<snapdata remixID="10675028"><project name="3.3 Row of Polygons " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAB+5JREFUeF7tm3tMVnUYx794wXRpOt/VlmvrgE6mZSYuNTPMeQEEVLRQsxnmXKVLSMPQ1HlPcoENrTm8TU0pxTveyrzkrEwsm01nWc1q1XCYOi8pvo1SQXh5Pec5z3l/qF/+/j3f5zyf8+G85xrm9/v94B8JGCIQRgENkWfb/whQQIpglAAFNIqfzSkgHTBKgAIaxc/mFJAOGCVAAY3iZ3MKSAeMEqCARvGzOQWkA0YJUECj+NmcAtIBowQooFH8bE4B6YBRAhTQKH42p4B0wCgBCmgUP5tTQDpglAAFNIqfzSkgHTBKgAIaxc/mFJAOGCVAAY3iZ3MKSAeMEqCARvGzOQWkA0YJUECj+NmcAtIBowQooFH8bE4B6YBRAhTQKH42p4B0wCgBCmgUP5tTQDpglAAFNIqfzSkgHTBKgAIaxc/mFJAOGCVAAY3iZ3MKeAc4MKc41fUUY32LXWdIAiighNodWBMLC1vxU8gno4AhR67bsHephc21Qy+O1hQUUIukgZwRJVFY0OSoWuc4WNgS4qMgBVTbfVWDPs16EjsT2iK8VjgmR+Wod0o/FY3spgdVc1efzsaAxumqmcHCKKBHqNfmxqDfqN030osmRqPdND1Z4vwWtoTp//QOvBiJVff86BGVqrEUUBn1q0VDML/d8oCpi5f2ROrQ7cod9eNSLkUiv15oJKSAivuvZHhLNMk7dsvEsfsGYk7nVbdcV92C3rCw2cNztR1nVqBHo+fF2+ekkAI6oRVk7ZTt/TG55xr7aSkWkK//E2p/A4KvDNUFCQV0ucdyChKRlrxRlCI5Eib/Y6EgvOaK6xQEBXRKrML6E+mPIiL7OxcJ/5faPTcccj4SyxuE5tysbLti/Ra2enChUxEYBRTos/bXJdhxeg/mP7JIUB245OCk9oie+nXQvJziVKSF+JFZRnEMsnzlV/NqA18LooAOie6e1RExmV84rLK3fOrR0bh09TJmtJpfpcDUo7IXzzTHkkY/2BtAsOq2FbDN1RwcrpUmGLm8xGnGx+8/g2df+cxVTzvFh8e3Q5uZRXaWhmRN0hULG+p4c95JAV1K7IUBn8/ogKcmfHkj2tTRz4vZKmd6I+DjFnDIm/+Y6wM4PXoFguk0Y+fsTug2br/n+yVjXwqyOuff6PNe8XC85svzvG+wBuOKO2K2T//UwxsBAfzdJxL3rffuis2pPBoCvrk7BW/HlIsRKiNCffVbeS4vr4bVBTyZ2gIPLT7u+b4xIaDnQwHYNLcLEkbvrdLqTrv/d31AVQGXrmuPoX3LbyVc6WKhzl5vfopNCVgwLwbJI727LTF1e39McvJExeP/Cq+fiKgK+MGODni5R/nJcxmbLacWIa7pMHVMpgScWZiM8fEF6vPYCYyHhUIPnwFX3oZd51ag673ePhNWE/DPQc3xwMqq94v2T2uNThOP2OHraI0pAR1tpMPFyxd2x5CXPnFY5d3yULwVoyZgMAx7Z7VGl0xdCU0KaPfRmVM1cgqSkJa8IWiZV+8BVm466GIkVobgvUAVAf1PWAj7qvpzveW/TcaQZlOc7o+g600KmPtRb4x6brPqPE7C0oujke3Te7k1UO/8kulIafKWk80SrVUR0E7ny10t1N2ld0FiUkA78zpdk5sfj1EphbbKRpyOwoLGet+CVG7q9YVHxX6uBfz2jSg89o53MKrbI6YFdPMaVqCZFi3tiWEO3pZOKLWw6Tb+Gk7lNsyWeW0QN/Kwrf/askVnEyLQcNMJ2+uDLTQt4LKF3fFCDbpgUIFa9gpWiL8PdnUEfPdIX7zeep2j2ecU9cLYdtsc1QRabFpA1wNUCJhV2A+Z8WsdRybCwkbF2zITi2MwzcNXrwINKBbwfGwEGmx1fjTbkNcWScO/cQy7ckFNEHDqtgGY1Gu161kK5nVF8shdrnPcBqSejcTihlUfnyb+3BK/bz6H6RF5iIuLc9vmpnqxgG624vu0lmiVc+uPd2ryT3DZtm2c+zQSR+9xg8J1bWKphY0K54J9LltYX7f6i8QkvwWEXdtcP/DH+DooHLMfPp/P1QwiAa92tHCoWz1XjaNnurtwaYEPUf/qX6624UKt+3Ecg11lzF2d4Ko+6pcS9Bqzz1VGvP9h1L983Q5Z1Bob35kkwQoYXvtsPRSPaIi9Kw84bi4S0HEXFtz2BNrnNsODo8JvmuNk7gVkRS1Dj+49xPNRQDG6u6ewX0YsSrOOofRAfXTeORiZGRMQFubuiHudHgW8ezwST+r3+9WEq7wRFFC8W1ioQYACalBkhpgABRSjY6EGAQqoQZEZYgIUUIyOhRoEKKAGRWaICVBAMToWahCggBoUmSEmQAHF6FioQYACalBkhpgABRSjY6EGAQqoQZEZYgIUUIyOhRoEKKAGRWaICVBAMToWahCggBoUmSEmQAHF6FioQYACalBkhpgABRSjY6EGAQqoQZEZYgIUUIyOhRoEKKAGRWaICVBAMToWahCggBoUmSEmQAHF6FioQYACalBkhpgABRSjY6EGAQqoQZEZYgIUUIyOhRoEKKAGRWaICVBAMToWahCggBoUmSEmQAHF6FioQYACalBkhpgABRSjY6EGAQqoQZEZYgIUUIyOhRoEKKAGRWaICVBAMToWahCggBoUmSEmQAHF6FioQYACalBkhpgABRSjY6EGAQqoQZEZYgIUUIyOhRoEKKAGRWaICVBAMToWahD4F1MPpMbe1M0OAAAAAElFTkSuQmCC</thumbnail><stage 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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1Hd0IoA9NuU4EALeFXhhV8drL608EHIkooj2Xf3QV2Y2WD3VuxXz9ugv/9zy1Qd2XJpYIfWKFt+uUtbcWivy58UZ9Dhcr2VqTNq6yLR8mXNDk7ibkwfQe6ZVup5S8kZwmRPF2y66K3G1Bw7pl4cggP1yWGnK3wTsz961/2jptbjaYryfP3t39J/PKE788zaWrj6j2J1xb3nDKnIsmvYF9zN2h++2+zTLsYp8hqat5z7atzUigD065TgYAp4V6L/jmamPb70wJPJshvZ+m0pXF979cWHPVjDn0Xrtap/Ra01SgeTSBbXNDYrOeOeez17yxpn2ORn7R0p4VvmI1OCv55Q7+Lg3aqh6zJ6p1TafKpvRqOzZkFNzw/bzJKlbTAQCWNWrg75NL9B3+19re/9dP0Lr2fUrJa/VeUueFE9sT7Xfy1rEN/D8mmH7zSMK5uhiNTeP8Mr10CYrysjgpia8A/bK7OKgCHhJYPrqZsZzCUn6hG53i+k+srbXSxSa/WlOIxf/pi9tEiMGtvHcmuG4SzHZqUVzuH2itwbuP8e139az7OUA28JiR/ziB4Oe5FLyr2pPAnIsBDwpELer/dEuG45HZQdYtBWNy+2eX2tVTU8e31eP1W9X6/2tvjxZOdBmaCueuis5vtbK8rntxb7sqMwVi/FB0aMBuT0W+99eoOvlaONMEZYl3UqIAObKcVqghvGukamH6iHGGaf3MeOGmZbSWohIE7stL5vqNohDfvhrbe+8lpXF0FafmerczDKOU9e2MHquP6CP715LTH1wldtG7a9FGZfzCz2BR+jlydA2MayiaJYuVoRwn+ibwQngPJl+/lEkRiwTNq2IVshI8umGrlpitAAtXUvSO5lm/i9a9Lho9PsZ7a3O1W1z6/nH2l5vTRL7muHBy/ZYfqoZpnV7YZPLY9j7RI1pyZHpAyPTgi7OCT1UwlvnyXH/K9DrXOzllFJZRcJPFYxfUHZvP2z+EnB58gKnrkAN2zRh7353wCCfnjdm6qPHrk7XXlyxP+RgZFFtW72Svd5psGaeujPM+c6H//Jsvzo7LsyKTb6svd8+NmtOreVOrxlukW39cx5/Fsj9np0Xz/2WuP9/Q59+Ic39lOAIrgiYKbhcOe//3dZMffw4vr7YUrOMGNaSj5zdGdMp61sY9/1+Rm80+henXst6n6l0Prn0jRLl/ig4a6517wB3arKPewJxydXmnSqX0aPcueArc0sfLOreUfxrL6cmrX+1TDfuCpgpuNztwb6fmfpYPeshsTe6hBjbdK3b32fmxsLX97XfoKTakQt6m/7fO/VaxneRcke8fWaUcTmY797/HgWnJq3cIaO6WQTMFFy5MTFTHy//1N5o8+0x/YFRzr2Dy03f/rjv5gkNxJrHosT0hisc/gHz/OVo2+kihoWHBMidCfZfn4ddsYglRY86HDO5Z+r96gSw9439poKZgis3qGbqo8e2puXem3UoeeiLdRPeb7CyaW76Um3fEXua/zZ68v6aUwaUjH3tnl8OOerfvh41/JLFtqj4UdajOsLy4v+/cKmC7VRRmyVB5zt45QM4cVisYf8pWu3JB5X/a8zRNWem4HJ0rnf6f7P1sf7dB8QvVUuLiU+sYQ66MLCjNj1r1N97Tm/58maHr2Otr0cZGfaPPnnRd0HYe5va/xgqlKWL1fnVXpbkcOJ6bwjkH3nM7oePjutyPEoTmjZ2qfXY6zW+i5Z/VuY9A7MFl7tSZutj8A/tjWZb/tAfG75N6evR1fH8etK9YmOjSDG1keP1wH1OVkpOCb9RLiIl/1dzIg80drUW23tOYMCZaluOl85oeNfZ4POzwg6W8tyRfe9ISl/wR3tWFFcL//Wmo1C6oUXPO6y0h6Ppa7bgcnS+t/t/s/Ux5Pt2z0+O37546KAG8dPvWcEaSScGduzu5p+Nnri3+ZShsSNerZcwyYldNJ565IyS97fhKUn/NVY2cOI31rf1GnfOMvbDyq/aOcZ1OfDG3LGhRt+m27kt3W2uQbMFl7svFWbsY+Pb94vv6pQVkx9x/G7O3b79ab8R37YxHvz1lN50yE9Ov4b1Oly3bXLM+ZWRafmuzQ1NKuhPHr7SS5/zFbP+KJEdFJNc+IUZ5Xcv9pXz9tZ5Oj15vXUCso576elo8cujIeLJgXv/fAv81fRqRoNvMvVinx5V1sTRWJgxuByd863+34x9DPuurfHojlS9ydAtzD8nBjVh6n3i23oRYvLDrv3B0ikjyjgfIvQvuQWlE8qe36SxYRWlrutiWQG1v/v9W1bJi/3z+BrGQ59e1QtvPPaP/tObRonvny4kmvfdzY9hbnHtmTG43HmJMGMfL/3Udvq0GTteHv5SnQFv3bdmljt9qbLPG4lNJ/5r8oFXx4+ovOa1uze2cbVv+zKY0KsWsbQwy2BctcvN9l3So4yzhYTOMjCFP4Iesb9Bydd7nE37cFgJ0b3lr/8I2oXr6xhdplzQx8wvXerNKr+cz81k88d9zRhc7jibtY9NkxuKjfdGircfWskfgHcY2Fc2tzUab0nRH//XVrfeQPQ4H5OVWiInqNC+jMKrqp276s4cYh/XBDofLlHkQkyRy5EXA2xzS/BYQmXfAe8cHitCT9u08ouTbnnxnugWI86VCdDqTjro1sXt2rT0ra3NGlyuKpq1j5Gb2hj37jmttxj4I3PvDoP62fRGYluNMDHxMfeXbT1ls4rgHE1bG8xaVFevH3e2b5VlFVn5NG1DAN43+yl1oU/49YGLI59PLjZhSeTF0bU33/IpKOMTH7gwqmty8YkfRF4aVWdzcXcmm7/uY9bgctXbrH30395u/dvv7nx66POxNWc+sWG3q32psP2kbfc0GjgzbfP4EZV3Tqz2RT13e+57skpiSnhmrXKnQvbGl91f3d3jsJ9jgZdOVz52LOy61Xo2JGlG2P6KjvdQZwulAji5a4w4E5FPq/fmgTv2vWNEZRGWmqNFLrn1u2R1psc/OzVrcLk6Hmbu4/uJ94i1D1vF9Psd31rR1b79YfvBW9sbLb85rj808udcv3Y9ez1KZAYKbSPvyrw6NZrarCIkW9c+yf/P39x4taiPHDzXk9hH+tQWr61jdH77gh74o3MfgWQ3soplQ0qIbq3++T2xr/TrjfM0c3C50q+Z+3gt4VmjRlKa3nrAD8pcm66M3ZqZD4o9FUuKsY098/AK+x2ZIi7mu7GgRFKwK+fBts4J9LpYIedEMVsAdyC7tZcyF/nVplHi25aFRIs+zv3C+bPZNYxH1l/VC/3PL6Wdm3b+uZWZg8sVcTP30Xdnx22TZ2y/p8htfqPgSp/+uO2VbjFi/CvV/3ir2jqrJ/rrciXaOFvY4Je5nsC8xTH+fPDCVV0sKcyyo1sRKxHAm96pZtT9PlMvvt61Nb4XW0aLnQ+FiMcH/7VWWPV/Zg4uV8bG7H1sHVdPfPRkRWNGw4+5KcxNA/vyz+2NDglH9IZjd3j0dcu+NrVEpi4+LkhIuHIdOdq207Uo43x+1lzfycmjE9nRgMj4/+FJT02Z2HnfK3NeL2X0a7zDpRe097+sZ+s9Js0yclnVtybFbBgm4/zNVNPsweWsldn7mPjFM0aF5Mt6hz7f+v316eyY2bdbPvsRcSSyiBjZbL1H/yDulVYxPblkdqHyx0r1mBO9Y4Er58S2txYYkFzz5SPlrky3ng/Mii91OD9Oin4EvXtQJVEgQ2gV5rp3n+cjvSqKawV1rca0Q8q/GJo9uJy9yM3eR++dHQ+9Eb+zYsn5zLmbx/R8j0pi/ODqF6ZX/aSks2Pt7Hbcn9hZKee2477bzjn5dai8teW+60P7nwweuyz64OtVv6nsHMk/txqz79ED4zofjZ06q2zWK/dtUfovObMHl7Pj6wt97BhVRyxsEWt7/56PeXatpmkDdnQwuq07pNeb8KtXXrP6noj99ERkVovIM0EnZ5c5FOHsXGK7/y/Q/2zsheOhWcWjTxf6fkb4nocxur2AVyazWcBPd6ggjlYNEveN2Z+rj6y2vF7FiN53Qy+z/IhfezkaN18ILkc92P/fF/qYsv5pI/xcht6lx9dKz7m/x/PD+Y+JU6EFxbCWn+bqWr7T/Gh7PcpIDxR6AsuSnLmMbrtNE5tVFM7WxSrFn/XrDKLfXtwff1TLaDXvsp7/W8+sPbv+SJRY27Oo6Nhpl9deAJwZMJnb+EJwOePjC3302tnx5Lh5ieHhs++8Zt2Zfv1hm1N9Kos3X6qe8V7V1YW82Y99WVL4ZYttUbGjfPLgBnTcpWgjtaihs+zIOTy/DeDMx6LE512LiLbP/+aRwFz1wd1G8yVX9JCvPRPozg2PubbyheByRsxX+vh9eC3xfuuqObPrfxToTF/+uk3/xPZG7xUH9ZqTdnn99er5y9G200UMCw8McG822Zcdlb1iEYuK8qALZwS9PqGdOQlPb/PDG1WMyok39NKrPPuR8dm2FcSB2kHiwVdz95G