fomu-workshop/icestudio/Blinky_BoardTop.ice

{
  "version": "1.2",
  "package": {
    "name": "Blinky_BoardTop",
    "version": "0.1",
    "description": "Simple blinky example (Board top).",
    "author": "Juan Manuel Rico",
    "image": 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yBaMqzzvd76+YBdBYNr4dq27KEMs0QrQMx%20Adpx4teG/Mbhl3l1zouAjb8NMRCN6H2rV5putZhK192MRnDYuozTFFW0J02/2VimGaJ1l5rRTmUH%20FDXTIs4Qd5Yd1bh2s3UdZ1HceOPb9ErrMnoVA9GKBC+xLuE8CofNg89Zl3GWsZFhy+FLNUM0fod4%20LNLjpgWcY3zXG7ZB/bsH1oB82zfSad6dDD1D4lutS5iSb82+m+N9lsOXaR9iGNv+bxnzbEP+5MFX%20eTNbPVOoWGddQ69iIFoRrLQuYUq+Nftu227QL9MjU+tONZ3Yj9WcAKDRQKPbXHq7dR1Tcb7eG3oA%20A9GMXGJdwdS0hucGPOpak1yGqGv2EeMyPTK17FTTVncwhl5hVsA5Jg/9vEkz79lQgaf3hvJjIFpR%20j0/6LYNe7RXD5KjZBv1S9TI1DMTjXTFvsnCm0Z1v8Kt379nsO1f1KAainSXWBUxrOLgZCn9uGBOj%20Hauhy/LFC+svXQx3pWs4/Nk0iLsT1/i1uvQM6vOP5ZJjIJpRf97TnSuRZXi+/1nrMk5rNU1/MQdS%20/ES07lIz3nXezHqaR+7YDMgy6zpmMGFdQK9iIFpx8KtN2rk2LTL/HuFpUXQDksRshlGG94hdw8el%20CVw3Vn825I/sucefc3sKCuyyrqFXMRCtqPuudQkzOuhVs+8aOk2zDfoV58FnIhbIclP+aIgdCu03%20K+AcHU+aeU/HCX5gXUOvYiBaCfA16xJmFMm1ONbnzy/VsWGzTd1lWFhjuqCmI8fMBj9HOL5mp6pX%20P/bO0x/gG9Y19CoGohH59NB+QDZb1zGjzYv8+VTPxHjVaugybM637FIzEgdmf3bnGt79Bn/O6Sk4%20YNcTG2SndR29ioFoKUg+a13CjHbVvVkIgah7jdXQFauBUxQZfguxHas3G/LbL7zMq69tnCfAF6xL%206GUMREuhPAJBYl3GtDpyK1rBEesyAACaXI04MqklKMFV0jWaIYaJO6yJXGUy+DmS9tJjUTh4i3Ud%20M4libLSuoZeV4FIvLtm463mIe8y6jmkpHDYNbrcu47Txkd0Ww5Zihmj0DvFoV/eYDDyFsT1v2Opj%20M+/TBLu3P4wnrMvoZf6eHL1C9dPWJcxo+yJ/GiBPjpt8G7EMM0Srd4jHw8D0e5ZnmjzgZzPv0xSP%20AFL8Jc0FVoJLveBifRRAy7qMaU3IOkTSsC4DANCcuNhi2ApKsKjG6B3iZCcw+TM7T1Jrhq1lt1mX%20MZME8PvHcQ9gIBqTjbvGoPiydR0z6MfQoB+rYZPoBiD/lnJlmCFGFvMOQdgV9WJD/vi+V25SxYB1%20HdMRh8e2Pyz+vJ7oUSW41EtAqo9YlzCjZzxp9q3oR3Mi9w4/ZehUY7EPcTySISgGcx94CmN7Xu/H%20OTwNBT5pXQMxEP1w81u+DJX91mVM63j1Jihi6zIAAI3R3FealmFjvkWnmmO+rFCGS7rjq2+0rmJa%20gomwxdWlPmAgekAeeigC9GPWdUxL9VLs96TZ99hE7os+i/7Fi9DoSxfDoR8LdFtH79wMYLl1HdNx%20CT459GkZt66DGIj+uLi2ASL+PtZ5pn/YugQAQNw22dNW5MemVl+6aKmYNVM408juN3ndzDuo4aPW%20NdAJDERPyIathyDy19Z1TGt/3YubG+LkWkRh7n1Niz5DzFuUuOOJJ4HYPXbrSusapuME33rmI563%20cOwhDESfBJU/ty5hWrGsxrGKycb48zTHcm86XuQZYmjx/jDCTqj9fpVoYuWeOK6usq5jOgr4e833%20IAaiR+SRbd/2uuH35ouety4BADAxlvu+yCJ/JNiiS83xVqWZ+6BTGB66d691DdMSHOoP8DfWZdBP%20MRB9I8lHrEuY1q76JdYlAACaE0vyHrJS4CulazBDHIvgxYb81gsv96dB/TkCwYYnNni8bqAHFfgy%20L6lm36cgnq4468htaAZHrctAGF0P5LsNxIvlkvOU/wxR4ghYk/Og50naS49FkZ/NvEUQtQF/V5b3%20KAaiZ+RL2ycAT/ubKhye9aLZ9yJ0JnP9ZlyRu9Xk3cd0IsROVSzOddApjO/9xW3wdBupAF8c+pjH%20e497VIEv8xKr1T8EmGwdu7Dtg3587HV8/HCew3GGOHvHo+CFXAecxsS+V/txrk4hqHAxjY8YiB6S%20Tz67BXBfs65jSmNuHUKxXzAxPprruRu44i6qyXuV6XDHfj6tcV8rbK3ws5m3YPMzH8U/WpdB5zM/%20cWkaGv2pdQnTGMBQ3X4lbNi6Is/hijxDDHP+BHUjUfMPAk8e/PlNCj/6qJ7LKd7Pzzz5iYHoKXl0%20z1cheMa6jiltuahjXQJUV0Hj3DqQVFxx7195dqpJ1I0miutyG3AaE7vfaH+OTkGBI8tX4nPWddDU%20GIg+c/rfrEuY0tHqzQBynnecQyEYH81tg35gv8d83vLcdnGsKzvsN+S7pDO5ystm3hLgg99+SLz5%20aDKdjYHos2XBIwC8WKBwFtVLcbDPvtn35OhEXkPZvxWbH4XkOkM8GsL8Y9LN47c/m8RYYV3HFFqx%20wN99xsRA9Jl8cKgD9fQCenrRMesS0JrIbWm/oJj9TOMEua5XHg/lovxGm9rozjfl3ut2NlTxqec2%20iP11Q9NiIPpO3YcBtKzLOM/zNfvGzVF0PSS/R7dF7Gea6x5EgUZxYL4hv3Pkdvtz83w60I8/sy6C%20ZsZA9JxsHDoK5x6xruM8sVuDkcoe0xoSXIRWK7eG44UMxBzfHzaiYGcCzb2t3pmixtV7E+1bbVnD%20VMThKz/5sGy1roNmxkAsgih4f54zoVl7ZrF94+SJ0YN5DVXEBt95fvrpSEcP5TbYNIZ3/coe6xqm%20ogJft1HRGRiIBSAbt28H5KvWdZxnqN++gfP4SG53/CLOEPPsUjMc2u/WbB56uR8N6M8k2Lz1f+Cb%201mXQhTEQiyLQ91uXcJ6O3IZ2Zdi0hm778ryGKuKimjxniM0YuTZLOFccXjwcdwZvtaxhKgr8CTfi%20FwMDsSDk07u+CbjvW9dxjgCbB423XySrkcS5fB2kiDPEvBbVxJAJTcT03d347tc9C8+aeatg/7px%20fNa6DpodBmKRqPyJdQnn2TZg+5xM4TAxNpTHUEXsZ5rXI9PRrjynUNP7yaSHzbyDBB/YuFG61nXQ%207DAQi+TzO/4aEPsN8WeacOuQGHfemBzJZ4aYxyApy6tLzeFuJbcmCVNRrXbC1mVePS4VwUgk/OZh%20kTAQC0QECYLkA9Z1nEUxiB2Dm0xraDZzaeJcxH6mec0Qx7u6KJeBpjF56O5nVGFaw7kkwYe2Pyym%20PxRobhiIRbNo6acAPG9dxlk2DdjOEKNwLST7fixevZyapVzeIQq0kzjT94cTQ/f41h+0PdCPD1kX%20QXPDQCwY2fBECPWs6ffRvptg2exbk0vQaWW+J7JSwKsljLMvuhW7PYAuzXygabmkM7H6Brvxz+cc%20PvGjD4t/fYhpRgW8xAkrmx+BU3/6Naoux8GabReOsdH9WQ9RxI35eTT2PtaVA5kPMoPWsVu3Jgku%20s6zhHHFN4derDZoVBmIByZ8cbiDGh63rOMvTg0dNx58czXyGWrRtFwpBlMO8/WgnMH25OrbzV2zP%20vXM4hy/85OOSy8pnShcDsajqtT+D2H9q57T9/Vebjt9t5TJDKFIoRiq5fJqwFYnp7Kx1bJ3tuXeO%20GPiv1jXQ/DAQC0o+te044D5hXcdpIdaaNvuOk7WIo8x/IBSpW00YZ19sAjQiqNmCmnDimueTpG+t%201fjnEuAb2z4mT1jXQfPDQCyyfv0vEAmtyzhtk2mz7wDNyR1ZD1Ip0Ob8KIcHmSOdynNQuy2aI3ve%20mNvXTmbDVfFfrGug+WMgFph8Yuc+iH7euo7TdtZNP/2DxvBo1kMUaetFHn1Mj0U6lvkgM2gevNu+%20wfxJInhy80fxDes6aP4YiEWXxP/Zm09Dtdw602bfk82BrIco0ub8PL6FOBZWMv93Ph3tLh5JwkXe%20dKdxDu9jE+9iYyAWnHx+71YAf29dx0kBnh2w237R7WT+LqtI7dvy6FLTimRV5oNMY2zvLz2rho9r%20z+SAbZs34IvWddDCMBDLIHB/aF3Cac8OGj5V1EvR7ezLcoQiNfjuZrwHsRXJXiBZnukgMxjf/xp/%20nmA7/BFE/HhSQ/PGQCwB+fTQ9+HwuHUdAIAJsW32PTmSaVu7Qm27yLhLzdEwyLwZwnRUq52ocdlt%20VuOfSRTP1x0/8VQGDMSySII/ti4BAKAyiF2Dm83GHxuPszx8obZdZDxDHA4l03/XM2kc/NlNvjTz%20lgr++IkNHq32pnljIJbF53d8GcBT1mUAADYNNM3G7jQzfYRXpBli1qtMm6Gze1y6600tq7HPJILD%20Y6PwZz8wLQgDsSQEUDh9v3UdAIDD1RuB7L8+MSWN1kKTzAK5SP1MowxXmSqkFSuMNsSLtsbXerEZ%20XxN8YP9G8SKcaeEYiGUS7f4sRHZal4EEl+FQbZvJ2IoqJicz6yPJGeIJw6E8l0BNvlDfHr5lKxK5%20wmLsswjGOlV81LoMSg8DsURkI2Jo8v9Z1wEAeHrgsNnYjZGRrA5dqEDM8B3i8Y5k3gRhOqND9x6x%20GvtMzuHPdm0Q08YElC4GYtksWfowVOxvGHsHrjQbuzFey+rQgSCHdtkpUCDOcBPASDeoZ3f0mTWP%2033GV1dinCNDoRPjv1nVQuhiIJSMbnmgCYj9LjHEDRoNM9wROqxNmulk8KMBVE6rL9EsXHcV1mR18%20BlHj8v0a9V1vMfaZEsWfD31CvPrsFC1cAS5tmrMqPgRBZo8NZ23LRbtsBk4uQ6dzMKujBwWYI2b5%20/rAVy35Vmw/yju36Fft35EBbBX9qXQSlj4FYQvLpoXE499+s68D2+kVmY0+OZvbljSL0M830/WFX%20Mm1+MJOJAy+3bSAPQIEN2x+WzH5wkR0GYlmFyZ8CMFv4AABoB+vQrdjUMDHWzerQXjTPvIAow28h%20jkTOZBN6Eg6OJdES22begk7k+AHgsmIglpRs3DUGhz+3rUIr2Fp/1mTobnNZVocuQj/TLPuYjoVy%20aWYHn8HE/tdtVoXJVo9TnODhoY+JWcs6yhYDscyqfe8HZNK0hi2LbdIjiq6HaiY9VQsxQ8zoHaIC%20nVjFZFP86K7Xm96vRBBWK/wAcJkxEEtMPrXtOJxuMC1iTG5HLB2DkWuYbGSyQb8Qq0wz6lIzEstz%20UGS2rWVaSbUbtWybeYviU099RPZY1kDZKsClTQsS9f9XAHatpVQGsbdu0+y7MXw8i8P28gzxeCsw%20+QB044WXbYJiscXYJ8VJAj8a6FNmGIglJxu3vADFw6ZFPL24YTJuc7wvi8MWYoaY0TvEkchl8u/0%20QsZ2v9HmHPqpT2/9C9lhXANlrACXNi3YoPwxIJmturygFyo3wKLZd7d7bRaHrRSgwXeY0bcQu5Fc%20l8mBZyTaGrnRspl3nAD/2XB8ygkDsQfIJ3bug5NPmhWgcjkO1bbnPm6SXIkofCHtwxahn2mUwQyx%20G8vhGJp7U+3O8C3boGLXClCwcfvDkv/5S7ljIPYK6f9/AYnMxt88kHowzcrkyJ60D1mEjwSHGfQx%20PRIGu9M/6oWN7r7XrlE8oJWYs8NewUDsEfKZTbuA5DNmBezpt/lcz8Ro6itcizBDDDX9S3skhMVq%20YTQO32E2O3SCv9r0F7LJanzKFwOxlyTufQBik7FDuRETQf4bmpvNS9I+ZCCAz68RFdmsMh3vuqWp%20H/QCwtYVBzW2a+YdC/7IamzKHwOxh8jGnUOAbDQr4OnB/Jt9x9ENEE19QZHPDb6zaOytkNBiQ/7E%20rjcMweiLW07xt9s+Jk9YjE02GIi9JpH3QZDhl/JmMDS4yGDUOhoTqW/Qr4i/Db6jDDblT4TuOYX2%20p37gCxg78PNmew8rDv/JamyywUDsMbJx6Fkk8kWTwVvBOnQr+X9hfGz0WNqH9HkvYhYzxGMdSf3f%204YUk4aJx7dg081bBPzz9cfmhxdhkx+PLmjKj7v+Bxb5A1Sq21rfkPm5jMvXmMj53q8kkEGOXe1Pt%20iX2v2ayASSOAWoA/tBiXbDEQe5Bs3PEUIF8xGXyrwVPTsH1N2of0+YsXUQYrTFuhrEz9oBcwsfd1%20eQ8JAFDgH5/eII+bDE6mGIi9qtr3XpN3iaOV2xDn3DVHk2sQR0fSPGQvzRC7iTsG6NWpHvQCnFbC%20zuSVFs28tRLgvQbjkgcYiD1KHtn6E6jLv8dpoheZNPueGEl1U3kvvUM81nU7Uz3gLIwd+plNAC7K%20e1wneGTz/5B/zntc8oPHlzVl7pKB90CQfxeQpwfy/0bj5HiqX/zopRni8TYy+a7kTMb33juR95gA%20jtcD/O8G45InGIg9TD7yzBFU5Ndyb/x9uLYWeS/qaUykukG/4vM7xJQDcTIKLk71gLPQHblhTa4D%20CpKq4K1PbJBDuY5LXmEg9jh5ZOc/w8nvIc+ASuRKHK49l9t4AJBE1wNIrZdrkNaBMtBNsbG3AlFX%20NNcN+d2Rm7clscv3nWWCP3jm4/IPeY5J/mEgEuSzQx9GIP8210U2zwzm+0tcMYDmZGob9CseXzlp%20zhAnIzcExWBqB5yF4V1vyrMRvCrw+1s+IX+a45jkKY8va8qTfGbnBoh7C0TGcxlwd+3yXMY50/h4%20aitNve5Uk+K2iyOhS3V17my0j6zP5dwQwaQAv7HtYflAHuOR/xiIdJrWwHDrAAAXvUlEQVR8duhR%20uIE74PR7mQ8WuRsxERzMfJwzNUZTe9IZeNzduxunV9tIW3J9Ohw3Ln8hjmo3Zj2OAj/SGHc++7B8%20OuuxqDgYiHQW+cymXfjs7p8D9H4IsnzPJ9g8mHqP0Rl1W1eldShfv3ihAOIU3yE2c36XN7bnDc8h%20w2beItirDr+1bQIv3/oXsiOrcaiYGIh0HgFUPr97I276zVuheBMEn4GgkfpAOxbn+m4K0GsRxcNp%20Hc3HhTVpbrkIgWEVzbVDzcShVw6kfUwRNCH4XFDBPfe/FWu3fUw2YKPYfAaNvObhb1zykT70UAXb%20HlkHpy9BJNcmAZZr/aKVUa0+4ILKvLblxU6T4L6jgiDFZ3wXEF52y3h1sZtxw3eI7qI4aV3wo7TP%20txbv7iYuTK+6hWvHSXX7WLLqQn9fNx44GGltxv2gk9Hg+LONbm6b4zUJdP+3/0wTnd+SpShG1A2l%202WzLvgjuiFM8Xwnwoyqw6YkN4tWfE/mJgUhzsnnnzpeEsbxbkuTXFbD4nBPRjASYhJMvBEH1Q+vW%20rPyxdT1UHAxEmpVv7d5dXxrF/0kT+T3VDLpHE6VNJHYqH7j9xlXvFZGOdTnkPwYiXdCPf/zjarD4%20kr+B6hutayGaM6dff/H1a+8RybkjExUOf+nTBVUXL/1zhiEVViK/+My2nf/dugzyH2eINKNNW/f8%20bOzix1VTXMtPlDMRUVTw8y9es4bfOaRpcYZIM4ol+kOGIRWdqkoS4T9a10F+442OpvWD/fuX9TU6%20h6Hq45Y7orkRiePF/Zevv/LKY9alkJ84Q6Rp1ZrRKxmGVBqqQW2i+QrrMshfDESalouj5dY1EKUp%20grvUugbyFwORpqVBULeugShNTiT11nBUHgxEmlYSJPk23ybKGM9pmgkDkaY1EEVPWddAlKZKvf6M%20dQ3kLwYiTevGG288IJAsPwFFlB/BznVXXbXPugzyFwORZiSB/q11DURp0MR90boG8hsDkWYUI2Ag%20UikIYp7LNCMGIs1oaO11jwM4bl0H0YKIjMWNse9al0F+YyDSjO4XiQH9qnUdRAsi+Pv169fzI8E0%20IwYiXZC6yt9Z10C0EArHx6V0QQxEuqAkSP4eAH9dUzGJxOFA9WvWZZD/GIh0QevXrBkTgO9fqJBE%209bGXXn0134PTBTEQaXa4/YKKiucuzRIDkWYlqtW4h4uKyTm+A6dZYSDSrKxfuXKnQLZb10E0FwJ5%207sVr1rDbEs0KA5FmTSDcfkGFosBXrGug4mAg0qyp069b10A0J1XwnKVZYyDSrF11yUXfAbdfUEEI%200L1q8eLvWNdBxcFApFlbvnz5hIp837oOotlQ4HsrVqyYtK6DioOBSHOjfGxKBeEcz1WaEwYizUmt%20FrDjBxVCn1YZiDQnDESaky3XXfdjgQ5b10E0E4GMbLnh6ies66BiYSDSnNwvEifOfdu6DqKZKOSb%20J77UQjR7DESaMwe+myG/BZrwHKU5YyDSnGmMf7CugWhGA9VvWJdAxcNApDm74+ZVe0Swy7oOoik5%20DN1+7bU8P2nOGIg0L4kKH0mRp7g1iOaHgUjzEihbYpGfKvyxRvPEQKR5Serum+AqPvJPFPUF37Iu%20goqJgUjzcseqVaOq+rR1HURnk6fuWLVq1LoKKiYGIs2bQB6zroHoTKKO5yTNGwOR5s0pePMhrwQu%205jlJ88ZApHmLLx74JxFR6zqIAEBEtD/Ad63roOJiINK83XnFFUeh2GFdBxEACJLta9euPWJdBxUX%20A5EWRITvEckTCc9FWhgGIi1QwpsQeUErynORFoSBSAsi9SpvQuSFviD4J+saqNgYiLQgt1977S4R%207Leug3qbCPbfsnr1Xus6qNgYiLRgCbiyj2ypKmeHtGAMRFowcXx3Q7bEVXgO0oIxEGnBkrjOmxGZ%20qoYRz0FaMLEugIpPVd3T24eOKmSpdS3UewQ6/KIb1y4XkcS6Fio2zhBpwUQkgbrvWddBvUlFHmMY%20UhoYiJQKJ2yqTDY04blH6WAgUipE2SWEbNQc98JSOhiIlIrbbrr2xxBpWddBvUaarYnDT1pXQeXA%20QKRUiEgXqrwxUb5Ufrx+/frQugwqBwYipUY0+IF1DdRbnIDnHKWGgUipERf/0LoG6i1xAJ5zlBoG%20IqVG6lXenChXiVOec5QabsynVD21fedhVV1hXQeVn4O88KKb1lxhXQeVB2eIlK4EP7IugXpDIsr3%20h5QqBiKlKqk4PsKiXLiEj0spXQxESpWLIv5qp3z09fFco1QxEClVyxat+JGIqHUdVG4ikiQuecK6%20DioXBiKl6pprlgwrdJd1HVRyiqE7Vq0atS6DyoWBSOlT9xPrEqjcRMFzjFLHQKTUOYnZwo0ylQjb%20BFL6GIiUOk34652ypVXhOUapYyBS6qIlg1zsQJlK+vufsq6ByoeBSKlbf+WVx1Swz7oOKivZu/7K%20K49ZV0Hlw0CkTAj42JSywQU1lBUGImXCuYCLHigTXFBDWWEgUiZUuWmasiFcUEMZYSBSJur1Km9a%20lIn+apUzRMoEA5EycdPKlQchOGpdB5WM4NhNK1cetC6DyomBSJkRxRbrGqhcFPKMdQ1UXgxEyoxz%202GRdA5WLKM8pyg4DkTITq+PNi1KlEJ5TlBkGImXGxbx5UbpqUuU5RZlhIFJmrrh0cDO/jUhpEZFk%202ZIq30tTZhiIlJkVK1ZMArLHug4qBxXddfnllzes66DyYiBSphLFZusaqByEj+ApYwxEypQECW9i%20lAoHnkuULQYiZcolXCZP6YgqAc8lyhQDkTJVjfnIlNKhVccFNZQpBiJl6uab1zwHILKugwov1GPH%20hqyLoHJjIFKmRKQLwV7rOqjYBLJr/fr1oXUdVG4MRMqcJLLNugYqNhXlOUSZYyBS5qTCmxktDAOR%208sBApMwlidtuXQMVWwUVnkOUOQYiZc6hwl/3tDAS8RyizDEQKXPxRVXezGhhWn08hyhzDETK3J1X%20XHEUwHHrOqiYxMnh22+/dsS6Dio/BiLlQoQrTWl+NOGCGsoHA5FyIWAg0vwozx3KCQORcpFIwlWC%20NC8uSJ6zroF6AwORcuFi2WVdAxWTi7HTugbqDQxEyoX2BwxEmpeqOp47lAsGIuWivXgxf+XTvCxb%20tni3dQ3UGxiIlIuXLVs2DsEx6zqoWBzkhRUrVkxa10G9gYFIuZHEcZZIc6LC94eUHwYi5UYD5bsg%20mhMBzxnKDwORcqOJ8Nc+zUmSMBApPwxEyk3FcesFzY1U+MiU8sNApPxUlDc3mpMgqvKcodwwECk3%202tfHGSLNiavzkSnlh4FIubn9qqsOOJG2dR1UDALXuOW66w5b10G9g4FIuRERTRT7rOugYlBJnhcR%20ta6DegcDkXKlwkCk2RF1PFcoVwxEypWI8CZHsyL88UQ5YyBSrjThTY5mJ0ni/dY1UG9hIFKuKpow%20EGlWVAKeK5QrBiLlKqpyhkizUw14rlC+GIiUq3qXNzmanW6Vi2ooXwxEylWzxkU1NDsrBwf5DpFy%20xUCkXK1fs2YMgnHrOshvIjK6fPnyCes6qLcwECl/CfjLn2bEBg5kgYFIuePmfLoQEf5oovwxECl3%203HBNF+ISZSBS7hiIlDtV94J1DeS3BHrQugbqPQxEyl1FwC8Y0IxUHM8Ryh0DkXIXa8ybHc3IuYDn%20COWOgUi5C/p4s6OZaRLxHKHcMRApdwo+MqWZJZUazxHKHQORcpeI8GZHM1q5pM5zhHLHQKTc3bFq%201agTaVvXQZ4SabFLDVlgIJKJRHHEugbyk0C4LYdMMBDJBrde0DREEp4bZIKBSCZ406PpJMofS2SD%20gUgmRLn1gqYmfHpARhiIZCJxnCHS1FysfIdIJhiIZCKAHLOugfyUIOC5QSYYiGQijnTEugbyVCUe%20tS6BehMDkWxUA970aGrq+GOJTDAQyYQqeNOjKWnCpwdkg4FIJjSu8KZHU9L+Ks8NMsFAJBN9i/lY%20jKaWNDhDJBsMRDJxWZWzAJraRD8DkWwwEMnEihUrJgGE1nWQX0TQedWqVWz8TiYYiGRHwJWmdBZR%204eyQzDAQyQxvfnSuRPi4lOwwEMkOA5HOxe04ZIiBSGbEJbz50Vn41IAsMRDJTiJ8h0hnUUnGrGug%203sVAJDOJ00nrGsgvCjdhXQP1LgYi2VFpWJdAnuE5QYYYiGQncE3rEsgzAp4TZIaBSGYCjXnzo7ME%20wnOC7DAQyUwiypsfnU0qPCfIDAORzLiI74voHBLxnCAzDEQyk1Q4Q6SzScT3ymSHgUh2tMrZAJ1N%20Ep4TZIaBSGbihDNEOpskfTwnyAwDkcxU+xiIdLbIhTwnyAwDkcyEHT4eo3PUAp4TZIaBSHb6ucSe%20ziZJwnOCzDAQyYzGMWcDdBap1RiIZIaBSHY6QWhdAvllsN3uWtdAvYuBSGbcJbXIugbyS622nOcE%20mWEgkpnl0UBsXQP55XD3GM8JMsNAJDMHBiLOBugsVw8O8pwgMwxEMlPZvZQ3PzrL1laLM0Qyw0Ak%20M3fdBd786CyLjx/nOUFmGIhkZiPAGSKd5a677uI5QWYYiGTmfpFYRNS6DvKDiCQ8H8gSA5FMqSof%20kREAngtkj4FIpkT4HpFOEuHjUjLFQCRb6ngTJACAcIZIxhiIZEol4U2QAAAqwnOBTDEQyZSocoZI%20J/BcIGMV6wKot41MNJ9stTuvsa6D7PXXa09Z10C9TawLoN6mqu7rP3jyJ81m60XWtZCd/npt2+te%20ftetIpJY10K9i4FI5hiKvY1hSL5gIJIXGIq9iWFIPmEgkjcYir2FYUi+YSCSVxiKvYFhSD5iIJJ3%20GIrlxjAkXzEQyUsMxXJiGJLPGIjkLYZiuTAMyXcMRPIaQ7EcBvvrW1/7sjtvYxiSzxiI5D2GYrEx%20DKkoGIhUCAzFYmIYUpEwEKkwGIrFwjCkomEgUqEwFIuBYUhFxECkwmEo+o1hSEXFQKRCYij6iWFI%20RcZApMJiKPqFYUhFx0CkQmMo+oFhSGXAQKTCYyjaYhhSWVSsCyBaKBFJHn300C82kokj1rWUWaeb%20oNkM0WzHaDRCTDYjtNsRLltR+dVffDnDkIqPgUhEpyUKtFohGs0IrXaMyUaEZitCoxEiTnTKf2Yg%20ED5polJgIBL1oDBK0GxEmGxFaLUiNJoRGs0QrXZsXRqRGQYiUUmpAu3OicebjTOCb7IRIoqnnu0R%209TIGIlHBhVGCVitCuxNjshmh0Tgx22u2Iihzj2jWGIhEBTHdohY+5iRKBwORyCOaKJrt6LxFLZPN%20EAkfcxJlioFIZGC6RS3tTszHnERGGIhEGUkU6EyxqGWiGSKOmHpEvmEgEi3QqUUtjWZ8euvCiUUt%20MZTTPaLCYCASzcKpLQztdnRyJefJxS3NCN0uF7UQlQEDkegMUZSgec4WhlN7+abr1EJE5cBApJ40%203RYGLmoh6l0MRCqtaftyNkPE3MJAROdgIFIpHMd43/FDTTSap0IvQqfL2R4RzR4DkUph5PnO4m27%20x6zLIKICc9YFEBER+YCBSEREBAYiES1AterQrSeJdR1EaeA7RCK6oFqfw8BAFQP1AIODVSwaqKBe%20r6C/HmDQLR6xro8oDQxEIgIAiJMTgTdQPRF0A1UMDgRYNFCFC8S6PKLMMRCJeky14jA4UMHgQAX9%20/RUM9lcwOFhFvRZAmHvUwxiIRCXkBKjVTs3yTgTfov4KFg1WEVSYekRTYSASFVi14tDfX8FAfwWL%20Bk++0xs48X8Lp3tEc8JAJPKcCFCvBajXK1g0cOLx5sDJ4OvrC6zLIyoNBiKRJyoVh4H+Cuq1AIOD%20J8LvxH+vInCc7RFljYFIlLPptjBwUQuRLQYiUQac4MQKznO2MAwOVBFwCwORlxiIRAsw3aKWwYGq%20dWlENEcMRKILmHZRy2AVfVV2PyQqCwYi0UnTLWpZNFiF46IWotJjIFLPmakvJxH1LgYildJ0fTm5%20hYGIpsNApFLoq1daN65ZcrpNWb3G2R4RzQ0DkUph5YpLmo1kwroMIiowLpEjIiICA5GIiAgAA5GI%20iAgAA5GIiAgAF9UQ0SyEUYJmI8JkK0KrFaHVjtHuxGg2Q9ywsr0MwFHrGokWioFIREgU6HRitNsR%20mu34rNCbbIZIYrUukShzDESiHpEkik43QaMRonFyptdsnwjBdieBKkOPehsDkahEwihBqxWh3YnR%20OjnT+2noxWDmEU2PgUhUMKdCr9GM0WiGZ73Pi/hok2jeGIhEnuH7PCIbDEQiA3yfR+QfBiJRRvg+%20j6hYGIhEC8D3eUTlwUAkmoEq0Ob7PKKewECknnfqfV67HWGyGaHRCPk+j6gHMRCpFEbQ7PbN8Nf5%20Pi874yG61jUQpYGBSKVww/LVje37tmuzFUmzGaHVPvFos9WO0GxHiCMmXlYOHxzll5mpFBiIVAqv%20ehXi33j3C8LYy9+1y2IGIpUCP/9EJSFarbrIuopeEwQueeihV7Wt6yBKAwORSkPENa1r6DV9fQFn%20h1QaDEQqjWqf22tdQ6+pVtyQdQ1EaWEgUmm4QB6zrqHXSJB81boGorQwEKk0ut1oo3UNvabRlM9Z%2010CUFq4ypdIY23voscErLmtHsdataymbvqpDf38FA/0BBuoV9PdX4ILK5//979yy2bo2orSIdQFE%20aXrn7z/2t612fI91HUXU1xdgoB6cDL4K+uvBif/sr6ASnH+rqCL4mbe+ec2PDEolygRniFQqjWb4%20kHOOgTiNauXETK9eC9BfDzA4UMXgQICBgeqUoTcdVfneW9/CMKRy4QyRSudt/9tjW7qd+BbrOqyc%20GXqDgxUsGjj53/urCCrpXPJakV9627+8ngtqqFQ4Q6TyCZPfA1Dqm3W9dupx5sn/rFdOP+50Ltvf%20uQJ880GGIZUQZ4hUSg/+3j99M+wmr7auYyGqFYfBgQoGB068x+uvBydnfVUEGYfedETQrVf7Xvzm%20X7tuq0kBRBniDJFKqdOWd1areDaOUbOuZToiZ870fjrD6z854zPKvBmpBP+BYUhl5eElR5SOB3/3%20Ow+Eqqb75E6FXv2MR5o+zPTmQ+G+8uADa+4RkcS6FqIsFOdqJJqHB//Xf/qLMEz+TZZjiAD9p7Yr%201Cs/fbdXr6Ber0BKcJUpsHWR67/7/vuvGbauhSgrfGRKpTZ54IW3L7ry8uVhlLxxIceZbqY3OFDB%20QH+1FKE3Hedkfz/cLzEMqexKfBkTnfDQQ9+q7x0NvhyGMy+yEScYqJ/qxHLi3d6pFZy1moOUOfWm%20t6vi+l//G/dfwybeVHo9eYVT77nvvkeDRVdd/vEo1N+s152cmukNDlZP7NOrV1Dv3dCbklM83h8s%20/rX777/iqHUtRHng1U895V0f/XH15Rctfg/EvRdQNrefgoho4vSD4fD4H/zWb60PreshygsDkXrS%20xx/debdT/TA0WWddi08EeCZ2wbvffv+ax61rIcobfyFTT3r7/Wse746O3iUu+B1Ae/7Dwkmi+xXu%2031572YG7GIbUqzhDpJ730Y/+uFq/eOkDiSQPItFf6JVHqaoJ9u8favf39/+fF1WXfIiPR6nXMRCJ%20zvDIX+6/emjHT97d7I79/hUrVleXLFkGkXLkY6IJxseP4cCBIex5/lk8v2fL/m678Yqnvv/tPda1%20EfmAgUg0hVtf9rKfi0L5iguCxUsvvhz9/YPoq/ajUu2zLm1OwrCDMGyj1WpgePQFxFEEABDI3v6+%202i8wDIl+ioFINI1Toaiqi61rSRPDkGhqDESiGZQtFBmGRNNjIBJdQFlCkWFINDMGItEsFD0UGYZE%20F8ZAJJqlooYiw5BodhiIRHNQtFBkGBLNHgORaI6KEooMQ6K5YSASzYPvocgwJJo7BiLRPPkaigxD%20ovlhIBItgG+hyDAkmj8GItEC+RKKDEOihWEgEqXAOhQZhkQLx0AkSolVKDIMidLBQCRKUd6hyDAk%20Sg8DkShleYUiw5AoXQxEogxkHYoMQ6L0MRCJMpJVKDIMibLBQCTKUNqhyDAkyg4DkShjq+967co+%20nVieysEuWbRn2ze/eTyVYxERERERERERERERERERERERERERERERERERERERERERERERERERERER%20ERERERERERERERERERERERERERERERFRCv5/Gg31KqL81d4AAAAASUVORK5CYII=%22%20preserveAspectRatio=%22none%22%20height=%22203.502%22%20width=%22180.068%22%20image-rendering=%22optimizeSpeed%22/%3E%3C/g%3E%3C/svg%3E"
  },
  "design": {
    "board": "fomu",
    "graph": {
      "blocks": [
        {
          "id": "6cd56993-b7cb-4edd-9b9e-ef9fbf93e3f9",
          "type": "basic.output",
          "data": {
            "name": "BLUE",
            "pins": [
              {
                "index": "0",
                "name": "rgb0",
                "value": "A5"
              }
            ],
            "virtual": false
          },
          "position": {
            "x": 640,
            "y": 104
          }
        },
        {
          "id": "f80013c3-4b76-4b26-ae0a-784025bbff6f",
          "type": "basic.output",
          "data": {
            "name": "RED",
            "pins": [
              {
                "index": "0",
                "name": "rgb1",
                "value": "B5"
              }
            ],
            "virtual": false
          },
          "position": {
            "x": 664,
            "y": 176
          }
        },
        {
          "id": "a1562249-78d8-4020-b272-0c9217acfdf7",
          "type": "basic.output",
          "data": {
            "name": "GREEN",
            "pins": [
              {
                "index": "0",
                "name": "rgb2",
                "value": "C5"
              }
            ],
            "virtual": false
          },
          "position": {
            "x": 688,
            "y": 248
          }
        },
        {
          "id": "5a1323c3-4597-429f-a9c7-e8ff5b23d9b3",
          "type": "basic.output",
          "data": {
            "name": "",
            "pins": [
              {
                "index": "0",
                "name": "usb_dn",
                "value": "A2"
              }
            ],
            "virtual": false
          },
          "position": {
            "x": 600,
            "y": 368
          }
        },
        {
          "id": "78891846-58bc-44c5-9ee7-ace57d4836bb",
          "type": "basic.output",
          "data": {
            "name": "",
            "pins": [
              {
                "index": "0",
                "name": "usb_dp",
                "value": "A1"
              }
            ],
            "virtual": false
          },
          "position": {
            "x": 584,
            "y": 424
          }
        },
        {
          "id": "69ae577b-ac2d-4f56-9596-ffcb4021899a",
          "type": "basic.output",
          "data": {
            "name": "",
            "pins": [
              {
                "index": "0",
                "name": "usb_dp_pu",
                "value": "A4"
              }
            ],
            "virtual": false
          },
          "position": {
            "x": 568,
            "y": 480
          }
        },
        {
          "id": "f1fe554e-d771-4fb6-9a5e-fd8ba9aa72b5",
          "type": "0db9fbbb8b6abc34c7515503e3d3b69b3858c2e9",
          "position": {
            "x": 368,
            "y": 200
          },
          "size": {
            "width": 96,
            "height": 192
          }
        },
        {
          "id": "afe6e471-ea70-4d42-a8e2-9f63b98108a4",
          "type": "basic.info",
          "data": {
            "info": "<h1>Blinky LED example.</h1>",
            "readonly": true
          },
          "position": {
            "x": 136,
            "y": 88
          },
          "size": {
            "width": 296,
            "height": 40
          }
        }
      ],
      "wires": [
        {
          "source": {
            "block": "f1fe554e-d771-4fb6-9a5e-fd8ba9aa72b5",
            "port": "e3c9bc63-8b3a-4bf0-a6a4-abf64dec805b"
          },
          "target": {
            "block": "6cd56993-b7cb-4edd-9b9e-ef9fbf93e3f9",
            "port": "in"
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        },
        {
          "source": {
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            "port": "fd5a9c81-dceb-4773-af8d-f3c7d472f43c"
          },
          "target": {
            "block": "f80013c3-4b76-4b26-ae0a-784025bbff6f",
            "port": "in"
          }
        },
        {
          "source": {
            "block": "f1fe554e-d771-4fb6-9a5e-fd8ba9aa72b5",
            "port": "9d5d6cc4-a66f-4bef-b255-3e4d06406775"
          },
          "target": {
            "block": "a1562249-78d8-4020-b272-0c9217acfdf7",
            "port": "in"
          }
        },
        {
          "source": {
            "block": "f1fe554e-d771-4fb6-9a5e-fd8ba9aa72b5",
            "port": "1ef8433d-89c7-4a46-9f81-127e4625c385"
          },
          "target": {
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            "port": "in"
          }
        },
        {
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            "port": "c3202cb6-0734-4718-8e2c-06a6af70dce1"
          },
          "target": {
            "block": "78891846-58bc-44c5-9ee7-ace57d4836bb",
            "port": "in"
          }
        },
        {
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            "block": "f1fe554e-d771-4fb6-9a5e-fd8ba9aa72b5",
            "port": "87665084-46bd-4bc9-8904-ba5e1d5f25fa"
          },
          "target": {
            "block": "69ae577b-ac2d-4f56-9596-ffcb4021899a",
            "port": "in"
          }
        }
      ]
    }
  },
  "dependencies": {
    "0db9fbbb8b6abc34c7515503e3d3b69b3858c2e9": {
      "package": {
        "name": "Blinky",
        "version": "0.1",
        "description": "Simple blinky example.",
        "author": "Juan Manuel Rico",
