<snapdata remixID="11305576"><project name="Concentric Square" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAMIUlEQVR4Ae1dW2wU1xn+dr1e22t218Z3bGOMMTgEYy4iqDEFQwhJVFGkJi1RQ9MiqpJUUdqHvqQo6mNfKrVS+9C3SpVAFRVSURORpirlUlpoDDGkRhgbbGyMvb6tvfbebz2zxutd7+zFs+vxmZl/JHvPnNv//9//7cz5z5kzq+v8UTgMTg/zZsA7BvimpSmoLwBCXkBnAMIBaX1Qq5VFgLmG32O2l+mWxddDIJ9wEPnmceDxv55HpaI6ZUG+aB+U4BoBvgnINXSkXC4QSHoL9ue54c/z5EJGtA9jsAiGYGH0nBKEgCgBh1uvYuvrtdDpdMtGyPXV56gJTya0C5dtgL3qJQx+6kVpT2tCOWVoE4EEAnr1LmzYXwqXy4ULFy7AYDDAYrHgyZMn8Hg86OjowKNHj7Bnzx5cvHgRJpMJRqMRdrsdp0+fxrNPf4fGtbMs9MxD/svvwn/jDxFkw9ZaeI+2wdLuQfBhAHnhBNHa9EC2Vgvj5OVfJ7KVKqm9mKqJY8BwKEI+gYDbtm2Dw+HAsWPHUFdXh71796K/vx9erzdCOpvNhoaGBjQ3N0dIGgwGFxULBxGefhY9D7PZHqfTCZfbxcJSii6iwGSbUAj5BDPFVNWJzQN21ZzHxgMVSaEpKCiIkFCsQvHTm9hQmDh29BRXo9e4GZPX89A02iHWlPI0iIAoAQUchqs6MVc+jCD8GcFStrYMFqsloe6sg92OJ00I3S9Fdbg5oZwytI1AUgJqGxayXi4EEseAckkmOYQAQ4AISDRYVQSIgKsKPwknAhIHVhUBIuCqwk/CUy5HCOvBYbHZwzS46VijfFrzTYMSFQsIiBIwoPdB/80+lDcbk64Hj/TcQdXUvcTZbUbY/PYfou+aDSU3XiKUCYGUCIgS0LXpMSrqQxgeHkZnZyeGhoawY8cOdHV1obW1FS0tLTANf4Gavj9FOjceeA++q7+PCpo99GNU7TKh9+5trJ/bHc2nBCGwFIGkY0Bh3dbtduOTTz7B1NQU6uvrIw8f7Nu3D5cvX0bAv7hCojNXxvXrZ2WRdd8gWwWhgxBIgYDoSohDN4bJV66jvKIs2jQQCKCsrAwzMzORvILJXuy2zkXLFxIh9kBCd/lB2Pu8KLn8NXaLljCIXOiMPlWPgCgBF6x2ws62ZCz/yRU98mCCdaEb+iQEkiIgOgZcqF2M0oUkfa4SAgG9F//a+CtMXAvgtY63YenfgvDi6GeVtMqd2JRXwNyJoZ6yQcBTOo53z26EzzPH7kd6nDjxHnCvHqe+91M4/qPsLQ5EwGyYIWPbXv11/OzP+9m0WLxQ05pS/ODND5E32IBv7TuJme74ct7PUt6CeVdeS/p5aocSyGctrcLxw+/DPNGCwzuPK458gv+IgApg8fD6K/j4N+/Az97u8JMPzrCnyovxwfc/wuRNprywC4K9AcI5oABDRFTUBAGH53pQUbRexHz+s/KtOly5fBV//aUNnk4LwiNsVmITMHLDHVHe5hpAvfkF/g1JomFSAnrrRlDU7BedhhG2a+r14nPYwUAQzkHA9LghiUj5s+3uEdSu2SK/4FxIZFOt72z6BYJfsCVOob+8+E7HnP3qI6C9pB91337+YpUYe4WtmcIuuMdfdWLPzY9gYANifc1WdhvwITTWF6npPvIxHDv3Y/TCI5gHm2Jar34yxHbq+UM+yYoI4//lz4pKFpeyYUFeUcpypRSKXgHNTbrIUtrZs2dx7ty5yLbMgYEB3Lp1C2fOnEGNCSgS2MeOwiMfwrD1Vcz9nN0X2DEz9QzOMifMFesAdiXk6eieuI7Wig6eVJKky23bJeyuekNSW94aiRJw4qET1q1utLe3o62tDU1NTejp6cGpU6dgtVox/ngx1vf9/dfw/eO3UbsC7JsprCE7hsdQhZpoPg+JJTMYPKikeR1ECVg9+yJGL91FdVXtPEB3gBawtJOdjgJrsBm23e/Hr/KyC55w2EZGMXV3CrXjbfMZHP2PvX0+nX2guMBkzC0EHGzIo6JDlICCfdUTjEATyS2dXrwIxlUqRCOjamNcHo8nds8o6swtPKqWVKdx1xPtEDApCiorCLK3V/qDiQEXT2YWGooj6sRewXnSLxtdkl4Bs+lUSW3vRwKTg9yqfMf2GXZVvR7RT41jWPHJPG7dQYqpDQHNXwFjHTrkuI8KEx8rJuOuQdRb1BVwxGK9kCYCLiDBPqe9Nm6cPu4mAsJVMMVm/kMxLkqdNAaLkR9Q/gy9EJj4gvNrraktzn1pkcGc+0457lH0CugxzCL/eB9q1iWCEe6/iUrv0wST/Iyn9hfeRM+lMdR0tyeUKymje/watlcekl3lL21/w86q12SXu5oCRQkYaB6FpdQQWXo7f/48GhsbIw8fnDx5EtNX/oiawAMYdr8FvakEodkJBLr+Elkj9zR+A7X72LsAk8wRrqahJJtPBEQJ6Pd5I2vBgspbtmzB0aNHcfv2bRQVFWH6+WRU8ME/oW8/ifBgV9QyYStmwB+E8m/CUZPwxPE/tmLSsJixAqkJ9xDWayDgEINOlICF7FGq8dp/Y926dZE/YUumsCYsbFA3tb4Be3DXfF8j7B3QFvZ7Wq2b4dflR0g7yjbPKGt9QQyWxbwZzxgaLNsWM1YgNTlFBIyDtShsRtG1ZGORgxiLq714UsKSwp8aj2DID2+OAxNTfuIrjdWIXSqbRK+AqRporuz58kP3hBCYvJIz87+0fc4CjiNx/UnZgx3XgQJPaCUkndPUuACbzmYZy+kKKAHsgZl7bMVEWmAy6X7KAo4XJUhVZxMioAS/znjHscG6XUJL4KH9FhEwBjkiYAwYy00GIoGJ8JRu+qM4X63hWXrbU9WgMWAqdNKUCYGJQKx0f732/6bpSbvFREDt+p4Ly4mAXLhBu0oQAbXrey4sJwJy4QbtKkEE1K7vubCcCMiFG7SpRCF7tz0RUJu+58Lq4k1EQC4coVUljOwV5LQSkoX3hf0ys74Ur4943rfL78hCinqbBj1EwKy8u6Py1Yzav1z7Vkb1tFaJPZdBY0ClO13JT4sJBKRbsAQGlhRUwrH01iswIYN3Z1Tm+FXBGYiUYKE8TQLsOQ4ioASsG6ytElrNN7EYyyW3VWPDCAEz/PKq0f6MbQqxgMPhG8+4frqKLv90uiqaKDcQ+TLzc6YBR2a9Ae1138m0qqrr6ZU8hlC1ZzRiHI0B0zjaUlCOGW+yjahpGmdYLHV/SYbdc12NCJjGPVL3fqTpNq7YyqJqrR5EQBHPCyscM+xVbXIfTg0GJkRAEZa1VR4WyV35rK/Xvb3yQjiTQE/DcOYQralDV8AYj5uNZewtqeyHUDg4KiVufOdA9WWpQASMgUuOgCNGXMpkSUF1ynK1FGqegOFwCHbPCLf+nPVNcatbLhTTPAFz+carXDhkaR8H6r+7NEtV5xSEqMqdyjNGs1dAs3Et17deMSqpccVEswTkKeAQI5tYXmkhXz9/K6bjcvM0RUBhhWPKw95rrfBj1jupcAsW1dcUAbdXHFq0XMGpjvUnFKx9vOoUhMTjQWcyI6CJK2Ax24A65RmWGVp5xFWYNsgjaIWkaIKAjVb26+8qPdYW1iraMroFK9p9yleeCKh8Hya1QAl7homASd2n/AIl7PchAiqfZ4q2gAioaPcpX3kioPJ9qGgLiICKdp/ylScCKt+HyS1QQBhMBEzuPuWXKCAMJgIqn2aKtoAIqGj3iSuvgDtvVHEiYBQKPhICebIlkALuvFGwNfEwQtRaBSSURJ5cwElXwFygSH1IRoAIKBk6apgLBIiAuUCR+pCMABFQMnTUMBcIEAFzgaIMfWQbGcugoiQRREBJsMnfSK3RMRFQfi6RxBgEiIAxYFBSfgSiBFTrGEN+SMUl6vLZL3lF0Ravo8Xc6EqIWscYvDg17OdFE770oO8kX/7QnDZEQM25nC+DiYB8+UNz2hABNedyvgwmAvLlD81pQz/XqjmXJxqcbgpuYYYkVb2ldRbOE6XF5xgyrRjfjM7UhECmHMikXiZ1YrGjW3AsGpSWHQEioOyQk8BYBIiAsWhQWnYEiICyQ04CYxEgAsaiQWnZERCmYWaXI3UhykkVksf2J9TPpG5BKRDyAX5nbOvEdKb9ZVovUQLlxCIg4JhnAvItgHsFfsn2/7jC7e7P+bcTAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Concentric