2p/vNq+P5SnA58vCVPqataW4UTc/Su3f7t19ep47G6e//X7j4CXG5cLAY1Ppzj/wx7ahuE8MqimTpYmUIy5IcWd38/+0zo4zLwUJP4FGPTrP53YX96oFHt0zofLTh9LfL5Ax+eJtH3zm889292QOHnM43aln01jcqf3Of08p+sqGvBJcjbl/po1di5wujFiQWLz9zn99dp47G6Ob/PzGgqpjSr1rWzKqr8uRHkH1OV0pLDrtRslxywQVzyu/t4cq5qrpt/5Sqq45HXGtzV1rQ1fdDDxVW1cHVvv3uwj7Yr5KwBWha1RneWcKx78VKIsCmabHve+f4rg5gXm7vK8HlyMSX+tg/tKaY3rF61py6H+VJ+Diyy+v/7/dbB9uLH+6zVJn6e56+VrXItgqhadrngc7dujavXcxWr0WOVWhC0z7Dy6WhydNJ7dKZubHxe980yBnwr7MBoz6MWf9G5U3PuHEIh7u8euDxdRO6JLWcObm07aVHf1Hqhxq+FFx3Gkhf6mPGiqdEYLZN6/Pcl351rTq80P6zweyljUV2YID2YvsNedp/7z9qvpFc/sqIyHOBl+eUPlzM2fNVcbt+5ypeO14qO+Su5JBZ8eX3D1DRwN2e83RSu3uSzu53/tlo8fu9+cUjw/Z59buib6dUNWpuu66X/MS1W1s624dZt/Ol4PKXAO75a+erw5f8VrDC9D1+da06O8ePDKwu3omrmjOrxkqPfp3kTP3216KMS9xK0SGV/VaexbN0sZzvzB1a/e8GfnNRr11Q03hyRbpe8Ku8+ZVyxpNR4qv2hUWruN+9GvYuj6gXdyCAvYh7h0MnDawuJnetlTGvzlKvLsGR093tq/bf3S570IJ9+WIk/vFh/1VvmXSL8UGRoy7dxtZslt46n25Xoo1TPMzCbV6/CeAbD1nFyv7FxHPt8mad7tKVtYx2sy7pQd+r8x0RAez2dZarHWcvayyyAyzaix02+s316gzIjOVNRaDN0Pp0lvfxe9zFmOzUYjn5WNd66xGzr5uOvBRgzCt+hD9QnJnU/7ONX1zQP4+ubEQezdbLLvPssiNHnic7VxDJ0YHinvEHlHgXTAA7mhHe+f9eOztdH/TxnuC8/iGSd7px/qj2H6DN7FrVmFVzudQXd/sD5Qvk6GJNMMuSbh69NllRRkY+oW/kzmHOT2p/C+Bxvz+cMqbL8YhJ88peG9FgS0G3JdzY8c1f7ssY3vNkgdc/tKaOrfldOTcO4VO7EMDyhsu+FGd899qX5tVZVlzeWeRd5QF722UNi98TZIYlWL1PVz6aGnY9qtzJkM2zI/Y/mHcK5q3U/3S1xD/CMmpZz+U/PbP0gXDznqm5z8zn3wEfi6soLhe3aLWmHpTSy66hsaLoRUOLWuDe05bMPT3+eXYEsLzRWrD4CXGlcJAY1PoLJT5tmb6mmVE4/YYeZ5KbkDxzwyqyLZr2RT51vnK602y3Pz0q0NC0dUF45OZVQUpo5eaEb953zuf1bHET0yzDFsc8/07spiWeOq4rxxl88PGuU7olfbBgZCmjd3PXnjfsSh0zbEsAyxuFPts7ZvclEg81AAAOaklEQVRbsz9fXtyOUV6X/61svw3nnPaxYlbtFab4g6N7UrVHTlXI+CYiLfD6/NDDIWYwknUOfS9UvHG8eHZg+ZSgZnMiD22QdR7+UNenA/hyi2ix9YkCoslLe6RepAnvVTca/vuaXvQz/16WRADLveTtDyQY27P26bl1P/brj/xe2tsmY8SMPQXM9iCKTlejjPMFhP6l4rdatC87Cs3UxdKCfCee21cEnw3gDTOrG402ZuhFvsibZUeOoK80ixI/Ni0onhog948BR+eZm/8ngHOjl/t9l