<snapdata remixID="12631166"><project name="Pentagon drawing and fibonacci music." app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACedJREFUeF7tnHtwVNUZwH/nBhBFIpbnkMSAkJTiUITSVkAwlBiBUApCaqU8hmAkBVMq/mEt0xE6I+10KKLY8uhIFdpiEUkFDBQwpOUlqIWIMU3llYdtEEkKypvc07kbl8EY2M3mZs/e7Lf/JTnn+879fb/cb8/du1dprTXyEgKGCCgR0BB5SesjIAKKCEYJiIBG8UtyEVAcMEpABDSKX5KLgOKAUQIioFH8klwEFAeMEhABjeKX5CKgOGCUgAhoFL8kFwHFAaMERECj+CW5CCgOGCUgAhrFL8lFQHHAKAER0Ch+SS4CigNGCYiARvFLchFQHDBKQAQ0il+Si4DigFECIqBR/JJcBBQHjBIQAY3il+QioDhglIAIaBS/JBcBxQGjBERAo/gluQgoDhglIAIaxS/JRUBxwCgBEdAofkkuAooDRgmIgEbxS3IRUBwwSkAENIpfkouA4oBRAiKgUfySXAQUB4wSEAGN4pfkIqA4YJSACGgUvyQXAcUBowREQKP4JbkIKA4YJSACGsUvyUVAccAoARHQKH5JLgKKA0YJiIBG8UtyEVAcMEpABDSKX5JHtYAF7x5gXN5+Zk2fRuL+rWSNHS1GhJlAVAvosN526jxplTfVYr98iaS3tzJx2L18s2Qv6enpvl//5bTmodtUmEsTHemiXkCnzNNz81mZnPLlileWk/5ZOSk1/2NS+lA6Vz4H2EbM2NP1IANavshNfMVI/qZKGvUCFhYWcnfRWeh7z1XG7XblMXvcKBL25FE+KJ3nqzRlyRa3Wk1VhsBxC/V836C+6unAgz00IuoF7L2vkuIjR8nqnUi3o4U8lnovsbGxvhL+6bRmUoWmb2s42MOgfUClLuAdPYfR1j89pFfgpUa1gAVFJcS1skhKSqqX1I/+q1lWpZnXUfF0J/PvAVfZionWZ7SgTeDKemREVAsYqEaqqPb93sdftejYItDopv/7AT0Xi1bNqg2LgNfx5rUzmgnlmuRWUJJktv36l/iRzuMQv2SE2tn0tocpgwh4HdCPV2oWn4qc9utfptOGJ1s1KCLjn6KxnoqA1yHob7/Hky0SWzYWs3vz39aP05pO9FFPuRfUYCQRsB74b3yqGV2miW8J5cmRdaYp1es4rFcy3MozqI17qUXAeljOPaFZ8Enktd9r2/AUS7tngcFIImA98FsU2dQAxT0ten3+KZ3BGn0p9Vs6m1iS6a3mRNKyQlqLCFgH255zMPiYTfsY+KRXZLVf/1KP6NWUs54UlRtS0SNpkghYpxrzP9bMOxm57be5tWERsI6AbYptztnwbg+L/q0j6VzxxbXs0lPowLfppWZF7iKDWJkIeA2kAxeg/xGbmy0497XIbL/+5f5bL6eSHQxVrwRR5sgdIgJeUxuvtN/m1IY9K+CJEyfYtWsX48ePd+3fu/2/bKpq4B/dLYbc4lrYJgv0d51BV9JIUllNlqOpA3tWQAdMdnY2ZWVlxMfHM3DgQAYMGECfPn1CYvbBRbjrcO3NB/quyG6//gMs1oup4gCD1cshHXMkTPK0gA7AnJwcKioqrrI8c+YMqamptG3bloyMDDp37hwUZ3/7faqDYkFn87deBbVowPls2MsXpT0v4O7du1m4cGG99dJak5aWRmZmJq1b33hLG1di858rsOkORXpb7wj4pp1Od/Uwd6pJwTobUeM8LWBpaSlZWVm0aVN7g2Z1dTVTp07FEc+RLtjXsUtw54fear/+YzukF3CWMu5Ry4I93Iga52kBZ86cSUJCQoPbbd0K+NvvT9ornu3inbOf7/0qNqvtGM+2Yc8K6JzllHJHlqQPbQ5fglcTFBNi3YkZztPMZnuw73PhROXeFYFwrd+zAroF6MQV6FLizfbrZ+B8Y+4ypxmgFrmFJWxxol5Af/udcbtiWVfvnf0cU65wlj/bt3qyDUe9gH2P2Lx3AVbFKSa386aAjoQb7X70V88Qp0aF7ezlRqKoFvBTG2KLvd1+r23DNpfop55xw4uwxYhqAf3td0o7xctx3j37ObZc4CRr7U6ea8NRLeDAozZvnYflXRWP3u5tAR0J/2r38l0P7KLqec5N2M5pDUsUtQI6jTfm8y+ee+Wz30Cl9eLzY6JWQH/7zYhVrE3w/tnPkdP5RCTX7skk61IgVyPm71Er4P3HbbafhcVdFLPbNw8BHauW2omkqjUkqUERI9mNFhK1Avq/eP6D3ltY47FLF9cr6Aady8P6QX6m5jHXI49xi1oBC85q5uu9FNyyj7vpyHKVyrdUF0+cNepb5Fh7JNvYQqZ6lCVquWeOI2oF9FdoiT7Ij/UO34+r1ANMVr09UzxnoTt1Adk6k1KOs1nlM8RDO2Bn/VEvoAOhQFcwU79JMVWkEM8OK8MTEi7Rz/JTPYchpLDJ2koLIughNkESFAGvATXcXkc+5XTgZl5Vo0lR8UFiDO+wKk4x0Z7ATgr4jVpCtnosvAtwMZsIWAfmNl1Kml7v++0T6hssVENdxN34UE7LHaNH0I3uPK+Weq7l1iUgAtbjRAnVZNvbKaDC15JXWml057bG29PICDP0NP6oXyJVPcDraksjo0XGdBHwBnVwNifOJsV57VAZxlpyEYfIsWewj71sUtsZpoZHhj0urEIEDADR2aCM1Ou5QA1j6UGuNcYF7MGHyNXrmKQzfBuNxdZv6YW3dumBjlQEDEQIuEgNI+z1vpb8dTrwgvoOQ1RcEDMbN+S7dhr5bOMRlc1zamnjgkXobBGwAYX5gy4iU2/1zVihUslSoX0JPlBKZ6ORpadSTRXr1EbPbzRudLwiYCAb6vzdack5Op/3OdUk1wwX6V/zc/2kr+W+YW0nhpgGrtBbw0XAEOs1xn6djRylLa3YoL7X6A3KSU4y2f6+79reC2oF0zz8vJeGIBUBG0Krzti/6eOM0LVPKZ2t+rE4xI/BnJY7Wt9PT5JZopYxSA1pxKq8NVUEbGS9jnGaTHvr1WuGv7cckdoFHfURPYU1ejVj1DjWqNoL4NH0EgFdqvYsnc/vdKEvWjDXDN/TB8nRM3iH/eSpfO5Tw1xaibfCiIAu1svZoDyoN1DNRUbSjTxrXL3RX9NrmaIf8m00VlgvcQeJLq7CW6FEQJfrdZ4rjLJzfS25H51YpO77wgYl3R5OAfk8oZ7kF+pXLmf3XjgRsIlqtlK/z3S9zRf9RZVGEieZridzmcusUq8062t7DUEqAjaEVgPH7uQj300NH1BFDEWkcoQtVu3Nr/KqJSAChsGEH+rNJNKKBc3oJgK3sImAbpGUOCEREAFDwiaT3CIgArpFUuKEREAEDAmbTHKLgAjoFkmJExIBETAkbDLJLQIioFskJU5IBETAkLDJJLcIiIBukZQ4IREQAUPCJpPcIiACukVS4oRE4P+212LVh/E5tQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Pentagon drawing and fibonacci music."><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="2"><sprite name="Sprite(2)" idx="2" x="-20" y="10" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,211.9999999999999,253,1" 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="137" y="115.33333333333334"><block s="receiveGo"><comment w="90" collapsed="false">Draws a pentagon with 5 colors and 5 pen sizes.</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-20</l><l>10</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>253,41,0,1</color></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="changeSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-70" y="-46" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="45"><costumes><list struct="atomic" id="46"></list></costumes><sounds><list struct="atomic" id="47"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="69.16666666666674"><block s="receiveGo"><comment w="90" collapsed="false">Plays 4 A notes for beats from the fibonacci numbers, resting for the golden ratio beats in between. Repeats 10 times.</comment></block><block s="doRepeat"><l>10</l><script><block s="doPlayNote"><l>57</l><l>1</l></block><block s="doRest"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>sqrt</option></l><l>5</l></block><l>1</l></list></block><l>2</l></block></block><block s="doPlayNote"><l>69</l><l>2</l></block><block s="doRest"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>sqrt</option></l><l>5</l></block><l>1</l></list></block><l>2</l></block></block><block s="doPlayNote"><l>81</l><l>3</l></block><block s="doRest"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>sqrt</option></l><l>5</l></block><l>1</l></list></block><l>2</l></block></block><block s="doPlayNote"><l>93</l><l>5</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Pentagon drawing and fibonacci music." app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>