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yBaMqzzvd76+YBdBYNr4dq27KEMs0QrQMx%20Adpx4teG/Mbhl3l1zouAjb8NMRCN6H2rV5putZhK192MRnDYuozTFFW0J02/2VimGaJ1l5rRTmUH%20FDXTIs4Qd5Yd1bh2s3UdZ1HceOPb9ErrMnoVA9GKBC+xLuE8CofNg89Zl3GWsZFhy+FLNUM0fod4%20LNLjpgWcY3zXG7ZB/bsH1oB82zfSad6dDD1D4lutS5iSb82+m+N9lsOXaR9iGNv+bxnzbEP+5MFX%20eTNbPVOoWGddQ69iIFoRrLQuYUq+Nftu227QL9MjU+tONZ3Yj9WcAKDRQKPbXHq7dR1Tcb7eG3oA%20A9GMXGJdwdS0hucGPOpak1yGqGv2EeMyPTK17FTTVncwhl5hVsA5Jg/9vEkz79lQgaf3hvJjIFpR%20j0/6LYNe7RXD5KjZBv1S9TI1DMTjXTFvsnCm0Z1v8Kt379nsO1f1KAainSXWBUxrOLgZCn9uGBOj%20Hauhy/LFC+svXQx3pWs4/Nk0iLsT1/i1uvQM6vOP5ZJjIJpRf97TnSuRZXi+/1nrMk5rNU1/MQdS%20/ES07lIz3nXezHqaR+7YDMgy6zpmMGFdQK9iIFpx8KtN2rk2LTL/HuFpUXQDksRshlGG94hdw8el%20CVw3Vn825I/sucefc3sKCuyyrqFXMRCtqPuudQkzOuhVs+8aOk2zDfoV58FnIhbIclP+aIgdCu03%20K+AcHU+aeU/HCX5gXUOvYiBaCfA16xJmFMm1ONbnzy/VsWGzTd1lWFhjuqCmI8fMBj9HOL5mp6pX%20P/bO0x/gG9Y19CoGohH59NB+QDZb1zGjzYv8+VTPxHjVaugybM637FIzEgdmf3bnGt79Bn/O6Sk4%20YNcTG2SndR29ioFoKUg+a13CjHbVvVkIgah7jdXQFauBUxQZfguxHas3G/LbL7zMq69tnCfAF6xL%206GUMREuhPAJBYl3GtDpyK1rBEesyAACaXI04MqklKMFV0jWaIYaJO6yJXGUy+DmS9tJjUTh4i3Ud%20M4libLSuoZeV4FIvLtm463mIe8y6jmkpHDYNbrcu47Txkd0Ww5Zihmj0DvFoV/eYDDyFsT1v2Opj%20M+/TBLu3P4wnrMvoZf6eHL1C9dPWJcxo+yJ/GiBPjpt8G7EMM0Srd4jHw8D0e5ZnmjzgZzPv0xSP%20AFL8Jc0FVoJLveBifRRAy7qMaU3IOkTSsC4DANCcuNhi2ApKsKjG6B3iZCcw+TM7T1Jrhq1lt1mX%20MZME8PvHcQ9gIBqTjbvGoPiydR0z6MfQoB+rYZPoBiD/lnJlmCFGFvMOQdgV9WJD/vi+V25SxYB1%20HdMRh8e2Pyz+vJ7oUSW41EtAqo9YlzCjZzxp9q3oR3Mi9w4/ZehUY7EPcTySISgGcx94CmN7Xu/H%20OTwNBT5pXQMxEP1w81u+DJX91mVM63j1Jihi6zIAAI3R3FealmFjvkWnmmO+rFCGS7rjq2+0rmJa%20gomwxdWlPmAgekAeeigC9GPWdUxL9VLs96TZ99hE7os+i/7Fi9DoSxfDoR8LdFtH79wMYLl1HdNx%20CT459GkZt66DGIj+uLi2ASL+PtZ5pn/YugQAQNw22dNW5MemVl+6aKmYNVM408juN3ndzDuo4aPW%20NdAJDERPyIathyDy19Z1TGt/3YubG+LkWkRh7n1Niz5DzFuUuOOJJ4HYPXbrSusapuME33rmI563%20cOwhDESfBJU/ty5hWrGsxrGKycb48zTHcm86XuQZYmjx/jDCTqj9fpVoYuWeOK6usq5jOgr4e833%20IAaiR+SRbd/2uuH35ouety4BADAxlvu+yCJ/JNiiS83xVqWZ+6BTGB66d691DdMSHOoP8DfWZdBP%20MRB9I8lHrEuY1q76JdYlAACaE0vyHrJS4CulazBDHIvgxYb81gsv96dB/TkCwYYnNni8bqAHFfgy%20L6lm36cgnq4468htaAZHrctAGF0P5LsNxIvlkvOU/wxR4ghYk/Og50naS49FkZ/NvEUQtQF/V5b3%20KAaiZ+RL2ycAT/ubKhye9aLZ9yJ0JnP9ZlyRu9Xk3cd0IsROVSzOddApjO/9xW3wdBupAF8c+pjH%20e497VIEv8xKr1T8EmGwdu7Dtg3587HV8/HCew3GGOHvHo+CFXAecxsS+V/txrk4hqHAxjY8YiB6S%20Tz67BXBfs65jSmNuHUKxXzAxPprruRu44i6qyXuV6XDHfj6tcV8rbK3ws5m3YPMzH8U/WpdB5zM/%20cWkaGv2pdQnTGMBQ3X4lbNi6Is/hijxDDHP+BHUjUfMPAk8e/PlNCj/6qJ7LKd7Pzzz5iYHoKXl0%20z1cheMa6jiltuahjXQJUV0Hj3DqQVFxx7195dqpJ1I0miutyG3AaE7vfaH+OTkGBI8tX4nPWddDU%20GIg+c/rfrEuY0tHqzQBynnecQyEYH81tg35gv8d83vLcdnGsKzvsN+S7pDO5ystm3hLgg99+SLz5%20aDKdjYHos2XBIwC8WKBwFtVLcbDPvtn35OhEXkPZvxWbH4XkOkM8GsL8Y9LN47c/m8RYYV3HFFqx%20wN99xsRA9Jl8cKgD9fQCenrRMesS0JrIbWm/oJj9TOMEua5XHg/lovxGm9rozjfl3ut2NlTxqec2%20iP11Q9NiIPpO3YcBtKzLOM/zNfvGzVF0PSS/R7dF7Gea6x5EgUZxYL4hv3Pkdvtz83w60I8/sy6C%20ZsZA9JxsHDoK5x6xruM8sVuDkcoe0xoSXIRWK7eG44UMxBzfHzaiYGcCzb2t3pmixtV7E+1bbVnD%20VMThKz/5sGy1roNmxkAsgih4f54zoVl7ZrF94+SJ0YN5DVXEBt95fvrpSEcP5TbYNIZ3/coe6xqm%20ogJft1HRGRiIBSAbt28H5KvWdZxnqN++gfP4SG53/CLOEPPsUjMc2u/WbB56uR8N6M8k2Lz1f+Cb%201mXQhTEQiyLQ91uXcJ6O3IZ2Zdi0hm778ryGKuKimjxniM0YuTZLOFccXjwcdwZvtaxhKgr8CTfi%20FwMDsSDk07u+CbjvW9dxjgCbB423XySrkcS5fB2kiDPEvBbVxJAJTcT03d347tc9C8+aeatg/7px%20fNa6DpodBmKRqPyJdQnn2TZg+5xM4TAxNpTHUEXsZ5rXI9PRrjynUNP7yaSHzbyDBB/YuFG61nXQ%207DAQi+TzO/4aEPsN8WeacOuQGHfemBzJZ4aYxyApy6tLzeFuJbcmCVNRrXbC1mVePS4VwUgk/OZh%20kTAQC0QECYLkA9Z1nEUxiB2Dm0xraDZzaeJcxH6mec0Qx7u6KJeBpjF56O5nVGFaw7kkwYe2Pyym%20PxRobhiIRbNo6acAPG9dxlk2DdjOEKNwLST7fixevZyapVzeIQq0kzjT94cTQ/f41h+0PdCPD1kX%20QXPDQCwY2fBECPWs6ffRvptg2exbk0vQaWW+J7JSwKsljLMvuhW7PYAuzXygabmkM7H6Brvxz+cc%20PvGjD4t/fYhpRgW8xAkrmx+BU3/6Naoux8GabReOsdH9WQ9RxI35eTT2PtaVA5kPMoPWsVu3Jgku%20s6zhHHFN4derDZoVBmIByZ8cbiDGh63rOMvTg0dNx58czXyGWrRtFwpBlMO8/WgnMH25OrbzV2zP%20vXM4hy/85OOSy8pnShcDsajqtT+D2H9q57T9/Vebjt9t5TJDKFIoRiq5fJqwFYnp7Kx1bJ3tuXeO%20GPiv1jXQ/DAQC0o+te044D5hXcdpIdaaNvuOk7WIo8x/IBSpW00YZ19sAjQiqNmCmnDimueTpG+t%201fjnEuAb2z4mT1jXQfPDQCyyfv0vEAmtyzhtk2mz7wDNyR1ZD1Ip0Ob8KIcHmSOdynNQuy2aI3ve%20mNvXTmbDVfFfrGug+WMgFph8Yuc+iH7euo7TdtZNP/2DxvBo1kMUaetFHn1Mj0U6lvkgM2gevNu+%20wfxJInhy80fxDes6aP4YiEWXxP/Zm09Dtdw602bfk82BrIco0ub8PL6FOBZWMv93Ph3tLh5JwkXe%20dKdxDu9jE+9iYyAWnHx+71YAf29dx0kBnh2w237R7WT+LqtI7dvy6FLTimRV5oNMY2zvLz2rho9r%20z+SAbZs34IvWddDCMBDLIHB/aF3Cac8OGj5V1EvR7ezLcoQiNfjuZrwHsRXJXiBZnukgMxjf/xp/%20nmA7/BFE/HhSQ/PGQCwB+fTQ9+HwuHUdAIAJsW32PTmSaVu7Qm27yLhLzdEwyLwZwnRUq52ocdlt%20VuOfSRTP1x0/8VQGDMSySII/ti4BAKAyiF2Dm83GHxuPszx8obZdZDxDHA4l03/XM2kc/NlNvjTz%20lgr++IkNHq32pnljIJbF53d8GcBT1mUAADYNNM3G7jQzfYRXpBli1qtMm6Gze1y6600tq7HPJILD%20Y6PwZz8wLQgDsSQEUDh9v3UdAIDD1RuB7L8+MSWN1kKTzAK5SP1MowxXmSqkFSuMNsSLtsbXerEZ%20XxN8YP9G8SKcaeEYiGUS7f4sRHZal4EEl+FQbZvJ2IoqJicz6yPJGeIJw6E8l0BNvlDfHr5lKxK5%20wmLsswjGOlV81LoMSg8DsURkI2Jo8v9Z1wEAeHrgsNnYjZGRrA5dqEDM8B3i8Y5k3gRhOqND9x6x%20GvtMzuHPdm0Q08YElC4GYtksWfowVOxvGHsHrjQbuzFey+rQgSCHdtkpUCDOcBPASDeoZ3f0mTWP%2033GV1dinCNDoRPjv1nVQuhiIJSMbnmgCYj9LjHEDRoNM9wROqxNmulk8KMBVE6rL9EsXHcV1mR18%20BlHj8v0a9V1vMfaZEsWfD31CvPrsFC1cAS5tmrMqPgRBZo8NZ23LRbtsBk4uQ6dzMKujBwWYI2b5%20/rAVy35Vmw/yju36Fft35EBbBX9qXQSlj4FYQvLpoXE499+s68D2+kVmY0+OZvbljSL0M830/WFX%20Mm1+MJOJAy+3bSAPQIEN2x+WzH5wkR0GYlmFyZ8CMFv4AABoB+vQrdjUMDHWzerQXjTPvIAow28h%20jkTOZBN6Eg6OJdES22begk7k+AHgsmIglpRs3DUGhz+3rUIr2Fp/1mTobnNZVocuQj/TLPuYjoVy%20aWYHn8HE/tdtVoXJVo9TnODhoY+JWcs6yhYDscyqfe8HZNK0hi2LbdIjiq6HaiY9VQsxQ8zoHaIC%20nVjFZFP86K7Xm96vRBBWK/wAcJkxEEtMPrXtOJxuMC1iTG5HLB2DkWuYbGSyQb8Qq0wz6lIzEstz%20UGS2rWVaSbUbtWybeYviU099RPZY1kDZKsClTQsS9f9XAHatpVQGsbdu0+y7MXw8i8P28gzxeCsw%20+QB044WXbYJiscXYJ8VJAj8a6FNmGIglJxu3vADFw6ZFPL24YTJuc7wvi8MWYoaY0TvEkchl8u/0%20QsZ2v9HmHPqpT2/9C9lhXANlrACXNi3YoPwxIJmturygFyo3wKLZd7d7bRaHrRSgwXeY0bcQu5Fc%20l8mBZyTaGrnRspl3nAD/2XB8ygkDsQfIJ3bug5NPmhWgcjkO1bbnPm6SXIkofCHtwxahn2mUwQyx%20G8vhGJp7U+3O8C3boGLXClCwcfvDkv/5S7ljIPYK6f9/AYnMxt88kHowzcrkyJ60D1mEjwSHGfQx%20PRIGu9M/6oWN7r7XrlE8oJWYs8NewUDsEfKZTbuA5DNmBezpt/lcz8Ro6itcizBDDDX9S3skhMVq%20YTQO32E2O3SCv9r0F7LJanzKFwOxlyTufQBik7FDuRETQf4bmpvNS9I+ZCCAz68RFdmsMh3vuqWp%20H/QCwtYVBzW2a+YdC/7IamzKHwOxh8jGnUOAbDQr4OnB/Jt9x9ENEE19QZHPDb6zaOytkNBiQ/7E%20rjcMweiLW07xt9s+Jk9YjE02GIi9JpH3QZDhl/JmMDS4yGDUOhoTqW/Qr4i/Db6jDDblT4TuOYX2%20p37gCxg78PNmew8rDv/JamyywUDsMbJx6Fkk8kWTwVvBOnQr+X9hfGz0WNqH9HkvYhYzxGMdSf3f%204YUk4aJx7dg081bBPzz9cfmhxdhkx+PLmjKj7v+Bxb5A1Sq21rfkPm5jMvXmMj53q8kkEGOXe1Pt%20iX2v2ayASSOAWoA/tBiXbDEQe5Bs3PEUIF8xGXyrwVPTsH1N2of0+YsXUQYrTFuhrEz9oBcwsfd1%20eQ8JAFDgH5/eII+bDE6mGIi9qtr3XpN3iaOV2xDn3DVHk2sQR0fSPGQvzRC7iTsG6NWpHvQCnFbC%20zuSVFs28tRLgvQbjkgcYiD1KHtn6E6jLv8dpoheZNPueGEl1U3kvvUM81nU7Uz3gLIwd+plNAC7K%20e1wneGTz/5B/zntc8oPHlzVl7pKB90CQfxeQpwfy/0bj5HiqX/zopRni8TYy+a7kTMb33juR95gA%20jtcD/O8G45InGIg9TD7yzBFU5Ndyb/x9uLYWeS/qaUykukG/4vM7xJQDcTIKLk71gLPQHblhTa4D%20CpKq4K1PbJBDuY5LXmEg9jh5ZOc/w8nvIc+ASuRKHK49l9t4AJBE1wNIrZdrkNaBMtBNsbG3AlFX%20NNcN+d2Rm7clscv3nWWCP3jm4/IPeY5J/mEgEuSzQx9GIP8210U2zwzm+0tcMYDmZGob9CseXzlp%20zhAnIzcExWBqB5yF4V1vyrMRvCrw+1s+IX+a45jkKY8va8qTfGbnBoh7C0TGcxlwd+3yXMY50/h4%20aitNve5Uk+K2iyOhS3V17my0j6zP5dwQwaQAv7HtYflAHuOR/xiIdJrWwHDrAAAXvUlEQVR8duhR%20uIE74PR7mQ8WuRsxERzMfJwzNUZTe9IZeNzduxunV9tIW3J9Ohw3Ln8hjmo3Zj2OAj/SGHc++7B8%20OuuxqDgYiHQW+cymXfjs7p8D9H4IsnzPJ9g8mHqP0Rl1W1eldShfv3ihAOIU3yE2c36XN7bnDc8h%20w2beItirDr+1bQIv3/oXsiOrcaiYGIh0HgFUPr97I276zVuheBMEn4GgkfpAOxbn+m4K0GsRxcNp%20Hc3HhTVpbrkIgWEVzbVDzcShVw6kfUwRNCH4XFDBPfe/FWu3fUw2YKPYfAaNvObhb1zykT70UAXb%20HlkHpy9BJNcmAZZr/aKVUa0+4ILKvLblxU6T4L6jgiDFZ3wXEF52y3h1sZtxw3eI7qI4aV3wo7TP%20txbv7iYuTK+6hWvHSXX7WLLqQn9fNx44GGltxv2gk9Hg+LONbm6b4zUJdP+3/0wTnd+SpShG1A2l%202WzLvgjuiFM8Xwnwoyqw6YkN4tWfE/mJgUhzsnnnzpeEsbxbkuTXFbD4nBPRjASYhJMvBEH1Q+vW%20rPyxdT1UHAxEmpVv7d5dXxrF/0kT+T3VDLpHE6VNJHYqH7j9xlXvFZGOdTnkPwYiXdCPf/zjarD4%20kr+B6hutayGaM6dff/H1a+8RybkjExUOf+nTBVUXL/1zhiEVViK/+My2nf/dugzyH2eINKNNW/f8%20bOzix1VTXMtPlDMRUVTw8y9es4bfOaRpcYZIM4ol+kOGIRWdqkoS4T9a10F+442OpvWD/fuX9TU6%20h6Hq45Y7orkRiePF/Zevv/LKY9alkJ84Q6Rp1ZrRKxmGVBqqQW2i+QrrMshfDESalouj5dY1EKUp%20grvUugbyFwORpqVBULeugShNTiT11nBUHgxEmlYSJPk23ybKGM9pmgkDkaY1EEVPWddAlKZKvf6M%20dQ3kLwYiTevGG288IJAsPwFFlB/BznVXXbXPugzyFwORZiSB/q11DURp0MR90boG8hsDkWYUI2Ag%20UikIYp7LNCMGIs1oaO11jwM4bl0H0YKIjMWNse9al0F+YyDSjO4XiQH9qnUdRAsi+Pv169fzI8E0%20IwYiXZC6yt9Z10C0EArHx6V0QQxEuqAkSP4eAH9dUzGJxOFA9WvWZZD/GIh0QevXrBkTgO9fqJBE%209bGXXn0134PTBTEQaXa4/YKKiucuzRIDkWYlqtW4h4uKyTm+A6dZYSDSrKxfuXKnQLZb10E0FwJ5%207sVr1rDbEs0KA5FmTSDcfkGFosBXrGug4mAg0qyp069b10A0J1XwnKVZYyDSrF11yUXfAbdfUEEI%200L1q8eLvWNdBxcFApFlbvnz5hIp837oOotlQ4HsrVqyYtK6DioOBSHOjfGxKBeEcz1WaEwYizUmt%20FrDjBxVCn1YZiDQnDESaky3XXfdjgQ5b10E0E4GMbLnh6ies66BiYSDSnNwvEifOfdu6DqKZKOSb%20J77UQjR7DESaMwe+myG/BZrwHKU5YyDSnGmMf7CugWhGA9VvWJdAxcNApDm74+ZVe0Swy7oOoik5%20DN1+7bU8P2nOGIg0L4kKH0mRp7g1iOaHgUjzEihbYpGfKvyxRvPEQKR5Serum+AqPvJPFPUF37Iu%20goqJgUjzcseqVaOq+rR1HURnk6fuWLVq1LoKKiYGIs2bQB6zroHoTKKO5yTNGwOR5s0pePMhrwQu%205jlJ88ZApHmLLx74JxFR6zqIAEBEtD/Ad63roOJiINK83XnFFUeh2GFdBxEACJLta9euPWJdBxUX%20A5EWRITvEckTCc9FWhgGIi1QwpsQeUErynORFoSBSAsi9SpvQuSFviD4J+saqNgYiLQgt1977S4R%207Leug3qbCPbfsnr1Xus6qNgYiLRgCbiyj2ypKmeHtGAMRFowcXx3Q7bEVXgO0oIxEGnBkrjOmxGZ%20qoYRz0FaMLEugIpPVd3T24eOKmSpdS3UewQ6/KIb1y4XkcS6Fio2zhBpwUQkgbrvWddBvUlFHmMY%20UhoYiJQKJ2yqTDY04blH6WAgUipE2SWEbNQc98JSOhiIlIrbbrr2xxBpWddBvUaarYnDT1pXQeXA%20QKRUiEgXqrwxUb5Ufrx+/frQugwqBwYipUY0+IF1DdRbnIDnHKWGgUipERf/0LoG6i1xAJ5zlBoG%20IqVG6lXenChXiVOec5QabsynVD21fedhVV1hXQeVn4O88KKb1lxhXQeVB2eIlK4EP7IugXpDIsr3%20h5QqBiKlKqk4PsKiXLiEj0spXQxESpWLIv5qp3z09fFco1QxEClVyxat+JGIqHUdVG4ikiQuecK6%20DioXBiKl6pprlgwrdJd1HVRyiqE7Vq0atS6DyoWBSOlT9xPrEqjcRMFzjFLHQKTUOYnZwo0ylQjb%20BFL6GIiUOk34652ypVXhOUapYyBS6qIlg1zsQJlK+vufsq6ByoeBSKlbf+WVx1Swz7oOKivZu/7K%20K49ZV0Hlw0CkTAj42JSywQU1lBUGImXCuYCLHigTXFBDWWEgUiZUuWmasiFcUEMZYSBSJur1Km9a%20lIn+apUzRMoEA5EycdPKlQchOGpdB5WM4NhNK1cetC6DyomBSJkRxRbrGqhcFPKMdQ1UXgxEyoxz%202GRdA5WLKM8pyg4DkTITq+PNi1KlEJ5TlBkGImXGxbx5UbpqUuU5RZlhIFJmrrh0cDO/jUhpEZFk%202ZIq30tTZhiIlJkVK1ZMArLHug4qBxXddfnllzes66DyYiBSphLFZusaqByEj+ApYwxEypQECW9i%20lAoHnkuULQYiZcolXCZP6YgqAc8lyhQDkTJVjfnIlNKhVccFNZQpBiJl6uab1zwHILKugwov1GPH%20hqyLoHJjIFKmRKQLwV7rOqjYBLJr/fr1oXUdVG4MRMqcJLLNugYqNhXlOUSZYyBS5qTCmxktDAOR%208sBApMwlidtuXQMVWwUVnkOUOQYiZc6hwl/3tDAS8RyizDEQKXPxRVXezGhhWn08hyhzDETK3J1X%20XHEUwHHrOqiYxMnh22+/dsS6Dio/BiLlQoQrTWl+NOGCGsoHA5FyIWAg0vwozx3KCQORcpFIwlWC%20NC8uSJ6zroF6AwORcuFi2WVdAxWTi7HTugbqDQxEyoX2BwxEmpeqOp47lAsGIuWivXgxf+XTvCxb%20tni3dQ3UGxiIlIuXLVs2DsEx6zqoWBzkhRUrVkxa10G9gYFIuZHEcZZIc6LC94eUHwYi5UYD5bsg%20mhMBzxnKDwORcqOJ8Nc+zUmSMBApPwxEyk3FcesFzY1U+MiU8sNApPxUlDc3mpMgqvKcodwwECk3%202tfHGSLNiavzkSnlh4FIubn9qqsOOJG2dR1UDALXuOW66w5b10G9g4FIuRERTRT7rOugYlBJnhcR%20ta6DegcDkXKlwkCk2RF1PFcoVwxEypWI8CZHsyL88UQ5YyBSrjThTY5mJ0ni/dY1UG9hIFKuKpow%20EGlWVAKeK5QrBiLlKqpyhkizUw14rlC+GIiUq3qXNzmanW6Vi2ooXwxEylWzxkU1NDsrBwf5DpFy%20xUCkXK1fs2YMgnHrOshvIjK6fPnyCes6qLcwECl/CfjLn2bEBg5kgYFIuePmfLoQEf5oovwxECl3%203HBNF+ISZSBS7hiIlDtV94J1DeS3BHrQugbqPQxEyl1FwC8Y0IxUHM8Ryh0DkXIXa8ybHc3IuYDn%20COWOgUi5C/p4s6OZaRLxHKHcMRApdwo+MqWZJZUazxHKHQORcpeI8GZHM1q5pM5zhHLHQKTc3bFq%201agTaVvXQZ4SabFLDVlgIJKJRHHEugbyk0C4LYdMMBDJBrde0DREEp4bZIKBSCZ406PpJMofS2SD%20gUgmRLn1gqYmfHpARhiIZCJxnCHS1FysfIdIJhiIZCKAHLOugfyUIOC5QSYYiGQijnTEugbyVCUe%20tS6BehMDkWxUA970aGrq+GOJTDAQyYQqeNOjKWnCpwdkg4FIJjSu8KZHU9L+Ks8NMsFAJBN9i/lY%20jKaWNDhDJBsMRDJxWZWzAJraRD8DkWwwEMnEihUrJgGE1nWQX0TQedWqVWz8TiYYiGRHwJWmdBZR%204eyQzDAQyQxvfnSuRPi4lOwwEMkOA5HOxe04ZIiBSGbEJbz50Vn41IAsMRDJTiJ8h0hnUUnGrGug%203sVAJDOJ00nrGsgvCjdhXQP1LgYi2VFpWJdAnuE5QYYYiGQncE3rEsgzAp4TZIaBSGYCjXnzo7ME%20wnOC7DAQyUwiypsfnU0qPCfIDAORzLiI74voHBLxnCAzDEQyk1Q4Q6SzScT3ymSHgUh2tMrZAJ1N%20Ep4TZIaBSGbihDNEOpskfTwnyAwDkcxU+xiIdLbIhTwnyAwDkcyEHT4eo3PUAp4TZIaBSHb6ucSe%20ziZJwnOCzDAQyYzGMWcDdBap1RiIZIaBSHY6QWhdAvllsN3uWtdAvYuBSGbcJbXIugbyS622nOcE%20mWEgkpnl0UBsXQP55XD3GM8JMsNAJDMHBiLOBugsVw8O8pwgMwxEMlPZvZQ3PzrL1laLM0Qyw0Ak%20M3fdBd786CyLjx/nOUFmGIhkZiPAGSKd5a677uI5QWYYiGTmfpFYRNS6DvKDiCQ8H8gSA5FMqSof%20kREAngtkj4FIpkT4HpFOEuHjUjLFQCRb6ngTJACAcIZIxhiIZEol4U2QAAAqwnOBTDEQyZSocoZI%20J/BcIGMV6wKot41MNJ9stTuvsa6D7PXXa09Z10C9TawLoN6mqu7rP3jyJ81m60XWtZCd/npt2+te%20ftetIpJY10K9i4FI5hiKvY1hSL5gIJIXGIq9iWFIPmEgkjcYir2FYUi+YSCSVxiKvYFhSD5iIJJ3%20GIrlxjAkXzEQyUsMxXJiGJLPGIjkLYZiuTAMyXcMRPIaQ7EcBvvrW1/7sjtvYxiSzxiI5D2GYrEx%20DKkoGIhUCAzFYmIYUpEwEKkwGIrFwjCkomEgUqEwFIuBYUhFxECkwmEo+o1hSEXFQKRCYij6iWFI%20RcZApMJiKPqFYUhFx0CkQmMo+oFhSGXAQKTCYyjaYhhSWVSsCyBaKBFJHn300C82kokj1rWUWaeb%20oNkM0WzHaDRCTDYjtNsRLltR+dVffDnDkIqPgUhEpyUKtFohGs0IrXaMyUaEZitCoxEiTnTKf2Yg%20ED5polJgIBL1oDBK0GxEmGxFaLUiNJoRGs0QrXZsXRqRGQYiUUmpAu3OicebjTOCb7IRIoqnnu0R%209TIGIlHBhVGCVitCuxNjshmh0Tgx22u2Iihzj2jWGIhEBTHdohY+5iRKBwORyCOaKJrt6LxFLZPN%20EAkfcxJlioFIZGC6RS3tTszHnERGGIhEGUkU6EyxqGWiGSKOmHpEvmEgEi3QqUUtjWZ8euvCiUUt%20MZTTPaLCYCASzcKpLQztdnRyJefJxS3NCN0uF7UQlQEDkegMUZSgec4WhlN7+abr1EJE5cBApJ40%203RYGLmoh6l0MRCqtaftyNkPE3MJAROdgIFIpHMd43/FDTTSap0IvQqfL2R4RzR4DkUph5PnO4m27%20x6zLIKICc9YFEBER+YCBSEREBAYiES1AterQrSeJdR1EaeA7RCK6oFqfw8BAFQP1AIODVSwaqKBe%20r6C/HmDQLR6xro8oDQxEIgIAiJMTgTdQPRF0A1UMDgRYNFCFC8S6PKLMMRCJeky14jA4UMHgQAX9%20/RUM9lcwOFhFvRZAmHvUwxiIRCXkBKjVTs3yTgTfov4KFg1WEVSYekRTYSASFVi14tDfX8FAfwWL%20Bk++0xs48X8Lp3tEc8JAJPKcCFCvBajXK1g0cOLx5sDJ4OvrC6zLIyoNBiKRJyoVh4H+Cuq1AIOD%20J8LvxH+vInCc7RFljYFIlLPptjBwUQuRLQYiUQac4MQKznO2MAwOVBFwCwORlxiIRAsw3aKWwYGq%20dWlENEcMRKILmHZRy2AVfVV2PyQqCwYi0UnTLWpZNFiF46IWotJjIFLPmakvJxH1LgYildJ0fTm5%20hYGIpsNApFLoq1daN65ZcrpNWb3G2R4RzQ0DkUph5YpLmo1kwroMIiowLpEjIiICA5GIiAgAA5GI%20iAgAA5GIiAgAF9UQ0SyEUYJmI8JkK0KrFaHVjtHuxGg2Q9ywsr0MwFHrGokWioFIREgU6HRitNsR%20mu34rNCbbIZIYrUukShzDESiHpEkik43QaMRonFyptdsnwjBdieBKkOPehsDkahEwihBqxWh3YnR%20OjnT+2noxWDmEU2PgUhUMKdCr9GM0WiGZ73Pi/hok2jeGIhEnuH7PCIbDEQiA3yfR+QfBiJRRvg+%20j6hYGIhEC8D3eUTlwUAkmoEq0Ob7PKKewECknnfqfV67HWGyGaHRCPk+j6gHMRCpFEbQ7PbN8Nf5%20Pi874yG61jUQpYGBSKVww/LVje37tmuzFUmzGaHVPvFos9WO0GxHiCMmXlYOHxzll5mpFBiIVAqv%20ehXi33j3C8LYy9+1y2IGIpUCP/9EJSFarbrIuopeEwQueeihV7Wt6yBKAwORSkPENa1r6DV9fQFn%20h1QaDEQqjWqf22tdQ6+pVtyQdQ1EaWEgUmm4QB6zrqHXSJB81boGorQwEKk0ut1oo3UNvabRlM9Z%2010CUFq4ypdIY23voscErLmtHsdataymbvqpDf38FA/0BBuoV9PdX4ILK5//979yy2bo2orSIdQFE%20aXrn7z/2t612fI91HUXU1xdgoB6cDL4K+uvBif/sr6ASnH+rqCL4mbe+ec2PDEolygRniFQqjWb4%20kHOOgTiNauXETK9eC9BfDzA4UMXgQICBgeqUoTcdVfneW9/CMKRy4QyRSudt/9tjW7qd+BbrOqyc%20GXqDgxUsGjj53/urCCrpXPJakV9627+8ngtqqFQ4Q6TyCZPfA1Dqm3W9dupx5sn/rFdOP+50Ltvf%20uQJ880GGIZUQZ4hUSg/+3j99M+wmr7auYyGqFYfBgQoGB068x+uvBydnfVUEGYfedETQrVf7Xvzm%20X7tuq0kBRBniDJFKqdOWd1areDaOUbOuZToiZ870fjrD6z854zPKvBmpBP+BYUhl5eElR5SOB3/3%20Ow+Eqqb75E6FXv2MR5o+zPTmQ+G+8uADa+4RkcS6FqIsFOdqJJqHB//Xf/qLMEz+TZZjiAD9p7Yr%201Cs/fbdXr6Ber0BKcJUpsHWR67/7/vuvGbauhSgrfGRKpTZ54IW3L7ry8uVhlLxxIceZbqY3OFDB%20QH+1FKE3Hedkfz/cLzEMqexKfBkTnfDQQ9+q7x0NvhyGMy+yEScYqJ/qxHLi3d6pFZy1moOUOfWm%20t6vi+l//G/dfwybeVHo9eYVT77nvvkeDRVdd/vEo1N+s152cmukNDlZP7NOrV1Dv3dCbklM83h8s%20/rX777/iqHUtRHng1U895V0f/XH15Rctfg/EvRdQNrefgoho4vSD4fD4H/zWb60PreshygsDkXrS%20xx/debdT/TA0WWddi08EeCZ2wbvffv+ax61rIcobfyFTT3r7/Wse746O3iUu+B1Ae/7Dwkmi+xXu%2031572YG7GIbUqzhDpJ730Y/+uFq/eOkDiSQPItFf6JVHqaoJ9u8favf39/+fF1WXfIiPR6nXMRCJ%20zvDIX+6/emjHT97d7I79/hUrVleXLFkGkXLkY6IJxseP4cCBIex5/lk8v2fL/m678Yqnvv/tPda1%20EfmAgUg0hVtf9rKfi0L5iguCxUsvvhz9/YPoq/ajUu2zLm1OwrCDMGyj1WpgePQFxFEEABDI3v6+%202i8wDIl+ioFINI1Toaiqi61rSRPDkGhqDESiGZQtFBmGRNNjIBJdQFlCkWFINDMGItEsFD0UGYZE%20F8ZAJJqlooYiw5BodhiIRHNQtFBkGBLNHgORaI6KEooMQ6K5YSASzYPvocgwJJo7BiLRPPkaigxD%20ovlhIBItgG+hyDAkmj8GItEC+RKKDEOihWEgEqXAOhQZhkQLx0AkSolVKDIMidLBQCRKUd6hyDAk%20Sg8DkShleYUiw5AoXQxEogxkHYoMQ6L0MRCJMpJVKDIMibLBQCTKUNqhyDAkyg4DkShjq+967co+%20nVieysEuWbRn2ze/eTyVYxERERERERERERERERERERERERERERERERERERERERERERERERERERER%20ERERERERERERERERERERERERERERERFRCv5/Gg31KqL81d4AAAAASUVORK5CYII=%22%20preserveAspectRatio=%22none%22%20height=%22203.502%22%20width=%22180.068%22%20image-rendering=%22optimizeSpeed%22/%3E%3C/g%3E%3C/svg%3E"
      },
      "design": {
        "graph": {
          "blocks": [
            {
              "id": "e3c9bc63-8b3a-4bf0-a6a4-abf64dec805b",
              "type": "basic.output",
              "data": {
                "name": "BLUE"
              },
              "position": {
                "x": 1080,
                "y": 320
              }
            },
            {
              "id": "fd5a9c81-dceb-4773-af8d-f3c7d472f43c",
              "type": "basic.output",
              "data": {
                "name": "RED"
              },
              "position": {
                "x": 1080,
                "y": 456
              }
            },
            {
              "id": "788c569d-cf7f-4dae-aac1-76189ebc5ec8",
              "type": "basic.input",
              "data": {
                "name": "clk",
                "clock": false
              },
              "position": {
                "x": -24,
                "y": 488
              }
            },
            {
              "id": "9d5d6cc4-a66f-4bef-b255-3e4d06406775",
              "type": "basic.output",
              "data": {
                "name": "GREEN"
              },
              "position": {
                "x": 1080,
                "y": 592
              }
            },
            {
              "id": "1ef8433d-89c7-4a46-9f81-127e4625c385",
              "type": "basic.output",
              "data": {
                "name": "usb_dn"
              },
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                "x": 120,
                "y": 792
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            },
            {
              "id": "c3202cb6-0734-4718-8e2c-06a6af70dce1",
              "type": "basic.output",
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                "name": "usb_dp"
              },
              "position": {
                "x": 120,
                "y": 872
              }
            },
            {
              "id": "87665084-46bd-4bc9-8904-ba5e1d5f25fa",
              "type": "basic.output",
              "data": {
                "name": "usb_dp_pu"
              },
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            },
            {
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              "data": {
                "name": "mode",
                "value": "\"0b1\"",
                "local": true
              },
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            },
            {
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                "name": "current",
                "value": "\"0b000011\"",
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              },
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            },
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              "id": "7ee4fba5-3303-4928-931a-f67ceb9d1721",
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              "data": {
                "info": "Assign USB pins to \"0\" so as to disconnect Fomu from\nthe host system.  Otherwise it would try to talk to\nus over USB, which wouldn't work since we have no stack.",
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                "info": "Half mode, 4mA of current.",
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              },
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              },
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              }
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    "c4dd08263a85a91ba53e2ae2b38de344c5efcb52": {
      "package": {
        "name": "Bit 0",
        "version": "1.0.0",
        "description": "Assign 0 to the output wire",
        "author": "Jesús Arroyo",
        "image": "%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20width=%2247.303%22%20height=%2227.648%22%20viewBox=%220%200%2044.346456%2025.919999%22%3E%3Ctext%20style=%22line-height:125%25%22%20x=%22325.37%22%20y=%22315.373%22%20font-weight=%22400%22%20font-size=%2212.669%22%20font-family=%22sans-serif%22%20letter-spacing=%220%22%20word-spacing=%220%22%20transform=%22translate(-307.01%20-298.51)%22%3E%3Ctspan%20x=%22325.37%22%20y=%22315.373%22%20style=%22-inkscape-font-specification:'Courier%2010%20Pitch'%22%20font-family=%22Courier%2010%20Pitch%22%3E0%3C/tspan%3E%3C/text%3E%3C/svg%3E"
      },
      "design": {
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            {
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              "type": "basic.output",
              "data": {
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              },
              "position": {
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                "y": 192
              }
            },
            {
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              "type": "basic.code",
              "data": {
                "code": "// Bit 0\n\nassign v = 1'b0;",
                "params": [],
                "ports": {
                  "in": [],
                  "out": [
                    {
                      "name": "v"
                    }
                  ]
                }
              },
              "position": {
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              },
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              }
            }
          ],
          "wires": [
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              },
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              }
            }
          ]
        }
      }
    },
    "c83dcd1d9ab420d911df81b3dfae04681559c623": {
      "package": {
        "name": "Bit 1",
        "version": "1.0.0",
        "description": "Assign 1 to the output wire",
        "author": "Jesús Arroyo",
        "image": "%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20width=%2247.303%22%20height=%2227.648%22%20viewBox=%220%200%2044.346456%2025.919999%22%3E%3Ctext%20style=%22line-height:125%25%22%20x=%22325.218%22%20y=%22315.455%22%20font-weight=%22400%22%20font-size=%2212.669%22%20font-family=%22sans-serif%22%20letter-spacing=%220%22%20word-spacing=%220%22%20transform=%22translate(-307.01%20-298.51)%22%3E%3Ctspan%20x=%22325.218%22%20y=%22315.455%22%20style=%22-inkscape-font-specification:'Courier%2010%20Pitch'%22%20font-family=%22Courier%2010%20Pitch%22%3E1%3C/tspan%3E%3C/text%3E%3C/svg%3E"
      },
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              },
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              }
            },
            {
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              "data": {
                "code": "// Bit 1\n\nassign v = 1'b1;",
                "params": [],
                "ports": {
                  "in": [],
                  "out": [
                    {
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                    }
                  ]
