosJAsqg/6B3g9jN2ZW25g3F2CVxNwgOpA9hijqnvcuIlZjrp0SyJ6x620ehngcQu3pazLmx6W7adeiYdniyYM2KJOML6wgPFuJ6l0ezVidux2a8KeY30rBfCp6RvmHU9YTutM1M/kgEyWy5X7/Hs0v+vlkKjyn86fOpn4UI65ZMG8DU5u3utlqa7sXbZuZyTVd/2p66zAvy2WXV3o1mA9B3WzSZ39luGV3pHGY1yJfsbJmZ2MjvQ1xN7V3ztWxpxjRuxM9wavIm9MK0uzEZXm/Uo353pq0PxHdorb1shoebbtUwwjyikt+IlzoMkukSH4wz28vsfMLMTGYCZPwWEDdPJV5f3jMT5jXsarth9gaT3LSamZw2759T93b1CqVmL/hCiuCQFHZ7NA53RXPuXzfavD8PLM1rJ+ctYzvwPy0PCnY0Zd9E8iPGsuffSUkBAvCPX9BijwLiMDuOuKZrpiP/EekkyFtgjjXWXR4lj5HDaVRet+2k1JeOiKc9Q9ut6f5U52HLeqOuQzT28iGQjkDdJgv56mt0LByKVTZZBStsZDg78a3bkTVBz39UkzpFnWZdvL8suLBIn5lQ99YnWfIVwZ5UVD+7PmiOs+FHlZ7/kQesqrCcWF5s1Pkjt5q0WsXDrACatYCvABHZ0yDSeGiOhMhjg6xZUDMycDaDamkg2zveHdazPVAJR/crPGST/v4eOF51c+DvLRitMuT79HnBZJ9zthnBaR06+KCxJkhrBbQzSdeFYm2ELJ5uc26TOYsk3cXu/j2Kj+dtmDhGi70mxdaudamhPzP+3HLBua7fEbmcWOKIXsDkThZVRa6oSq2iZuY/2CbCtn2kIc87CIh3i2kTTduRi1essE/s/bqr8ImZcQakxFFSlnIkATzsmYn3cMwn8V8UgdVV/ipmx+QC1pdYqs+uEEsA5+HOvyjU+1MRdHXdse2oErYdysVWrx+YXnV19iWbroo7PgCzD+KvmbcW+IdQ28CyzLdg4y/Wsv1abgHyUNOiXl5xZLBjmVCM4qRxpiFNEgR8Z2Ch+k2gjIzDDZZYYcAfQ4iX2yXFy2HgXb+YgjGRgGMs/CcUb93JpVgrWJOoecyP3vMk/1E1bfrPZGgHqtJfoDIyh1bkY1ilWSETiFH7twvFPP3BehYOGfW8lzaqnyBeVfkpwOIN8wjc/MK89lShktPLiiadmFi9lOYX414JTyQyz0TpBIdljRtU20xcNKumHcsp+7yyOZ10k1yBlgEwhYmJJ/DvLQ1+YLcpBY1TkNVFhtq5x9PmFevdgnOslcdYl4JjymacJfvwC9Z+va2BFjIHAOXFh6/wtW90znMV+72qpDf389PjPnNqSMoIaumfqxctWwZnkXC0/PvZE7w6XIPK0Yk5WoeLXKUUwcaq+5RhE9Mf1BLI/hRZzspltGae+uEGPOPT2/N+ArzUYT8eR5FRmiPcf2mk8eQ2/XOmGdZNL9APo3M5EZft4nVNeqqXKa6H/NZWxQ0VeHSqdc3mK82IH/kDjuxb1cfVpgHuZ3pshmte1I/atFnojlJT2ZkRxq2ku+0JiYlLfAqbZFlHcY8PRm6M8eNgqjRZJpmj0OOO5JrLGG+H05iXpb93Y+YAplKEFHp3nY0V0DD0KgGvkpSet8aun0L5uWHpVPONmHlkXG6nJX0Jp4X+e3DfL5hJLh4JHkO85VHfF4C3N3SWz//jHn1DjUznMSda89OcVl5ov6JnrTcHRmWzPkNUlYLCNfOjQk4V1IuhGJPLW5f1MiD/C7/CTTzjXoXVFMwXW4j9BWm3AcwL8ypv9zGgAsoTAS5VUM1yTVORrv5fITJmSb6prx5FxOPq2RgFfKQqnX0PHscpKa5JcA6O1BozZBGrvm9r42fqyqL/DiOx5r5op/fwrzNI5IMIMV8NJo1SIpKp6xCQeDj7Fl3CJx6DTggNl+OEctg/wZncxcZ1Mr5sBOI3P+YB8y2bc45QAOyv8E8L3a6jz62xJuxcH4qvKHGuvfrrExwK+SxS9KjEie5kV2SiMkxU77