Square"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ConcentricSquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="turn"><block var="angle"/></block><block s="forward"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>-10</l></block><block s="doChangeVar"><l>size</l><l>-10</l></block></script></block><block s="gotoXY"><l>16</l><l>74</l></block></script></block-definition><block-definition s="ConcentricSquare" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="turn"><block var="angle"/></block><block s="forward"><block s="reportProduct"><block var="size"/><l>3</l></block></block></script></block><block s="up"></block><block s="changeXPosition"><l>7.5</l></block><block s="changeYPosition"><l>7.5</l></block><block s="doChangeVar"><l>size</l><l>5</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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" id="57"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="58"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="105.00000000000037" y="104.99999999999993" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="28,20,0,1" pen="tip" id="64"><costumes><list struct="atomic" id="65"></list></costumes><sounds><list struct="atomic" id="66"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59" y="80"><block s="receiveGo"></block><block s="gotoXY"><l>30</l><l>30</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doSetVar"><l>size</l><l>10</l></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><custom-block s="ConcentricSquare"></custom-block></script></scripts></sprite><watcher var="numSides" style="normal" x="26.56388888888955" y="26.563888888888904" color="243,118,29"/><watcher var="length" style="normal" x="26.56388888888955" y="82.34806086833346" color="243,118,29"/><watcher var="angle" style="normal" x="26.56388888888955" y="138.13223284777786" color="243,118,29"/><watcher var="size" style="normal" x="26.56388888888955" y="193.91640482722224" color="243,118,29"/><watcher var="numSquares" style="normal" x="23.612345679012265" y="23.61234567901235" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>4</l></variable><variable name="length"><l>5</l></variable><variable name="angle"><l>90</l></variable><variable name="size"><l>60</l></variable><variable name="numSquares"><l>1</l></variable></variables></scene></scenes></project><media name="Concentric Square" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAB4KADAAQAAAABAAABaAAAAAAHwbojAABAAElEQVR4Ae19va4uPZPVOYcP9CE0Ip+MyQgIEBMgIZEjcQsEk3An3AEROTfAVUyAhBASGdJE5EgIMUIzh67e2/243f6pKleVy25v6bxPt11etdaqcnvvZ/+8P//zv/39+8f+WNGB/3WI+tOjuH/x88ePfy8hEBrlwFL/OHL8tyPJXx/5/jxOdoz/l2PsHx9jf4zH97VfB6BfoG/2h4EDShtUCVbEEOivvz3+wSv3o9ajtTluvnjdH+Ib6rWnwlC4UGKpnvTGC3L7hwfWXxx8/nUvp7C+p8kDBub14P1PcnHH+D/NjXeNCRqO5TEgJZYaKS70A+gpfdTmSmv2ONOBUBDm8tKyAAuvXuoZ9lB4LXHHjNc01eYw2K2YX62A2nwozCNGm/UjIe0zoCLvDK71kCS3A+tf/fz5419Ya5gqn6ThSOEDUiKZ0cJgmxe3+ioiaZYsGw3lLNbaSHWcf5X26jqAixVZxR2jxgppxG37/eNfHjX6k4Cv8RpvCkn8nBe5sd6cWvx7ec2+/ucExgLFGXgO74XDKA/l1Nj/o70lHcBxEU4zVnRkQEWCr/C9DMmP3z91D1/gqtUCwZPYj9xYPA/XmJh0jea9Nz41rVJcAUcKq8RXAh9699gjoh8SvAIhSayAyXoV9gjD4dTuxgAMY14M6QAeUIeiqhyX3FgRwNFE4B1epahJ42V5mSTJZs4OUr+i0aavjZ81gTmI5dqKa80z6d2WSeTQeL5L8ApCJbECpsvXoxChFkHz+RpuXJKWIUU6gGVSyqCEgsVoubF4fl8rOPBtupu9QiSye4beE6t4RmyV65CoOkYFrYKNnTSTciQKubR6SwNXApN9AOd+eUmC0NiWWyy7cEHCJgkuxffCqUIK0mvMB7uQswaLPVOch/p58At8KHmB6pXSYg/iCBxA6yJSTtWo2hH8gVAJTNYBfBYmkz0zRJS0w6UcOGshXJB0Q+Y+CZPiz8GR/h46h8Osa4RbZSobYu1wnd6DmLT3cwLjdbn5WcZgX2P0zqJHlWdn0VkH8PGrLfvDuQMmG8hZH1DpmHjkvE9E6VELIJocCQYck8IntzegMIeR5u0T0psQws1+vhPMCg1CWBKHsg7gtIFjwH3Nc6CzjrfP2oEB5oHBYyq3qldzL5MZPOrV2FovWgNRsBbz+3yulrkxeHZJ/+TzxSSb8JoVvRhotaiO5cEaheIdwBO61vBhuKLevZvqS+97BWbxsoO4TKC3VzMu046qObBKDXKtGI+FfguvNU9mmKP+tD9G0yq9gNEqGlMzrjZ3kHjNAdzwQbQeFLDzIeGVXCQk+7ZUB+/44RilMbkcmdtE4E7ycABqHv49JmcbgH3XsfdycgFu74ucM4ixDuNecwAjbBwScu6jjgKakZ6BI9IM4WcXMus9zAOHO6PnXS/H3vVPRl8jrFZkLSox0B8HukXKxQk+LwVIPpnJVua8w/a+zQGcYziZyRp032rLW3XHPQQeePehl5/WT6WzHlrYJ2JcpMZ17E983ViGmga6CpRRuXcQzYFcnbC9j+5lboOd63IMaRqXjNayhVsrtMmdxDuXo2nmAkfmTvl44pJyw97XNNTmsPi5OGx/a+UPnGL8+DrM79fxDoyqCzYv+gDmWpn93mEFDLu5KhBzTSkIxhafbZQCZzYX4kLsZ6ZE2OnCpUpYxNFqwmLCTwlCSHj9zOhdaclNGYvmEQVLmfq4H7HfKX2HPoDZtaKwOWrGzuOj3mgWQSf2VyKINqJ5UAO98Dh5M8gE36m6peMZ1EUplHwojZOTawlEEESEkOVUFxxateSmeUXziIKlTH3cW/VCbCUlJ/oA9mHnOiygYFAobLGwceAQJRbimx9Rd4ljN5NXAlyRqfDMTHmlPtsnhBlrpx/y2hvTG6ssIDwmw2srHcTpHsBYJsCUEttSVpn31NxaksVxJUyTwKjUtTk1On+ToF1AtT+qkx+O286PF9JXuRLkxqTzbjy+A/F+CNdQs3AdI4dawpzaAXwmyWWPmcTXlNh4HfE6iCcumyfcq0BhXuR2Ec7PbQgPNMjeJWJ71ydw+xbhgJTnUjgIykNDzn02WCykz+33mFbzAM4BYJyl/PAVNweGxxVjkuTKNu4iru44FrqZD42Ucp6xlAW67KdHN7fSPOH0JcoLGOyj9qMplnfmGvETWBnnY17pdPMAZptWy5qyMLjHfm/LgAo9hTMv6QKEVxD9OHuY3chl7kQaJ5ACjTLBZIbDN4EYc9t8So2hFbJSvtgIayivYnU7mk8MiyLgO1YyN2DBXooxH3vrMcAgTViS8glLazRctHaNYBDR+2qRo8bxkf8xUFlNia3AjJqKN0k3B6IXxHASPRa2qBkkutnvR1EQwkOvtEZNmhpwSYmvcYm/+8zqVV823NiAnmH9eGPSd6NzAGM3DDauT6OL1alUiU3lQhiChOTmp/qW+o6gqxZy+iBphgBTKp2in8cEFQtDv5RPIxeGj3kMCBUQW/LRXA8jIVc+dx2DInuJzgGMVY6N48pz3HWOqXHdzq6T1AlYknhZwqsOFowrDGddqG1Xrbdhcw+oN/UB9RPObOEmH6T06GiptT2S45br71wcfgzJQNPUQMHr9301teMLZRMZaiGRTRJLgs9UGMrmafV0ipveT1UDBtm36QWLlFuVUQW9JfIHMKJjECFdigO+10JieQUdXWbsxduBhRyAvYPdPwvJnlYKp1Zveu6JHsBYs71sIizfUd0/gp9U84/gHuokpSHgSbwCJye/FSEhZ2NEDmj1W88e6lkbSeu+1PKmm5ghQK0WogcwymxUUIc7QS0iDyKEREQUL+ggMegPlkor6kW/LBcIUt52ixEsjiDUQ5Ym9iNZx4BWXbn6YR13bYcN7KXiXMUBGdKipqjRET2AUTQjYqh4alBQq50nw0s0ZdCRyeN9aDR10Tp4N7vBL1sLqkFZkK/EWj98BehUmg0rXjPtwbcWB5gPbdWKnbJw3+Ja2kwP4GC4hqEtoZicHH6cNRguM8dI1GJm/Z64i9SiBALNb7ABDFJ4KpmFpep605pBC8VjcF1qq15ymp8UUrnFmnNrUQewllE5QtyxllAMbtDZao64mcIaDH4L98KggF6L9oVXB9B1lxbQ20et9a15AT3DvBPgzoUwsJVLjb3Oso6Qy8UHopCoA1hCEHBB8HHjW00zt5lAfw33Eo8KuqLdXMxSXzeGaROZtI+0bZHEB4s92Dzj3puRM6l3EI2BOoBJSTPB6IMnsxY1NEElz1pMwBPldyHI6+9dF+iaDbsoO4HEFYp4gGibeHHRTsTE98Jvtr0HvjloL2bV5ZaxDmCqcdR4sjz1BGRGjwXnRnX4eyhS1p04UmAP9/wONB/AzQAjbYTaEEKNyO80NQfOFttFq1nkdo51AIdnCqrmIVjBgl7o3vVkSeYJ2wylKEn+yTwpTm31/RHNPdAM6OdQQwAvSX4iggdLqsl95ZyXeiBa56qPxtciXny4RCIuWAdwwEUtduyKFTVoTHQuSheHQnh4FeQ929tpNfvRda+BdMxBfgqH5idSB5hgqTuU+VhK8dYHYyUWR1NsLzLeNjYL6gzNwJ5DGp/FlHKl41DsGQoO/gPPRh0uec0H4BX5dTGDBwnl6u3p08SiUurYuldNoU6mJAjrW0s9/YoHQdaaoa1iWaomcIFQjX3hsTdbz/OuA7hpIqEo1F7xaHZOA9UCanyzBjlSkmPCBCj6hVOLuBI4UXSIJP4GOfMGEpLAMb4C7oyQYLOi1U1LZn2nSM2zUZuuUqkWJf4BjHERE1MhX536VtYSWMLQpFbK2Rrnamnhas63PsPTzP3bsWGj+it8YsrJ79hOzTZiY4/2i1NjtljnCz17UesT/gFcQ9V0A/JGubmpRr59XuplrpYSXnE88q8Yg5k4cKSgyEBglplhGDOcxHwXhFqXbaeT+m0aLAeo/c5KwlxUe0zxD2Amme5lAk8KKFbJlNJ4N28tAA5hzpoMf8m3wMhYnncceCXkccb24hDbkmMhe22RzQsmtmn0Im/Pbp7pHMBKJj9gHwM3bcWb8DZdLoAJmYM6x6TxHonUEzwyXgOSZ4wk1kVwxEWoR3g15MD2sLGwMW2o0EeqAaX9CHdSDPCARYW16CN/tSudA9jKJW4xDXfQyO+R5srAtSyHtccyDkxocGs7tOYzLiw7FB88tU/k1QxwUgxocyqVCbeGWhkDMPkAppoeEkm8jiggRm81ZgTpktkHlyrX0rpk3JOkhNq+JToAtazWszpJTLZAeGyHxF7CWtKsExZIII6rm7uuRTmuSSsWPa9FNiFAOoBrTaBiQiALZhgZElKG16AL0odrmIPrQCkeh7nwURoP89crOvBawbsIhHmrr1VCMBfevhjkwNF3zVo2AwZxf1laKIOXUlg9rrAl1vCF/DMpGLIZ40gHsIZQDO/ztMuQR60VCoL0sX64blFC/6R1DEzhy11HyZHEiqVsmZfk3bcZBw4Pu2xsFbM1n6HkZWhi6k8Lu4r8hOsa8cSlS0h9sYrMTFOSDuAa5Qx2LRw9p4WLJtARqFLEmI96gjjZ17VUSm/fG38q9T8Cvwetuj+kij3ASi3qgAueq/qe+mWaLE2e3DO5MJclyT+30ngf5ONKFfyW6Qf6ADbkdGOIJnhb9bzR2pDPTMQRt8SeOqR6AHCoWNT4J/v1Rrpap2uxby81pUEfAr5mjthdqzxxzuJ1B5mOpVk6UudCFjyQDa/ZIOZggonWkaz7ZC9OfEJ6rqQevOi3g3vIctZyBXLXcTh+r5EqNQeHs6ZD6vpLB/SPhanQJxrSNDAxfozKm+XmiIwJFY0kCSb6AM4WBAYTwGIccUIadrkH+HKCiA3y5nDl2ivDT1c5eBaBJ9LPpKmM2E2hUq7+A1iF1tHwkgWXxELoffVGRfizQzodUG4wZfhO8fXlGu90pY+Pmf2pu1eZdSTajMpR+LT2FYdYU24PYNFPNzV2ZcVu7aJVUu+p7UDTgdoDrDbXBB4cANw1917A1v4BwpBnsJ1nek9cTkJHkc04Hbm090P9AC4oLQx76Jc8B0vClrnyavfoog5IPQxKLQr4pblFLWXJUvkd0YiJVJ0jSPalJy6niPqJxdY5amFdTsZ92KCZYTH+0g8AabymUE1zmsl3gCcHpHuvvlnbylutKc23zUg2woq/VR5Zd+hoLnW2mpgu81qRhT5M0PSBvKezJC8J/Rc5/NwYJhOs467F4I+K0WyIVJNlrjT37PfSvRfwwivanxcUUUsieJ1ip/foOkwUCLrJfTaRvhzVbF0PEzR9IB/AOeLaY1ljEEm56xDQ+RDzhHkakqOazSfJc2PlHTjr913EBdvzFA26NPoUMHPY2m9B5ytpO7pqr9i62M5WPIBzDa1ZlFw+oF8ab0nT5FrMzSVbBMxPGKV5fuqfp7NHkQ5g6laKCf1cms9RgNiwLje/yhjFE4rmondaCSnkFGMXl5d1bpTm4gGcaz4tkoCbywdOlcazLu5BWQcECi4AIatpIFro5bTfYTz4FGJSmmEexksx6RpsXLputvuZdXrk7pGTdk+O0lw8gLUFa+PHDyztXCf+qAqaiOMn2bY8vQNP4v6E66pPcfAT7vUjM9vjjbs3PhbNPVLz8wDOsMkMifpSeviUxkWTC4Cd/mibJMBzdohZ+kHa5/h7jm/1QNpTLt7q29xbf1n4jdasQOZ5AGfYZIa4/YteBzkV9KLzUwJH+EPht0rsLP0g7XfoL7R+dKA0U1u8ETJDLWyVGmVzKE6bEqmHFMg8D+Ck1go5Pxkq6itTn/VerlRN8iJy8xjtALrN0IGjFfXlf4nMPpMoq709dA0KbJCiWoHmAaz6VxwV1CtAVg08v0z31rh1xtXZhaScOlfTUy3enpRxwPwhIkO7C8WjZuXNy4HnrKnVpXkAa9WlhNsrsHd9zazsXElINrjxwzaFNZbDRDmW1Iq5oOYxb7iW7ANJrKII4YnYjwd0dfIR/aqBs9aVgndb1w2gVI6KZqWMw2E5pYA1klZdB3AOlEMQ62ouH6ztyVnCxHJixREJD+GIFEaUgkTVDwPesa9wHbSE1x4WEhg9+TlrYz/S9dr/M4E030z3rVrHPxDH0lUrDAuwb1FLbx96x2pln3rgJT27DuAcaA/JmvUauMA/p6HGQ2SOKIYYLkIRC+KZW6zhrHOj2LGWRmgM7eY65i9JCnC1sCV5usXa5pmUpvsTnQZLL8+ErwPYmI1Guln2xfUZT6NBzKc1iqIk4qx1o+CxnEZolWWMUw0UntTKq4UrLH/DGTnQszc0KWr2qYhmEZAfP77OAyEwzYK4w4YOYXSJR6tPGR6JOSj6CFtG5HRg9VAKjK08lK9Eco99ZlEHiRw/JUCOIrr5gqxHT