                }
              },
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              },
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    },
    "7e8a8487326789a3a850e11d69ae282c1f1243cf": {
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        "version": "0.1",
        "description": "iCE40 UltraPlus RGB driver.",
        "author": "Juan Manuel Rico",
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yurUAsmyORzRCv85L2m9eu8ZNvfpOLJ05E%20ZcJoHB77FPxTVAYIBCBERxAx9sNHFfwV0FDrsZtaW7nnwx9m/Y66eP6gGS0tRXLTN1B8ps0iEAo5%20CdRjJiRmchI85nwrq0IlOa7PyiV3VIFENks8nyVWx5uZT7/5Ji/+3d8xOTYWxfDTDvzi0/C1KAYX%20CECIjiBC7IfPAP9dQU1LmpxYjDvuu489Dz9MMp2u5dDzQypVJDYDA9Bs51VeK7GyykjMAgiRClzB%20KbcpQ9vs51ghTzyfJ5HP4dThra3szAyvPv88h3/yE1SNSZkDeeB/fRr+R00HFghKEKIjiAT74XcV%20/Mdaj9ve08ODTzxB18BArYeujFgcenqgf1WxYsriS0GlsiqYvJT9Y/qe2z+V5e5Vo3ihQKKQI1GH%20qzzXL13i+wcPRvLsHQf+/dPwn2o+sGDFQ4iOoKZQ4OyHzwG/XuuxN+7axf2PP05ikbeArKKxEQaH%20oK+/uMnYMqSyKpjkKEOfQGJmkrt06rfGFA4QL+RJFgrEUAsLXIjIZTL8+Otf5+TrkewT/pOn4Tcc%206sghgmUPITqCmuElSL5ZfM7GL9Zy3Hgyyb2PPMJtd91Vy2Ero7kZ1q0vVk9ZXL1xQyqrzPJg8qK3%20VducPN/N3QlVIKVUXRGet19+mZ9+61tRPGjwr3bAvndBpE84FKwcCNER1AQHoWUSvgJ8oJbjtvf2%208tCTT9LR11fLYYPR2lokOD29oQ0hlVUB5GSe5KWqf4x6zDqVT55QipSjuLWaOfsYuXKF7335y4xe%20vVrrob/TBB9/AsZrPbBg5UGIjiB0fBF6MvAccE8tx920Zw/3Pfpofdyqam8vEpyucEvYpbLqFkmO%20kZwEj7mwzctu/xV/x1GkHId4HczAuUyGn3zzm5x49dVaD/1iCj7ySxD5y7oEyxt1cJkJljP+EoZy%208G0FW2o1ZiKZ5L7HHmPTnj21GjIYnV1FglODV0lIZVVI5MTXZ16bl416vD5VShEH0nGHeEi3LxeC%20E6++yk++8Q1yNbyV5cCxBHzwX8OZmg0qWHGI/uoSLFs8Cztz8PfA6lqN2dHXx0NPPkl7b3i3huaF%207h4YWg+tbTUZTiqrLJCTKnLzqpHu01u5NRYHUokYiVt8EKQtjF69yve+/GVGrlyp5bAXEvChp+CN%20Wg4qWDkQoiMIBfvhflW8XVWzt2Ledtdd3PvII9G+wqG3r0hwLD3/Zj6QyqpgkqMMfQKJmUnu0mmD%205FQjmzEH0okEiXh0hCefzfLTb32Lt19+uZbDjjjwkafhx7UcVLAyIERHYB2llZzvUyOSk0iluP+x%20x9i4e3cthjOjuRlu21p8wWYNIZVVZnkwedHbbFVWVZLPxcoYJ69PlVLEYw6NqSSxCFd4Tr72Gj/+%20xjfIZTK1GnIkAQ/Kyo7ANoToCKziL2EoCz+iRrerOvv72fvkk7T39NRiOB3xOKzfAGsGQysTN0Eq%20qwLIyTzJS3VyYtJj1qlMcl/b/DZ363pSyQTpVBInoj08o8PDvPDlL3Pj8uVaDXkhCe+RPTsCmxCi%20I7CGL0JPFn6oarTxeO3WrTz0xBPR3arq7YNNt0GNXyMhlVW3SHKM5CR4zMVWVlUlOe5VI5Oe0ueY%20A+l0mmQyoZ0LtUA+m+V7Bw9y/ujRmoznwLEkvFeqsQS2IERHYAWl5+R8lxqVkG++807e89GP4kSx%20tN/YCJu3QldXzYeWyqqQyImvj83Kqkpy1Pz3TyXicRqbGiK5naUKBX70ta9x/JVXajXki03wfnnO%20jsAGhOgIFo3SE4+/RY0eBrjjgQe4+4MfrMVQXsRisG6o+MqGKJLNfMhJFXndkRNt1UgnL8Xjcsnn%20jsvbVu+VVSafV93X5NFTbEs3pGloSNf0Vuks/uXb3+bNH/ygVsN9Zwc8Ik9QFiwWNX1rtGD5QYHz%20HXgW+GjogzkO93zoQ+x+6KHQh9LQ1Q07dxefaBxBgpHKqmCSowx9AomZSe7SWYvKKg8xqyD3kBxX%20Wz6XJZvJEI/FiYXwfrRKWL1pE6l0mgsnTtRiuE1X4La/ha/8fi1GEyxbCNERLAob4I+BXw57nFg8%20zgMf+xhb7qnpw5Uh3QC33wEbNkIimr1AUllllgeTF72tHiurqsor+bdQIDMzQz6XJ5Gs7Wbl3sFB%202rq6OH/sWPl4w8OO16Dzq8XncQkEtwQhOoJbxn74XYo/oSKRSvHwJz/J0LZtYQ/lxZpB2LGzps/E%20cUMqqwLIyTzJS3VyYtJj1qlMcl/brVZWzZvkeFZ6im2FXI7M1BSO45Co4ab8zoEBetas4eyRIxTy%20+bCHu/djkP0q/FPYAwmWJ4ToCG4J++EzCj4X9jjppiY+uG8fAxs2hD1UGYkkbNsBawfBieY5JlJZ%20dYskx0hOgsesl8qq+a70oMyrc7mZGfLZHMl0qmarO23d3azeuJGzhw/X4g3oP/MxeOerUNOnGAqW%20B2QzsmDB2F/cj/M3KmSi3Nzezgf27avt6xza2mHb9uItq4gglVUhkRNfn3qsrKpEEs3+8cpj8RhN%20He01fZHt6NWrfOfAASZGR0Mdx4E88Imn4WuhDiRYdhCiI1gQvgDvy8O3gVCZQEdvLx94+mma2mrz%20rigABtfBhk2RbDaehVRWWSAnVeTlY18AOQnQqXx9TD6/lcqqQOJahZjO+rmxvZWGltrdcp28eZPv%207N/PyNWrYQ81HYcPfkpuYwkWACE6gnljP+xSxVc7tIc5Tu/gID/z1FOkGxvDHKaMZBK2boPu7tqM%20F4B6WhmQyqrKJCfsyqrqJKd6HJINDTR3ddbsWVMzU1P8z2ef5eq5c2EPNerAg0/D62EPJFgeEKIj%20mBe+BOsz8CMFq8IcZ+2WLex98snabaxsb4c7or1VBXZIjlRWLZ6cqCryuVgZ42QgJ4sgL4v2j1LE%204jGae7pJ1Ojp3blslhe+/GXOHzsW6jgOXEzBez4Jp0MdSLAsIERHUBUHoFnBiwruCHOctVu28P5f%20+qXaPe14cKhYNh71rarih/LvhSRfEzkJSK5mkhMdOZHKKkMc3MSsinzOzwEkaS6mKJo6Omhor81t%20YFUo8N0vfrEWZOewA/fsg4lQBxIseUT3alzBUsIzYZOc3sFB9j75ZG1ITjJZfPjfxjrYj1P84P2h%20/NlLTnxyjZxUIjlKa/N8nlvx8LZ5P/uSb1Qkx22zW67Z7NLjlht0msmJt61iZdWcn03jePsorU3X%20qarI5/w8D5KDUkxev8HYpcuo8EvBcWIx9j75JL2Dg6GOo4pz0jOhDiJYFpDyckFFHIBPF+D3whyj%20o7eXD37606Rqsbze3gG77oTW1vDHqgCprAqWe8hJBUJkJhXePsuxskr3j9nnyicvZLNkxsdJNKSJ%20JcJ9QWgsHmfdtm2cP3qU6cnJ0MZRsPvjcOZv4dXQBhEsecitK0EgnoVtOXgRaAprjOb2dj7yK79S%20m+qq1Wtg85ZIV3FgnuSkirzuyImbUAWQF2/yXSQ5qSJ3r2aY/Wfwc4BO5etj8nkUlVXBeio896h0%20fM29vaRrcCtr8uZNnvvzPw+79HwyAfc8BW+FOYhg6UJuXQmM+AY05eCvCZHkpJua+MC+fbUhOes3%20wG1b64/kuH9KbXrSrERylDHRzSVfZZCrslwjOS65N4lXIDGWSI6as9mnR3k/qyC5S6etyirl66PH%20DvRbkAabTfKqJMcbO2X0s7ePwu8fc2zHr1xh8to1wkZTWxsf2LePdFNo0wiU5qpvhDhXCZY25NaV%20wIifhf+XEN9Gnkil+OC+fXStCrWIC3Bgy1ZYuy7kcapDKqvMcrTkTKBOqawyy8vkzjSO23/lttzk%20FCqfIxXy83YampsZWL+eU2+8EebrInqnYM1X5WGCAgOE6Ag0fB72AaG9MDgWj/PwJz8Z/msdYrHi%20qxz6B8IdpwqksiqAnMyTvFQnJyY9Zp3KJPe1LdXKqoWQnNm23NQ0+ekMqdaWUF8d0dTWRveqVZw+%20dKgcJ/vY83Nw6qvwWlgDCJYmhOgIPDhQrGT4GhDOM+Qdhwc+9rHwX9CZSMCO3dBVBw8BLH6wR04C%209QQnQp2cBI8ZnDRNenxyWyTHSE6Cx1wu76y6dZJTIfaaf7zyfGaG3MQkqdY2nFh4ZKetu5vWzk7O%20HjkS2hgOfPDj8Ld/C8OhDSJYchCiI5jDQWjMwrcVrA1rjHs+9CG23HNPWOqLSKWKlVW1fH2EAVJZ%20FRI58fWRyqrKMZvP/ql8Jkt2fJxUW2uoj3joHBgglU5z4fjxsIZIAXt/CT7/15ALaxDB0oIQHcEc%20HoH/DnwoLP07HniA3Q89FJb6IhobYc9d0NQc7jhVIJVVFshJFXn52BdATgJ0qipxKPsnOA5ePWb5%203LEHkCSzn806F01yfHoK2SyZ0TFSba3E4uGlht7BQfLZLFfOng1riL4sDHwVvh7WAIKlBSE6AgD2%20w1PA/xWW/s133sm9jz4alvoiWlth953L4nUOweTE2ybvrFqAnw16lsI7qxYUB40AB8uLfvaNn8+R%20GRkh2dJCLMTXsKzetImJkRGuX7oU1hB3fQxOfFXehyVAiI4A+AJsVcW/fkLZl7N261Ye/PmfD3Wz%20I51dsHMPJGr0jqwASGVVcHI1kxe9TSqrgsnJrW461mJagUSqfIGZGzdINDUSD/EhnoNbt3Lt4kVu%20hlTm7sAHPwFf+VsIv45eUNeQ5+iscByExjz8tYJQakw7+/t56Iknwn21Q28/7NwFIS63V4OaTcCV%20kq+2wuBPWtXlwSRHedqU1qa0PmV7XHL3mJXkHnv846CNqYLkPj06+fDaFPjaDLfNJrkvJvN7bQa3%20TnLcNuO1zy9nlpxo/vXqDJXkuG1CUcjnGT1xipkbI4az3Q6cWIyHnniCzv7+UPQraMnDXx+ExlAG%20ECwZCNFZ4ZiCPwZ2hqE7kUqx98kniYf5JvLefti2DZzoTmV5Z5X7+PU+8s6qYPmcnzXy4m0rk5OA%202M75xxRvl38MbZ7PHj8XuHnqFDM3bhAW4skke598kkQqnCJPYGdpjhOsYMitqxWMz8Mngf8Ulv73%20/tzPsWrjxrDUF29Xbd9RXyRn9rNvZaCSfE5PheSskROjnjrbvOxOmhUIkZlUePtIZVXlmNndJO6V%20z4yMkGxuDu02VkNTEy3t7Zw9fDgU/cDdPwfHvgpvhjWAoL4hRGeFYj90O/AcIT02/ba77mJXmBVW%20ra3FPTmxaG9XVSUnVeTepFlui4ycuAmVlaRp+p7bP5Xl5WMP8p/BzwE6VZU4lP0THAevHrN87tgD%20SJLZz2adiyY5mp7gMY2bl0ttmRujpNraiKXCWZ3tHBhgcnSU6xcvhqLfgYc+Bn/xVZgKZQBBXUNu%20Xa1c/KGCUJ6m19HXx72PPBKG6iIaG2Hn7sj35GhJsyLJ0eVzCcgtNyUgj26XXJXlGslxyb1JvHJS%20tFVZJe+s8su98dT97O2jNHISEHu3XLNZlc4xnxxdbt6cXP5eIZ9j5Ngx8tMzhIV7H3mEjr6+UHSr%204lz3h6EoF9Q9hOisQDwL9wGfCUN3IpnkoTD35aRSsGsPJEO7p18VtiqrzOSkrHOOMJjkHvJiGsed%20tHx6DCTGnHzx6JyzWSMnXps9idREeGaTrzG5usaqRHLm7PHLvWPPZ/+UJ6YV5Po+Ga/PlXZc/thV%203/yNcsWhIjnBTE7c58YcycFnrz8OGPS4bC7JC5ksI0eOUMhmCQPx0tyRCG9P32dKc59ghUGIzgrD%20QYjn4RkFodR63/fYY7T39oahuvhah517oCGaIgqprNITpTf5Bsh9eqSyyu0fr85aVlYpk52+PsrX%20Jz89zcjhI6iQXs7Z3tvLfY89FopuBU4enjkoWzZWHITorDBMwa8quDMM3Zv27GHTnj1hqC6+oHP7%20Lgj5TctBkMoq9/HrfaSyKlg+52eNvHjb9BUjPXbWK6sCz1X/Lcry93ITE0WyUygQBsKcRxTcOQW/%20GopyQd1CiM4KwhehX8EfhKG7vbeX+0J78rEDd2yHjo6Q9FfGgiurTElPmZKm3kf5+pgIj6oiLydN%20n9yX1Mp6DPIgm/2J1khODMmXynJj8jX08eox2DQbryCbS330fU96bJVfrvnUt4plkOt6fDaZyEmA%20bcHkxOVnn091P6Mfl8Hn2uqczz/Z0VFGj71NWLjv0UdDWxlW8AdfhHAe3iOoSwjRWUHIwn8F2m3r%20nbu3HtazMLZsgZ6QbodVgb53A2+i15KmLvcmO3xJxp3EzYnSSE4C5F5y4pObbDbJA5O4PynOk5wY%20EqVfZ7A9vuRrIgQunZX3T7mPy92mx8TrZ3SbZm2uQkwrlo+7x6pITCmfG1ocTHoMNvn97Jb7+sy3%20gm1meJibx08QBhKpVJh7/dpLc6FghUDuVa4QHIC9Cv4oDN33P/44azZvDkM1rN8Aa9eFo7sK6umZ%20K7Y2HXsIlUluXBkAf9JThj6mz1ryNeisuOnY5GeDnqpl/KXPgatzbl1GO7yxDdy3YysO7thXkRf9%20bI6jR17Bf57jXoB/cuPjgCIVwmprQ3Mzja2tnDtyxLpuYNfH4Xt/C2fCUC6oL8iKzgrAS5AswDNh%206N64axe33XVXGKph9RoY2hCO7iqQyirltcVnc1nu1+NPrga52z+VSM6cPX65d2yprPL71xQHDHpc%20NrvlJptn/eNrQykmTp9h6sIFwsBtd93Fxl27QtFdgGdegmhfjieoCYST1DwyAAAgAElEQVTorAAc%20gt8AttnW297Tw/2PP25bbUl5B2zeEo7uCpDKKj1RepNvgNynRyqr3P7x6qy8f4qyHmMc8OkxyP0k%20x2+nr4/y9dFjCzqZ8sbh5tvHyYyOEgbuf/xx2nt6wlC9rTQ3CpY5hOgsczwLa4Hfs63XicV48Ikn%20wtmXk0wWNx+H+bZzA6Syyn38eh+prAqWz/lZIy/eNn3FSI9dPVRWldtc/nHLfT5VhQKjh94K5Rk7%20iVSKB8N7MfDvleZIwTKGEJ1ljhx8TkGzbb133HcfXQMDttUWcfs2COm9OkGQyip/UjUlXzy6K5OT%20eSZfQx+vHoNNs/EKsrnURyqrguXacXlii8+eILlbD+Snpxk99BZhoGtggDvus/+sPwXNOficdcWC%20uoIQnWWMA/CzwCds621qa+PO97/fttoiBoegK5Q3UwRCKqsqJcV5kpOAROnWKZVVBrnbP4a2YD0G%20m/x+dst9fRa0Odkop3xuuPrMXLvGxOlw9vfe+f7309TWFobqT5TmSsEyhRCdZYrnIK3gT8PQfc+H%20PxzOLav2dtgQ4tvODTAmTVPynZUHrgz45IakppMT95hFeXDyxaunSlKsmDSNKwP4vufaKG1Mru6k%20GSB36ay46djkZ4Ntyp18TXo85ES302OzSe6Jmc/PhtiaN3d7+yj8/gmIvUb+fOcjBhKILjfu23GT%20OwM5QRs7aHWukj3l740dP05mZATbSKRS3PPhD1vXC6DgT5+D2i4jC2oGITrLFMPw2wqs13yv3ryZ%209du321Ybyb4cqazyJ1WvzXqC03VKZZXPPx6y4G9D01lsDpbPkqCoK6s8MXX72XTOKsXI62+Esl9n%20/fbtrA7hURYKNg/Db1tXLKgLCNFZhvgSDBbgd2zrjScS4T39eOs2SDeEo9sHqazSE6U3+QbI570y%20gMsefPYEJV+3Dd6YSGWVQe4nOX47fX2Ur48eW9DJlH5tKEOb1z9FPfmpKUbeeJMwcN+jjxJPJKzr%20LcDvfAkGrSsWRA4hOssQGfgtwDpr2PG+99Ha1WVbLQyug+7a7MuRyir38et9pLIqWD7nZ428eNv0%20FSM9dkuyssrfbvC5W8/MlStMnDqFbbR2dbHjfe+zrhdoKM2dgmUGITrLDKV3uHzGtt7Wri52hjG5%20tLXDhk329RoglVX+pGpKvnh0VyYn80y+hj5ePQabZuMVZHOpj1RWBcu14/LEFp89QXK3HtO149Lj%208vlsv5tHj5G5YX+/zs6w/uiCz8h7sJYfhOgsM2TgNxU02tZ77yOP2F8uTiRhW2325UhlVaWkOE9y%20EpAo3Tqlssogd/vH0Basx2CT389uua9PWJVVZZ+b9LiPHygUGHnlFev7deKJBPc+8ohVnQAKGjPw%20m9YVCyKFEJ1lhL+ETuBXbesd2raNNbfdZlst3H5HTfblSGWVOYHNyqWyyi/3xlP3s7ePwu+fgNhr%205M93PmIggehy474dN7kzkhP/2EGrc5Xs0b/n2e8WcI3lpiYZefU1bGPNbbcxtM36A98BfrU0lwqW%20CYToLCPk4NeBVps6E6kU7/7IR2yqLGLNIHSH8lh3D6Syyp9UvTbrCU7XKZVVPv94yIK/DU1nsTlY%20PkuCllRllVFu0lPsM33pEhMnT2Eb7/7IR8J41EVraS4VLBMI0VkmOAgtKoSLc8/DD9t/SFe6ATaG%20+7wcqazSE6U3+QbI570ygMsefPYEJV+3Dd6YSGWVQe4nOX47fX2Ur48eW9DJlH5tKEOb1z+GOBhi%2069/cffPwYfJTU9hEU1sbex5+2KpOAAW/fhBarCsWRAIhOssE0/BZwOruvI6+Prbdf79NlUVsvg1i%20cft6S5DKKvfx632ksipYPudnjbx42/QVIz12K6GyynxtmPaFgcrlGH3jDWxj2/3309HXZ1ttV2lO%20FSwDCNFZBngeGgq2N9A5Dvc99pj9F+l1dUNPr12dLkhllT+pmpIvHt2Vyck8k6+hj1ePwabZeAXZ%20XOojlVXBcu24PLHFZ0+Q3K3HdO249Lh8biKJc+dhwLUxfeEi05cuYxNOLMZ9jz1mvaihAL/5fAiP%206RDUHkJ0lgHOFsvJrZZEbty5k/6hIZsqIRaD27bY1emCVFZVSorzJCcBidKtUyqrDHK3fwxtwXoM%20Nvn97Jb7+tRFZVUlmw19Rl9/DZXPYxP9Q0Ns3LnTqk6g/2wIj+oQ1B5CdJY4XoIklh9y5TgOux56%20yKbKItYNQYP1ynfAnXypnHxn5YErAz65IalJZVXlpCiVVQqzzap0jvnk6HLjvh03uTOSE//YQatz%20lezRvzefyirl1uO6nvw6FYrc+ARjR49hG7seegjH/qMqfqs0xwqWMIToLHEcgk8pWGdT59D27bT3%20WK6Iamwsvpk8BEhllT+pem3WE5yuUyqrfP7xJXGNZGnkBDM5cZ8bc2QAn73+OGDQ47LZLTfZPOsf%20X5v/s3L7OeDaWEhllSZXZZ1z106pbfzIEXLj49hEe08PQ5bfw6dg3SH4lFWlgppDiM4SxkGIK/h3%20tvXufPBB2yph89birSuLkMoqPVF6k2+A3KdHKqvc/vHqrLx/irIeYxzw6THIPXoMdvr6KF8fPbag%20kyn92lCGNq9/DHEwxFbf3K33UQa5KhQYfeUVbCOMuUvBvzsI4VVPCEKHEJ0ljEl4ArD6JL+1W7fS%20NTBgUyX09oHlx7VLZZX7+PU+UlkVLJ/zs0ZevG36ipEeO6msMvgn8Br0yqcvXWLq/HlsomtggLVb%20t1rVCdxWmmsFSxRCdJYoVLHG4Hdt691l+y+ieBw22X2qslRW+ZOqt49UVgXLdT0+m0zkJMA2qaxy%20j6X38ZwbBjkKRl55BZXLYRPW5zDAgd9VEP67agShQIjOEsUBeFzBDps6V23cSO/goE2VsH4DpNPW%201EllVaWkOE9yEpAo3Tqlssogd/vH0Basx2CT389uua/PUqys8q6GmWOrlCI/OcnNN9/EJnoHB1ll%20+YGkCnYcgMetKhXUDEJ0ligU/HvbOnft3WtXYXNz8VUPliCVVeYENiuXyiq/3BtP3c/ePgq/fwJi%20r5E/3/k4Syq088ErN+7bcX2v8v4p9/cqy3V79O/ZrqzS4qDZU9Y/duQo2ZFRbML6XAahzLmC2kCI%20zhLEfrgfuMemzt7BQQY2bLCpEm7bau0hXlJZ5U+qXpv1hKLrlMoqn398SVwjWRo5wUxO3OfGHBnA%20Z68/Dhj0uGx2y002z/rH1+b/rNx+Drg2wqqsCrp2tGuwUGDkpRexiYENG+yvTsM9pblXsMQgRGcJ%20QsE+2zqt/wXU2wftHYtWI5VVeqL0Jt8AuU+PVFa5/ePVqa9AuP1MWY8xDvj0GOQePQY7fX2Ur48e%20W9DJlH5tKEOb1z+GOBhie6uVVf7YVto/NXP5ClNnz2ITIa3qWJ97BeFDiM4Sw0FIOfCkTZ1dAwOs%203WL5icVD6xetQiqr3Mev95HKqmD5nJ818uJt01eM9NhJZZXBP4HXoE+uXYP47Cm32X4P1totW6xX%20kDrw5EGw/rp0QbgQorPEMAOPKei0qXOn7b98unugeXEv/pXKKkNSqEhOdJ0e/8w3+Rr6ePUYbJqN%20V5DNpT5SWRUs147LE1t89gTJ3XpM145Lj8vnJpJoJid6H8+5YZAb9Rh0KhTZ6zesl5vbntsUdM7A%20Y1aVCkKHEJ0lhoLlpdP2nh6Gtm2zqXLRqzlSWVUpKc6TnAQkSrdOqawyyN3+MbQF6zHY5PezW+7r%20s5wrqwLjYLgGb77+OjYxtG2b9ae8256DBeFDiM4SwhehR8GHberc+eCDdt8P09kFrW233F0qq8wJ%20bFYulVV6onTHQfezt4/C75+A2Lvlms2qdI755Ohy474d1/cq759yf6+yXLdH/16UlVWm2JbP53Kf%20zNVhpi9cxBYcx7H+tGQFH/4iWH5HjiBMCNFZQsjCJ7H4grmWjg427tplS10R69bfcleprPInVa/N%20ekLRdUpllSGpupK4RrI0coKZnLjPjTkygM9efxww6HHZ7JabbJ71j6/N/1m5/RxwbUReWeWzTZO7%20vnfz9dewiY27dtHSsfjCCBeSpblYsEQgRGdpweqS6fb3vhfH5vun2tvhFiYUqazSE6U3+QbIfXqk%20skpPmnMxNY2jkRO9za/TTILw6THY6eujfH302IJOpvRrQxnavP4xxMEQ21pUVnnOZy3e5baZixeZ%20uXwFW3BiMba/973W9JUgt6+WEIToLBEcgDsUvMuWvlg8zoY6WM2Ryir38et9pLIqWD7nZ428eNv0%20FSM9dlJZZfBP4DXok2vXID57XOeG4Xry91EKRl97FZvYsGsXsbi993IqeNcBuMOaQkGoEKKzRKAs%20/wWxdssW0o2N9hS2tkJX94K6SGWVYdLXki8e3VrypbLco0cjVipAj8Gm2XgF2VzqI5VVwXLtuDyx%20xWdPkNytx3TtuPS4fK5dG4HkRO/jOTcMcqMeg87ga8d9bhTbps+dIzM8jC2kGxutP0JDyarOkoEQ%20nSUAVYzTUzZ1btqzx6a6Ba/mSGVVpaQ4T3JiTIRenVJZZZC7/WNoC9ZjsMnvZ7fc10cqq4LiMKvH%20O/7NV+2u6lif8+ApJTl0SUCCtATwl/CwgrW29Fn/66a5GXp65/11qawyJ7BZuVRW6YnSHQfdz94+%20Cr9/AmLvlms2q9I55pNrydlNBvDZq1z2+P3nHztoda6SPfr3lkJllSkOptW5yVOnyN64gS3YXsVW%20sPYv4WFrCgWhQYjOEoDt5zas37nT6v3qhazmSGWVLxn4bNYTiq5TKqt8/vElcY1kaeQEMzlxnxtz%20yRefvf44YNDjstktN9k86x9fm/+zcvs54NpYSpVVbj+brpfZzzdfeQVbiMXjrN+505o+kGfqLBUI%200alzHIBmBZ+wqXPT7t32lDU2Ft9rVQVSWaUnSm/yDZD79EhlVXBSrHx7hLIeYxzw6THIPXoMdvr6%20KF8fPbagkyn92lCGNq9/DHEwxLaeKqvK9gTLUYrx48fJjdp7s7nVuQ9Q8IkD0GxVqcA6hOjUPz6u%20LF5Ibd3ddt/qOzhU9Q3lUlnlPn69j1RWBcvn/OyWB5IcQ+w1/5ji7fKPoc1LRAwrPdq56r9Fafqe%20yz9uuc+ny7mySveL1+cKBQXF6Gv2nqvTOzhIW/fCiiYqQRXn5o9bUygIBUJ06hzK8tKo1Q15sTj0%209Vf8ilRWGSZ9Lfni0a0lXyrLPXpcidTfx6vHYNNsvIJsLvWRyqpguXZcntjisydI7tZjunZcelw+%20166NQHKi9/GcGwa5UY9BZ/C14z433HHA973SWK4+k8eOoXI5bMH2pmQlt6/qHkJ06hjPwloF77em%200HHYaHPptqcHKuz1kcoq//fwtElllVuu95HKKlMcTHrcx1/FZkMf72qYObZhVVZ55JrNxT6FTIbJ%20k6ewhY27d1ddhV4IFLz/WYvFIgL7EKJTx8jBL2IxRv1DQ3Yfhd4/ECiSyipzApuVS2WVX+6Np+5n%20bx+F3z8BsTckUu+5aCCBWnJ2kwF89iqXPX7/+ccOWp2rZI/+veVUWeX2qXdPnPfcnzh6BFto6eig%20f2jImj4gVpqrBXUKITp1DAc+YFOf1Y14qVTxBZ4GSGWVLxn4bNYTiq5TKqt8/vElcVOi9CdnIzlx%20nxtzyRefvf44YNDjstktN9k86x9fm/+zcvs54NpYjpVVc372y11tU2fPkp+cxBZsb0q2PVcL7EKI%20Tp3iJUgqeMCWvngiwdD27bbUQd+AtvwrlVXu76GNKZVVhpi6+ii/PDBp+sbRyIne5tdpJkH49Bjs%209PVRvj56bEEnU/q1oQxtXv8Y4mCI7VKsrJrX5u6CYuLoUWxhaPt24omENX0KHnjJ4guXBXYhRKdO%208RbcCzTZ0jd4++2kGhpsqdNuW0lllfv49T5SWRUsn/OzWx5Icgyx1/xjirfLP4Y2LxGZZ/L19dG/%205/KPW+7z6YqvrAqMAx4944cPYwuphgYGb7/dmj6gqTRnC+oQQnTqFMryEzetVho0t0BLy9x/pbLK%20MOlryRePbi35Ulnu0eNLBJ5kZ4qDL3lKZVUlP6Mfl8HnUlnlk5uuQc1/3rbKtyBn/VOWZ64OW33/%20VQjVV/KU5DqFEJ06hbJYbdXQ3MyazZttqfOs5khllf97eNqkssot1/tIZZUpDiY97uOvYrOhj3c1%20zBzbKCurTNeYiUhPWFzVWbN5Mw3N9p71p2xWyAqsQohOHeJ5aADut6Vv3R134MRshdqB/uKzc6Sy%20ypzAZuVSWeWXe+Op+9nbR+H3T0DsTYnSd75IZZVB7rFH1+8lQVD1GtTIie88wXVcgdeY2z/6tTF+%205Ej5eBcJJxZj3R13WNFVwv3PF+duQZ1BiE4d4myR5KRt6Vu1caMtVdDZCam0PsFWS76+RFiezA1y%201wQ5N8Ga5B7yYhrHPVlSZYIlIPni0SmVVQa5Rk78ff3+0W30k5PKtzVUyX+YyYn73DAlTWMcMOhx%202eyWm2ye9Y+vzf9Zuf0ccG2s1Mqq2WvHaHNJnh8bZ+rsWWzB6twI6bMW/0AV2IMQnTqEY/khgQMb%20NlhTp/oH9Il4PsnXM/FVl3uSizZxeidqPYF5+0hllUHuISezycUs9+oxyOf0GBKUIfnq/vXqrHx7%20hLIeYxzw6THIPXoMdhqSb/A4Lv/42vw+V4Y2r38McTDEdtlWVlWRz8Z0/NAhbGFgwwarDw+0OncL%20rEGITh2iYHFTW0dvr7370PE4dPcYJmDXhAaGCdY7WUplVZDNLj1uuUFnWY/bf942qawyx8mbxN1y%205ZFrydf4PZd/3HKfT6WyKigOGPTocve5MfH2cQrZLDbQ0NxMR2+vFV1gd+4W2IMQnTpD6U2477al%20z+rSbE8vxGKGCRjvBBuU9GYnWF8i1ZOvt49p0lZV5J4J1jgB+/UY5EE2+xOtkZzoOj3+mW/yNfTx%206jHYRBWbS32ksipYrh2XJ7b47AmSu/UY5G49Lp9r10YgOdH7eM4Ng9yox6Az+NpxnxvuOOD7Xmks%20Ld6+PqrSNYhPT+lzNsPksWPYguXbV++Wt5nXH4To1B8ewOKDp2xexKq3X5ugPZO5Mfnimhj9E70/%20WZkmWP17qorcS058cpPNJnlgEvdNxvMlJ+7J3CD32KzZU+4jlVXetmA9Bpv8fnbLteTr9p85tqqi%20nPK5YYyDSY/7+KvYbOjjXQ0zx3YpVFZp16Bhnhh/6y1swTLRSWLxQa8COxCiU2coWLzH6zgO/evX%2021EWi0Fbm3eyAj0pBEy23qRpnmylssrd5vafwc8G26SyyifXkrM7aeKzV7ns8fvPP3bQ6lwle/Tv%20SWWVQa7pMZ2nMH32rLU3mvevX49jcZ+OzTlcYAdCdOoP1u7xdq1ebe9pyG3t5U17QcnXlwjLk7lB%207prA5iZYk9xDXkzjuCdLqkywBCRfPDqlssog18iJv6/fP7qNfnJS+baGKvkPMzlxnxumpGmMAwY9%20LpvdcpPNs/7xtfk/K7efA64NqayqHHsjCXLFVuVyTJ9/BxtINTTQtXq1FV0lyD6dOoMQnTrCQWh3%204C5b+lbZrLZqby99KE9EUlmlT8BuPVJZ5faPV2fl2yOU9RjjgE+PQe7RY7DTkHyDx3H5x9fm97ky%20tHn9Y4iDIbYrvbJKPy7dP1Nnz2ALNudKB+46CO3WFAoWDSE6dYRpeFBB3JY+q/ee29vLExpUmIgM%20E2xg8g2agPFOnoHJVbn0+OQ+neak6W3TV1b0PlJZFSyf87NbHkhyDLHX/GOKt8s/hjYvEbmF5BuQ%20XKWyyiDXrp2gOGDQo8u954bpnHXZDEyfPo0tWN3LCPFpeNCaQsGiIUSnvmBtyTMWj9O3bp0dZfE4%20NLd6J9igpDc7wfoSqZ58vX1Mk7aqIvdMsMYJ2K/HIA+y2Z9ojeRE1+nxz3yTr6GPV4/BJqrYXOoj%20lVXBcu24PLHFZ0+Q3K3HIHfrcflcuzYCyYnex3NuGORGPQadwdeO+9xwxwHf90pjafH29VGVrkF8%20esxx8lyDpbaZCxcoZDLYQN+6dcTi1v7GBLl9VVcQolNHUBY3sfWsXUsilbKjrK0NcCUOLfnimhj9%20E70/WZkmWP17qorcS058cn8CCpIHJnH/ZDtPcuKezA1yj82aPeU+UlnlbQvWY7DJ72e3XEu+bv+Z%20Y6sqyimfG8Y4mPS4j7+KzYY+3tUwc2yXS2WV16f6ipkqFJg+dw4bSKRS9Kxda0UXYHUuFyweQnTq%20BAehC9hlS5/V/TltHYakqU+23qRpnmylsso/geP5LZVVCrPNqnSO+eRacnYnTXz2Kpc9fv/5xw5a%20natkj/49qawyyDU9pvO03OaxGa986tQpbMHmnAnsKs3pgjqAEJ06wSTsUGCtxtHqPefSio4pEZYn%20c4PcNFmZ5B7yYhrHPVn69BhIjFRWVZeb/4J2+Uc7Ln/sDHKf/7TkrPlPlfyHmZy4zw1T0jTGAYMe%20l81uucnmWf/42vyfldvPAdeGVFZVjn21yirtGjRcG9NnLG5ItrtPx5mEHdYUChYFITr1g9ttKYon%20k/aWYRMJaG4JmGBNydcr9yQXbeL0TtT+SU5LvvNIrlJZFSz36jHI5/QYEpQh+er+9eqsfHuEsh5j%20HPDpMcg9egx2GpJv8Dgu//ja/D5XhjavfwxxMMRWKqv8x2XwjxZvr3+mL16kMD2NDfSsXUs8ae1Z%20rWBxThcsDkJ06gQObLWlq29wkHgiYUWXcj8ksBI5CUy+QRMw3skzMLkqlx6f3KfTnDS9bfrKit5H%20KquC5XN+dssDSY4h9pp/TPF2+cfQ5iUit5B8A5KrVFYZ5Nq1ExQHDHp0uffcMJ2zLpvdbUHXYKHA%20lKXqq3giQd/goBVdYHdOFywOQnTqB9bYv7WnIQO0thsmRldSmJuAKU9as5OVr49p0lZV5J4J1jgB%20+/UY5EE2+xOtkZzoOhWV5R492kSvAvQYbKKKzaU+UlkVLNeOyxNbfPYEyd16DHK3HpfPtWsjkJzo%20fTznhkFu1GPQGXztuM8Ndxzwfa80lhZvXx9V6RrEp8ccJ8816PGz3sftH1tEByzPnbKiUzew82e/%20wAassf+Ovj5bqsorOuCdGA0TuGcyr0hO8Okxy7XJ3DQZuyfzCpO1N2linGzndduiitwzmZvkc3qC%207dCTpkmP2z/BcQhOvu7PPj8H6PT62axTBclNSTMgnl49wWMa95No59gC/FzhHFlwZVVA7G553858%20/RzFNTjrnwr+s+ofn3zq5Elswebciazo1A1kRacO8BykgfW29LX39NhRlExCQ2Pxs0ZyFIET7OzE%205JerslybYF3yeU+wlkiOmrPZp0d5P2vJNySSI5VVPjm63LwyUP6eMpIT/9hBq3OV7NG/J5VVBrmm%20x3Selts8NqPLZ89TP8lBKTJXrpCfmMAGrM2dRawvze2CiCFEpw5wBTYrS09EdmIxWrvsVDWq1nK1%20lVRWKcM45WORyiq8co2cYCYn7nPDlDSNccCgx2WzW26yedY/vjb/Z+X2s/GcNclNerx9NJs85MQs%20nzvnldkOtx7T9eT3s+l6cfepp8oqo599P7bKzFu7unBidtKigvgV2GxFmWBREKJTB4hZXOJs6eiw%20thGZlpbyZAUBE7AvuWgTp3ei9k9yWvKdR3KVyqpguVePQT6nx5CgDMlX969X57xvjxjjgE+PQe7R%20Y7DTkHyDx3H5x9fm97kytHn9Y4iDIbZSWeU/LoN/tHj7/VNZjlLWHhwYTyRo6eiwogvszu2CW4fs%200akDKIub1qwuvTY0GpImrgkLPEkzKLl6kp1ZXjlpmvT45MYJFt/3yp8rrgzMTuYV5S49brmhT1mP%2023/etoqVVRCsx6ezGgkqJ5dg+ZyfK8TBTE70PsaVAV/MPOfGfMmJwefK0FbVP4aYhLLpOODcN+vx%209gkkrqZr0Mq1swA/G31uOje88rlzw9c2r2vQHxsge/UqttDe08PY9etWdCnZkFwXkBWdOoDNMsQ2%20i0SnkE6XJxntryj0CdYwkc9NsBXkngnWkAh1PQb57ATrs88vn5tg3fKKE6xZ7tFjnIBNegw2UcXm%20Uh+prAqWa8fliS0+e4Lkbj0GuVuPy+fatRFETpTex3NuGORGPQad1kmO8Rqb9U9leVmPOU6ea9Dj%20Z72PMsn9sSkhMzyMLdicQ6XEvD4gKzp1AGXxYmjv7rajKBaDZOldWQGT7bxvW1SQa5O5aTJ2T+YV%20Jmtv0sQ42UpllbdN16P73v9ZBclNSTMgnl49wWMaV420c2wBfq5wjkhlVYWYzfqngv+s+qeK3I/c%206Cgql8OxcNve2hwKKCE6dQEhOnUAZXF509ZfIyrdgHfiwzvBahOjSe5t0yfbeUywlkiOMvQJTAom%20uUunDZJTdSL3kJNgeXBycfvc5+cw4lCNnPj0a7e0tDhU9p/nuG/FPz7/h7bpONA/wfK589Bgh4cE%20VbsGLcTBe/wBsdf0mHVWu0bn62cjlCJ77Rqp/n6zfAGwuaKj5NZVXUBuXUWML0I/0G5Ln7U9Og3p%208sQ491uVfvkmYP8Ea4nkSGVVdbnCIHf7Rzsuf+wMcp//tCSu+U+V/IchuXrHnLPH419THDDocdns%20lptsnvWPr83/Wbn9bDxnTXKTHm8fzSZc147JZvc5r8x2uPWYrie/n03Xi7vPkqqscvs+ALZuX1ku%20MW8vzfGCCCErOhEjZ5HxJ9NpGltb7ShLN2iT7VxyWQR58SSFCpOxCpK72nTSofdZ/MqASY9ZpzLJ%20fW3zu31k0uPtU3HvBj4/W0mapu+5/WOKl+/cqCKf83OAHXN+Djgf3LFdVGWVK3YL3rxs8nPgtePz%20c5U43JJ/AmIWfA26j6uy3HwNVvFPQExUFfl8kLVEdBpbW0mm02RnZqzoK83xl60oE9wSZEUnYhTq%20dCOy59bVXNL0T9Suz3MTmrfN+7nSykBZZ+gkx22zW67Z7NLjliJYZVkAACAASURBVBt0lvXoE31V%20kuPSb9SjvH20TbUGnXpZs29MFkJyDLHX/GOKt8s/hjZvUjOtDCiPXEu+xu+5/OOW+3yqrZYZfG7U%204/Kf95z3+7ncR3n6+OSzfjb619umr6zofbzXjj+27pgGxQGDHl3uPTdM56zLZndbtWvwFkkO2CM6%20YLmoQ/bpRA4hOhEjZrO03OImOlLlW1decoJx0lZV5J4J1jgB+/UY5LMTrDGpevtIZVWwXNfjs8lE%20TgJsk8oq91h6H8+5YZAb9Rh0Bl877nPDHQd83yuNpcXb10dVugbx6THHyXMNevys91EmuT8284TN%20yiubc6nNOV5wa5BbVxFD1e2KTqrKBOue0CrLtcncNBm7x6owWXuTJsbJViqrvG26Ht33/s8qSG5K%20mgHx9OoJHtO4n0Q7xxbg5wrniFRWVYjZrH8q+M+qf6rIF4p6XdFRsqITOYToRA97peW2Ls5EEmJx%20w8SIdwKulpznO8FaIjnK0CcwKZjkLp02SI5UVpnjaCYdpjhU2z9VxT8+/0tlVVBs3ccfEHtNj1ln%20tWt0vn6+FRRmZsiPjxNvabml/m5Y3pAsRCdiyK2rCPESJLH4Mk97peVpPWn6J1hLJEcqq6rL9X0y%20Xp8r7bj8sTPIff7TkrjmP1XyH4bk6h1zzh6Pf01xwKDHZbNbbrJ51j++Nv9n5faz8Zw1yU16vH00%20m2b9E2Sz+5xXZjvcekzXk9/PpuvF3We5VVZVg63bVzZXdID1pbleEBFkRSdCHII2ZellnjiOtfvK%20Kp0maOKcD3nxJIUKk7EKkrva/KQjMw6TIzA14pR+YHrMIZ+FfAbyOchnSv+f+3G0344DibQikVYk%2004pESpFIF4ptKUUyXSi2zbanFMlUgXi6QCJZIJkqfTdZINWYx3F8k3lAAiv7B8ME7+0jlVVBetxJ%2009tmIjmVSFBZT7B8LtEHxGmODFSSB147+vG7j6sA3GzNMN6UZ7wpx2RjnsmGPFONeTINBTKpAtl0%20gVyqQCFdQKUUJBROUhFLKOJxSCYUqRikYsW/bLMKcgXIFyCfd1AFUDkHcuDkwMk6xHMO8QwkMg6J%20cYfUqEPTjRjN1x1ahx3aRxwaM+CY/BMQE1VFbgPZ4WEa169ftJ727m5wHCt2KYgfgjbg2qKVCW4J%20QnQiRApa7RQwQlNrK/GkpT8a0ml9AtbIiVleOWma9JTl2UkYvaCYvAaTN4okZnKW0NyAqdEiUbEB%20BWQmHTKTzqJ1xeKKls4cLT1ZWrqytPZkae3K0tKVId2Ut5N8TSSnWvJdEMmZf/K1Sk4MSU8Z2hZN%20Tgxya+QkUI+3T6Vbi1fbM5xcM8GlgWnGembIt+doaMnTkVIkDKdoHGgs/SwUaQfSc2v5yvfbjDww%20Vvq5RJEsjeRgagbUhENyxKH1mkPPpRhrz0HfqRiJydljrw3JAXv7dOLJJE2trUzevGlFXwpaEaIT%20GYToRIh88eS3glRDgy1VqFTaOGmXkyZGeWWSU/6cm4HRdxQj7yhGz8PoOzD6jsPkDSj9jbikUMg7%203BxOcnNYJ5qphgItXRlau4vEp6UzU/o9QzyxCHKywJWBeZGTgJjZ3SQeLLezMuA6dlefsn8NeuZL%20cgLOfWUcx9tHKUUmlef46gne6Z/get80Mx1ZEq05WhsKNJXWdVtKP/WOpAO9SYo3ZFoU9BePc4Y8%20J4ATwHimuPIauwxt5x1WHYeNRxxSU+GQHLBbeZVqaLBGdGzO9YKFQ4hOhMhbnNOS6bQtVaV3XHmT%20mjn5epOeP/mqgmL0vGLkXPH36Dswcl4xPgxV/oBcNshMx7h+oYHrF3Qi2tRWJD+tXTO0dGRo7Z6m%20a9UU8UQeI/lwE4aqybcCyXETqsWQHE1P8JgrqbLqenOGIxtGudw/wUTXDKotR1NTnrakwqF4+8jq%20DpA6RUsKWvoU9AE7FcPAVWBkBsZvFv/Tcg76T8CWN6FjcvFjZi29dRzszqk253rBwiFEJ0Ioiyzf%205kWpYrFyoquyguMmOYWc4vpJxZUjBa4cLXD1mCI7Zc2sZYfJm0kmbya5crp5ri0WU3QOTNEzOE7v%202nG6Vk0Qj/uSb5U4VCKjOglaIDmptmq0GPLiajN9NpITHxGJorJqtCHDS1uucW7DTZy+aQaaCsSd%204sUtf8Z74QCdaejsBXqBbZABXizAhZsQOwODr8HdP4XWiYXrL1h6mjFYnlPlVIgUQnQiRBxa85Z0%20JVMpS5qAmDMvkpObUQy/XeDKkTxXjiiGjxfIZ+yZsRJRKDhcu9DEtQtNHP1pH7G4orN/kp61Y/Su%20GaNz1QTxWMFIPua/suJt08mJSY+PUJnkMD+S4/qsqsiL4mCSNPvZSIJskRyfzolkjhe3XOPshhEK%20fVP0NxdIOLB2vkEWaGiMwaYOoAPYDS9+Ci7fBKdEfO78CTTNg/gom0TH4pwaF6ITKYToRAibLD9h%20k+g4MePKQH4GLr+V4/JbBa4cLnD9VIGCLaYmMKKQd7h2oZlrF5o5ygCxuKKrf5yeNWP0rBmjq2+M%20WFwqqxa80mMgPEHEfiZZ4F82XeXUhhFy/ZP0teRJOLBq4eEUzBMpBwbbgV2gdsGLT8HwGHAW1r4K%20e34IacNqcSGbLcbPWfxeP5tzqs25XrBwCNGJEDZPfmvLrDEvycmMFTj/co7zL+a5+HqenL0/mAS3%20gELeYfhCK8MXWuFFiMcLdA6M07P6Jj2rRunsGyc2u+Kz2NtQtsiJgagoQ9uiyUnAas0cETKt1sz6%20x/U5G8/z6sZrnNhwnczAJD0tOZJOcauJIBrEHehvA3ZAdgf88F/DhWFIvgW3/xPsOAnxAqAUhUyG%20mIX5UG5dLR8I0YkQqg43I6tYnImrBc6/mOPcizmuHMmjZNWmbpHPxxh+p43hd9qAtcQTBXpWjbJ2%200zCr1l8jHs95yUnAas5Kr6y60jTN83veYXr9KL3tWZIOWHxznMAyUg6s7wX2wsheODAJI2dh4EX4%20XzI3WJ0eWPQYlomObEaOEEJ0IkQMWguWdC32fvKNy0nOHm7izJFmrl