WHpdCc2DPQHjhzXVpa6OV5Vq91TnMrxB/EvPk9UqG60V0VGYlZHkE2OO061rVHisporswOVgMjhWTwtVXfdj511HITDPsFaDnDiF4kOOfYi/j6BwDPOiFEMS0lnn6efmOzVMfN30+Egv8dBcdMY+yvmpj4vcz1jzKEY8mVUhLRglwwUgy1pIHm7Yy2iB1XiHft8W6uGE+3phtr2vRcge5lSDa2QvBE+QPYn5W7QH58LavBtfMUNqacd/1bU4/Aw3R0/n+wfvJM+ZZNqPrIu4+a9ye79Ddb2hLHID7HymsSD7ZBdGIkJaIm+nn5WiKTJ02udU1KYXRUVv3p+W3qlqBy5cJGbSKUidFS0NTn3kxQYn6qJiHjbE2bSmxj7eiENTYQ6WUf4j5RjCPOPft/CHMK+QV8/FFqkHSNUHiTVoihmMu08q1gNvzPXaFLS0zgPvbbNurYE6mHRDzM9Biro28aFhSzFKWUAz4nX8YKm5+5oOYB1kXAW+CtRwZ8/b7+1OxlNjSCWRyLDkL8giIpyjbCgE70QczcOq31Ma/gXlOw5QpQWzgr+Euvc14MebN+BjKfJHElZ4LfW9XJ9OeyapHgnRqNL1yDyCGgNtah2Sl63k4HKj3SdR4hegwz8xaacQSCotIFTk+ZkkOfPHuVH3aHNGkoi1b/qutkaGZN95ewnw0Bz4juYie0jxj3gWTfUNW8ZgYwWye2oKlzE44VwcQb2nLWvayaf4dzFffYH5aYd5MugstAfmaa8CUOBVkcOd++yTmV6NoBocOlTIBI8QjCOZlFE6x7ylEo99jvrhaqc+Yd2r2gVB5DPPZY0reKURu/8DIug3M/3Cdbx15pAsuSbTQPB5WiRydlsv3jPm1e6CvMJ+N5++i5tXnIIb0L2H+PG9DiMduHm1upLdJsEWbL78dNMuCcsh4x8N34Cy7UqPsY+/P+p+I1prwzUnUV8GkNfw8tEHufEk8lrw69+krm18z6ANjfj6K+cbLKemkaetRzfrW+wk/Vd8G11epg3eTL0GimBM7KzEATnznbf0ubevMELS9vxXzJOFTl/nmH8A8PGP+yaTv02x9sir/GKTOk+nmqu5y9VexmXH0Tm/PNUpWIK/CPCEYRN4ZOSJPpDU8HOZGGMUJrizGGItpDmknYtzyva5JTPwB8/CuHSPMB7oYTFuYn2cMYXd8DbOvLm/VvEz4uJL1MC87eLLHIWVm+xtTWHx1QfRBv0rLvwNQgfnqBObln1PM05Ebn+L3EvPkcjKjg1q+xFLXx59ostyNLzGvH7xFFYSYXDaH7YhbZKTQIupObQtI+jvRjzXtRlj/vN0ZeYF5jT8TgSl286Pm8T5flwjz3B24LVKQ05EHEpBET6rueHZmuQWrYk2kDWr4EW6FvA4Lkswjfu0a+x7zRtHzL/bNYcWldRoN8xgD0/INi0aYq7gksMkovRe0bJ+DSvI108VCHvKfXa9f+UXwaFrzGLIoJUgMvHIfKTmJVipLvZsKOcFXX88Slv7iq+q3imhiQb/q/RHzHMY7b52jjzZHZYveLc89VK8KTU5HjHpB95jvVx7GIdgvb7hb2oxL9hUvTN088Ly54zC/rnQU87MvQB7y3M5Llk7KIx9Lk4LMz5jwzBvfGN6iEg+l1cPhwi9QF8VAls8Ixc1cJIiVseLJ0rJsBlveZF1IAX11vE32BvN8wK2Fc8C2zRnzzNpsfZ/xIZeHoDNjKD/WxraP6QLrWCr554Izqizd+8S6/8Y6L1srecn4b7sbwTwHO25ifnNEovZluZXn2BGO24mS4LjcVpltb1yIDS/3J8nqbN3+rIaaqphEY88SvCBmdmJe0oqSa9CTTaCIA2GKXsdXBVPvZAlxjXvBTTe9J24q5OfTytOQ/NKYuBbMh1r8WJ/r/DwOzk07hiLCwu2bNWBvmzzEEaJRTOZc6bxbezXuj3Ab5MDcbP6Amgd4MRiuJqvzlfxi0sH5Bl/sfYmZsdGgHcI8bwEC7mWql5LuQGXmXCLcPOal2+/FKzcbJp7HfA