89adiND9zI6mLGETRG70COnEncJrhiMEBNeS3w0xof0s4aQiTB/jyj0YH889pl2Gbrwo8XRZVcVf3G+iuvKWFjcI6hnbYGO2rCbz3iCQo+7MHDLvErQjTHS69BLYdy6XiF/Rvoe0nQgFFw4hxJsF8tqjwkTFobr0g2Lu/gki6s+Ipn+4nwVh8S2C0uM0U58pmPmlCiapL43fuYf+xfXA67Tssbz8Tqt6zR/mqc1n8bv+7YDmp5a909bbeNtT2HCwnAYeWYxEn1z/wTf0C2pVKcJUmCY0h25znSWOTG8mDESTcRMTV7W4tqaJyc8FliW+eTfEGHJh+PXjGs0PG2UcZxNh9iq3uqkHm2LtD01Ka0tjWOduh3Aaj/6/c0SXoLRvcSDwIAX7tVfIy3quZQTWHlnUutDjIae2waxqIeGCGXeb4Gn9LHqXxDsMbwlojXfk7uyVjstbCuNrdWL+Xm+HA6omfDNEl6kc0jjVXrkNtVr/A1s0I2VdyZeKYkx4T6o/m9PS60t5VBVase3l4ytv6ce0CfUXsES/RzAlO7CokOcFvMDGkxVhAf2636sZFzP7qpU2NKiU4KSjorEV099Hn44GzDlsewZHOvvKAx5EqBcsGNqp0gKP2r9Pz1IyULx/pOBsgoVSxWLAsUEaXmFyS0VM1ADpm6YmGCF1p9WtLTo1EsRHcTvV7YDGnZb9gxW+MjewniMicFqfcSpgj+yXe/wQtpSL8B4oPV1PJYin/j0kZCJvtLVipuM240rmigyo+mHdgMe4RqIx40Zj7dEjdbT4rfntwMjHVD8Gqgpi7KPm2CcgEEE4mdZSjt+7n3VRusJpoV7KLL21TpfWjSpe9DhRQvwiFskbkwpvTPgnPWoFSU2aQZBm6MrB3b7uCrHjYzuJ0e1h8qNBv1mSFMNSUr3prZiAQmXvFW0nDpWEXNV52UXq9RP+pk9wBfRlKJgzz2hewA/84mMSPdIi9SV77porXA6Pzv/xNZV5DR1NAMSY/atvQOr1Ej6wBngi2hKUbBnW055AEv3yNOW+wjks855ZyB0t4QIIS8cwZR+AUHqD747kjqcylu2AFsne2GhtMoHWCGryLC0FTlS0x3AFqbkjJq4j045s/N/1GQhQSUpo3r94fVCA+wH3mTFKPVUs5TshQXkhm+N6QKozbC0FTnW7H7MgVmMWZhiocM6h+dGZ3lhIMggRV36cAJ1ejPOci3N/ZXA/Szq7wCtXyHsZ2aDIHoAc5ubJHV3PcmuEGxSm5Ds+3VEzoRC1+1utS77llqc64W3/49MJAqc+8SmB1fsmZMreA+xwlrRA1idMyQQc7jgSDJ8ajLOmVDovz34q9cmw3JEzhuNGes2I+eb6S+6Gd7g83stbaEIHuxBo30oegCrt0Ppp1UUEp+FPP5z1kGkqgoksZCz88fqTOM6dRvtwTvruXbknfu+2w6s4EDnc4Nigdh2V39YQQJDY9T1UKq0Y+kOCBRwyPenBHjTzdorqg4YPneqPBqTk9BsqOBPz7h1xA5g9eKrJ8gUfsaKZmSYDnnwDDhI9IsEBsF843QEZnOHdrdkN4CBf0fz5GjmxqpspJuQTKDKrjopTb2aTGhS7AAW4lOEsTT3zGWZsKh6T7AcmLR2hs8qlq2zLupth971Jr5FzRPzLV0XOUU4xRjChPQPWRFSTxE6xQEMTSTcF9XinLksE1bZTDYZ7/gR1HfdRri+dE5oqdFtTTG4tAVK4xRsaqzlH5OR0CeBQfFoigPY8GevKN7t2MgB68aNUt8vJ3hSTkDx7umsd26aUs9A971kWAOJn9mw9nOKA9jSlDOXZUK9vWmKLNH8OcKUUhju9RxV1BjomYEnSoz3IErzNLR4rZlXXg07VaZnfLu76wAW7G+VgnBARzb0yNwcr25rNJrhMATrCaTXoHDT2HkD/LB6OlPt5S9wYPfSvcje9/+d7ddd1wG8bAMMEjZjA+WaSmwMacgsB9ugthIrxwby5QBye4wlvZu+6j/rAN6eVj1lTW5PE9sIT5ftXeLdvt0OEB1Q20OEfUykLBo+iuZ1AGMKEGJGkRV1PAcWBObmlMe0voeqSVuzD1z4oSlQszAbe3kHpB9Vb291aT+xDXgdwKEAQCRcAwhcB3LxOMwt9zFI4OnvoNw9NQx90YNRWquJXcqZjkv+sf24vB60pVpXuX+Lt3E/zVI7Lc69Ne9d3+P/dQAHEDApJgTXWsaFnLnXmENufqUxF1/tEQ0d0RMpRU0Ooe+lcsT9LIWZ+rHvf/x4PNAWM2Xm3tH6ddLemo/0tJe7WnuPNEVNVAb4fDBPJhZ+3D8+UDKy2ENYXLAMG0smE9VDLQeZ1F6AcWD1emkdYhhve2OibdULdVs/c83dHsA3hw1utJqjRX3Kr34VOx7rhyKFH/DWs0o/HKCavFu9tue3A8McUNlQh5rJN5TLA1irVrXmG/GZ5dk7AmIte1A9l4AftTq35kBfjQJGfy7mHDv+U8Nucdvzug7k6qabkYYO/KbtHy1zpzXkq/YuD2CtWtXafUQdsV/t1XjDnCV31Vyq4C0Xv+ZbFMJ8+jCE8dC3ISbOmBuL5/f1dqDlwO6hlkOM+bBpGUsllqAPYLPimyX6su9MZ5zzzAw5BfIKQEj0kQzG4M1AEQG+x3TheqlaUMxYJNZz/aC/4n6TttyzdmmtN7zBwtEHsNlbtJpddnP+6+ZMZ5wTai711a/kr8pk7LmGjC268sYXmntFDTsAezAwNnOh6zdYez4zFGtm9nxX1DAjNPoADs8RdZEv2E2iP0VsUZgjh0WaVm9ptobaAyiQ9mBgy+BJ57e1/YWbysOwp/plD0dAH8BmTC07YVAhpb76tarJ7+N0GmSVlUSVTzCuVr4uzOTsRKs4cGy8WfeeGm9/pxa721xJUStYwZ7fg9Rb6yzIRw/D/1Rb6wzRwkWLUwwMdbb6NoGiFJ/QwWCf7LpZnfIU914gqLUHtXAlPyMZ3UKDjqBQ+vurWsGiNGB4+DfiK1EpjaMbJ7K063IVHbEJqSapmsc59vXhwOLGBnlpP0nXPnz7RTuPBG9JjoAVPJbgxsFoHsCjCXJEpWtiDXAd/kFcPJeu07iXaiBr3hpeYDRgYrjcNLDTTa2Rg6t3r/s4ILUPP4jyV6F3wqt8hi/EgB9etfJI4DYPLEISD3qbemZo1JbnNQ21uRbunu9w4Oh+jPeYGC4L+GE46Y/0XRVN/tLcX4N3FEWh9OL2Tds7isRFoUXBeOVvHsA82IGrZthZA+1xkzq87zWSkMYGjPsvvh6pc8HcGqVb0KampLhFxTyNQZsMBgY44Pk4gMWKMMrX6QWMMi7K+92Yav0JwGrgkY7Rl7sX1SrAbZ+zJNzFamrGAcefB6fv3rBYaXmrsZe0uBKMOw9g4BH0OeBEoL9DVRyAZjj+hZ4Qz6EGLM50AzpzoLd19vPtXtCbH7ebexz2Tu0n/gW4PTT0NtMDkD5wHsDAQ0Mfnc5eMdKBWw/cbuRYoXoeFcTjpCErR1cjD0/xWqtEvkpbyxJXanbf08rxeAuatnzt6NyDlaVYDIiVHb1I7bPXbwawOVEbFBWElnULVPnBq1uGr5tJSp5h7nyI2RvMZc7N6KMn7Yk0XlCnuZc0sQP/2uv4A7inasru9VALpp8YEkABUPNVmWf8/SZNGVVs5Z6p5t6TYxw4+nqX/Wm99H7U8ljzsaSJ/XT8OTL+AGZU7Voy2r2nnyoj2jIvP4G9YjJFaBXfW6A331rBe77Lge11l33ZxaL7URQsS1d28GgoKmVqPIbw0AOYK4i7DmOIdIzEg0MCo6Yr+HnmUUqmBFuTpT4XfFNPtBOQH5Y3y1ZsvptABzezeXxs3pPy4E089ACerWYO2lycQtx/8bV0oia2YjM0c0uL3Xjbge2AawfC44byQ30ab9kPO4CDAa6r1EFulod+qEN47ZDctVTjh6MCIWlts9Q26J/9Vbp+s/vhjf+M+wE4w7+RvQX5hx3ApKKNdInZ7TNQjmsQXzMldy0bnZ9CfobaUvR4j6V8leJdy4r8NPaDxfOAyluD07ADmNSIGspJBOjB1OJmMyjrDhzDa5bD5IMra5u8NHj6jH3AWILnsyPVHXjLvp3jAFYvt3CCY/eLPACUujCFFeGaWJjmSKZNboGDhjYT8jtJlwMe+q9LwF68vAPQo64P4Gkfns53/8/IWC2qUYryRtJK/p0RxaHMbs8MdkC5PQar2+mLDmhvXGZjMZcVZcKE2wMYaqAhuOrGWyYjY7V7vWrp0ORVZnvSgQO7PRwUwZjC+WiKnk8q6ZmNxVxWlACHr9sDWLsGRVcGT0gXuSZnpMeWOmse7LntwHbAjwMjDqSRz8EReqtf2b76wXx0gmYzpN6m91bbEPJq6pTWMconaR0z4