<snapdata remixID="11276319"><project name="Polygon Problem Solving" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACGRJREFUeF7tnQ9M1GUYx7+Id5wawyliNVFQ0JxaOdkUnErhbKNZ/mFGwUTzT2pLS3OKivJHNCtT0/BPmuj8k9WUWjVyaGRB0cY0bYFCySxs4eZioB4cSvv9lIML8e6FG797nntucyfyvO/7fb7fD+/Pe+/n6dPY2NgIeYgDBjngIwAa5LwsqzsgAAoIhjpwXwDPnj2L/Px8aFdnHx8fu0BP+drPzw8TJkzAsGHDDDVPFu+4A60AzM3NRVhYWMdnVpxhafIWXKkOdjpq4thwLEh4Qq8rKChAUlKS0zFS4LkOOABYVFQEf39/+87XtON1xvP81F/Q8+G7YDl7vL0A+s6s6erXrx8CAgKcDZHve6gDDgCmpKRg+vTpdqk1NTUYM2YMJk+ejLS0NMycOROBgYEoLCxEVFQUNmzYoId/7tw5hIaGwmKx6DXHjh3DyJEjoV3KtWftcr5jxw7ExcVhyJAh9j+Ljo7Wa7THq5m/tQJw5+owlF6+iW1HrjrYlznHZv+6tLQU8fHxHmqvyHLmgAOAW7duRWRkpH1MXV0dgoKC0NDQgOLiYkyZMkWHKCQkRN951q1bB23XXLFiBTZt2gStXgOssrISwcHB+g7Vu3dvlJWV4caNG/ruWlFRgT59+ujzms1m/ZcG0dJ3f3cA8GDGYHTv5ouLFbd0Pat3VNh1rU2stf++trYWMTExzvqU73uoAw4AVlVV4dKlS60uwSNGjMCFCxecXpqtVisiIiL02qZLpKvPK9//0+VL8MoZ1+3zjxs3zkOtFVmuONDqRciePXswaNAgV8a6tWbgwIEICQl1Oue1a1U64NpD23FjY2OdjpECz3VAjmE8NxuvUCbHMF4Rs+c2KccwnpuNVyhzyzGM5lR1dbVbj2GyVodhUWY5Ep8NwqGvquQYhimObjmG0c4KtVfQJSUlbjuG0c4Ad336N3r3NOH0z/862C/HMHxodMsxTE5Ojn5GKMcwfMDorE7kGKaznJZ17utAm7djefp9qi3v0pFs6Tog9wPSzY6FcgGQRYx0mxAA6WbHQrkAyCJGuk0IgHSzY6FcAGQRI90mBEC62bFQLgCyiJFuEwIg3exYKBcAWcRItwkBkG52LJQLgCxipNuEAEg3OxbKBUAWMdJtQgCkmx0L5V4DYFb/rgjYeAAJCQksguPShNcAqAV2Y3jzR81l1PTAnLyzCA8P55IlyT68CsD/Q9iUWIOvCWmBo/DeqR9JhkhZNCsAU9dfR+qaXg/Mo+Uu2BLA9D4R2JxX2DzWZkNd+gI0VlXCsjvX5Yxd0eDyZF5Q6FUANsGnfSp7Zu1DmH2yGIMHD3Yp5vq9G9HF0gNdExc/sF4AdMlOe5HXAJg1wISADdkdfhFSvyUZptnL4NMz8L5OC4ACYCsHbhefge+o8WrOOKm2zomBZd+pVlUCoJrN7HfA+t3rYX5ljZorLlbfem4oun1R4lAtALpo3r0y1gDaslJhWpSq5ohi9c1JIeh+svnTWwVANQNZA6hmRfur69MXwLx2lz6BAKjmI1sA67cmw/z6RjU33FAtAKqZyBLA+oxFMKdkqTnRwWrrrGhYsvNlB1T0kSWAih64rfzOX38gPbun08Nwty3IYCJ2ACbXLYdfxj5DorHOjsZbg44LgAruswNwlV8mzMs3K1jg3lL5O6Can+wAdPZesJo96tUfz9uL+A/nqg/00hGsANyUUo4VGZ3/Hy22ZOfyuMcR+v15L8VJvW1WABZOeRlROR+pu+DGEb9OjMHwvNZv0blxCVZTsQLw4tNjMeR0gaEBnZi1GVOzlxmqgdLirAC8/qQ/ep2rMdT/T+bsxIx9Cw3VQGlxVgCWRo/GY/lFhvr/2dwsxO1dZKgGSouzArAkZjyGnjpjqP8XJj2DESe/MVQDpcVZAXjgteNI2j7NUP+vjg7Bo0XNd8cYKobA4qwA9IRD4ILnZ2Hs59kEovcMiewAXN13F0zzVhnmrif8EBjWfDsWZgfgyvKpsGR/1w4rOj5EuwE28/pieS9YwUp2ABr5Vpzt4BZkXkkSAL0dwFsJkeh2uHP/kbnt0DaYEpfI/YAK8GmlsgMqGtZWeUPecXSdOE0AVPSTLYC3vz4K39gXFe1oX7l19lOw7P9WHywvQtQ8ZAugZsOtl8ag25Gf1BxRrK5bMhV+207YRwmAagayBlCzQrtL2bI/X80VF6vrU+fDnLrHoVoAdNG8e2XsAbwLYfMlUs2etqutcyfCsjevVYEAqOawVwCoWXL7fJH+SVfaC4WOPuoyFsIvZed9pxEA1dz1GgCbbLEuewGWN98BHumv5pS2kyZEwuLkeEcAVLPV6wBsssd29APc/vIQzNtz0KVX3zZds74RB587d+C37bhLzgqALtlkL2IFYMKsfxAeZlJzoEX1gKof4Gu7icqgSNSZ/Ns1T1m5DYez2wa6XZMyHsQKQMY5sW1NAGQbLY3GBEAaObFVKQCyjZZGYwIgjZzYqhQA2UZLozEBkEZObFUKgGyjpdGYAEgjJ7YqBUC20dJoTACkkRNblQIg22hpNCYA0siJrUoBkG20NBoTAGnkxFalAMg2WhqNCYA0cmKrUgBkGy2NxgRAGjmxVSkAso2WRmMCII2c2KoUANlGS6MxAZBGTmxVCoBso6XRmABIIye2KgVAttHSaEwApJETW5UCINtoaTQmANLIia1KAZBttDQaEwBp5MRWpQDINloajQmANHJiq1IAZBstjcYEQBo5sVUpALKNlkZjAiCNnNiqFADZRkujMQGQRk5sVQqAbKOl0ZgASCMntioFQLbR0mhMAKSRE1uVAiDbaGk0JgDSyImtSgGQbbQ0GhMAaeTEVqUAyDZaGo0JgDRyYqtSAGQbLY3G/gP20GjkHQ+KfAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Polygon Problem Solving"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-36.000000000000455" y="71.99999999999991" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="244,43,0,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="173" y="50.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-86</l><l>72</l></block><block s="setColor"><color>0,8,220,1</color></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>-36</l><l>72</l></block><block s="setColor"><color>244,43,0,1</color></block><block s="doWait"><l>1</l></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>0.87</l></block><block s="turn"><l>1</l></block></script></block></script><script x="25" y="53.33333333333337"><block s="clear"></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher var="angle" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="length" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="numSides" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="angle"><l>0</l></variable><variable name="length"><l>0</l></variable><variable name="numSides"><l>0</l></variable></variables></scene></scenes></project><media name="Polygon Problem Solving" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>