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FZW2YPnCBCjgwqg5CIHEBLr986SwSa3sHYlNVs443fwUKa5Sq/Hkcgbg1KoJUMBVS5x9EdghMLv1CZofvlXt7GGA3EGgk1+uidppml7+BVwQGLcABTxuYd6PQIoC3bwvxbep1TgvxfFKm6nbf7IUXqdW1ihtBg6ujAAFXJmoWRSBXwp0t5ykGA5Xu/FETHYh0OlfoBDXq7XiLHwQGKcABTxOXd6NQGoC37rq3vrfm7drMsxodT1Pbbwk5tk4yDQX1+m39pnSwx98fRIzMYRLAQrYZawshcBvEOj23yuFObWykzDajUA3P0uKk2o1XoYTAuMSoIDHJct7EUhNYEN+qObil7Xfzn/hxP+kNl5S82ze/Du6sbbjNwWP05rs0qRmYxg3AhSwmyhZBIE9CHTzL0nxK2o13ovVCALd/suk8Fi1sqNHeJpHEFiwAAW8YDI+gIBBgW7/OMVwstrZKoPTlzdyJ9+kEM9Uq3FOeUNwslcBCthrsuyFwB0FeoOrFOIrNZ1dCMwCBGbzoxTDu9WsP3gBn+JRBEYSoIBHYuIhBAwLdPPXKcZD1G4cZ3iL8kbv9M9RCJeplb2tvCE42aMABewxVXZC4DaBzqY/Um3JNk1MLNfqQ74DzF4IbLzsIM3Pb9XwlmVqr/q3vXgDH0FglwIUMBcDAc8CvcHHFOJ/aDo7zfOaY99tNn+rYjhAzfrzx34WB1RGgAKuTNQsWjmBbr+tGD6tey+Z0sEH/6Jy+y/mwldcsVTX37JdIT5drUZnMV/Nu6orQAFXN3s29y7Qy7+hUPuMppd/3Puqhew3u/V5isOnqZk9spDzOMS9AAXsPmIWrKRAb/AcDYfPVrvRruT+41q60++oVjtbzfonxnUE762OAAVcnazZtCoC69ZNavIe2xTCczRdX1eVtQvZc3Ywoxg/obmfLNPMzFwhZ3KIWwEK2G20LFZZgV7/zVLtvmrWn1tZg3Eu3hv8rTT8oZqNN4zzGN7tX4AC9p8xG1ZJoDd4oIbDb2tSU1rT+EGVVi9s1w39+2lO21WrPUTN+vcKO5eD3AlQwO4iZaFKC/Tyz0jhKjXrb6m0w7iX7w1eL8UHq5k9bdxH8X6/AhSw32zZrGoCvS2PVZx4j1r1B1Vt9VL27Q6+qzB/oporvlLK+RxqXoACNh8hCyDwS4He4JsK8b2azv4ekwIEZvO/UAwvU7P+iAJO4wiHAhSww1BZqYICvfzFUni8mvXHVXD78lbuDb4sxS+qmX2gvCE42aoABWw1OeZG4DaB2dm7K+63TaH2RE0vvwSYAgVmtx6mOLxA4cZlmp7+aYEnc5QDAQrYQYisUHGB3uBdUrybmtlLKi5Rzvq9/P1SuEnN+qvKGYBTrQpQwFaTY24Edgj0+ssVaz1NhGVas/w6UEoQ2LD19zQftykMm2o2tpYwAUcaFaCAjQbH2AjsFOjln5fiBjUb70akRIFe/5VSWKNm9qQSp+BoYwIUsLHAGBeBXwl0+l2FkCkOKd8UrkWonSiFi9SqH5fCOMyQvgAFnH5GTIjArgW6/cukcIDi8IMQJSBQqx2jYbxM7Qb/co4E4rAwAgVsISVmRGBXAt381v/QQiubASgBgc6WtTunaK+49e/8hcAeBChgrggCVgUo4LSSo4DTysPANBSwgZAYEYFdClDAaV0MCjitPAxMQwEbCIkREaCADdwBCthASGmNSAGnlQfTIDC6AN+AR7cq4kkKuAhlV2dQwK7iZJlKCVDAacVNAaeVh4FpKGADITEiAvwK2sAdoIANhJTWiBRwWnkwDQKjC/ANeHSrIp6kgItQdnUGBewqTpaplAAFnFbcFHBaeRiYhgI2EBIjIsCvoA3cAQrYQEhpjUgBp5UH0yAwugDfgEe3KuJJCrgIZVdnUMCu4mSZSglQwGnFTQGnlYeBaShgAyExIgL8CtrAHaCADYSU1ogUcFp5MA0CowvwDXh0qyKepICLUHZ1BgXsKk6WqZQABZxW3BRwWnkYmIYCNhASIyLAr6AN3AEK2EBIaY1IAaeVB9MgMLoA34BHtyriSQq4CGVXZ1DAruJkmUoJUMBpxU0Bp5WHgWkoYAMhMSIC/ArawB2ggA2ElNaIFHBaeTANAqML8A14dKsinqSAi1B2dQYF7CpOlqmUAAWcVtwUcFp5GJiGAjYQEiMiwK+gDdwBCthASGmNSAGnlQfTIDC6AN+AR7cq4kkKuAhlV2dQwK7iZJlKCVDAacVNAaeVh4FpKGADITEiAvwK2sAdoIANhJTWiBRwWnkwDQKjC/ANeHSrIp6kgItQdnUGBewqTpaplAAFnFbcFHBaeRiYhgI2EBIjIsCvoA3cAQrYQEhpjUgBp5UH0yAwugDfgEe3KuJJCrgIZVdnUMCu4mSZSglQwGnFTQGnlYeBaShgAyExIgL8CtrAHaCADYSU1ogUcFp5MA0CowvwDXh0qyKepICLUHZ1BgXsKk6WqZQABZxW3BRwWnkYmIYCNhASIyLAr6AN3AEK2EBIaY1IAaeVB9MgMLoA34BHtyriSQq4CGVXZ1DAruJkmUoJUMBpxU0Bp5WHgWkoYAMhMSIC/ArawB2ggA2ElNaIFHBaeTANAqML8A14dKsinqSAi1B2dQYF7CpOlqmUAAWcVtwUcFp5GJiGAjYQEiMiwK+gDdwBCthASGmNSAGnlQfTIDC6AN+AR7cq4kkKuAhlV2dQwK7iZJlKCVDAacVNAaeVh4FpKGADITEiAvwK2sAdoIANhJTWiBRwWnkwDQKjC/ANeHSrIp6kgItQdnUGBewqTpaplAAFnFbcFHBaeRiYhgI2EBIjIsCvoA3cAQrYQEhpjUgBp5UH0yAwugDfgEe3KuJJCrgIZVdnUMCu4mSZSglQwGnFTQGnlYeBaShgAyExIgLJ/gr6kqv31y0/O1/D4YZSUwphWkvv/iQdduANpc1BAZdGb/VgCthqcsyNQArfgDcOMt0yvEiKHyg1kFB7sSbDY7S6npc2BwVcGr3Vgylgq8kxNwIpFPDs4KEaxnPVyg4uNZBufoVq4VhN168sbQ4KuDR6qwdTwFaTY24EKODb7wAFzM+DQQEK2GBojIzATgEKmALmR8G0AAVsOj6Gr7QABUwBV/oHwP7yFLD9DNmgqgIUMAVc1bvvZG8K2EmQrFFBAQqYAq7gtfe0MgXsKU12qZYABUwBV+vGu9uWAnYXKQtVRoACpoArc9l9LkoB+8yVraogQAFTwFW45453pIAdh8tqzgUoYArY+RX3vh4F7D1h9vMrQAFTwH5vdyU2o4ArETNLuhSggClglxe7OktRwNXJmk29CVDAFLC3O12xfSjgigXOuo4EKGAK2NF1ruIqFHAVU2dnHwIUMAXs4yZXdgsKuLLRs7h5AQqYAjZ/iau9AAVc7fzZ3rIABUwBW76/zC4KmEuAgFUBCpgCtnp3mXunAAXMRUDAqgAFTAFbvbvMTQFzBxAwLUABU8CmLzDD8w2YO4CAVQEKmAK2eneZm2/A3AEETAtQwBSw6QvM8HwD5g4gYFWAAqaArd5d5uYbMHcAAdMCVSjgK69bpuuuOUJLdD9N11+rGCcUwvyv5dYbXKsJPU6r63lpmXa2rN15dnvFrX/nLwT2IMA3YK4IAlYFvBdwN3+FhjpEk7VrNdQStZa/Wr38TZqPm3R448t3iq2T36ygY9XKLigtTgq4NHqrB1PAVpNjbgQ8F/Ds5ldJtf013XjjnYJef8mMJpc8U0vD2VrV6Pzqf6OA+XkwKEABGwyNkRHYKeC1gNdvOlSTS5+r6foJu0z64v4x2kePULPxKgqYnwXLAhSw5fSYvdoCbgu4/3JNaFLNxpm/MeBO/xwdsO/JOuiga3Y+wzfgav8sGN2eAjYaHGMj4PYbcDffqPl4pWYax++mgH+k+bmX6JGrPk8B87NgVYACtpoccyPg9hvwlucoxgM0s/KM31zA+dn69uWn6IRnXkcB86NgVYACtpoccyPgtYC/8Z8P0uS/n6r5n7xOMzPX/lrQs/3nKU78oZrLT+f/A+bHwLIABWw5PWavtoDXAt6R6vr8eIV4sH72o0/o6KMHvwp6Xf5s1eKMfv9eZ+iB97+KAq72j4D17Slg6wkyf3UFPBfwjlR7/acqxiNVqy3VMBwixUsUwvWau/EzmllzxZ2C5x/Cqu7PgeHNKWDD4TF6xQW8F/DOeNfWtO64hiZuOFLhoPPV3P97u0ydAq74D4PN9Slgm7kxNQJ+/xzw3mRLAe+NGp8pWYACLjkAjkdgrwUq8Q14RB0KeEQoHktJgAJOKQ1mQWAhAhTw7VoU8EJuDs8mIkABJxIEYyCwYAEKmAJe8KXhAykJUMAppcEsCCxEgAKmgBdyX3g2OQEKOLlIGAiBEQUoYAp4xKvCY2kKUMBp5sJUCOxZgAKmgPd8S3giYQEKOOFwGA2B3QpQwBQwPyKmBShg0/ExfKUFKGAKuNI/APaXp4DtZ8gGVRWggCngqt59J3tTwE6CZI0KClDAFHAFr72nlSlgT2myS7UEKGAKuFo33t22FLC7SFmoMgIUMAVcmcvuc1EK2GeubFUFAQqYAq7CPXe8IwXsOFxWcy7Qzb+vqHso6Pb/YH3RK0ftJ+kh0vBdRR99p/NC7TQpnqcYv1vaHKHWVtA1amZPK20GDjYlQAGbiothEbiDwI5vwFH3V9C/luYSVVOI91WMny5thh0Hh/B0xeF5Uri5vDnCgVK4Wu1sbXkzcLIlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4EKGA3UbIIAggggIAlAQrYUlrMigACCCDgRoACdhMliyCAAAIIWBKggC2lxawIIIAAAm4E/g+5MpTSGPEeSAAAAABJRU5ErkJggg==draws a triangle that has side lenth 50draws a square that has side lenth 50draws a pentagon that has side lenth 50draws a decagon that has side lenth 50draws a decagon that has side lenth 500.530.5120.50090.5390.5290.5390.52180.54901236000902904.5490.54180.54-90.54