<snapdata remixID="10169379"><project name="Egyptian Motif Project" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAWO0lEQVR4Xu1dCZxP1Rc/M0PNYhiDGUyNvSl7IRVSISFbtNi30CJLWmSpZFBJqjGhFNqJsqRItkzzD4lkT1kaSxg0M5jE+H++t96v93vrfb/fe+/3zHvn8+mj37z7zjn33O9999xzz7037NKlS5fII88CIbJAmAfAEFneE8ss4FoAfv3117R9+3YKCwsjDAJm/NuwYUO6+eabdaG1efNmWrt2rWly1fSPjY2lO+64gypVqqSp06lTp2jp0qV04sQJ03XS08GVANy3bx+Xoa9OKkupd5ansjERmg1YLqE01X72KwbiI0eO0C233KJaHsCvVq0al3ylTnFm51rKTB9OF3Ucp64vzaOTxSozOUuWLKEhQ4Yo6rRo0SKqVauWoQ54Zte3lDn1cVN0UATg4sWLDStl1ldEjU9S+XKUsXKZJhAKCgqocvW6zJg///wztW3bVlZ+4cKFVL16dT+D473w8HAZKL58dRj1K75VxCOMiNDywr//Pcodup5yc3MZ3/Xr11P37t1lsjdu3EhxcXEBgw+2yZ7YlGolFFXQSW6aw/2+8dXzmmuuUbTdnj17DIFProPcFmJBejrIAHjy5EnCf06ipKTylD3iGoqLDNdVq8hT/6OsU+dYuczMTOrZs6ffO8Kwiz/26dOHmjVrRhMnTqQiRYrQ6NGjaebMmbR8+XL2zjsj+9DYlCPs/69sN5Yu5R6j86vTKbLPbMqf1duP7+nHMhkA0UA//fQTdenSRabruHHjqFOnTqzBV69eTSNGjKC5c+dS3759admyZdSyZUt67rnnmGtQvnx56tChA61YsYLw3rfffsv4FZt+J8VH/WeH6KHLKLxcdcp7Olkm72Cvfzqs8CVFx5PSzp07mc6gv/76i6688krmHtSvX5+mTJnC6tKtWzeaMGECbdiwgfGKmdbCp0PMqI0UVjyRCo7uorNT7pTx/733ch9/PJTqIAMgGqBx48a6vXTVqlXUokULunDhgmoPysjIYLzKlClDx48f1+xpUGzHjh2KcuNiYyg2rbGvcuFJNang8HaKSLmDLu5a6Vfp8GFr6ODp8z4+1157rd9zfBmFr+xXX31FTz/9NHseGRnJjB0fH0/Fixen3bt30+wx/WhsylH2vEit1lTkhk6U/96DFNV7Fp2TAPDkoxl0+vRpVkfwUfoCAlydO3dm8tHI9erVo8mTJ1NOTg7ddNNNzE74Er/55pvUv39/Jhf6YMiuUaMGHThwgOJmtvYDYLHxe6ngj1109o27ZY3/W7cvfDaPiIhgPKS0detWX5k2bdoQyqFjQBaG5pIlS9LBgwepSZMmVKpUKfrjjz/8dIgZuZ4Kco5SeEI1CisaTXnPVPQToaeDDIBjx45lvRS0Zs0a6tixI82bN4+aN29OP/74IyUmJlLZsmVZb0CPTU1NJfg1aEi8B6ChojB0jx49qGrVqqw3DxgwgNLS0qhRo0asp8FXKleuHGt4yKlQoQL7fezYMbrqqquobt26VLp0aea7xJeIpeJTm/gqFhZ/FVH+GQqLiiUqKKCCU1n/PRu6mvZl//MFBNWsWdPPIKgDL82d9CSNSf6Fq3jOkO/p6NF/wAqQ9+rVS/beqFGjfLblYkpE69ato9tvv511dFCZOe2oJMdIgLJ77l/oE3PFFVfIbIGHRuwhMDNTBxkAMQwJvRS9GT0CQEhISGAGxvBctGhRNmRhhgPApaSksGEDf/v7778pKSmJ/T96L2Z8ANPZs2cpJiaGfvvtN9bLL168yHo+ZFx33XWUlZXl+42v4d69exl4wTexVDwVT/8PgBQWRsSGDQX/Y8gq2nssz/eVg2wxwQ/j9VeLFSvGdNOj3Jw/adfuPT6+ACCGVSmhk4pty6uHuBxsArvq0eHDh5lNheEXHb127dqy14Rh1YguZuogA+Azzzzj66WCUoLWofodHR1NyXPu0rM5e37uiU1s+ABB3wYNGvi9B79QIHzJ0bmMEjoivtYgfMnBZ9u2bT426DTCECrmPXz4cL8vIIZWAAME94MH7Ly6njt3jn799VdfcXT+OnXqyF4X20M6WmjJgu8o+HOCDaTleXSQAfCJJ57w66UVK1YkAOByIAAODSkOX8C3EtPHH3/MvtAoo9QgPPVEo2VnZzOAA8AIu+zfv5/5gCCEPSZNmiRj9eGHH1JycjJ7DyMCCHxg36ioKM3wDY9e0jJbtmzx2QI+HOosJWFyg79LRwstmYIN9HSHDgIp6SAD4CuvvEIIqELZKlWqsGHTSYSKwy0QCH6oMGvF3zC0Q2cBhKi0mOBTwU0AYaYXCEEHhHNAmKkCgD/88IOPFYK/aoTJGwiAmzNnjq/YjTfeyDq+mSTohC+h0hcZssaPH+8Lnhuxx/z589k8QGwDJd31dJABELMcYWqOGaQTAYhJjOAOtG/fnhBMFX4jjIBhDb9hIGGWKzYOZqAIRmNyJABVeB7Mb/i38P3g8GtReno6m9mKKRi54KP0PsJCmGRgoqhFgwYNYrNczHjVeIlTBozompeXp6mDYiB6xowZ7OsHoZjRwhl3EqnlT+Dv6HH4F51o8ODBTlLb00XBAppLcZdrooySr+O1vjMt4Mq1YGc2hTu18gDoznZ3TK09ADqmKdypiAdAd7a7Y2qtCkArEjalS0pK6VKOsYyniC0WUAQgb8KmeMUBoZr0ztUoUSd5E7H4rp/sY9m3eB/rmiVKlLClsp4Q51lABkBxwqZaoqbwJRM/L1WyBEW83ICKIFXNlyzwb4Ulv8OHraVDuRdYvA7p4Fh58cidFpABUJywiSB0u3bt6LbbbiMspCPrBV8s5MphDROE1ZIFCxZQyeKxFJvWiP0tsvt0yv/gIYrsNo3yP3zY91swcdjQNXTgVL5moqQ7m8N9tZYBUJywifQdJGciRw/LW8gAAfDOnz/vsxSWs5DYWTo+jor/mzQa2WMGA16xCfvo/Ko0Ck+sxgD5TwoVESFn78RZ3/IZEh89cqcFZADUS1B8+OGHCfsLhg0b5mexuNhoSpgpT8lWMmv48AzalXXC9+iGG25wp/W9Wsu3ZRpJ2JQmMWI4RpKqFiGRACnr4gmMNGfPaxf3WED2BTQjYVNsPnHyZn5+Ptv0gkQBpE0JpLWN0T1N4c6aygBoRsKm2JQCoOE7YlMLCIDDVxBfUOTmYWeaR+60gAyAZiRsSgEoJG/i748//jjLl0PuHOiXX36hgQMHutP6Xq2Vj+awKmET9hZ8v0OHDjEgYs+pR+61gLcW7N62d0TNPQA6ohncq4QHQPe2vSNq7gHQEc3gXiU8ALq37R1Rcw+AjmgG9yrhAdC9be+ImnsAdEQzuFcJD4DubXtH1NwDoCOawb1KeAB0b9s7ouYeAB3RDO5VwgOge9veETX3AOiIZnCvEh4A3dv2jqi5B0BHNIN7lfAA6N62d0TNPQA6ohncq4QHQPe2vSNq7gHQEc3gXiU8ALq37R1Rcw+AjmgG9yrhAdC9be+ImnsAdEQzuFcJD4AhbHvcPIrLIXExkN20adMmwt11uMM4lCfUegC0u+WJ6KGHHmJ3tAln5eB8xVatWlmiCa7TBdBwXxxOoZBe3ojLsR955BFLZPMw9QDIYyUTyqChcR0rLp+W0qxZs6hPnz5BS/nss8/ogw8+oC5dutC9997LxQ+dYfr06VxlrSjkAdAKq/7Ls169erR06VJ2n7CZhPvw8FXDzfL4qgXDH9e13nrrrWaqZ4iXB0BD5tIvjDuDn3zySXr77bfpzJkz1L17d/YSbpDHwUzz5s1TZPLSSy/JbvbEzaUfffQRu9kTfHCla2EjD4AmtSj8qBdeeEF2A3taWhoJdwSLReGcbQzHuCAc9PrrrxNOJevatavp9wabVEVL2LgegPCVPv30U7rnnnsIPpQRgu+E87K1LqhWAyAO5sTtA/DBQn0dLg6mD9VB8a4F4MyZM+nBBx80gjdW9rvvvmN3Eg8ZMkT3XekQjBcAdjXCMItJhN2ES73hAoSCXAfAgwcPUlZWFjsmWEpqIYmcnBx2K8A777xjqI2MTkJwgDvO0LabEBIaNWqU3WKZPFcB8Pnnnyf8p0X4utWvX58Veeyxx2j06NGUmJhoaePA92vatCmTgQ6SnJxsqTwp8/3791PFihVtlSkIcwUAjcS6Jk2aRNdffz01b97ctgYZMGAAvfXWW0webqSaPHmybbJDLahQAxCTirvvvpudRW2E7B6SMJlBJ3ED4XoOTMyElZlCCUA4/6tXr2bgM0JbtmyhunXrGnnFlLK5ubl+F/wgeN2mTRtTePMysUvmnDlzqFevXj61Ch0A4behhwVCEyZMoJEjR7JX+/XrZ3jSEYhMpXekjWQWXy0+iD8i6G01SWf6hQaAmMVh6DSThKvIzOSpxku4+tYOWUoy3n//ferRo4fl4qWJF5c9ALGWWa1aNXaTpxkkbggsm913331msNXlIQXAiy++SCNGjNB9z6wCdnY2sc6OA+DEiRNZjhwPWTFULVmyhNq2besTv3z5cmrZsiWPOkGVkQ6BuLXUDbeIOgqAuD29ZMmS9NRTT9HLL7+s2qDIAEE2iB2E5IK4uDjLRdk1CdCqCALuuB/aKsL1bJUrV/Zj7wgAZmRkUOPGjf0UU5pMvPrqq+yuOatJ2gFCFZuzs6PBptOmTSPcB20VjRs3jsaMGeMsACopJWiIOB6SBLZt28b+VLNmTats48c3lCsDYkWQMWM0hhmMgcQB8WD4qL2LCAMiDY7xAXv37k2zZ8/WrKvdzrigDLJVihYt6tNNzy0wo8GUgG9nZ7A6OXXHjh1UvXp1ZwBQbwKBtHLcXRwqUhr+Tpw4Icv3M1M/pRUYJLdiebCwUkh8wAMHDlCFChU0bSrOUVPyEUPRIN98842la8QIu+CL7yayFYC4Jb1OnTrc9n3t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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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2Nj2061EafuYIkTVarUnz2lDlKh/h7u0Gz2PySnq4YcfvmXNmjVjnTjerPtEUciklNch4mVZ96Wf7LMA99Pb5rH2HQFjzOvGQ0J6739Oq93Zs2cvu+yyyyg4f0c/AHCFlPIX1tqLKZHD7NmzN3ofB2eo8XCMFEjiyQhRJLb0/zmedLxXq7U+VUr5TET8cLyaXLoVAizArdDjuj1JAACOFUKMISLFJu66xxhDW63jV4doJUjJD5aVSqX7umEwtH0spdxTKUWZkQ4VQvw9rGpvHXeKon9nzJixjrePk3mjxWJxQRRF70FE4s1PmwiwALcJNJvpfALFYnF/7/1Z3vtn0L1ORHxO5/f6Pz00xmxLohu8mCl4P6X6W1apVH7T6WMYGhp6VrVavcB7/4IQNerhCU5Rx0sp37F+/foKbx+3/iYBgCKM7SqE2DTq1dZ0BiyEuLB1K9zCNAQ2sh+P9MYCzHOl7wkUi8XnRlFEf5jozusS59zXwvbnndbaszsZkNZ6Y35dclgi0SVnKudcR57rTsXRGPMu7/0RUsqP0VWfUqn04HhZAPislPIRa+3iTn4P3dI3rfVVUsrthRCTBTn5iPf+Yinlo90yni7s5wHe+786546ivrMAd+Eb5C4nRwAAThdCkPh+dmRkZMn4NQwA2Jm+VGu12s7Dw8P3Jmex9ZYKhcJBE0JC/lIIsSzk13289dbb34Ix5oAois51zu23qXUAeKUQ4gpEfFH7e9Z7FsMKWEwWa9sYQ6K8xFr7o94beWeMaFP+LMCd8V64F20mQCtHEl4p5VopJf3R2Sz7jtZ6iZRyR0SkM+FMn4GBgd1JdENISFqhLAv5df+UaccSME6ezNVq9R5EJIeqzR4AoHSGH0TENQmY6+smphNgAKDV7x+stV/sa0gpDp4FOEW43HTnEygWi68I283PjKJoSaVSWTVNrylAAWWoOR4Rf9ju0Q0NDT2zWq1uFF3vPTkmjYvur9vdl7TtAcB9tVrtgMl2G8hDVwjx/KxDU6bNoB3t1xHgk7z3ezvnTmhHX/rRBgtwP751HjM5KW3jvadzxCNpmw0RL2oEizHmrd57EuB5jZRPogwAvDmsdAcmrHSn+1BIwmymbQDAqiiKLqlUKpVNO0IxmYUQNyHinEw72QPGpxNgrTXN8Qucc6/pgaF25BBYgDvytXCn0iQAAO8P57zfDOK7IY49ALguJJm/NE69OGUB4MAJcZh/RfbGxsaWDw8PPxannW4tCwDne+8fcs5RZp7NHgD4vhDiG4j43W4dYyf0u84KmI4A7kfELTuhr73YBxbgXnyrPKZJCRQKhYJSarGU8s90zlsul+ksMfZjjNmPIkfNnj175yQDWGitKfj9eBzmx8mDOaT6+2PsTnZ5BQA4WggxHxFph2KzxxhznPd+YbOhKbscT2Ldn06AyQgA3BtF0SGVSuWuxIxyQ08SYAHmydDzBCgQhRBisfd+t3Ct6HutDlprvVQI8S/nHHlNN/0MDAw8Y8aMGeMhIcnTehldH0LEXzXdaA9UBICXCiG+hYh7TTacgYGBp+ZyufX5fP65pVLpnz0w5EyG0IAADwshvo6ImEkHe9woC3CPv+B+Hl74I03nvO8OW80XJMWjUChsn8vl7o6iaB/n3G1x2zXGDIXoVJpEN2xpr4zbTq+WD6EmRzds2DBzqoAbAPAtIcSvEPFLvcoh7XE1IMB0BPA4In4i7b70Y/sswP341vtgzFrrE6WUtN1cCdvNf0t62MEblwSYnKTqPnS/dUJIyN+Q6D766KPLr732Wg50MAk9AKA4zkcjImXm2ewJ4RJPa6dDXN2X3GUF6gmw1vpIKaVGRPK+5ydhAizACQPl5rIlYIw5JGw3P6aUonPen6bZIwC4VUp5qrV20tWrMebF485U3vsnJjhTdVQwjzQZNdu21vo7UspV08XgBoD7a7XaocPDw7c2a6ef69UT4EKhsJdS6juIuHs/c0pr7CzAaZHldttKIESqou3m14bt5iva0YGwlXwqIr583B5dcYqiaDwk5C4hqf1y5xxFqeKnQQJa6zOUUltZa0+bqgoAfEYI8RgifrzBZrnYBAL1BHjx4sVq7dq11Xw+/5RSqTTK8JIlwAKcLE9urf0EKDgGCS/9dxYiLml3FwBgWEr5gyiK/hriMMME0SUnFn6aIBC81k9ERIprPekTAqlcyaEpmwD8Hy9nCrs6aSjK8RYBgI4A3o6INzZnhWtN8wH5X/w5FCXPla4hoLV+azjn/Uk4572n3Z0vFAr7SynfLaWkVHkUO/fKEIf5kXb3pdfsFYvFF0RR9GNEpGxOUz4AcGMURR+uVCo/7jUGaY+nEQHWWl+plPqBtfbytPvTb+3zCrjf3ngPjDfcw6UV7xbhWtF17RzW4ODgbrVaja4OUcaeEbo2JIR4off+Yefc+9rZl163BQAP5fP5nSZmRNp0zADwESnlC6y17+x1HkmPrxEBNsbQEcA21tpTkrbf7+2xAPf7DOii8dPVHwqkIYSgkIy03Ux3cdv6AACd4+5Aolur1Sgy1S+oAwsWLJiTz+cpTvQhvFWX3CsBgJ8qpU4vl8v/O1WrxWJxxyiKfsehKeNzb1CAFwoh3mWtnR/fAtcgAsaYj3rvtxNCUPCfW0ZGRtZRpjUWYJ4fXUGArvyE7eYvzpgxY0mpVMok1R4A/F0IcehkV2OMMe/13pMA0wcCPwkQMMZ8NYqiW5xzF0/XnDFmdRRFlznnaDeCnwYJNCLAFHvbe/8T59xzG2yWi00gcMIJJ+QfeOCBEe/9GVJK8ibfUwhBwYHukFJGQogHoii6aMaMGev4DJinTkcRIC9jcrCKoug2Et4VK1Zket1Ea/1JpZScyjMXAOh+7/nW2lJHgezSzgDAu733u9fLfAQAx0opC9baYpcONZNuNyLA1DEAeDCfz7+Io47Ff03FYvFl3vtvWmvnTqyttd6TFhVCiG2FEBSPfg8W4Ph8uUYKBABgn+DZ/Bzv/VnOuY7wJg4hEi0i7jTZsI0xC7335/O9yWQmRQheck69YBtDQ0NPqVar66WUz7PWPpCM9d5vJYYA/28URYvZ0S3+nAjOom9ExKM2rc1b0PF5co0UCQAAZWAh1/xjwjnvF1I011TTAEDnvh9HxGsna0Br/V2l1G+ttZ9qygBXepJASBt5VyPnu8aYy733v2k0tSRjbuwaUlgBf1kIcTuzjT9rtNYXSCnXI+InWYDj8+MabSKgtX5vOOe9MpzzPtgm07HMaK0/QOc4zrm3TSHAlNXoRu/9zpVK5a+xGufCmxEAgPtqtdoBw8PD00YP01ofppQ6w1q7H2NsjECMFfBJ3vu9nXMnNNYylxonAABXSym/PFm0PF4B8zzJnEDYtqVsRf+g7eZKpfKbzDs1TQeCN/ad22677eylS5dWpxBh+trdhv9gtf4m6Q+Y9/4rjRxDkFhLKQ+z1q5r3XLvt9CoAGut55FvAyJSpDl+YhCgcKlCiHmIuFlaURbgGCC5aLIEQpxk2m4mr0C6VtQ1ydUBoCKE+O5UcYrnz58/a9asWffQXWHn3A3Jkuuv1qbbwtuUhDHm0xRzGxHP7C9KzY22UQEO1+z+hIhbNWepP2tRutFcLnfnVEcoLMD9OS8yHTWJ08yZM8+SUtJW7pLJzkYy7WADxguFwlFSyrc45+iO5KSPMeZ4SsSAiK9voEkuMgUBADg6XP3azIll0yqFQuHlSqlvI+ILGWh9Ao0KMLUEALSCOxgR6b47Pw0QAIADhRCfmMqJkAW4AYhcJDkCJErkTamUWj1jxoyzSqXSX5JrvX0thXy1lBB+t+nGAAA3SCm/xmH8mn83hUJhb6XU5Yi4VyOthKtgH7HW/qiR8v1cJqYA002EryMi9jOzOGOna3RCiJcg4smT1WMBjkOTyzZNwBjzOjrfFUJUw7Wirt+WBYCvSSlvs9ZeOBUYADhYCHEpIu4shPBNA+zjiuFjZzSfz+dLpVKtHgpjzCne+10Q8cR6Zfv953EEmO7ASykfRcRz+p1bo+MHgEu892udc+RFvtnDAtwoSS7XFAGKohOuFR0Qtpsva6qhDqxEuYe99+ci4iun6x4AXOa9/5Nzji7d89MEAa31OqXUUdbatfWqDw0NPa9ard4czt34o2caYHEEmI5dlFIDiHhEvXfAP/8PAQqlGkXR6ZVKZdJQqizAPFNSI6C1/niI9HLu3Llzz1qyZAmFXeupBwDujqLoTZVK5aapBhY+Qu6JouiFlUrlrp4C0KbBGGO+I4RYaa29qhGT4erHt6y1yxop369l4giwMYYiOV1lraUwivw0QICSiVSr1eevWrVq/WTFWYAbgMhF4hEwxhxF28ze+1+Ga0U9KzoAcJ6UUk2XNJ7oGWM+7r3fFRHJoYifmAQomL0QYst6nMebNcYc470HRDQxTfVV8TgCvHjxYrV27dpqPp9/SqlUGu0rUE0MltJp1mq1HzvnpkynyQLcBFiuMjkBY8xrwjnvliFN4DW9zopWBd57h4i01T7tAwD0IXLyVBG06tXv558bY3QURcdP53U+kc+xxx67xYYNGzZEUbRjpVL5Rz+zm27scQQ4fEiulVIeVy6XKasPP9MQoDkrhDjeWjvlTQkW4C6fQmF7k/KhUqSVTIIPFAqF7UKaQAqET9eKvtLlWGN1X2v9czrnds5N+8EBAIuEECch4r6xDHBhQauJKIp+1MiHzjiucPb+W+fcFxnh5ATiCjAAXCWlvMZa+y1mOj2BRnZtWIC7eBaFQPVXUthDIQTlRN2/Uqn8u51DMsZ8OIqis5RSXwnhIx9pp/1OsAUA75dS7mWtnTQ05cQ+AsA1UlIyJfvVTuh7N/UBAB7O5/PPL5VKDYUoBQDKX/sx/uCZ+i3HFWBjzGlRFD3dOfeRbpo7WfRVa/0dpdS0fgsswFm8mQRshjMuugZzNDmahGhBL0RESKD5uk0YY4phu/nOKIqWVCqVm+tW6tECxWLx2VEU3Z3P52fXOxvTWr9WKbXi0Ucf3eXaa699tEeRpDKseh6lkxml0JTe+wXOuVtS6VSXN9qEAC+Mouhdzjn6uOFnGgIAcIuUctF0nvsswF04hYJDz1uVUovK5TJl5tn4UBYeIcTfnHPvS2tYIR0fXaehM0/abuZL+f9xsnLe++8h4hX12GutaYv+37yKqEfqv39e707lZK3Rh6kQYtQ597F41vqjdFwBDkdeNyDiDv1BqLlR7rPPPvkddthhpN7ddRbg5vhmVktr/Q0p5Y5BfP82sSMnnHBC/oEHHviJlHKZtfZzSXZy/vz5W82aNYuE9x1SyiXTBZ9I0m63tKW1PlIpdeR0DhfjYwln5hQn+tW8Mmv8DQPAe4QQL54qqtAUK2DKK70MEXdt3FL/lIwrwEQGANbXarVdh4eH/69/SMUbaaPR21iA43HNrHTY5qTz3j8i4tun6sjg4OCutVqNRPgka205iQ4bY94lhFgcRdF3R0dHl6xevfqfSbTbS20MDQ3lKCG8Uuol5XL5z/XGFqI1vQoR31SvLP/8PwRCXN2zEXH/OEwoNKUQ4lRE/GGcev1QtkkBpqASlA97TT8wamaMIX75fEQ8crr6LMDN0G1znXC95wrv/becc2fXMx8iNLmQAosctJp6ghMLrXofDNeKftlUQ31SyRhzqff+94j42UaGDAA3SynPtNbSu+KnDoF6mWWmqh4cBV/IqSE3J9SkAFNYxdsR8SKetJMTAIDzhRAb6iWaYQHu8BlkjDnCe3+llPJtcVz/tda0VfxBKeU8a+2/4gyzUCi8KFwrelk456UoRPzUIaC1fr1S6jxr7bShKcebAYBBIcRHEZE489MAgelyq05VfeHChc+bMWPGLSE0Zc9FY2sA25RFmhFgrfXJUsq5HGt7avKN5rBmAW5l9qZcV2t9qpTy3cGT7vq45rTWFDR9n0Y9FukM+R//+MdiKSXZPctae25cm/1enoJtKKXe3GigAgBA7/31zrlEz+x79T1orVcrpS621q6MM0b6gyiEuAIR+WNyAjmVL7cAACAASURBVLhmBLhQKOyvlPokX++aVoDvq9VqBwwPD9873TxlAY7zW9zGsuQpK6WkmKtHIyLl4WzqAYArpJSPWGtPmq4BY8zbvPe03Xzd2NjYkpUrV97XlME+r2SMOdd7PwMRT20ERfAqX1Or1XZhp5b6xMirWSn1oLX2U/VL//8Sxpi3eu+L7bqmF6dvWZZtRoCHhoaeXq1W70XErbPse6faNsZs472/GxFn1+sjC3A9Qm3+eZjcV3rvH3TOUeSklp+Qk3bVZH+0gmPLeJYeulbEjhUtEC8UCnsppSpxIjYZYy703ucRkbx8+ZmGgNb6rVLKNyLiUXFAHXjggVtsvfXW66vV6k5XX3313+PU7eWyzQgw8QAAWhQcjIh39zKfZsYW/qZ+AhHn1avPAlyPUBt/XiwWXxZFEZ33lq21id1bDOnZfhI8QTduwYVzMRLeQ8J28zfaONSeNgUAP5NSnm2t/X4jAw1XvO4RQhyGiL9qpE6/lqHfEe/9N621lJkn1kOhKYUQNyHiF2JV7OHCzQqw1nqlUupSdiDcfHIAwLu997s756bddQwfMpQjXSDixn9lD8+1jh6a1tpIKUl832+tvTTpzoZzmx+RU5YQ4nXhWtEF22233ZKlS5dWk7bXz+0BAAVCeSkiHtcoB/qlFULQtYUFjdbpx3LhrvsTc+fOzcdNbxm8+s9ExNf2I7vJxtysABtj6Ajg3+wnsjlVY8xXoyi6xTl3cb15xivgeoTa8HOt9QeklKeF895r0zIJADQhjhdCrIqi6LRKpfKHtGz1c7uHHXbYs2bOnHnPyMjInNWrV480ygIAfiml/BznsJ2emDGGko4cNV2Iv6laAIA/RVE00M+hUyeyaUGA6QhgobX2LY3O734pZ4yhOAxnlMtlui897cMCXI9Qyj8HgM8LIV4bPJ3vSMOc1vpVUkrabt5GCPEH7/1znXO0CuYnJQLk3RyOEhrOGkMrNCnlhdbaF6fUrZ5oFgCWRVE0XKlUroo7ILqfKaUcs9ZSfuG+f1oQ4LlRFF3lnCNHUX4mENBaPzRz5sydGkkawgKc0dQZGhr6n2q1SlvO1SeeeGJRnJVSo12eP3/+M2fOnEnXig4P57wbt0QAgJI4UBL5utl7GrXF5f6bAADQymBR3C1lyqAihKDtq/OY6eQEAOBj3vunOedOj8sIACg05XJE3CVu3V4s36wAh8hv1W233XYWH2H9/5kR0mb+GBF3bGS+sAA3QinhMoODg7vXajUS3+ustack3PzG5kIgDlpdXzIyMkLhIx+eaAcArhNCUFD1JWnY7/c2Fy9erNauXbvee7+Hc+7+RnmEICg3e+93iVOv0fZ7oRwlOvfevwMRB5oZDwD82nt/unOOfgf6+mlWgMOH/M1RFB1TqVRu6muIEwZfKBQKSqkTG/3wZgFu88zRWh9GzlYhluqX0jIfBPgERJw0KlM4p7xBSnmOtfbytPrRz+1qrZcKIe5wzn0mDodwl3g7RHxHnHr9UhYAdhZC/DDOVa+JbLTWH1ZKvchaS/4Qff20KMBXee+vcc41fMzS67C11mcopbay1pJPT92HBbguouQKhBBu54Xz3liRfJrphTHmerqygYh0/WKzJ5wN0/WkQ/j+bzOEp68DAAcLIT6FiK+I03rw9L075HqOHQEtjq1uLQsAD1er1R1XrVq1Pu4YtNY7SClvnTt37uy4ntRxbXV6+RYF+HTv/RxOq/n/3zIAfFsIcTUi0iKr7sMCXBdRMgXI+cN7fyidC7YrBZ0x5nXe+6/n8/ldSqVSbQoRPlwI8dkoiubVC5uWDIn+agUA7hRCHIGIsZJiAMDbpZTk6cvOcpNMGbpr7b0/1Tl3QzMzCgBWee/JiYj+YPbt04oAa60HKOsaIh7WtwA3GTgA3BJus/yuESYswI1QaqFMWM3Qee8WTzzxxNGbnsW20HRDVQHgm0KI+xHx41NVAICPSCkL1lq6I+wbapgLNUQgxOOe2cwqAQDWeO8vd87RO+RnAgHa3pdSUlCNrzQDhiJqCSEGnXO6mfq9UqcVAR4YGNgpl8tdj4jP6xUerYzjwAMPnDF79uxqPp+fMdWCZ9P2WYBbIV6nbqFQ2EUpRVsRv0LE96ZoasqmAeD5Qoi7crnci1esWEGrsUkfAKAUY1vHDfGXxZi6yabWek8p5cpGvSInji2EtLtsw4YNu6xZs2asm8addl8BgMJ2vhgRT27G1vz582fNmjVrfT6ff0GpVOrb0JStCDBxB4ANHMf8PzMwxHWnhB97NjonWYAbJRWzHKWmC5GtLrDWXhizeqLFAeBMKSU5nUwbW5q25YQQaxHxjEQ70OeNAcBPhRDnIOLquCiMMd/w3v8FEc+MW7eXyxcKhYOUUhS7fP9mxxl2h2i+022BvnwSEGA6AqDoYn0fQx4Ajg7R7I5sdDKxADdKKka5cH73Je893QNdEaNqakUB4A7v/Xucc9dMZWTBggVz8vk8OWV9ARHJg5efBAgYY97rvX8ZIh4bt7kQs5scsna31qYSqCVunzqh/MDAwDNyudwdiPj0ZvtTKBQOpQA1zrnXNNtGt9drVYBD1rZbETG1Gx3dwjj4+TwU5w4/C3DCbxcAPiGEGIqiaFGlUvlNws033VyhUDhKKfWuenFwwzbKT7z3dD42pVg33ZE+rFgoFLbL5XJ/XL9+/Zw1a9Y8ERcBBZ4I262xMgDFtdNt5bXWf87lcvuWy+U/Ndt3yuqTy+UKK1asuLnZNrq5XgICfLJSai9r7Tu7mUMSfacdxCiKLqlUKpVG22MBbpRUA+UAgO7DbVur1RZ1Ym5XAKDsPK6e4woAgJRyaa1Wm8fxoht48Q0UAQArpcRm71wDwB+klO9rNMNSA13q+iJa69VKqYuttU1f6aNVixCi1q/HLq0KcLFY3N97f561dr+un1AtDoDijNdqtQPj3CZhAW4ROlWnbcJ8Pn+F9/73iHhiAk2m0oQx5jXee8zn8zuXSqVHpjMSMvosmj179rzLLrss9qotlQF0caPGmCO8929t9soGhbaUUr7XWtu326Wbvn5jzKeFEP+aLM91o1MlpAAtISIF9+i7p1UBDvnL70XErfsO3oQBG2O28d7fjYiz43BgAY5Da5KyWut5IbLVVxHxky02l3p18naWUj7aSAhMAPicEGIHRHxT6h3rfQNSa00eo3uuXLnyvmaGSys+IcSwc4481vv+McYcE0XRIc65aZ0L64ECgF9578/ox9CUrQowsaWVn1LqoHK5TDmt+/IxxhwQRdG5zrlYOwEswC1MFwCgX/xvkbNVt1zop/NIpdRdURTt20hKNto6FULQl92HW0DFVf/zh+oSKeVd1lpaucV+QuSy4SiKdq5UKv+O3UCPVQir128g4ktbGRoAfCicsfdd6M+EBHiVUuqScrnc8NlnK++rE+saY94lhNgz7lk4C3CTbzM4xrwtiO/Pmmwmk2oUC5dSIDrnivU6MDAw8NRcLkee0RTS8qJ65fnnUxMIkckuQMSXN8sp5HR+nD+IhBgaGppZrVYfnzt3br6VkJLFYvG5URTdns/nZzcaQKHZ99dp9ZIQYGPMp6Io+rdz7txOG1+7+kPe4EqpddbajRnnGn1YgBslNaGcMeZSylYzNja2aOXKlX9poonMqxhj1nrvFyMi1uuM1volUsoboig6Lo6HX712+/HnFJoyiqK3NOshPzQ09MxqtUrXkuY1k5C+15gDwK2BZ0tezFprcuT6drfsZCX1HpMQYNoJ9N4vcM5RCs6+fLTWP1FKfdRaGyt2OwtwjOkStm8pstWfEfG4GFU7rqgxpui9/3ij23eULF4IsSyXy83r1ysbSbxEuqZGYUkbOYOfyp4x5oNCiP2stXV3MJLocye3AQDLvfeuVeEMQRSGELHQyeNNum8JCTAdAcSKAJX0OLJujyKCSSl3ttb+K05fWIAbpAUAlNaPxPfbiHhWg9U6uli4GnNDo5G6AOAkIcRJ+Xx+XqlUeqijB9ehnTPG7OG9p2wpLcXPBYDfee+XOOfojL5vn3AU9NRWrxGF7ez1SqldyuXy3/oFaBICPB4DecOGDfl+DJnaSkxsFuAGftMA4M30hSeEoETLk6b2a6CZjisSgm78b7iW9M9GOkjnPd77l/TbSqERNo2WodCU3nvymLy60TqblqO72kGA5zbbRi/UIw5CiLcj4kCr46Gwn1EU3eKcI+//vniSEGACBQA3R1F0TKVSuakvwE0YZMgK9U5EXBB37CzAdYgZY07x3r8/RLb6cVzAnV4eAD4rhNgCEcmLr6EHAJYJIf6JiBQQn5+YBCiRgJTy5dbaY2JW/a/ixpiy9/6niEjvsC+fkPDkB4i4U6sAtNZvlFJSfOlXt9pWt9RPUIApreNqRKSFSl89WuszpJSUyObUuANnAZ6GmDGG4jm/TCm1qFfvuBUKhS2VUnd77wecc79sZAINDQ3lRkdHyTN6hXPuM43U4TL/n4AxZlvv/X35fH5OqVR6vFk2hUJhL6XUT8PZ0wPNttPt9QCArmTRffUNrY4FAO6VUkK/OLglJcCtiFCr7yzr+gDQ9McHC/Akbw8AZnvvKYfvw3Pnzl3UyhWHrCdHI/a11rT6XeicI0erhh4A2Nl7TyJMCR6+11AlLvQkgbB6rbR6pAEA9AH0lDg7GL32GgDgZ1LKj1hraT629IQrNeTVdXpLDXVJ5QQFeEBK2dQ2bJegmrKbtP0uhKAod7+LOxYW4E2Ijed09N6v7JdfQkIAAL8IWZC+0+gkCvdar1ZKzSuXy79utB6XE0JrfbgQ4tg4Hz2TcRsaGvofupaklNLlcpneYd89WuulUsqb6sU4bwRMoVDYWym1AhFf0Ej5bi+TlAAHR6Q1zeS97maGtBtYrVbHmnVAYwGe8PaNMZpWvt77DzvnLunmiRG37+Ga0ecR8UVx6hpjKBjJqeFeat9ug8ZhNl6Wri4opea2ks0nfDyRd7pGxEOb6Ue319Fav5fyXSe1CwAAv5RSfsxa+4NuZ1Ov/0kJcJiHTV3FqdfHTv75+IINEfdspp8swIFayNn68eBsRVmD+u4JZxm3IeI5cQYPAGcLIV6FiG+MU6/fyxpjvuq9vwcRL2iVhdb650KIi1q9D9tqP7KoXywWD/Len2WtPSAJ+3TP2nu/OyK+PYn2OrmNJAW42WAUncynXt9aDULCAkxLB60vlFLun8vlFq1YseL39aD36s+NMS/03t8ariXFShhgjLk8iqIR59wJvcon6XEVCoWDlFKfQcR9Wm07ePBehIgvbLWtbqsfooP9ARGfnkTfFy5c+JxcLveHhx56aHav32tNUoCNMV8RQsQOx5jEO8uqjVbDcPa1AA8NDT2lWq1ScA2Rz+cXteKRmtUESNqu1ppWv9s7594Wt20AWOO9v9Y5d17cuv1aHgDuUEodlcQZOgBcJYS4Pe4ORi+wN8b8WUq5b6vb+eMsAGBYSrnMWktMe/ZJWICbSkjQzXCNMSspd3qziSj6VoCNMS/23tOdtesRkbKh8COECFFt7hZCHIOIa+JACUHtfyKlpJioPf2HKw6X6cqG7XuK5NRytqnBwcFda7Xa7UqpnZMSoqTGmXY7APB9pdRF5XJ5VRK2Qqazw5MI8JFEf9JqI2EBbiolX1pja0e7raZi7EsBNsYcGpytznbOfbEdL6qbbATHKnKrPzBuv40x+3nvbwhOWS1fC4lrv9vKDw4O7l6r1b6PiDsk0fcg6HQntqtjlcdlQdexvPf/dM6dH7fuZOX32Wef/A477LA+iqIXViqVvybRZie2kbAAN5WUvhO5NNKnoaGhp1er1XsRcetGyk9Wpu8EuFAovFMp9emw7de3+SvrTRgAoKhfVyLi1+uV3fTnxpijvPfnhOtJf45bv9/Kk/OK9/6TlUql5dVbuBZB15KOK5fLPRe5baq5YYw5xnv/ekQ8Oqn5AwBfl1LSmWbPhqZMUoCJOwDcV6vVDhgeHr43qffQqe0Ui8X9oyj6JCLu22wf+0qAtdaflFIulFIu6pdIN81ODGPMAbRFv+222+68dOnSatx2jDEf9d4f0swqOq6tbi8PAO8WQrwSEd+axFgA4Fjv/XHOuUS8gpPoU9ptAAA5sn290exejfQHAN4ghPgEIr6qkfLdWCYFAV4VRdEl/ZC2VGt9slJqL2vtO5t995kK8OLFi9XPf/7zp1x77bWPNjuARuqFVcEV3vutSHyTCFnXiN1uLxNWAH+31n60mbFQgAQhxCznXEsxj5ux3U11ghfvn2u12pzh4eHHkui71vpHUsqrmtnBSMJ+u9uYP3/+rFmzZj2KiHkhhE/KPgDcI4QoNhPlKKk+pNlOCgJ8vvf+oX5wxNRaf0VKeSsifqnZd5SpAAdPw5dEUURxiG9rdhDT1SsWiy+IoojCSv7WWksrDX4aJKC13kFKeXetVttreHi4qetZAHCtlPLn1trFDZrty2Ja67IQYtg5980kABQKhf2VUleFK2WjSbTZ6W0AwG3e+8Odc7ck1VfaNaO2ejUqXgoCTEcA8xHxyKTeQae2AwA3CCHOjOusOnE8mQkwANBVFUqltloIcbb3flEr6dkme0l0QT+I7+ettZ/u1BfZyf3SWtPqdw/n3Fua6WdY3ZFn9PnW2m8000Y/1AkpL9+WZDQrY8yl5JjUaq7cbuEPAMuFEIiIDYdTrTe2EOnIJpFtqZ6tLH6eggC/VAjxLUTcK4vxtNMmAKyXUu5irf1Xs3YzEWCt9YlKqfeMjo7OW7Vq1fqQT5Hu456WRDxXgqG1Pk5KeYmU8ihrbalZQFxvo2PF7733H2z2A6lYLL4iiiLyjD7MWvsjZjo5AfqFFkLsjYh/TIJRuBZ2dy6Xm9sPAWYA4MyQmOKMJPiNtxHipH8cEa9Nst1OaCtpAQ7XGKvNxkbuBCaN9AEAni+E+F9EfF4j5acq03YBLhQKhyqlSlEU7T8xebPWek+lFMVhpisZsfMqTrKspy0QOu/9VSuAuK4QxpgjvPcfaMUZxRgz5L3/ghBiHiLSPWN+NiFAoSmjKLo3qas01DwAUFafuYh4RK8D11obKeVxiFhIcqxa6w9IKffoxdCUSQtwmHN0BHB0r56bhwUeZX86CREPa2WutVWABwcHd6vVarRvfjztE23a8fnz5281a9YsWgk/tmHDhkXNhIEDADpDe25Y+XJygFZmx4S6AHC1EOLqVhwOtNYUbGLwoYcemtfMu01oKB3bDADQvesLEfFlSXZSa327EOJDze5gJNmXNNsqFAq7KKWuTTqTUaFQ2F4pdee22247u5kbAWmOudW20xBgrfV3pJSrEHFjlMFefOjD1ns/xzn3kVbG1zYBDmEfSXyvQERaCU35AAAFx3hlSIxwVyMDHBoaeg6FlZRS3mWtPb6ROlymcQIA8EohxKp8Pr9LqVR6qPGa/11Sa00eg9s0e6bcrN1uqQcAfwirh8R2bij1oZTyQ4hI77CnHwD4txCCApFsSHKgAEAxA77ba6KSkgCfoZTaylp7WpLvoJPaCmFfabeWoik2/bRNgAGAkrbfj4gfaKS3APAhKeWHyTkLEX84XZ1CobCvUopAfKMf4+A2wjOJMkE8R51zH2ylveD9fmsv/4I2yydEsnpa0uFRKWat9/4aRLyo2b51Qz3KCqWUOsVam2gUtkKhcJRS6oheC02ZhgAXCoWCUupERFzQDXOmmT4CwM1RFB0z8Ri1yXbOonqIuPFf2Uwj9eoAwGellDtZa4v1yk78OQAMSinpXPjdU91n1FofSWWEEBQ6sWe3POJwS6vswMDAM3K53N1RFB3YysQbGhraulqt0m7IV5JyuktrzO1uV2v9EtpGtdY+N0nbwRFudbiW1PQORpJ9SqMt8vwWQtxorf1qku0H56L1Y2Nju61cufIvSbadZVtpCHC4+vljRNwxy7GlZTvElajef//9s2688cbYQYo20bh0BTgkyz6mVqvNaybIQKFQeDk5Z4Xtn49v0nlyMHlnuMJEf9D5SZmAMeYD3vsDEBFaMTU4OLhXrVajVQoFvKeraPwEAnS/MFzbWpkklHC0U2t0FypJ2+1qi/J6CyFemMadfwD4mpTyNmvthe0aT9p20hBg6jMAPJTP53cqlUoPpj2GdrdvjJkbRdFVzrk9WrWd6hZ0sVgsRFH0Te/9vFYCbcyfP/+ZwTnrH+Ph+gCArhjtRufEzrn7WwXB9RsnAAA3CSHOQcQVjdfavGTYqmp5frTSh06sa4x5l/f+1UnGNaZxhuDx9yilXlcul3/biWNvtU/GmNdFUbQ4jTCcxphDKMZ5K7cBWh1f0vVTFOCfKqVOL5fL/5t0n7Nuj2LdCyEWWmubio0wsf+pCTB9JVBWnCRXOEF09/TeU2Sf+5KKnZv1C+02+8YY7b2nGLktX7YHgPdQ3OIoivZrZoek29g10t+w1f/Xxx57bE7SYVoB4P1SyoOstbqRvnRbGWPMtt57yom8TRp9BwA6gnlTK0cwafSr2TbTEuBwpe4W59zFzfatU+sZYyg62iPW2nNb7WMqAgwAs+mSspTyy0mexYTtaLoOM5OSKiTtaNEqzH6qDwArpJS/SCLCWLM+Ar3MO/BdlUb0MAC4kbIvOefIMbLnHgD4y9jY2GtWrlx5X9KDowh+UkrVKw6EaQkwJRjx3u/unDsp6XeQdXta65VKqUutta7VvqQlwMMUpDrJSUoOWZTDV0pJL/Zxdrxq9dW3Vp8Cp1CM59HR0V2uvvrqv7fW2sYzo1he8q3a6/T6IXDJOxDxjUn3NWz9n4uIeybddie0BwDf995/MY17z2FnzyEiRULq+ictAQ7Z1Gi7fl7XQ9pkAABAkeoOTiKgUOICnMY9T7qSJIQ4RQhx1PiVpHD1iAT5a0lsBfTaJGnHeLTWFwghtkziK/fYY4/dYsOGDXRkQTmIp70n3o6xdYINAHiwVqvtk0ZuVWNMyXv/a0Skd9hTDwB8hmJgJxlRbCIgY8zPoyg6yzl3TbeDS1GAt/He34WIc7qd0cT+L1iwYE4+n/8jIm6dxLgSFWCKdCSlLG7YsGH/pCIdUUo7KeVekwXl4OAbSUyB5tt4wxve8LSnPvWpd3vvi865nzXf0n9qDgwM7JbL5aaMlNZq+91Wn9KdKaX+ZK39VNJ9N8bs4b3/pVJql3K5/Lek28+yPcqHHFYolJkn8Seco1Me2Lcl3nibG0xLgGkYAHBfrVY7II0PyDZjetKc1nqelPJTiLhvEn1ITIDTiPUboi/hhg0bnjedoAPAZUKI7SnXr7WWw08mMTMabMMYQ9fATFJbpVpr2nJdQZ7zveLo0iDKzYqFbbzPI+LezbYxXT0AOF9KuXUrCcXT6FerbQZfkUvT4lYsFp8dRdHd+Xx+dqlU6upUjykL8NXe+68454ZbfaedUl9rfbKUkmKrn5hEnxIR4CCUdHdxftLZbkLIr4cQ8eQ6f0zoQjMnYEhiVsRsAwBo9fvlpAKhbJotK2Z3eqp4yER1jHPul0kPjMLDjo6O3uO9J6/enybdflbtzZ8/f9asWbMeRcQZafXBGOO8999rNRRhWv1rtN00BZiOqKSU6xFxY07lXngA4MtCCPKyTySiXMsCHNz+xwMHpJHvVWqtaVuSkpWfP91LDCkIvxpWwpyCsE0zHgDeIIS4GBF3TcrkeL7oXg5n1wgrrfWScM7eUvjPqWzRx46UchAR6R32zAMAt3nvD3fOUWaexB+KwKeUOtJauzDxxtvYYJoCDAB0BHAoItK92Z54AIDuNVNqyjVJDKhlAQaAa733P3fOLU6iQ5O1EXIv3hBF0SmVSmXZdHboIn7wlv5cEldk0hpTr7ULAFdIKe+01p6d1NjC7scGRHxXUm12WzvGmBd7769DxOek1XdjzE+895d0+2puIh+t9XellBYRv5MGtxCOcL1S6iXlcvnPadhoR5tpCnChUNhbKXV5EvEC2sGiERuUs7tWq+06PDz8f42Ur1emJQEODlIzEZGcHlJ9wnnYdUqpeeVy+RfTGQuxSCmG9G+dc+9OtWPc+EYCIRXcH2q12i4JOl1IAKBwlXTto+e8dRudOvTV7b3/dFpnaSHCE8Xl3qXRPnV6Oa31x5VSs6y1H02rrxR32nv/e0T8bFo20m43TQHeZ5998jvssMNIPp/Pl0qlWtpjSbv98YUgIu6QlK2mBdgY81Hv/SGISDlM2/IYY47x3p8ZRHhaz036Qh0dHaVrSv+Tz+cXtZJCry2D6wEjxpgl3vsdk/wgGxgY2GnGjBm0+0H5bJf3AKbYQ9Ba0w7Aa5xzi2JXbrACAHxLCHE3ItKWd9c/xWLRRFF0HCIW0hqM1vr1UsrzujnNY5oCTNy11uuUUkdZa9em9R7a1a4xZmEURe9yzs1PymZTAgwA9IfgE0EI27r9Yoz5uPd+f0R8fSMQtNafpKhZ4Vy46ydBI2POqszixYvV2rVrKX/z8fVSSMbpY0hU/wPv/X5pOCPF6UsWZY0xdKfy71tuueXsK6644tE0+hB2je4K15LuScNGO9scHBzctVarUfrFF6RpFwCI2Zu7NbZ22gJsjKEjgJXW2qvSfA/taNsYc1oURU93zn0kKXuxBdgYs5/3nsJM7p9VKEit9TeklB4R394IiHBV5gKl1KJyuUyJtflJiUDYpXg7Iu6fpIlwt/Ojo6Oj85KIvJVk39rRVogUtnqqtJxJ9IH+GIS0occk0V7WbWitH5k5c+Zz0tz9Msac672fgYinZj3eZuy3QYDpCGDLJKMiNjPOJOqQT4qU8hprLe0WJfLEEmCt9Q5SSvJ4/mjWXzQA8EPv/fXOuYacfowxh5Jzlvf+bOfcFxOhx41MSgAArpNSLrfWUm7WxB4AIEe/eY3ufiRmuAMaCvfsaWchVW9lSjbgvT/ROXddBwy7pS4AwC+UUh8ql8upXbEqFAp7KaUq3Rqasg0CrKMoOt4519Xe4jQRjTFrAAtJ4QAAIABJREFUpZTHJbnbEVeArxdCXOOcO6+l34wEKofL8D+RUi5p9IskeJRSbuE1iEjhLflJgQBFi1FKfWf9+vW7rFmz5okkTQDAN4UQlNP2HUm22w1tAcC/arXayxN0ctts2Frrt0opSei7PoYvOUlFUfQb59wlab5fugcvpTzbWvv9NO2k0XbaAhyONn7UrR8o48zpeO3mm2+uPvOZz9xi6dKl1aTeRcMCbIy5PIqiEefcCUkZb7UdY8xrKOWhlPJgay19HNR9BgYGnprL5a6ggsE56/G6lbhAbALkIS+E+Jdz7vTYletUMMb8yHv/Y0T8RNJtd3J7IQjA/WkHNgCAHwghSohI77BrHwB4n/d+17RvQpAdIcRLEfG4boOVtgATDwB4OJ/PP79UKj3YbXzG+zs4OEjhkL9trd0jyTE0JMAAQNu8r0oq3GCSAzDGHOG9pysq5JhFWSoaeowxF5IzVy6XW7RixYrfN1SJCzVMYOHChc/J5/N3RVG0j3PutoYrNlCwUChsr5Si4Cxn9dLd1XpDD1fxvoCIL61XtpWfF4vFfaMo+m4+n9+lVCp17QcqABwshDgz7Zsahx122LNmzpx5z8jIyJzVq1ePtMK+3XXbJMA/jaLo9EqlQkEsuvIpFApHKaUGEPGIJAdQV4CNMW/z3n8kn8/PK5VK/0zSeFJtkXea935B3G2z8OX6sSiKjq5UKl23fZQUv7TaCe9lb0Q8PGkbWuvXkj9CFEUHdfMvdlwuWuvbhRDHpu0NDgCXUBjBbnaeCVH6bkPEZ8TlHLc8AKD3vuycS8xBJ24fminfJgG+xHu/1jlHYRy78gm3aSi86TlJDmBaAQ5fkKvCdaNfJ2k46bYoc0wI2RfrrqQxRgfnrA+nfVaU9Ji7oT0AuFVKeaq1dmXS/QWAtwghzg/z809Jt9+J7YVf2K0R8QNp9m884UCtVnvF8PDwrWnaSrNtAPiL9/7Vzrn7U7ZDc3FRt4VObZMAUzCkl9SL55/m+2m1bQCghBJfR0Rsta2J9acUYIpsRCsMIcR7nHOULL3jHwC4Wkr5W2vtx+J0FgBeSiIc4k0nfmYZpy+9VhYA3ky5nBHxFWmMLayyD0v62lMafU2izcHBwd1qtRo5tWyfRHvTtaG1pqs1dIRA77ArHwC4xnv/Befc1WkOINyB3+C93z1tsU9yHG0SYArWdHY3/44CAB1vHoyId6fJX1LjBx544Iw5c+bcELJ9dE2YtaGhoadXq1XyjKY40LGuwADAbCklXVN6eO7cuYuWLFkSJQm6n9uir0cp5Q+stalc/zLGfNV7/zRETCX/a6e9O2PM9VEUfSat0JQTx2uMWUfnd+2wlQZnAKC/X/9oRyjT4Hh4h3PuM2mMJY022yHAAwMDz8jlcnci4pw0xpB2mwsWLJiTz+f/hIhbJW1r0hUwAFDCg38i4nuSNph2e8Vi8WVRFNHKnXLUXhvXHgBcTB6NtVptUZrXPeL2q5vLh/ys11ar1Z1XrVq1Po2xaK1XCyFudM7F2v1Ioy9ptxlyku7bjiwzWus3SSlPQ8SXpz2uNNoPGdIOQsS3ptH+xDbDkR0la09ltyeN/rdDgKnfAEBHAHSHv2FH2TTG20ybdK1SSnk+Ir62mfrT1dlMgI0xn/Le0359ajFUkx7Epu2FOLCUlnCetfaOuPaMMad4798fRdGiSqXy47j1ufzmBIwxX/DeU/Sy96fBh8I1RlFEiRs+65z7Who2OqXNsNPzQEgI/0ja/QIAih73Q0T8Qtq2km4/fPxdioh7J932ZO1RaEohxOGIeGM77LVqo10CTB/ISqmL0/AFaZVBvfoAcFK4ZnZivbJxf76ZAAPAzcHj+aG4jXVSea31B6SUbxkZGZnXzNWAcHZJ58InIOJlnTS2buxLEA3640QJPFL54wQA+wgh6F64ttbSXdaefYwxJe/999MMTTkOL+wq/TCfz+/cbXc5DzzwwC1mz579b0TMt2MyGGPOiaJoZpLxgtPsdxsF+ALyqk/7DnsarML9+9sR8aKk299MgCm0WqVSuTlpQ1m0BwCf995v36wTidb6VUqpK7z330bEs7IYQy/ZDNe+yJEhtd0VY0zRe/+VXC6334oVK+7sJX4TxxK2hk9ExEPaMUb6XZKUYNdaCjrRVQ9d3VJKDVlr16Xdca31nlLKlYi4Y9q2kmi/jQJMEdbe2I5jkyS4TGyD0oFGUbQ4jd3QuveAkx5Mu9uj+3khUfwpzdguFArbKaVoJfznbox008yY06wDAL+h8xRrbSktO8aYD3rvDw87OaNp2cm6XQD4P6XUK8vlcurZi8hJkdIVRlH0xkql8pusxx7Hvtb6u0qpsrWWfFtSfwCAYk+fg4jkl9DRT7sEmHZRvPfftNbO7Wggk3QOAB4cGRl50erVqxOPg9HzAjw0NPQ/1WqVnLLoDteXmn35AEDnijuPjY0tWrly5V+abaff62mtB6SU5Kiye5os6Mw5iqJnN7v7kWbfkmo7OAzSh+Enk2pzuna01u+VUtIRwkA77CVlg1KYCiFmWWspM0/qjzHmvd77lyWZFzutTrdLgE844YT8Aw888MTcuXPz3XTDpFgs7ki+JYi4QxrvoOcFmKANDg7uXqvV6HrS0a04AQAAedhSZLBFzrmfpfFC+qFNWpEEj+Xz0xxviE5E10ISy9+ZZn/jtl0oFPaXUl7knGvbqgIAKCDPpxGR3mFXPHQsIYQ4xlqr29Fh2jXL5XJ/XL9+/Zykk5Ek3f92CTD1m660CSGOstZ2TV72YrG4oFarvds5Nz9p9tReXwgwDbRQKCxQSl3lvZ/nnLulWZgAQHdNL/PeH+2c+3az7fRzvYGBgd2VUr/x3u9cqVT+mhaLQqGwJcWMllJeaq2l62U99wDAbUqpt5XL5V+0Y3D0BymKIhLgl7TDXhI2jDEv9N5TLuWdk2hvujZCJjAKvUrBS4pZ5UxvdJztFGC63hpF0XClUrmq0f5lXY4C/QghtrHWNnWEWa//fSPABILuTwohTqSk7qtXr364Hpypfh7uhdG58Ffbtf3XbF87tV647jYHERN37Z84ZmPMHiFjVku7H53KMeRInp12aMqJ4weA5VLKm6y1n+pULpv2CwAeGRkZ2b6V3/upxlooFF6Uy+UOJ78DKeVYFEXEZ3nSUZPSYN1mAf4YBcxJI0NaGmyCZlyplKIgQpenYaOvBDgAvUAp9aJWt6MWLlz4vBkzZlwppbzNWvvONF5OL7c5NDT0lGq1epeU8vC0VwnGmIXe+yvCvfDUPWHb+d4GBgZ2U0r92Dn37HbZDXm1bxobG9u5W/whAOAX3vsPJnV0RNGRZs6cOS66u3nvN4qutfbn7XoPSdhppwCHuPvv6CYfAq312lwud1y5XP5tErwn+TDceLtm/JbNxlCUvf7QF3wIT/feVscKAJT9ZNsQOev/Wm2vn+oDAOWWfjMivj7tcRtj3uW9Pz6KonmVSuXfadtrZ/sAsEYpdWG5XKaAGW15KDsMbc11Un7w6QZOTpTe+1+3mnAlXHOjLeY3CSHGRde1BXoKRtopwABARwDXIeJOKQwljSYlAIzl8/mnlEqlVG5T9N0KmN5S8Mijs8HvWmsvbPXNAcAnpJRvIuestIJMtNrHTq0PAONntKmncdNaU97oFznn2uKM0y7mIVIPhfk7sl0258+fP2uLLbaga0lvcc7RLYOOfgCAIrDt3Ex4XWPMfrS9LISgXLBraaX7xBNPLE9jO7vdENspwDQ2AHi4Wq3umFZI2iT5UUwMpdR30ryx0ZcCTC+Jsj0ppSh04bsQcUWrL05r/Q4hxEVSShLhlttrtT/dUl9r/Xop5dLgIOPT7ne4E/q3bgwoMRWbEGXsn1EUzW7n6j4IP20pUgSyjn5CnOYzEZEy89R9guPWuOjWSHRrtdrySqVC0dx65slAgH/mvT+1Gz7atNZHUlS9NPKZj0+gvhVgAkB//CkFIXlGJxFcIIgJnQtfkMTKumd+y+sMRGt9uZTy3nZEGxsaGppJ98LDeV3Lux+d8o7C1a5r2xUHOxwfLPbe0/lzrBzcWTALAXVuRcRnTGWfgo0ERypa6b6YznVpmzmpc+Msxl3PZjsFeGhoaOvR0dFvSSkphCrlb+/oBwDOE0I8hojnpNXRvhZgggoAb5dSfnhsbGze8PBwy2e4g4ODu9ZqNfKQ/iUitnzGnNaL76R2i8XiC6IoopXFru3wHA3viET4ZGttuZNYNNsXABgUQpyU9nl6+MhcLIQYkVKelbYDXbM8JqsHAH/13r9q03y9WmsjpSTRHRp3pko68XqS40iyrbQEONw+oLCcewgh6CbCnuQrQxEFaSsfEX+X5DjSaIvSqIYATphG+0F/+s8Ja1OYdIYrhHgFIh6aBOhwxkwr4S3IOaud24JJ9D+LNsJ1ml3aldPXGHOI956cZ+jsNJXkEO3mCAAUKu/VaXzEDA0N7TQ6OnoWeZIH4U39zD5pfgBA6Uk/RyEii8XivlEUjW8xU1yA5fl8fnmpVOrqJDRxmbUqwHQbJJfL7RGElkSWBJf+vcN7TzcO1iml6L9bui02OwDcG0XRIWkeO/T9Cnh8wpI3s5TysSSvFJHTj5TyDSFoR9PBP+L+UnVreUrlJqU8qV2ZjMK5/YeUUvtZa//VrdzG+621plCrf3XO0dZZYk/4OKJV79mIuEQIkfpZfWKdn9CQMeYblJzFe/9cKSWNYfnY2NjylStX9mzSjnocGxVg2j6u1WobV7JRFG0U2SC6T5DICiHo79u6KIrWPfzww+s6PQJYA1wo9vn9iLhlvbKt/JwFeAI9ynohhKCIOYnF1g3J088j56xWwmC28pK7pW6IMvZORNy3XX3WWp+jlNrHWptKqLl2jYPshAAxFyPiXknYDe+DhJfutp6Vxso6iX5O1wYJR7Vapfu6R0gp95FS/rVWq72jUqlQwoS+fyYRYKm13nRFS4L7TFrR0mqW/pVSbhRca+0DvQgxeL5fgIivTXN8LMAT6IbgGjd4709PMsxkCINJ58Lkhdl0Qog0J0KntE3bhN77Fa3e14wzHgCgIB2PJrn7Ecd+kmUB4FYp5TtaCQihtX4tbTMLIZ4Wtpu7LrcyAEC4NkTbzMvpbDeXy/05iqJLEPFlSTLv1raGhoaeV61WabFBZ7N/D1vHJLZ3jK9oSWxnzJixrtu2j1t9J+Th773fO+177izAm7ypsIq43nu/X5LejyEhBJ0LX5dWXNFWJ10n1C8UCvtKKb8XRdHOw8PDj7WrT2nsfrSr7xPtUOYf7/3TEZHuvcZ6hoaGnjU2NnZWFEV0T/qsdn4ExeroFIXDhwM5U1FIyFspJOTMmTOXjZ/rhuhrDyNiPgl73dIGeXdPdIai/01byXTk5r2nLeQHpJSXkNiOjIysW7169Ui3jC2tflKmMe/9H5xzX0zLBrXLAjwJ3bD1toQ8o5MMtRdSI17pvR+dOXPmorSiq6Q5YdrRtjHmq1EUPdzOLEYh7RgFlDgVEb/TjnGmYYPiEiulrkfEZ8VpHwAoYxRdK7o4iqKz2vnxE6efm5YN9/nHRVeGle6yqVZsxpjblVJvWrFixa2t2O3Quhu3jyecz447RdHVq1vGt5DDme3G7eNGz4A7dLypdcsYc70QYom19kepGWEBnhptSD14MCIelPQL0Fp/QUr5mnAuTNs9/EwgQCuxarV6t5TyVdbatsVupvR+FFc5ZMzq2nSTAPBjKeXnrbV1QySG60u03fyHsN3cNt7NTvr58+dvNWvWrI2iG7ZNx0NCUmCdaR9jTEkIscJau6xe2U7+OX0wjl/vIaeoCV7Ivx8XWBJdcoqazouXBXjytwwAD+bz+ReVSiW6WZDawyvgadAaYy713s9AxOOSfgNa6w9IKU8LItx1Z2xJ89i0vbAieyUiUszdtj3jux9RFO2XZqrENAdkjHmn937/6UJTFgqFvUlwpZQ7SCnpS7+uWKfZ50bapmD+URSRMxUJbykEU4l1j5s8ur33eecc5fbu+CcEB3nyPu2Ec9pHJ65o6X/n8/lb4u6qsQBvPgXobHxsbOxn1trnpj1BWIDrEAYAEsefphGlKQR2p3Ph91lrL037ZXdb+wBwi1Lqo+1MMkCMAOBMKeVB1trXdRsz6i9l6snn8/8aGRmZvWm84uAVTCve47z3S5xzn+vkMRpjXjNBdG+nc12l1DJE3NBMv8OK/2hEJCetjnkWL16sbrrppidXshNWtE+nFe245zGtaGfNmrUuqZUZC/DmUyA4zb4nqbgQ000yFuA6v4IhhB2dDZ6HiJcl/RtbLBZfFkURnQuXu+WrPGkGU7WntX6TlPKMLLxWKXuOECKXxu5HO/iFnL3k8Pfkhx0AvJucq4QQ3wnbzR1595my5oRrQ7TSzdG5Lomutbbl45oQ45muGlJmnkwe2j4OkaHGnaE2RosSQtw+Hrxi/G5t2le/WIA3nwJa61OVUs9oh7MsC3ADv4IA8EohxE+iKHpjpVL5cQNVYhUxxmxDIiyE+Fc3xNWNNbgWC2utaWt0TRYrtbD78ZMQfKLFkbS3ethdOZlCU2qtDwvXiug8awki/qq9valvrVAobJnL5Y4IWYfmThDduue69Vv/7xIA8OjIyMiz085mRDsRM2bMmOgUNR4l6pEgtLTDQ3dq1+VyOVrVppLyLs4KLC7LXiyvtb5SKfUDa+3laY+PBbhBwgDwZgpjp5SaVy6X72mwWqxiWuuv0NaTUmpRuVz+U6zKPVqYzirJMUpKuXO7o1UFZzDa/Tg3jd2PtF8ZOZJIKX9GV7qUUnTO23GORyFJO610KVjGirDSjXWuG5cjAPzSe/+BpK4Z0vbxzTffPO5xvEcUReNntnMmOERtjBZVq9XWJRFzPu6YpyrPK+DNyQAAxal+eztC1LIAx5jJxphTvPcwd+7ceUuWLIliVG24qDHmNO/9yVLKo6215Arf9w8A0DklOcO9p90wtNavklKSCL8BEde0234z9ijj09jYGDkbnSqE+BEivqGZdtKqQ+e6tNINmYfI+3rZ6Ojo8nbliA3HC79CxKVxxwgAzx+/Rzsh7jFtJd9G8Y7HBZdWuGlvH8ft+2TlWYA3oyIBoDoyMvK0dtyHZgGOOYvpgrYQYk6ayc+NMbQVR85Zb7PWdl3Q+5hI6xYPjkN3K6Xml8vlX9etkHABrfXhSqnPhoxZ9ybcfKLNUXavcM57jZTyau89hZBMJDRlKx0N57rEkYSXAmEsj6JoWaVS+UMr7TZTFwAoSMnO033Q0fZxLpcbX8k++a8Q4uFxp6jw7y3Petaz1i1durTaTF+yrsMC/N9vQGtN75qc/HZvx7thAW6CsjFmpff+ZkQ8o4nqDVUJqwQ6F74MESlbU18/AECr30MRcUEWIMK1KErOPU8IkcruRyvjKhQKB9E5r1KqFgIIbNw9McZQgPwTktpujdNHCjwzOjo6fm1o7xASclnWydhDSsWP0h3/oaGh3NjY2JPOUOPOUUIIih61cUU77hjVadvHcd7FVGVZgP+bDAC8hS5CICIdi6T+sAA3gZju5gkhKGb0l9IM11coFLaXUtJKmJLV08qmrx8A+FUURRdWKpVMzjKNMZTO7g5rLXkTd8QTPGppu/l14VrRNyd2LFypIo/O97Wrw4VCoUAr3RAS0nrvaUWxol3269k57LDDnjVz5szbKdtNuFf7pMjmcrmNopuWn0e9vrX75yzAmwkwZRJ7vF2LHhbgJmc8ALyURDiKoqFKpfL9JptpqFpIo/a8fD5P4SspaHpfPuTNK4T4rHPuxe0GAACnCyEowMWirFdw42MP0droWtEnN2zYsGTNmjVjm3IJ125uQMTt0mQ2MDDw6lwuN+5MdSdt44X8ug+mabfZtingSkidd8tk3Jptt9vqsQBvJsAV7/03nXO2He+SBbgFysGD8+u5XG6/FStWUAi41J6Qk3WRUurocrn8i9QMdXjDALCMtv+Tznk73bApNrX3/iVjY2OLVq5ceV/WiLTWR4ZrRb8OUaymvR9rjPmR9/6LiIhJ9r1YLL4gJLWnc91ZJLq5XG552r8LSY6h39vSWl8lpdxeCMEOn/+ZDLRTdIUQol0fjgdQDm9EPIqMy36fkHHHDwD0wo7O5/PzSqXS43HrxylvjDnGe/+1sApbHqdur5QdHBzcrVarrfXe7+Kcoy3E1B66n+29v4qyxSDiW1Mz1GDDxWLx1d77xVEUzQ7XihraedFanyiEONA5R+dbLT0hocjGla4QYh8hxDKl1PJyuUy5tPnpMgJhBbarEOLOLut64t313m8hpfwA7Sgl3vgUDXrvd5VS3jkeaZEFuAnyxpgLvfc7IuJgE9VjVQGAA8lDWghxkXPu/FiVe6SwMeZc7/12iPiOtIYEAJS8nSKUfQ8Rz0zLTiPtGmO2JeEVQrwpnPN+uZF642WCz8L6fD4/ezw1X5z6VFZrPRDOdCnVH1JISOfc9+K2w+WZQKcSMMbsF0XRp51zr8mqjyzATZIHAHIy+SMifqjJJhquFu4ikjiQJ/bJDVfskYJ0zzVkS1r0/9o7Gxi7iiqOz8x9z35s1I1Jq4gYpQQsKIoBVGjJRnTLku6bMw+eEtmFUG1VEEQkgBihqxAQS8RWBIkCtSkEHt2Z+xppXPloAkiCCMHWGhCISlC0wa4iC7tvucecdR4pbbfv637s656bbLpJ75yZ+d2777yZOed/ksiVJr1gnwb2Nefcz7PEBgD0PpHzvSWKoqFKpfJKK+OhrXufE9xw7ivlQPu0IVrtPkfBVLTaTVsQpZX5chsm0CwBKmJCuzrW2pXNto3rfnbALZL0xb4fRsT1SRdx9kOkhHFaCXfn8/nBcrmc1plFi4TibUb5rlLKM+MumGCMuQgRL/Hb/PfFO+rGrWmtjZTySiklqa6RitVTjbfe+05vj75QnLw/O/39/R/M5XJTIhlCiHm0xeyrDlHUMF9M4IAlYIz5sc9yWJvVJNkBt0HeGLMYER9SSq1Iq4KP346FKIoGKpXKk20Mv+Oaaq0pcOT2MAzfknrT6kQAgP7wjg+CYHC6gu6t2m60nTHmo7TiRcRD/XZzbNGYAPAPHzD4lvO+3t7erq6urprTPW43p8uBOY0+OL6v4wnQ54mPrXggq8mwA26TvDHmFESkWqVL2l21NDoUAFglhKBz6MG0wucbHVuS95H4hFLqttHR0cPaSSXxhQBoS//1hQsXDmShakRjUErRVjMFTJF61fVxs/NfMCig7CqybYxZ7uUgyflW/EqXCtbzxQRmHQEAeFlKudha+8+sJs8OOAbyviD6eUKIpa3WLW12GFrrZRQ05AsH3NBs+0693+dIv9hqoJQxhsTzKdL5V2EYXpIFB601aX+T873HpxUl8gFQKBROVEqRtKmjovaI+Dw53cnJybtmUoGALJ4B9zm7CSxfvvz9uVzuUefcwVmSYAccE32t9TUk2u6co+jRVK5CoXCEUoqcMJXQo3D6A/4iJagoip6TUh7ZbL1YvwKkle/lYRg2FVkcB1jaLYmi6Eql1Cg53jTyu31hi1cooCoMwx1xzINtMIFOJ+BLdl7gnDsly7mwA46Rvtb6Tl/jNzXpwp6enrnd3d3khIOxsbGBkZGRV2Oc0ow05RWhFteS2RsZpDHmPET8XhRFg5VK5ZeNtInrHq9ORSve46hYQhiGd8Rlm+0wASbQPAGt9aVSygXOuYubbx1fC3bA8bEUJPRerVYfklIOW2vXxGi6rikAoP5IH5ikEw/4lQ4APCOlvMBaW1ecwhjzA0T8TBAEA5s2bfpDXZgx3dDT05Pr7u4mx0uylnTOO3UWyxcTYALZEgAAUr+6P+u63+yAY34PvFwfOeELrbWpBrj4CkKrfXDWvTFPbUaZI3lGpdT51tppk+gpf3hiYoKKW7zN62r/N61JaK3P8WlFD/jt5r+k1Tf3wwSYwP4JAMCTURStrFQqj2fJih1wAvSNMbQS3eKDsh5LoItpTZKCkQ/Ousw5d1OafafdlzFmSxRFm/d1nuu3fWlr/jfOOaoHm8pljCGtV5KPDGi7uVKpPJhKx9wJE2ACDRMAgMnx8fGuLVu2jDfcKIEb2QEnAJVM+hXQt3x6UiJRrtMNvVAoHE