7Fdp7nPKB0hZ619U0SHj9YLxxNQElIs/0LWcbj/qDt32J+xriEVQ56o7HLwAmtPJGqyfZy09J7wXzwmF+ZV+udH+UTItID9vwJTSo6m4KuzKR9SPf4C2hiqhze/wpPiaivMtafMD9NL3r6sq3R1OuM+RSzoYMzQyJXWLvGLm+7720aj3nzifzGaNykBUVjn2KBeVv7y4rJvF1t98Gg3qKkV8wy9n76md5cYScMUfOhAvlBFsc1UVujiGFLw4Bym8Et+0Vt/byASx+h7MzQ0MEF6QXonaqyDbfQ5lbigszT/hXEC+ar1Zc2N/P0YhF81clb1CYJx3R/XihlJWLUQ6lRV1Jen8rJJMl6P9tOSt9lDHrtsKI/+Jzs4NajjJ/U5soqvc9hsumUWir1lPs0v7zjD20qgzR8yEkOc0u4fbKF+Wmcqro1CjVnXvqekDmRlLI7G5hJg3k9raMY7C4b0z2JrHZt+wcwv0o7qKp3mJ8kW2FjDOVqvOSUYLSUhfzaUJw92DgYhaCoInlUe2fNEQ3LhfxW0H9X6J03R1RbM1Z/WOx6yBfY1QBWQC4dT8jideyP1NR9qfOYqzNPLzG/zhmx8Adx/1Hk4vbJC61aVeexgQQ62wXJrRtwuRdlKmcopkwyOXmNw7y22jf1HWI7FJ7jVH5r+gQWkQH+9rOFeQnSmfKXRKfNT23Nw0G+4wbd1XV9xJP21/ICxPmmLVZggfO7bIu/xPyJPXeFvIxtzLAmc/TqmBG8rF7qvZJITP21RYOh6fChr8iM4yXm11kUybJ+vCc5NO2A/fy4cYf9qTqtAuJNlZnA5NLrMMSXNwAkyMFk6+3a3jU7EusQ9h4wJjVwUsn8X2Ne4JQYuAZ4Np1XyI8r0E8lXeMtjWtmbXx6Ez/oorFRD46G9u4SXxzzjYy3w3X9Tcv8+ToPCgpaVIiNrLOKdVMwItPWQ/IkJ/psSbv+ijNkEbm9tA7VSPt7z4inhJCqzZVY2ES1Nin0SNAScfNc6KdZ6zy18sZjyTBKzP9Ya0bPg/wACSyEJThrHFftLXvzYuNti6vTkPZb+P9TcJDFBa7zGfNif1AMnEaP/a1GXhJ5ur5NLq+Ptxj4pmgeHLpfx2nAhnlZLQg53vHbebj6uceYl/2cp0H03hNm+GHidGMprZvXoZAr9PgNW1ra3uJb8KwcH0FsmDXTnr/rczPBZOUm/4ORyEpTGu1pzvmsymPhTTKLdxZyuAfWjY6LEJIQru7nxcUI1HaE+P9/5warmH+sMK8Rv5MXWzq8+0b+YRlU3NrkPkUoMPUXazgN16wzhEL3p1CyS6zmUHyJeWnRzQjA3IqT7Y8IdRlkRG5sjcnUnVWS4+/1JYZhlBidJ50MjpPq2MAK8zFt7f3TxtVLzKtjTbYM0HswWPotR6iIoZtbcfQJmdn8IDOVd91hkxte/wuQd+bTgvlHxvyDOnrF/NMW1QbiFfIUSuSSWPmBxxWRVq6y0KRkYViyy9lkFWWyjybq9s+373vMexZ4qEgXI0nwfjVW1X8hdz1ZTi9YxwQkle9wnglifjNeh6RnVR0b71fCYYFbjW18gfmZMd/qhTsVs3RxDIHsx8P2JYF2HVcCUTN2cp1Ob64r1/YRWr40G/Bfwvzyf/8TYABYZi4lhxEYsAAAAABJRU5ErkJggg==" alt="matrix" /> <canvas id='c'></canvas> <script src="js/index.js"></script>
</body>
</html>

Matrix Falling Code - Script Codes CSS Codes

body { margin: 0; overflow: hidden; background: #eee; font-family: Courier, monospace; font-size: 14px; background-color: black; /*-webkit-filter: blur(1px); -moz-filter: blur(1px); filter: blur(1px);*/
}