8x/TJwuVUAMe+YzqX9w5r6TOx9hyvoWRvi5a6Z8FKN9WVKpDF0sK6Rm+HS5GmWcLSh0HlbhmavAJwP4X/sfvG9i3ImfFg8vKXo8vdMUL0bzP61rdJt0Xh+5oPz9k6v8sMUzw2OuoxDAcsej37ZOOXGfHwio66WH0svt7r/Vd46qIxa1qihm1jXHx883u/RIi7meWjInOOxoTqXFFVIOm8UsL86j5+Hy1VJiLHvuupgvZ3aJpDy/MUpe9JjXNXwygH8dFitKnLNp1kVJpjr/4y/EiAuhAVqdKXJ+EObtyUMAe1vY8fHTelQSr/atkzS37vKKjrf2vS0G7W91YeTbe4uXmm/ee60/lWMVQTZNWxes1g+QWmVZRVaApm3gh2geu7BMFWDOdDVx+wPpr8YlFxq/pPzZMbV+CHNmn7za5vVdD54Z3fVE6TcWRF4dWX+z3z0RhADOq5l0+zrLZz8ijpQrIkY2X2+KT348LfLGFy2N6OQreoc+35r2tal3StWfUyOuNYg8FXIovuz+WE8bmPF4A87EphwvnRVhPV1w/8zwvVXNeI6+eE6mneS3w0ztEiNOls8n6k80580vto+sbJQ9kaNHfGiud+eemJwEsCcUc3eMF7d1tHVKOGxp+NoOn7t2nel862v1xPKmFcS795jv4+ebz791VpRxTaGbUHAzEmdmr+vb+NRFvGRNbaPD9It60GZzf/Rz4wGrWD6wuOjaOtGv3qUQwK5fYN7Y40q3imLYi3V3zq67vJ43ji/rmEP3tjwx5q19kUUW+8aaevttGCMu5stZ4Offh/a8WMGWXMxm4Xacnr8yfCqAMxpHiU1tCouWPc39AIT182oaj69O1wt+aY5faHtq2hDAnpLM3XHWzHxI7IkpKcY2+cSv/sAbl9DKqJ50QW894HufeF3qciXaOKvAgwj+eiCFLj4oouYvv3N3td55b5+Y6PYWvp5azaj9U6ZeYq1vrLW90CpaJN4fIh4butdvXiQJYG9eis4f++Uf2xutvzumPzjqF5+5fp3p7ocJDcTax6LEtIbm/vj55l7+fBRfpi6W++ma2I7XoowLPJLRmenr1jY+cQGPOPDowgldj74QPzHUGPDEdqk3ZndWeea/69v6jjxnGbUketGblb/p7ux+Zt6OADbH6PTe1LLq9MV79g55uc7G9+uvesocZ5W7sxi+p9musZMO3D3txbD7Xr1ny9bcHS3v9u51tmJ6Smh2ochjRV6ZE/371Lyr7P1K/VKqvX48ImO09Vxg1vulD+f3fkX1KvhEAO99uZIIyhJaxdm+8d3Q39PocJ+K4kawrlV717xLKlyZ8gSwK1re3fbT6Q+In6uXFhMfX+MXn7CM2vSs0WDPOf3pgZt94jXp5tFtnmMVFkPTPvWz+yI/fcMqDIumfc6yI69dzKaf7FN/apg1+MVTQaOXRv8+seo3d3tNwgsHHrnv0d/GP3e05jszwm8MvX9rsBdK5OkhCeA85b5jsSHftzOe2npCf2z4NtNfw86ofT3pXrHx/vJi6gMrfe4Pij4nqqxIjsxsV+5s0Nk5YYdMtTTSGftbbdP/XOyl46WyilpPFUyYVXZvU3ePw353FjD9xXumXQVxuGaQaDRqv89dmHb6HydUMSr+fkMPW5m3zyr2xsQngL2h6t4xh/zUpt+UGTtnDRpYf9Z7964c4N5RzLHXa3ubrRs9fl/LSa9Unjiy7sZR5jgr186ibWaUkR4s9AQ/uU90E8MqitzQxcr8/PDKtZng2tamDuBdr8QaNX7I0hMf9e03j7W/ydJ2Pxgsar110Cf/iPh7SsWIZcKmFdEKGUmuzTKTbX3VEqMFaFe0JL2zqee/I7Ydo+qItGL5tQN