3BWVSg3Vp7WUJTzNwsaSVHURRGUXTY7opRxpjPkrIVIl4bhuEP0xio1voQH9m8zG83Z6qolcacuQ8m0IkEKBMCEe92zh2Z9fjZASf4BLzw+QnOud4Eu9mn6VKp9M5qtUrnHGOjo6MD7eTNpj32ZvoDgBt9Pc+pYApjzEpEvEFKOWitHW7GVqv3aq0v99vNa3K53FC5XJ5o1Ra3YwJMIFkCAEBFStYhIn0+bKea0EEQbC+XyzuT7Xlv6+yAEyYOALdLKatZ6Y0CAL1ox9K5cKVSeTbh6aZu3hcueFZKuZRqNUspi0qpgeHh4SeSHowx5gxKK5JSPhUEwWouy5c0cbbPBNonsGrVqvzOnTs/gYgfEUJ8mNJHEZH+fQ0Rt5NTllJuo9/z+fy2JL9QswNu/3nWtQAAD0op77PWXl335gRu0FrT6vCbUsoB59z9CXSRqUlfwIDKRNIfDq18X05yQABwvC+YsMCnFR3QAW9JsmTbTGCmECCNgcnJySmHTD9CiCkHTXrRQoht9PlCThkRt8W1mGEHnMLTL5VKB1er1YeFEN9xzlFgUOqX1vp0Cs6SUp5rrb019QEk1KEX5iCmpMu9MklpTl8veLUQgrawKK2IxNz5YgJM4MAlILXWezpkWjEvVEpNOeWac6bfm5W1ZAec0ovjZQEpPekkay0549SvYrF4XBRF5Kzucs5dkfoAYu6wWCyeRLKSUsoboyh6ms5hnXMfi7mbKXNa62/4IKvb8vn86lbr7CYxNrbJBJhAugQoxmZycnJqhRxF0e4O+vU9nPK28fHx7dNFW7MDTvG5Ue6qEOIaIcSSMAxfSLHrN7sqlUr8VMtpAAAGtklEQVQLqtUqrYRfstaencUY4uhTa32WlPJW2la31lLtWwrAGkbER+IsbGCM0YhI1Ype8GlFs6oCVRzPim0wgdlCgDSmgyCY2r7229j0O/38qXa+TCvmXC63nSqwsQNO+c2giFml1DJrLeWLZnZprW+RUh7uRTsy+TLQ6uS11ldIKc/2zvfRmh0q7YeID0spFzW7FbTnWHyqAm03H+HLBN7T6ni5HRNgArObgNZ6yiHXnDIFfQkh3s0OOIP3AgB+SsXPnXNnZdD9m1369JlV3pFlsi3e7PwBgPJrP+A1nf+2Z3svyUlsqTpV01d/f/98pdRqKSW1H3LOXde0EW7ABJgAE6hDgLaxJQB8zjl3N9NKlwAAkIbxY1mfxRpjziTRCiHEYFYBYo2QL5VK76Gtc0T8axiGK6Zr4+vsPquU0s1WG9JaT9XmVUqFuVyOznlfamRsfA8TYAJMoBUC5IB/K4R4KYqioax1MVuZQKe26evrWzBnzhwKyrou66hkY8wSRNwgpfxZVqlS+3uO/f39nwyCgM6tf2Gt/W69Z071dpVS/dbavnr30v975Szabn7V/x080kg7vocJMAEm0A6BqS3omog/pal4JZ9/tWOU2zZGoFAoHBsEwUOIuDzr/Nxisfg+ipBGxGfCMFzV2AySv0tr/XmfPvUla+36RnvUWtPZ8Lr9lf4DgEW04hVCUEEH2m4m5TC+mAATYAKpEHjzDBgAuv2HEZ1L0ofRj1IZwSzvhPJzlVLr3njjjaVxJXe3g1RrvV5KeZA/F05Vw3rPcfuanVRbmbbHtzYzL2PMKYi41jl3+D7a0c4PlQmkVCx614easc33MgEmwATiILBXEFaxWPx4FEW0Knivj/7cHEdHbGN6Al7JqTQ6OrpkJmg2G2OGEPEML+lIRxSpXwDwE0Q82qt3/bmVAQDARiHEH3evw2uMOYvSiaSUtP0/NDw8/HwrtrkNE2ACTKBdAtNGQfuV2eooinbQudjmzZtTK2Te7qQ6sT0ArBVCLHTOnTETxm+MWYGIN0spz0yzrvGyZcveNW/ePAoK2+WcGxBCYKs8fEnCHUqpRYh4COXzCiHm+i+W97Vql9sxASbABOIgUDcNyW8DkuD8Wn8+/FocHbONvQkAQMWv2C7Nmo+Xz/ydEOLitKKjC4XCMb6MorPWfjsOBsaYqxDxdCHE2/128y1x2GUbTIAJMIF2CdR1wNRBsVg8yG9LL+cPsXaRT9++r6/vHXPnzqWgrJudczcl11N9ywCwVUr567SiorXWRkpJQVAXOedic5I9PT257u7uFfl8fkO5XOYvj/UfPd/BBJhASgQacsC1sRSLxRO9I+ZtvIQekFdMISf8hTAMM6myQyUUEXEirWhoALhQCHG5EIKqNY0khJbNMgEmwARmFIGmHHBt5F6Hl7alSfaPA1lifqRa634p5XpEJM3oHTGb3685rfWQlPJTzrneNPoFgBuEEPTFbqBSqTydRp/cBxNgAkxgJhBoyQHXBg4AFC3NqRwJPEkAoPSbL46NjS0ZGRl5NYEu9jJpjDkHES+j4vbtainXG29vb2/X/PnzSVxjcteuXYNbt26lKiJ8MQEmwARmDYG2HDBRKhaLh/pt6RNYzCDe98brGi9yzpl4Le9tzRjzaUS8Vym1dHh4ONHUI631kSSuIYR4wDl3cdJzY/tMgAkwgZlIoG0HXJsUyfkJIahs2xjL+cX3qI0xZUR80TlH56SJXP5LFB0nfD3plCOt9ane+VLt3nWJTIiNMgEmwAQ6gEBsDrg2190F7f358N87gMOMHWJfX98c0owWQtzhnKPz0livUqkUTExMUCWkTWEYronV+B7GAOCrQohrEXEgDEMWeEkSNttmAkxgxhOI3QHTjEul0rxqtUrnw3SOySXd2nwNCoXCEUopioz+chiGtk1zb2mutb5TCPFyGIb0rBK7AOD7Qog+H2z1+8Q6YsNMgAkwgQ4hkIgDrs39tNNOO4rOhxHxQ1zUvL03AgAoKtlGUbSkUqk82Z61/7c2xtBq9CjnXH8c9vZlw+fh0nnv/K6uroGNGzf+J6m+2C4TYAJMoJMISMo7DcNwW5KDLhQKBSkl1Vl9wW9LP5FkfweqbWPMSkS8MJ/PLy2Xy21VrDLGfAURz/W2/p0Es0KhcFgQBBsQ8XHn3PlJ9ME2mQATYAKdSoCqwowi4mAaZ3JecIG2pm/L5/NU8DyRD/5OfRiNjNsYczUiHuOcO7WR+/d1DwBQndy7fLrRU63a2V87ADgZESnNaI1z7vok+mCbTIAJMIFOJvA//pwM+T4CWPUAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="50.00000000012983" y="-1.946944507835724e-7" heading="89.9999999931863" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="87.33333333333337" y="81.00000000000003"><block s="receiveGo"></block><block s="down"></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="doSetVar"><l>number of branches</l><l>6</l><comment w="90" collapsed="false">Sets all variables&#xD;</comment></block><block s="doSetVar"><l>size</l><l>100</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>length</l><l>150</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with rectangles, branches: %s size: %s backup: %s width: %s length: %s"><block var="number of branches"/><block var="size"/><block var="backup"/><block var="width"/><block var="length"/><comment w="90" collapsed="false">Makes Pinwheel draw the rectangles&#xD;&#xD;Click edit for more</comment></custom-block></script></block></script></block></script></scripts></sprite><watcher var="size" style="slider" min="0" max="100" x="180" y="7.000001999999995" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="274" y="7.00000399999999" color="243,118,29"/><watcher var="width" style="slider" min="0" max="150" x="383" y="7.000005999999985" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="12" y="58.000007999999994" color="243,118,29"/><watcher var="number of branches" style="slider" min="3" 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