+4hV2AgrpAPhfj8rlOLp/r%20JJ7YyKqh66zddJne1SM4FFgwySkRAvMtLbyEoQJJMpMTl3yurXaVVVOJPP9zxzuc3zLMmq4MXUvv%20yQYCis8Uuq2J4qszb4e/yDzDzclu7p66m49m76XxFh9KbHOPTkxWdCKFEJ0IYXM581b++hi9muTt%20V5o5c6iJsRtyKiw35HNxzp/o5fyJXtINWdZsuMLajZfp6L5JRXJS7ZbWYsiLq8302UhOqt3S8q3W%20VNp0rIAfbrrE4e2X6OqfojUOGxfnZkGdYV0KSF1jpuPb/FnuO0xN9nHvxHv5mexunAU8p0tuXS0f%20SHaLFjXfjJydiXHqzSbefrmZq+csPntHUNeYmU5y8vAaTh5eQ0vbJGs2XGbNhks0t0wGruYsp8qq%20I/03+Onud0iuGaMnpRiy5VhBXaM7oaDtMu+0fYX/OPN10uMbeWTq/WwrrK7a12qBhxCdSCFEJ0Ko%20Gu7RuXwmzdsvt3D6UBO5jKzRr2SM32zi6GsbOPraBjp7Rlmz/hJrhi6RSmWoSHJ8qzr1Xll1pXWS%207+0+y/T6EQaa8lIltcIxmM5B+hg/UMf4wkQz6yZ28Qsze+mhyfh92aOzfCBEJ0I40Kos6TLdT54a%20i3P81WbefrmFm9ck1AIdN4bbuTHczqF/2ULfqmHWDF2kf80V4vHcwsiJgaioKuSlrCdYXtRTWe4m%20QlOpLM/vOMeVTVcZaM/SIZxe4EPagdtbJqDlx/x/2R9zdbyXd0/ez+P5PaRdKdHmHh1HVnQihWS/%20aGF9j45ScO5II2+/3ML5txtRtnY7C5Y1lHK4fKGXyxd6SSTyrBq8yKatp2hpHQsgOQG3rEpttd50%20/JPBKxzZc5bu3inSMah+Y0IggP4k9HdeZbzz6/yfU98kPr6RR6f28l6G7L5WR4hOpBCiEy2snfyx%20eCNH/rmFQz9qY+z6CgqrA6l0inRjmlRj8Xe6MUWyIYXjOOXnhpU+OO7PJVkukyc7kyGbyZGdyZCZ%20zpKdKf1kshTyK4st5nJxzp1ay7lTaxlYfZnNW4/T0XUj4JbW7O8gcuKSz7XZITlKKZ7beo7Tu8+z%20qS23YslNLBYnmWwgmWyc+0mlGkgkir/j8dmEXby1OLfSBq7PRX9mMlNkMuPMzEyQyUyUfk/NfX+5%20IgZsbyxA43F+lDvOn99s5/0d96IccOwcuhCdCCELuxFiP5xWLHZfZAvwM6QaH2NmankRnIbmBlq7%20WmntaKGls4WWzlaa25pIlchMujFNqiGFEwv3NM7n8mRnssxMzjA+Ms7E6ITr9wQToxNM3pygUFi+%20yaC7d5jNW4/T03ulOnlxtZk+38p+mzlSpRR5R/GN7ae4vOMi65uX70OeHCdOc3MHzc3dNDf30Nzc%20TUtL99zvdLqFZLKRePzWyqfnC6UKZDKTJdJTJEGTkzcYGxtmfPwq4+NXGRu7yvS0nTd91wvG8vDT%20y9D2NXjXixBbxN87Dpx5GtZbM06wIAjRiRD7YVjd8nPJelB8CHgQsFodUFM0NDfQvbqbjt52WjqK%20ZKa1s0hsEsmlQ9xUQTE5Nsn4SJEEjVwZ4cblG1y/dJ3JmxZey1wnaO8YYfOWt+kfuIDDLAGpTWVV%20Jlbg67uPM3bHZVY3LJ9VtqamTrq6BunsHKSjYw0tLUVS09TUiePEojZv3sjlMi7iUyRBo6MXuHbt%20NNPTY1Gbd8vIKHhxGBLPwd3fh8QtcGsHrj29Ml5aX5cQohMh9sOMWjBLGULxYeDdFBdclw4aWxrp%20Xt3t+WluM1c8LCfMTM7MkZ7rl25w49INRq6OkM8t3dWI5pZxNm0+xpo1Z3Ec84MIrZAcVXyw31fv%20Pkb+tqv0ppbuqlk8nqCjYw2dnYN0dq6bIzfp9PIvyJmcvM61a6e5du1M6fdppqZGozZrQSgAr45A%205h/hrn+AVHb+fR3IPA3yPI+IIEQnQiyM6GxH8RFge6g22UIimaBvqI/+dX10reqmZ3U3ja2NUZtV%20NygUFDevjTL8zjUun7rEpdOXGbux9P7qbWiYYsPGt1m37mSpUmset6HmWVk1mprhG+8+RmrDddoT%20S4/gtLb20t9/OwMDW+nu3kh7ez+OE4/arLrB1NTIHPm5cuVtrlw5Ri6XidqseeHoBIx8H3Z/FRrm%208f4/ITrRQohOhJjfravNKH4B2FoTm24VsXiM3rW9rNq4ilUbB+hd20ssvrRWnKLGxM1JLp++xKVT%20l7l0+hI3ry2dPQ/JZIb1648zNHSMVDKzqE3Hwy1T/N09R2hZN0rTEjqF2toGGBjYOkdumpq6ojZp%20SaFQyHH16kkuXXqLixff4urVkxQKuajNqojjk3Dhe3D3N6DZ8Db1Wcitq2ghRCdCVN6MvBrFzwN3%201dSm+cJxHLpXdxWJzYZV9A31Lak9NUsBU2NTXDpzmcunL3Hx5CVGh+t/qT8ez7Fu8AQbho6Sbphc%20EMm50D7GP777KJ2rx0gtgZmpvX0VAwN3lMjNVhobO6I2aVkhl8tw5coxLl48zMWLb3H9+uny+VJn%20eG0CLj4P7/l7aBvX5bIZOVosgelk+WI/vKFgh7e1G8XPAe+l3vbgxBNxVm9azfodQwxuHSTVsHQ3%20QS9F3Lx2kzNvneXs4TNcfWe4rit+Y7ECG4YOs2nDoaq3tM43TfF37znE6jVjJOp6RnLo6dnI0NBd%20rFt3N21ti39DtmD+yGQmOXfuVc6c+WcuXHiTfL6+VnsKwI9vwpXvw97vQJfr7xIH3nwadkZm3ApH%20XU8ryx374UcK7i/+rwXFo8C/op4ebyTkpj4xOTbJ2cPnOHv4DJdOXarb0vaGhknu2PIvDPSeKTa4%20bmdlnDxfuPswzVuv0Fk/p7wHjhNnYOB2hobuYnDwbpqaZNWmHpDJTHHu3Ct1SXpyCp4fhfxz8K++%20C4kcOPDjp+E9Udu2UiFEJ0Lsh39QpD8IP1uqpKqPzbpCbpYWMlMZzh07x5m3znLh+AVy2fqZ9GfR%203XWR7VtepKlpFJTie4MXOHzvMTY211+ZeCKRYvXqnaxbdzeDg7tJpZqjNklQAfVKeqYK8E+XYO0B%202H6Ebz8NPxu1TSsVQnQiw/41f8Czr6zhsV5oi9oYAHoHe9nyri0M3bFOyM0SRT6b58zhM7z98nEu%20nrpYV7e3HKfAyIdP8vb7/om7Bl4gXlezj8OqVXewefODDA3dRTwu5/9SRCYzxdmzL3Hs2Pe4evVE%201OYAcDMP33qDq//Qw538B96J2p6ViLqaalYGnk/A2V8Hfv+3+ceW2/mZSK1JppNs2r2RrfdspbO/%20M1JbBHYxPjLO8VeOc/yVE4yPGHZI1hBTbQVO/lqGbVsbAHjr2nk2df4XGmPRVpa1tHSzadP72Lz5%20AVpapChmOeHGjXMcPfo9Tp78EdlshZKoGuBPr8JLk4zj8Hu8jz/hYepj2WmFQIhOTXHgASg8Q2lT%202r/h29zNByOxpGdND1vv2cKGHRtIpOp0g4TADhRcOHmR4y+/zZnDZ2v+oMJjj83Q83iC7qT3GTLX%20sjmujX6XLT1frKk98XiSdevu5rbb3seqVduQafD/Z+/N4+Qor3vvb1X13tPTs/Xsu2ZG0oxWdglk%20MBhjsxiDExCGAAlgsJP45ma5WZzlY+zEb147b5I3iXPzuTefBOI4CblZ3pCYgAEbG3AAAQZJILFp%20AUlImtE2o1m7+3n/6K26p3umu59TPT2SfvqMqrur6jxPd1dXfes85znnzFY0OsOePS/w1lvfY3R0%20z5L04WuHYfd08onBdky+wG/y7JJ05izUuV94RfRIBCb/bzDuApX+zO/mcS6v4LCt2+Oif30/Ky9Y%20SUPbuRwfZ6Nmp2d57/U9vP3K24wdHHO0rePdUUZ/NsZQy8J50t46cYqI50+oD7ztaH8aG3sZHNxC%20X98mPJ4zPyP3Oc3XsWP7kl6eHxGNTi++g5B+/SAcsmdSTtRPeQgX/4Pf4GjFOnKW6hzoOCplwsP3%20AV8DNW9c6DM8zvUVAB1f0MfI5hFWXbQSt9fZAoDntHw0emCUHc/uZN+b+1CCs7biFuz6mWn6N3nw%20m8WlSJiKx9nz4Vusav86JnIeJ8Mw6ek5n5GRa2lq6hOzW30y7PdQCan0f7bHKnPWTy/PvsvA3NwU%20u3c/zc6dj1ekGOnPvQ8T+eLuDY5j8Ov8Jv8Lg+qLzD9DdPYd4RXT35wH8T8HdVGhLT7Gk9zOlTiV%20LydYG2DNZWsYOn8Iy30u9TyQ+KiTf8okcd5XJJJgJK8DZ9vpZvzYODuf38nbr75DbE4PMg5cMAd3%20Q2dNeUD9weQMxql/oqP1Ca1+WJaHgYEtjIxcQyjUrGVraWUl/pR9aSaP1STcKEDFgXhyGct5vtjr%20cVCx5A+BxFXBMMA0M3+GBaYLTAuWUaHRxRSLzfLWW8+wY8djTE4ec6SNOHDPvkXnBbyIi8/zJV5x%20pBNnuc6BjrgeCcPUV0F9gUUI5jKe5R7WIT3rKtQQYu2WtQxsWHFml2EwSVSP8QI+wAMq+Vy5k+st%20Mje7SbBJJ+nN8zj9PG77mwNjFoy55OM5MKJANPl4+dbmzNL06WnefGEXu17cxcxkEQV87PuGFHt/%20bpaVK73a2B4Hdn94hL6m38PnOlHSvl5vDatWXcWqVR/D5wtp9qRSskiklvAl/9xJCjeTiRbzQEle%20WCkXckrczzDB5QHLAy4fWP7EchkDUDwe5d13n2P79v9gfPyIqO1TMfjiB8V1A4Nv4uE3+TWqPw36%20MtI50BHVQzeB+nOgpZitL2AbP0sb0CHSel1zHes+spa+NX0Y5hn01bqBGiCUXNaQBpuU5oFLyiuT%20uk4UAJu8kFPqtvEkBEUTAGQkAcicBWuOqpriXYyic1HefuUddj6/k4nji8/Wev/iWfw/YxLxyga1%20H52dY3riH+hqeHLRbWtqIoyMXMPAwEdwuap5argdavzJvxzvVz7AKApyFlovDUe59lQSfvzg9oO7%20FjzhZQc/SsXZs+dFtm9/lBMnZGaCH5iDLx0sYQeDwyg+z+/wLyIdOKdzoCOjRzww9Q1QP1/KXmvY%20wS9hAau1e7Dxyg2sv3z98v9G/UAdGaAJsWh99yWFnGR76RI88fnb2qHHnAMzmhklqGapuGLvzr1s%20/+EOjn04360ft2DXF6ZZeZ4Xl0NxHlGl2H3kHVa3/F95Y3caGrpYs+Z6ensvxKi6i2oRUJOrfCCR%20ei31+pJDTpEQBOAOgbcOPA3grU8MgS0LKV577VF+/ON/1rb05jT8/uGydv0TVvPL3MLyKOlexTo3%20r1hbf9sPk48A55e65zQ+QGZc2B/yL0/ICQD1tr+FJ+jMU7VDjlKgLIj7IOrNrDejiT9rDqwYmLHq%20gx/DNOhb20ffmj7e2/4erzz1atrDc7w7xqlfjDFS53O0Dy7DYKRlkL0Tf0LY9QfU+xJJ4GpqImzc%20+Bn6+y+meg58g8QBnXI9lnowFwATxyBnoaVaYH0J/ZgZg5mjidcNEp4ebxP4msEXoXq+u1wZ+P1h%20EUvj8cW3KaCfZxeb+Rq38Ou8J9KZs1TnQEdLD/0EzP1voKxfRAJ0xkV6UmpMxZLJBzRSNtjYVRBy%20CgDHUkBOoecxE2JumHNl1lkxcM2BK5b4qxoZ0L+un96RXna/tJt/Cr5AwycMeiuYPbi3JsDp2Jf4%20YOI5br5yhpUrr8A0q+H05SJ7XLVMr1KxAFIWtJQKR+V6ehaBrXgcZkZh+gic3AGGGwLtEOgEf3vV%20eXtmZmSSbI7r/JYV5zPHK3yFe/kt/o9Ih85CVcOZYhnqO1448gegflbHyjQ+DMZFQjiqGnSCQDMQ%20QSzuOgtGUp4bqDzkCNqNGQn4mXaBEQd3Enjc8eq474274py49gRdNQZL0aOgZRKs2cKJE4lrZpEz%201x2QjwTYhBCpT1cKYMzz8khDSQWXagrG34LxXYAJgQ4I9kCgB8ylj7OqCtABUIRR/CNf5s+o55f4%20IlV8sq9OnQOdkvU3A3D0EWCjrqWER0cmh0PVgU4tGbgRrom4pJATd8huznMFzJgwYyTadMXBrRJ/%20S3Hfe8xzjB80/oCT7qWfDPLWW3D4MHzkI9BQkbyXJomDOAU3gqfNUr0odsDRGn4qx9PjpAcoChPv%20wsTbgIJAF9QOQ6BvyQKapUDnVFzEDMDPciI9lPWOmNWzQOdApyT99S0Q/1+gRPwSU/hRQkNX09UA%20On4SE8haSdz0OqCzAXLytZmc2Q6AqRIhrR7AXQHHyhuhN3i57mXihtwZW1cnT8J//Aecfz4MDzvV%20ip/E+GoYR3Jd6XpFlmL4qVIenxT0WH6oHYHwOnDXyX8HC2hmRubcrO3RsUuxkVle5kHu47d5RNDy%20Ga1zoFOUvueDfX8IPJC5suorhsVJzPICfHI0M7VEoGOS8Nx0kLgmOKizCnLihbeNJf+mVSKA2WuC%20z0S8GnjUiPJc43PsDeyVNSykeBxeegmOHoVLLwWXyNnMJDHtrx7HaB1kACM9u0kKcspdSnqAcvaL%20jsPY8zD2LPi7oG4jhFaB4fylS2zoKi5ixq5aFP/Ag3yULv47P03lalksU50DnUX1t4Ow7xFggxPW%20DxOQAZ1Ke3RCQDsJ700Fqkqc8ZATt73PBSAn165SMBWFKQUuA/wWeFz6ETQTrgmejjzNcfdxTUvO%20a+/ehIfnyiuhpqZcK6npf7U4lak8LSkvSknDWMUsq9wDNPkenH4HTC/UXwANm8FV9he+qMSGrpya%20WKB4gP1cwle4hd/C2UJxy1zVlniiyvTwVph7GYcgB+AQMj/UmckKQL1BwntzIXAx0MU5yFlCyMld%20NxeDUzMwdhomZiBa5p3kId8h/r3135cF5KR0/Dj8+7/DoUOl7GWRmAI4APSR8ORUGnKEvCiOeVgq%206QEqsh+x0zD6PXjra3Dwn2HWmeK009OnRew44NGxawOKl3mQrY62ssx1zqOTV9/zwb4/hvjnnG5p%20P40krlZ69+AzU7MopTCcSNxmAm1AD4kb3woqL+RIAcYZBDn253EFkzMwOQ0uCwIe8LqLq934RugN%20ttVvQ6VpcvloZga++1244ILF4naCZLw3FZw95qQXJZ+Xx/Gl9GyvUqEqCseeg2PPJmJ4mj4G/k6Z%20r0opZmf1PToKmHA6VYQiBPxdcijrv50bypqvc6AzT9/qhP3/DqyvRGsHaQUmSIwFlS+lFDOTM/iC%20gnEFLhKxN91o5bspV3bgcDzo9wyBnNxt5+bg5Gzicu7zQMCXP5YlZsT4UcOPeDf4bjlfVdVIqUTc%20zrFjsGkTWFlT1GpIuCQFpoSX3LFSQUKVtn0acCo1/LRQOyX2XccDlFp3fBscfxFqVkPbjeDv1vq6%20ZmYmUEof9idiVO6WQfE53udifp/r+VWKq651lujc0FWWHl4N0edBVQRyAD6kFSitcGEhjR+TmSUA%20wArgMmCQswtyUteMMwBysrw8MZichNFjiWGeudQULmDSmuSxlseWPeTY9e678NhjifecAJw+Ei7J%20aoIch2ZMVWT4aSFAqxBs5QvGHt8O4zu1vzKpwp4nKp34U7GeGZ7nKwJ1hc4gnQOdtB7aBPFnSUSe%20VEwnqCNGSYEFBXVKEnRaWTJ/X0Uhxw41BYDDMciJF25TtA+pNki0Nz0No0fh+BgcNI/waOujjHmc%20iXPIVXNjhObGSEXaGhuDRx+1OHIkQsXHXFOqGOTYAcB28a+a4ScHYMv+/uzrPI3aX9v4eHnFqXL1%20/tzi24hL0UWcZ3mQTUvQelXqHOgA8DfXgXoSqEj6MbtCoQBzAZkh1VNjMskHAZiSM1WKKg45qTaX%20AnKcfG8FIMe+/r2a93iy43GmLeeH9H1eHyNDwwz2DTDYN8DI0DA+r7N1sgCmp2M8/vhe3ntPxmta%20ksSHcIoAFjsE2L0eSz785DBs2ffx6IP0qVMyoNOwaj2hYnSm3AAAIABJREFUkF5YQrlNo3iSL3Pd%20UjRebaqu4iJLoofuAvVtKjxAY5oGmzYNs3XrFYT3PoPreJu2zWBtkJ7hHoHekZiAIlSuoVid0ZBj%20A46KQ06e9fta3+TNFT9yvJKoYRh0tLazasUQfl9m2Mjn9dEaaUEpxcRpmWm8haQU7N8/jtdrEYlU%20yLNTySGcgpmTdQp6VkOsTwn9Tr9/BW0/qV1C4u23n+H4cf0wl/jFn2DDFVcTi8Y4cPCASNxPCXID%20t/Ax9vM0r1Wy4WrTWQ46D/8P4E9BVfRzaGoKc9ddV7NhwwAul4Xr6Kt49+tTv+W2GDp/SKCHJMIa%20KujfOgc5gn1Y5DN8u+tV3ul5pfwvq0jVBGsYHlhFc2Mk72xAwzCoq62joa6eicnTzM7NOtqfAwcm%20UAra2oRrkuSqbFAQXi64TaUyKjuxzNOP1J/pg7abtb/CHTu+w+SkfnqFExd+AtPrZ2DFAKuGVrFn%207x4mpya17ZYgE7iRjzLF93iukg1Xk85S0FEG9P8BqN+mwtUJ163r5/bbryIczpxsrZkjBHaMoutU%20is3FWLtljWYPk/ICLTKmFtM5yBHswwKfoVKKN/v/i/3tb2h8W4vLMk16O3sY6OnH41n8ztrj9tDS%201IzL5WJ84pSjd72HD08yNRWlszNU1HT7kqU15CPsRalWKHHEA5T8YfvaoOlK7a/xlVceIRbTC7CJ%20+Ws4uf6j6ec1NTVs3LCREydPcPiIzNBYkTKAq7mSWp7mu3y5kk1Xh85C0Nnmhu8+BNxfyVbdbotP%20fWoTV121EcvKCY1ScWpe/AGJqa/lKxaNsfqS1bjcAlHEFomp5Q7LDhznIEezDwtATtyI8frgDzgU%20eU/j21pc4VAtIyuHqQ/XlZTTyTAMQjUhIo0RTk+eZmbWuUzfY2PTnDgxQ1dXLaYpSDtpyKmGhH3l%20AtdSFPTMfV2V3u+UggNQf7HW1zgzc5rXXvtXLRsAs83dnF6RPYHXsiyGVw8Trg3z7nvvEo/HC+zt%20iDbxDAPcxqP8OxVteKl1lgUjPxyEHf8G3F7JViORMPfffz3nnTeYd320YRCE0h6MjwnNvKpAyqkl%20gZx4ps2zBXKi5hyvrHqKI437NL6thWUYBt0dXaxZOYLXU75n0uvxsmblCN0dXc4kv0xq375TPPXU%20PubmhM73WpBT7nIRkMgd1nHEwyK9VKX3wy6P3s0iyM24mm1oLbjuvI3ncf+99xNpqswMRJtu5zD/%20xtdxePy2unQWgc63m0A9DXyikq1u2LCC+++/nubmwpV3lctLPCgzzenUMaGZV7OAgzkgKgY5tnPh%20QsDhCOSohdusBOTMuqbZNvw4x8IyKQzyyev1snblCF1tMllpAbraOlm7cgSv17k5AocOnebxx/cy%20PR3VM6Q1XFUuYBTh6bEDjmNw4mBBz1IhB8DbpPddAqdOyeTQmasvDDoAzc3N3H/f/WxY71iFofxS%20fIJJnuYb6H9Yy0RnCej8bQ/MPQvqokq16Ha7uPnmy7j55svweBYfSpprkklkdnK0+qeYVxRyVLLN%20SkBOPLsdx71Ui0DOlGeCF0ce41SNczlymhoa2Ti8nlCN/BTaUE2IjcPraWrQz4tSSGNjUzz22B4m%20JsqMx8iCnGopilkgWLeiw09OwlUByAERj86pUwe1bcDCHp2UPG4PN994MzffeDNudwUKB2Z0EZM8%20y1fpqWSjS6WzAHQeXgNzz4NaWakWm5vreOCB69mwYUXR+8y1twOad5bA6IFRbRtpOQA6ZzTkOGFX%20A3JeWvMYk35B8LXJMk0Gelewsn8Iy3Iu1M+yLFb2DzHQuwLLdOZ0derUbBJ2Spz1pe3JKXdZBrDk%20yyKsBTkV7HtecCsgj76TYnR0j7YNZVrMhYvvy4b1G3jgvgdojuiDWtFSrCTG8/wuQjNYqldnOOg8%20tAniPwTaK9XieecNcv/91xOJhEvab65pCNC/k6hm0DkHOUJ9iM9v075+2j3JtuHHmfY4M401GAiy%20fngdLU2VOym3NDWzfngdwYAzoQWTk3M8/vg+JieL9OzMg5ylDuJdZGkHHBFoWcIp6AVlVA3ozNVF%20wCjt8hppinD/ffdz3sbztNsvQe1E+eGZnkX5DAadb60F9R0Sqe8cl8fj4jOf2cKnP70Zt7v0O9xo%2000pgv3Y/ZiZnGD8uFJAsCDrpc9Q5yCl923j244W2nXFNsW34caZ8ziThizQ0sW7Vmqzkf5WS3+dn%203ao1RBqcCS2YmJjl8cf3MjW1iGdVBHIWWubaL3ZZZD8cBTSn+76A3GHtRIHj40eZmdH/7SwWn1NI%20bpebT9/waT5z02eKSs0gpDoU3+FB1laqwUrrDAWdv+2B6H9SIchpaanngQeuZ/36/rJtzLasxTDe%20F+nP6AGhmAwh0LEDxznIKXHbePItFQE5c9YMLw8/4dhwVU9HN0P9g5gODSEVI9M0GeofpKej2xH7%20p07N8sQTe5mZKRCJLzZctYTxMvm8PCJL5WzfF5NmxXKAsbH3tG1AcfE5C2n92vU8cN8DtLRUKJlZ%20Anb+80yN2TkDQefbTRB9ggoNV61c2cnnPncdTU2lDVXlKh5oJFonU0Vz9IOjInYQuF5WHHJUdptn%20C+RErVm2DT/BREC+ppNlWqweWEVnWwUSKxWpzrYOVg+swjLl44NOnJjhiSf2MjubAzt5Iafaswjn%20WaYBZxkV9CxGwfzpO0rR0aN7tG1A+R4du5oam/jcPZ9j5VDFwkvbifHEmTgb6wwDnUdqYPY7oITq%20ICysjRsHuO22K8saqsqn6YFVInbEPDqzgEaYR0UgJ3UedAKelgvkmHO8vOq7jAePlf9lFZDP62Xd%206jU01NWL29ZVQ10961avwefAFPRjx6b57ndteXZKhpx82xezrHCsj2jfy1kW0fdiJQA61eLRScnt%20cnPbLbexcf1GEXtFaIhJvsOfUVOpBiuhMwh0trlh8p+BCyvR2mWXreGmmy4Vzaw6NbgF0K+vMnZo%20DBVX+h0CKNNBUDHIccLuAvBRbZATM6K8uuopToYEg9CTCodqWbd6HQF/hQphlqGAP8C61esIh+Qr%200I6OTvHUU/uIzpXqgVEsm6KY87w8Vdb3YmVYECg/dABAqThjY/pJNWOBWuJeud+MaZrcdONNXLb5%20MjGbC0pxIWP8M39BRee7O6kzBHSUATseBq52uiXDgE984kI+/vHzxW3P9F6ORIbk6GyUE0eFhjDK%20MHPGQI4davIAx1JDTtyI8eqqpzleK183pzXSwsjQMG6XzHCqk3K7XIwMDdMakY9nOHx4kqe/9z6x%20aO4Fe4mGcCS9KHbIUfHq63sp8ndrByKfOHGQaFS/9MhsvTNxNR//2Mf5xMc/gVGJ8oyKqznMw6jK%201oJ0SmcI6Dz0R8BWp1uxLJObb97C5s3DjtiP++qI18jU+BGbZn6ytM3PKMgh87iikBPP36b9uULx%2046HvO5LxuLujixU9/Y6WYJCWYRis6Omnu6NL3PahQ6f5/jMHUXEnY2uWwIsyD3KqqO+lKqgfrTA6%20+p62DYC5hjYRO/m0+ZLN3HzTzY7Eps2TYitf4Y+cb8h5nQGg89BvAF90uhWPx8VnP3ul1syqYjTd%20KxMHdmSfTBpzTgNFpBZROQByDnJK2DZua7PIz/CNvv9itF6mPppd/d19oqUcKq2utk76u/vE7X5w%204DT/9cKo8/Ah4kVRpe9X0b4vUtCzHAnE5xw58ra2DYDpNmevEevXruezWz+Lx12B6eeKL/Igv+F8%20Q85qmVcvf+heUI4TZyDg5c47P05fn0yA2UJSrmmC28cAvSGDmclpRjaPyHSqDhYqAVfKhf8c5OQ8%20T7VB5vFi++5p38Hejh3FfHNFyzAMBvsGHBn+qbRCwRp8Xh/HT+rHu9k1dmwWlwuam1xUzfCTFGwV%20zJxc4YKe5YJOx+1g+crbN6kXXvgWc3N6OTXibi/HL7m+5GSBpaqxoZH+/n7e3PUmc9Eyy5cUr6u4%20kgN8j1ecbsgpLWOPzkM3Av/T6VbC4SD33PNJOjsrM+Nupu8yMN7UtnP61CQnj5Y47lRIC8TplHrh%20Pwc5tudlQM7hhn283fNycd9bkTINk5UrhmhurHglZcfU3Bhh5YohTOELzsuvnmTf+1MlwkelPEAa%20SzvgFL2vcN/LhRxPJJEsUEMnTx5kclJ/1mK8bSWqEsNKQGdHJ/f89D2Ea/Xee5H6n3yZGyvRkBNa%20pqDzN1tA/T0oR4+oSKSO++67tuRyDjrqXV2Dt0Mms/GBd2SK0xUCHac8N1nPc2/2zmLIORkcY8fg%20s0V/bcXIMk1WD66isa5B1G4hudxuXBUqXthY18DqwVXiNbKeff4kY8dmi7yAV0FBz1L7sRR9Lxdy%20AGr0h60OHpTxkPZ03Eg/xdc41FWkKcJ9P3MfkYjDNykKC/h7HmSLsw05o2UIOg+tg9ijgJ6fchF1%20dUW4995PUFtbmam1bg9ccBGsGobQFpmAyoPvCoHOOIlzkU1ODk9lQY5T7eSDHNs5t9ogZ8pzmldX%20PUXM1C/8mpLLcjGycpi6ytwREm4I0z3QQ/dAD+GGyrRZVxtmZOUwLktu9lg0pnjqmXFOT0bLhBGd%20ZQVifSrddx3IAZFA5IMHd2rbAAh1XsZqRriQi/FQmRIOtbW13Hv3vXR1ygfi58gHPMrvss7phqS1%20zEDn73qB/wQcPUsODXVy990fx++XT0SWT/UNcNlHIBUeEbriI0hMM/9w74fEY/HFN1xMcbKyJDsa%20gwOVg5zU+Tb1HiXhaTHIUYXbzH0+Z87x6uqnmPXIFR9zuVysWTVCKBgSs1lIbrebjt5OIm0tmKaJ%20aZpE2lro6O3EXQHvTigYYs2qEVyCU+WnpuM89cxp5qKxBeCjSgp6luoBqmTfdSEHtAOR4/EoH364%20S7sbvroB3IHESbyZFi7jcuqpjKfU7/dz90/dzdCgw7lyFWFi/Cdfo9fZhmS1jEDn4WAy67Fzc/dI%20QM5nP3slbndl8of0D8DFm8FeIzGwYTOGpX+HEZ2NcmS/0Oyr5PBVNUCOVqyPHXJUBSHHdl4vxW4c%20xetDzzARkAustSyLkcHVBCuQCDDcUEfXQA/+4Py2/MEAXQM9hBucL0kX9AcYGVyNZcmNdh8/GeeZ%2056ZReb0gVVrQsxgwKRiYvBjklNh3CcixguDTq/Zz5Mg7IvlzQp3ZCf38+NnEpaxgQNt2MXK73Xz2%201s9WAnbamOM7fH2hKSrVpWUEOnwT1GonG+jqinDrrZeLZjsuJI8HLrgYVq5OJCG0y/D48A0InAQQ%20HL46Xj2QU6zdqoKcMu3u7n2BsfoDGl9ctkzTZPXAKmqCzmZ4d3tSXpzmBYuAJrw7zQnvjsdZ705N%20sIbVA6tEi5Ie+DDOC69EWdrhJ+l4GTv0lAJoJfRdAnIAwutBM6edVHxOqGN+5mIDg1UMcxGXVGQo%20yzRNbv2JW50fxlKsZopvOtuInJYJ6Dx8N8TvdLKFSCTMHXdcVRFPTn0DXHo5RJoLb1N7xTAS5cPF%20QOcYidpXywRyCnp9lhHk7G97k/fbdut8a1kyDINVK4YcKZdgV7ihjq4V+b04heQPBuha4bx3Jxyq%20ZdWKIdFkiLvfjfPmW7pQUullsRXDHQA0KcgBqLtI24REfI7pDhJo3lBwfYRmtnAFDTRqt7WY3G43%20d9x2B5EmxwOU7+RB7na2ERktA9D51jDE/8zJFmprA9x559UVicnp7k0OVS0SSh28+KPAG9rtjR08%20xsykQLZlBRzFGcix3xQKQU7edXkgR2QYzAHIOVFzhLd6X9L6yuwyDIOh/kHqw84V5yzWi1NIlfLu%201IfrGeofFIWdl16HI6OKZVXQM+/rKvv1fF4enaUk5FgBCK3RMjEzM8GxY3u1u1LTfgmGufBNsg8f%20l7CZngqEt/j9fu68405qa529qUHxZ/wezpQKEFSVg86jAYj+I+BYMIHf7+Wuu64mHHZ+uHFwJYys%20nT9Ulbdfay/GdOsHyCml2L/7fW07AMZhhyBHEp5KhJxi7VYScuasGbav/AHKkLsoDPT001Tv3N1k%20OV6cQqqEd6epvpGBHrkMtkrBD14wmZmBqhh+Kmup5reHrR/a3iFByAEInweGngf+/fdfRSn9foU6%20Li1qOwODNaxjiJXabS6mcG2Yu26/C7/fv/jG5SvAHP/IXzh3jZZQlYPO2J+Bc7TodlvcfvuVRCLO%20ussNA9asg4ESYsQMl5vAOhn42rN9j4gdTlBw+Kroi3nqvAeVh5zcxyXYrRTkoGDH4LNMe09rflkZ%209Xf30ty0wDiphiyXRUdvV9lenELKeHe6sFzOpMtqbmqmv7tXzN7pKYNnt7nKgJxyl9LJBherP6XR%20V2nIAZFhqz17XhDoSP74nIU0yErWss7xAp2RSITbt96O2+Vo/Nswh3F01EVXVQw6f30nODf+Z5oG%20t9xyBd3dzlwAMu3AxvOhq6f0fWs+cimg74059N4hpk9Pa9tBgZFn+KokyEmd7yoBOfH87Yh6boQh%20Z2/HDkYb5GpYdbZ10NbszERFj9dDZ383/qBzd4z+oJ/O/m48XmcCOdua2+hs6xCz98GHFjvedpcI%20Assko3LeYawi+u4E5FhBCOmVuJmeHufQIf3wAF/9EO5A6deRbno5jwswHb4Md3d1c8tP3CJ6IzJP%20irt5kDuda0BPVQo6D68Gw9GI7htv3MzKlc4WL3S54cJLoKXM60z4mq1gbNfuh4or9u7cp20HgNFl%20BDlO2C20ber8rtHOyZqjvNMjV06msb6Bno5uMXt2+YMBOvu6K5IHx+1209nXLTIslk89Hd001svl%20O3llp4+jx0xN+HDCA6QBW3bIUUXu4xTkQHLYSs/Tt2/fS6i0e7l85U4rL0WttHERm3Dh7O9o5dBK%20brzB8QoO3+QrODozulxVIeg84gf1CCjHgmauvvp8Nm50NreB1wuXbIYGjbAId0sn/lUys8D27Ngj%20Ysc4SXr46qyGnHj+x+W2M2fN8PqqZ8TicoKBIIN9+qnx86m2rpb2ng5Mq3KnD9Myae/poLbOmeDK%20wb5BggGZU45S8MxLIWZmWRooEfP02IElF3KKWDoFOVBlw1bFxecUUiONbOJSvDg7GWbj+o1cfdXV%20zjWgCBLnEf4fHA0KKkdVCDqTfwJKL5R+AW3ePMyWLY6ZByAQhE2XgcQs3sat1yAxzfzwvsNMnprU%2075ACY+wc5KQ+i1IgZ6FYn51DcnE5breb1QPyNZ4AGpqbaO5oFZ2xVKwMw6C5o5WGZvkCu1Yyv5CU%20h+r0lMmzr9RSueEnndleJS6L6buTkGMFIaQXujk5eZzDh9/S74qnZsFp5cWqllo2s4Wgwzn4tly6%20hc2XbHayiTWM8ydONlCOqgx0HroDuMcp6+vW9XPNNRc6ZR6AcBg2XQpSSWdrr/4MhqU/+woFe3bs%201bcDGKOUBjk2ADmbIafQun0dOzkqFJdjGiarV6zE65GNaTEMg5bONhoilUlpv5AaIg20dLaJw5bX%2042H1ipViFc8/OOxl5zs1VGb4SVGxWJ+CmZMrADkAdedrD1vt3fsCEv2saduEodmXlAIE2MxlhHF2%20csw1H7+GdWscLVd1Dw9yh5MNlKoqAp2/WQn8uVPWBwbauemmS4ua2l2uGiNw0WbwCHogTX+QwFqZ%20i5bU7CvjFAsPX9nPvVKAcYZCzsnQUd7ufVngW0loRW8/oRrZ+lWWZdHe20ko7HxdrGIVCodo7+0U%20LekAEKoJsaJXbtr5y2+GOXrMQ1UMP0l6dAoNYzkNOVBVw1a13R8VsZOSBy+XsJkmnEv2Z2Bw06dv%20YmCFg+Ebij/nKxWYQ1+kqgR0HvFD7B9BOZKXPhKpY+vWj2I5GFPQ1p6oPi5YNzCtyD1XA/rDTqMH%20Rhk/Pq7fIcA8tjBwnIOcxdfFzKhovpzO1g6aG2VPkG6Pm87+LvyBqht2xx/w09nfJZ5csLkxQmer%20zEwspQx+8GqE6Bw4BznlLgX6Yd+nEpDjqoEavXjX8fGjjI7u0e6K5QkR7rlK206uXLi4kItpR242%20YK4s02LrLVuJRBwDqhoU/1gt8TpVAjpTfwysdcKy2+1i69bL8XicK+3Q1g7rz0tMJXdCNZuvwvK/%20LmLrvdf1f+CQiNNZcsix30QuM8hBwdu9LzPlm5D4OqgP19PT2S1iKyVfIDG12y08DCYptycxxd0n%20DGI9nd1iWaQnJt28vLuxCPhQi6wvFYIq4AGqpCcHoP4S7WGrPXt+JNKVuv7rMCxnAohNTNarjbSh%20V7B0IXncHrb+xFbnZk4q1jLOHztjvDRVAej89W2g7nPK+vXXX+xoQsDGCKzbWFy247JlmtReI5Pv%20561tb6Hi+iclYwKM01QWcuxQswBwOAI58YXbLNXu8drDvN8uEHsFeDwehvpk3dA1tSE6HBgackKW%20ZdHR20lNrezQ2lDfAB4hyNu1t57Dx/wOwEclMyrnq1uV+quEDGjSmzWkVJy33npGpDcNQzeL2Mmn%20VLbmtWo9jcgH36cUiUS4/pPXO2YfuI+vcpuTDRSjJQadhxrBcCxCe8OGFY5OIw+H4bwLnPPk2NV0%20xy3Ae9p2Tp88zQdvCQW+Hqkw5EDlICd1LgfxeKOYEeONoeclvgIAhvoGcQmOmQZqgrR0Ls3MqnKV%20CJZuJVAjN2vF5XIxJDhF//nt7cTiCMPHUnuAKgU5QHgDeFu0THzwwWucPj2m3ZVA0xp89SWkui9B%20SilS/wwM1sc3UotzNas2btjIhnX6M8cKKs6f8HsVqGa6gJbao/M1UI58AJFImOuvv8QJ00BiCvkF%20FzsTk5NP3hUjuNv2iNh680UZT4J5HIwZzkzIUck2hSFHKXi358dM+k+JfAdd7Z2i1ch9fh9tXe3L%20CnJSMgyDtq52fP5FKuaWoHColq52mcSip057+fFbrSzt8FMJBT2LWVZSkWu0Teza9ZRAR6DeIW+O%20HXIUCqUUFhYb4ufjd7Cc1PXXXe9ctXNFI3N8zRnjxWkJQedblwD3OmHZ7ba49dYrHIvL8Xrhoktk%20Z1cVo8ZbLgD0SzkcfPcgp8YELrQKzFJy6pyDHE7VjLK/c6f+Zw/UhmrpapPL7u3xemjr6cAwlx/k%20pGSYBm09HaIlI7raOqkVgsmde5sZPeFn6YafCi1V6f2opPw9ULNKy8SpU4c5eFD/t2e6g9T1fULb%20Tq7yQU7qnxs3G2Ln4cGZeDmP28OtP3GrczWxDO7lqzjneVhESwQ6j1gQ+yYoR86o1113Mc3NzsTl%20pMo6SOXJKUV1n9qKYbyob0jBrhd369shATrpCRfnIGfB54o4b6x8TmSWlcvlYmXfoJjnxeV20d6z%20PGJyFpJSCtM0aevuwOWWudExDIOVQsODShk8t6OfeDx1wJULJxUu6LmUkAMi3pzdu58i8YPUU13f%20NZgu2QvAQpCTeu7Dx7r4Rlw4cwPf3NzMddde54htFAZxvskjLMkJZolAZ+rzoDY6YXn9+n7OO8+Z%201PemCedfKJPxuBy5GpoJbJgTsfXOq+8QnYtq2zFiYJ3AOcix3XAuZ8hBwZ7u15kIntD+zAEGe+UC%20ZU3Lor2nUwwMlkqpAE5Foqp6a1e7WJkKj8fDYK9MvN+JiQCvv9e5CHxUSwByFUCOuw7qL9YyEY3O%208s47z4p0p2HwMyJ2UioGclL/girISGyNY4VAz9twHuvXrnfENoqN7OLzzhhfWEsAOt9uAfVVJyw3%20NYW54YZNTpjGMGDDeXq1qyTUeNsNSFQ0n52eFZtqbhXKqSMBOZJ2lxByJgLH2dOjX6AVEhW3G+pk%20pj4bpkF7d7tj1cErpTTkKNJfptvjFs2g3FBXL1YJfvt7XRyf8JcBOdIeoBJhaynUdJXIlPLZWf1c%20ZL6GIfxNelXT7SoFchLP49SqMCtjesN4C+mG62+gqcmxmV5f5XfRiygvQ0sAOnPfAMLSVhNxOc7l%20yxlZW34VckmFLv8Upk8mq+euF2SCko0ZMCfQhxH7ubTSkJP7WBByFIo3Vj2HMvQvFH6fn96ubm07%20kBiSae1sF89BU2llICfxgSvba16fj0h7i1j+h96ubvw+/c8rrgye27kq0c+SoGUJMyovhUwPNOpn%20H5YKQpb05pQOOZnHDaqRFTFnZhQ7Gq+jCBPjG/KGF1aFQefhy0E5UgPj2msvpqVF5i43V4MroavH%20EdMly/B4CX+8i0QNBj0d+/AYR/Yf0e8U4DqOPuQU6VURgZH4/HacgBwUvN++i1Mh/SmtAAO9K8Rq%20MUXaWwiGnC0i6LSyISf1udseo/AHAzS2yLhiTcNkoHeFiK2xU7Xser8TGShRC+wnsFwqNVyayIas%20oSNH3uHYsf3aXTEtL3X9MjEs5UFOPOt5c7yFzliXSH9y1dLcwrWfvNYR2yju4EEud8Z4flUQdLa5%20If5NJyyvW9fP+ec7E5fT3QsDzqRLKFv1N90OvCRia8dzMjOAzNNAcqr5soAcJ+zmeT7rmuG9vh+L%20fMatkRZqhepYNbY0UVu3RMFmQsoLOaQ8OsnHyWUwFKKuSeZGqLYmRGtExvv+4/cGmJm10IMRhaOx%20PksmQyQIeefOxwT6AuHej2N59KsU6Xhycp93xDtpjjszEnT+xvOdK/6p+CZ/gUNTvOargqCz8xeA%20YWmrjY21fOpTzsTl1DfA8BpHTGspsOFSvD2HRGzt37Wf44ePi9hyFRGUfFZAjq2NPT2vEXXpe988%20Hg+9nT3adgDqGuupb1r6KuTlSilVGHKSlKNskJOKvwrVhwkJwV1vZ49IMPhs1M1re4Y0oKTc4awq%209+QA1K4Fb6uWiePHP2D//ldEuiORO6d8qIkXXN8d7aFGOVNw91PXf4rGRkcCU4c5wi84YTifKgQ6%203+oEfkfaqmkajsXleDyw4XyHSztoqOXn7wYO6htS8NozMnW0XONAlHOQQ+Lxaf9JPuiUiYNa0d0v%20MvU7UBOkqdW5yshOyw4282JzUmCTWNheS26jINzUHBm2AAAgAElEQVRULxKTZFkWK7plqpzvOtDL%20ycmAPpRIx/ostVpu0Dbx+uv/RuYkU7684T6CzXoThSU9OfbnAP3RflzKieugh1s/cyumE+n/Fb/D%207yOXCGwBVQh0on8ESjwY4JJLVtPa6syd6bqN4JNLsCqu2itvxtUgcxHdt3MfJ4+e1DekwH2M0iAn%20CQdnGuQQh7cHXxLJmdPU0Cgyy8qyLFo6Kj7hQUy53pt8r6VWZXt0ktskVlDX3Cgy7byhrp4mgWmY%20Shm89PY6SoeSEoaflhvkhM+HoF44wsmTB9m3T2aIX7eulVOQk/rnirvpifaKvNdctba2cslFDuT6%20UwSZ4Y/kDc9XBUDn4WsA2cQDQG1tgCuvdCQVD/0DEJGpoemcDIPmB64m4ULRk1JKzqszAebswsCR%20BTkSgFGFkDPWcJCxxgP6n6fLRX93n7YdgOb2FqxK1SwR1kIzq7KHrTJAk4Ed0h4dBVimSZ3Q0F1/%20d59IIsEDx1o5ONaC85BT5cNVkJhK3n6LtpnXX380fYxodcd0U7eifO+SPtTEi9o+FK+lOebMjcyV%20V1wplh08S4rP8GX0A7EWkcOg8x0vqD91wvInP3mhI0NW9Q0w5FyKAlHV37wVK7hDxNaeHXtkykIA%207uQMrBQEZEGONGBUIeQoFG8PydxJ9nX1ikzzrK0PE6zVD6RcChWaWaVSj9NAo2xAk6Qa+35k9vMF%20/AQEZpy5XW76unq17QC89O5GlHbG5MWWi8BRNajpKu3inadOHWbPHpk0HHX91+Lylpdp32lPTu7z%20lrlWAnH5mZQej4dPXvNJcbtJ/Sn/L44WVHIYdEZ/FZT4ZP+BgXZGRnqlzeL2JJICVmtcTq4My0XT%203cMkajDoScUVr/9AJqGdNQ3WVA4UVBpyUjenFYYcFBzo2M1pgQzItTUhmhv142ncHveyjctZaGZV%206r9s2MlAjrLvl/zC7LBTW18v4uFqboyIzIY7MRlm96HBIqCkyOGnkiBHafdfRFYAWm/UNrN9+6Mo%20pQ9uhmHRvO6+svaVgZh4SdsDdM11Yyn5SgsjwyMMrHAkd88AJ/hVJwyn5CDo/F0XxH9d2qrLZTlW%20lXz9BhDIBVZRNd11F6ZfZlbBe6+9y8TxCRFbnpMUDTkqz/OSYcQONfFFtpWGHBtURa1Z3lshM51c%20xFNgQEtHqzPBhA6q3JlVGcjJgI192CoDO4CJ2BCWlFfnx/s2MBt1LQI50svUgV0FavkUWHoeiYmJ%20o7z77o9EulM/eCOeUOnxspX25Nifu5SLjjlnYnyv/+T1uCwHhr8Vv85XcSYpEI6CzuyvAOLhvFu2%20rKGhQX4qXd8KEEqNUVEZbg9NPzWERKxOPK54/YcyXh0zCu7TiAYaLwg5VBBybKEMufFG7/W/xpx7%20RvvzizQ0URPUH2pqaGpYdpmPS5lZlYEdO9Bkg01yUxvkqPQ2Lq+bYFj/fFITrCHSoJ82f2bOy2v7%20NqI1/FSqp6daIMcTgcjHtM1s3/4fKKXv5TZMN83rPlfyfnLQUnhK+WLPg7EaGqLy08IbGhrYctkW%20cbuAjxi/4oRhcAx0vt0C3CtttaEhxJYta6XNUlcPK1eLm62Ymn76XkyvTEzIO6++w/ixcRFbngmy%20wEMXPqoGclIX1pz3Nukf54Nu/ZlwpmnS09mtbcfr91EfWeLibCUqf/K/nNdS30WGZnKGqLLBJuMB%20si/TuERNuBaXRz8OqqezW8RztuvQMONTISoSgFwtkAPQ/pNg6HkLxsePCBbvvAl3sLQ8Pkvpycl9%203jgXwReXv8nZcukWGuodmO1scK9TdbAcAp3ZXwQl/glfd93FuFyyY49ud3XnyylGpi9A42f7EfHq%20xOK89Pg2/U4BRhw8kzgHH1UEOUrBvt7tIvWs2pvb8Hr0YvMM06Clo1WsoGUllG9mVdojY4ec1Nok%20rMz36JAFNnZbWZCjMhemcGO99mfl9XhpFyj6GVcm2z/YWDq0lOoBqibICQ5A3UXaZrZt+wficf3z%20oGF5iKwr7V5dFlriWvvHk8d360wbpnC8jsvl4rpPypTCyJLCT4xflDfsCOj8bT3Il2IfHu5hcLBD%202izrNoB/eXn28ypyzwOYnudFbO1/cz8f7vlQxJZnCowY8vCRB3IKen0qADnTvgkOdbyr/Xm5XW46%202/SP86aWyLKqSC43s0plQY7KsZUFOWTaMl0WwbD+9NnOtg6RWXLvHlnFxEwNxQ0/lRGAXE2QA9C+%20VdvEhx/uYv/+lwU6Aw1DP4E7UHyOkWry5NifW8pF