3+fYjgiv/cVErdem6Vs/Hb7FpX5akC6GFZPv0tNIyA4UmdF1j2ZGjKzD3/2/qmbJ0ZS3j0fXp+sny+XLfqcQjlD2Ro33TsrB4rt0unw7gGsa7RqYeqocYZyRq5r50piVMCxHnxG7Lyz49Hq8nPGMUSffxV/v/DOeVwoFiTJN1Pj0ez2RHGRZDmPo11dmrx7DoYl0g736d9XJ3O7+YLO42z34IIIAAAgjIEiCAZclTFwEEEEBAaQECWOnhp3kEEEAAAVkCBLAseeoigAACCCgtQAArPfw0jwACCCAgS4AAliVPXQQQQAABpQUIYKWHn+YRQAABBGQJEMCy5KmLAAIIIKC0AAGs9PDTPAIIIICALAECWJY8dRFAAAEElBYggJUefppHAAEEEJAlQADLkqcuAggggIDSAgSw0sNP8wgggAACsgQIYFny1EUAAQQQUFqAAFZ6+GkeAQQQQECWAAEsS566CCCAAAJKCxDASg8/zSOAAAIIyBIggGXJUxcBBBBAQGkBAljp4ad5BBBAAAFZAgSwLHnqIoAAAggoLUAAKz38NI8AAgggIEuAAJYlT10EEEAAAaUFCGClh5/mEUAAAQRkCRDAsuSpiwACCCCgtAABrPTw0zwCCCCAgCwBAliWPHURQAABBJQWIICVHn6aRwABBBCQJUAAy5KnLgIIIICA0gIEsNLDT/MIIIAAArIECGBZ8tRFAAEEEFBagABWevhpHgEEEEBAlgABLEueuggggAACSgsQwEoPP80jgAACCMgSIIBlyVMXAQQQQEBpAQJY6eGneQQQQAABWQIEsCx56iKAAAIIKC1AACs9/DSPAAIIICBLgACWJU9dBBBAAAGlBQhgpYef5hFAAAEEZAkQwLLkqYsAAgggoLQAAaz08NM8AggggIAsAQJYljx1EUAAAQSUFiCAlR5+mkcAAQQQkCVAAMuSpy4CCCCAgNICBLDSw0/zCCCAAAKyBAhgWfLURQABBBBQWoAAVnr4aR4BBBBAQJYAASxLnroIIIAAAkoLEMBKDz/NI4AAAgjIEiCAZclTFwEEEEBAaQECWOnhp3kEEEAAAVkCBLAseeoigAACCCgtQAArPfw0jwACCCAgS4AAliVPXQQQQAABpQUIYKWHn+YRQAABBGQJEMCy5KmLAAIIIKC0AAGs9PDTPAIIIICALAECWJY8dRFAAAEElBYggJUefppHAAEEEJAlQADLkqcuAggggIDSAgSw0sNP8wgggAACsgQIYFny1EUAAQQQUFqAAFZ6+GkeAQQQQECWAAEsS566CCCAAAJKCxDASg8/zSOAAAIIyBIggGXJUxcBBBBAQGkBAljp4ad5BBBAAAFZAgSwLHnqIoAAAggoLUAAKz38NI8AAgggIEuAAJYlT10EEEAAAaUFCGClh5/mEUAAAQRkCRDAsuSpiwACCCCgtAABrPTw0zwCCCCAgCwBAliWPHURQAABBJQWIICVHn6aRwABBBCQJUAAy5KnLgIIIICA0gIEsNLDT/MIIIAAArIECGBZ8tRFAAEEEFBagABWevhpHgEEEEBAlgABLEueuggggAACSgsQwEoPP80jgAACCMgSIIBlyVMXAQQQQEBpAQJY6eGneQQQQAABWQIEsCx56iKAAAIIKC1AACs9/DSPAAIIICBLgACWJU9dBBBAAAGlBQhgpYef5hFAAAEEZAkQwLLkqYsAAgggoLQAAaz08NM8AggggIAsAQJYljx1EUAAAQSUFiCAlR5+mkcAAQQQkCVAAMuSpy4CCCCAgNICBLDSw0/zCCCAAAKyBAhgWfLURQAB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