<snapdata remixID="10578889"><project name="ConcentricSquaresLab" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGuFJREFUeF7tXTuPZWdWPdXVZfGYBBHgDNBkNuRIZBAQjIT8tlMyNEFbRI5shIF/YEeIjMBvW2JmYkICJgJZsoQ0EoGtCZD6/aqqbvQdel/WXXft1zmnut09lNTqqnO+x/72Xnut/X333HuP7t+//3Cin4cPDy5xk/Tvo6OjtM2WDcxmm/ci5x9j4/hr5kJfZ35/8ODBNNpU+0Tj4T20f1w/Pz/fhYbnsxvW3+7b/2gjxuTSpUvT8fHx7Lfxb/w+rh1dFACHoVFg2IlbAmcNILKk2NJODOKYd/zN4EZ7GIDcP7Md73sANDsYaHadgYfXxz0GIK5pAG4G3SMQzv/fu3fvQhgwAyA7Y4vAbjFGJYgdgHsspMBnc6t1INMwGCo2eyqX+UwxHcdOseBoY2A0LBj49v6+e/eu1NtMDqqLjhboBbITYA4aA3+rdUQJlc1RkTGPnTw/V9mv4kvVhmXZ7EB5VmxpLGj3DITI7HsMqACYObQKPg4aLsro2KP67hwRa3TG8tpWywnVX/kTQanA5AHMA0a0xsj2CHwqcUZ7zzZmQi/xMFabSXCHzSwDjJI9QzvAqWR6Zbwtky9iLwVAllaWXcXCCIjK+rhNpFAdX7Adg/lMhpkpUwAuWYjnHA8YWA+sAeBWwOtKYMVHbBsGFOsjjzXNL1xLqbKDg1yxD2Om/FgFoAdilGPl33mDonbBVeNVOzYmYka71wHgUsBVpatjCwKhYhcX9JGfvcIe5/HmxDVEbapjVeSdazxk86gE2QyAXhZk11l2MvBXAp2NYfe9DK9mvsdEGbAqbKXAOjMGnK9G4LI5sjYqibzyQKmcYtGI+dH3g9mPTk9P1586PxpVOadSG3ZYZwkAu0DbEoAe83ZtwhqrWrdFfuX5jcF4g8F/I9NxokV2qaScAXh2dtYGIBrPgOiAELOhG/S1LBexkGdLJZkqdkVrZd9mQa0Ch+1SAPTq0ijeHghVzccMOtveBaBynnJSRSoQBBkAs/uZgz2HVPpla+mwcmcdFfBhUJfUmFUSsLE7a/WSca9ePD8/b70SohyIO9oKA0RBV7JRCVqlTQfwqraxaxHrL1l/xCIs4REB2DjerpmT0I5KqsmJwEE7It97vrKxjroAVM7iuoDrBhUUL1uVU1T9syTQyq5IbiNmz1ixYl9X6rMxbTzlQ+5baYN9lC8qcY5Kshk3VQBmcsBZhEymHI1ZmgUio32PgZlNq1lra+HE8nyQ2RclYKUE8OxB+TR2R2BFspkpRpXls3HQdlSVnZpUAcgDKcBxPRGB0O5lQd1RdfB4lweACIDsDAWSatItAWDEQJ7MckIwAL2krq5DMR5f6yaxws0eKzIAPURH1xXQ7Jqq6dCRzF4q86JM5iBUZWqXgQuArcqQbN61EpjZq+QXYzaev6v6KkuoivR6YD6IL54DRgOrms0GiwCoAmMPIoz/PebJFqnqTnR4lPWjXXYfGTILSHZfrdFjwCVspWRc+UKRgUomLy5s8xr53TEjPg0TGYiMpmg5YkgOED6UyFLuMQmPb2OYs7zNi5ItFRxmB8W6ngR22Q8T1yttFKijgGdg4Nh6SRPJvJojmzcrdY5u3bq1dwzjZSYfUi7JVOzDhmcL2asbjo7mJ2txcdy/UjtmcyJTRo70GMMDJge5yqBRkit/4rgKgGaH8t2wPfNPJulR/x0Wbt68OQOwKr9K26sORABmZ1WRnCK4FJt05DNiw6jWQ4ZcA0BO5Czo3n1PARAkCMIxr9mNsWfQKnmP/FJVNIvR0fXr1/cAGMmJlykXAcBMmtCBkc1V21RiVXwxxscCvyrHDDwvkSrjRaVTBEAFtkyZvATo+nlHIteuXXtYZYEtAZjVJCy5GLCoflEB6zqnEnRs02VAxdBrAJjJJTKcijXGwgNgJvGRj9W9HQCvXr16AEBvsKUA5PG8v5kVkAXN4KiuWnJP9dkqyyv2dCW4GhtVVnlMievlNllJ4ClVlsSmYEceAKusgfUYZnYmoaptVrvZXFWnRGyowB4xQebo0bfqMx6L+3XXp/pzTY9/e8cpyv6qOnYSw+I8n2QMCTaH8M4yq4uULHrSmY3FMhKxplc0Z1kXSR/XSpk9OBduSCo2ZImWSaqXWBHobMzorQBdGa2ulUGMarZ3DBM91eLJYxTUaEEe1dt1ZFaWX2uzReAj9ug6uBPACluyNHqqMa5nz/Jl70HxSpwo7pi0VV8h+89z3rlzZ2ZADngkX3xP0XRkOAJIZa3JGR42bwEUZdMW4xq7dABYCVhVirNNBCe7Z6enOt1kqaxth7cBQJbSyoQeCCtjDYeozxBB6TED8eMc1JxZ7cUsySWCN2bFidU2XX8q5svm8vpgsnssx2N7PvLWwSSS2bqHEWRAZMJskMholAp1RMEMqDIdncUf6RBJU8QaGfgsAarMg3LS9Vc0RxRQj6VYDtnH6M8sITBps7arZdheC7aJtjjTqgQmy5pIDjh4zIIeoKt2XTQAK+BDNUBwZ0Di5DQgckKzLOMcrBqZ37r+2lsPvi8Y68BuRlczM6ofs4V2bEKnRMynnLfGoR0bvbbe/Bn4PBZERUIfZyTQWctSn8k3Ja1hwarRValUmVmdIwP0Uqd1+3H76iZArbMqiZ1yAoEYjV9ZNzNwZq8EYNZprWMyAGXFbtaf7289niePW9nVHSdqn4FGsWDmr+qYlXW4b8vsgrDbPjIuc0BlYVw3qT6ZI9cENrNxS391pZwTqMrQUd2o5L+yxvb7grdgv8yw7zMA14C2khRLwJSB3Uu+qNZUfbJ30rH8VuzaBIBjogxUVVmMxloS/I8//rjih1KbJfPbwFX/vPnmmwe2VOattMGBow2IZ2v1ZTxmymjtLgDVgtRAVcdWsz8br+voAcC33norBJg3ZneuEoofNdqC5TPGyezP7i8BbJdVDwCodN6cxf+vkeMMaJ1gRm0/+uijFIBVR3tJtCSQeKSC9dMYC30TjR2xGNd5ngx3rnOdV2X36BhMfjqW2pbbIHhEY9fQSRWQbgWuyjhdAFrgMlAxSCqZnxX7VmNVkjPaEGS2R+Bc0jeUWPFxcnuA5I9n87IqYkGF8IoTKwBa22ZrADJDVZhGMazVup988sn0xhtvHHz/R+S/jPkqPtu67FgKQvkBlZaJitnMcTghv1ZrbSqOuOg2WwLQ80eFNTygDgC+/vrrB+9AyxI4YsCKT6s2V8ZaCr4ZJ/wRvbawTFKQEcfv/DBr5sDKwrZosxUAK7VY194x5qeffjq99tprewDMfNdhQDXWGvB5tlVAyG3mOtj7jGhlpKrvuJh+mmrAd999d3rxxRcPcNMNUNae73/33XfTlStX5nkNgAq8HDAcx/udx8nA3E2aLgCzUmIGYBU0HgBZXrZedNdJ2H4woDpbG23GEQ3fq0gbt6n2Mbs+//zzmfXGz2effbb7PUp69kEFgBkreexYVT+vtq3Ga66nxyakCkAcmJmvOunjbDcWqEBmCeMB0LMRgRYBIGPEAbpR9zEAzS7r34lLBpoKw3p1Ksc9SoZOfJ84ALNAdRbjtR0MOHaZ6mcA0O6NzUDlJ7PZu2+MZ6CLANhN9Mwmb11L6sMlfdT8uyR7Ugy41GkVkFgbY0ALNve1Hei4Pmoxa5fZxvez9jxvxIDGQl2F6drQ8WPWds3cqyR4GJYVmZGcZQvr3PecMFhOAXC0xw0A1mIVKULbWDIzu70akPutleAIGEskOwNadl/h5eCluOoGotrOC2Zk7BJQe+MNlkP5wyB7AKw4cikAx9oQ7Ax8Gxd9UPG1stlbR7a+SGazvlnyHRzFVL6oJttNRZOawWsNzxY2xldzoLRybYX38Hf+SlKPmRRY7BrPiz705l26xu5uNpsnUq1uHJnFD/6uADBydHYPgYHGL2G5Sh92kAKgjeMBYYyRfYIpg5lt84DP9WbUjoHgJRlK20UmvDd/xtDe8d1c53YAGNV8FdpeC8Bofs/xS5mIQZipwP8DUPOmV8fuXjl7VgCItSYCHQEYgUQxkWX8+++/P73wwguhco2xv/322+ntt9+e2z2rDMg1fZaYTBq8u3+qGDCjegSe/W5AUH0rtRjvlhUKzamV8Z5mCfY2lJ5PFPgOrnUZ0JPBi5bgDHzmBAbhAIV3EF0FTLSTNn8M+6rjVdt932rAKgC9HTyz3+y77yMAOzSvsg9BaM/bqXZVIOATK+PYBH/GEY/VM53x7Gxy602IV4qE9UPzZvUITQHx4Bim+o3pHgMpVON6eHNgf1cYbbTNxlcsgdc8AJq0VoCwNbCq43lrYwBU1KeJsXLzbnykBFugo1kPkBt8w1AGCi+DvB2TktfIVt6EsATbfZTW7nnhYD1OriqwvJcAbU2V46YyQh59A0Ll/K5CCtZGEYn61P1s3kVvy2SgRJNkBkQFbCaveH/YxIAY10aw7ZErrg8zINj4Cljjk/Ftl8wbntHPA7Qx76uvvjqzO74uXAFgxScMJBUD7+NXbE2VBMdxPRaOxpvZU31hdQYape1en4ztugD0shQXitk5QGZvy2QA8tMw3mZFybgx4BjTXjlBMEUAHO0eBwAxKSvAZf94IMREz7DC9TxKcApARbOZTFakoUL11XKAWY8XHG1C8P0Y+Lowzx2BCdtWAMjs2NmEVEqRCiDQ5tE++8SDSkwrAGfwzX9HT0R7GaSAWTWy66AuWKO6DB0wfmcJ5vdm2Jq8BwZ4zZWHDEYf1a7rF8UsFYCyzUvmXRprRV6794QsCXS3jzmtuugl4/McFmzcrdm4CEDv3WljvA8++GB6/vnnS35Xj9ozMDwAVv3CDFYy7Ak04vVIAN67d2/vQ8ordi5lwEqBy/N3QcgMiMFmEFYBWPFJxIbMVgzAUQ8+a+BTDB0C0OQpCziCqHMGpGq1amAzm5hhMJgsn7j7w/orYsCqndguesCVAfjKK6+0p1gC2PYkKzu0GNDmij4d1cCHDFgB4RrwmV0ZCL05VP1mNkcA5Fc8urH4+uuvp/fee2/uxoEwm8Z12xF3xn8awLeIASMQMvgQGBEItwBfBsJoDgy2sbz9j7vWrRmQWZnZ0WR3PJ4/fq/+RODzGKc69tbtFjGgF+yofhsA9L6OQWXC1guN5lAMYwlz0QD0wDLmNdntALADPky2i/B3ZUy0V50dzzbaJgQHrFI8FpXRAXHFWAMRs6nHblUbuwDsJkx1Y4X+WQLALvgy1ajG5KLa7bBTfRhBGeKheonRvLPGM0h0fhV4BqTogFm9DMYAzAK/BICD9YwBv/jii93vXfBX/ZzVz9E4SkaXjqfiuMeAxj6VCbYEn1cvKfbLAMHOzACo3jFXATnWxJX2aBeC7kkBsBJjBkylD/sf+6hkdQGYTabOdKoZ6bVDAz3wdQEY7TLVDrkKJrSva9OXX34pGdArN5b6NYtRFGMG3/g7w0QEPmP3A0blB1KzYxUllUsdpOpORdMcGBVwTwqjIv/DDz+cX+Gogk6tM+vr3TcJHmB8+eWXd0Nn43V9rUATATPy/5q5OYY7G/BpGLvoOQGvbynBatFKlj2QRcyR7TKjuT2HW32aMVY0tiW6AuAWIMzi4xFNlOxduxj8qv/eR3N4O2EFTKNkpuZI8ysGRSyTAVUBgmusShbjBiizpxsUTqyvvvpqeumll1oMWJXCiOmyMZQvea1L1z4Wu9tv2Ldl4jnegU6PBweLT0BXANg13GMavO61YQCOv9f+ZMxXHX+M880330zvvPNOtctcLij2iuJTjR0bkSU87tq7c+wAePPmzfnzAaPaD++rrDJDeQyWzArwPJb0si8DYZcBszIEnb7mOboMxCqg5s/HAcCsNGH7FwPw+vXrB9+YjpNzLWGLtw8m54k9ucbAWaZ5RkdjoISpeoWBmtWA0Y48u7cFADt+6QIwA0WFELw2mwHw2rVrOwZUhb/pNbLcuDbeE4GZyMxoUsFg89gSg50B0KtP1PUlL/YrUKj6eCsAKqAr8OB8fL/7FbtV8KlyDP3DuKjWEjtVHQDEotBzvjKE2ZHBxgDNpNwDK9tUBWDFyd4mI+pr9y4KgB5zeQCMyidvfRlQvBKByWE1AK9evboDoAExMq4SVCXL4xrKNjKmJ/MR/aua0CRKyXTmcGa4JwHAqL62JOSAKxWqkkgllop4uD7MpN5j+Nn2AcBsAOWY6iKR1ZABves4l5ddyt4MfFwScLnBTq0A0GOJDtix7XNX/3F6+Gt/OJ3/xh/tLuO60CaOiecTJZdd+zAOFdBWxt9h4caNGzMDMgPg3xlAkTk9h1kbpnAzBL/oRmU524OZ79Up7HxvHWazB6jsukrGTJqULb/+iz+bjqZpuv87fz2d/+Yf75acST1+U5Xy/9aJshaEtvbZ7nEMw8GNAorOZjBxwNU42MdYiZnRnOhleaXmUUyKrKuyNAOakn1mUgZjlLw83vHdn0/P/fLvp2k6m+7+3j+HpMAKwgTiEUGWGLge9j+rTIXpVJu98mscwyCD8e8VJkQnYxAVAFWQDVAsg2gLg1SBn8HgARX7RlI27i0FZSXQkkkenk2X7vzb9ABkuBJo9gezumLpaNxO2ZXZp9bpSnBFbnlCz1hlmPpK0kwi9jLm0Ssy/DkkCD5Pwhng9jd/BS2CPZJtDmrEkBHj4r0bN25Mf3Xl7enk5GS6fPny/P+9s/Pp7OxsOjs9nc7OTqez07Pp7Oz+dDr+Pz2dLo1i/tKleZM3+uz/O56O7drx/937m7/72/DVLVz3EkyoeCgyO7p9+/ZBDeghOqJgZWR0NsXtOWMzCY2AETFvVCZgSWB1lZ13emWKym7F5F7SsnT+9Cc/mV6h94j86c9+mZFM6/4P/vNfp3/6iz+RfRSZXAQAdyXEeC1YSWgVhCyfKFue4SynXlHLdkUJoL5iloOrQIDAx9oTAahe9UGWVcnE5UBUC+G927dvT3/+ox9Nly+fTCeDuU4Ga53sMaIx48x0J5enk8sn09Glccx1PLPg8Sjux7HX8f+y4v6/0eZo+ssf/3huE8ljVI5lpVlUiu31vXPnzkMPAFnWKmlkAHq1WvXkHvt7hfUAnwJgVo+yTHB5MAfxUQAxadAO3IHuslo8uFEtU2abb/18evjc707T5d/eC4HZkCXWGGOsxRi9WhqokiQDGq9Z1Z6sOhKA6FSPhpUDmM0wa5gd0ZBqdinmYCYcn06FRxUMPCWJHrty/Wh2GhhtDWM+XDv6hhkR/7bf+fuVbdxL/3VlunTjX6bzP/j3eemqr0cYGetUiCZqE0kxEw0fHaFtKQMy0BiQ3t8KVGyYCnCrgIHGuKgBQq/28pgzAqqyCTc+NiYyZMSAzCQG6L2gnv33dPIfP5we/Nab08Pf/4cDAEZJm7EcJ63Hptyuy4CjvbEv+1CBcPeeEJVpmUNVRnjZ72UAOk45xQMnSj0vWGUxOxYl23O6Jydok21SvKeDeGxMQOW/537x6nT2wy93zMcKo9TJpNbzlVoHM7CXpFVyQKJhNfViPycUfltmhaJZYpWBkWx4maocG4HP7vHi+G+WWiwDMDAeaA3cMnsf1YgDhB4APTvl2h7cmo6Of7AHPvZ35NtIItF+D8TV+DNp4FoisCmF2jGgFwCsgZARka0wq5k1uV1kfDXbKu3YJrV4dQ0BwwA11kTGHeszAHprrygFr0kpCbK+54PK5q4KtIqfKwkWzXc0dsE4iOcslXme3DJoud1FOKDjLGZB7OtJiYGOGVElKI+nSguP8bEtt6n4rVrGVMaq+jQir2we+dEcFTmMsjoCJmdMdZFbt8M6xSsrUE64juJdd+ZoxXCjDwOGpbwSC+WbjAm79kb+98ZiH6sx9j6kvAIclpnKQhRYK/22Bh3XKqocMEB48sw1DgOTbfaCMK7jUQ76Fc8WmREzYF2kz7yxIwBm9hydn58fPIzg1SNe/ZaB6VkCoFfz8E5cbX7Qr3Z4zgxngMPr/LvyZxboi7y/CoDqaxqY5SR1Ft+mifLGDHSRTsnGjiQYi33PuXiM0wUEsmYkseoeM7CqzVVN6/mja7saJyKglJwiAHrgia5XwZoZlgFo7f1ODajm6gCwqgC4AfJIgAGY+WGMmb3nuxtPVWZEdkSx3kmwJ7vV65kjukavyUwE1xqgZzZUwOCNsWRz4a1rjQQy0JfYpQCsShC2cy43rAas0nYWlCoQw6xoyLsH7Ao4Mlsra43micBXGTuSOzWv8ukaP2TyjvOp17YZmBKADx48KD8PuJaqqzXg0uCM8VV9pZLL251WSgisETMQd+9X1t6tuRCEGXC90iSLHe7WPVaV7/t5lgCoHO1l8dMKQAQf/m4AiOSY18yPsHlsyUmhbFD+xB292tWPPkfPGgAzEBqLd2pDDsBWDKhsUEyi2MfrayqQlSa2Bu9BDhs/2omj4nhPwKA9/OzkMwtAlGFvE1WRui1LjuomLAJgJp8ICGV7xI4ecBX7VRmwFIctGbDDKhaQKJO79ROzHztKyUA0RxWkFjyvvVqj56tsTpQ6lmAPRNFmhhUBfajKl6h04TVxwih7N5HgJcDrOKsLRAR3BvAs4JW5lWMzGxSbZUcgHqMsWUPGhpXNWOabCKy7jcoWDLgEgEv6ZAuuylx3nKw910vKDo8dvBLBY62lzLmVbzpgZwAqOXcPojsZ8DjAlIEgk5kl/bsgUHUX12U4ZsbOj2tNW/mmYu/Bhk4dRHfrol8FACrJRJll8JmjPRmKfNapJS8SPGvHZp9hibFTjey14IpEdAHYofE1Tojs6tpcLb474GEb1vils57HNY+x/67eo1e4hs17zwNWgq2Mf1yLr9jHErcVCCMG7NrFzIn9l4KjE4Ol9nb7YdJ6x0t7AJwRmbwO292ae3VRdzFe7ZTZnH20GWepZ1e0ich8FtWGar6lSd4FYbe955uI9VV89jBkEozGRA7NTsZVXYT1EC+i64QxFvbZ1RIicSLZzDYDmV14f5zwZzWd2gF2kzCzqePb7liZrd2ksTjuGLAKQMxmD1jVsZY44SIA6AWuah/bpOrmZx2AGUBd9uwyoFFql3ar0pbRfBeAXcdUQefVmoqRVf1TZeeMqbvri+rPpWN5ZUypNOkA0HMuLqrKftXaC51igaxK8JI5sj7KqeqtmqwU2M/AtwTsmX3sr7WJXwFlVn5ENrQk2AOXsRIbkmVANwAeALeep5vRHgANhB5oK8Ht1HVqvEiplsyv+mRxjGz4H6knnPoDjJdWAAAAAElFTkSuQmCC</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="backgroud" center-x="240" center-y="180" 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usedMTyn9P5rBl27AqvOZwCHiyxoUp8+o4dD5oSfqE1NQLMYWeZx2vPY8w8JLwN54rXueuvbcQQ+BitgiOqP1G7HN3PXWK9I96u1VG1zrWzX+Kn6qvLW8oBxkn898RzFttQFnvYS84FovqMxiZRqQscfIWBsCKg4vju3LLkq+7UNDideSVfREMBi9cGd/hshTzZUqH43Tcz8jDxk6Zj2ShaFFrsxDu3+0Wz2t5CETO+sBzvhUiTVjPyLjJd/RLNhqA/ZsAd6iUskXbcwooX3jef1GdlgCzmqAEZF4SZh5qMziR3i25xWxM0OStcvKIRJna2WFHMoP40OGDos4PLj3+qrIl6kvBsMqGS921j0236xcRuyZ5PudkHf515C8Q5tpgBHw6BOQRbhqwiPEohS2JdueHf9b0asUbm9HuTvbDhi8GZmVQyzSqApmK2Py+HXcsR67Xp3nPSXvM/LNmj1WrNbmq8TgWVKiGDP3I/OkvYuwQOeMr5kyKG54vhsBZ4GDEsUSMJJj/EXEkjGsdyNfBpeZjGdgo3yv3BYz8qnihxpd1ZcpH/16ZPmi5H1GwN83kf/7VxajOM5q1yLgEXHPYu79i/qbkeeID6O7KKfoPCMmRgeKG51/r7tdCLhtAib4kUxkcKPGae15CsDyDb1qmUQyDbtq8/XmbzaIGLwZmdOvCJ4otivIN6N3UFyRc0Q+Gbo9OkZfazJqY/TgYB4hTA1HvjB5MEJ3InhZdxEW6Bz5HT1HcaPzH7Po7gRsFbaVJIsQ0cCIJH90d/T6znrpVjcsW2iRLYbFm5XL8HkUz1Xk+84ErGyPsw24okeqSLidFWods/3BkpNqX3kAI1/RORuDRw7Fjc5bm1ttwCoYoyQg8kRbFnqpehNvJaUn4OxBjgoCnTN58eKCdKt6GfmKgTsb7ii+rPOMHGb50utherLKNtKb9dCdxdz+OYMDW7/M1yxGF8LHOq+sOeQ7Oo/EFYlZxcRFwFnBWwTqBbAvcuQrswl7XtmjRPRNw2y+yqbl2TLVgmHyYmGaFY8n1v4FnhV7lh4G25nMDj7MfGOIZ5fYK3FEOKBZ1dYv8pPVlYU78mdkx/IR+Y/OI3F5e8yDges/R5gVfBUBMwQwi2HWJErMM2IdbbqepB0FMrrnKWivfabAra8JjF1GBg39/rx6+434zGDqHQ4R3dG7iHgU/cyXJEVfpezhK5pxylzpH5BW7Xv0qpvfaM6peFozAunKjlGNv5X39v3H77//Lv/nCLMC9xanFeyhExEwQ1TRGC2yZT4foeKbYYAeFhYhIZsz4kevWwbLWTzewj586u32uiK6+5gPW1eSQ2YsTB0oMlkEfCW+SryMrJd4mIc302+Mj2hWZMyxSG1UxTnCpqr2aAJGZOlJqEWUCFxUiKq/kUKwtpKWiEf/24Pb6CXMPCq8tlTiyhwuEWJp/Rjpieg+sUQkz24t3txkvMIzbCMd0f6qGoDI78pztU/QzBs9OjP9H2280R4aLUyMz4gfGB2KTFX9fXz79g1uwOpWxQQWId/ZJqYUtErQTEyjF2MGAc/wb4vCU5DsndYO89lJyQPzyvZgz9zJGB7Kazlqb0VMjA2vjErCCC907vVzxT31wbwj+c7mMIufWg+tXnZ2sb4guTIC/u2332QCzgh+BL5H7wmMRegzcBl7p4yn2dtPNP3nGkUf4ycqoNE5q3dGwLMYIo1lbdsKZme8VozMVpzx+ER+o3Mlt5m6FLusLFtzynDPiFnxi401MneQDc+8i+Jk9ebp72we9/FEHulMbyP81PMyAv7111+/E7BSgN7PBrMkKNuoUkRKTGpCevmZXyPyUm1VbcCsH/3WO9rq+9epF/sZXlbzI1sMfiwWo15RSb61xTwCFN92kVX6lO0lKzavPVQ7DJ7K/GL0IRmPvYo6Q4SsPF4z8qDyGMI5oy6RjY9ffvnlUgJWX3LeRkNARM6rXkfVBcUOtJ6Aj3ujP+tJ2Hr1nmfsxhvJe1ZzM/EoX0wyHmczHCP1nHXXO/Qjufb4nlEf6hwb+XnoYGLPIOBR36k4ML6ummGq77M6ydLTzkhzzv773/++hIBHnynVTYItAE9TsneQD+wnmVlDsn6ocqzf7YBHL16GoEZ+sluvGuOKJrNiRhizTcrE/dNPPzFiy2XURwaDWUUQ0cEbJeD2PoOBas/KQ3um4ID8VHRl5DTLXpYepr8/DgJWDB6yirxFLK0eRqf3RZ2R3JkOVITHORObl7wisSmb+yG7moCZAlbj9+RCsaEO0qwYX4GAUS8pefDIRmtDnWenjyO7DBaKPeWRy+Jg+cjq8OQJ3Ynajt7v/TPn7M8//yz9EtZoc0WAoO2ODXgWCFOsHh+ZO8h2S8BsnIxdlbA92I2alt1o1FjZF7oHG2vQRfRZdY3qor2ryM783ZGA2VrJeoRk5FKt21kfsnpmcmxNsPMY9XIbB+v7zEf2fka+ZjqiPkTvsyT8MSLgmXE22QjYXr8SrIdIkD+Rc9QoPQFbsSJdyE+vbgZTpYEPP5WcnnFVkrDHH4R31nk074cfuxGw8rVEkV2Rx6iNjDmpbJeMvb63Msiz1xHFzTs3vI9Zy9+MWBgS/vjXv/413IARCXuHT4R8R4Pa+jOvj8o9NDwVAs7YBLwv6lEcM0I8/1wZEgymyiBm9CEZpcmYPCN7kXP0uOoJGPkb8cVzl3nkMb2s5Mzjp+dOxkxT7M7soRpp8R3lg5n5qK4y8hPRgfxjcY74YNn4MuP++c9/Tj9BIyfQOROsRwciC8ZulgxK+GoCnsWF/ETDT92AV+GbZSeih8U2YgMN15aAV/ijxvLKBHxgsTsJW1+XZrn0zOYRFmqteHVU1L0Xg9k8HRIw8/LxgMjc8QT4qgRcUUBHDli97JA85FidTA0oL8aovuz7q3BgCXiVPyqObG2hevXMC9VXr/xKErZsjTBSCTiDEyK58ty9Q+1/IeB//OMf0idob3FmvrLuTMCz111V8bB62QH5kO//KpnFNqNnGAJe6Y8aE1tfdybglZswIvv2/MvQ//gw05dBvt4tNnJvtnWqtVohf+aAImDP68PrtMfW3Qi4LaozXqtBvFj295RXL4vpiiG/wkYE4yv8ewj4vxnzzItIrj13Rz5W+M2QMNvXZ5x3J982X1f0qVUvo+Xlo92AK4oEFbDHplpUyIfIOUpyez4i35ltpNci25FOBTP1xYzwU2NBRYzsveP5yi8THnzfZQNGRObBrr2jfnpmZ4H1uFFnNJKPnmfMvmgePPeHBPz3v//90ydoBE7mMPW+aBUy8QDF3mGwGBHwLG4v8al+HPbZgcjoXkmYUX/Y3LJyZ7/s4NcOPqgPSrWX0Xxi86b6qejN8pHdRpWH/az3la2djQ/JoXPr4YFqHZ0r+TxlozqHBPy3v/0N/gzYSwxMkEoSLCCi4DC+ehIx8msWswdnNm5GtzoMGcxY/xhdHvwVvYqsp26R/gqskM0V51Zcas1V4F5RV1E/rfszsmRtnpirNqyFyaOrsvau7iWrrtuzjxEBj8BkBrgHULZoWt1q03r8Gt1Rk5opnxGzlUPVVwbTu+hkYhnJeGq3cvPyxlF5D9WAWteZmPdxI19VnLy+ontRAkZxqGTq8Rf5ED3PzqXHn1ltmwRsgbkLCXv9iCbFc1+5k7kpMA+IT4Uw+c1I1FzVQww9vDyNEdGpfKpjfVNqhNW5gxwTl0rA1hYWjZnxV7Wh9g+Stz5Lo7uM70hHf47kK/PFzDgm5mqZs676//+w+2UDZgAdKaoOAm0OTPMwMsiOGidrUyXf78kD/zoBIpoKAlb9UvBU4mX1KjoryHflA4bFZJWch3xP35g5pcah1IKqG8kf8aCY0GaK7ls+sHc9BGzlrALzTJ0sLog3ZpzpJmBmeKOiyzi3tuFZIrwJqryn6PZ+AUAvxpEP0QKsJGS1fiL1cOJQScKoBqzzjDypeHrkPQ/NmZ2dYka5Q+THxOIhYEZv5aPm0K18VfXUFJprXp0KdpaNnis//fPsl7CQwkwS8AJ03ps9BrJ8VJsLyaNzhH321oT8ySrEaJ6Z+wrJorh7exYJo0GDXshMbKxMny81TtaOKpdJvtWkocbmfWiizdf65DyrzxYbtXdn8pU1VKnbk0eEK6tzxD9f/gwR8Aiciu3XmwREsugcgenxq2rQoFygWLwvRbWJPX5k3akk4JZklcF4Jfl6iSErH6NHcvYDcqf6RPNC+YSrfm3pH4izB+PIRwZDFJunZip0evxAdxh8Wh0M+X7vzf7fA2aaYxcCZsjVQ1qMXpQwZvCwOtrBz+SH1csW/2hosHdZXzLl2Jx7YkBbsJUrq0Ez4r9ie2H8rniQZm0pjP+qzCzeHch3NJcYcvH0ysqHp5ojjzyDU//gRVz56W/CGjl1KlA2Cza4SFKZIcvIWIQW8S+TgJmXMOsrK3f6bw0NVRdbF1E5Nu8e/xkCjvrvuX+Xn7N5MFfwYIekolOVZTZM9PNc5YHBbr5qHLMZlpHDDB0onqtrYbbIfSLl2X8PePRa342E+9fG6J8tIlzxMrd8ajFGxdKej/43QzrKZo/sZT4wUCOp5wwWbF5mgxDlS/U5Kr+agD0D1HPHg0skN1k+KtsuIluka/QojGAwmv2Rfq/gDYSZp26q7xw4fJnBP//88/S/B9wOKWV4s4Gs0KmScqTQmLhRYygv40P2lJ996rA+gaBhc0cSVpodxT/K57MBa//6mzXMmX7xyKAeO3T2MmcteGpiRAaINNm4mB6sqklrdrD+K/3I6pzJMXmP2ojcpwgYbQ8jJV6nMord+1pbtf22/rWEiTBjPju3jdfnZdQ8ngcPMwC82yTCQD1Xc+qpv6php8ZqPQ76M0+clj9efd57CjbMEJ7JZPk36nPGL5ZYKjfe0QLixWUl+Y4eVUrdrJAdEvC///3vTxswQ8BZA9eb2BlYij51WEcTFCXftsBmpIhI2EPAfWFbtqMYRe578qnUy+nbzgQ8G0KeOCsIOGtusESlPFKyfHs18vXispp8+/6MzJKKu7MvLB+//PLLl0/QdyZhFjw0lNA5a+ccisxGyxQRIvIZCQ9fX8LfpDUjXgWHKlkP+XoHy+4EPCLhzFr24tbmPtsfdvthttCIbzuSbySeM2eKjquIt60vJs9Vs2ikt8XkyxL066+/Tn8GbG1MiKRXBqiArwxrpfCsVzn6eRA6H8U3KrL2ldUnPUrAng3Qi5/SQEo+M0jgDgRc2XvenFb6pPR/pR/sI1Wp7/Zxwdae90tXBBtvH3pI3pq1zBITiVO9i3LxYwNmXi4Wk6uOrZC3SKq3P/1EIGyJo5j6VzHz85tZg6LG7WPoCRkVA5sTNAgyhjSKFW1i0YGAmpzxj8XzLnIZec2MVcmBIpvho2VP8WVE6rP7V83naK9l1ZWyyGTkGOlgltRPn6AZIK9KMgq2P2eKdAUJtwSMmgk1JjpfRcCjV3nmS5Z5xTK1OqqZaLOjx4dap3eRj+KWHSfqhau3YuQfOm97rO8HtFiszJW3D1fNCwbn7Nq0loMvS1D/M+BX2IQt0NmCyXpojAgYETHavmbnKwl4RMIVjY+GzewRVUG+1sOjool30VmR12hs7GBl5aL+sAuA8jCYbXTtn2fNKU/8qC6i5x6fRvm+ogYYHv1O1OwvYfWsfmXircQgsFkCbuNFhYT86bcmprHU4pvlo/8M3eqNxMVsqWoMUXklt15b77QBZ9SHF2fUU4xeNAsYHdkyM5+YP2e/6l2ZN5Z4snH1PICqfWCWgCEBnxetb9hXJhkB5/GtKtZ2A243KOt/o/j68y+fNQY/tz5kWDmVXNnB0MesxmnJryDf1v8dh3v/SM7Et0JXFEPmPiNjzTsUtzJrGJId9cjo0Yd6WfELxTg6V3q+2peZ/0ruPRh47nzJ22gDvisBZw7h/nOuB+yeyEafnjNICTXjLJ/Wo0P1S/lUnN0YmXlHed55A75q0CHM1FqK6IvWFoshK6eSgzIj0FdI5GMUq/4+midMXrNlojFm+jPEx0PAKLGZTrO6Mj8qrnVbAAAgAElEQVR9ZJKvRcJZg4nJB9scrZxavExD9niw+Z3JrSTfNl8qNtE40X2mBpCOqvNsrCx9UVsMjowMgyWzEY8IGRHvYbufYYwtxude5tTLzhePjeidaE1E7bf56HV9KP8e8KkoqwAzAmt1ZBVBVXx9IWQVhsdf5sHi8c9qyFnzeutgNfk+BOzLlKeOLEtIHzq3dDOPb0+/tTbZB8RsGx4N9NlXsPPPLV2erFoxqPio8iN/Izn3xJ915+O3334z/2MMfbIPsDIAywpgFQFnJzhTX2Y+IhuwJ6ceHFC86NzjZ0u+/f/26su8VxVz1EdPfhmbEb2zu+1sq3rcZZDvic+MdGfnp+0Idugh4alDz53sxzxTcxUyH9++fYME3JIw80KscNSj05NYdCereDOGOPLVg9kVdxRMUczoPKtxFZ+vwPQdbGbngFku1PpStzX1Kxnypz/P/hTd6kO+XFmT2bWSFQtFwCPS3RnsfmtnwWJjykymVxfrKxv71XIMDihmdJ5FvhmPp6vxfhX7TN0wsa4i39MXzybcx8HW+woSZn1hcpEtk1Uj2X5956nff/8dbsAjcNHnjwpnPTp3KYyKIojEVuGPJz+eO5G4W3u7YbCbP57c3PUOQ8ArYhv9rDZjy2RJmHkgrMAhw8Yd+unjjz/+gAQ8AqNNaNZAzAC91bGbX5kFkRVbpk/Z+fO++Bk/do17V7+8W39WnWbpsWpjhQ2lNitq4YwR6UbnTBxXyrD+M3KVdREm4ErnognczTcm2WzMmbFl+sX675F7t5h3yovXl4ycZehg6m2VHeTLibUXc6SfOR9t4t8/mQb/4zSW7RXxMjZOmcpYTxweAmaqMUmGST5rKrM4Mv1i/ffIvWPMu+TG40dGvjJ0sLW20hZDRB7M2Vhncr3NkQ8VOK2IlbHRy1TE+ukr7St/gq5+sSnFziRf0ZdZGNm+KXEosu8Ys/fTr4IrK6vUSUauMnSwsf3YSAo3PNaXqzZghnwrcFLqisWwl2NszGQq6zC8AXsBqbpXCVaVzx69mXEyxenxMfvOO8Z8YniXHDE5z8wjY++uMitzrpBvJgmviJGxwchULHRuAq5wJqtR3qHBM2Nkiy8rP1497xjzqxFwZg69dXSXe9V9OdPP2s3IpWWL9cObz2r9jF8vScA7Pw6YpDAyGcV/t+H+jjHfLUdW7Wbmj+mRO8tUkkMW6WXkM/oI8Oa4El/FpxAB70x0GcWhALlaNjO+XYoRYfiOMT8EjKri9c4r+zGLfLNm/8ifyvgPv6v1KxUZJuCsRChOM7KZw5qxt1omM76dCnLVBnWXmHcbGN46z6xXrw93uFdZl5nkmzX3PT97juSRxWBVvaYQcASQzLurQFtFEqvsVDb9rvm9S8x38RPleYfe7H18FWwR9qNHXEbsGTlt/cjwycKCJV8GzyyZlyLgrFdZFNyMwkQ+ZNqoLnwUC3v+TjHfJSdM7jLzxthjZF4JX0+8GfFn5PX0I8MfhMNVP282FynvvweMgr3qPKMoMnyv9iNT/4ri3w3TnWPe2TdPHjNr1WP/nTffqu03a9lZRcA7br/fMXw1As4qjIxGrxw8mbrvMvDfIeZXzkVG/qL4RO9nzIWVOrJ+xnrqaXOYlc+Vn6F3e4w9BFzcDRlFOnIxW+/ugyk73tFmUFwKU/W7Y9877smF584IsAhWkbve2rjC5szXrE+wWbk8/RxtwVHcGB/Zxwmjy1sfL0fAlWB5Qa7YyivijBZ9BB/z5ySFfz3g1TFfbd+TM0/tee5kEvAVOF9hs5p8T/3Z+azYgi0fWfLNjvfLY/ZVPkFnFYRnIDF3sv3L1te/RpmYVshUxdn6ftWgvMpuRt7UvKjyKpFYMa3GOWovep/J7wobHj+q/Drrb6SftZlVwy0uaRswG0TG56wKHUyxeGRKkla4ER4xenPpweeqzbe3mxlzpq5sTK/QV9EDO2Bs+ZDhX4aOnR4myhcNNXalxlTdnwgzefamEHAkoCM4BbyHfD/KZ2g0nxkORmrCaz8r7iw93jh2vJeZzx3wrSTfFfGtsIHqMLKNjnQzNZYRN2OH9S9EwBnBnI6OgvIGOkt8tj5UYHd6LKixvKM8U++MjBc75WdaXhuV9zL6rxJfNvZ3Jd8K7LN1VvcIqmF0/oUTvD8DPoFjAUSO9edInm2Wys8Hig8V8Sj2H9kcBCqHL/Kwergg++x5i1FWX4/mDdNT7HxiYzvlquugym/GfwWLSj9Z3UwdKDF5FziPH64NWCVfa8vtzzxBsOBW6rZ8uMoui8sjpyGQ/emMtX4HAh5h0/rt6QVr3lyByYwYWMJA+c7SM7OTpT9Lz8hPVbenrlAelOUN2Z+dywTsJV9EwqeD3kAO/ShpEd1Ksh7Z10egrzVUexmIXEE2it8WBmx/9/aYeTPCpSofVeRb5W+LZ6aNTF2znCu1h2a7oquXRbqn5Er8wtbH77///pfHOSYBh8zIOcthb7APAXuy+NzxIrA7ATP9ycaOepLpvUOG0WNtQ31MXn1s3DPyysSWxc7j8x3J9/RZxbiqFpDeCPl+74kqAm4BZEmYeSVHtgAvmNHif+6/HgI7E7A6vFB2UN8o9pAudQNW9aFYrQdABVkq2Hl89xKaZWs3n6tqAOn1kG9/p4SA2ZeqSsyRAmRe4AjwqP3n/usgsCsBVw3HyMN3lHWm15jPz6duRp+n+lo8s7HN1reKNFf67clZdU1YtaaeuQjYSgCTHMVJpbGQbPQ8UgzP3ddCoJKAZz+6QQgyvYd0ZJzP/ED9N9t+0eap6lVjrPq5r+pHRD6zNjJ1RWKy7lbVhMJdrX/TbVn9BB0lX+Z1wm7G6ssaJQWdVxXLo/d+CFQRMPrRzaotx5sRNJzZHlM3T1avGtcrkC96wCiYoPwquqpkq2ohm3yP+KUNeAS+OogYcDwE3N7xfJv/DgbxW2tVRfPovRcCat0z0Y36S6nJq4cjax/FpJIv86hn8Lc28POMjdFjr/JOlt9ZeqpiRbXltVtBvt8559u3b67fgm5fVQwxK02iEvApj0gYJQede5P33Hs9BLIJ2BpsTF3uMBizfFAImMEmo/oUnzLsVenIylGVfxG9VbWA9HoXvhABn4lUyPdqEvYCGSmK5+5rIpBJwMxQRLXL6KjMRJZ9D9EhbKJxe3yK2qy4n5WjCt8iOivzj3RHyNdFwFYxZiRY2X572X4Tnp3Pko3AjhTJc/e1EMggYKVfUG0qurIzkWU7QnQIH0/MGTn22K24k5WjCt96nVm5zNLT+hcm3O7HnNIn6Gry/f4iGPwclg36IeAV7fHYOBCIDufKgVipOyP7M/9YAq4YrLO4PF/4MjCazUKP7t3rgSE4Ne6KGmF5SFnwJALuB090CJ2OWmApQR+yPQkrya1Imlo4j/w9EIjUfuVArNSdkZko+TIzI8PP0SNr9mdZ9kZ6ojNp93rYfftl8GdkZnUrE3BFYSokaxGqRb7Mi1IBsrLpHt37I+Al4MqBWKm7knzYzbdqWI+q7crNNzPO6prI7tSMGZyhg+GLjMegi4DZgmWT4yXgEQCebVoBm43pkXtdBHYn36qhW6U3i9wjgxfFhs7baldkrS6JxHPX7suIOUPHKk4wCVgJJFp0ys9+mS145E+U6O9a1I/feQjsSL4ngUV70ELpTrqVucWQvxK7IouqUo0D6bPmpnI3M8YsnzK20cwvD2wvTQm4Mvkj5zwEnOFjhg6leB/Z+yJwDB7P8PHcOVFS7nr9YzKi+MHoU2QU2xX9zNpn5ZjYK+LIJKnMWLO2zUrMmJyxMi12nwj4yg0xm4CZArlLwtjEPnI1CHh/RslsV+xLGUV2+sjUPdLVn1foVHxQ7Vf0NesDK2fFX+F/rzNiI9IP7PKVRcpKna2Q7evjBwGvJF8l+RG/rGZQfFiRmMfGGIGMgZaFbfbgYcmXxaCShFtfWX+yhqhir8c0s89ZP1g5hYy8NexZbJCtPr6KeDPyFvELYRA9P3379HdBo6DRedSp2f2KIqry9dGbh8BODZQ5dFjiVTboHcn3jDNjbli18GOYTf4u9wz7bFVn12yF78o8HcWTHSN6NM0wYGqCzdtKudZvmoArCoENWikYVucjtzcClU0e1R29P0MekTyyi85Hdj13PJWTMT8YMoh8MfPEVYlpBmYVW3ZlzWTEXOlftEZ63x4CjiL63E9HoKqBMvRm6EBDmyGaXofHL88db7IzBqvyRaD1M8u2EnsE22p/o/ojsSEMd/YN+c6cPwTMoPTIXIrArMGzGn83PS3YHvL1EFMWBmyhRAfraUf1O8suGyfKJdKzwt+oDTUHKOasx1KlX0oMluxDwFlIPnpKEHjI9zOs7FBh5TxknZHo6ND3EFtrM9O+MmAzsMvWEcVCqTXV94hvlX6pcYzkR/49n6AzkBV07F4kQijLRFvMovhF7/dBZ+vzEiTrByuXndzIYPVgfgX5erf0bKyRvmguqmvI61+1XwhXz8PsIeAIquLdnQtEDGWZ+EO+HNRMbTEynDVdyjtUZ5ZmsfR2su0ykV+JM+NfBJNVsak+rvKLwVd5MD4E7EHUcWfnAnGEs+TKiHwzcMzQsWLb8fjpubMimepAZXz68vO05l9DqrDH+LSiLhQ/3k121/qf5eEh4AUVereiWAAJNPGQ718QI+WlLStLvLCaDJE9dB4JPaPXM3REYrjr3Tvi9hCwUW1VCa3Se9fGsfw+scr6FJ2NfbY+bw538aP3v5LsRlghe+jci397LyMXGToyYrmLjrvidVsCPgqjspmqElql9y6NoviZvQVnY5+tT8HmDttvZX9OP+lN/jas6nmRnY+daitSlyvu3hmrHwSMmgWdVwI9s13lU1VCq/RWYu/RnRVnryeqN2uLzh62Hoxnd2YYVfWKhwgz41U27pUYRGv1iCtDR/ZmXvWQyY71jLtKr1XDSp19J2DmAiNT1ViW7Wy/qhJWpbcKc6/erDgryTdzuGXF68VbGbDZvbIT+TKxZckwmGfURYaOKiJisGRrOjNOJjesX145BRuagKtePkyQSkCMPq9MtFCi90+/K/HI8rGS5DJ83EWHtxZ33YArazNC+Ff4FamxyN0ep0xdre4MTEe+Vfmb3WsjfSomEgG/MwlHiyJ6v0+2mmim+DJ9zNKVvQlnv5Cz4mTys4vMyi9S0Zgr+oTxKVIXkburyDdjGXhH8u3rUSZgpviQzFVNgfxSziNNErnbPoKycKwiuWicq4eJJ//ZMWa8qpU4PLJ3ImAmvhU59Pqxi2+M/1GZM9ZdYkbzNXJ+3v30W9BRANF95DC6n/HqYm2ww/+qYsnCko1TwW3Xl20mZkeM5/8p2KiyrM+snGr/Dg+CaExtvXr7OYp/1SM4ik31/V1nRbvosD2AamB0vpSAUVCeZKOgPTpZUvI2a4ZPO+vYcZhk10n7Wq+qA8XnVla5t3MdrfItg4Ajy8GO/XIF9qfNqn5SY5r10ZBIjX/9ra+NT716/Ba06lhUvmpAVOlVX2m9fJVf0YKt8kvFK1pP6H5FnP3QzhwaHn8fAkZVMD/PJGB1ydjts6sfRd/Nilnh6R/F+wgBD38GrBjPlK0AKlun8jq1hnC2X0ceMob+Sr8y/FXrryK+0cMn63O019+HgNXK+J/8agJWZoo/qnvczCZgb/+waHnJ93yYbUXA6msxAhJ7t5Vji4MlluziYO2i2Ff6leUziqmqtnq7WZtwNAcPATMVMZZZScDsTPFHc6+bmXhEewghFyHfbQm4alBGkzEjikjBRH2yhj8qHnS+yrcVBJwdC8IuQsJZvj4EjLI0P38I2I9d9GZknva2s3pJ0cvaPOW224DbYNlgmKRHdFkkESmYiE+V5FuVA+URw+SUkcnEmLF3ynhIONPXh4CVbH2WfQjYj130ZmSeVs0tVi/bvzPy/b58XvFLWLOksQExSY/oegiYQZiTWUnCkZxz0dhSLAlX+PkQsD+DDwH7sYvezJgPFf30nRwT/sMeFvk+BDypnoeAo231v/sqll7LVU2o+pM9zFn7DwGzSH2Vy86ZVYtZG58/2r1uZsyH7N5H+tB5T94mkT8bsN2Q/WmkgZjEse1R8bPUTP/OOJCf6JzBo8Jvxu5MJnugM748BMygNJbJztdDwHwuUP+j84ren+lkbSm9+HyCHtSK+ipDRXKaYBPIlC9rk9GFPrewOhhCYh40qr1MXFXbTMzZuRrZVJo+K8ZX0fMQ8LWZRP0xO6/q+5Fe1lYvh+49BPwQsPmzjqzWVB81rF1U4KyeCrnswW75+BCwP4PZeXo2YD0XiIR1jb4bmeTLLDYPAb85Aa8iMNRg6Bxtfb52q7+VPdxnHj8E7M9ldo4eAvblwjMDfJbGt1aT73eC3ulnwMyLgQU8QizqtsYWTsSnV/h0i3BC5y0GmViyNeWVyx7w6DFyJ2y8mGbey87PQ8D+7CgzwG/l680I+Y54i+3B7Qg4i4RZAEZJvAMBH35HizWCkbf4kc/oPKs+vP5772UP+d6PZwP2ZuZzHzH1hyw9BIwQss8zcqB4EP2lq34mKXP1ZQk4MqjfgYCVIlGKmZFFDWadX+k3E5slU0nCDwH7s5OdF5WAMx7T/uj3u4nmQ6bHVq6UWePtvy0JOEKebXIUANt7dyHgSON6sckofqbBVv/mY0ZcjI7sYX/aPPN5ZV6Z+HeUyc4JysGotpme2BG7Kp9W4IHyhM773vPw1rYE7AnG+iynFMqdCNhDwmxhKZipsqjBRuc7+K3GOZLPHvhnr7wKPhkYKzqy84HyMKt91BNKTHeXrcYC5Qidj8jXw1kPAQ8qVSVghgTZhHoaRynWSj9U35Hf7flOfqtxriDhn376KcOtt9SxmoCteYF64p0SVIUFmiXofEa+DwE31cmCiIZjf+4hZ09i1EZjijWCieoPK8/4zeq6m1zW4D/yumNu75KPrDyoff5swrhCVn8JY/so4xe3vtfLbv8aUp8SFpD2nudOFtGuLpjWb4vMrv4Zoffhglv03hJZD5CMmr83kn7v+xx4c+LJwUPCdt56fEYYe3D3Vgtji5H5sUV/+/btL68z0Xuso6yc+gJF/ntJgykaZNt7bj0AFBy99q173sGW6csOPmTG8+jKQSBKwpHeekiYI2FEvpEc5FTR/7SwvnxcRcCsgwwwldtdlIQz42SwmMns4seVBHil7UjunrtrEPCScEZvPSSs57jHvf3naE4yZgXjwyUEzDimflJWdSrp9pKwYgPJZseXre/0P6NwERbKuXeoKjZWyVo52w33VZhk21HrJbOPUA7ReTYWO+uzyPf0+5BR8pP5uwCtDyMcT1s/fgacnVwl8MNBS17VVVE4Xny899ADZAdMepwzYs3M3atsFUyud8M+M4+rde2IpfowWI0ZIpxKfxB3WF9IT1yvwPew+fHHH3/8NSs4pvE9wEb0Ru6yvmY2YKYuRMpsfNaLLKKjv3vmyvsFAX1SYrBlSJjR48Elq1bPl/zx/1e80j2xtXcQxgy+KlaqfDRGdJ+JcdYflm6ELfIr63wV3jM7HnyZTXiktyXliF30KPlBwNEkrUrObFNmBr0SYwbo1dthBeaZcbf+RQk4+unVajKlLq6S3ZmAGYIYbRnMJ0QL74r6j+TX0ztsDAzGHnKPxFt1d4RJRvwq1rPNODPuNALOcooFaSTXbwcRn674HKH6y2Kl6vUMEtT8HgK2Pht5Hjd3yOksVwwBWxivrpUZ1u2fPwRs/9jNU+NW/cyWF3U+HPKVX2Fmy5RnLnnrPnsDbjHu4/v+CdqThBV3LACVl1LUV0/yozbRfW9xIb0V5yoBt7HN/rfnVXzGtuJ1m4ljlIAzfTkHufJV4dmAxxlQe9gzh2YPWdV22zuVBNz36Kx2ERbe+GZx9g8Pb099eXjuTMCjl4P1ZygpHtAqdHr8QFtmhs4qHQoBW5tRf8bkJkLUVXh49J4kPBt+//nPf0y10YGkDkL0xeHZgLUN2FMz550o1q3tI6+zGmT6UY1D6d/MGkf1q8YxzUWEgCsAP1/YKEAEdqZvWbqQzyhm9CBR7s9kM3xUireXVQi4Hwwo/hUvd+SD9zxKwF67o3vWj3vYzThKChl1momJZ0agL3wenZkxIV0VX5KU2XH4twqjDDujfIc+QWc4FSGCWQFn+ZWlZ/b6QQVunVcNoAy9ShNZBDz7/KxuY6d8dj4j+VPvnljMHhF//vnnVGVGThl/I9uK6qMqz/gfkfHUFiLgiD9WzSt58sRV5feMcFf5qNoZEu7Hxyd4tiXgw0umyTyfJTMK5GodDDYeHzP0ZhOw4hNqEnQ+wsxzx4M98+CaEbD1CVrBz+t3FCPVR1XeGxd7zxP/FTHMttY7fB1iv66wObPkPPlk+vfLl5+qT9CzAJiim8kwdzPAz9JxN3/7uFn/FcLdcRtFzYbOs+qF0eMZlGweGfunTIVOxX6lbGa+M3VlxzwiY08vZ/u1gz5P3lBP3OITNLO2X50gBPTV/mXYV2P0EEPvp6foo7HONoIdfMv0Qc1nFNdXuJ9dj9n6MjDu639HHzPiVHWoOKD+mi6V1n+OEClVg9pR/h1iPHBfGadVvGpho5rJ0Id0zM7RPeT76vOVNbA6tmx7Gbld+ck0Ev/hZ0a8ER92u6vggfrK/Fk/+u8BI+Uj4No7SiCzJPQ6PD7tluCV/uyCV+XnrVO3Giuqz1ch37PeVHyq6xThX22f1Z/hZ2X9s3GM5DJii9jf8a6CiUmw3S9d9bF++q8hZfzsdaRDCYb97LbbIDn8jsRZUYQ7YjTCKRs3JW5k+y5bTEX9XKUT5eQqv067Gf5l6MjAYRc/MmLJ1KHgkkbARwAZJJwFhAJCls0sPTv4rhBRVtyKnhYjL17RerXsPuSrZPO/st483mkzy4wxk9T1bD03ZgiwOUYzFp5/+/bty19FiS49abMRyCAWL8Z3y533s9wZZ+T1iQjjIWCtCtmhxWj11gWjO1MmM+ZMvx5dMQTYvKJ5C89HBGxtwrGwYrdPUFBQMSvx26efbBLjFj9r2B2f2atfxSuDhGc21T/PzuHd9Km5s+J7yPdu2X89f9l6RrMWnh8E3BprL6DLK2Gf+bjSB8bW1eR7+rhT7ka4ZQxZtlYtLFSiZRuTqZVXkcnEJKMuVuCaGfMKfx8bGgJsftGchee//fab+QkaKdDC8kmPwNjBrz6aKz89977siM9s8z3+nC14K07P5+iHgH09aeXSq/EhXy9yz71sBNh5hOYsPB8R8BEMu11kB26RWnuGAqv2a2fy3XkLrvi5KlOrs3p5CNjfKeyQYi3s9ICd+ZwdM4vNI7cWATbPiIfg+YyAdyDhWUMyP/tbma6dBwcqgKtwyt6gmJoYYfEQsK8C2AHFat+5h7JrlcXkkbsOAba+0XyF5xYBX0nCVkMyG8+q1N3hsxkqghVYVWy+vd8eEn4IWM8+O5xYzQ/5skg9cqsQYGsczVZ4jgi4JWGkLAscpiF3IOE7kO8un+1XYXXUBarT9vwhYL1r2eHEaGZ6ndFTKZMZb6Wfj+48BNicK7Nm5N0HQ8ArSZhtyD5wBEReav6raRWhZPu9GqfVWLEPs1PuIWCtwtjBxGo99WXrZe0juV39Qn4/5zEE2LyjeQrPVQJuyTgW4tfbajOyw7bKz1Mvm6xsP7z6UFF49Y7uXfFQYeriIWBfljNrnX1s+zyN38qMNe7No2ElAmzu0SyF5ywBV2/BPflaAIwGLAo0K3lXEEqW762eFXit+LnvDBuWhJ8NmK8udigxGncn39GXGyauR+Y1EGBrHc1ReK4QcBUJ982oBs/88k20LNRBHbW34j4qjogPV5Lv6Tci4eNczStbmxHsdrybGfe7ki+7VOyY/3fzia13NEPhuUrA2SQ8akY2+JEvKGBPIalD2mPjqjvZeO2GlUXCDwHzVaf05EzrXb4eZcTaY8DozO5FPruPpCdfLf8wX+JGMvQvYfWXM7bO/rOz97PPyJesYt6NUCpa5a5YzXIzimdWI2p+mUFakaMrdWbEfIet1zt/UG4U/LJ6Efn0nNsIsDlD+YLnng24df0wgIyMQs0i3/5zY8bD4NSpDudXKGpPLtHgYotZwQ/p7ON4CFhB93+yCGdG67uSrwc7b/8xeXhkeASY3DG5QjLuDThCwiPyRUMcQdd/akSBI33vSL4IE885U8iKXlbfjIAPWy0Ze/LM+qDEtaNsVpyzft8l5qw423giOqOzaxdc7+wHyh+bIySXQsDtUGNAHwWHAkZ6Rz/rQ8HPdHqGMvLvHc+jOe0xU/RVEnD0sbh7LSg4M7HsTMDZsWbVhnd2Mfl4ZDACVl0ouUGyaQSMQ5pLZDRBJgGPmijDxwhGo7souVnDwON3BV6KzmoCvhJbTz7YOwrGjM5dyTc7zhOLTL1MfzM5eGR8CIxyqeYEyYcIOLPYWIhgQB8fP1QhWWTzivjQ1jd6aKibvIc8dsTCyl+UgFmMdsCF9RXVe/b5Q75xRKMzLO7BoyGCAMpfiIAjjnnvooAOvYyM1/7Ke7PhPvqFIkTc7TkiDXS+CgPvjypG+Z99IUGxRs8rsep9Q75m+cL0V+vLKr/Y+Cr8qdB5xsPgzcb+yK1HwMrfx7dv3/5a71LMIlOQjEzMi9rbqKGtDW92F+lE57URf/37tTM3O+XLwShOBZtVxOh9oETzqPSWtxajPqr3lfyqujPkFcwz7GXqQNiaBNV80cz0KUsXig3ZuR0BM4XIyCBgdjhHG7D1QvYOvmhBRXGrJJWKukB4oXMPXujTboXN1k8vjll+ZenxYH/lHS/uV/rMPqLRV6urY7DsM/U4neXHBnynxDK+MjI7J/T0jUnsITuK10vAXlxYXxn9lRtkZm2gmNE5g0Uv0+qsfKwg31Qcs7DI0oPi2/FcxXyHGJR8WV/1dojFS8IWBvQGvEPyGR8Ymd2TaQ3d/mwWb5SAlcbJxrOSgGcPFjUGhA86V+31m4XtE9cAACAASURBVIRFvhW2MzZg9WHpHXgebHe9kzXPsvSoOKm1eJWfVlyMT+hhPJvpNAH3g4txSk0WkmdsMjLIzm7nahH3w7qNh9HFyFRhVE2+p9/ROrEwqsAPNfh5XmF7lGsvfhn+Zeioqt8KvV6sMx9Nnri8ecqI1+Ovl4RRb1oLFfwt6NlngdUgMfYYmezErNKnFrNnA1ZtsLF79XrvsX5F5Fb6hhp8NflGcIveXYl71NfM+xmzLUMHGxPKU3u+0i/W/37hRPdQj87uQwKebb6rv9czSWJkEJC7nitD9iHf2iyi4ZJpHX0R8DZ+po8rda3EfmVcjK2M+ZahA/mKcjQ6X+EX8nt0jvxC/YlsQgJmNmDkJHICnSP96Bzpv8M5M2i9n0UZ3RGMUEOyurP0sPZmclf5gZq9yi+v3uy+RPFH83r1fYQXOmf9z9LT20N1gs5Z/6vlVHxGcbGxhn8GfDirOpwF4FV2s/xn9TCD5yFfFs2YHNtYMStfb6Mmr/IrqjerR5keyMb8Cn0IL3TO+JyhI0K+fS4r/GFwmMko/qC+RH7QBNw6df7v/v9HxpjzWcPPQFHAYuzvIIOGHpt0RQ+SVXGp3qpVf1h5hAM6Z+1E5Sx8K3z06qzoT68vUcxX3c/AzNKRof/EgsnFnWaBFxsGh1H9fPz+++/S34Q1I12v461TKAhkA52vaqCIHYTBQ74RdO27HuzrvJlrvgv5nhFk9iXK0RX5qLCZgVn10oJycdevFir2CAerPmgCHm3A2YVnBbLqRZcdk0cfSmjknCVw5YU7ivFOr14lVoS9J9/tHdT8K8k3M1YUF4tbpk+szavkophVETCTg7uSL/toVOfooXeUj48//viD3oCjBWEVMpPUdyBhCwcGI8/92R3GHiLf49yrZ+XgY3xkZDJ8tup8RsDZvmXry5od2X5l5KtSRxS34dAP/v3KKAcecqrE0Kt7hr03vhABjy6jRKiBj/SxBcjKqT6tlkeYovOZvyoxZ9rx6lqFPeMfI5Ptb1/T1laR6R+ji5HpN/uMHvUOv+zcZOtD2KBz8zNnR7gRXehB7cmPWkvZ2LNbb3SBHN3/+PPPP+kNuFWQDZqljy0YVq4qgVG9CFN0nkG+XhtWY0Z0RjFF9xnfGBlkx3t+1rRFvmgoKrbZWFm5frhFe7S1q/qg4HCFLMIGnc98zt6CZ7jfmXz7x6KS/0gdSp+gFacU2UgAEeAUH1fJqpuq1y800LNee3cYmFn1580Fe4/N2ap4VDteAunxYXFgce3lsvz02K/4MduKeBRSzljk1Npjc+HFivEn9AmaDcAjxzjfyiCQ0DnjI+OTh/xVvacN771RrJEBpvjxDuR71JqCCVN7kZyt8EWNQeldpDtSu0i3p58VnazsbH5555r3HuvvIbeSgKtrXMWL9afVe/7vL78FrRq3wGdelqzzsybu72e8IE+drG9HnApuil6lCRjZyABT/GbIV9HHxLZaps15RSwjnQyuq3FA9jKxydSF/FZ6GulizzPmFzN3WX9YuVUEvDL/bOys3A/SbX4m/+Uv4hixNPMiV51QiBvpziZhDwGzJHxlAaGBruLM1IW3MZEvO5w/BMxlIbPmM3Ux3ntJ2HvP8imiM3KXwcnb50o+GRvVcTJYzGQO33r/hn8X9IipmWGLnKsE50wOsoHOzxgUEmZ0KoWGcPSeRwmYeTQxG9oOWHgxbO9dScB3wpCpiYx8ZOg4fB3+rE74V3eYeeDxtUqvxxd0h63PiNzs7q44DQn4119/Hf4WNEPCLHj9dogAQueRx4AVVx+PEt+sIDN0WC8qqxGihGv5zrxGGRnUyLue9zVakWcrfxX2qrCu6KuRr+rcsPCNkLDqB4t7lV7WPivH1iYrN3v4vwQB//LLLyYB9+TZJkEBcEZ8kULvCwL543lUIJ2qD2wRIzm2GaMkqJIwO2xVXBEeK89H2FfE86oEzHxJUfPJ9gPq1xbzL58LyS3Y6wuKuUovsqucs33Ayp221WViR6yGG/DPP//8g4Bbp7MDYAk4SsjoVcTExZIIamalcBVZJgbmocQ2wUPCn7PzELBSrf7fkGWtqP1g9e2uBByNkcUyIpcxT2b2X5aA//Wvf30h4BVE3G7WzEtT+XQ8SyJTxCrZWC80VMyMP0jHeX7oQg2AztGDQt2mvQ8ZNuad5FRsGd9feQOO9E2LXUYPtTjvSMAZMTL1FpFh65+VQ7PoOLd07YjZcAP+5z//SW3As4C8ILTOsARc+TBACfV+Cok8BtiGaHFBBY7OI4XPvFJV+ywGV8tVxPUOBMz23Si/WUN2VwLOim+EXUW9Wj0YtcfMluyHWfZMGRLwP/7xj8sIuN3e2o149ucRAkbFzBaIWgiVg2OEGTPQ2Fg9jw4GH9V+diNU6KuI6V0ImKnZPmeon5Ucjwg48qOwDN8ydMwwqKjVSvKd1Yd3+VNqI1MWErBFgqMzJpFsIc224N7p0adorw2LYNRXI4NFjyHrd2YRMH7OZNDd2SbR+o90qDnJxCaii41LsfFOBKzgMpP19NOBcV+3Mz2s/gh5Z+BQTYaKj1l9wTzsW7/YXCmxRGWHBPz3v//9029BjwjuNNwHxYCrADErXIaEGfA9n9EV0BEeFraKnVk+2E0C+WnpQXfflYQRLp78PgTMo6bMmf5ByOaOtRH5UsdH7JNkY/Vp/3yLmQWjxY5dfl5iA54RMAsMGvps0Vr2TgIeFbbyWs0iYCumWVGsIF9le0SNaJ0rd73btBJLxrCI6kCYePQ/BMyhpsyYXmO/AVsWWTvZvc6hwElV1CkiTMYmwvbtNmCWgBlwRxvb6B4i09kmPCqAXhdKsLVVMvqZ8t/hZczky0ua/T21aRjfGJyrZdS4vP48BMwhx/b2jCjYumPtjD41cpHUSbExZnjAbr69LXWxefkNGJFwNKntfQv80YsSNYOHgBWCRI8FhrRRDKgZIhs9yt1Dwjb6zGMD5Q+dPwSMENL+IygrCHjX7Rf1O0aak4j2hTLT3oKALRKOJpW97yFg9HhgCJR5FIw2Z0a3unErr8VDlsEWyWSQsEcH8osbBbVS0UHDePcQsI1S9AF79glbb4y9Hbdfdh4wNWnJZHwZejsC/tvf/vYXsy32MmzRoqQqepQNFdlFuhjytR4Go/sriHkWN8LZOkd3W5unrEq8Gc2Lcp55/hCwhqZSQ4xmhgwZPYdfrG/IprX9KsTC+M3KsLGx+tT5otpXcHqJDfggYGWLiyZKfUHN5FEzsH6yn4xmhH2+eK1HDEPmykbsiV1phCgZWiSM/FhBbGxtKLWK4vLYfJUN+Iw9ipHygGVtoQcj25ce8h09XD110t9RY8+wqRKzOteVmeSZj5UYtDX0hSdaAj4ElSLPdpotnCy7aAvu7cw23lnzMeTu9QENhiiWSsGP8vHqJLziofAQ8P8qyzOX2B5AJIwGepR8ow8UNs4qwlceqmh2j7BWvqahXCH7lefnstba+OgJuIKEGVCUIlJkLUAZv0Yk3JOmRaLZJDx7BFQ2l4J3K6uSlCqf1SxKfLNh6dGB/GcfQRW2kW9XnrNkfODCYDOq2ZEN5UuWNUczCYuJz7shZ+RY9a/HGN1vzz3zPCNGVkeYgBlDHhDUOygp1kbGxDCS+fLp4P/+02Q9Ic7kZnZH8qjRkQ2Ej4r34TvSOXsAMPcU4rX0qXEpL2s0xJg41dpjCVjNj+rHDvKo5mc+MiTM5A7Vltc/z6yy/GViWZ1P1qcWQ/bO6lgi9igCRoUWccB6Fap2vQlS7p2yiHzbuDyNONqgrRc4Y2MWp4qzJ98KoXo2ylFs3ri8JOyJUcVS9U2pbdWXK+WZekdbJcIm8rCL+qeQ8N3Id9bffcyvTr4nR3ypFetvwkJFrTblbEh6h6dqX9kUUMMypGw9OFrfEQGPzmf3UcGzWKMtfLbxKhhbsir5sHFZfiPsWp9QffS1qcpnDWVFj9VPHnw9/Tm7E5kd5xYcyQEb/2jLmcXkIVO1LzJzsEpXJE+rfFTtnPXT18dH+19DOpWiYssACNlQA7ReVF6yYOK0yLGPsdfXJqXHHpGyFx8Wd2UDjxATSxAoF2xciIDRZov8UIZtpi70eED1suqLiSdPI99VPScJIxwi57MhO3toPgQ8RtvbF5HcVd0dLWqfZnv73wNWnVCBUptG9Yd5QIx8jrwq0XZqDXyGgGf6EfaRjeHwebbhj87aAYP8mt1niXhENFl1dfrO1ggTKyJ8L3F6hjfqp9kDEd1jz7Py5NVTScJ9L498RI87plYis4rN0w5yam/t4HPvw2yJ+TTT//Wvf336ryEpgXhBYhoI6WZ0MEM9WtAWUTENdRISs/GijZotACbHymbvJRE1h6gmmLhamdM+2uBZQkb2o7XWPnQsWwpOjKyaJ4QD81BmdahyTLyqzlE8M8xYElZrRYkrK5+MTcUWo8+bm13uHXgMCVgBih0Es6AZW0wyVEIa+a0WOiI55eXbkxxDwiypW0OOwf98GLT/PxqcTM5GBIiao/VXtWHpZvVmEHDWxoriR+dq/aCco9x57XnqhPVFwYjVaT1Yex3owWfN1+x5xcY3k5v5M9v+UD1U5CYaY+Q+wuFD3YDZoRUh3/OulQz2hTnyg3mFsoXANN6s4RDhMkTp8ZMZbigu5qGBCpeJL2KH0Y98tGqRxd4aqEytWwOcqW8rRiaGahyZHGT6wOSD8Wn0OGH9RCTsIVqUS9Y3JfYRloh03omEeyy+/LNKwAd4VYlkh4llHxXhbOAxpNz7h0hqZKu1M7vP6u2L/9Q9wyfy5ytyzvjH5nc0HNXBguRZXzI26KyHACKfWX0iLJRzFjfmoajYVR8yjG6lV635pswfz9eU6v61Zg9jW4mfycvVMuwjRN6ArcHGAK0Ao2zAbFOzL0tWHxvzqY8h4PaRg/SP9DKDiy6Q//sLR/qH1wgf5KtFIpV11ful+B597LH1xvRFBpGrw5vNKeM/k39FT9Q3tscZnxARs7ijzbj1ha2tKE5M/NZyMuttFhOP/R3vjGrkw/Nb0KeijMRm6GDBZgsWbQkzgkMNrTwoFFxGTctskx4StrYI1meEU0/2rN5ZHSACZnGwHgnWdpOxeSm1O8MB4T47j+LPkAbbw3eQm+HFEk4GCa/GiZk3rE+oTlk92XJev3psPhHx6N8DZgZNVlOu1pMxyKzEoiQx2xciDHbAMk3BkA/KEYqZ9Xf2sEH2rXyM7vb+MhjMfBvZbvVl1luGLpQrBpvoYEM+RPVffd/71WRGvAgvdF6NBzNnVB+ujskzs9As6BeL7//sIeDIQGScVJM1Cmw0MEdJzUy08nKdxcgQBlMcbFMw5MPkW8WRkf/0Umw+hav1ceixcnPaYeJkffI+otTHHYPjoTNbTs1BL8/6E7VzxX0vAfd5UubJVXiyc+aKPGTYjHAGNVvVT9DMkPIEnqHX0lExEGdDJbsZFH2HrNIUDKEcMjOdim/tgEH3envR+jjtzexmkHC2zwxpIRwV8lVlPX2+ysbpG4OPNw7vMoF88m7CLLbRXvLEXWEzM28jXRHyZTGSfwmrAkhUkAzQCvkifZ4YmdcqozeS9POuQsAnFgg/xneEa0+CiAxbfcg+qiGUn9lDpNc7khuRt0LoTLPO4rPiRpiwQwflVTn3+GTpz9anxGLJogc/8hvVK5t31DfeeJntjqlrr/3qewj/LPsfP//8s/tvwspygn25KfY8hRcdmqOkMRtmG5eVeNS0CmGxslFM+pwdMVgxeh4P7DDqt6LZg6X1YaS7x2RGwNaXA1TLIxxehYRR7KOauRMJs1+LlLpVH+aHvGcGMrnx9Oiht8ofxmePzAoS/vj3v/+9DQErBIMA9SY7i3BGw53xiUm6hZP1MlXxVR8PPalbQwM9Vvr8skNt9pgZ/bm13fZkPXqwICI+CZjJOxOvh4AjxKXWS1VP9g905Bc6R35GzlGue9/UnLL3IzFYd19987UefxV19fHLL79cTsBnYJkBqo3Qv9DQ/TNRiBg8JIZIeIYTag4GX2YrRM19+sESMNI3ez0rGwTaqhRds4339LM977dgpa4sHK0HAoOnUguMPkWGxWD2mIqQUHvX44cSJyN7+OPZblE9z2xnxozmDfOoZDC6QgbN4CyfPn799ddtCLh/6XqCZApMITBEtIyP6latkAEq8hYPZnD1BDwjZCbuUT6Zwe/Vzd4bDS91E+nrYka6LQErj7FRHTMbO4MBkwNGhrE1kmF6lM1RZFB6/PDGPLt3EjCLt7dOW/t93Kxta9YgLNF5Jq6KLWbWevFhYvpBwFlOM0atYjzP2KB7vy3CYTYKRGhqfP0GhAidjZvxA23nLUFm2rX0ZtpRdVl4oC3EerSNiPXM+4iAFSIeEdHxZ7O6Yupi9DAa3VPxZWwrc6aShJEf6JyJlcUvi4Rbn5Qlg/VzRuIIK3TOYMnKeGxdScKfNmDL+ePMkygEHBp86P45jEbENtLNkrAnkSNf282IIfcsjJH/px1lg2B9G+lmhz6T74iuPh+z4TfCpY+/19UTa3veEnJfq2yurPpBOphHL4s9IzfrPa+fZ87PfGU8GGa+RHxkSHBUv6M6HPmh9iCTq1OG1a0+ILPwRLFE7DAkHJk7M9/pT9BVBBwZDLNCsEi2vaO8ElHypwD/318gESkOj21kb0a8bCFaA3A0JNnmZotc0YcIr/eXIV+kc0S+52NxVLezfFlx9ndQztucKbKe+rMev9ZDAuXVypXHzwiGkUdAH+fsIdj7h/BRybSPgdVvLRZsHipqUNE5yoHlO4MNI/OpD3f4JSw2YdYAYV9lFjmfA5IZVArQGcWagdHodZ61Abdb72wDZoYD+wBg8WcH7MhnFMesTvpa7Mm4Je9Z3TJ56etKGT6KrFV7WXrY+laHJtI78l+Jia1Di+hGvdM/8JjeGfU3ih+doyVFwWpVHSGfPMsH+1BR6+HLb0GrClAC0TkCa3Zf2SJmxTzSzQ7s4y4aBuyjAGGEzr0YIv+ZGGekjsiLJdrR4PHUKIPRqDFRHKhejvMZAZ8PvtEDDdntH4vqI4/Bw1N3GXqRXaZue3yYOYLszs499dj3FpvvmS2vD0zMiIQZHSvIl60963Gr4JiRC4qAFadUoGegsWCOBg9z15JBQ3X2Gh3hxPgSKeAs/UwxMaR5yPTDBNXP6BwNWaSzxxThNLPHDsbW3qx+ZrXaP9RY/Hp9bN0qD1IWR6WfIvU+6z3mMe2VQf4qtWjVNdJzYox6A/mrniO/VH1Wr3h1jeqv/7MZ8UbwZOamyYntJ2hrEKqvIDTwrO0Q3Z0lUNkClIHRyjIkpD5CvEVXeU8typN4W/JgGheRr8cPljRaOUTA/cbCDpFRnaM/60lm9AjodXj7Sem1wy+lb3qiVx7bTO0w9Y/iQ+cZfrAzA9k6fFX7gcGIkUG+MTpWzUUrp7N544kvSr7f+2lEwGgojl7Q0de3eh/5gBoLDRPrnG0ohQiQv54CiTaFRVCjsxEJIx9QrakDx4sTQ8AoFnbAeAgYPYCtbRjVFjpn6xiRs7fHUeysf0zPR3JsPdJmetvY1NpV5VfHptpT65DRP9qC1ZnC5K5/NDO+SQQ8Uuh9dc8aQXkhj2SVBLKyI7kKAmYTdqUcE3dLwuyAUF6SjA9Kw8waZ7R1ZmCv9Ezvw4lt3z+HzvP/WJJh67+NWenPkY+zP2NwHeW9f3ScejyxZdz1DuFVxG3V3igH1Y9SpraY2pjJzOqg7aNIzqy8sbNvuAEjp2aJRIWPXsiI5K3hgmx7k/0Q8OesMASYScKjImd82JmE22GP6rbfkNp/bgmomoAPu97+ZTd+77BtY48SKcoH6yM7gFt96h1le549VlA8K0g4C3NlxleTMJvL8N8FzSYWgaw0N9LFbgGo+GZ6vATA+M34dLUMir8lYOQrW6gjOfbPrAel9TlKGXAoTuuVbr3Ue997f9vtF/VipP4QAffx9bb6x0Jmj566ZjaV3EQwasmfrWu07DDnozodxTF6qCBs2P5AeladK/nrSXjUW5bfFjZsvPRfxDFSiBpeeZEoDYlARucsOA8Bc0iNBsDohTnSpgwqhnDR46D3YUay2eRr+YXqdebLiHzbmh1tnlxGP0spOWIeGll+tYQ3i1uZK6qsFSuDs4orGviIQBQCnvmW3RcMTqqM2k9qbzLYsD5//Pbbb1/+YwwoAJVYI/IW8bNBRuyPsFCHvMfPaHNX25wNA7VB1SHUxsXaOuVUAvf4pg5JNU+n/qMuf/rpp+/X+4cw+mfFpoXdLBe9fotwlVkz62O0+SqEP/MH+dnmHckq+FsYs7k5awThdNpCNXzIeXrDG7fnHprb7OzoH2WZ5Ptd97dv39wEXFVoCPCoXeU+SmTvq1qYSJ5tGoSZ99zCiiFhFZ8RHjMflCY6ZFcT8GxAopxbuTrunpvMScD9gK0gYGboqpuEWpOzXmBJs8fFeiiMfFN6oR/caqwzeQ85jjZfNAPV3sqKL0sPMzPamvbOHfYROovrEwGjpJxKWLksMNVGYeyyMVQSMDOIryRgBqNqEo74MKqD2WBhBhtTVz3pssTP6G5lDlzaDbgfsu0/Mxiq9pnHjKoTybdxIDKdEaB1j8GJHeyVs5Kp1fZLiXeGKBs2M8tQfrPOUR6ZmaXqOH1Xcfj4/fffP23AyHAWSBE9GT6yOioJGG0VI9us3xF81dc7MxCYAlVeoejlyX4qYglZwbMdXAoBK817EnBPSv1n6VEus2pIybuCH5L1km+PhZeY1JmQhXePC4O/d4YwulGeoudsP6j4Wo/H8wuT4jvr53C+nQSsvuwUByOy3iZBNtmkqbiwyUD+zc5Zv736VfJFQwERJSJmFC9LtDM7zGtYxZLZgpUNcvYw6bfeg3zPP7P6BmHaxmvJXjmkPcRi3VEwGfUI6ntVv1pz6DHP5lTR4/ER3UE4ovs9ztE+s+Yh4yuS+bIBo4FoAYCMnXeVYpy9dlViVGy2oCsDiC1e1RdUdJnnFb5ZdeGtGXSPIeYMv0YPjBEBj/pqtn2P6qj3te+Llnh7Yp4NEZRrhuRQHjJrs9fF+GfZn82WLJ9bbEY5ybIz0oPyMsIO3Zn5i+qInYtVeKgPxT5vGZw3xW70S1jeRLD3mITNXvDM3dmwYppx9FJUSJjBgImhqhh31IswUx9bI1Ls40Y20bk19HoC7gcQOj/l0eBocWm3X/YBOSPm0UM5WrPR+0zdKjYs8vXknvVP8ZHRWUkOUfu73Ed95PEzq0aG/xpSVLl1vy1AVIwqCbN22Zcc66uSYBSzpxhe4c4sdwgvplaZbXiGofKYszbfU/8hM9p8Z6Q8kh0R50nA5xnCbUSyo8dnb4vV2+PpvcfWtqL/CvJt8VZ8ZeN/iPgrApG+Z+dBND8/CHjW6JYBz2eMGamO7FifmPozNIhR0Vu20LA6N5Y2hpE/yIdoMl/hvvL5B8Vr1QSql5YwZ8TU27eIdUbAZ+20BMzo6W33BDwiaYRXH6f1APXUstL7iq8zWctHz+yK+sQ+6KN2RvfZeq+wfYXOjN63+jsrph9/E5byWvA032ggqA3iHSrIX4Z8VdvvVvBZBVmlZ5QPb45m9TR7xHo23v4O8vXwydrsVFxbfaMHKOqp3h7bY8jPmV3kDzpH+CK/mPPVD5DWpxXxMRhUy3jjRPfQuTeu0N8FjYqa2RyQDm/DjQDxED4TAwN+VQIZ24/MfxHoc2DlRK1L6wvSyC5Dyu1WrOQQ+c7qyiIMZfNTejRLdlVvZj1C2Py9GwFH85j5SGdzlPJ3QVvGmGHAyKgbKPMCV3Wyfs7wiBYIm9RHbowAS8DKYO8toSYekar6Z1fl11v/CpGz2CsPcyR7VV9mfrFANXFVjMivzPOMGK2HdKavp67hL2EphtiGUXSq2yvSjRoQ3f8B1scHKzqUyyiQkANvfpltrmi9sCTcb+XWPbZ2vFtzZWkoM4KVZUhdkWHxzcZpFQlfFV82Xpa+rBhX9tDw74JmQWObhdUX3aSRHe8L/iFghOw9zisI+KypWfMrZNwT8omqMhAUWSZrWUPNwkkhoUN2Jq9+4u31ZMXK4NrKKPGruvsa8t6/w73M/B26MvXN8Jv+RRwI8JXke/gSJU8UD3Me9WFFQpk43lUmm4D7ekD5ZT+Bs3Ijws4kYMUPpaZ6vQoBzQiYJd+ZXLS3mfhn9dHarvAD1SXj+x1kMuNcRsB//PHHl/8aUnQTrSgii4QzgY/GvuITyR2aYUcfrybg2YbbY4W25lZ+RpIZPcHihXI98rH9M5aAeznrnkrILbGjeJ7zPRHIqPnVXww+/vzzT0jAGYTK6LAARPczwZ9+Lnh+Brxn55FesYQyq7X+z9UNmCXgUThWffdbLxsnW+fRbaC/z2yCvW8j7NHmyJBwrwPNGbLUHrELEMjkgExd5lKHCDirIBk9DwFfULVvZJIlph0J2CLvUVxsrIjoohtB+ziwPo+zmLdfwhABj76aWY8odhN/o5a5VaiZpJmpy03ADGmyGWJ0PQTMovnIeRBgSYklg5UbsEWEzGdoZqCgHmV0WNt7uwmPPkG3d1EO0NeIUxeSm5E4wsJTf8+dWgS89al+ccqM4uM///kP/ASdYRAVNAOepYO5H40DxYD0r/AR+fDO53cn4Fn9jP7c2jbNF/nkxyyR2h0Rb6+P2WZZUmXl0CfqaL+/c69dEXukRq8i4WUEPPoc5P28NWqMbPBHCYk25Aofryj8u9i8MwEr5OvtqxlxHX8eqV1EwGhLVXoRbc5WjMxZVq1HZ0mWH6+kJ1KjMxwqdLa2qF/CykqSd4PdpVijflQnMytPr6rnagKO5H+20Z5/Hq3Nqpz3mFsYeIi499vCwYsRypuqV5VXHiBVebyDXpQnTwwVOj8RsPqvIbFBZBTZJ0eDv4HM+m3JRWOqTmZGjK+s4yoCzsh7u0WONtxobbJ5V+0wBIw+BbO+zeQiPjPbP9KPzZCwrQAAEK9JREFUzitnDsIu4hvSvfo8o89GPlfpPWx9VBHwd+WJpJmpy1sYUR8qE+mN6Z3uVRKw5xOxgv0OBOytf4Q7o7eXYXuJ0d3modfL2ski/9lGz8bB+Mt+plfqcwdZJnavn1W6HwImM8I2gKWuKolkCG8vhojgBIgdUKdcNfmeW5hFDhn1iQokYqPHntVlyaF+Ym1YBMxswAi3yPkRwxkHigfh0frB1njE99V3lfg9vlXoLyFgVChq8Nn6rrJfkUA1lneWjxKw8lUnO9dXb8BZPXjiougbybL4snZOfSO9rK2q3mJJWPXTwobFrSpmVa8au6r/lM+2EyLg7CSx+hi5LKAYW2wys3xi7d1ZLoIVM7BZ/SNdqCZY3Up+riQGFK8SB/rKMNLV21fxRf7PyNf64sDErPo509luwGwsjH9ZBIx8YnyJyGThHPHBezflt6CzE5CtzwtO9r3KQrkbZuxnWwYzNXZGJ0ME2fWh6FtFyCq2Vgyex4yCSUTW2oAPvahm0Lni20xXZi7UPKGH0yrfFBzRg0bVZeWYyf+w/tFfRYmczAY+Wx/yf+U5kySPP3fEjCWQKsw8ODN3VuaCxZDxu/rB0eKyEiMldkTCpy5Uk+ic8SlDB2NHzTvKHTr3+qTe8/jB3on0XW8jvAGzTjMAZupi7K2WqWiqu2LGft7rh+Id4l3lI/sVwVPnmTHcgXwtcvUO3Gi/o/vo3JP3446ae1aelVP8PjH4Qmziv4HD+NbKsPOrjyWVgBmnFTCz9Sm2V8hmN8yd8WqxYD7tzBptRd48NlbkhsHtat/vRL4qCTMbcbTnKx9ZntpQN2ZEQFEfWnzOWouS8emT0sNsnr/4turvgmaAVgJm9O0mwyaJ8fvOWCmvx0zMGFyzZK7Mzy6Y3ZF82/wjHNH5oYuR8dpUdWfVNqMH1T86t2yguDOJWPGT9auNbenfBY0SpwSLdO14jhKk+HxnrKoImMUkMw9Mzli/GF13lbkrBtFaYe4zMqNtm/2KxNSM4kP/YEC5Zc8VHyzZw17G40/ZpFGMsxw8BMxUZ5KMUmDIpDfhSO+Kc4WAPf702Ixwz8wF66MnZ8edK3xlY2LlPLGzuqvlsvGP6LN6x9KLbKLz0QPg3PBRbtF5ZNsd3VWIc0qM3c+QZzHMtu1DLzOHHgKu7t5GP1vkjEuRomb0V8nMBkj/5974ZveqSZ/ByxPTeSezdhhfd5Tx4BeNI4J7Re4iBBwh6JNs++3XwjcjXwj/8zyDdNtY+i16RKjtn41ifQg42n3J91ExKeYyiluxlyE720RnuKgxWvIPAWdk8Hodak14PWZ7lSUAVh/jbwUJI/8Ym1ZuvHmLPhoYPHuZ0VZrETxzNpt9zwbsyZDzDipyRa23oBUbmbLWZ2ALFzZOJNfayMyDghHycaSrYotSfN5N1oOhGgNbH+jhyGxAqm+jTbT/M0Ras3Plz/t+QnlB5zMcUCzsPTaniHxH56cPbYwo3h8Pt+e3oD0t4LvDFgGjHSWY0bFKxiLf2UBpfYu+rHcg3yMeT84eAv5apR4clVpn+hTJWIOaJQ1VDvl09tohh3qyta0Q88xnb848BJzV7zNCVf98hMlDwEpHJskyDcKa8hY0qz9Tzvp8xRAwS8ajl2hWM2bg4cnZQ8Bj5D1YsjnMIJz2wWX56pkJqJ9QnCcBK3oimMziRzlkyXfW49Hetz4t97NGfXA9BIyqtODc02zZL8qCsKBK1OjoXN0eZ42diT8MuhNAwwbl+Urf1ViRvCcWZhgiu+y5sh0inSjvHixOm6yfIx9GJIx88ZLwyD7CxYpxdDYi2ygBo9y2JKwQcOvX8zNgFuUEOVTgigm2gBWdVbKIYNlGUWKeDZ2qGJFexfdW16ttwJEemH36Q9ir56heVX0VD0KWfPtNrSevk4iPP2dyw8j0+Kg/QkI2znMrTyMZpJfJ60hHT76o1x8CZpAukMkogFlDFbibppJplNFgGBER4xRqAEZHpkzEn1ci4Gj9ryBgD/laQ9mqoygesy1R9UclYbU3lPpXHhZIln3Yz+Jh5hZTk338DwGrFZQkn9VwhztKUSe571ZjNcLoLIKT9+dN7uDAxWiejvsRPKriUvVmxMAMO9WvVj6LfFkfMjCx/Gf9mBE5uxXP7HhqXyHNGX6ePI4wQATP4mt+AXh+C5qFMS6X2XCe4o5H4NPAELDSeMiLnUj4TnlCuHrPK+o+G1fP0FbjYmx441J9GeUyi3CYBWH0ZYfBp/fbits7U5h7Kt7TmfQQsHes6PfUpFkWvI2qex2/sZqArQGwCrdVduLZqdeQWfdnbjPxzR78DLlZmKixZeObra/HgyFfZftG/qJzlC+GkGdfEdBXm+eXsOrnzw8LnkK4Owmj4p2dI6zOc+UXPNTB5i2NVXa8/q28h/Lo9aUCY1Srra/euLz3vDjNiOH88xmOyE90PiNdK47MDRzFjfCMzqURviOsX56A1UJBick8j/hWMYAyY+t1sZ+K2pcvwuc4Zwl4FV6r7CiDLMsnlA/Fp0itZcVj1SiKFZ2fm3oGaUewYolohOksRkSUTH4U4mewzsDIwkrBgl2aDgxemoBXJ04pggzfmEJXfKqSZWP1vjpHfqNPP6MBWRX/Sr0zrKO1wuZwFGvk7gy7aDwz8lUeikxeR59bmXu9TBuvB0/mTo+pQjqtLJsbhYQ9mEXuVHwN6eN9aQJmCi6SoMjdnX2LxJVxt8cmihW7IWf4voMOCy92MHrIiYk9msvThjcOy8fTtwgBV/jF4MrIZGF/2MrUtStmCgEz+E8fkq/0S1iZhREBlWn0Kv2voDeLhFFzo/O7YcnUvxpz1iBCny0R1qPtAd1hzq1aY/C0NlXG/ioZTywz37J0qbW4CqvWjvUwy/D/pT5BZxVGVaJ3968qblVvdFgf9tjmYOXUGFbLq7XFxJ31EMrI5yinTAzKYzjrsRH1q6J21PpQcPP4uyNGozhmNZHl/1YErAxOBJanKKrvZDZBta9X6l+NU1Yz3Q0zK+4s0szSc2KbtQlbfkXrb8d6isa0qrZ3wE55iKn+9nnYjoAjJLx7ke3u36omQ3YenBBC8/MRdmhIML8opAylO366tD41qtlAeKv6MuTv0lO7YMfWg8ffNhcff/75518ZCVZ1eBxXbNyl4JSY3kX2yV3sF11O/JgeY2R2It/ZJhzpjYz4WvsMphF/PXfv0lO7YHfgxWLm8flHj15FwJFNFxUgCxzS85xfg8C75y8S/5dPXB8fMInsp2ivX957luOeocds5lm+ZvoHE0gIZMVFmAqJ7IAbu/1mPLou24D7LGUBf5dCC1Xpi19+1xz2cVfh4Om1zC0xEpfHd6VdIr4pdh7Z/RGY1cLsC5OnNrch4IyN+Gme/Yua8fCd8jiKNRL/p58vEdsv03e7kG/F5+e2HiO4M3X9yNwHAUS+s1pUSXgrAmaGgZXCp4HuU+BPHsc/543U8OguOxBmcruRbxUJR3B/ja57okCPMba/mF46ue4h4KfutkPgXYZh5idnhBlDxL3MruSb8bM3NGy3a4rHoaUIsL0566vRnw8J/I8//rjkt6Czm6jPDhpI1dlkBl61D3fVX527av0e3DM/Rc9+RjXzi6nVCGaRuwyWjP/PFxcGyUfmQIAl34yvMR87EHD00/Nu5JuRmHduhcqBXanbk7PMLXM0PKpqMYKjcjdKrp6cZN1R4syyWZXvbP9m+q7EbOQT449So72+bQg4i4QZwFYUk5KUFf7cyUZVDqv0erFdRb7ZQzmCo+fuHXvJE6e3jiJfNrJtRvTtgFnrP+uPWp+t3pciYBawSJEwd9WEMDrfSaYijxU6Izk5/cnyi9UTrU3WTsWGE/U9ki/1bhQn1d7dSXgXvFYQcPul6qUI2PoEl1XQSM+dhgSK5arzUTNmNmimrghG1XFGfKu6G8H+Tr0VibMK+0cvj4CSP29dHjZejoCvJGFvIviy2EvyLNLsuPviV5oBIZSpC9myzt+RfE88vDnIrrNI/pS73ngVG49sLgLWj4dGdeitzZck4CtI2JuA3LJZp80aKlEsqgh4l0FYFd+67McsefMQrauY1/7b3nj9Fp+bUQSsHxEp/+oR8uN2BMz+S87ZJHzX5kcF4DlnBooXrypyYnz2YKHeqYpP9SMqn5Vfrx9e+9Et3OvvLvXn9f/d7s0IGNUdOu9xpAm4LSDVCJs8pBedVxe5Zb/aNoththwTV+WnaMZ+Rsyr7HgJAPnX1ubxv5F8BLPT1tX9yMRw+ninT/6VucteTJgcrJJB9aj4kZUD5BMk4JkjSLES7CmLdKLzKGj9/d5eNQFH/fdgftxRvir0NkY+ozwxflqfgJj7qkwG9hk6Zn4j3T0pInkVn75H2RxX+eH1n6nfLN0RPVW4VemNxJp5l61LZDMTJ2u+mgSMnMgKliFgxhby1wKdeWhEiGplwpGt0XkfG4OlJcPkiyEbxg9PvBWDuNJXpPvAu8UcyXsx6+0weqp8YWwzMjv6V+FThU4G39Uykdlz+FqB02y+TgmYcSIaaJ8YSx9ji/F5VAwKkXiIChWg12+kVz1XBzjym8kZygeyocaYJT/yq9JXpkbV/HmweAjYg5p+J7uWsvXpEa29kTF7sj0+fWpzMSRgNlneIK3AIiTM+t3aR3cqYqx6ZWUUzKhImE2V2apZ//qcoByxejPlVhMw8r3iYTjLqdoTO+ZPmQEI+4rzbMyy9VXE/I46tyPgIwleElaLjJFXhw1TRIxdRk+FzEPAHKqzHF6V24eAubyhLy5+Lbk3s+soW19utO+rbUsC9pKwUmSsbDYBs3avKskdCXjHbcXK4xU5fgjY3zFX5MvytsKfCp1+xJ+bJwLbErCHhNkiY+WQD2oZKXZV3VnyuxPwEecuOO7ix8qt7vkZcFanjfVU1VSV3lo0Xl/71gTcwj/aRD2/dOIpxKwt2GN7dQnegYBXY3La2zl/ys/NW1m1tjMIeEccd/Qps85fPb5MrFbq2oqA0WBQh0UPZKt/VJBR/Z7EXdUYs1gfArazeFW+UG2xBDzzn639KAHviN+OPqF8q+fvEKM171m82D5g9aEfNWxDwCwhegFC5Pvjm/zHRwa2lI6rm8L6qsD4hmS8udrpM/PKz7tU0UyEGALOyFeEgJH9SPyRu7v6FYkpg4wy7a/WFclpZG6xcZ7+bUHA6qtcBYgl35UkHCkQNsmMXI9l1gas5uguRFc92Ly4/ec///nkGkPII8yR/fMcybW6T192qfmRb0yv3FlmR+yr8MyIValvNY5PX3r/+OOPv7xDJcNJBBZjw5JRyXcFCaOY1YRG5CsImMkZ6/NOWM18zvIxgptFwKp/lh/tGeNvT76qL2ydZMtd7SeDrRLz1fEovkZkM+PMzsERV+/f5RswAxgCYnbuJd8DKGTTWyRMvF7dnnvZBFyB226YVWzrUdxmBBzBzvoRhVprhx8RX1R7Efld/IzWxLtt+hV5y8zB2xKwmphs0HduhAgB9wX1TrhlknAGbhUEPHqIenzd+RN0Zh4jpD+768F795gqcBqRW5adrBy8LAHPNlbPqzsT7Ds0wuyTovJoOWSrcatssKxGVX3MxKyKgPve8vh8JwJW6j6zbixdHsx7fTvGlY1fZYwZOXhpAs4guyyQUWFVFgqy3Z5bP8/bxUclngrZu+BQScBREr4LAe+c6+hs2jm2rL6tjDGK/xlj7+P/B7JohEPOkubBAAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="70" y="-70.00000000000006" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="magicwand" center-x="68.5" center-y="30.5" 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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="100" y="48.66666666666654"><block s="receiveGo"></block><custom-block s="drawSquares"></custom-block></script></scripts></sprite><watcher var="numSquare" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawSquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doAsk"><l>How many squares do you want?</l></block><block s="doSetVar"><l>numSquare</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long would you like each side?</l></block><block s="doSetVar"><l>sideLen</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="numSquare"/><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sideLen"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="setYPosition"><block s="reportDifference"><block s="yPosition"></block><l>10</l></block></block><block s="setXPosition"><block s="reportSum"><block s="xPosition"></block><l>10</l></block></block><block s="doSetVar"><l>sideLen</l><block s="reportSum"><block var="sideLen"/><l>20</l></block></block><block s="down"></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="numSquare"><l>7</l></variable><variable name="sideLen"><l>150</l></variable></variables></project><media name="ConcentricSquaresLab" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>