86y8k2RwYJDh1eKFDgA+z9cQL1rpAOhEvwiI%20BtF4PC6uvVaf9nPV2w/NehnGq0ZmsJaGn+xGotgnwIuPvZS+eGhJgbeAV0cbcmzn7FLsSkMOCvb1%207hDx5nR3dGlnQA7UBAk3lDcdttJaMOg4+URlQU5yvzSs5EBSin1sYJNrKwt2MvSDryaAx6fnSbMs%20i+4O/ZjKuDLZ8cH5FAc5Ks/ry2S4CqDuwoRHR0NKKV566dsi3TEtL81rf6aktmUhpbi8OYWex3Oe%20+6MBaufCIp+NXddec61IGZQsKUJE+aKsUXHQeaQGlHgnP/rRDdTWBkRt+v3LJ19OsYrc93MYrh+K%202Dr24THeefUdEVvuWbCiDkBOmVAjDTkz3kkOdep/VgG/n5YmvUyViezHy4Pe7SBdeGYVGViZBzkq%20vU2+XDmpbQp7dDJ2U7aC9WEMzTiblqZmAgJu4neOrmFyJsDC8KIoydNTbZBjuESSA77zzg9FKpQD%20NKy8BZe/uMDyavHcLPa8brZBvEREbW0tH738o6I2AYjzRf4M0aRfwqAz/QVANEqpubmOTZvkXWSr%2014BA6aCqkhVupP7TbSTKiOvrlSdfZW5mTsSWbwo9yEmdp9GDnGK3zYKcnMe52+7v3UHc1J/l0dPR%20ox0nUh9pxBKOY3NClZxZpXJsZZa2tpK2TMPAr5lI0DAMejp6tGwAxOIWOw5ehFg+nWqDHIC2mxOz%20rTQ0NzfNq6/+H5HumC4/kbU/XdS2zkBJaXlzcp/HC6wHqJuRDyDedPEmmpvFywg0MMYXJA0Kgs73%20fBAXDSQyDLjhhkswTdmAykgztCyPm96SpJQict9/w7C+L2JvamJKLolgDHwzlA85ebwqTkGOihff%20zqxnigNdb2l/PkF/QLuelcvtJtwg76KWljMzq1QO5GTvr+yP7fun2rLt5/P7MDXvghrq6gn69b3Q%20bx3ZwNScvwDMLOPhKkgMVzXrZ9vdvv1RpqZksro3rtqKy7c4EFSLp6aU576oH19MNiDVNE1uuPYG%20DMQnPfwifyWXnkYQdPbfC7JTw9au7aenRzaQyjRhWH6G+pIrdadrNbURvq4JmBax+8aP3mDihEwS%20Qe8smKkkrFUMOcVui4L9vW8Qt/S9OZ1t+gm+Gpobq36WVV7vTT7ISZ6gU2Ay36NDFtgk9rC/lgM2%209sf2/W0QlX5NwKsDiASVx+Iu3jh0CVpTzVM/oGqS6YHu+0DzAjkxMcobbzwu0yV3kMiauxfdzjko%20KT9vjm3vBbcPz9SJQ0lPdw9r1wpfVBUtvC+XokYIdLa5QTbZj2EYXHHFOkmTAKwYhIBsuM+SSyVP%202KlrRtO9/x3DelrEdiwaY9vjMjMZAAIzYJwBkKMUzLpnONCjnzfH7/NpV8H2eD3U1jlQdE9QCwUd%20z4OcNJukqMS2X/ILsINNCpjyQw45Hh3btuk2s/d3+7zaQ4BNDU34ffo3pbsOX8DMnI8zBnIA2n5S%20u54VwMsv/wOxmP50coCm1bdheRf2iFaDZ0bnuRmzCM7IJ9y94iNXyN9kKX6Fv0B/CiNioLPzp0B1%20y9hKaHi4h6YmWTd8IJioTH6mKDVjJXO3CyhwtfXSsHUVMCXSzt6dezn03iERW5YC39zyhxwUvN+7%20k5ilf5LtaNW/829s1s/K65QqMbNK5dhKvZb+vrJes21rg6is/QFvjb5XR+K7jcY97PxwUx6oWYbD%20VQA1q0QyIB869AZ798okSrU8NTSN3LngNksNKVLPA7NBrLhsYHJTY5MT0827OcxPSRgSAJ1HLFC/%20pm8nW5dfLj++NLI2MXR1Jij7gpG5+Kbubhsf+FWskEz1XoDn/r/nic7K3Dl5Y+BKnocXhJwcAKkm%20yIm6ZjnQq+/N8Xo82oU7fX5f1VYmt8+GKmlmVRpoMmCSf2ZVBmzye3QydrNeS3t0MnZzX3N7PVhu%20vQtCc2MEr8AU3F1HNjEb81J0AHL6nVSZTB9034PukFU0OsPzz/+VTJ+ApuE7sDyFPaLOQ4jslPKF%20tgeomZb36lx+2eXiNoFf4xG0Z1cIXPYnbwEG9e1kNDTUSWurbIR4axs0Lc8CzvOUdcFIXnyVDXIA%208Php/tWbgNMibU4cn+CVp2SKhwIEc2J10sBRAGyqCXJQcKB7N1GX/oy0jtZ2bZdvY0t1enOyj1Nl%20ey0FNNlgkgU5qbU2MElumgM5tv1tjzNLW1vzIEdleYrS+9v67Q3qjXMbhkFHa7uWDYC5mJfdRy5i%20WXtyADpu1Z5lBfDKK//ExMRRgQ6B5amlcfUdBddXO+SU89wd9eCZ08sZlavW1laGBodEbaIY5C20%208w9ogo4ywPgN3U7k6vLLZWNzLFdiOvmZoPSdburiC7YLhG2pFDUfux5vv3623pTe/K9dHNl/RMSW%20qSBQ5PTtaoMcheJgj/5MK7fLTUuTXpxCIBjAr3kxdkLVPrMqA0DZ/crYSnTOcruxNOtgtTS1iGRL%20fuvoJtRiGZCpYsgJrYFG/bwrR468w65d3xXoUELN6z+H5cnvEV0OkFNoSvlizwMzNRhKNq7m8i2X%20i9oDIMZvoPRcgJqg8/CnQIkiRF9fK11dsq6XwSEQiAlcctnjE3I9ONneHZVe1/b1nwVTJpGWUorn%20/vV5YlH9WUYAXgXupYCc+MJtLmZ3LPIB0379mWjtLW3aRSCr0Zvj1MyqtJl8kJP+svJAkg2ismxm%209ZXs/W2veTWrv5umSXuLfg2sidl6Pji5mnRSqeUEOZYfuovPNlxIsViU55//y/T3pit/4zCNqz+b%20d91ygByd50bMwDcjO928q7OLvt4+UZvAGh7kUzoGdD06X9Lbf76kvTmhUKLUw3JX7swqUkvbhTh9%2012vbxmrrJXyTl3S2PU2dHD3Ja99/TcQWQJDMLKxcqBCDnHgO5GjaPdC7W/t9m6ZJa7OeN6emtgav%20v7oIXmdmVdbxm/yws2EnYyt7v0xb8yAHe5vZtvIBWS7kKJWog6Vb3by1uUWksvnuo5eRSfS0TIar%20ADpuB7d+OMJrr/0rJ0/KTIwwDJOOzb+NYcz/XpYL5BQzpXyh554ZL2ZMNsGoI14dAy3W0PjlPbQJ%20uFCn8Vx1djbR369/52PXyLrlXZm80MyqbLjJAznJbZSChp//IlatzOwEgB3P7mDs0JiILRMImjgL%20Odgea9qdCoxzrPmA9vtuqm/EZWkEuhrQUEUzrSRmVmHfPxdWkhBit5V6Lf1dZb1m2zb928nZP19f%20FTl9TCzdml4dl+WiqV4vhQDAgVOrGZ9pJCsAmSqHnPB50HCZtpmxsX3s2PGYQIcSahz+KfwN8+sA%20LRfIEXmuFL4p2Zul/r5+Ojv084JlSXEhD7Kp3N01QEctPBevDEl7c1rboV4+63XFtNjMKpW1znbC%20z1mHy0PTlz4NyATvxeOK5/7leeJxmROs1wBfEnbs76GY55WEHBQc7NH35gDa3pzacG3VVCev5Myq%20rKDh1Gtk7Ga9lvbo2Ptl2z9fX5NfeC6QGaaJS/Pz1v3Okz1h9+iW5QM53tZkYkA9KRXj+ef/N0rJ%20DJt7ajpo2fD5PO0sH8iJ6/Yn2RczauGak51u7ohXB8pmjjJB5xEPGLeW22g+tbTUMzSkX/XXrgHR%20uWCVVSHvTDbckLxjzZzc828D/s0fw7dhj1j/jn14jO0/lCkPARC0wG1UN+TEjRgfdusX7wwGgoSC%20etM765v1vQMSyj5Ole01GywkFsmTa/K1NNDMB5NsOMoBG/tjOyTZwCQbcmxtqZz9013O2T8fkAEu%20v94slVAwRDCgn5vnnWObiSmLqoccyw/9v5BYamr79v/g2LH3BTqVUMem38R0ZXsylhPkiDy3/XNN%20yd40DQ0N0dIiW9UAuJVHKKujZYLOzA2g9Arz5Ojyy9eJDjE1t0CouhPFFtRC3pl5kENhuMneX9H0%2027+G4dom1s/Xvv8aowdGxezVukkkTKhCyEHBkY69zHn0C6a2RvRnWrndIglDtTQvxiXrNUjDgg1M%20sgCC+ZCDzdY8yFGpY11lv0a23SxIyoGVrP1zgczWr3lAphSGYWJq5tXR/e4BZqI17D0uGjXggAzo%20+XzCo6Op0dE9vPbavwn0KaG6/mupac8eBVlukFNK3pxF+6MSgcnmnFysjoEhn1dHUc+b3FDOrmWC%20Tlx02KqxsZaRkR5JkwwIT+evlIrxziiV+mEuBjekD2QAs7Gd8J39gEztqngszvcfeYbZ6VkRe4YB%20td5EKjFtyEnFagpBDgoO9OknCLQsi0ijXmxNqH7pCT5vPE4+yEmeTEkfi7b980COstmaBznpLyYP%20JNnAJMvmvL6qDOzM62umX/NeS7SMpQmYkcYmLM2CoQC7xq7UtuGo2n8SavVDEWZnJ3nmmW8Sj8sk%20K7W8YdouzK5WtNwgR7Q/tnWuadnhq5HhERo1S9vMk1He8FUZoPPtJlD6JWdt2rJljWidjMYIhOvE%20zFVMqaDjxQFGLbDOvr+at03o9i/givxQrM8Txyd49l+eE7PnMiHkRR9yigCXUiDnVHiM8Xp971Wk%20oQnLLP9CZ5omNSH5rKalaKGg43mQkz42M2CSPWyVAyY2WyRPwln754Mc7G2mLlzJdgv0NavfNkhK%20tZ7PE4RSmG631uwGy7SINOgHkY9O9jM21attxxHVXwLN14qYeu65vxRLDAjQduEv4/JlBiOWI+SU%20mzdnXn9y1hE1MObkSgcYhsGWy7aI2Uvqk3yDkn9AZbyrudtAptAWQDgcZP36FVLmgOUXm5MAHPvJ%20lQUAJgdystbZ91f5tzFdNPzWF4A3xPq//839vPlfb4rZ87ogmISdomAk5b0BRyBHKTjYJxSErDl0%20URMOYZhLM40wdZymHieWkAGa1AnU9hp2MMmATX6PDqlT7rzX0tvmsZXx6GT6lYakAn3NC2S2vmbv%20p1JrAFUVw1cAu0evErEjqkAvdOnnywF4883vsn+/XEHhmraLqV+RGflYjpAj1p/cdcnXzCnZqebr%20160nHBasWalwM8Vtpe5WDr6JDltt3jyMZclRZH0DSHvLnFT2SXgxgMnc1TJvHbZ1qsD+iW3cay7F%20v+UUIDPkBPDS49sYPSAz5RwSoONxURzkpK5NDkFOzIpypGuP9nuSCEZdqgrlWTEu+SCHFHTYX7MD%20TTbYZDZVtmXq+M7YytovaTfXlprXR9v+BfqaF3JsfS00NKfQH76SCEYH2HPiYqLxKsqj5KqFvi+C%20qR/YOja2h23b/kGgUwmZlpeOTb+Zfr5cIaf8vDmLQ45CQRSIyt1IWabF5ks2i9kDIF46g5RIGA+v%20BnVBqY0UkmWZ4t6cFcvIm5NvCKqwdyZzci8EMIrMST4/AGX2C//Cb2N6nxB7L/FYnGcE43UAwsHE%20UNZSQg4KxlrfJy5QpVw3Nsft8eDTzOdSjvIP++TAQnKVsr+WBpr5YGIHh8wybSkHclTyN0C6zXmQ%20lAdMVKG+KrIeZ+1n62u+oTmUAsvE0Ez+p3ssQKKq+funNmjbEZHhgr6fF0kKODs7JRqXA9C8/n48%20ocSs3uUKOSL9WQByUv+MSVmP8fq167WG6/PoAr7C6lJ2KPHXKps7Z3Cwg0BArrBYOAyRZjFzjmpR%2070xquYh3JhdyCq+z7a8URjhC7c99EpCbsjl+fJzn/vV5MXuGAXUhMA2WDHJQcKRzj8j7adRMGLcU%203px8wzf5h62ywWS+l4QsMLGDQxbkqMyFKNumra0cW5mXcoBMFegr9j6q7Pdo62vWfjl9NTSHrySS%20BwLsOXGRiB1tdf4UBGXuMp9//i8ZH5eLy/HVD9G05i7gLIecfP/y7T9HwrMjpEAgwOCgsAdClebV%20KQF0lAkULvFahjZsEPbmLJOZVkV5Z9In/MXghvQBmrVNQdsqfbL2feJOvBcdJnUZkdC+N/bx5gv6%20s5NSsqwE7GTNxKog5ERdcxxvPaj9PsKhWjyaQx6hCoPOQsM32eCgbMd0mkpsXpLMfln754Oc9M45%20kKOy2yoMOSrdr9TavN6bfK/l9DXLE5TTV9OlBzput5uwQP6Lg6fWMRervJcvS01XQePlIqZ27XqS%20ffvkUmCQLvNgLXvIKX1KuUZ/puS+AoAN64Q9j4o7UMXzSwmg87cfBSWW19nv9zA0JJcmuiYELfop%20GxyXSp6wFwcYtcA6+/4qB44Wsq0y+yf/wl/6KmZILuAPYNvj2zj6gVx+HY8n4a3DDjm5jx2AHKVg%20tHU/cVM/G6uuNydQE8Cl6UUoRXkhh8Txk/ovn5dk3vGb/CCzYcduS9n2U5nj2GYrAzS2tuzgUaCv%206e8zq6+Zfs2DHJXd13zvO90vAwzNaeK6xwRATLnYf2qjtp2yVXdRoo6VgEZH32Xbtr8XsZVS46qt%20BJrWLHvIqXR/4jMKoSTUQCKBoN8nCuSdPMhHi924BNCRzZ2zZk0fLpfcuF21x+YkAEctAjcFICdr%20nX1/NW8b5m1D5kDOaQ8F+IKEf/ceMI6IvddYNMbT336a0ydPi9n0eaG+Dm1wKWnbOBzt2ivSf92L%20WqhOcObCAkodp6nHiSWkYSF1QiwIORlYyD9sZYOMnNfS2ybX222lj3Vbv9KQVKCv2XA0v6/Z+6W2%20xtb/+e/b3lc0vTpSw1d7T1wsYqdkhc+DnvshT1HMUnX69BhPP/3HxGJyYybe2m5az/u5qoeKYp6X%20NqVcqGDopEwhaEjUelszskbMHlBSTp0ij9CHg6A+U25/8mn9ermS4oEgtLWLmRNX9kl4MYCx3Ynm%20hRsb5OTdP7NN6mKRCzf2pVLgGlxD8I56JGdhTU1M8eS3nmJuZk7Mps8PdfVUDHKi7tmqGLYyLZOa%20UI12PxaT/TjNNxSUvMRnw0pqm1xYyQMOubCwEOSQY0vN66Nt/3xARk6/8/R1oaG57PeYv6+GZWrl%201BEbvhpfw2xMv7RESapdC71fAEP/ZnVubpqnnvpDpqZOCXQsIdPlo/uKP8Cw/CIXfaehohr7E5uJ%20o2Jq8Q+7SK1ft17MVlKf4esUdeAXi+I3gxL7JTU0hOjulosa7l9RvRXK8w1B5YcTlXUHXBBgyJzk%208wOQbb/UXXAeuFFZ2yv8t92Fe/gt0fd+/PBxvv/IMyih4p8A/iDUNTgIOcmcPCgY7diHMvXvanS9%20OTW1zufOyTdEVWjYStkOqOwhqmwwyQaHnP1zbKnkF2EHk3mQlAdMUrbmAZki63H2fvbfWb73qLL6%20Zf+dZPUVQDM1hsTwVVxZ7Dt5nradolWzGnq/mJhppSml4jzzzDc5fvwDgY5l1LHpt/DWDYhd9J2G%20ioWeFz+lXL4/0Um58avurm4aGgSrbCuCzHBzMZsW+SuVnW0lGYRsWdDWIWZOVPLemZwTcx7b8y8w%20+dbZwSdz0q/5ypcwa14R/QwOvH2AFx97UdRmoAbCDchATjz/Y1T1DFvVOjxsNc97k3hCZqHyXuzn%20e0nIApNscMjZPwcmsvZPt5mzf1Zf0wbnw0qao7JtZe2f7z0W6Gt6bZ6+ohmnIzd8VaHZV8GhRKFO%20UyZn7IsvfpsDB14XsZVS48pbCPddK37RdxoqqrE/0ZlY+jcgIfGg5CJz6hQBOt/qBCVWWMUwEM2d%2009KqPVTuiMS9M8mDb/7++WwnbGbtn2MT28Uq9Wd4g9T87l1g7BX9LN58YZfoTCyAmlqoXcSzUxTk%20YHtsWzfrmeFE6yHtfkoMW/kCziWFW2j4JhsclO2YtgFAGhxUFuSoHFv2/ZKvJI/dPJCUbtP+Wm5f%20VWb/eX3N/P7mvQY5fczYKtTXQkNzChK5DzScbVLDV4cmhpmJOlwaJNAPK34RTJmUILt2PcmuXU+K%202Eop0LSG1gt/2ZGLvtNQke95fKn7E0/CjpDWr1uPofODyZXiSn6fRWc1FQE60a3FbVecurtbqK+X%20izdol5u4JSaVvCtdHGDUAutyISezzcK2VWb/vHCTucDkW2f1r8V/dxswLvqZvPjYixx4+4CozVAd%201BaI2dGBHKVgrHMfylC5TZashjo9V63P78zU4cQxmgdyUGQu5Go+QJC52C80bEUeW9hhwXbQFYKc%20/HE42X2125p3Q5BjK73MB2TY2srpa+H3mLSvGYyre4wkumKx7+T52nYKyt8DK34ZTBnoPnDgdV58%208dsitlJyeevouvzrYLqcuejjMFRUY39QzE3LBYjX19XT3d0tZg8wmWHr4hstKuNqid6kJDls5fVC%20U0TMnLZSF4+F4aYA5GSts++v5m3DvG3IHKQF4CZr/xybWUsF3pt+Gte63aTP8hKfTVzx/Uee4fjh%2042I2AWobIVQvCzkoONq9V6R/unfr/qA86KSOPfvjbKBW6eMhP+RkYCH/sJUNMnJeS2+bXG+3lT4u%207X1MQVKBviZ7MR/IbP0qNGw17z3mA7IC7zsDZqA046ckPDrg4PCVrzMBOVZAxNzx4x/wzDPfRCm5%20WT0YJp1bfg9XsMW5i36FIWfxvDmV6U90NioaZ7lhvXg270UZZRHQ2eYGdZlUb1wui5GRHilztHdU%20TxBy9kl4MYBReQEoaz/bRSI/AJGGmsRBmbGVu0xvl3U3mx9yUtv7v/RlzNAPRD+juZk5nvzWU0yO%20T4raDUegJs/U87zPi4CcmBXlZPNh7X65XS7t2lbSJR/sx2m+oaAUOmA/rlLb5MJKXnBQtm2ybWWW%20trZyISl5gk21mTk250NOGpnyQQ6ZtnLfd0+MH8cAACAASURBVF4gy9vX1Ac1/zV7v5SmRycYCOIW%20GH8/fHol0bhcpnkAvK0w8D/AJTMsNjl5gqee+kPm5qZF7KXUvP4Bgu2XOHjRP8s8OSr78ey03OzZ%20keERXJLxJorL+IuFC40v8gt942JABuOBVau68Pn0C76l1NElZkpL+Yag8sOJyrnTLAAwZE7y+QHI%20tl/qolEQblKvqXnbZPU1a53C8Nbg//LPgrFD9LM6ffI0j//VE0yflj3R1bdCbRPFQU68MOSg4GTz%20hyKzrcIhvSBiwzDw+eXic/INUeX36GSOlyzwyDqGbPtnQU72/sr+2L5/qq2s/ZTteM/0S6X2yAUy%20ldPvrP3sv7P573sekM37nWTeV773nd4fUAI3W7rHCiRmX304sVK/Myn52mHgVxPFOgU0PX2KJ574%20fU6fliv+CxDquIzIunucuchTYahIPl84b05lIUehmJ0STBPi9bFqaJWYPSDAURZMJrUI6KiiMw8W%20I8lhq1Bt4m+pJe+dyTkx57GdBTkUWpcNLlnb5IWbnG0VGH1r8d7dD8hlOQY4OXqSx//6CWamZkTt%20hpuhITkDb0HIyV2X8/y4QBAyQLhW7+Ll9XkxhFyWeb03+SAneYJLHQtZAJHnYp/Yw/5aDizYH9v3%20T7epsvfP6iuZ/fP21d5HlfMes/uV+75z+5r7vnP7Oh9ycvqq+T3pHispHZoQSspWsxIGvwTuehFz%20MzOneeKJr3PypMxvKyVPTTsdW75KCkjPBMipmv7YHkejUWJRuaBk8eErtXCW5MVAR2y2VTDoY2BA%20bh54RxUEIYt7Z5IH1/z989lO2MzaP8cmtouVyrsuZ6ls2yZfc91wD9aG3YAc0UMix853H35SNKEg%20QE09RHozhUBVynsDRUGOUnCiTT9JIOjfpfuE4nPmAUD6wp4HctLHSOogsIODmnexLwQOyVeSx1Ie%20SEq3mbN/HiCz28rua6YtNa+vZPU1933n9jX3fef2dR7kZPVVAHQEPDoAB8dH9I3UXwwrfgUsmdRp%20c3NTPPnkNzh+XK6AMIBheei64huYnpD8RZ4KQ4XteeG8OUsDOannM1NyCWUHVgwQDAomuVQsyCoL%20gM73fMAmqX6sXt2NKZT0zDAS8TlLqTQUsBjAqAXW5UJOZpuFbavM/gUAJnWBWBxuUu9F5V2HAu8v%20fQ0j/IT4Zzh6YJQnv/Uk0VnBUrmAPwQtg2BapC/Wi0FO6nOc9U0xWXdCuw9ejwe/T2/Yya8Zn5P6%20XlOPE0vIXOxV5hhJL7Mv9vmGgnLBxm4r9Vr68816zbatDUyywCNPX+22CvU1e7/5YLIQ5JBjK/s9%20Zn7n84Au3eb/z96bR0mSnfWhv8i19qqu6q7q6m16epaeRZrRaGG0oBEgVvEExhgZsx5jgx/wwAaM%20QYB4Bls+xgs2NjbomXMwttHBEssRoJEGaTSakUZoLKHR9LRm0fR0V6/VVd1VXWvuGd/7I/NG3DUi%20MuPLyqzu+vpUR0V8S3z3i5v5+9WNGzcoNdEZHhpCsZD+tv5a5TDK9anuA8y+C7jt/2ZZDBAAGo0q%20PvnJ/4Dr18+xxJNl/mt+AcXpk+lB3bq/N5Kj71cYR+AzmQzuPXkvWzwAb8Hvw/mFG0F0LrwFANvM%20thMn5rlCYWY/UOzd0iKREpCCSHLjIDmKTvYnwwaGDcJO5yA3ir8WU9nK4A5y2gT5Do+j+C9/DV7h%20C+z1XDq/jMc/+CnWYVEAKAwD8/e0tklIjvidbTSH4VZEmkfL5ZEN620fCbQV4hAQmpAs2EdJJJJg%20OSY8zD7WtpXiBiTJkWs7C5PkSOQr6raV0kYbIXO0W881PNa2lXL1OebpMN2+urJ1X+dOXgY48oPA%20ofcg1cJAkjSbdXzqU7+F5WXeFdcBYOrO78DUXX8rPahb929hkqP/k3RNv4lalW9U58TtfK+BAqGI%20C+6BmQii47HdtgKA22/ne7V4v25bJR+dkb44yaaT/cnhD82fYskNiS9fBXi0rZIvmTrJRs4RcydQ%20+H+/H8jwLtUOAItnF/HEH30afpPxcVMAuQJw8B5gaAKJSA4IWJvnmUMwlfJWRL5QQLbLl96q/VQm%20ABSShdYm7Feyn9IvbMSBJBs1VriVzmWQHFKISdjXTJIT+NtIDqRzWdot56qSPFcb1WN6Xgah03Kl%205JfIKmn7jJDFzQ7n6WQKwPGfAva/k+X8AOD7TXz607+NxcUX2GIKGZo+ifmH39sdiA8aqdD2zUfK%20+5iPJZdyme8hktuP384WCwDguW9fRRAdn20i8uzsFEZHeYZgsjlgjm9wKLF0NjpDig0MG6Eji795%20jgA0nORGHCPDBqTaGaAkndPmp3yJ3/l65H7ideBeTBAALn31Ep788FOs6zUArdtXcyeBsfYTWVEk%20h2hw5ud0u36O7RaVfUQn7AMK8VD6kOSvEAfVXyXNkr84l+IXHpPzCmOR5Cf5w+ZnIStSu/VcA38l%2013YbLe0OCB3Cz6rx2ZFzHZR5Op2M6OTGgTt/EZh8iOXcAEDk46mnfgeXLj3HFlNIbmgaR97xb4Fs%20fsdJyE0/khNDcgiESqUSEv+UMjo6itlZvndeAu4JyQ6i8z9GAbCtPsV52+rgwdSvl+lY5NEZWMmN%20REgQkgabTagjiz9Mf+ULVtdZiAuk87gIjLDVYio2EjjIxzJf+43Ift8UgDJ7nc+/cB5P/fFT7CM7%20ngccuBOYOgKF1IDU/dLkGmoj6dtVyOdRSDnfopvHytXbNxT0HwQbkohACPYKgbCCva0vSmRB/l32%20D86pxlJzhepv5CrnSFoboeWotlvPVW+3nqut3a2+Eealt1vONW2vLRQKqV4XIqRcn8JaJcEkxuIc%20cPevtl7twCS+38RTT30A589/kS2mkGxhDMe+8beRHz/UI5D3meN1tq8+Uj54JIdA8JlHdU4cZ7x9%20BXyN623mrhGdrwWiF+DpRDhvW+30Kx/00RkrgWnbWXUagVG/rBETuxVT8ddiQiYkVp22JcnW0Ek/%20bYVyznYO3ru/B5l3NQHw3a8Vcu70Ah7/w8fZJygDwL5jwIG70JqCoJEcELB2iGc0Z3Qk/StOOh3R%20MQhAAOwWkhP0EXHxZeJAVrAPaIgB9joBkPyCc6qxbIRMjqXmGp6L9FyVz4jZbj1Xvd1mrma79bxs%20x0ReHLPMOPoOkODpq9E7gbveBxT4lpZvNKp4/PH/iIWFZ9hiCsnkhnD0G/4TitN394WE7Oz+YJIc%20oS+V+RZ8Zb19RcijBOsCxw6i4zO+xNPD8eM8RCeTAaZ5XvabSAJSgDgCQxE6neSENtGxKfR3EBgB%20EPHkRrSFrDpIuUAAkUZu5LaAAO/7/yG8ty0D4Cckl89cwWP//TH2dXYAYHwOOPIQkB+G0n4QsHaI%20Z37OWMrVkLO5LPIJR4TEdRW/t7ZACPYU9pFgq4K961aQDPZyLHEs7CPyMclWIiaKvy1Xgpajmavq%20R1obo0kOtFhqG8Nz2UkOhTlq7ZYJmehKaSRt3xESuZ7OzCPAHb8A5PjeOVitbuOxx/4Nrlx5ni2m%20EC+Tx5Gv+/cYnn2ghyDvM8frbD98pHywSQ6BUK1Vg89hWjl+/DjbWmEAnPN0XCM6bPNz5uenMTzM%20sxryvukW2em1BKQgktw4SI6ik/3JsIFhg7BDOciN4q/FVLYKgSGnjU5g1GF6XSdtQfB+/OfgvfYM%200g/am3Lt0nV87Pc+ju0N3tdFAEBhFDj6BmD8IAKSQyBszF9liZ92fYhCMdnDjvLtGxtxkEFbIQ4B%20oQmJie1WkEJsdAIQcAey9LG2rZKX5G/LFaT8buaqxjJz1dtNRq62duu52tot56q00ZKriNWtcK0t%20cnXrJIi0L8vsMHDbjwNHfwTIsA3Yo1Raxcc//n5cv/4qW0whnpfB4be/H6OHHu4bCdm5/cEnOYTW%207atqjeeP0OGhYcwfZJ10a+UuFtrwoUnAez3XWbkfK++1JB+dkb44yaaT/cnhD82fYskNiS9fBXi0%20rZIvmTrJRslRIzlK+6WcRZ4EAD//PnjHvwwBe5yydm0Nj/63R7F+fZ09tpcFZu8F5u5vTVguTa6j%20meMZnRpLefshl49fw0S/fRMeoxCAW5uwX0G6xkq/CPunQQAoiKQRBzLAXiUOcn/S/IOUNX8LcQhz%20FTmq7ZaJiUryLLk62g2SczTbrbZR+uxZc00nafuOkIZfxHr1UHhg5Hbg5K+3FgNklPX1q3j00fdj%20bY3ntq8qHubf8j6M3/YNPQZ9v68kxwftGpIj9itVxnk6nI+ZA6/Hv4Yxq99CdCqPAMQ23Zdzfk6v%20iU5nozOk2MCwETqy+JvnCEDDSW7EMTJyA6l2yhe1Rlbk2IEOpJEjWQdNp8VEBvSrvw7M/h+26yDL%209vo2PvZ7H8P1y7zvxxEyfhA4+jBQPcITP5/LpV74Le6Fd7bbN/YRnfB6KaAs9SGZLATQroM9adde%209pfiKsRDJwBKLJL81LwMQkZqrkobLbmabVRztbWbEJ7L+tmR8rK1Wx7GD3/rToqFAssLPgFgpXQc%20gAcc+Fbgrl9hnY8DACsr5/Cxj72f/d1VQg6+6Wcxeee7+0pCdma/z+v2dJFLmZHoMM/TyaKKR/TD%20thtBbLetstkMbrttjidWDphMseBnnMijM5AJCKRjgpBABX/dJtSRxR+mv/IFq+tkckKKjX4+xVZq%20jxxTtQnBQT4WbBU/Umsk55ktwv/1fw5M/jXb9ZClUqrisf/+GBbP8r4nR0h+BKB7eb6sOSaTRq2f%20Y9y+kTqhDsphfyHpmrnA3tYXJbIg/670CXFONZaZKwX9zcw1zMtGINQcw1i2XPV267na2h18XhB+%20JuR2y7na2q1cH+eVSy5cE5JXqncBJ34GOPy9rSFMRllcfAGPPfYbqFb5l5oAgAMP/hj23fv3bnqS%204feb5Mj7HeRSrVXhE8+UhduO3YZshrV/GhzGQnT43m91+PB+FAo8f51MT7ceE+6F6KMzEnZo5ITs%20OsUGkL8AneQm0LViKv5aTMiExKrTthoZU3XSD0g9l05gAh3ZdVJMDE2g+WvvBYb5n7gAgHq1jk/8%20z09i4fRCT+KvFnmIzhjDHAvXiI6V5EDuk6RuNbC33QqS+19AQ9pfaIq/jThAPqcay5Wrkrf+WYHc%20z+TPT5iX3m61jfZ2q7ma7Q600gdL+WxoeRntlq+Reahj4ehDALDivw2YeIAlliwLC/8Hn/zkb6Je%205/urXpbpe/8e9j/4Y/0F/Vttv0PC5ZPPdvuqUCjg8GHGdzpZJiRrROdD0wDYPhm74bYVtUHcRWBC%20HRk6WAkMOfzN2OLLNorACICJJzeiLWTVQcoFAoiCL/IIAiPObdMp/gSanEXzV38SyPOvoQEAftPH%20pz/8JJ59/FkeRGkLgbBaWGWJxfHUjD5HR1xX8XtrC4R9jcI+Il8vyKAt+pqFAIg+ZjkW2FpiqQRY%209nfnaiVkUq6qHwmN8lnR263namu3nKu1jVKuert1QqbE0oSjW3I9ebW6lnPm2Z0Qnn32T/Hkk78D%203+d/2hIApu54N+be9LM7BPL9Xjenv+cPf+9uVKlU5VtLjXmV5Afwm5iWD2hEp/QagNjGTTgnIk8z%20E52AFFgJiE5OSLWBSgxCHTn89djhuaMIjC2mslUIDDltTAIjf6nrOmkLUm0UnexPgb8/ewKN934/%20kOVfFRXtczz35Ck8/sFPsb35fD2/jobH88U9MjySOkZWGtGRb99YSQ7C2ivEISA0cr8IYykEQNhE%20kByzj7Vtlbwkf0euKnEwc7USOp2Qae022hiTq9FuqLkqfpZcRSybROmSCkcfAoBGA1hnmsdfr5fx%20qU/9Fk6d+nPwtNKUiWPfgPm3vi/oawNBAm72/RS3zkpVvidimd975aEEZX0F/dbVPVznyuWyOHqU%20Z/JbPg9MTLCEAqB/iapkwyQwFNjYyY36Zey0CXQUS25IAIXyBa9ttZiGTrJRctRIjtJ+KWeRp2ID%203UbEVG38Yw+i/o+/Bci8lOIqRcvFly/iL/+/j2JjZSN1rJUC32TKYsJHw6NE3LrSwT48RlawD0G5%20bav0i7B/qiQn9If8e7CV42rEQelPcr9y5Br0EZL6kZmrQZKCc4YdMvwMabk62g0K49rarbZR+uxZ%20co2SeIt44ehDQlYYuvbGxhI++tF/gYsXv5w+mEPGDr0Zhx55PwheYqBNt9/vdXP6e/7W7+nmB1Wq%20FTR9npcxHz1yNPYhjI7EV7mMRnS8k1znOXZsFrkuX0qoy/QM3/yczkZnSLGBYRN+MZv+5jkUUgDt%20/Io9GbmBVDvli9qpk/IAaeRI1kHThTGdNnJ7DH/Av/cR1H7+3UD2fLoLFiHr19bxlx/4KC6/cjlV%20HC6iUygUkPHSLfSUyWbhZTyNQIj+ZYKy2l/k62ED+zCWAfYk+jFpMaVzabHCQ2peIpaRK+QcSW2j%20lKviZ8lVjmXkSmE/V3MNz2VrN5S81FhyG5NIcku7ZLxM6leICElLdC5ffh4f/eivYX29F4+Pt2Tk%20wIM4/HX/DvByHQHt3n6KfaZJ0Fy3r3K5HI4dPcYSqy0Kl+nZiM7x4zxPWwF883Pk0RnIBATSMQHg%20UMFbtwl1ZPGH6a98weo6mZyQYqOfT7GV2mPoIPmCTHIjtpD9Sa2Rlqfi344Jm6699e94CNX3fieQ%20S0dEoqRWqeGT/+txnP7s6a5jcBGdoQLHaE5WIzlmn1RAOegv4iJIfgj9FH8b2AfOduKA4MtN8ldy%20DMmC0Jr9JOwoOoFQc5SIhyNX1605kZdByAhKPfV267mGsagjksMlHH0JSEd0Tp9+FI8//puo1fgX%207RQyvP9+HHnnf4SXLSYC1r19pn2mWKXqNltfOH7bcbZYQOSIDthGdGZn+Z4F55ifo4/OhKChkxOy%206xQbQP4CdJKbQNeKqfhrMSETEqtO22pkTNVJP22Fi9yE56J4chOABVn8bTUj+EfuQvnXvhcYPpvi%206kULEeGLf/U3eOrDT6FZ72wolcA3EXmo2PmLOHXJ2m5bIew/IRiT1Efkvh3AsxXsw1gk+YV9RI6l%20gj2CvEzioOYa9gU51zAvg+QonxF7u/VcwzbacjXbHWilDxZZc5XaKB3rRLpwMYSjLwHA6io6bkOz%20WcNTT/0u/uZvPtRTkjd+5O049s0fQCY/5gTS3uzf6o+U802C3irzEZ3ZA6xvMneN6DxaBHCc6yz7%209xuLE3YlhSIwPp4uBrVB3CQgMiHQv3hVsqH6k8PfjC2+bKMIjACYeHIj2kJWHaRcIIBIIyByW0Id%20GTZ6zKCOVn9L2xHW3J8+iNK//HHQ5MvdXcCEcvb5c/jo7z2KzRvJ1/bgnIjMNT/HfouKwj4iXy/I%20oC2uj4UAKH1MPRbYBteMJBtSrj8Q5iIfk/NSSYKZq+pHQqN8VvR267na2i3nam2jlKut3Wh/kYu8%20usX4Lt0U4Zqn0+mE5M3Na3j00ffj3LnPs5zfJfvu/ts48vX/fm8kp5/7DLEq9QoaTZ7vz/28j1Yf%20x39C8CGSiM7ynWBaEdnzPExPp2QnbZlJ8RLPgBRYCYhOTki1gUoMQh05/PXY4bnd5MYeU9lKcQnk%20tDEJiPylbiEnYgtSbRSd7E8Of81WBlSpLv7wBLZ//efhz7/Y8XXsRFYXV/Hn//UvcObZM8nsmUZz%20AGCowDGi0/oIKrdvINVeqa1JAIRSJg46WTAIQNuDQoXqH+Sj9wPpMyP7y3lbcrWOBNkImStXR7vl%20vGztlnNV/Gy5ppB03i3h6EtCVhN28TNnPou/+Iv3YXW1d/PqAGD2oZ/AwTf/EnZu4rG8f6s/Us4/%20CXqb6fbV9Mw03ws+CVms4U6xKxGdDNttq6mpMbaJyFP7uvNLPjojfQmTTSf7k8Nfj01u4qLEJO0L%20XstVi6nbyPkqOWokR48JLU/FBrqNiGnz1/ZlwLDVPFfE1i/9CponzwDgma1vk3q1js/+2dP49P9+%20ErVyLdJ2I5f+qS0hQwx/hWdtIzqtTdAHAOkaK/0i7J8qyZH8tVjUvlA66VX8LcRExDIImd4PFL8w%20V3sbSckr7D9aro52q200j6ltlD57llzTSPoIPH1JyEZMF6/VtvHkk/8FTz/9ez1bBBAAvEwOh972%20a5h57Y/0CeT39nsRe7vCM4crl81haorx9QdeePtKIjrENhF5/36+Z8HHuhgY6mx0hhQbGDbhF7Pp%20b55DIQXQzq/Yk5GbiGccE7byD7RzaEClnEvKOYwdxnTayO0x/KHlJAFeVM2Rwdb/84uof81VAL37%20UgWAha8s4CP/5SORr47Yym2xna/IMken9ZE0SGPQX+TrYQP7gAaYYE+iH5MWE9J1Fl9kkr84l5SX%20iGXkCjlHMklS6GAhOWqugdaRq95ukS052g0lL73dYY5phSMKR18SshXRxRcXX8RHPvI+LCx8ge18%20NsnkR3H0G34Lk3d8ex9B/lZ/pLw3Ly+tNPi+x1lvX1E4IVkiOnyPlnPNzwGATldDZxudUfzJ4m8B%20c+ULVtdJ5ACk2OjnU2zl9ug6SL4gg4AEOUP2JyUmtDxVf3LrFH9SjztrHua5/QP/GJVvbgLgfzO5%20LNsbJTz2B3+FLz72RfhN890smzmed/V4npf6ZZ4AsLK0gvXVdRD5KlnQCUBAHEgDe1tflPwR9pew%20DwWa4LrZSU5IFuRYsh9JHUUnEGqOYSxXrnq79Vz1dgefF6ON7lzDdovWppMcgDxDnGKhwDaMv2np%204r7fwBe/+L/xV3/1b1Aq8d2+tUlueD+Of8t/w+ihh/sI8nv7vYpdYRwFZJ6nE3AaaYUeYiQ6PCM6%20mQwwNJzcvpPRGZdO9acIne5Ppo2NlDhiWrdaTFWnxhTH9Lxke/VL3h4zqKPV31az7mteftcPozn1%20EYx++CJAfK8LMYSA009/BVdeXcQj3/N2TB0Ih0e5iE4hz7PuSbPRwOrydayv3sDk9BRGJ8bheZ5S%20Z1FE/Zi4VgG0WwlEcEC1UfqG+EUmCSpZkGMZfStUaiQpKlc5R8nf2kaRlaWNtvyNXCUb6VgaybV/%20OF/HV8gXUK1VU8fRic7a2hV85jO/i9XVC6ljx0lx8jiOfeNvIzd6sM+g35vRjKT7fp/P38snzaqN%201gs+064hBgD79/eG6PTo1hXPiM7oWPKFAokoAGYDaCVikHh0BhShk/0p+LIl6VzCT/EnsuqUbWBH%20Vl1gA/n8al5yvqGO3ARI8SeHv6XtSF/zylu+E5v/4AEg07vHz4WsXl3FX/zuX+KlZ1orNje9JspZ%20pgWvsrxvh242mlhdXsGVcxexsbYO8ltfKmFfsxGA8JpEkRwKjlHorxOA9heZfEzuR+0sLH0rPFci%20kkPSubRc1WOk+lvaHXweAKmNarvR/pIWeaUlOTkAQ2iN4nC/c5irT5XLQLM9Je6llx7HX/7lP98R%20kjMy+zoc/9bfHwCSs7ff63NV6+kJOcA+oqPfuvrgHAC2+01cIzqjY/E2ASmwAC0MENYAFyoxCHXk%208NdjUzy5kWPCtIHkb3w56zZSTBhf6rpO2oo8ATVXqV0CmOz+mq0MqAw1r973CNZ/+luBfPeL/iWV%20Zr2Jz3/0GXz89x/D+Qrfaq+sy5dL0mw2sXZtFYsLl7B5YwM+hRdFJQ4k9R25r2lkQesPIXEglQAI%20fwvJCaiDckyylTqOev3VvAJ/I1cEnUQ/Judla7eel63dcl7dSi8JTnAOxj51/soaHnvsN/DMM/8T%20zWb0BH0Ombjtnbjtm34HmeJ4/0F+b92cnp+L6/YV8xydSbwfc0BAdBpsoznFYh7j4zwvpYubn5N8%20dKZtqxAKDcQDf3L467HJSm5kGwigsJEc6Zz2L3opV8OPDJKjx4SWp2ID3UbEtPlr+zJgMNa8dvS1%20WPmnfx800ttJkUKunruKD7z8cbZ4uWxviI6QZrOJ9ZUbuHr+MjbXN+D7vtSvSO1D8u96vxLXTvEj%209Zoh7DvhMVKuvZPkUHgugyQF5wzzCvuPnGv7M6h8HjT/dnzjs6PkZW93GpKzEwQnOBdjn/rAx5/G%201au9XdpByMy934cjj/xrIJtXQbED4OTb7zfJGKD9HsYuMxGd8fFxFJlWBQcANFujOm2i47PNz5mZ%20YXziKmJEp7PRGVJsYNiEX8xuMJb8ZVIA7fyKPRm5iXjGMWGrEQNofgHQQDuXlHMYW/ryd9nI7TH8%20oeUkAV5kzXXAS1bz5swxXPvlX0XjyFch4KmX0pg1Jyd3K1mm5RTixG82sbGyhqWLV7C5vgnyfUsf%20IqnvaWQh6EMUHmvH1olJcB2lY8E1hBpL8Zfiqn2GjFzbkZy5KjlaclX9pHNB8yfNr0PZSYIjhLNP%20NZs8L1iOFg8H3/gzmHvTz4Ha88p2Cmjt+/0nOTfjujm2/XKdZwoAAMykWTzPlJNAQHQyAzc/B3Df%20umIbnVH8yeJvAXPly1rXSeQAGtBr51Ns5fboOki+IIOABDlD9iclJrQ8VX9y6xT/pDVX8+y05pQf%20wfWffi9Kb20A4Pvw2CQ3zQdZvR7R0cVv+thcXcPypUVs3dhAo16XwD7sL2EfCjTBNVH6skJWKPSH%202k8AqW9JsWwkB6T5i3NB84/I1SA5Sq5qLDNXgJR2i4YnEw8tYrPTBEcIZ5/KUm+JTrYwjqNf9+8w%20fd8P2MHwFiQ5A7O/A+fiJDqsE5Lbj5i3P0mD98QVYCc6nYwUuHSqP0XodH8ydVZyYo9p3WrESdWp%20McUxPS/ZXv2St8cM6mj1t7WPu+bqdbTFXv+O70X5vucx/QdPwKsfRi+kOMlIdHo0RydO/KaPrfUN%20bK1vIFfIY2hkGMWRYWSymQgCEV6rwAb69ZP8gj4l9a1QqZEk7VwUWGv5SP62HKVcFZLTRa5KrBjx%20AGTbP+mfIUknnH2q6PF9L+syMvsgjrz9X7UmHdvA8BYlOTfrujm2fVaiwzlPp71ooPgkDdwaOsUi%20oH/OiSgGaEM7XWfatA7a/fXYGtDbVSiLVwAAIABJREFUCESgI6tO2RoAZCcb4TGTQNj9yOGvt8uS%20Y0TbeWuOxGS1esdrsPjLJ3Dgd38H+avHwf039dgoH5Tt9IiOTRq1OrZqdWytbSBfLKA4PITC8BC8%20TEYBe5KKrR9T+5HtmGQbKqNJjti2j6l9P6AnyjFnrhRESkbIArbjlkEiN7Jw9qmxXIcLkiURL4PZ%201/wI9r/uHwFexg6GtyjJGYj9HTxXw2+g3qwjn02/ilQvHjHPAF/Mg/VlnvxPXLUIDplgmBBwybBp%20/eckOUrslh1p57PGjiI58g/IbQPtXFJ75PMpOUpf7qY/NH9y+Gu2Utt5a04Wf1vs1rn9wgiWfurn%20sPlIA/B4FxecGuKbA8H9eHlaqVdr2FrbwOriMjaur6JSqrRAQCImYT9QiYPSnxzEgdoXjKBffxGX%20pP4jfy7kvi/HguSn5hVFcsLPEzlzdUkWQAHhralBIjkAb5+ayvGs8yQkN7wft3/T7+LAQz+xR3IG%20dX+Hz11iGtVhf7nnB5DPAV+ZANvLPIGZGb41dAA7iIqtCdAOEDX8KdZG+dK0kRLFnuw2Gsmw2jr9%20yO5vIyWWmOZ5IYGB3SbYj2h772uuxhTbtW/+uyjd8xXM/sHH4FVPIK34w0Axs/tvXSWRerWGerWG%200rqHfLGA/FARuWIBrbEMUWuTQLSE1Osib0MHjdCQdO3EhZT7qXR9lb6r+UvnsvkRaf6WXHXJSj+D%20Lry3rjJoYhhZhnlv40e+Fkfe9i+QKU66we8WJzm3wiPl+n65VsLkUPqBjpmZGXjtF76mFkIWK5jI%20AAWe14wDGB8fQT7P8xUyOiZ/sUIBQwMwidyAS7o/JbARMcNjyvkVe/W8Mtkwjglb+QfaOSSgkc8X%206vTYYUybTagjhz+0nCg4f3TNkZjkdFZzGfjUGlSO3o+L/+wnUT3yCoBGdAeKkc0DvC8VXbq2jGqV%20Z9GsXgkRoVapYnttAxvLKyitb6BWKqPRqLf1gEIWgt/JSXIoOEbhNWwbkHQhw8+JfH1J6oOkbaVz%20KX7SuaD5a7kCrVGaHFojN8Pt7W4gOdVqFUvXllljbqV88srL5DH/pn+K4+/8z9EkR/93i5Gcgcpn%20B8/FNaKTz+UxPs5GSwAP4zmgyRZxaIhveHR0NBmIhl+2bpvwGFn8bSBOps5GSkAJbGD50nbZ6EBg%20b5f6xW7T6f4UodPqk6jmMgimrLkBdLbrEfr5+WEs/ug/w+STH8K+J64BXT5NsnnAxxQj5K2sreLG%20+hoOzs7h6PyRgR7hAVrXpV6pol5pkTPP85DN55DJ5VrbbBaQXj0hfFpbQFAOWI9pxET4K327bWs7%20RkGkIK7tmN7HAIJH4Vyb3UBodGk0Gri4eAlXl5fgE9/yBwCw6R/AZLa7FZEL40dx7B2/geGZ+zob%20rbiVSEU7H581Xjf7/ZkEXarxvMUcAIaGh7CxucETrN4iOgnWH04mxSLH6+xaMjIcD7jqF28EmILi%20yU3gT6bOSk7sMa1bDcRVnRpTHNPzshEXQ6fYqPUxdXr7QsDhqTkU4mSNrQFcfM3btgSsPfIebN/1%20Mg79wR8jU7kPnUpphhdEAMAnH1eWFrF8/RqOzB/G/OxBZDKDNvPDLkSERq0O1OrBsUw2Cy+bUbbi%20nSw6MQloiNKXxEVT+1foR0KtxBJHdWIVhmv9kiGCB8AjQgY7//g3p/i+j8Xlq7i0eBmNZrrRSpeU%20/O7WJ5k68e04/JZfRiY3skdydks+fTg355NXrIsGAmM5gNhGdAoFPqKTzbuAVhwjQ2fatA7a/fXY%20GtA7gFYmQy4bBATGBHqhE+cOj5kEwu5HEQRIrU/UefW2R5ObTmsOheRExVZITkzN9TZXD57Ews/+%20LOY/+B8wvHA7WtNKk0l1H8UbdSmNZgMLl85jcfkqjh0+itmZnVisjV/8ZhNoNtFESH7gefAyGXgZ%20D56Xae97LQLkoU2EOngJKcJ+pRAn8lvEhVpExmvbeG1yczPJ8so1XLh8keUFnlFSoX0d2WdyIzj0%205vdi3x3vBoA9kpMgH58tXrf7/Xt5aN2vx/So5FIoME6eb926yo4DPPMVOEd0sllEgKkJuHYwJYe/%20HpvigdYRU9lqMWNtLO2JJicUQ240EHGRG2ErxbTXpZc1V8lQtzX3s8O49IO/hKnP/zEOPH4J8I8g%20idSnekd0hFRrVbxy7gyuLC3i+JFjmJqYincadCECNZuguK8M+W28XvCfaiLIixT7VpK1jTUsXLqA%207dL2jpyvTsn73/DMvTj6yG+gOHEMwB7J2TX59PHcDeIbiSwWGUd0fIwzj+jwzEvwPKC93pkFTMkO%20htDBlGJtFKCPAtwY4iLiOkmO04/s/lYCY8Y0z9tut5MA2YmTtc09rXkCkqPFjGv7jYe/G5v3reDw%20Bz+I4rUjiL2R0YNlRVyyXdrGV776IsZGx3Dk4CHM7GNd4nwwRSYtFPy3JwBWbqzg0tUr2Nre2uEz%20J+n0Hvbf9304+IZ/Ai/T+sN1j+Qky8fvdz59rk29WQeB4DGMufZgRIcGbo5ONhv/V33sSIHDJslI%20gRnTBHq4CIywdYC40AmSEU1uzJhOG5m4GP76OaT6xBIYB8npoOZqXZPW3GEbUfP66AzO/ehPYfLL%20T+PgJ56HVz8Il2ST3+Vik63tLbz06lcxPDSEwwcPY3bmADzvZrsRsyc2ISIsr1zD5auXUa7wvACx%20U8nG3Nod3n8/Dj/8Sxjef39wbI/k7KJ8BiCXpt9ELpN+wGOg5+iwEZ2cDnyEaDCOBnHTBgaI2oHW%20AvSRBCY8dxTJkWOKY3q7gnZHEiDZn2LIjVSfWHITtp2l5g7iEl1PUtrQSc3XHnwb1l77Zhz+8/+F%20iZeysHH5XLF/BKNcqeDMwqu4cPkiDs3N4+CBOWQHbMHBPeGRZrOJq9eWcGVpEbV6ra+55MhOdHLF%20Kcy94acxfdd3QR4J3SM5yfPxBymfPuQinjVjIzqct65aIzqZcYDnCRSuyci5HCQwlEAUdnCUgd6u%20s5OcqJiQgT4KaMXWMVIBA6gphtxo7dF1io0d6N3kJBnJSV5zKMTJGlsjLvE1b9umrTmyuPgdP4zi%20Wy/h2J9+GIUbt0Fe+7ZQ6P9ISq1ew8Kl87i0eBkHZ+dwaG4e+RzfPLc96Z/UG3VcWVrE1eWlnj1F%201akUtBEdz8tg+uT3YO6hn0S2oC701vGCdx0CY9cg3pP4N1E+fc6l4TdQRHqSwnrralDn6IS3riTA%20jSQw5BhpgOavAb0DRGUy5LJBQGBMoBc6cW4ZmPW87H4UQ27E1pJjRNujyU0YM1nNVZITFVshOTE1%20d9ZFqbnj+ljqWpk+jK/+w3+Cfc99Coc+9QK8xlEAg0F0hDSaDVxavIzLV69gZmoacwfmMDXBs8L4%20nuysrG2sY+naElbWVoPP0qBIwQvBY3T2IRx6+L0Ymr7bsEu1qu+tRCra+v6um9N/kiO/vLTh85D6%20W2KOTi6ngihkMNS3GuC5RwwoHmgdMZWtFjPWxkIgoskJOfyh+VOkTWArxbTXJZrkpKu5/Tqmq7nD%20NqbmKw98A1bv+1oce/QPMPnVIRQKwxg0ISJcv7GC6zdWUCwWMbd/FnMzs7wf+j1hl1qthqWVZSxd%20H+zVsQteHrnh/Zh/489g6sS3W232SM4uzafvubS2XESH9dZVa44OBm+OTpbsYCi2GuBF2cSCqGLv%20Ji4irpPkOP3I7m8lMGZM87zt9jgJkB6bYsiN2DLXXIvprrnj+qSquUpyhM7PFLDwf/0oitcXsFz+%20NObG9w3s6rnVahUXLl/ExSuXsG9iCnMHZrFvct/e5OUBESLCjfUbWLq2jBsba0F/G1RpAjjfrOOb%20vusjyOTtT1/tkZzO8+nfujmDR3IIhDoX0eGdjDyeA7zxNhSkFq45OvanrnSgDIFMt1GPEQwwtMY0%20gR4uMBW2DhAXOkEyosmNGdNpIxMXw18/h1SfWALjIDk9r7nDttOaG+2iCB1QnjmOP6xcxaOLFXz3%205CTeNDIysIvQERFW129gdf0GCvkCDszsx8y+GYyPsg3E7kkHsrm9hZUbK7i2cr3vk4uTCAH4QqmE%20P1lfx+TMCH5sj+TcXPn0ORe93wzkrasW0eEb0WGbo5PTAMoAUxPETRsYIGoHWgvQRxKY8NxRJEeO%20KY4FeSn+FEOAZH9KDPTWeljbZz9/xzV3EJfoepLShq5qrtQsac1b0++XGg3815UVHN/cxPdMTuL+%20oT48c96B1Oo1XL56BZevXkGhUMDM1DSmp6YxOT6xN9LTIyEirG9uYHVtFStrq6jVBp/cCPlKpYIP%20r69joZ3zUN2+yuMeydnF+QxSLjTQRGfw5ui4V0WmeHIjtm0QdQO82NpjWrcaiKs6NaY4pudlIy6G%20TrFxAL2TnCQjOVGjM6Y/Rehkv6Q1b9v2peatmL70BNZCrYZ/e+0a7h8awt+ZnMTtu2BOTK1Ww+Ly%20VSwuX0Uul8P05D7M7JvG1MTUrnm/1qCK7/tY21jDyo1VrK7fQKMxGE9NJZVztRr+eH0dX9HW66k2%20zadr90hO9/ns/CPlEfn0IRfbJOwG02sgbok5OjnbrSuQBtSyLgLoHSAqkyGXDQIwNYFe6MS5ZWDW%2087L7UQy5EVuK0JltjyY3YUxd564rRehkf0pcc2ddlJo7rg9TzckzycBXKhW8UKngjSMj+DuTk5gb%208DeQC2k0GlheuYbllWvIZjKYmpzC5PgkJscnMDI80u/0doWUyiWsb25gfXMda+traPr8L33ttSw1%20Gvjj9XV8sVQCWfRVbUQnFcnR/91iJGeg8hmgXAZyjg4N6BydjHHrihAPtBLQRwGtFtNqq8WMtbEQ%20iGgCQw5/aP4UaRPYSjHtdbETF2tdHPWJju2oUdc1d9hy1hz2UQ9Ca07Dl0olPDI2hu+cmMDULlrM%20r+n7WLmxipUbqwCAfC6HifEJTIxNYHJ8AqMjO/juiwGW7dI21jc3sLG1gY3NDdR32aiNLGvNJj6y%20sYGntrYi31pYbYTkLTXJYQXaXUQq2vs7+0j54JEc1yRsrhd7Forsj5cP3ohONgMD8KJITiyIKvZu%204iLiOkmO04/s/lYCY8Y0z9tuj5MA2UHc2mZlSxG6XtbcYZuq5g6Sk7jm0aM1TQBPbG3h6e1tPDI6%20im8ZH8eBXTLCI0u90VCITy6bw8T4eIv8jI5jZHjkpl+VudlsolQuYWN7ExubG9jY3ByYRfzSyLVG%20A49tbuKp7W3URIePkGqjRYNYwe8WJDkDk88g5dLeZ7t1xT+iM5jSAsoQyIKtDagdgGuCvwn0cIGp%20sHWAuNAJkhENtGZMp41MXAx//RxSfWIJjIPkGDXjrrnDttOaG+2iCF18zZNKjQif3NrCp7a28KaR%20EXzb+DiO74I5PC5pNBtYXbuB1bUbwbFioYiR4RGMDo9gZHgEI8PDGB4eRsZye2+QxScf5XIZpXIZ%20pXIJ2+USSuUSqrXBXdumG1mo1fCxzU18oVTqeE371mgE01M7txKpkPZ37pHywSQ5kS8v7fQL1iWc%20z1Z48HIAbQGY5ohXq9UxPJyeiTWadhAX2yjAtQOtBegjCUx47iiSI8cUx+x+lIDcqCQnCdBb62Ft%20n/38pn9MzR3EJbqepLShq5orNXPX3KwrOXWtMZvkQO4DeKZUwjOlEu4tFvFtExN4YMCf0koq1VoV%201VoVN9ZD8uN5HoaKQxgdHsFQcQiFQgGFfAHFQiH4vR9Sq9dQq9VQrdWC3yvVCrbLJVSqFb4v2gGU%20U5UKPraxgRe7XJSwmMumBLveAGdvgPkmzmeQctH2swzvuQKAWpXx6UbCZg7wNgFiITrVKg/RaTbI%20AEM7UJOpc5CcWHIjthqIqzo1pjim56WCMEUQIDvJiAJx5dzOugidCfTuusbUXCMu8TVv2/al5o56%20SjYemiB0d6v1xWoVL167hiP5PL51fBxvHRtD5iYDWCJCuVJGuVK26j3PQz6fRzFfQKFQRCFfQC6b%20RSaTUX88fb/1p5pPBN/3wx/y1X3fR6PZbJOZKqr1Gur1+k1NZGziex4+t7WFj29u4lI93W2BYi6j%20LNffNfjdSqRC248czdiJfPpcm7gnzThe6AmAdxTWw2YOwCZXvFqN5753o+G1i9jajwV6B4jKZMhl%20gwBMTaAXOnFuGZj1vOx+FENuxJYidGbbo8lNGFPXmTaSrVMn+1PimjvrotTccX12oOYe+aCUw6OX%206nX83uoqNu6+G++amgK++lUgJRjtFiEi1GqtERVsb/U7nZtP8nng7rvx8bU1fOjzn2cJWchl0oPf%20LUxyBiKfQcrFss9FdHowosNHdKpVni/5ZtMFtBLQRwFt4EdWGyhAG01yTKCMAHEFTMnhD82fIm0C%20WymmvS524mKti1afaHIj/B016rrmDtsdqrnX8ewGt2wQwXvjG4EHHwTOngW98gqwssIWf09uIZmZ%20gXfXXcCJE0A+j41PfIItdDGX3SM5KfLp/bo5HeTTh1ySPGmWy/A82NCDER1i+3OMjei0B4ZkwI0F%20UcXeTVxEXCfJcfpRAqAV/mZM87zt9jjB2A7i1jYrW4rQaeeOsems5g7bVDV3kByGmmeAyEdxO5Ga%20eDQ5nwdOnoR38iSwugo6cwY4exYY4Bc97skASLEInDgB7847gWl1FkGN8bH3YEQnMdhp+2l8B25/%20F5OuQcpF22e7dcX7nbkl5uiwRKvVeIhOo9EGKAV8CfFAqwKe8IcLTIWtA8QR5EAJgFbLMZbAUAQY%2024Feb5dJThwkx6gZOfy7rbnDttOaG+1KWE8pZtKaZwhsM/uta7BMT8P7mq8B3vAG4OLF1ijP4qLU%20KffklhbPA+bnW6M3R4+2l4M3hXN9n6JMdNKAYVe+g/N+pm6AvLfr5gw+yUn6pFkuw7PEDPOrVgZz%20jo5564oQD7QWoI8kMCHYR5EcOaY4ZvejBECrAm4SoFfao2+1tkfZRBEne82S1lyz7bbmSs2S1lxr%20Twc1z6adoCNJJBhls8Dx4/COHwe2toBXX22N9GztzWu5JWVsrDVyc8cdwFj823c4iU4hPwhzdPq9%20vzeS08va5Lnm6HASnUGeowOoJMcN8GJL8eRGbDUQhwaOckxxDFoOKphSDBgLnQXoneTEQXIMcmIC%20vdVP2NrIjRE7ac3btn2puaOe1rqS4Z8hvjViEoPR2Bjw4IPwHnwQWFxsEZ5Ll4Bd9KLIPelCCgXg%20yJEWwZmf78iVlehkM30iOQxPerHsdwfkvVs35+YiOYSBfuqK79YV3xwdTwHlKKCVyZDLBgGYmkAv%20dIAOpiaBsPtRAqDVgN5GbpR2UoTODvTWuui2Tp3sT4lr7qyLUnPH9dmRmkvXXNNliW814K7mUczP%20w5ufB4iw7+pVjF64gGsXL6Kyvc2W1570T2qFUaxOHUXxzmOYvvNg61ZVN3F6deuqUzDrO0lJu783%20ktNtLp1Mws4z3bpinaNDzJORueboBLeuooBWbKNIjnKMnKBoHosAcQUwyeGvx6ZIm8BWihm2z9V2%20itCZ9YkmN8LfjJmu5g7bAah5lvgWBU/1V7fngebncXJ+HicffhibKytYvngR1y5cwNaNG/H+ezIw%20Uh7ZhxtTR7Gy7xi2RqbhE3By1ks1F4x1RKfbOTp9JwVp93cxydH/dXquWH/e2rA9Xs45yu1ha3Bv%20XUUBro24iK2NwOi2Tj9KALTCn2KAVgLcKBsLiFvbrGwpQqedO8Ymlrg4YvLVHLDe1oqqeeR53TUP%20bAnIUQ5gesS8kvJDKf/tMj4zg/GZGdzxutehvLWFaxcu4NqFC1hbXg7I4J4MhpDnYXt8Fmv7juLG%20vmMoF8bgU6tXUXubTXmHNG3fkqWrOTq7nmSkOz//I+Up8umG5ET687+8NJ8dwBEd7ltXrJORAQfQ%20qoAXfPe7wFTYOkBc6AyS4yQnlMBGIy66zvAnIy83OXGQHMOfHP76MTLzcsR0kZyOam60K2E9pZid%201Nywbf+epTxUitG9bKS83eTKYnhsDMfuuw/H7rsP9WoVq1eu4MbSEm4sLWF7bS3VOfekO6mOTGF7%20fA5bE3PYmJxHLVuED7QITpvc+O0+6ZPzYarEkrZvydLVHJ0OgW5vP2p/d5GcbvYHckQnfAUEj3CN%206AAtspPxIkAULjCWgS8E+yiSI8cUx+x+lABoVcBNAvRKe/St1vYoGyWmoz7qMYrQRZCcbmuu1Cxp%20zbX2dFDzwNZSs2KzAC6is761BUL3dyh8ADUAUW+PyheLmLv9dszdfjsAoF6tYm15GTeuXsXa0hI2%20V1eDOu0Jk3geKqPTKE/MYXtiDlsTs6hniwqRsZEceVQnzYgOodW3uGS0mOJdV10BX78fKU93ft5H%20yncfyel0EnY2k4XHtGYH62TkQZ2jA7QWDfTysAN9FNCKrQbiqk6NKY4BUWBKMWAsdBagd5KTEOzd%205MYO9FY/YWv422JT7HkV277U3FFPa12po5oPN0fAdde26fvYLpcxNjzcdYwqoomOLvliEQeOHsWB%20o0dbOTQaWFtextrSEtaWlrB+/Tr8JteSiLeGUCaL6vh+VCZmUZ6cQ2l8Fo1MzkliokiOIEO5FCM6%202+Uymj7fCt4z44VYsGIB2r19bX/3kZxu9rlGcwD2dXS2BnZEp9HwkMsRAjCOAlGx1ciDqdOPmQTC%20DqaUAGg1oLcBbdAWtDuJS2cHer1dUSQnKrZCchz1JClIJMnRYrrq07uaS9c8ss1qzYcbYwCWwCXr%2029upic54ivNncznMHDqEmUOHAAB+s4mtGzdaP2trwbZWtr+k81YTvzCMxugU6qNTqI3uQ3VkCtWR%20fWhmsolJTJRe/J5LMaKzzvwE3sxYoXMw6xr4+v1Iebrz8z1SvjtJTjcvL+V64gpgnqOTHeBbV5UK%20UBxKQHI0INN1gA604lgEiCuASQ5/PTZF2gS2UsxA5yQwFKGT/SlCp/ubMa2xE9fc3fa+11xpl1rz%20scYkOGV9awuH9+/v2p/7JRGZbBYT+/djQsupXq0GxGdbIkCNm3QtH8oV0BybQnN0Co3RfaiPTqE+%20MoVmvhhJUgIi49AnGdUhSjeiw3nbCgBmxvM7RHL29lv7u5PkdLs/lo9fADOpsN668rGZA7KbAM8k%204kqF78uyWvFA5DuBFognOXY/SgC0wp9igFYC3CgbC4jr7TL9KUKnnTvGJpa4OGLy1Ryw3tbqQc0D%2025iaj9X3gVPSglKFKY84yReL2Dc3h31zc8rxaqmE7bU1VLa3US2VUC2XUS2VUCmVUC2VUK9UAqI6%20MOJ5QGEIKA6DiiOgoRH4hRH4xRH4Q6NojE6iWRjpalQmjsQkGdVJ+8QVN9GZHpVuXcWBVyrg8/tM%20MtKdv5vRjJuJ5HT7pNlEcYKtr1YqjN+IeWzmgBrbiM7mZgn1ehP5fPrF2CplGEAPF5iCInShn0Fy%20nGBKCWw0ENV1hj8ZebnJCUXoZH9y2qjHyFoXW0wXyemo5kbuCespxeyk5oZtRNuFbqw+0zrINHku%207W2Gfr/2szgyguLIiFNPRKiVyyhvb6O8XUK1XEJlu4R6tYpmswm/0USz2YDfbIY/jdY+tffJb4La%20c068TAZeJgtks/Cy2fbvudZ++zgyOSCTBWWzQL4IDI2AiiNAQGqG4bffQ9/NraXApkv/OEI0Wkx3%20TThvXXkesG80lwy8+kpSbob9lKMnndpG+u/c4/1cRKfeqGNzg42WAK3JyPdvAKd9tF7onC4eAaur%20G5ibS//XcqXiwQ3GMvCFYO+2kUBUOmb3owRAqwJuEqAX+ngCYz+/6U8Of/0YRegiSE63NVdqlrTm%20Wns6qHlga60ZOWteaE4A2AbAM9ya9q/vfhOdJJIbHsbY0DBGZlKMhPita+LD64qEkKzrwr9jQiPa%201IX/SCezyy3COaIzNZJHJiO+XyLAq98g3+fzp183h7H93ZAcxX9nX146WeAhOqsrqyAQSywAPmaw%20kQHeWAe881xRr19fZ4nTunUFJ3FBGxwFkNlsgp+2IvRrncMAU43kGLEDXSuQ6W8hJy6SI/sAYaex%202JDhTxZ/G5GhCJ2+Ja1mrtrH1DzQJa25qGdczWGtuUFygpqHedpq7lEeGeKjF7t9RCdKWl+ALQBv%20UjwxiNZ7sSQnLlYzyqf9ezNJ/LRtifFPTXQYR3QST0ROAXR7+4z7fSA5afcnizzzHq+vXGeJAwDw%20cB7/CHXxPNhLAG7niHv9+gZHGNTrgN8AvCwsYEoOELYDMxABtIGOnOCt+lOETtq283TrNOKi6Uwb%20ydapk/0ptLG1K9CF57bZqHWlCF3Cmiu1S1pz6ZpHtrmTmgOFJlBheiJyt8zR6VRkkpN01CZOv1O3%20lqL8OXN16UeH0t0W5RzRmR7biYnIt/q6OUzt7xPJSfOkWS6Tw0jOfeu7E2ElOi1uI25X0ctcUblG%20dACgUvVCMCUN8IAQ+HTADY6pIJ6Y5JBp0/Inq78OoCJPA2itgEtWnR4T1O5gVp3uT0EeSq302BIZ%20km3Mmoe2qWse1K6TmpOhU9oe2HdSc8JQcwhccmMz3T3lJrgeCeATG8lhGdWJ808SK4F/klGd2LZQ%20ghEkh34s5YhO2j4lSzCikwgoOwe6vX2m/T6RnLT7k4wTka9fZyU6LwMB0fFe4orKNaIDhLevQhAm%20E4xhIzDiAkQBrQqObqCVgN5hE+SigbhyTi1my58idLI/mTpYYrfJkFIjqDZ6TL2ecl3DmpPaTmvN%20BSnpfc0DW6Vmndd8tD4FLlliWJmY9xmbdOIiOVwkJIk+ioQ0qUUOuyUhHZOzCL2LUI2l4NFEhKXV%201e4DaDI9lk8GXl0D362+bg5D+3cpySEQJphuWwHst67kEZ3MYI7otCckIwBclVBYgRqUAGgRXCRd%20J9uE/hQBxjqIUgzQCh+K0Mn+5LRR/G3EBZIdyTqLra1dUTU36koROjl2dzU3bJV6dFfz8dosuKTR%20bOJayvdPMT5nkEpSkRzwjaS3B6YrAAAgAElEQVTsFKFKMgLVKaHKZoBiitui19bW0GBc2TogOj0h%20OXv7qff7THLSTsKeKgwo0VFHdMBGdKrVOjY3eVZfrVagApQG4sq2DaJ2AqKDOEWDsaIji78d6KHZ%20uQkM2UHc8CeHv36MlHrYyY2F5Mg/Rj1JqqtZ67BmotPH1VyN2UnNIdlYSU6XNZ+qHgOnLK6spPIf%20BKLjE/X0dk4vSEhaQpVkcnOn+rSPlqftS7rEztEZJNC/FffjdGn8d2CfayLy5tYm76rIGYXo/OAi%204LHdc2J78qrqqSCqbxWgJhXYNDANdRQDxkLXChRNbsQ+qQQEmm2gEx3DtDGBmiz+GslpB3HrLCRH%20O59eT9Eeoy5yzQNd0pqLesbVHNaam+RG1CfM011zC8lp28yUbgOnXEl5b7nfRMcnYiUhzTg9xcQn%20xies0upjctXbkpbopO1LusxPRczRSQ10e4+Us7WnG5JD/Z6ETZgq8kwDYJ6fs4FfxiKgrJ3DOSGZ%20hzPVqvKtK1jIDSTQM4E2AMhAR26gVfzJ4W8BVS2mqpNzIVWn2aixyU5utNgK0JOuk2tAIcnR6ynX%20VWo7b81JaYu95lItbTVX2pe05uE1t9V8rDaJFizxyGLKD+k2OLPpTDomORRNQpqyTVystHpK789B%20qMS8IZ+AsbQjOoxf+Pmsh4P7Il7omQro+k1ybqL9rkjOYOQ+yXTrinl+TsBpJKLDNyF5ZYVnRMf3%20gXpNWk/HCpQtpHMSGJgkR/WH5k9Wfx1UZWAOzkGyzkJcnGAsdO3O4wJxxZ9UUgBHbBvJgJZrcIys%209dmZmpPF31Yze81lm7DmFFlzkIdCk++1JWn/Cie0yM5Oi0FyiPF2DvXYn+JJSD/aMp7y0XLOEZ2j%20M0PwPPHZ4QTKQSA5/R7N6NEj5Z2ev8tzc7y8dDQ/yvbm8hXOW7aEgNNI2XkvtyEptXA/eZUdIwOg%20DRBVdDqYukFU9adoGwuIQ4th+lOETju3U2cSF12n2liIi6UNoc6sr9svOiZXzQPbntYcGKnnUEv/%20xhIAwBWGD+kW0r3FvFOxkRzxO1mO6b8HNhG2lFLPkctOtSUgOmlvXTF+4R/bPxwPXruS5Nwk+12T%20nAHIHQM8ETnT4xEdzievqmItHcBNckjWhWAaN1Kg+pPF3w70ga1mZ4ApUYRO9ie7jR7bQXIEIXCS%20HOmcRruk+hDBbLPW9viaJyQ5lpobtko9elFzwkRlGlyyXS5jI+Vqtjs5T6cZQXK4bucocVy2Mf5J%20R3Xi2pLk1lPqtrR/n0jxaPnG9ja2yzwPdADA0f3Fm5Tk9Hs0owePlHd6/hTn5np56dQQ3zIdrHN0%20/HBEpydzdNbWttBs8sw2KJekeTptEFVA3Qq0UIHRZqPoyE1uNKBHLNAiIBBWEDf8yeGvH6MwL6kN%20KrmxkxyjXYEurKWpk2smOnhczaUadVhzSDZWktOjms9sHwOn7IYnr4goIDmDQEKS+HMRqp14Wmw4%20Dwzlu78+3E9cHZsZcoPVriU5N8F+KpIzCG1p9YWDIwdZ+mmz2cRayiU6FMlZR3T2v4LW5zS1+D5h%20dZXn9lVp25PA2ARRsVVAWJAcqOBoArW4YFHkRuyTSkCg2UogKmLqNiZQk8VfIzntIG6dheRo51Ns%20pPbY/fWaaTlG1pwS1Lx1QNeZ5EbUJ2y7u+YWkpOw5nPb94JTBv3JKyLHGjm2Y8QD/HEkhOW9VExt%204SBUsynvPXI/cXV0f9EOVrua5PR7NCPd+dOTnMF50uzI2BGWfrq6ugqfeAZIAPgYxytiRyI676oC%20WOA6y7VrPLevGg0PtYqnAhQ0MFVAmNxASyrguXXSVgJRK+AquZCq02zU2GQnN1psBehJ18k1oJDk%20wLQRviJPq06yQRCTs+ZSLW01V9qXtObh+bup+WhlGh7q4JJL166l8m8C4LtpoUrHJAd7i/91c665%208XQTkdP2IVmG8hnsn7QsFrirSc5NsK//S+Pfx7bsG9rH9o6ra9f5+j2ABfx0+K7kjKrz2G5fcREd%20ANjebn1xOMEUJuAGOitQk9VfB0cZmINzkKyzgKgTjIWu3VFcIK74k0oK4IgtkSHZRsk1OEbW+pjH%20qAc1J4u/rWad1JwS1FyqpUWXa/JRizOXLqWO0YtRHSfJocFY/E9+NDsNoerF4n+d6g+mHNHh6ENC%20ju4fAnSw2vUkZ3BGM/re/i5icT5pdmSUZzQHYCY6nroIsk502CYkLyxc5QqFcimTAExJJQUG0EpA%2077ARx4I40GxtQAmJ5GjnC2wCf4rQSf5tMgQ5Lz22FlOxlfShjgySo9ZFbY9Vx1zzwFapGXfNwzxd%20NR+uMb3CHMDFpSXU6ulGiLiJThTJ4QJ+rtWUB2HdnTRtyWaAmRR/4NbqdVxcWuo+gCbHbBOROwK2%20foP6oOfTx/0ByIXrthUALJxfYIsF6dFywCA6fBOSL1xYRqPB864WQXRgBdNW0XWdbBPoBOBCBUfF%20BgJEySQgWuyWDyUAWpU8KDZ6bBtxccTUiYvYGu2S6iMTC90PUp52nRy7u5obtko9elFzMm202OMV%20vjfvNn0f5xYXU8Xge5Uj4CchOZRs8b8dGSmJO1fKtojfe0WoZscAL8Wdq3OLi2j6bPMUcGRGmp/T%20MVAOGqlIn8/ArJuT9vxdxuJ+0oyL6DSaDVy4cIElFgDl0fLWrqplIzr1ehOXLvFMqms2xesgdBCn%20aDBWdOQmNxrQIxZoERAIK4gb/uTw149RmJfUBpXc2EmO0a5ARya5kdse+FFg66ynFLObmkOysZKc%20PtV8X4nvrxIAeCXlrYdNgGXWkFgjh+t2TtytpdQkhuJJyCAtZGjL5eBEuvk5afuOLt1PRL75SM5N%20sz8guRwYPoChbIp1FCS5dOkS6g2+uZJAJNHxnwc84jrT2bPp/rKVpbydgQLQApThAmOhExcnityI%20fVJiqTpIQBnG1G1Mf7ICrQK47SBunYXkaOdTbOT2WP31mkk5am03a04Jah4SEuV8jprLbXfX3EJy%20Oq25dkycd3b9teCUtHMsCOlHdbp5pUMkyYnRs46kxJ0rrX+CWGLdnU7J3aEBmp8DAMcOFEyw2nWk%20giefgVg3J+1+369F+Dvnbauz586yxYIHQhbPy4c0ovPDKwCd5jrfuXOMRKeckcCU3EBLKuC5ddLW%20BqKwAGU7pqLTbEIdhYCr+JuxFaA3wFgGagpJDkwb4SvytOokGwQxTXKjkIKOat6qpbPmSvsosi6q%20juJrLq6Pzd+oVVjz8fI8Mj7fzBgOsEqzkkq3r3TYTYv/DWJbCIM1EfngVAETI9k9knOz7A/YJOyj%20Y0fZ+uq5hXNssQCcxi+pX6EZ08b7FNfZLl26jnq9wRKrUs4YgAsn0FpIDjTgE/sS4Ipjwse01wDc%20EVMGUSuIK/6kkgposckeU7HV8oXedtL8gmNk1MVWs85qThZ/W806qTklqLlUS8d5o2o+Wk13y0GW%20zVIJS6vpxmS69Y56pcNOkJAk/ruFUHXalpkRIJ/idSJLq6vYLJW6D6DJvUeG90jOzbQ/QLkAYHvi%20ql6v4xLnSCbB4DAWooMnuM7XbPo4f36ZJZbvA5VKuHggrEArAb3DRhwL4kCztQElJJKjnS+wCfwp%20QicTGFJiWmPL7QFUW/kn0JFBctS6qO2x6oyaUaqaB7ZKzbhrHuYZXXM1pqzbv3EbOOXM5cup/Kto%20vfeqE4l7pUNq4Ec8CdnJxf926pUOSR+/P5RyTnvaPqPLPUeGOwCyQSMVvPnsPVKeNhf1/HPDcyhk%20Cyz99PyF82j6PA8uteUJ/YCF6Ew8idbnmEU4b1+FozoRIC4AN8oGAvDIBEPYwJQSAK1KHhQbPbaN%20uDhi6sRFbE1/chMgOa6Up10n50uGTrZx1dywVerRi5qTaWPUXGqPpeZHr70FnLKTt6+IKJ7k4OZa%20/K8pb/uci9geSjkRmXt+zj2HJaITCWT9BvG9fBLv970Wre2x8WNs/ZT5tpWPCTypH7QQne9aA/As%2011nPnuVbT6dSbqXrBnGKIEA6yYkDWgTgaAVxw58c/voxCvMS/pp9uCWlDUa7Ah2Z5EZue+BHga2p%2002tGbpuImkOysZKcvtVcu+aa/UTpEDI0WAsHJrl91fprrfPRh50gITs1ktJzEhOTi9AdTjuiw0h0%20psdz2D+ZSwCUAwTiPcon3WjGINRnsB4pJ/DOz2GeiPwsfgbGC7Nst64AeE9wnXdxcQWVSo0lVrWS%20ge/bQFxcmChyI/ZDOzfQqjF1G9OfrECrAG47iFtnITna+RQbuT1Wf53ASDlqbVdjkkIgyGYjxdR1%20JrkRNQ/b7q65heR0WnPtWCc1H6mATS4uLaWeb7GG1lM/LtFJDhew7zYS0vO2JMhlehgYL3Z/rTdL%20JdaFAoPRnD2SM1D5dL3f92sT/p7xMjg8epiln1aqFSymXHdMkydsBx1Ex5zM0634PmFhgecDTNQi%20OyAV8FSgtoM5bCAKC1C2Yyo6zSbUUQi4ir8tNoU6A4xloKaQ5MC0Eb5yTEMn2SCIaZIbhRS0jZ3k%20xvAnp05tX9Kah+ePrrnUHt3fqFV8zcPjhP3rfMOxBODUq6+miuED5p8mIr6L5NDgLP7Hse5OPxf/%2064RQ3bU/1aXGqVdfBaULocg9R4b2SM6A5dPd/uC9vPTw6GHkM3mWfrqwsADGF3kClonIgJPoDH8G%208HgelwLvPJ3SdtYO9AoIa/s2wCVZJ9uTFWhNwKUIne5vxlRikz2mYqvlC73tpPkFx8ioi61mgmTY%20Yqr+rc5u+ttq1knNKUHNw5h2nVrzsK72moc1a9kevv4wOOXUmTOpY9jm6USRHM45JxwjKbt58b9O%20CNU9B9LNz+HoK7KcPDwUAWSDAuK9y+fmIDl9Prdj/75997H1U+b5OQ3sx2dsCgfRec8WgC9wnZ1z%20nk6plIXfRisXGItjAaBBs7UBJSRCIsWyExiK0MlgSkpMa+xAR4qN3oZQRwbJCc+n14OU88FqI5EH%20Rz0VcmWxgXT+sC7cNQ/zjK65GjOq5gppAzCxOQ+Pghfeppbnz56FLxLuUnSik/SVDklIyI6MpMSd%20K61/gli9JlRTw8DcWPfX2CfC82fPdh9Ak/HhLOanLW8sBw0WiPcon5uH5AzWujlEhGwmi3v23cPW%20V88u8PV7ePgCftL+sKrr1hXA+Jj58vINlEo8AEI+UCk5nr4yQJhUcNbshT9IkJI4oFXJg2Kjx7YR%20F0dMnbiIrelPoU63kfOR8tRjGjWTYpo62Z+s5CbwUerRi5qTaWPUXGpPlzUfqfCtp7NdLuPVlI8M%20l9o/QJvkEOOCeTH6QSEhg77uzj0HUl1ivHr5MrbLfBPhg9GcQQbxHuVz05Ac/V+/c2nv3zV5FwoZ%20nsfKS6USlpd4lp9pyxMuxY4QHaIe3L5CPNAjFmgRgGM00IaAG2UTHqMwL+FvAK0dcI12BToyyY2l%207UGnJJtOrxlZbZS2tQ/Yaqi0K6gBdVdz2abrmmvXvIuaT6/xvveK45bEVYQkh+3WUkr/3UJCZELV%20q3V37hu021b6/BzQ4IH4HslJns+O14Lgennpa6Zfw9ZPzy2cA4HY4sHriugMPw14PI9Lgff2VbWS%20hd/wrGDe2qcEQIvwAkYCrdBRBAEKjylA7wRayVayM2zk9lj9daCWctTarsYkhUCQzUaKqetMciNq%20HrbdXXMLydFqEFtzo66ktCFNzQ8tvwmcwgFii+AHfmNExWK7k4v/7RSh4n5abHIImE/52gduonP3%20Yf2N5QMM4kzx90hO7/dH8iM4MX6CrZ+yPlYO1DCKp13KCKLznjKAz3Nl8eKLF+D7xBUO5VJrrXWT%20pJAV6KEALRSghwVMQx2FgKv422JTqHMAbQtgSSFjVlstpqHTgVomBVqeShtBqk6KafqTU6fWLGnN%20w/NH11xqj+5v1FOruav2wbWMrvnE5iFkfL7nzM9fvYr1rU7XOFalAmDV6wHwkwnc7CQmgX6QCFUS%20vVzXe1Petlrf2sL5q3x/BO4by+LogbwEVAMM4kzx90iOut+rl5feP3U/PI/n1r5PPl58+UWWWG35%20PH4Wzvu/UbeuAMbHzLe2ynj11Stc4VAuZ1VQtgEuyToZTMkKtCbgUoTOJDn6MSU2qTF1GyXX4Bgp%20Oig6jRRoeSo2Qe6UgNwI8kAWf1vNOqk5Jah5GNOu66zmYc20tkfUfGw77mORXAjpHzMHgCV4A0tC%20uNbd2anHxDkfv79/NuVtK+bHyh+6YwQIgGuAQZwp/h7J2bn91868lq2fvvrqq9hK+QegIplorhLz%20jU5P8GUCPPcc31BVo55BvZ4JAQ3kICAte4PkII7AUIROBlNSYlpjSyAaD7Strymd5ITnk/KAICUW%20cqPYSEBv1alAb7OBdP6wLtw1D/OMrrkaM6rmCmmLrHl4feau3Q1OeY7jMXMPaCDd6EMaEnLTECqG%20XMV2oggcSbkaMkffkOWhO8RCgQMM4kzx90jOzu3vH96PueE5tn763Knn2GIBiJyfA8QSnZHPAx7b%204wAvvngB1WqdKxyq5Sw6Gilo20UDrUoeFBs9to24OGLqxEVsTX9yg7Gcj5SnHlPYhPlShE72Jze5%200c/fk5qTaWPUXGoPW83D9hABhy+/Ha0bRjxy+uxZ1BvplqVqokV20ow+9FVPgzWqw0Go7kt526re%20aOA042PlI8UMTh4pDDaIM8XfIzn2/V69vPSB6QfY+mm1VuW9beWhjLujp9nEEJ331AD3BJ9OpV5v%204IUXznOFQ6WcTQC0CMAxGmhDwNVtDKBt7+hAS1rMcCvZaudTbCWwNXVh7kEHJJtOJzBktVHa3z5g%20q6GN+Ij29LLmso1ac+pBzUnRZZpFFKo3wCXlahXPvvJK6jjXPG+ggX8ncmEhVOAhVGlvWz37yiso%20V/nWbXrg9iFkvF6DMg9wptm/aUmO/q/fuYjvW4D1aasXXngB9TrfgAeAp/EeRD44lWAygvcJrmwA%204MtfTj9fQYjve6jV1Lk6MIBSXDTNBjagJjvQan4K0DuBVrKV7EygFVty+OtALeWo5afGJIVAkM1G%20iqnrDJIjcpTa7q65g+R0UHOzrjtU83Ze+26kXNNfk889/3zqGJsZoIrekJCbad2dnSBUYwXgtql0%2015OjT8jy0AlpNeQdAcbugDPN/k1NcihNrN7V5vjEcYznUz5aKMmXT32ZLVZbYjlKklmXfwR4xJAM%20AGBh4SrW17e5wqFakZ6+MsCUVJ1mE+ooBFzFH5bYFOocQEsCRAXgWmxEPnJMQ6cDtUwKtDyVNoJU%20nRTT9CenTq0ZWcmVvWaUoOZSe3R/o57xNQ9rlrLm7fPcdv7b0ZoVwyOnzpxhWRRuJdMlsMfpKVqf%20ZN2dm2HxP7ktzYh2v34eSDOes10usz5Wns95uP+49Fj5IIN4l/t7JKcPuYDwwD6+21br6+tYWFhg%20iwcPhAL+KM4sAdH5oQsAPp0+o5YQ8U5KrlVzrTeaG2BKVqA1AZcidCbJ0Y8psUmNqduAVDuCZiud%200zxGQV5yvoFNcIwSkBtBCMjQKW3XYup1sdecEtRczdN23k5qHtaM2Go+sn0M+Rrf7aum7+OZF15I%20HWct6/UM+CNJCA0WCeknoYIHvPVouttWz7zwApq+nyqGLPceLaKQF5+rnQbKzoBzj+Twk5zuHymP%20rk3Oy7G+8uG5558DgdjiAfg0fhEX4owSPkfr/Y+02cjCefuKqEV2xO8gCRwRTWAS34aRSQFgj20D%20Ucjn0sC0rVBsENoFeUDN0wbQCHQUQ26kHOU2a1u1ZuSsi+qXrOai7fE1V2NG1Vx8OONrrl2fmJrP%20XOddJflzp0+njlH1gG3PDvxRoy6DtFbNbhnVcfm8ZhaYGkp3HTn6giwP3VHsEui49/dITtf5DFIu%207f37p+9ne+UD0JPbVom4SUKiM/knCF+5k1quX1/H5cvXucKhUs4ZIBoNtG0QtdlABUkrcXHE1EFU%20bE1/coOxnA9CkqPHFDZBvlJMUyf7k5vc6OcXtloss67Jay6uj7XmyjFirnnYnqQ1P3b229C2YpEz%20Fy/i2tpa6jjrOXNUh+uVDmn1O0moOCYUdzPH6e3H0o3mXFtbw5mLF1PFkMXzgNeeKA42iHe5v0dy%204vf9HtUGAN429za2fnr5ymVcv86H+wBKKOJPkhgmJDrfuQngz1IkZAjn7Su/mUG9mm1foNYxO9Ba%20SI4GfE4QhWSn2NgBVz6fYiuDraELcw86H9l0OlCT1UZpf/uAjZDYiI9oTzyBYax5cF7qQc1J1Tnr%20Gta8WJ5BvsY3n4wA/DXDX/IbOaCOzonDTi7+t1OEinPxvyT6w+PA7SknIf/16dOgdCEUufNQAWND%20XtdAybO/R3K6zmeQcpH279t3H/YP8T2Uwb52DvBn+AVsJjHsZAlY1ttXp06dRbPJd4+6WsmbgAsb%20UJMVjHU/BeidQCvZauCt2ASgSg5/HailHKHr5JikEAirjRRT1xkkR+QotV3V6XWldDU36rpDNXfW%20VWsPgP1Lx8EpHE/aEID1vGWuDg0WCbkZCJV+rkduS78EPvfTVq+7Q3+31WACZyf7eyQn2X7n6+Yk%20qw0APDL/CFsfbfpNnDp9ii0eACCTnJN0QHR++JMA2N7hUCpV8corl7nCodnMoCEeNTeAFiEpcIKx%207EehzgG0JEBUAK7FBiSfh+w6HahlUgBdJ21BShvsNiEhcemU4+2Ygc6oi1wzchIgNbaj5kY942se%201ixlzY2akUFyhM3RV78RLcjjkcWVFSwsLqaOs5lv365CD4A9Tk833+J/ScjbWBF4/cF0121hcRGL%20KyvpgkiSyQBvvLufT1vtkZxU+QxSLtL+XZN3sa6E/Morr6BUYpv9AgBX8Cv4ZFLjDoiO5wPeH3aT%20kUuee45vUjIA1KoFB4Gh4JgdjKEArn4Mkh+RGlO3Aal2BM1WOqd5jIK8TDCGpKME5EYQAjJ0Stu1%20mHpdzJpRSAq0PM3YFKHrrOZhzWhHa56vjmJoO3Itqo7lM8+lH8L1PWAr3z/g5xjVYSFUXOdKkMtb%20j3jIpnwNGse1l+W1txcxPuLtEFB2D5xJ928pkkOdxEpbq85q8475d7D20+eeZ79t9Yfwkv8F2uHH%20lvfpq5dfvoRKhQ9Ems0Mmg1pVKcNZFag1YFaJgXQdFDtrSTHAFoByqTaILQL8oCapw2gEegohtxI%20Ocpt1rYqASFnXdSakaJz1TX40MTWXI0ZVfNgSDW25tr1Yaj5/PmHLL2te/nsqVMsK+JuFT0ryA/C%20SEoS/aAs/pck10wG+Nqj6a5XuVrFZ0/xDt+/7f6h7oBS/9d3UrBHcgYiFxDumLgDR0b5njitVCp4%20+eWX2eIBAHKdTaXpkOj80GnAe7YzH7c0Gk2cOnWOKxwAoFbNK+AIWMAYKkhaiQs00HOAqNia/uQG%20YzkfhICrxxQ2IRhThE72Jze50c8vbLVYZs0oktx0XnOpPWw1D9vDWfO5C2+G57O98g2VWo1tVKdc%206A3w93utGs65OBxtef3B1ks808hnnnsOlRrfH3ZTYxnce1u+O5KTGmh5X0K5R3I620++bk5ntQGA%20dxx8B1sfBYBTp0+h0eRbfBUensUvo6OnOroYiOUd1fnc574C3ye2eH4zi2YzqwKuBnxOEIUNjB22%20ChhqtjLYGjoEeQUdLRJow5g2m+BYoCMrIbERH9GeeAJDMeTGQnJia049qDlF1EXNs5Oaw/cwsZpy%204RRNPvGFLwT1SiPlIa9j4E6y7s5uIiE7Qai+PuUkZCLCJ77whVQxdHnzvUPQnrXaIZLDu79HcgYg%20F7S+i46NHcPx8eNsfdQnH5/768+xxWtLxxykmzvOHwQ8Nnq2urqJ06fPcYUDANRreSsYA+oxBeid%20QCvZauCt2ATASQ5/HUwpAdCK85JpYwVqMvwNkiNylNqu6tSaiZh67UxyRFZ//diO1dxZV4rQqTFl%20myMvfZPezVLJ8o0beI7hFQB+Bqh1MarDte7OIJCQRLEoPleX/sQUcGwy3XV67swZLN/gW2nbA/Dm%20ewudAZ9+rGsg9VP6h/t7JGcAcgEF/Yp7bs7pr5zG6o1VzpANDOODnTp1QXR+aBmgxzr3c8tTTz0f%20gA+H+M0sfD9jAWNIIEyhzgG0JEBUAK7FBiQDJtl1OlDLpAC6TtqClDbYQDz0J4u/jWxQAnKjnt9m%20o/qT3d+oZ3zNw5qlrLlRM7KSHHvNyPAfXTuGXC39Yn+ycP2FX3WM6uwEieEiIan8EU+okqy748rl%20nbenf6ScezTnriN5zExmkgOffqzvpGCP5HS7H/9IeXck59DIIdw1cRdbHyUQnvrMU2zxAAAeHsPP%20Y7lTt26fIWC9fbW8vIaXXop9XUVH0qi3lq22AzUZx0Jd+AMbiCKMpxIYUnRQdBopQKhzEZhWh4wC%20YwnoLcRJabsW065TgT4gBU4boaMIXWc1D2tGfay5PSYAzFw6Bk45ffYsrjCsFOrngIZlVGe3rFXD%20te5OLwjV4QngoZSPlF+5fh2nz55NF0STt9zfwSPl+rG+k4JbmOTo//qciyzcozkvvfQSlq91zEni%20pCvu0SXRue3PAax352uXp57ifRrBb+bg+xkNTCkEXMAO4jYQFVsDaAUok2qD0E4ca4Uk5Xyw2khA%20b9VpQC/p9K1KQMhB+iQ/glIfJ4ERtQRZdWrN1ZhRNRcx42uuXZ8dqvn8y+8CULF1t66F6y/9xnAX%20ozoJ9Du5+N8gPC2mt+Vv3e2leks5wD+aM1L08MAduWTApx/baVDfIznuffbadU9yZodncc8U38s7%20AeCpz7KP5qzjKP68G9cuic7XVwDvQ9352uXy5RWcOcO2HiEAoFkvSODXvrQWwIUG0DqIiq3pH4Kj%20AcYaiEaNFKgEhiJ0sj+5yY3mH9hqsQySAookN6E/GedVYpMak7fmYXuiag6EJIer5rn6CIY2+Z6+%20AoCnT51CqZKePFEe8BTawroAACAASURBVG3r6iAe+G+mUR3OdXdOTAEPzKa7LqVKBU8zP1L+hpMF%205LKif0cAm+tYQiAcvJGcQdvfWZLDmYsu7zj4DqSn9KGcefUMLl/hWxAYAED4EP5+d39pplj+ivfp%20KwB48kneLwTyc/Apa5AcE4zlrWRrA7xARybQSn4I/CQQjQVTO+Ca/mQlJDbiI9oTT2AohtxYSI5U%20R4Jqj/YHi7/mFFEXNU/emrdsD77yRnBKtV7Hk1/meaMvjZmjOmxr1aTVJ8mFBmtU57vvSf/F/+SX%20v4xqvZ46jixvua/QHclJDbTpHilPT3J4H2lPt7/zJMf9SHk6knN09CheM/0a1j765GeeZI0HAMh2%20P2UmBdH5oc8C+FL3/qacP7+E8+eXOEOCGkXEA60EuBp4KzYB8JHDXwdTO4iaYEoKgZDzNf3J8DdI%20jshRIjmqLsxZjqnYaLm0dGT1148p5KqXNXfWlSJ0aszkNW8dmL7wCDINviX8AeCxZ55Bo9lMHygP%20YLh3wJ92JIUjl9T+7d/jCNVrDgB3T6e7HI1mE48980y6IJrcdjCLQ/ulScg2YIsDu76ThN2+f/OM%205GS8DN597N2soznnL5zH+Qvn2eK15Uv4FXy2W+eUC5pn/1U6f1PYR3UoA2oWnEBLAkQF4FpsQDIY%20kl2nA7VMCqDrpC1Iim0H8dCfLP42skEJyI16fqUdsMUmu79RT3LqzJqlrLlRM7KSHHvNyOIfXXPx%20c+DsHWZHSyE