canvas { display: block; margin: 0 auto; margin: calc(50vh - 250px) auto;
}
#img { display: none;
}

Matrix Falling Code - Script Codes JS Codes

var img = document.getElementById("img");
var _c = document.createElement("canvas");
var _ctx = _c.getContext("2d");
var c = document.getElementById("c");
var ctx = c.getContext("2d");
var cw = c.width = _c.width = 750, cx = cw / 2;
var ch = c.height = _c.height = 500, cy = ch / 2;
var frames = 0;
var fs = 12; //font size
ctx.font = "normal" + fs + "px monospace";
ctx.textAlign = "center";
var digitsRy = [];
var lry = [];
_ctx.drawImage(img, 0, 0, cw, ch);
var imgData = _ctx.getImageData(0, 0, ctx.canvas.width, ctx.canvas.height);
var pixels = imgData.data;
for (var i = 0; i < pixels.length; i += 4) { var ligh = parseInt((pixels[i] + pixels[i + 1] + pixels[i + 2]) / 3); lry.push(ligh);
}
for (var x = 0; x < cw; x += (4 * fs / 3) / 2) { var speed = randomIntFromInterval(3, 10); for (var y = -(5 * fs / 3) - ch; y < 0; y += 3 * fs / 4) { var digit = new Digit(x, y, speed); digitsRy.push(digit); }
}
function Digit(x, y, s) { this.x = x; this.y = y; this.s = s; //speed this.text = Math.random() < 0.5 ? "0" : "1"; //plus or minus
}
function Draw() { frames++; ctx.clearRect(0, 0, cw, ch); for (var i = 0; i < digitsRy.length; i++) { var o = digitsRy[i]; if (o.y < ch) { o.y += o.s } else { o.y = -(5 * fs / 3); } dataCoords = o.y * cw + o.x; l = lry[dataCoords] * 100 / 255; ctx.fillStyle = "hsl(110,90%," + (10 + l / 2) + "%)"; ctx.fillText(o.text, o.x, o.y); } window.requestAnimationFrame(Draw);
}
window.requestAnimationFrame(Draw);
function randomIntFromInterval(mn, mx) { return ~~(Math.random() * (mx - mn + 1) + mn);
}
Matrix Falling Code - Script Codes
Matrix Falling Code - Script Codes
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Developer Pogany
Username giaco
Uploaded November 09, 2022
Rating 3.5
Size 52,476 Kb
Views 10,120
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Pogany (giaco) Script Codes
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