<snapdata remixID="12275127"><project name="Polygons and Variables" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACBpJREFUeF7tm3tMlXUYx78HuSYqAl5QlFSIWdLMzNJlClqzNjfNpU6nWUs307yUraaurJlbqzmvs7RprjLN1BbNmomouKU21Gl3uWgJRxIFBUThcN72O3QUkXPeyzmH5wDf319sPL/n+77f53N+D897XmyapmngogNCDtgIoJDzlHU5QAAJgqgDBFDUfooTQDIg6gABFLWf4gSQDIg6QABF7ac4ASQDog4QQFH7KU4AyYCoAwRQ1H6KE0AyIOoAARS1n+IEkAyIOkAARe2nOAEkA6IOEEBR+ylOAMmAqAMEUNR+ihNAMiDqAAEUtZ/iBJAMiDpAAEXtpzgBJAOiDhBAUfspTgDJgKgDBFDUfooTQDIg6gABFLWf4gSQDIg6QABF7ac4ASQDog4QQFH7KU4AyYCoAwRQ1H6KE0AyIOoAARS1n+IEkAyIOkAARe2nOAEkA6IOEEBR+ylOAMmAqAMEUNR+ihNAMiDqAAEUtZ/iBJAMiDpAAEXtpzgBJAOiDhBAUfspTgDJgKgDBFDUfooTQDIg6gABFLWf4gSQDIg6QABF7ac4ASQDog4QQA/2918RiqVJWzF16lTRArV2cQLopcIjztpu/bZkTXtkzjuJlJSU1s5Es94fAdSxuyGE7tAQRyjC1w/G3rU5WFQ0BieqswJWNE0DJscuwsvxHwRMQzIxAfQBwMy12ZhxPg1FtXkBr+GhFC3gGhICBNCHFqxORz0wnhsL7Mz0ImKvA8aXAEd7eAwyoiMBjz80CaDFIWRV8VzsqVqvC6BKv2kDMHO2l3INKQaOewdwfKc5WNB1nT9qHlQ5CKDFcqhT6WFkYGWK/t9/CTGAvVwHwJwEIOL20NMw+tWi0ci9nmUIdou3I7aNAFq03kxbfOIR4PDPXoT+qAVmlgIKQg/LjJ7FWxLZRgAt2L659G1sLXvX1Im0YxswaYpvbfj52LfwYtw7Fq44eLcQQAu1UadRqnMQNqbmGt5tqA0f6wE03YUx6+/B+PNmrinoDV+cYCABtGC+lXY4qD9w4ncvYsduAsvKgO+7t6k2TABNArirfA3WXJqPv4ZosJcZ26za7+LXgHy7TryBaXhel9WYEDPPmHALiCKAJoukTr+ejr7Y1j8fum0VcMUcPw306m1ASAfAKeeSUVSb36raMAE0wEXDkMbtd9ggIG0g8PHmOxNduwqkJuk8fmmsva8a2FIBfNm1zbRhAmgCwOzKr7DMPumuE6gxbCOHArGdgd17TSR3hxpow8sSdiA9eqKF5MG3hQCaqIk6/To645CZWtrkLtVu1fL60FlPTwfAsQXxuFZ3udW0YQKoB0SD3ysAf0yuRrgt0sQuk6FfVwH7q4GP4pvcWKPdwJN5UQTQpK0tPvxM9RHMvTC8eQpvoA2vS8xBWtTjLd5XnoAGS6hOvxAtBNn31Rnc4UOYDoDpeaFwanXN82Hw4TaMbCWARlwCoADcNTcX8T17A5ubbo8GU3kPU/DdYwMOev5euNRRhAmFiQTQL4a3gCT22kJMPte3vuBPXQTKnV5fn7J0SwUOYPK/wNo44NEI3RTqA7H93gIkhPXRjQ3mAJ6ABqrjfi3/1sun6u2V6ZfqT8IB4QYy6ISMLQFK6kxBfdc1+X4VIhkIoAHbVbG3JJ1G3/C0O6NVu+wQAmR5/v5WN73KkRIGfNFFN7RhQEHNGbxw/sEW34YJoE7ZHVoNRuVFeC70rFLgVI2p08sl+e11YHk5sLcbEN/OFHzuYPXByEq+iVCbH05hS1fg+yYCqOPhqLPhcKDW+0lT6QQyLgKvdASmRetXZWgxoIZpL6/h6yepH4xCEYaslBoj4UEZQwB1yqKKvDrxIAZGjdAvoGqn6n0+9V5fU8uhAcPswIT2wBud9PPpRJyqPoT5F0a26DZMAA0AqPefb3ek2FgBfFIBHE4AIhu8Xbq4rP4bDvXfbyE+s3crgZV3E/2n7nsmAmgAQBWyKvEAHopKN+64Og3V4xT1WEX9HG4Djnh+tmc8cX3kyepsLLiQ4frZ1AfErFCA4wmgAYM3XV6Cz6+sQFRINH7oV2Fgx/8h6XagSgPejwXS/ff98Zj8Dqh2VmJa7BK8FLfc+PUEYSQBNFEU97O3gylO2Dz984aJfGZDNWgYeba+f7fkU6/hfRNAkxQ8kx+DKudVTIxZiDldVprcbT183aWF2Fm+Ch1COuO7flesJwqynQTQQkF+u3EUs/8Z2mwnkfvk3dDrJ9wf+ZiFKw7eLQTQh9q4wdjdpxhxof4bMNyXdNlhx7OF9Y90WkvLbWw3AfQBQLVVTaJqIu0T/gA+TfrFx2y3t884PwCFNb+6Jm81gbfWRQD9UFk1karJ1F8nlftkVRO3mrxb8yKAfqyumlDVpLo8YQ+GR48znTmn8hsstY93Tdhq0m4LiwD6ucrbyz7EhtLXEWaLwP7kG4azj86LRK120zVZqwm7rSwCGKBKu9vogeRatLOFelSp0xzIyAvzW/sO0O0ELC0BDJi1wLiC7iirK8HTHWfgzW5b7lJ67+J07Kv4zDVBq0m6LS4CGOCqq0lWTbSNBxT3CakmZzVBt9VFAJup8m7gVicewPxW8BKBv2wjgP5y0kAeNeGqSVdNyGpS5gIIICkQdYAAitpPcQJIBkQdIICi9lOcAJIBUQcIoKj9FCeAZEDUAQIoaj/FCSAZEHWAAIraT3ECSAZEHSCAovZTnACSAVEHCKCo/RQngGRA1AECKGo/xQkgGRB1gACK2k9xAkgGRB0ggKL2U5wAkgFRB/4DaG7hxuyH7K8AAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="Polygons and Variables"><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="0" y="3.410605131648481e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="62,218,0,1" 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="122" y="64.33333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>Length</l><l>25</l></block><block s="doSetVar"><l>Sides</l><l>5</l></block><block s="doSetVar"><l>Angles</l><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block><block s="setColor"><color>24,15,255,1</color></block><block s="changeSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block var="Angles"/></block></script></block><block s="doSetVar"><l>Length</l><l>50</l></block><block s="doSetVar"><l>Sides</l><l>5</l></block><block s="doSetVar"><l>Angles</l><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block><block s="setColor"><color>255,53,229,1</color></block><block s="changeSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block var="Angles"/></block></script></block><block s="doSetVar"><l>Length</l><l>75</l></block><block s="doSetVar"><l>Sides</l><l>5</l></block><block s="doSetVar"><l>Angles</l><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block><block s="setColor"><color>62,218,0,1</color></block><block s="changeSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block var="Angles"/></block></script></block></script></scripts></sprite><watcher var="Sides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Angles" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Sides"><l>5</l></variable><variable name="Length"><l>75</l></variable><variable name="Angles"><l>72</l></variable></variables></scene></scenes></project><media name="Polygons and Variables" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>