3NjfxxJd4/mbIjLfWRee+ndOkm2vdnahciIC/fTL9F/8TX/oSbmwmerlyYnnn62Ne%204BkHdl0Da7pHypMvcNeb8/Pt94fk+Ay52OThAw/j4EjK2faa9GQ0B0jFNVISnR/4U8B7MV0MVc6c%20uYLLl3n/Yia/AIKnkRsBfu0u4ARjGQxJ0YEsQCkAF6HOBaatzhgFxhLQW4hTsFXOQxE6FegDUmDo%20dH+y+Js1s4346DUPa0Z9rLk9puFvqzn9/+y9eXgcx3mv+/Zs2HeQWAgCBMF9gaB9FyU5shZrtSXZ%20smRJSZw410mcm+QmOVksHyc3J4njc5OT2M5jx3Zka4lkrRYpapdIWQsl0RL3TQQXkAQJEgBBYp21%207h+Dmenu6e7pwVTPDID58cHT011VX1V9aMz3srqqGpp23I4SkToXn3XvvkswlPn2VIoLPBUGbzZn%206oHfbvnpsvlfKlsXNENbhvvmBEMh1r37bmZGdGqocbFqocc8sKUKdjmHhOl+PnNGcgAqvBVc23yt%201Hv0WO8x9ndnvj+YRgq7eYhnMzGRIegoggxJy0iyV2CBApHEIyyMgmjsmBRoY0FZJAVaffCOmhSJ%20NJVNbR5VoLcKtLE2qgOt7qgFEG0b0aTpoEBXT3KeWF+EYZqmvM6moe34Z5Hou6XPdb+frPocDThp%20+g4IoVBzWO7/goZGRnhT0qiOtwxwpx/4LSFE5AeESOkL5n1xKfAFCaM5b378MUMjIxnbUeuac4vA%20LLClCnYZBdZIRuWNRyOyV7+c89xBTvK+OZlDDsANLTdQ5M7wvSY6SV9pBeDiH1AsOmLLRMZqfQI4%20kLmdhPbs6eHkSbmbsyG8INymQTR21AZabXA0DKbxa7EbLNkm6MoLYZ6mKS/M4UZXXgNiOpuJPLF2%20msNNorxVoNcBR8xHaPPobdr3eaI/SQCU5DObPlf9Hq19btx3vc+at3weRYwiUy+++y4BCaM6KFBc%20paQd+LMFIXbS7Wz+J7svAvjsQmgsy8z9gVCIFyWP5lSVKZy/1GRJeapgl3NImO7nGS5pz2FbzLSw%20YiGra1dLvUdPnjzJnj17pNoEDrAk/Z2Q9ZIAOteEgH/K3E5CQkR3S5YtRRRjFHCTAl48TSQHWlU5%204uWELlCq0/TB1CCIqm3GywtDIDGGE6GpxxxgRAq4MYAcgcYHyeAitOWFPo8x5Fj7XFj4RV1O2Pe5%20YXkj2wa/H7XPJo+ukJfKo5XI1JnRUd7YvFmKLW8JuIucgRDHH03ZqUvIXaElgNoSuGNJ5qM5b2ze%20zJlRuRB89bk+XG6TIOoo5GQW5FPv4uts/bnuf6a/C+1KNTmQ41bc3Nx6s9T7E6KjOVb1TkkK/8Td%20ZLxSQwLoAJQ+DIrURfM7dhxkcFDuRD5woYjE3jqmABMLuPo0VZ5EMDUOosnBVGiCaDyPYaAWSeUN%20ISd+c1vBjdamtrwOYNBBgTpNd00DV0lpBpAzVZ+b+lVYpGlt2ve5Kq+Zz1XtbP71nSD8BvfZ1LX+%20/fcJSFqOXF6T/qjObNtNORy7Z4D7VioUuTPzeSAYZP3772dmRKeSIoWLV3rSh5x08xbOnTvPMnBZ%206fKGy6kvrpd6jw4ODrJjZ1ovFE8thWMs42EZpiSBzt0BUL4rx1ZUkYiQvgILwKX4gMSOyZpjPBgK%204zR9oFZDAWaBNnrBNBiTHHCTyxvBhrABN9r6Nf3AyLYwLq/zlQaujPyo8ZnQ9jldnyf5TBhCjrHP%20hEF5a5+bwY2677E0t7+E8hNeZOrs6CivSxrV8XihpDz7EGInPV92U46pqwHOlzDt6vXNmzkreTTn%20ik4vPg8I/T/HA+1s3zdHUv1TLJtYqSYPcqp91dJf9QDRlVYREUmdMT19l7sJyDAkCXQAan4EnJJn%20D7Zs2c+RI1JNAgouJfYIywhghEWaDgowC8ao0kSKYKwK9AbgFD9q6hEWadpAH4eCpDR9eWFQPlEO%20VTs1/UBXv6p/YjJBnceOz9GkTdXnxjaTyhv5XNc/tU29X5o++jwgYV6NSuvff1/aJnOV1Up0Lr6w%20F/htpQtrCAmr82Ral422TBWoYvK54SsrM39k5XdgNMfrgctXq1ZaTSV45gQSCudybMmDHICb5t+E%201yX3P2dHjh5hy1Y5m57GpXCKBn4ky5xE0LllDPgXefaiAWXt2k1EIql/genIpXhQ8GgDJTooMAy0%20sXZFb6nUACMs0nSBXh1odUctgGjbiCZNBwW6eoyCefwPJVWg19k0tB3/LBJ9R12Xzmfqvuv66bzP%200YJLUh/s+dw7Vk1Jv9z7c3hsjJc2bZJiy+WGqmpF7kgKqdOlQI6Ntk61LrVuW6xQX5q5r1/etInh%20sbHMDal00XIvZSVMPVhOOdAW9s3J+DzPIGdp1VLp77OKiAhr16+1VX9aUvgXvoa0PyaJoAPg+T4g%20dbnUiRODfPCB9JnceFyqUR0SwdEwmMavxW4utEHPKJgKYZ6mKS/M4UZXXgMFOpuJPLF2msNNonyK%20QC+0NmNp6jx6m5j4R11OkzelzxOQI8/nxn039llqnzd9cBvJ4TMzvfjeewyePSvFVmUVFBVndyTF%20Tno2Nv9LBTnzKuBGCfs/Dp49y7r33svckEouF6w5Vzeak9VAO5vPM1zSnmFbIpIhx+vyctP8m6Te%20nwAffPgBJ06ckG12iCq+L9OgZNC57yy4vifXJrz55icMS36ZoqK4orATC7ZGwVgTMIUuUKrT9MHU%20IIiqbcbLC8PAaQwnQlOPUZ4EjBmV1wdqYVLeCFyEBQDp86rs6fuu8k/c74Z+UZcTkn1uDjlT8TkC%20fGfmUHRayqPkuALBIE+8/ro0e41zFRSXfYiZKZv/6fuilqLAg6sV3BJ2v3/i9delTSKP6dzFHqor%20yEmgLZxneJ7FuuzomuZrqCmqkXp/Do8M8+aGN6XaBEDhe3wDOf/Lm5Rk0AEQ/wqK1Nl4fn+Ql1/+%20SKZJADxuHy6XxyBg64OpsBFomQzKIjmPYaAWSeUNA278xjYPtIk0YVDeKFAL4/K6a5pAn5RmADnq%20fhj4M3oUxmmGfhUWaVqb9n2uymvq80Q7U/k89ntsev8WyHwVpEYf7NrF3p4eKbY8HmiYo8QDf768%200kHWoyk7QKXX5zoyf58VwN6eHj7YtStzQyp53PDZiy12QXYUcgpLyqXZm0LZSBqToO1oceViLm+4%20XOr9CfDyKy/j98tddYrCKB7+Va5RR0DngQHgh7Ktbt9+kO7u47LN4vOURvfN1wW+RDAVBgETbdCb%20vGAajEkOuMnljYKpsBFodZCj60NyeWFcXt1mdIFel6Y5Tto0hBt1HpVN4zS9z4XOZ0Y+17bTrs8N%204UbjV5G2z32DzRT3y11tA/DoK68QiTU2Q1VVQFVlFiGG1BCSjY0Mjby3oErO+6wiQvDoK69kbEev%20yztVoznpBst08uYdZMygc4frsqNKbyVfaP+C1Jd2AnQf6Gb7Tvl73QE/5K+Q+w4oHAEdANd3Acmo%20B+vWbSIcljsXQlEUirwlJsE0EfDiQS4p0CaAxDwYqwK9ATjFj5pgKizStIE+DgVJafrywqB8ohyq%20dmr6ga5+Vf/EZII6Tzwtnida0Dwthc/VeTT+EQbl9T7X9Qdd3iSfC20eQ59j6POG9z4PTCBTPX19%20bJD0agiAeXMVPJ4sjqSoP5ulZ1reIl0Y+MDnht87V84jqw0ff0xPX1/mhlQqKVK45nx35sEwB5BT%20WFKeWdn4aI4EyHEpLu5aeBelHgkz7VUKh8Ose2mdVJsAKPhxI3WbmpgcAp2vHAfXT2VbHRg4yzvv%20SN6UCHC7PPi8xbpgGL2dzAItJIJjPM0s0E5eMASQWB5NMBWmwTheTh3A0ZfXwUjsjyRVoNfZNLQd%20/ywSfUddl85n6r7r05J8ZuLzJL/a9TlacEnqw1R8PtkfA597h+ZRfFL2JpfwzIYNjE7IASi3C9qb%20FYTQgQrZhxDZQKXvizDxwT0rFJrKM/fl6MQEz2zYkLkhna69wE1xkervNiuBtjCSI+3c4bps30fN%2019JW3ib9/nznvXcYGJA+6AKCn/LXyH9sg2OgA+D9Dg6M6rz99jZOn5b7sjwAn7cIt0v9LhlSB9MY%20FFgGWkwhR/0TT1NDAcnBNJEmLOEmUT5FoBdam7E0dR69zVig1/tHXU6T18wvmv7J9rlx3419lo7P%20haXP5757Nwi572kbGR/n2Y0bpdkrL4GmejmQMlUIMQIq2a90MNK5DXBtmxw/PrtxIyPjchdJ1FQo%20XLraPS0hZ/ovKZdQfwZlIzZWetnVospFXNl4pdR7E+D00Gne/pUDL+5U8OPjO/INR+Ug6NxzCFz/%20LNtqMBjmxRc/kG0WgJLiUhRc1oEWzIMoaIKemLxgFDiNA6XQ1GOUR8QDrlF5faAWJuWNwEVYAJA+%20r8qevu8q/wgV5CT7RV1OSPa5OeQ47XPPmVbKeuT/Wb25eTNHT8nbPLOlXqGsODWESHk0ZSPdiVc6%206FVVBL99jpy5CkdPneJNSTtYq3X9JR7crmwG2sJIjrRzh+uyqwpvhSPzcgBefOlFgiG5qwsn9c/8%20JYecMAyOgg5A8f8C5aBsq/v2HWX3bjmrUdRSFIXS4ujzTONAy2RQFsl5DAO1SCpvGHDjN7VZMFYH%20YWFQ3ihQC+PyumuaQJ+UZgA5muCvyxO3L4zTDP0qLNK0Nu37XJXX1OeJdsr1uWDOxq+ihPuRqYgQ%20/Gz9+njfMpWiwNKWNJacZ5ou7KXLeqVDUn+B3+lSqPBl7jsx+buQNUk8pnlzFDoXK1kMtPIgJ5Jh%20+Yz3rcl1/Rm2JdW+OXblUlzc2X4nZZ4yqfcmwO49u9n36T7pdlE4SDn/S77hhBwGnbvHgW84YXn9%20+g8JBuVuvQ/g8XgoLtK+IiJ+RJgHY5IDbnJ5o2AqUgbapICrg43k8sK4vLrN6AK9Lk1znLRpDTda%20m0nlk3wmDCHH2GfCoLy1zw3hRuNX4ZjPCRVT9YncHUgB9h05wqsffijNXokPFjUpKSFE1m7KTmz+%20ZwdyILrCavUcOX579cMP2XfkiBxjKt14mRumGixzCDmFc2dtp6Orm66mvaJd+r0ZDAZZ/8p66XYB%20UPgGf4LcZ8A6OQw6AA+sA+UF2VbPnBllw4atss0CUFxUjNftSQqi1sFYFehjQc8gGKMJpsIiTRvo%2041BgFGg15YVB+UQ5VO3U9ANd/ergjkjKk0hTA4jQpgl1mg4KdP009mfsjz6Vz3X9QZc3yedCm8fQ%2050zd5wKqtt6Ee3wQ2Xr6rbc4MSjPbnMNNFSnhpB82XfHDKisdFET3LpYjr9ODA7y9FtvyTGm0tJW%20FwvnqUZzphHkFPbNyays1b456aijssORF3YCbHh7A2fOnJFvWOEFvokDS7i0ygLoAHi+AfLeWxHT%20e+/t4uRJuRM/YyorLcPlcmkDvVWgnbxgGAxjeTQBU2hhwjDQqgI4VnlI/IGkCvQ6m4a2459Fou/o%202qorr4ECXX6tz4TOZya+su1ztOCS1Adzn6NJ0/tMGJTX+zwBOfp6EVC34UZI88sqlQKhEP/5wgvx%20PsvQqvkKVaXZgRgndlO2Umtl9JGVDAkh+M8XXiAQkjuSrChww2WuqQfLtAJrrqEi39uTwblk2+mo%203FvOFxY4My/n5MmTvPe+3NebTGoMlzNPfPTKEujcexiUv5dtNRyO8OSTGx15hOVyKZSXliagwDLQ%20Ygo56p94mhoKdPkTeRJB1DwYJ4DEPE1Vvxog0NWvKxcL9JrrunKavGZ+0fjM2GaSX2373BhyjH2W%207HNDv8a/cFL5PNoQU7gSUHR0Kb6T8ifu7T96VNpLPwFcClzQrlDsSw0xud78T1/eShU++KMLFXxu%20OX56adMm9h89KseYSheucDG3Vn3vORVo5UNFZvvm5APk5Oe+OelIQeHO9jsp90rYM0GnYDDIk888%20STgid9d3ABT+nr/hsHzDycoS6ACUfBeUvbKtnjo1xLp1zqzC8no9lJeVJgVckgK1MAycxoFSxPOZ%20BVMRD7hG5fWBWmjz6G2rYWTyRB2MtXm04BJvj77vcR9M/oGa+kVdTpimCZ3NeH8sfW4OOdnxuTAo%20n+zPupfvgYj0wUye3biR3n55E559Hrh4oYI708nJVmXslLeRHgMqK7kV+IPzFepL5Pint79f6hL/%20mCpK4fpLXVkItPkAFfncngzOJdtOVzfMv4GFFQul35sA69av45TE1Z5xKexlmTObAxopi6BzdwD4%20Aycsf/LJfrZs6XbCNCXFRZSWFGuhQBOERVIwNgy48RvaLBirg7AwKG8UqIVxed01TaBPSjOGnCQA%20SeqfMExD1061TeM0dZtFch5Tn6vymvo80c7s+zzaTtd4KRUfL0C2gpOPsGSu/KkojsIOSuYQktGj%20KWE9udlOj+9dqbCsTo5fIiL6yCoo+ZEVwC1XuinyOR1onYGKqe+bU4Acs/N0dWXjlVw691Lp9yXA%20lm1b+GTrJ47YRuEPuBu5b0K2UBZBB+CB10F50gnL69Zt4tQpByZLAeVlJRQXRdelagO1LuiZBlOR%20MtAmBVx1AMfItjAurwm0ukCvS9McJ22awQ2qtsTAKak8aMtPdkAPOcY+EwblVX028Lkh3Gj8Kpz1%20uc6m1ucJmxWbr8c9ctrk7pq6DvT2sv49uc/O51bAea3KlCHE6VEdYaMP1y2AzyyQ55P1773Hgd5e%20eQYntaJdYUWH6n5xJNDmG1TkU3vya0l5ujq37lyum3ed9PsS4FT/Kda96Ngc4Sf5Jq87ZdxIWQYd%20AN+fANL3yQ8EQjz55AaCQQeeJQJVlWX4fF7igT4W9AyCMZpgKizStIE+DgVGgVZTXpgHY9TlVW1M%20StMDjEjKk0gzgRwdGGjqUkGGUX2JtNgXgL48BuUNfK7rn9pmap/HfpdT8LmRryx8XvPy7TiwUTjP%20vf221I0EARbWw/Im5x49TXVUR9ho+6Xz4N5V8iZkHj11iufelr8TbJEPbr7KVYCc6Xwu0Va6Wlq1%20lNvabpN+XwIEQ0GefPpJAkEHBlwUhinmT+QbtlYOQOeeXuBbTlg+eXLIsV2TAWqqyvB53MbBEG3Q%20F5MRTgMThoFWFRyxykPijyNVoNfZNLStCswCXV5dexNpuv6gqz/eLqGpT5um8lWs3qTyGJQXyT43%209Jldn0/2J6XPE5Cjr9eOz2NH78lWirslzYpVKRQO8/1nnmEiIPdL6dwWhdaaqY3axAAlG690UKur%20IbrCShbmTAQCfP+ZZwiF5f/n6fpLXFSUZhAccwwV6S8pzzfIyZ8l5emqtbyVuxfejUtxJny/uP5F%20Tp486YhtFL7FXyB/eDSFcgA6AG3/DjjyjvePP/6UrVsPOGEaRVGoranAo4Md9U/smgYK0KWhDpgi%20RTBOAIl5mqp+NUDE0kzKxQK95rpJoI71JxlAVH4gATl6m+jaYjQ6Y2g7llfnH2OfpeNzYcPn0Yak%2063PNUfVT9epXUILyJ/b19vfzXy++KN3ulR0KdWXGEGJn352MIUfYh5yltdHJxzLeSB7Tf734otQJ%203zG1NSlcsJLMAq1l3hkMFfnWngzbkq7mFM/h3kX34nV5pd+XAFu3b+XjLR87YhuF7VzBvztj3Fo5%20Ap1rQuD6Oijp/6ZtaO3a9+nvd2a+jsulUF9bgdvtMoAbVcDFLBirA7VIGWhj8KDJo7ethhGEJo/e%20piavuj0qm5q8YvKP0xBAEm03sgkmto3AxdS2Qd6s+VyYpOn9qfW55kftz7CbircuJrr1nlxt2rmT%20NyS/e8ntgs8uVSgrmuJcnBTpdnZTFjbauaAK/vgiBa/Eb7M3Nm9m086d8gxOyu2C29YoaDBHaqB1%20HirSW1JegBz9eWw0J11V+ap4YPEDlLglLSXUqb+/n7Xr1jpiGwWBi69zDfJn9NtQjkAH4P53QPzM%20CcvR+TobHZuv43a7qK+rQFGi/31U/68+7ZECktO05YVxed01TaBPSjOGnCQAIWFXTAKJURq6dorJ%20AtZwEzsKg/JGtoU2r7pfST7Llc9j7bTv86K9l+E56cByTeDx117joORJsyVe+NxyhRLv1EZt0t38%20T/3ZjprK4f+5WKHEI6/PB3t7efy11+QZVGnN+Qr1NU4F2hkMFfnWngzbkq5KPaXcv/h+Kn2VDtyV%20Ds/Liepn/A3vOGU8lXIIOgClfw6K/OUoQF/fadavd26+jtfjZk59BaCoAnM0zSzQxoJyPOCqA3is%20nKa8MA7GuiCqCfSmgVYFLyZpqNoSA6ek8qAtr4IRktJUR107NXnQ206AhiHcaPwqLNIMICddn+ts%20an0uDNNS+bxy7YMgBkzvrakqFA7zvWeeYXRc7mtjqkvg86sVyn1TGNUhRbpJGTuaUwp/drGcF3XG%20NDo+zvccmpczpwauPA+HAm12oML+kvIC5BidR2zf3Ql5XV7uXXQvc4olvazNQOtfWk/fyT5njCuc%20xsOfO2PcnuTPjkxLT43BHSeA252wfvz4IHV1lTQ01DhhHo/bhc/rYWzMnxww0QVRtEHUMI8mTRiU%201+cxtqmxrQEJk7xJ14RFmq4/6PIYtDmpXsM8sTSRlGbsM2HT57r+mOYx8LmpX819ru+fkc+VQClC%20OUKoJQSSt2wf8/s5euoUl6xaJdVysQcW1SvsH4CxoOrRkg3IEWmm21FzOfzVpQq1EkfxBfC9Z57h%204PHj8oxOSlHgnhsUqiucCLQzGCryrT0ZtiVduRQX93Tc49iGgADbtm/jjbfecMw+bv4v/hpH3iFh%20vwk51/Nb4Y52oMsJ6/v397JiRRulpcVOmMfrdePxuBkbDZAqiJIy0KYR6E2CqHGAFrpzE4CJ5TUE%20EH2bjW3q2x5voxXcxMub911bXtiAG23frX2usjkFn5v7VZimeY6uJNDxOqJM/rbtfYODeNxulra2%20SrVb5IElc6KwMxpMwEkcVDAHGisgUpe3o7Yq+B+XKlQVSe0e6959l7c+dmYi5przoWspmQfLHEJF%20xFb+AuSYnpMe6Cgo3LHgDlbWrHTkngToH+jnsSceI+zACOakfsZDfNsp43aV40dXMSm/D8puJyw7%20PV8HoLysiPr6RMAyGylICrhCnUcX6JPSEj8xm5o0tPkTR5E4V/9gkldXX7wdmnq0No3zTPbHLC2p%20vKrv6v4m+UzYhBwRb6e1z6MNmarPzf0qtPYMfF7xi99DCTqzjPPZDRvYfeiQdLvlPvhyl0J9qQ5Y%20sB61yfSVDjEtroG/vFTu4yqA3YcO8eyGDXKNTqq1Ea6+cHpDjr3zGd6eDMumI5fi4o4Fd9BV58j/%20/wHVvBzJW1PEpbCbUn7fGePpKQ9GdACeC8LtG4AHAenr5kZHJ+jrO82qVQviE4hlq8jnocjnYWQ0%20aBxE0QZRbR4DyNGkqcuJ5PIpwCVmwziPDlzi11R1a8oLizStTdM8SeWNIces7+Zw45TPkyEnc58D%20YS/uExUEV/QAEmfTRqtgy6efcv6yZZSXyF2l4XPDirkK3afhrD/zUR27IWBFPfzpxQrFcl3FicFB%20vvv44/iD8l/AWuyD+2+B4qIMA22OoSL1vjkzHHIsfxcpzkkPcrwuL/d03OPoSE4kEuHJp57kcI9j%2079QcQ+Gz/BXHnKogHeUJ6AA8f2pyvo4j2z0ODJzlzJlRli+XO5yvltfrprTEy8hogEgEzAKuYaA3%20CsZGQdQ0zTjgWgVatU19Wqx9tsAlqZwwKK/vcwIe4ueWAJNcv6HPpPucyS8vmT5P9N01NBdRuo9w%20Y/qTFFMpEAqxbf9+Ll21iiKv3P8/eN2waq7CgdMw5DeHmFRzdeyGgHMb4P+W+CbymIbHxvjHRx7h%209LD0zdoBuOMzML9RQqDVpM0iqMi39jgMOSWeEu5ffL+jc3IAnl/7PDt27nCuAoXf4yFeda6C9JRH%20oAPw/CdwRwdwjhPWT5wYJBSK0NHR5IR5ADweF2VlPkZG/YTDQhtE9UdVwEvKkxSEhWma5qizqU+L%202bCCnORrFpBjABCp61W10RJuEjbN/aIuL1LAjYnPTfzpuM8n0zzdqwiu2IAoKUW2Ricm2NvTw6Wr%20V+N2yX1S7XFBZ4PCwSEYnEi9AisOOqQHOVe3wu+eq+CR/KA9EArx3ccf56hDu8CetxyuPE92oM0+%20VFjvm1OAHNNz0oOcKl8Vv7nkN2kqdS4+Abz2xmt88JFzK5KBR/gWDzlZQbrKM9AB+PyrID4P1Dth%20vafnJMXFRcyftXrFcAAAIABJREFU79xSPbfbRUV5EaOjAUJhYQEwujRdHqvRB00eI4DQ5026JizS%20jCHDHG4M6jXME0sTSWmG/dL7xxJghEF5Gz63gpwUcGPa9yn43LtrBYELPgSX/Enzp4eHOd7fz0XL%20l0t/dOt2wTkNCofOQP+Y/VEdOyHArcB9qxS+sFTBJfmJsxCC/3juOXYePCjX8KTqq+FLNwpcisxA%20O4ugIt/a4zDkzCmew28t+S1qi2oduR9jev+D951dYQV7KOU2XkP+c+AMlIeg81wQ7nwbxIM4MF8H%20oLv7GPX1VY4tO4foDsqVFcWMjQcJhSK6QG0z0JsEUeMALXTnJgATy2sIIKr2TLbTKsAnyovUcBMv%20b953bXlhA260fU8NjWLKPtf3L5EmkvJMxecEi3ANeAgtO4ETawR6+/uZCARY3dEh3bbbBV2NCkN+%20OHI29aiOnRBQ5o0+qrq4WXpzAXji9dd5e+tWR2x73HDfzYLKMpmBNjdQYb5vTgFyTM9JD3Lml83n%20wSUPUu6VvwJTre07tvPCuhecq0BhHIXr+SuOOlfJ1JSHoAPw7Em4ow+41aka9u49QkvLHGprK5yq%20YhJ2ipjwhwn4wyRBTkqAEdo0k3JWIwWGeVOCS7JN4zzG4GIOCAZ5DeFEaGyYA4xIAUAGkDMFn5v7%20VUj1uau/kUjtbsSc9L4o7Wr/sWNUlJaysFk+PbgUWD1XobJIYdcAhCJT3whwXkV0+fiCKunNBOD1%20zZt5duNGZ4wDn71MsHSBzEA7i6Ai39rjMOQsqVrCfYvuo8gtea8EnfZ37+cXT/+CiJA/FzAuha/z%20EC87V8HUlaegA/D8x3D7YqDTCetCCHbv7qGjo5nKSvlzI2JSlCjsBIMRxieCk3WTAmAm/1xMgzFJ%20QTRmwzTg6mySCnKs4EZl0zxNX16V1xJORLJfDH0mTMrr/SpMytuAnIx9rrVpx+eevasIdb0DRc7s%20+7Sju5u2piaa6uocsd9aBcvqFLafgrFQ+pDT1QB/epFCtUPf+598+ik/fuGFNMORfS1pgxsulxlo%20ZxFU5GN70sybjs6tO5e72u/C45K8jFCnY73HePS/HyUUcvQ1U4/xLf7GyQoyUR6DDsCXX4XQnYAj%2038rhcIQ9e46wfHkrpaXOEbWiQGWFj0gERseClgFaE+itgmgsb8pAm7CpT4u1wQhcktKSyhlAjmEQ%20j2VIDTny5+4I4/KGPhOSfa6CHFO4Me6Pa98iwudvBUXyZjHRKvlk3z5WtLdTW+nMe3NqiuHiZoWD%20Z+DUmD3IURS4dTH85moFr0PfSt3HjvGvTz7pyOsdACrL4d6bIni8kgJtjqEieUn5LIMckUZe0oOc%20Kxqv4ObWmx3b7iSmgYEBHn7kYSYmJpysZh/13Mp6HHtRVqbKc9B5KgB3vA38JrI3GplUMBhi796j%20rFrVTlGRI1OC4iov9+F2uxgeCZgE8eTAbHhUB1GDNEgNOcnXLCDHACBsgVOsjZZwk7CpT0vOE71o%20DTe6uk1sanyeIk9GPjf0izpNJOVRxktQBhQiy4/jxJ9oOBLhw927WdneTk2FM49uizxw6TyF8RB0%20D1nnrS2Ozse5ar6CU9/7B3t7+c7jjzPh0OZoXg/cf3OE6iqJgTaTstMZKvKtPRIhR0HhhpYbuLrp%20akfuQ7WGR4b56c9/yrBDWydMagIPn+VPOeJkJZkqz0EH4Pk+uP0UcItTNUxMBOju7qWzsx2Px1mX%20lJZ6KSv1MjwcJBwRlqMPsWNyEDYPuNprwiLNGDLM4cagXsM8sbRkcDLsF8IwjzHACIPyxv5JXa+1%20z5N9Jtvnib4bpSmnmqB0N6JZIPt9WBB9AajTsKNMzttpKlPYdiq6A7JeFzRGNwFsdnAe5sHjx/nO%20448z7vc7Yl8BvnCdYME8hwJ5DqBCu6S8ADmm59iHnHJvOV9e9GU6ax2ZjaHRhH+Chx95mIEB+S8P%201kjh9/km652tJHNNA9ABeP7XcPsyYJVTNYyOTnDkyClWr27HJXm/Eb18Pjc1NcWMj4UI+KN/tKSE%20G5ICPWbBNJbXEEAS16JHY5tJ5WJttIKbeHlzyDEK9MZpeh+IlHmswCnZr+bgYtr3LPk8dlT2r0Ys%20ewnKnZmVGwyF+Gj3blYuXEh1uXOk0VIJ5zUq7DgVfUcWRHdXvn+1wheXy98EUK1DJ07wz489xpiD%20Q/fXXiQ4b4VDYDKboCLf2iMRchZWLOSBxQ/QUNLg2H0YUygU4tH/fpRjxxzelFjhCR7ir5ytRI6m%20CegA/OarMOHYfB2AoaFRTp4cYuVK514VEZPbpVBbG51wOjIcJCmIW0GOaaDVBlyrIGpk0ziPMbiY%20B2qDvIZwIjQ2zAFGpAAgA8gxhZuETX295n4VOfW5sq2LyEXrwePM/hox2FnlMOxUFsEVLQpHh6HI%20DX92icJq57ayAuDwiRN857HHGHUQclYvFlx/uWzIiUi0lf55Ykl5AXJMz7EHOQoK1zRfw+0Lbnd8%20ZRVARET4xTO/YH/3fmcrUviUIm7h9fydl6OWs9Fcuh5ZBJF3Qcx1spbly1u5666rHH+MFdPwSIAD%20B88SDERIa6RAf7Q5UmBk09S2ClxS21bltYSTaDut8mjAJam8Ho6ESXkbkJMCXFL7XGvTEZ/XHyT8%20e8+B27kdU8tKSvgf991Ha4Oz/+MUQDiC9F2O9erp6+MfH32U0fFxx+poaYAHbg3jcssOtJGcQkX0%20LeUFyDE9xx7klHvLuav9Ltor2h27B9UKhUM89cxT7N7jyPux1TqJj8v5SxymKXmaRiM6AM8Nwhfe%20BPFlwDE87u8/w+HDfSxf3poV2CnyuamrLWZsPIR/IrrfDmYjBfqj0UiBKm0yCaMgmpSWVM4AcgwD%20dSxDasixeqyVyBM9sYYbVRuN8hj6zNhm8tGuz1WQYwUw6v5MxeejNShHShHndIPizG0fG9npXLSI%20qrIyR+qA6P+sZO9yrNeRkyf5J4chp6oc7r81jM8nO9AWIGcmQE5HZUfWHlVBdE7Oo48/mo2RnGE8%20XMdfsdPZiuRqmoEOwHPH4c4PQXwJB9s/NDTKp5/2snx5Kz6fs6uxANxuhfq6YhQFhoeDxiMFsWNS%20wBSGeZKvWUCOAUDYAqdYGy3hJmFTn5acJ3rRuLzettDmMYETIxgy8+uUfJ4SYETmPh9sRBkegWWD%20OHXbByZhZ3VHh6Ow46RikDPiIOT4vPCVWyJUV+Yg0M4kqMjH9qRISyWX4uLa5mu5te3WrDyqAhgZ%20GeHhRx7m6DHHNyQOALfyTd5zuiLZmoagA/DsQbh9H/AFHHz8NjIyzq5dh1m6dD4lJdm5aSsqfFRU%20+Dhz1k84NPmnZQkwwiItxUiBAUAIhEl5DMongxO6NhgFem2avrwwKG9k29hmcrkUkKOzmTpPOj5P%209D21P4VlHgDRuwB8h6E1gFO3fSAY5P0dO1jU0kJ9dbUjdTilPYcP88+PP+7onBxFgTuvi9Da7MA8%20mpzvmzPLIccKOEkNORXeCu7tuJeuui6ULM0KGRwc5Kc/+yn9A/1OVxVB4V6+xTqnK3JC0xR0AJ7f%20CZ8fAHGTk7VMTATYvv0gHR1NVFQ4t4OyWkVFburrShgbCzExETYOphANjpmOFBgFeku4SdjU54nZ%20Nwr0xml6SBEp81iBkyZPCnAx7bsqj5M+15YXFmna63Qvg8ZtMMe5L9JQOMymnTtprq9n3hyHZwxL%200ke7d/NvTz1FIOjsuwR/45IIXcscmiws09a0P59ekLOochEPLHmAuSWOTh/V6Pjx4/zXI//F2eGz%20zlfm4g95iIedr8gZTWPQAXjuI7jdBaxxspZgMMT27Qdpaamnpsa5d2Op5XYrzKkvwaUonB0OIiLG%20ATfTkYJEWjK4mAdqg7yGcCI0NswBRqQAIAPIMYWbhE19vbE+JAOMSAE3ufe5Rjs6YfGHUOXcI9WI%20EHy0Zw9lJSV0zJvnWD0y9NpHH/GTdeuIRBx8jw9wcafg6gudWhGV631zclu/qS+yXX+akONxefhM%2082e4pe0WfC75O5mb6cDBAzzy2COMTzj3iFalv+MhvpONipzSNAcdgOc3wB1NwAVO1hIOR9i+/SBz%205lQxd272hvQrK33MqS9mfCLMxHhY6kiBUcBNbVuV1xJOou20yqMBl6TyejgSJuVtQE4KcDHtu8oH%20apvZ9rmhPj4PVr0DZc68Eyumbd3dhEIhVrZnZ+VIunrqzTd5esMGx+vpWia46cpw9gPtrDufPpCz%20uGox9y26j2XVy7L2qApg566dPPHUEwRDzo5eTuqHfIs/zUZFTmoGgA7Ac+th22pguZO1CCHYtauH%20srJi5s2rd7IqjTweF3PnFFNa5uHscFA7dyfDkQLDgGsYqGMZUkOO1WOtRJ7oiTXcqNqYEm5iR2Ob%20yUdhA24SNs39ovaZkOrzlProPDh/IxQ5+0h135EjnBoaomvxYlwO7y9lV+FIhB+vXcsbmzc7XteK%20DsFt14ZBcSrQ5nrfnNzWnzifHpBT5avijgV38BvNv0GJp8Tx+0+tDzd/yPMvPO/46CUACs/yEA/y%20bQtnTBPNEND5toDf/SWMXgEscLq2ffuOIgS0tzc6XZVGpaUemhpLEQKGz8ZWZjHlkYJUo0N2An2s%20rFEQR9cGbXlhUl5vWwc5JnCihiHLo86mdd+FRZpNyEnT5+pjSgkXbD4HLnwbvM6ukjrS18eB3l7O%20W7oUjzu3XxsTgQD/9tRTbN6zx/G6FrcK7vxsGMWV5UA7687zH3LcipvLGy/niwu/SGNJdr/7Ad7c%208Cavvv5qdipT2EA1d3AJjr7yPFuaIaAD8FgY7nwOIjcCjt+Fhw71MTIywZIl8xzfRVktl0uhpqaI%20+jnFjI6FJh9nRdPSHZ2xzhNLE0lpmrLxNJECgNRpwqC8kW1jm8nlUkCOzmbqPLo2WkKRXZ8n20zy%20i+poW2EPfLIcLnoX3M7CzsnTp9lx4ADnLFpESVF2ViHqNXj2LN/97/9mX0+P43W1NQu+eMPkhoAF%20yHHwPMervXT/jLSgYgH3LbqPztpO3Ep2w6YQgnXr1/Hepqyt6t5CDdfzDcayVaHTyo9xaKn6RSOM%20vQsszEZtK1a0ceedV2ZtF2W9TvSNs3//MH6/fqNBs1EIYQNuYtfMIUdbXtiAG22wt8pjBU6aPCnA%20xbTvqjzGcCRS+CXhH3v1Jts0sz1l1Z6AP/wFeJxfJVVZVsbX77iD5QsWOF6XWrsPHeIHzz3H2dFR%20x+tqniv4yi1hvF6HA+2sX1Ke6/q153qVe8u5vuV6zqk9x/F7zkihcIinn32aXbt3ZavKA5RwOX/O%20iWxVmA3NQNABeLgDeBfIyraU8+bVcffda7K2IkuvUEjQfeAsR4+OEXt0axxMk8HFzkhFPK8hnAiN%20DXM4ETbgxhicNHlMwCUOCqYAI1LAjRZIzOFGC2zWedLzecZqPgBfWw8ux14HF5dLUbjr2mu56dJL%20Ha8LYP377/PUm28SkeYsc82tFdx/W5jioiwH+hwE+dyvtsp1/Yl/aikoXDTnIj4z7zMUu52d8G+m%2006dP84tnfsGxXodfzhmTQh8Kl/NNurNTYfY0Q0EH4GfngtgIZIU+iot93HbbZaxc2ZaN6gx1djjI%20nt1nGDoTfUkoJgHXahQielTltYCTWLBPDTDCAoBM4MoUbmJHYSMPcXAx7bvKB2qbxn4xtmnuV/s+%20l6aObfDAu6BkZ2XgBcuW8Tu33kqxz5mltROBAP/5wgtZmY8DUFMJD94eoqw0G4G2ADm5rT/xT62W%20shZuab2FplLn3i2XSjt37eSXa3/JhN+5zS81UhgG1vAQn2SnwuxqBoMOwM/XQGQtWYIdgIsvXsb1%2011+Qs0dZQsDxE+McODDCyEho8ppBwDUM1LEMqSHH6rFWIk/0xBpuYkdhnGYCOdZwowUSa7hJ2DT3%20i9pnIgXcqPpjw+eOaNV7cPd2UCodqkCrpro6vnHXXTTXy12J2Nvfz7899RTHBwak2jVTZTk8eFuI%20yoosB/ocBfncr7bKdf3RfzHVF9ezpnENnXWdWV0urlYoHOKVV1/hg48+yF6lUci5hYfYmL1Ks6sZ%20DjowObLzEll6jAXQ1FTLF794NbW1uXmUBdEg2tc3wf7uYc4OB1MHccwDPUkAIpLSkvNELxqX19vW%20QY4JnKhhyPKos6lP0/ZdWKQZQ46VzZh/Uucx/LXJ05ItcO/74MrOyE6xz8dXb7mFC5fL2eHho927%20+fHatUwEAlLspVJtFdx7c5iqimy9VLMAObmtP/oPoLGkkTVNa1hRsyJngAPR1zk8+fSTHD9xPHuV%20KvQBN87UkZyYZgHoQHTOjvIKiI5s1VhU5OW22y5j1aoF2arSVCdPTvDp/hGGhgImIxUqcIkdDQFG%202BydQQsQlraFjXptQI4RtFnm0bXREmAS/rECFytwMjo6rpZu+O2XwVObpQrhxksu4c5rrpnyEvRQ%20OMzTb73FS5s2SW6ZuRrqBPfeHKa0JMuBPodBPpLj+nPdf4GgpayFNU1rWFq1NGv3mpl27NzBL9f+%20En/An71KFbpRuH4mzsnRa5aADsDjDRB8CcS52az1wguXcOONF+XsUZZa/f1+9u0fYaDfbzw6Ezsa%20AoyY2uiMpW2RGnJSgEusrCnkmMKRMC6f1GZhs95km2a2s6q6E/D1p8CXvQ0u58+dy+/edhutDekN%20ovb09fGjX/6SIydPOtSyZLU0CO65KUxRViYe50eQn+2Qs6BiAWua1rCwIisLcy0VCoV46ZWX+OjX%20H2W3YoVPcHMjf01fdivOjWYR6AA8Wgnh50Fck81aGxpq+NKXrqauLjtzJlJpcDDAvk+H6euLTnTT%20BGVDOBEYj7KgBQCEDbgxBidNHhNwiYOCKcCIFHCjBRJzuFHlS5kHQ1g0g6OcqPwM/OHPoDR7L+h0%20u1zcftVVfO6yy3C7XJZ5w5EIL773Hs+//TbhbOz4OqmO+YK7rg/j8WQ50BeWlOek/kVVi7iq8Spa%20y1uzdo9ZaWBggCeefoK+viyzhsJbVHM73yALbwPND80y0AFYXwSnHgVxZzZr9fk83HrrpXR25v5/%20ETGdORNk795hjvVGXwxnDDCCZEgxAhiRenQGHRSYwk3sKGzkIWkkxRRydDZj1/T9MrJpalvVHzO4%20ySnkTEopnsDzxz8hWJq9x1gA7c3N/O6tt5pOVO7t7+dHL7zAwd7erLZr+SLBHdeGcTm947H+vAA5%20Wa9/WfUyrmq6KqerqPTatn0bL7z4AoEszUGLS+FpqrmPb5DFZ2S51ywEHQDhgp//O4ivZ7vm885b%20zOc+dzFeb+4fZcU0PBxi775hjh0bJxRSw0XySAW6gJ5ydEZzFMZpJpBjDTdaILGGm4TN2DV9v7Rw%20ImyNztidu5NLeb0KK1eWc+WV1dTOcfMDvskpxdl3YyW1wePhzmuu4fqLLorvIi6E4JUPP+Tpt94i%20GMruLvPndcGtnxMoEUF4LELIH04EyGwG+qxDxuxZUu52uVlRvYLLGy9nTnH2RjJTKRgK8uJLL/Lx%20Jx9nv3KFH/BN/hCF7A2b5olmKejE9POHIPLtbNc6d241X/ziGubMyd5b0O0oGBQcOzbO4Z4xTp5U%20PdayBBhhMLpjBDL2RmfUMGR5NBqdUaXF6o7DkGmaMeRY2WSynangJleQoyjQ1lZCV1cFK1eWUVSk%20fXT0Y+Xv6MnBn/7S1lZ+55ZbAPjPtWvZm4XXOOh12cVww3W6X4yAkD9MaDxEKBh2MBAXIMfp+lrL%20W+ms62R59XKK3Ll5TYmZTp06xZPPPMnJLM5Bi0vhWzzE32a/4vzQLAcdgId/F5QfgMjqEIvb7eLy%20y1eyZk0nXq8nm1Xb0thYmMOHRzl0aIyzwyETgBFYw03sKGyMCtmAHKPRGcs8iTYap6U/OmMFTkbH%20bKquzktXVwXnnFNBdbX1PfU4/8IexflXKehV5PUC4A8Gs173Z64WrLnCOk8kLAhOBAmMBwmHZUJP%20riFj5i4pr/HVsLpuNatrV1Plq8rOzZSGgsEgG3+1kXfff5dwOJzdyhXCwNd5iB9lt+L8UgF0APjZ%20HSAeB7K+13d1dTk33XQRy5bNz3bVtjUwEODQ4TEOHx7DPxH9siLlCI52hESfpsmT1uiMQV5TOBLG%205a1GZyzrTbZpZjtbKi11s3p1OeecU05LS3q374v8lA+UI8yod/sayO2GW24UnNeVXrlQMExgIsDE%20uJ9IJBNQKUBOrBWy7BV7illes5xVNauYVzbPmRtHgvbs3cP6l9czdGYoF9VPAF/mWzyXi8rzSQXQ%20ievnayDySyAn/yVYurSFm266mJqa8lxUb0uRiKC3d4IDB0c5dmyCcDgxCoIh+IgUcBM7JoMTpgAj%20UsCNFkgyHZ1JpAnzNF15p+V2KyxZUkpXVwVLlpTidk/9z/hD1vKi8j6C7M7byZbKy+BLdwlaWzKz%20458IMDExgX/CT0SkE5hzDzlRxJj+S8pduFhYtZBVtatYVLkIl2K9mi+XOj10mvUvr2fvvr25aYDC%20GSLczv9kQ24akF8qgE5CCvykEzwvgcjJ9Hyv181VV3VyxRWrcLvz948YIBCIcOjQGAcPjnHqlJ+I%20BhRMAMgKXCzzYD46oz+ajPgYl9PaNLWt6o/VyI+TcrmgpaWYzs4KVq8up6RE3v3RzQc8qjxOmPyZ%20tClDTY3w5bsFVRJ3dYhEIkxM+BkbH8fv96cI1PkBOYLpu9oKBZpKm1hRs4LlNctz9oJNuwqHw7zz%203ju8/au3CYay/3gWAIXjRLiJ/8nWyStZHmfOPxVAJyolcfxhOxSvBSFnL/spqK6ukptvvpiOjuZc%20NSEtBYMR+vr8HD/h5/jxCQYHAiSN7phAjjXcmIzO6I8mIz7o2qCFE2FrdMbu3B3ZUhRoaChi4cIS%202ttLWLCgOGlSsUz1080P+Uf8SptjdWRTq1bAHbcKnJz+FhECv9/PRGAiOtoTDBgH9gLkpJV/TvEc%20WspbaK1oZX7ZfHxuZ14YK1vdB7pZ99I6BrL0bjYT7SHIzfy/HGLy/4+T12c17BRARwM5sc9/UQ4r%20/h3EV3LVKIBVqxZwww0XUlk5vR4r+P0Rjp+Y4Hivn97jEwyd1r5NPeWk49jRaHRGlQZqABEWacaQ%20k2p0RpjYNDrK0Jw5Pg3YlJZmd+5MgFF+wt9wXKllun41KMBnrhFcdXn2645EIoz7Jxj3jzHmH8cf%209CcH8hxARkSqvamcW0NfTXENLeUtzC+fT0tZCyWekuz/8jLQ2eGzvPzKy+zYtSO3DRE8Si9/wI8Y%20RQs4sx52pue3mVwpaCBHffzxA+D5P5C7CQxFRV6uuaaLSy5Zjss1PX9d4+Nheieh59ixcc6eCSVD%20RuxoNDpjmYckyMl0dMYKnIyOU1VtrZf29pI43JSX58ek4PX8B5uU48D0+J90TEU++MLtgmVLct2S%20qELhMOP+MUYnRhn1jyXAJ2uQkZ+QU+mrpKW8hZbyFuaVz6PMU5brX9WUFIlE2PThJt7a8FZ231GV%20rDFC/BF/x88xBhuhuz7rND0jpzwZjObowedfVkDN40DOHmVB9DUSN998CW1tc3PZDCkaGQnR2+vn%20RJ+fodNBTp8OMjYWtoYc05EfYfF4ymR0xiCPlU0z2+movNxNfb2POXO8zJ9fTHt7CVVV+betQEx7%202cQTyvOEyd/J8WrV1kTn48zN42lGwXAwDj0TwQkmghMEw0HHIEeDGTl6fFbiKaaqqIrqomoaSxtp%20KW+h3Ds97ikrHe45zLr16+g7mfNXRe3mDPfy/7GLBMjENgQsjOpMajaDjhnkqK9N/vx2KVz2r+DO%206aMsRYHOzoVcffU5efPeLFkKBCKcHgoydDrE6aEAQ6dDDA4GOT0UJBwygxQhZXQmkSbM03TljeTx%20KNTVeamv91Ff76W+3ktdXfRzcXF+Ty430lkG+SH/m2Elvx8lLGyHL35eUJLfzTRUOBJmIuiPg894%20aJyJwDjjwQnCIjwtIMeFi8qiCip9VVQVRX+qfVG4mS7za+xqYGCADW9vYNv2bYhcM4PgEbbyxzwX%20f1RlBTazGnZmK+jYgRyDzz+4F8r+FUROx1oVRWHlyjbWrOmkoaEml01xXEJEX1FxenLk5/TpYByA%20Av4I/oAgEhYZj87YWVnlcin4fApFRS5qa7VAU1/vo6rKgzLD/qIiCJ7ke+xWhsi3rwuXAldfJbjq%20iujnmSZ/yM94cJzxwDhjwXHGgmOMB8YJRoKERCg6ydhi4m9EEtQoioLb5cbr8lLuLVdBTSVVvirK%20fGUoeXZvyFZfXx8b39nIzl07498VOZPCKOP8Mf/AY1gDTuER1qRm9t1pLhuPrMwg6O+XQdMj4FqR%20lZZaSFFg6dL5rFnTybx5xi9NnA0KhwWBQIRAIHZMfPb7E+f+QCQORwjw+RR8Ppfq6IqDjNG5xzNb%20/1xgw+BLvFWzEeHKj8cOXs8on7thlPO68vhZlcOKiAjhSJhQJERYRI/6n2D8c5BgOIRA4HF58Ljc%20uF3uyc/GP16XF4/LizuP96txWsd6j7HxVxvZu3dv7kdwAAS7OMVX+D57ST1yU3iENanZ+M2d7miO%20QdqNpfD574L3fqcba1eLFjWzZk0nbW0NuW5KQTNIhw/3sXHjNvbv74VyP/zONqhtzG2jxHYQLwAT%20LOpYxJor19DW2pbbNhU0o3S45zAbf7WR/d37c92UhEL8nDf4M95jDOtRnMIjLJ0KoKP9nMa8HYB/%20+xJU/UuuH2Wp1dbWwJo1nSxaND324CkoP7V/fy8bN27j8GGDyZa3bYULKgBvllsVAPEiiOQ3P7e1%20trHmyjUs6liU5TYVNJO0v3s/G3+1kcM9h3PdlIQURhnhT/gOT2AMNYVRnRSabaAjYTRH89kFf70Y%20On6WD4+y1Jo3r541azpZunT+jJs3UpAzEgL27j3Cxo3bOHas3zrz4uNwzwnwZuuRaS9EngKs2zWv