c3UH7P4OoOnFhzTHKP2N/AYcgDXkqbmzNLcEjzj781K4KUYsbfxdRrXc49pZq3cwFsDWwOzx+M3rMX00Rt8eJNGq33mqbdqZ6Fa7Yt/UcSTM0T1EtStGhCkSfDNWWSpIZdfS1cuF3dstEdc3l7XbT+9VgbPC2o4bO8iEiNC8GKjSPMDGIQUxeydFJVG71LL5mJd9aToImsIOszXgNU1whCd0Zyz+smQ2lUIzz6N5Ib5Qy9atTI/gEtCRhYg7WoOl5KuFNvDPUcfhvdMHrT0nFoUBGl/m6Gly/28VnM6Eh4k7l74KorCNiNVe0j+7yawPYArSitTJDN7g8EXay6W+SxzxbUID514zPO1Ft9R/nv2OnDT8jzgj34N+q4euC5GMxubP/gyloVx9u/a2x7AEzhd/P60Vn2OQljaopILAar5rJHGRsjR6oZX40rX0ZuZI/WNzF2rgzUv63w17TBnewC32DiYt374Wr4NpdZ8asC4hpCsGWANloMTvaPmdkCyaRFOGKdDMPoKseZlna9lxNAD2JsZLbM05i0f9hp+t/hDTo28GrWAk7elh5tXC5fLZ68b7IB1Q1jnQ9jrkFKRtTTXgDf0AA4kiqqNJ6Y5KBC+pN6m9wgIVEjLM3hLXys3iiAlqCWGgpXEWr7TkaTet9sBl58FK263asVH5Y1JBQ42B3DIFjNweE35/q93SSm/9F7CfszBqpFXgjsVA6O1iAmLuwCKyGtMULyhxHp1Z5VN0eHvyDLmcufGYnlaJbM5gFvqYqUDr7VMtpaU2p3eS/Fp+dWa7+EhramFh/ldwaIeTSOKSSeZAG8o/lBinVrwu9VsTnlL0vJWxlF81A/gVXuN8tWyZONisNJmSu8xGL0xUHfN2ktrauI1A3ode+l6zSYZZGmrVVrzg2ibpR1R8tNzh8arH8AONbMaLW0ar7pSnuk9SzxjkVd/GFJIX6Bx8PeatRwYtedmcXHEs+GsicPCqB/AszQF8IT6xM0B16Fm8TjEev1Ieab3FrxH5GTrCgWuAHh+t6NCe09tB9w5gNhu7jhfh4AUs8iEfQBHpsLBEXnzOJDP0I7TJcaO0opdpvjpvUSipvwjQCOvBPcsRlPQ/ZOyLEZhcCofChpGDW/vRjmvmxex3cQJnDmRibN9h1yLJh7h7QMY7dp3YLZCOJDId9wCYlSKn94T4bLhTfnNgCwsblBDEC4zPerwYSa6dIF9K1ptsqJ3M2jS5NiqeV9HlVefeZHJNfVfDKMk+wC+XGlfUArZRpONSPsrvZfI1sKM+koi3ROjReC5YtjI/r3fsvXQJ+q9Uk4/bGaG9tXk+MaaZ5stMnkfwJEZWbOiwbOBOF3EWRPlxVymKdJ7DEYrpoW5v1f6cZDQVp9FL7n63WqkCX1oSWrNTyiZRHnUfjh97zS/c3nVp30Aa7obrFfuvhQ+vQ80tF8trNTWEOOP8jHmsOT1gsa2JLXml6xzJGrUs+H0vdP8zuWRC89L8QN4lNFPabIjnnWl3NJ7WSfyaCNy5pnIjXL/+IbmhpVTt5G2AzYO7P2Q+Bw9LMUP4FXN9vr2aup3ep+UXuUWco7IqyImgMImiTZKGG69Mpe1YJeYZ9jpXveKmqRNH+XRmVcgufizLQIUPYAFtErXXgzPq7aUV3ovZkAFaETOCh2Rqf3Vr4iNN5DouXMbn/bmaPzlNAkXY6Q/Z24BAprPN9EDWECrcPkLcAfRabgWJOSGR2jSbM6cRquxEV5aadt5hBzYTdI0MjwftlV5q0QP4HwKh6NHV4TGaLJDByZI3HUJTO02bWqDlHc6R8KUwz3Ax525Lz5ku2Lx1hrMsD+0GiXWbl3/M591UqSRsS+vPYCRXvFPmNhldDJaYNxfBume5IYkfdJojVBpxr62sPc8zgFqDXCo/qPe3EsjtZ/95rTpYl/eeQAjC+O5iKmEuKgWjyXrfBaaQo7U2zC+X7cD2wGcA9PuofTBlt7j5KOj3nkAI+05vVcuAJLKIyymZd7sR3LznA8HEAOxSYjwHbId2A7IODBy6525uQTSB1t6L2PPhdJ9ACvzu4hKXFhwtciResHttRSndP/AHyGyRK42TuRJDK9l3nPbgdc6kO6jx/ND2Zkzf0pCOScXvvsAtjaXKxTWUcRydXF/faVHl/TaVLvX34HW1o3Bn2SfY6SIxIAfaf+IAHsAIRR7WQ8QdUi1E2xDoCuHaJNNzKGcScrK9eEp3rIPncRgfVXyGVKfYknpnHz2fsSYbz9aHeFVG6huxTkL3s/QIwgpjxDK37Be1YOHKclAqttyLwYqXTm7FgcGldfEoK7nhzbXigzyVKK7uZ6jjbOmSSQJ0M7R8kkrvyRuS0Ni6XnLWQMLuetyHPaYXwegP7E9io0bpVaTX4o9Yn/05OxZy6ln1wHM/iqRw7RzTdoYnXDZ5RZ+aDdIrSE0PdTWlS1YNKipLUqz5OUbvFvpq1+tvaaFS9o0nSTSXu6Ee1JPAGvP2+fiZCQlm0y7uU0013l1iOpYWuf0PfvAJwlDpXh+RRdyHMnDJQ5p/ajtx1eNX+HDK0T27dnH86kPjrdamIQw3ONtFP4BLM6M5zdmFYmq4432oEYS1nYqxT/hQ450sg2HigjwqOBWUAcYeenhB3lNi/+e3w4oOaC0fS+22vhXotqFBglhzBSOfwCnSDVjJpk7Jc2iS4FneqCEFOm4ZDlDjl7ME4cLdggkL+XvnF6pe72hA+S+MOTmKZXmMwKtU4BE+lssPwUwY/4p3H6MRO6c5qQORfNeLi14Xg+eI9l17cWAhAfw6yobRyBnTcJ73/p3oKuvHMlLDxZH1FxRSb/Xr73N9wEsUH7tIglQ5ENMIG43Mb+8e6WcA663yiqfSciVK49k7NPSzy6Kl5TYtHI9a1MszL3FRrfWhNFdirHwo5T7VeMzNcWAwrzRnpJm6z1Z4kFuA2XiKc+lD2CKlxa/QkRuhsyCtICZEPpQDjQ3RkdWXTEBRVX95uCUDWVObiesOaBVuhKu9d6c5fmd+kU+gFOAWtFHzlEbgBo/Spu0/ydeDjQ3JiR6Fq+F5E4Po9gK03szi4DV95yGPpW+vxP9H+QDeIpv5h8iVcwz3G1W/O/9YCNQSlsvzgjtNg7LZnmbT719Jev+RrN0IO71+FqMQ9Rcx+V/Jx/AfT9uKiajDhSJrAcesyouN7M2A+iFaUKiAk47nHqCEkAIorQJJZZAYYd6c+Ao9Eva35vzQ/mE557lPj++mGUcwENtwiUnbSBLx3H0zwfAKFpn3lHJkf6MCCP11AiCO6eMA6M+85Vhn0WR7t0WXms+S3Lw4PXcMyT/+9eiBzD2/LhMH1z8ND2Wf7qu935UXgrvIRwNNyXFix0r68BZ5iENJqsjRZOW1MJrzaf8XN1H5KNLcYqAffzg2JpfAWPdOjfcfrheds1gxRCOmjvxcn9fjHZgl7ldgdb+a823M9hHnJy/iWvyj/sLfpbq72DfgtYkJW13LFIaexSeiSblJL09pExvVGl95e0tki81JDZS/bWyheBRy6fWPKkoRsEn52/igT/UUbqWMd7xJy7/95//h5//p/kdD1gUSBn50ZUmFlkDwsbVMKzmpLlm6ymdJDEnmzOJqd0q06ulfs9cb5Emdkqqv9I/ZTixJa+mrr0VDvy/BoObB/Asv+B8dgthF0nrIqQuNnYOQ7oRAC+Xp0jq5RPS/nu0c/eDYFW8NYwgnxX75NRkIKyUonkAC7amPhSh2UqGcEkSUhdT5DCkeebwcmNFksQJTWwiFXI41GNm/hjBoDHXd5i1K8RI19edl0IC3ekSar5TVyoOPEvHhPJFMH8PrusH8EFEqH5RXqXLaYji9Uv3QAmvNI5nWog8aqKGXUgpOTzFH53pFLzgtiE5Itmf4KU3P6X0edNFKjI1+DBN+n9D+PtZiD/5r//m9z+oH8DPRVQpdvFYrkadhKHTipGmKo3XLG5LYBNALoCsHRaQF8nx3UjzOeCo3S/z6g/4K6x44VFTkSxx4tzemT2eGSIiZ8IzoP/v7//4s976ZDINGMqIK7Iw6qhACdKFa+AE14FCPA5zt4/q5C1yyRtp+cFztFnkBWjkHTiZA+hWQAfaGdBLSXofiirvJHd6kzEIfj4oMyxKHcB+/+2kB/DDnMdA3qszDBmbR6CPQo/EKeEa1TfxInraoSskqEtgDDVhJ/ftQKPB4j1aun4IjAMfk2sPNOzUEa+U1KqMv379+EfZr4CVdHUVITYlvqaAnuu4iymJHMZa1vSlFjus+qaUcwD2QuvXhUr7pTSey/OmMes931uH6lnQC54WvmDO8X3hP/uVy1WIT2FN73M8TQlMnAy8s6rpCnWy8mrilpqaOnzVIV3jFfp+pqL21u+sV6ForU/OqD5lfgDrhPgJXwEHIcAlvqYm2fF+HQh1tWBomauph0mmsC+b6XbAHA5o1JfZanMY5oylRv1iiVa1PL8CDokhKQiDf1YEQu79uoYD3RtjN55KI2xbP7Z29+gHyvXVyjp7+/lc3wtCqH4p1VGj509Bl4IJ+fpChxPoo//m1d2lk35qEPGI4e5LDfUATavp6jG+u0d7khuuzf5wj2F+z6nO/eBgUxy9+Md8nUaSG5nbc9c45+aubIwnLWOJ26pAPeDfbJrc9ZHbCteJreyjZk9b+5Y/gDUVVvpGOi2YGf5V0u4pAQeka9dD6eRivZN6CCusnfWveJn2kUCPCEAoVP+ANDVSR0IW9dDV63ltvbVt+QM4q1x/sGYMJzuYGf5x1s+8xrKRpOvW6zvnf7ThTQPbgyDEsgHYZMctPG0S8EgAQseE0Ac66ONQOZs7YeupZj4OYE+OJMWyuNXYKwJ9ipburXwcPrN+xZgWSfpXKFL8Ve6l/9bvKr5QdXD2GjXHLb43ocbD9kaQdnM/gHvF0XJ/op2Z8iFmc6VhuwZmzg1vpWPxAbOsDMuZKDAWdE8uQ8AJJEQwDBmeDZPAyALPMzidBY0NYq3ndgCXfmFYsx0afvSltnaTwVZVP4MPdQmbv0JtAJLDZ4Wvfjm6qbVWi1fohcA1B50bC/Gk16lNJyldIlis7gQ3WjlvBzABVyy0RbAr0QQbRFV/l3ntxV3ctWrDIMVY0jZnR+AdUOoFqGsOOjeGJ+s7EjSv2s+9dWuth/lWDLX6LbzrAF61aFTDZo9vFVxSn2WuFu/rYeuJVIu0wPzscjWfO1lvsoMChXACAfJWlajZK1A+bfxci1wHMEyuWric8FXHRjSRBy+5vctd50EzPDFmr7e5/7Mb5qLx7EmI9IkIiKz26wB2yE1WqUO0qZ8FizTMroHDjbEpmTkwS/+L8GyBtOaJVcE8Iq8DWDg3kaps+BRaDpKYAlGcMdXNSMZYQpH/mtjtI7PU0huOScPTsrdYMkIn5oeazwMYNvQIglqNOIUWBZIKkPkScRIdazjL8gS+RsNBxMENa2v4LucO4hy9LrVYk5q26NZGrZcPU3rx3w1HbNTrK+D1LN+K1BzAdHOanLMmxUjuQ39zoMPaBNL/7bTE/VuLYrj9P23i7DmUvwODRmg6D+DdUwOrPlnqEU2asyjweEvvBr05L2Yb09JSwxXrk1qS2QrRwVfMzw4OKyz9tdL7WbM0xcx72IvH4e0ijpecNSM3O3juxXcJH7S01N7Ok/rTrJ57B8sNGydR69diIJv81/S/xxBVeJbGQtYmUla/tNJtlaeu9nv2IMP1kbsOxUswKPgdXgWhh0Fpel/zSSIvYEjgaJkfPilt4fdq6F3f4ic+jyBc6x0OH8wPYAFu7ZNGTt5ha6QNHCaEkRjRXwzU5xKrPM/M+ZHVa27tt4WfWjm0cOPOs8gR5yNfGxE0SkOWX1yAIGy91wJXmwMYYUAgxH0dZSCX717X6YBBT3Uy5C8fpG3mPVTkXpyglWdQSWgkd/TDAaHyP3BbA9i86gfw2bhYNi1Ve34OByyeViv31MrarDtYqBd3SawLJ5NPqPwyZDIo6gcw9vsSGW57aFYHtJ9W3nfVbHVb1M9T1qLaZmuxzTfvgPoBrP1DXtrP+rxt40fNniseDfbIqaMlhskJicNrh4bSUkXoUspr/PzkX4CAAMTFaeqLbYR4+fQPYHHKd0Czg+iedvid2V54q8GGFR5lMfYnNXusGKXt5CyUXAimx8butSLPC2MjRDgjnBOXRQCc+gAm6ESUYYc8HCDsgF2Lh3vuB35qFi30jmYOI4dnlwD8Z9Qg9bvbRm3ySRN6/zNSvNI7gA0qTtBZNGBPVBwwqGEl+57ScCCuqeYG+s7zWytHCzfW2eljK1UnfNfyk1uDYGO6K7/mYiveI39OSe8AtnJPswNejE19fmmVm8rjxSXDSf8ulImvRy6tvmh+SaeWGGezVdRZR5NiWin6ytMtiVL/7mR8b/QOYD4n3EqKwTjEHRU54MFe2BceeES2LHEJnqr6GsC13kMc+MBcogE4IkJNOWsZa3rTqX57paGHwl3lAKYQaGgpT+9NWPbGcEazDCZ9ZOSVpk81CTkP1bmEBLnkNbLYOZWnFja5n7jTXi2PU5mhpum403sKXUosRi4FT6WVKQQwgmaNkfZBGk/CV6v9L/0lmxnvb5Ot80Fa6Je0Z9L7b3ryL1qCc6IS9mYak7zWt6fOjFiERWSqWuUkE1FYMFKb+AGc6QcFy+aAlC6sNN4cLn6zFG4sYbg5rDxEq/ZQDK5lcJyj4DoipLDyPiyFc0e1uZPmrlXOrBumybIMzAZFD2DwTbrwZk4IJ5LuIWm8XrmmdTZN1uvM+PXBrvB6MXoMXDMyFw6aVEoi4DiQU6zLqVNKbDHLoAnRU6muQbrG1JKISqUmr1sz96y0F9J4ve5KN26Vj2myKhP3k2BV1q7soIwc6E0v/akoU8YsIZRTZ0Gsl1qwpRZ0sfEqC6V/BYn6x21ED+CKTpmpSTrLsH9kfAUUpLdTapNzyT1SsYzFiX5J8MPO0Bcr9YbWD3D3u51HWMn7vEKlUWnjiPtsqgOY+tmFUsmasMQaNPFMApCNqKkNSaHbDk0N3eS4ADXzanPcfNG64Gd4jabUL2Np8bV64oEJTp8Ts5NbOXZqwHIUA9JEVAPlH1MdwDMYPNtD4PTUibFOaFybo+fCvA9q5tXmOkUG6PDaA8dZe+U9Lq5rDlC0BmonhRXBil2evWXVYFZ5BDxX+6trYpV7AokcwCY18rwjIl+laUrjRVTPy/OtNkwBtYmkxBTvMXJ70gP+QnYVrYAHXvBy9Fu2ku+OTVu7UIxixXxPdNPvBuj3h9o7IgcwNSlLpgNzW7w1KGpgBh2Aja2d+V+W0RKOFRxMYrwapGCwkl8SdFL6SJ7FF2LgooXvBffUmYi9tkoy7oUzmsclBL3iFsiS35kzEAi5Y7gwFmJyryIHcA74jWMYwym+SOOluSn4cWOlOCr3FHIUAopCtChT5FnFxlrja6v8tzzDCdzYqN6c7Rv1MFwG+dGwKgc18CCEmYCq/0zXmTNQzeXOjYX48Np9AGOShGTsVyGT2PkRCzV80MAMUjSxQw5vr9pt9CZPXWmVJCOJpbwBoJ/DAxxoa/e3ppyJbBe1IdSPDWpS9AmqI+2DNF5aYG38NJ+He9U28mKoFx4eCs7h4Ny/uIfj78E7p92sxOz8mwILAd0HcAH3VcPxppASroEZuGlihxyY1yyPWXdiVgzGBeEYZR5xeeJrYRV4OEESglB4/pTIg+CNY1zr+JqCWYm95arE7Sm+A+wDWKHeeRUTdIE4RXHAu7XK8PdklbssD4XGUoCsqBo4lTVUlk/sZXwtm4WAJkhCEIogQChUofZT+4Gw1YM+9gGsUO+8ZR5cyjM7R1XoqYB+iUBDowMr5lSmlOFvmc169ZbV/kbyV3FS9lCv2EfL+qVcwn3MJ4wt/fpt+sP7x8DSLtzEYXsgtQi7Lk6WYsRz1OuAxT6Ar18ApGZeLJ5TyJEWYPiezYEJ7BCiDP9hFjr9MyJypQTL53YYqukpYMeaNXNhTZjxDy9gtdXiwPub/7eb2kqHc53cWz0QejZNE8YpjqQYlLVpbMBiHcAn+YCQIkveW+To4MspYke67qVYvtq2F3loJ+528APgjmrR1A9n7pUiNJfS1zpBYoJQfZqQq2fjW5TVK6SxvrRPG8uKdKUnWAew9P9BoijKi0sFgqXiFsKHD3vhW+QhXO8TrphseDnIBEZJGZWXbFDHgqk1Cu+bDhvJS0dRZx18ZHXtBWQeZ6OOcq2tZ+oITVtR2AZPIRSPqauoR37En3t81OsxoKe3huyERo2i3ZzBvtUSM4p66J9c/tyYln7yARyIaxG6cC1duJKOvdCUjMG2+HOTWR5KTZXNxSyxEkUSG0k92MSPnI8BLJJsnEWvyjLmo1UtV2jMaj6+DJcrc/blxrTIkw9gLSIPXEsXHskHDCjqxUJj48TdmWDHT0BRvCzD+gGj5EUFiesA1zfptxuMce2YOF87ekdwHYDS+T2AuapmXaewkYIVitAhxbKvXrwbwWNEzlwjpTzS+9yapcaiExG0R7fzyjxELKGjswI+D+C37TBFvYrQna03x3IvD4n4+79vqiloTWsQezFHF/WxjH/VJq596ktfFuPVh5BYCyX71LoToT4P4JUcTgzP3irqVYTOSiENcndgI4kSbCOr7vSKmjCO5fr3TV6A1lhv7Ec8jvFylZiVdPs8gFfpFKSOlRoKKfkrLH6akBbWgyVgJTDqLPmz5tzME357MyovvzTiK2MLLJ4TFjnApFgX2TQrkhliXbwTPMDydwAPNDfxx+xWsqgk0sMSk1jSgoX6RwiGxt1pdPwWqBXF0/+XFyHennAd32vVwSIHcO8qrRXJjMldvDN4/g7ggeZm/Jl6qGblOSfdTQ7c0vx7yA7kqVIo9cuINilxUTXAGXjs++NBvQ1yVi0enUddeTB7lTsHjg0ab+CUX20ujVW5VyKgBKtigTdQN94VDpfCsDcbRfiktXhoTwNEsvoGeXjQQVcSq4PG5y1oF4Re2FQ9xauu9e6li4arOvj6yWElKvRuYXi5OoHOEW/7ezdSsv6SWD2++foKeNiO77FwsrVeOm8y295I11WruCKj2w3nY7D1LGzNUym+yF+qNZrx1wG8/de02Q/28D/hJ/3g6LTWGZ1ONQsv34W6F1f6gW3lr1Weu1uid5ISrgNYlCEHTLqhOBwM10gWMaVdw67NpTgq9wp17tGkQEfFtg0q50BPv8ixyCOd/Rg1ZXT5WaAgIJvnk1HuyiwRgjLTR0kJfg5gphkIm92FgFTJIqYCNbHTXB7uOXo5azxoXY0DatsLF0sYTrQkpx+RKdHlJ4+CgGyeT8Y1rxR8pBrl5wCmMp843kHdh7inopvx5IAljGVDPFs5KdQA9S2RFxXrRVKHt7YHr3+5eBKpPJmH1zdLwEPRs8S0B48aq2hn9A5jibY7r8Q/67CLcav9ynasrO1WRMLNL9X3QrFEVJ7M2OT1OOmmkcars7edrZaxOsnjqQDJI7JXkR1A127lDUN2bd4FUG90zROZWi2ghZvQr97ut6Cr9vCbJgfLbcAcFnrMMKl1Q1vnQ3u+A+sOHD2Jrp1h/9ZJ68+iPJH2A5VUX3stg7TkK5ca8JWhebEP4KZFcgHWvX72l1HSWi/X5iju5qTkxiiYO9bWgbNeu2hZ01H7RNg7qz/dKkw76x950AGpfQBXqobaEJX1o6cs+6uWqzZH8ShXj9wYBXPH2jkAfUCql1Tj2ElkZ4p9ia9vgMWJWxTpxrXFCnpJ5hgEDz+APXvsujkNmgObwnMNsRp2nL4D5D4hL9DXoJUhftbE17d8xYlblLsbdhkn1UspwPAD+AUeU+ohE2tsqnE6GY82ymscmK0/Z+PbaqTV9LT0UuaHH8AUsjv27sDZ2JnuRv1u5R2Kfdf67DZDj52LsrDFi4K1Ywc4INg4s/XC34DdB2l13oIeD+iQJVIOP4DVm2yJMuVFnN5lDMwM5QEERlt72JJLLKfFK47d1w4dGNU4I6yItELfng/l4+LWw7cbGZJWP4Alw3ZNlOEHsEJfdVdKklO0t7p5eQNYWZs3rzefhR34fuDAfiruqeIE3xeTh7/kw5Qv1e1Kkxq4VV8gJtbrB9DK/VdrnpV1F9pmD0s5QG0esQ0rJYCHU9tPPMT6KhPbmEmoLVBX6nfWuuZ+ndBgpuiuhwb924pntbnKsj21gAPMZ+5HORLgCvOwGT7saVcR90sPDYEVHaVlrUct6hDk/fnRIe1mneIRccuTvZESkQUfPHg2uJJAwFaCJrlW28S1OVKSHTyXA0djWv0Q4BI9Nmgjm3z/t6NAHUtN9otUjw89gL2b3FNJzX31wH4M9DDfa7cDfAd+w6bu2diItYgQvoC3rNwmdlX67PMuhK/F4w5gRw0gfX5J49XqfOZy5GWN655b34HuVmxsHsBvhExhMkUDJRYlXhwQlRUd1N1D6Ez8QCmO4w5gR00gZWYoZw4vNxbie161cGucpEsnjVfjvufmdmCVXqHsW6m3O6/KU5Jfi2gXPSm8f/+X5sRXdM4PGBt3AHNUKKyR3tAlvNK4giR1yFwzhaS1uRCzX9dzQKS/S80jAu7Hc6qcnyVf/Eh6MKFqjAEmlBvTz17n/ICxMQewI4elqcR48XW2Kj2DquBlYrlGiqM53xsZJCWmva87HRCpYam5RMA7BQouJ8k5PCnZIkhpQw1yYMgBLP6WCtM87cau4dfmgpxazCgPmw+PGulDWHN9EL9fp3GgUXKyjhNPGpTMwsmCl22Yl8kd8xWwl70lXmyCsJAbloRr2PJwHWDicZiLP0JMPKZ93crZmgd+mBhtHRtf1oFan6IzfYNAf5yXIqDo7GaBu//rVq/4/d+a4iFfAdcITT0XPTSwGw2WxLHXA8ihEZG8J7tjsjr/XLFHFnAg7t0uOd9Aq/fQGx64PT2xev3TPfKGfkg1m9y/rZFun0WYOLyTeHBArM97ntoejEByoHyFB5aI2yJWsLJggxTl5MmMuH8JfnzLyTXkAPZUoNjAfV12YNes7M1bZzgPnNSrC+MNDXaIpciEWEp86m32/jI8O7vcoLh/FYc4uYYcwJTPAit695SRA9BYL9u3Rs7OnYbzwIkVw/pejBjP/TVR7Ov2rGCylgAAEqdJREFU3OsEK/4aUs1LYh/K76saOWI2My2CnCkSQR81NTWewmfH+nBAosYSGD7cwLEIz4rzNdyUlh7mtEJKS4eO95DuWTtUND+52lfArr0UJGfxEDlzCHKmtAtH3yCqFFk7ttOBXWO6geGdv3NPITYWIoROQnvFlKS1TSnjqx3A5ZT0r6hqWJ7mtB5KWrgi3rkmJ6JwgyQO7GdsYgjylrpVqPFIGnphHY0xnVYhF1UO4GodjskVzE41wn06JlQj3zCvFO27JNrsVti/2h4F/NSr8z4dDMHar9p7tUOXNjVta7n4KgdwrQ6cP1XIFZeukyxyalxNc8oDfa8Cis6+xCdKeLU7cnUHRmyn8MwJuc/7MFgzPCyoxRDmTjhhTEL6HVpwID1HCmGE4UaRG9OERPRQydzxHoqv6awqK9SAKzmjqWb6ZkAEti+XcGDGkgfO4XVEIW7f/20QgOeU5LMK0v0eKb6h983T8gdwq9Ct+QmrIb1ZZrFg5LsZHI8WbD2ODV1rmr3u0OQm5y5H8otTGwKH8Jpf9RlN139mmFfYxEz4vYzngPwB3OIxqBEGpW25MfX8bJ7OxnfK5nBi8mga9g/WKbvl9aR3n7y+Bb4MIH/GTV4w1ujRD+Sx6oWyl2peGhdKS4Y5+IykBL0W5w+9F15bemZ7uzjW2tKWnccak11cH+zmVofvnn3FAQxvlYbvwXQ7NjEANGPc63AdGjQeb0k811AWtAAN5nf9BUwu1bw0LpCSBTGYT9hTgXvovXQ8zKevPwfzT/m07nvpav2vVcHvXm4t7b3zrziAocBpITCbARPTWwDL9eBBrAmuU18wfGZ7QIAmjk6MF6+NiRvptSZkhGd8SfddZtU1RIm9Fk1+kbFMRNEMe/4VB/Dt1PkubShOegjFGyDEiHQDBsQ8IYZUJkZrx2RS7SGnDjjsVUpbqtEvABeGnRYXT4viOR5VKNI1uS+Nyx/AZw0q3Q9TcZ3guhIu1BkFmJhIIYQ6rADZpjAkaZvWjuh0wGNdI06UfRst6zSFvhy+xwv5S//oiI0VFGMaUOm0InSain7vmtyXnOUPYHrV2ivCxmlHjo8Q70EQ3/iY7deTGnL2dHBAvJkCMO31RuO4Oe9vgzQ862j4Fg7QLf0T54PYs+I5HQCqyxboue4DWF1kTyEPcgIePRiEjfOY4A4omSit/aSJAEWEcJ3a66wd8FbMownT7XLep4PWPmXyXdYRuBFCMxkzQxeJzNziQ+rSBYrVfQCri+xpEtfkImFKPAX6IyJ5fDKjxPOWZN/4ckC6iTrVwbsrQCn3rxP6cbDX8DC2hJ9+xn4VoLG9XP9Kk4bgqGjK8KR+iWjdLrsP4BvavlnbAcxTZ20HtrrBDsBDtfQvUOM+eMM6aPNwHTDhFcbCFsjNx7EhPh2r3QfsWgx1DsOTiikVr/XrR4Gfhp8BG14lvN0HcOwo4lq7qAgKO2Q7sB2oONC7R+ODNk4DuOSHLmEBITSmNe319Q7BtAr6ie8DmOjh2zbJZQ/yqYYMu2D3xXZgaQcIG4IQuoRlmGcpJmZmM5Y8gNWKNsMOUeB4QiJNRYbNvGc29+1A04G9D5oWoQIUHmeovFZB7APYszEa3CiHULN4B5jaBlUARv/wlULuppc7YDvg0AHqr+JpbB0NTEmrNZ7TgZ8mdsgRv3K9Zh/A3IQx6bdew4Fm3SBdXmPJYuO6yOzF2wH/Dnj46WPN7QjP/178lc4Qrhe8A7jHuWNtz/JRW49nVJ4tt1h5NN3RmbjqOrHRV3DAqp+HP+OUhQJ8l8auxe1OVIZvE0BG8M6VnuIea3uWI3WJh0lxlsIRF1gARDcyOrCQaA9vBwwc8Nqm4s8Fr0JDjcUFB+C5XnkHsFONaj0nCCwI5asKe0P5qsdmM84Bxl6Y6bngnivD/1HNQj+AHbofKKn5rgYsU3bn9GREbpTtwCwOhAcSge9Me9iKKzsPw39CqURD6Qcw25U7b0mPhCjdCU50J+llLBvtqxaBmMy+3g4s6sBM2wf9TBCoFdcXS44YmTU+5AO4BoYhE2Le9FdQuI0UvBr1iuYt1RSjhO682wEBB7jbgLtOgDIZAv1MICPLLSAfanKps0g1z8hca2DZ7IXBHpyZGhbkz8b3LNmUpAvNtoe3AwYO9DzTDOhNlaLHy5keXeQDWKSKGXexpsHSzHIRWhogWF0aubswKSZTYrtI7cXbgfUcmPYZsV4pzBWNOYAzHRee4TAVrsENuI7D42uY9/xxaonFeCbbw22movTo3Gu3AwoOSD8itLZjjCvNObXVwx8ySTlp3I85gCtKcgdurdi1uUoak6mTW9y1Jlltk3j239aJnW0mB2Bbxv96uXP3gcbjgcul5UGMy+WNXhcnaxGbeB5/AEsZgsFBVgnCkKETl+hJHWPhc5XOyFs+U9Vxb6OOcgD2UPwv8ODuLe4PlXLzBb7pq9rzUA04VfCue/wBLFUADI50Vy5WU4yFPZJJ+LtWPVbvtc4cIPV+xJ27Dbj5otS3Sy6PG0juRghYCCbHcMovxvAHcFby2EGtYkpvirEu7ezbge2AVwe0nmFe9aKerUxTZjzMcJyZhjyaQArnASw70EMTGgzVZLKURdF69IsS2WDbgYUd0HhOeN+7GH7cb2tp+KndfrgDWEqZFI6mK50cocEwTaYpYWNvB7YDdg5w9zt3XU1Z5+MrCy3GUwwoS3PKBy/uAC7o1RjWrlGN89m8IwnUyFnNvV2/lc87zzIO/PayZzRO36NKUrA/kUBsO5H4ofGI4WGZ6Gv7AGa7kfBE4ow0BUkxEWZza+YLNpFns2xKsrO8zIHi1ihOGBvkfE96sSlUxYNd7QNYyjUpnOCe9KtzfhbNQsrh3C/p9th42wHS/mjYJYkVUmlgBuz9quNA+wAWyot6Xo/soJG5hTzuhUHVqDfJXr8d2A6Iva0bW+l9/+5HbFytr+v6ASzoGAYK+z2Cp4y+kd7GxWjrY+hs9esEO/N/05nfgd6HjpEDkjQlsSTke+BTP4ANGUIqw3S3+tVNuIXuG3BgVKG2+9uBVRyY5JPYSWiyusKDturZI/GcxWKM+uqXVblkEVZjsmzfbgdmd+D/Hp+M/eXxIPur2YVY8td48J/PoP0gsiyjSK4/lFCkankerJiOw8SUyPaMH3m5v/jdk9bbWqj3qBJ482LzwTlw9Mwff/788c+lnhW4rD6ievbLG/3CVq3HV2wOT3HVr4BFHsgiIIqWcXfDsU5TmiZ2zk1sPq5duZx7bEIHokaJLicU0kfZk3bYk+eD3BMppr2WEjw8y6oHMNPDaZb1FPv4zF/1W6GWzUHxgRI7TSNsolkHoNaPPnwMZJcuP9izD6Qt7OGyfKEqAj34NsUBrGVUz0aAtT3rK31hPrWKDnPjFkp46+fvhoAXrb03m3WpD9z//SDoTrF6vdj7t9fBceuzB7C3jdfT7JrWSm8kTa4bezuQcyA8vKGXr36+LjIrwoLM1MpDqeyaRTUfuOusMWv5qHOpd9T1K8dnD2BLwZjiaDStpUZSLudindMjWf3a4GPThX1Hrid5wWtdzgoPvmcnFx3cLXMUtlD44Qdwi0CB97BWVeejnqDPOq/vRvSpes/q82F4/Gc/FOs1r21Db94BnxrfulI/sytoKLpZaJrs+VeILWL3TLRMt+SC0eGND4azZMzb9Ut6qY0FtUrr1dpv2pxmwU99i3nvT0JjN9rX2J6red7OMmdE9gD2IuWNBfHi/eYxvwPw4MM+/OZXa6eg57kkXQ9pPA0Xe/zS4OMJ83EAeyqoJy6haLuZghP7dTuwHaA6IP38kMaj6pGMt9Rimavm0eMA7iaGBGgdrkiYmjaVuRZvlaQbdDuwHdgOLO6A5bPVMletbI8DuBaMmkN+g6R1wHoxCKW5N+hVYnvN2utzDuwWyrnibEyhSPAcVYB1Zty6dK4DWKyIrZN1Qi/VJaknmND0TfnuQGaDxg9fyRbKpLpz2Xc8BySLxGNguuplcuveFsy4DuD6auTsgjsXfDu/qF9QG7KqO2ygA9e+vS4+ZKAlM8OfAOaVBiaTyl42sQNeH5kjeJX+hz9iB/ApasGdez3kFtQGe3tRWa4fWzXPYS5+QMTXrkVNRK7mv6YM6VpK42lqb2IbFsUw1SW7lPM8gCUKCf9zAokPIZgHFQmND9DOAS2tKa1bnsSI5DZduu+lHTiKUfMc5m71ks7/cjzwtua/pj3SdZXG69Xe5SvyZ4d6OXpbf30F3F3MLvd1bfH6ULOy7Janu9C6tVoe/VaM5dW6E7iS/bCVPenperR0LXbXZmhC1wGMXqEYqNVQK9c23oBwjdWKjVMs96ugt9+vKvdD7K7/w5LPQPwQ+4wud5XrAZkDmGJgJfal70KgGg1sg3+hiPAa/gUAuK/YG8LOV2zcbdG+YTuw/WZbJ7Iw7BsOmETtJDA43KdY01McjkBHxfgFXHr0n1ooAJRYjrkSawLH8CqBGWFgYeM4uIZ/oXfgNVxH0PtyOzCVA1Y9bJXHzPz44WCWdI1EUj+vRHUj14PdXwFLinHTU8Gp8Ep1uhGPhcXGNdLdpt14fGO1b97mQOjt3Y/Myh8GBg+ZCK9dVvqVoBGGdB/AUl3gZiMqExm9aUbnH9HkO6cTB6JDQ3mbiQru5dq7XlSMQzBzf8wTlk3/Q3nKbgb80DgYAJPstQaRyEoyn2jtvtwOWDkguSdhS8Fn+r8P0Df2v8YjRbI+oac0eAbs+DX0QMgXXuMYqes0Vwk3xJXmJcZzNftDV2JwrgtAQlYeg0oNZMAPgQWTnMrKi0WMBl2I0B2yHRD5hDjswd178g2lcWhZP/Ms82FzafZqOF/ibmC/BX02AFZVnDG5BgiNn36mUgvmhIdGQnP6W40NO70pW4CqA6096L0nT/4tEaoObnBrB6x7kn0AS/3wVTj4rI1O84V9Fl7T+X2/HXizA5gHEyYm9tD7Xjv1UEXFAr+vBSBuqNJ4N/B9o+ZArt/ZB7DIe1RqUmnAoxraJG+u6jR7dvR24PpOE/Rs3FJwHfo4HkdZRl6AQnUXJC1TGs+dYS8ixDqAw4aT8MlDMwUOkrow3oS8mFhuzE9rUVyihXXgUY+EnrUFSq8eTusB/rL72HFxTk1sYXO1yEtkuiwK6wCWKpgUTuosd19745Pqot6DD1wvqLm04uNvUYAWTI0gJujOxefGtPhv3DkdOPsnNFGPBAmMnvyItRo/g4NIu0MOB1gHsIRz8UNSAi9gQL+THrAGG4TEJwgReB2VV4D6BRFrgGtMuVo9gMG4CBQuJDAK0Ht4JQfiBnaqawKKLpzT2PPDDmCtz7rIzURe4KIXNonBDry1bSR0pxjp/eDSfn0C743UaFN2ftoXdki/hh3Au7+RFXpzmMannBk/sWmwcZkUywxJeJBipPejzTr5CJESgrkskca7gPfFEAeGHcBD1Bon3Zul03Cjz9JCGqhXuA7M4T7UMZ0LMft1AgdCEY2pSveMdzxje6dPtw9gxRJKbxZFqi6hrZ+ZUK80J9zvOubbA7xJ/cpFYmLiddT4eG3xGlnEMwwZW8ylOCFNDf486P4Y58A+gMd5vzNvB6Z2AJ7d4fkNh2a4BlFwHQ7SeBzmWh/U+BYeZf7kHIhTFmZiNXQIUfuwFQf8QO+rtgPLHMDYPoI4jY3Rtjof4YlLnuFnFOvxZ0Xf1Uze9CmdfzXUKu4Pb/tshMOxHyPy75z+HVjiAKZs9vRBkZZI4qFPwZhpk1J0pb7u++2AdwfO/vbc5J65eS+uU35LHMDYvsQcdpiYVi0lMFo59vx2YDsg68C5bz1vXs/cZEvxGrQlDmBstbAHNRZPI467x7jrNDRIYM5QKwmdG+PbgdUaeBd2KQe0nkdDD2AJUVgM7v7GrMPEYLsx6AHMcB2vLY3lxuN1s11r/aGW2Xx4C1/1n8ZtbJBzuhEzuhbO6Y22RzW/5DM+Jjr0AJYQhcXgNi+sg3/pgRjGwEwuNqwtfcT4scb4OqzNjYW53ldN7Bo3DU9r+fbcWAfSeqf3vex+Nxr5nG7E9HLoXS9FTwqnV8+b1pf6eegBbFaAknokAWhYMCpuXLjuhEVmP/P8DTpYMvAQaaVRkvbGmt+BeK9JqNl9/HFxe/HxonQl3X8lPFcHcIlkbBImJo4/r1mL7igCEHdAzN2R9Ngs//MI/StMuHiMq+4QV7cBvTgw+EQ40w/m4KUUpjwMHqohRXit6YMWCHFW7eDqERtEgwnhGgzrMiYGAjDix7m8E4OY8hN+5D3eOvt3hwF/+Rm0uTolh26MUyp7ccIr54jl7GsHDuT6zJDWmX4wB0O56qliK+OtHK6P+f/0z/70x9893lb8j9pkQs7wCvni6zg/8C7NxXGY69iDWvz/B0lj2D86UUTeAAAAAElFTkSuQmCC" mediaID="Stage_cst_Untitled"/></media></snapdata>