%20eR5rrlyuERTEAAAd3klEQVTD0qVLZ/y8kYLkSCDYu3cvG3+1kWO9x3LdHK0EuzjEgzzMPuzPxynM%201dFptn0TSBzNUX++ugTu/UfwPuBUw6eqhoYa1qzpZOXKNpQC8RRkICEEO3ceZuPGbfT1nbZfsNgP%20v/0RNLbi3FeJAPEeiNcA+29+bpjbwJor17ByxcrCfV+QoYQQ7Ny1k42/2pgPy8STFeLnvMxf8BET%20pB6tsYKZWf/4arZ9A1hsDjjlkR3V+f++E2r/EZRaZ5o/ddXVVXLFFStZtaqdoqJsP3IoKB/l9wfZ%20seMg77yzk4GBs1M3dN0WuLIYFNlPcEdAPANi6vMk6urquOLSK1i1chVFRUUS21bQdJXf72fHzh28%208/47uX5dg7EEg4zwP/guz5B6hMbuSI4ebPSPtGa0ZhPoTGXExih/inx31cJvfAuK7wWRd/71et0s%20W9ZKV1cHHR3N03a35YKmpkhE0N3dy5Yt3ezZ00MwaH+UxFJ1w3DfbqiX9D5c8QmIl4ExKea8Hi/L%20li2jq7OLjo6OvH7zdUHyFRERuru72bJtC3v27MndCzetpCAI8Bgf8Le8RozAUkFKYVKyDc2mKGcF%20Oi6LtBSPrcxsfPtCaPkOuFdJ64FklZeX0NnZTldXB42NeTcIVZBEnTgxyJYt3WzbdpCRkXHnKrr4%20ANwwBp6qKRroj66oEgelNkut8vJyOld10tXZRWNjjleQFeSoTpw4wZZtW9i2YxsjIyO5bo65BDs4%20xp/zn3wUv5L+ZOPC4ysTzUbQcemuZfLYKkW+OR74m9+Gyr8ApUJWR5xQQ0MNXV0ddHa2U1ExvV4i%20WpCxhofH2LbtIFu2dKc39yZT+cLwpW2wuAaw+/6uEIhfgXg7+jlLapjbQNc5XXSu6qSiIq//RAuy%20qeHhYbbt2MaWrVvyc+6NVsMM80/8jJ9wijCZPZZKtcIq1SjPjNVsAx1Zq63SzHdPI1z9bSi6XVpv%20HJKiKHR0NHHOOR2sWNGK15u/72MqKFnBYIhdu3rYurWb7u7jud3FtW0QvtQD5XXW+cTB6ChOihVV%20TkpRFDoWdnBO5zmsWLYCr7cwj206KRgMsmvPLrZu20r3ge7c715sR0GeZzPf4mX6kDsXpzBPR6fZ%20Ajp25ueoP6cCGPVjqjRsfPsqmP8P4OrIqDdZks/nYcWKNrq6OmhvbyysXslTCSE4ePAEW7Z0s2vX%20YQKB7I2I2NL1n8JlgKtYlzAWnYcjPslFq0zl8/lYsXwFXZ1dtC9oL9z3eSohBAcPHWTLti3s2r2L%20QCCQ6ybZk6CbXv6SH/ErnIUZu/N0CqAzQ2QXdOwCTAY2FvrgG1+H6j8C9N/8eavKylJWrGhj4cIm%20FixooLh4Zr2sb7ppYiLAoUN9HDhwnF27DnP2rJxJu46pIhCdrNw8ORdM8mRjp1RZWcmKZStY2L6Q%20BW0LKC6eNn+yM1ITExMcOnyIAwcPsGvPLs6ezWC1YPY1wTD/h8f5Ab0EyQxSZE5ILoDODFEegU7s%2058FWuOxvwXfdFPuUMymKQnNzLe3tTSxc2ERr61x8vsIjLicVCITo6TnJgQPHOXjwOL29g9NjeF6v%2087YPcNl6mLM7xfOs/JOiKDQ3NdO+oJ2F7QtpbW3F5y0Av5MKBAP09PRw4OABDh46SO/x3ul53wd4%20jW08xFqOYD5JOFego742I1UAnZyBTvxx1mdh/t+CqyX9buWH3G4XLS31cfBpaanH47E7CbUgI4VC%20YY4e7Y+DzdGj/YTDkdQF81YjI/DsB/DmUQAuooVruJhS8uMtoVOQ2+WmpaUlDj4tLS143AXgz0Sh%20cIijR4/Gwebo0aOEI5K2QMiFBEfp4yH+g9cwhpAC6GRBBdDJOeigQFcJ/NY3oPJrZP8FQtLl9bpp%20bZ0bB5/m5rrCfj0pFIkIensH4mDT03NS3h43OVUkAh9sh0e3wqh28lApHm7gHDpZjcK039jG6/HS%202toaB5/m5ubCfj0pFBERent742DT09OTn3vcpCuFIGf5Iev4d/bEn8/KhJTCo6s0NJuijx1IcXgy%20ciob97fBJb8PpV9gBgBPTEVFXtraGliwoIG5c6upr6+iurp81sJPJCIYGhqhv/8MJ08OcehQH4cP%209+H3z4Av+LgiEdi5D57ZAoesNzCZRwWf4RwWsmQmAE9MRUVFtLW2saBtAXPnzKW+vp7q6upZCz8R%20EWFoaIj+/n5OnjrJocOHONxzGL/fn+umyZNCkHGeYQffZy09ZH+ScQF0DDSbIk06oGOWP12YmaKN%20zzfDtV+D8i8xjSYspyOPx01tbQX19VXU11dSX19FXV30WFIyM+Y9jI8H6O8/w8DAWfr7z9DfHz0O%20Dg4TCs2E0RojhUOwdTc8uxWOjqoSrL5rol+0DZRxLV0sYRkuZuQzII/bQ21tLfX19dTXRX/q6uqo%20r6+npLgk182TovGJcfr7+xkYGKB/oD/609/P4OAgoXCerQiUJcEE4zzBr/khr3Oc3AGMXRtQWF4+%20I5UrmAHznZdT2PhsHXzuq1D1FUD2i4TyVmVlxdTXV1JXl4Cg+vpKamoqcLvz63/D4XCE06eH4xDT%2033+WgYHocXR0ItfNy6KCQdiyHZ7eCn3jZPLdUkcx19LFMlbhmTkjm6lUVlpGff0k+ExCUH19PTU1%20Nbhd+TXnLRwJc/r0afr7++MwMzAwQH9/P6Njo6kNzByNMsIjvMdPeDe+EZQaKuxu4pdq/owduMnE%20xoxWAXSikvEKCDtzeKZo47IquPNBqH4QXFPdW3/ay+VSqK4up6TEh8/npajIO3n06M69+HwezXns%20ms/nja8QCwRCBAJBAoEQfn8Qvz9IIBA7hnTnQfz+kOZ8fDzA0NAIkciM/56wUMAPm7dEAWfQj/Y7%20ZSrfL4kv3yqK+A3OYTldeJm1b+R0uVxUV1VTUlKCz+ejqKgIn3fy6DM4+hLnsc++Il98hVggGCDg%20DxAIBPAH/Pj9/vjnQCCQOFcfg4nz8fFxhs4MEYlM58nxGesMZ/gZb/AwWxmavJZq/oz6WjqPlawA%20pvAKCBsqgE7yNRkTkjOYp2Nl47xy+PK9UPtb4KpP0d+CTBTbAG5aLlPNG/nH4IOP4ZltcCY2ucjo%20+ySd7xijX4igHB/XsprVnIePwvtJpqjCfS9Bgn6G+Ckv8Rh7GSU3c2sKK67S1GwCHUgPUszyy360%20lc4jsMlrHSXw1bth7lfBLel10QUVZEdjw/D+R/DsDtUqKv19aiSzNKsvWaH5XIKHa1lNJxdQTOHF%20VAVlT4LjDPJjnuUpjjJO+qMt+jSZj63SzWfUthmt2Qg6sWOuHl+lky/FiE+TF37/Dmj8GnhaTXtd%20UEEZa3gI3vkAnt8B/gjmcCPzO0X/JRw996JwLavo4mJKqZZYX0EFaRWhh1P8iCd5lgFCyBlFmeqI%20jf5a4bGVTRVAJz9Ga6YwqqNOK/fAH38O2r4GnkXm3S+ooHR1ph/efh9+uRtC6i/FVKM4dq6bfcmm%20uh49elBYw3LO5VIqKDzKLUiewuznOD/kv1nPSBxwQP5IjJ1RH7v27I7m6PPPeM020AGpgJGVUZ00%20IMnngq9fAotuh7LrQCnMZyhoCgoH4OBeeG87bDiU+C42Hb2ZyiMrI9l5jJU8yuMCzmcB57CaeSzF%20xczYn6Cg7EowxjivcYTneZpNBKQ9NtLnmUo+ff6pjPqY5Z/xKoCO9bVcjeqAvUdpFvkWlcA910Hz%20bVB6MYj8Wp9aUL5JQO8B+GQbvLwXhoOkBzZOfpcYfSEbf1mX4eEylrKMTupZ6HC7Cpr+iuBnE6d4%20gVd5jcNJuxjLBhTZI0KF0Rwbmq1fAg4ChmU+o/yyQcigLdfMhetuhjm3gncJBRUU15k+2LEVXt4O%20R4bRfieYgY5RmtV1O98zVjBjdj15dEetRsq5lNUs4hzKabDRhoJmi0LsY5C1fMhaPuIU8gFFXyaT%20fFb1ZwJcs0azFXQgvcdGZvmnkk9/zS4wpVu/SZn7lkHXLVB7E7jmUNAslH8Y9m2FjVth84nJi2aj%20NVMdxcnku8XqS9j+6I76+nIaOZ8u2ujEV1ixNSsV4RRnWc9e1rKevaT3iEfGCIrMEaF022zU9lmj%202Q46sWOej8g4AWVlLvjqpbDoFqj4DDP0VRMFxRQOwpGd8MEn8Fo3hNQrpyD53kp1XZ9ulWeqsh6x%20Sb5mDjoxeVC4iA5WcS7NrESZPTsvz0oJJhjjDY6wlhfYxCjheMrUR17slLHKbzefk22ZVZrNoANT%20AxGja06ODk2lLWnWsbgU7r4OWm6BkgtU9RU0vSXgVDds+TW8uAOGAqSGG6uRGzuwY3XNruwAjj4t%20VZnkfOV4uYLVLOM8aulAzPrvw5miCH4208da3uB1DhF7J4VMsNCXdWoUxs7mgOm2Zdap8Ic9NUjR%20l7M7OpQO4NgtY1U2ndGoyeO1jXDNDVB7CZSdS2GkZ5opEoD+g3BwH7y6BbrP6jJkOoqT6jsjnfRU%20X7pTSU8FPsYjQPOp5GLOZR6LqaEdpbBya1pJMIGfTzjDJn7Ny3xAH86NnujL2oWcdOrTX7O7ykpf%20h77srFQBdKYGEOmOyGQy6mOnPifaCtT54POrof0iqL0QilaDUhjqzyuJMAwegp5PYdc+eKcHxmPD%208+rfLymu6ZXOKE42vkeMAcU4jxUAmeVLXCvBzWraWMxiGlhMFQuAwqrF/FIQP9sZ5iOO8iFvsIOz%20BEjv8U0uIMdO3Vb506nPqK5ZqQLoRDVbYCdDO/OK4bZzoe0CqLoQildQeMyVZYkInOmBY/tg96fw%20djecDaky6AHE7mjNVEZxpjLik45SAYvdvOmM7iRfK8PLuSxkIYtpYAlltKIU7vssK4KfXQyzmeN8%20xNts4SQTZBdOZNmZCuREfWC/PqO6Zq0KoJNQuoE/XbjQl50qpDhhZ4r9WlQON5wHrTHwWQSicE9J%20lSLgzDE4sRf27IW390P/BMZgYnXNKk+qMnbSzZRO3nS+kFON8FilW4FOqjyCWorpYjELWMIcllLG%20PArze+RKQRBgP8Nspo+P2MTHk3NtnBrxsPM5H+xMtV+zWoU/Tq2yCTuQ/ooup9uTITitroZrz4f5%20k+DjbaOgKWj0BJzYA917YOM+OBabTJkKZOym2zlPBTtmeZxWKsBJlcfq3N4Ijz69gTLOZSnzWUod%20yyih0aRdBVkpyGFGJ8HmIz7mU4aQM/qSbvpUR07MPufazqxXAXSSlUnQlwUPTkPKFCYpTyXvxfXQ%20uRgaW6GyDUpbwdcGvjmFkR9FgP80DJ+AoRMweAKOHYcdx2D/mVgm7IGMHWCxAhez30U61538faYa%20sUknr52RG7Mydq4J5lHFElqop5FqGqmgkVIa8VHDbB/5URCEOEWAw4zTwxiHGaSHvexnB/3IGTVR%20X5NlJ530fIKugiiAjpkygYt098dJJ93hEZls2ZpXApfMh5Y2qJ2EoJJWKJoPSgkzSpEJGDsBw8fh%209HHoOw4Hj8OuPugPTG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      "design": {
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            },
            {
              "id": "3417cd76-ecff-4b2a-9ae3-45faa8cc042e",
              "type": "basic.input",
              "data": {
                "name": "BLUE_PWM",
                "clock": false
              },
              "position": {
                "x": -256,
                "y": 352
              }
            },
            {
              "id": "838cb58a-2211-4a35-8253-18ac9491457b",
              "type": "basic.input",
              "data": {
                "name": "RED_PWM",
                "clock": false
              },
              "position": {
                "x": -256,
                "y": 464
              }
            },
            {
              "id": "e981e408-54c7-4b38-bc99-2508dd197e1e",
              "type": "basic.output",
              "data": {
                "name": "GREEN"
              },
              "position": {
                "x": 1024,
                "y": 536
              }
            },
            {
              "id": "b6d5b2a0-6c0d-4b7c-bb62-6aa6605ea429",
              "type": "basic.input",
              "data": {
                "name": "GREEN_PWM",
                "clock": false
              },
              "position": {
                "x": -256,
                "y": 576
              }
            },
            {
              "id": "ef62aea7-0f83-4fd8-80f0-5c93e3a677e5",
              "type": "basic.constant",
              "data": {
                "name": "MODE",
                "value": "\"0b0\"",
                "local": false
              },
              "position": {
                "x": 168,
                "y": -152
              }
            },
            {
              "id": "3bcab194-bcfe-46b5-91ff-208a843def63",
              "type": "basic.constant",
              "data": {
                "name": "BLUE_CURRENT",
                "value": "\"0b000000\"",
                "local": false
              },
              "position": {
                "x": 352,
                "y": -152
              }
            },
            {
              "id": "6100c41e-2ba3-442a-b6fa-7f20e0b53194",
              "type": "basic.constant",
              "data": {
                "name": "RED_CURRENT",
                "value": "\"0b000000\"",
                "local": false
              },
              "position": {
                "x": 536,
                "y": -152
              }
            },
            {
              "id": "fe7e8f4c-224f-42d3-b2f1-ab2f0ade9f31",
              "type": "basic.constant",
              "data": {
                "name": "GREEN_CURRENT",
                "value": "\"0b000000\"",
                "local": false
              },
              "position": {
                "x": 720,
                "y": -152
              }
            },
            {
              "id": "15b1918f-21ac-49c1-8287-081992b83b33",
              "type": "basic.code",
              "data": {
                "code": "\n    SB_RGBA_DRV #(\n        .CURRENT_MODE (MODE),\n        .RGB0_CURRENT (BLUE_CURRENT),\n        .RGB1_CURRENT (RED_CURRENT),\n        .RGB2_CURRENT (GREEN_CURRENT)\n    ) RGBA_DRIVER (\n        .CURREN (power_up),\n        .RGBLEDEN (enable),\n        .RGB0PWM (BLUE_PWM),\n        .RGB1PWM (RED_PWM),\n        .RGB2PWM (GREEN_PWM),\n        .RGB0 (BLUE),\n        .RGB1 (RED),\n        .RGB2 (GREEN)\n    );",
                "params": [
                  {
                    "name": "MODE"
                  },
                  {
                    "name": "BLUE_CURRENT"
                  },
                  {
                    "name": "RED_CURRENT"
                  },
                  {
                    "name": "GREEN_CURRENT"
                  }
                ],
                "ports": {
                  "in": [
                    {
                      "name": "power_up"
                    },
                    {
                      "name": "enable"
                    },
                    {
                      "name": "BLUE_PWM"
                    },
                    {
                      "name": "RED_PWM"
                    },
                    {
                      "name": "GREEN_PWM"
                    }
                  ],
                  "out": [
                    {
                      "name": "BLUE"
                    },
                    {
                      "name": "RED"
                    },
                    {
                      "name": "GREEN"
                    }
                  ]
                }
              },
              "position": {
                "x": 120,
                "y": 104
              },
              "size": {
                "width": 736,
                "height": 560
              }
            }
          ],
          "wires": [
            {
              "source": {
                "block": "b15672d8-2cc0-4f2e-a5c6-94de78659ccf",
                "port": "out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "power_up"
              }
            },
            {
              "source": {
                "block": "ef62aea7-0f83-4fd8-80f0-5c93e3a677e5",
                "port": "constant-out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "MODE"
              }
            },
            {
              "source": {
                "block": "3bcab194-bcfe-46b5-91ff-208a843def63",
                "port": "constant-out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "BLUE_CURRENT"
              }
            },
            {
              "source": {
                "block": "6100c41e-2ba3-442a-b6fa-7f20e0b53194",
                "port": "constant-out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "RED_CURRENT"
              }
            },
            {
              "source": {
                "block": "fe7e8f4c-224f-42d3-b2f1-ab2f0ade9f31",
                "port": "constant-out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "GREEN_CURRENT"
              }
            },
            {
              "source": {
                "block": "0e1f9059-67d6-40cc-8653-6c8208093b4f",
                "port": "out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "enable"
              }
            },
            {
              "source": {
                "block": "3417cd76-ecff-4b2a-9ae3-45faa8cc042e",
                "port": "out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "BLUE_PWM"
              }
            },
            {
              "source": {
                "block": "838cb58a-2211-4a35-8253-18ac9491457b",
                "port": "out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "RED_PWM"
              }
            },
            {
              "source": {
                "block": "b6d5b2a0-6c0d-4b7c-bb62-6aa6605ea429",
                "port": "out"
              },
              "target": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "GREEN_PWM"
              }
            },
            {
              "source": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "BLUE"
              },
              "target": {
                "block": "85ab9730-f026-4285-86dd-abb2f338ae31",
                "port": "in"
              }
            },
            {
              "source": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "RED"
              },
              "target": {
                "block": "7c85e6ad-6f1d-49d8-9c1c-82ad40d8b230",
                "port": "in"
              }
            },
            {
              "source": {
                "block": "15b1918f-21ac-49c1-8287-081992b83b33",
                "port": "GREEN"
              },
              "target": {
                "block": "e981e408-54c7-4b38-bc99-2508dd197e1e",
                "port": "in"
              }
            }
          ]
        }
      }
    },
    "f5aaea4fc8237827e0e1b605bfb9dbaea380b919": {
      "package": {
        "name": "PWM_GENERATOR",
        "version": "0.1",
        "description": "PWM generator.",
        "author": "Juan Manuel Rico",
        "image": "%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20width=%22666.462%22%20height=%22652.176%22%20viewBox=%220%200%20176.3347%20172.55495%22%3E%3Cg%20transform=%22translate(-19.155%20-61.967)%22%3E%3Crect%20width=%22176.335%22%20height=%22172.555%22%20x=%2219.155%22%20y=%2261.967%22%20ry=%2226.063%22%20opacity=%22.5%22/%3E%3Cpath%20d=%22M43.03%20161.962h14.06v-33.816h15.387v33.816l41.89.19.095-33.626%2015.768-.19.19%2033.626%2038.376.19%22%20fill=%22none%22%20stroke=%22#a81c1c%22%20stroke-width=%224%22/%3E%3Cpath%20d=%22M168.8%20116.531h-14.057V82.715h-15.389v33.816l-41.89.19-.095-33.626-15.768-.19-.19%2033.626-38.375.19%22%20fill=%22none%22%20stroke=%22#0000af%22%20stroke-width=%224%22/%3E%3Cpath%20d=%22M168.8%20207.392h-14.057v-33.816h-15.389v33.816l-41.89.19-.095-33.626-15.768-.19-.19%2033.626-38.375.19%22%20fill=%22none%22%20stroke=%22#1aab1b%22%20stroke-width=%224%22/%3E%3C/g%3E%3C/svg%3E"
      },
      "design": {
        "graph": {
          "blocks": [
            {
              "id": "1d736c39-4508-4892-a588-95c481288c3f",
              "type": "basic.output",
              "data": {
                "name": "pwm_0"
              },
              "position": {
                "x": 784,
                "y": 152
              }
            },
            {
              "id": "b395b403-3bfe-4808-bd8d-90d10b20b936",
              "type": "basic.output",
              "data": {
                "name": "pwm_1"
              },
              "position": {
                "x": 784,
                "y": 256
              }
            },
            {
              "id": "d880db6e-2929-4aba-a450-b2723417bd70",
              "type": "basic.input",
              "data": {
                "name": "clk_input",
                "clock": false
              },
              "position": {
                "x": -88,
                "y": 256
              }
            },
            {
              "id": "0bb7dca1-6a06-48c0-b91d-e6e6dd86d18e",
              "type": "basic.output",
              "data": {
                "name": "pwm_2"
              },
              "position": {
                "x": 784,
                "y": 360
              }
            },
            {
              "id": "e510937c-2a8a-430b-aed2-ae42093e9ba4",
              "type": "basic.code",
              "data": {
                "code": "    // Use counter logic to divide system clock. \n    // The clock is 48 MHz, so we divide it down by 2^28.\n    reg [28:0] counter = 0;\n    \n    assign pwm_0 = counter[25];\n    assign pwm_1 = counter[24];\n    assign pwm_2 = counter[23];\n\n    always @(posedge clk_input) begin\n        counter <= counter + 1;\n    end",
                "params": [],
                "ports": {
                  "in": [
                    {
                      "name": "clk_input"
                    }
                  ],
                  "out": [
                    {
                      "name": "pwm_0"
                    },
                    {
                      "name": "pwm_1"
                    },
                    {
                      "name": "pwm_2"
                    }
                  ]
                }
              },
              "position": {
                "x": 104,
                "y": 128
              },
              "size": {
                "width": 568,
                "height": 320
              }
            }
          ],
          "wires": [
            {
              "source": {
                "block": "e510937c-2a8a-430b-aed2-ae42093e9ba4",
                "port": "pwm_2"
              },
              "target": {
                "block": "0bb7dca1-6a06-48c0-b91d-e6e6dd86d18e",
                "port": "in"
              }
            },
            {
              "source": {
                "block": "e510937c-2a8a-430b-aed2-ae42093e9ba4",
                "port": "pwm_1"
              },
              "target": {
                "block": "b395b403-3bfe-4808-bd8d-90d10b20b936",
                "port": "in"
              }
            },
            {
              "source": {
                "block": "e510937c-2a8a-430b-aed2-ae42093e9ba4",
                "port": "pwm_0"
              },
              "target": {
                "block": "1d736c39-4508-4892-a588-95c481288c3f",
                "port": "in"
              }
            },
            {
              "source": {
                "block": "d880db6e-2929-4aba-a450-b2723417bd70",
                "port": "out"
              },
              "target": {
                "block": "e510937c-2a8a-430b-aed2-ae42093e9ba4",
                "port": "clk_input"
              }
            }
          ]
        }
      }
    },
    "33a267ad6518ad38665e0c928c4607172b2c0edc": {
      "package": {
        "name": "CLK_BUFFERING",
        "version": "0.1",
        "description": "System clock buffering.",
        "author": "Juan Manuel Rico",
        "image": "%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20width=%22666.462%22%20height=%22652.176%22%20viewBox=%220%200%20176.3347%20172.55495%22%3E%3Cg%20transform=%22translate(-19.155%20-61.967)%22%20stroke=%22#fff%22%3E%3Crect%20width=%22176.335%22%20height=%22172.555%22%20x=%2219.155%22%20y=%2261.967%22%20ry=%2226.063%22%20opacity=%22.5%22%20stroke-width=%222%22%20stroke-dasharray=%224,2%22/%3E%3Cpath%20d=%22M24.591%20174.29h17.335v-57.953h32.681l.946%2057.954%2037.003.325.117-57.628%2033.623-.798.234%2058.1%2033.142.326%22%20fill=%22none%22%20stroke-width=%222.907%22/%3E%3Cpath%20d=%22M37.077%20173.622h17.335v-57.954h32.681l.945%2057.954%2037.004.326.117-57.629%2033.622-.798.235%2058.101%2033.142.326%22%20fill=%22none%22%20stroke-width=%222.907%22%20stroke-dasharray=%225.81400034,2.90700016999999988%22%20opacity=%22.4%22/%3E%3C/g%3E%3C/svg%3E"
      },
      "design": {
        "graph": {
          "blocks": [
            {
              "id": "ea761b76-2554-46fc-9436-991ee3fd292a",
              "type": "basic.input",
              "data": {
                "name": "clk_i",
                "clock": false
              },
              "position": {
                "x": 48,
                "y": 208
              }
            },
            {
              "id": "02554bef-db6b-4e07-9bf1-478d7995c7b6",
              "type": "basic.output",
              "data": {
                "name": "clk_o"
              },
              "position": {
                "x": 792,
                "y": 208
              }
            },
            {
              "id": "483a160a-12bb-47e1-94a3-feeb0b5b251d",
              "type": "basic.code",
              "data": {
                "code": "// Connect to system clock (with buffering).\nSB_GB clk_gb (\n    .USER_SIGNAL_TO_GLOBAL_BUFFER(clk_input),\n    .GLOBAL_BUFFER_OUTPUT(clk_output)\n);\n",
                "params": [],
                "ports": {
                  "in": [
                    {
                      "name": "clk_input"
                    }
                  ],
                  "out": [
                    {
                      "name": "clk_output"
                    }
                  ]
                }
              },
              "position": {
                "x": 232,
                "y": 168
              },
              "size": {
                "width": 456,
                "height": 144
              }
            }
          ],
          "wires": [
            {
              "source": {
                "block": "ea761b76-2554-46fc-9436-991ee3fd292a",
                "port": "out"
              },
              "target": {
                "block": "483a160a-12bb-47e1-94a3-feeb0b5b251d",
                "port": "clk_input"
              }
            },
            {
              "source": {
                "block": "483a160a-12bb-47e1-94a3-feeb0b5b251d",
                "port": "clk_output"
              },
              "target": {
                "block": "02554bef-db6b-4e07-9bf1-478d7995c7b6",
                "port": "in"
              }
            }
          ]
        }
      }
    }
  }
}