<snapdata remixID="10946815"><project name="draw colored rainbow 1.1 - simplified" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-149.99999999999997" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="235,0,19.789473684209753,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="71" y="354"><block s="receiveKey"><l><option>right arrow</option></l></block><block s="doChangeVar"><l>how many bands</l><l>1</l></block></script><script x="68" y="257"><block s="receiveKey"><l><option>left arrow</option></l></block><block s="doChangeVar"><l>how many bands</l><l>-1</l></block></script><script x="64" y="44"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="doChangeVar"><l>band how big</l><l>1</l></block></script><script x="67" y="146.00000000000003"><block s="receiveKey"><l><option>down arrow</option></l></block><block s="doChangeVar"><l>band how big</l><l>-1</l></block></script><script x="330" y="422"><block s="receiveKey"><l><option>w</option></l></block><block s="doChangeVar"><l>center how big</l><l>1</l></block></script><script x="318" y="333"><block s="receiveKey"><l><option>s</option></l></block><block s="doChangeVar"><l>center how big</l><l>-1</l></block></script><script x="601" y="288.66666666666663"><block s="doRepeat"><l>10</l><script></script></block></script><script x="309" y="47.66666666666666"><block s="receiveKey"><l><option>space</option></l></block><block s="doWarp"><script><custom-block s="make rainbow center size %s band size %s no of bands %s"><block var="center how big"/><block var="band how big"/><block var="how many bands"/></custom-block></script></block></script><comment x="333" y="172.66666666666666" w="90" collapsed="false">Maybe I could shrink the green band?</comment></scripts></sprite><watcher var="center how big" style="normal" x="6.168425925925817" y="3.084219131388849" color="243,118,29"/><watcher var="band how big" style="normal" x="4.112283950617211" y="24.67371192827158" color="243,118,29"/><watcher var="how many bands" style="normal" x="3.0842129629626243" y="50.375488675771564" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make rainbow center size %&apos;centersize&apos; band size %&apos;bandsize&apos; no of bands %&apos;bands&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>band radius</l></list></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="setHeading"><l>270</l></block><block s="setSize"><block var="bandsize"/></block><block s="setHeading"><l>0</l></block><block s="doSetVar"><l>band radius</l><block var="centersize"/></block><block s="forward"><block var="band radius"/></block><block s="clear"></block><block s="setColor"><color>188,0,235,1</color></block><block s="doRepeat"><block s="reportSum"><block var="bands"/><l>1</l><comment w="90" collapsed="false">draw outlines</comment></block><script><block s="gotoXY"><l>0</l><l>-150</l></block><block s="setHeading"><l>270</l></block><block s="forward"><block var="band radius"/></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportProduct"><block var="band radius"/><l>3.14159</l><comment w="90" collapsed="false">full perimeter is 2 pi radians.  To get the angle to turn for each step, we convert to radians (90/(pi/2))</comment></block><script><block s="down"></block><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>90</l><block s="reportProduct"><l>1.570796</l><block var="band radius"/></block></block></block></script></block><block s="setHeading"><l>270</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="up"></block><block s="doSetVar"><l>band radius</l><block s="reportSum"><block var="band radius"/><block var="bandsize"/><comment w="90" collapsed="false">prepare for next band.  Change color to next band color.  Identical code is used to color the bands, this is to do the outlines.</comment></block></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportQuotient"><l>-80</l><block var="bands"/></block></block></script></block></script></block-definition><block-definition s="epilepsy warning" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>10</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="floodFill"></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>90</l></block></block></script></block-definition></blocks><variables><variable name="band how big"><l>2</l></variable><variable name="how many bands"><l>57</l></variable><variable name="center how big"><l>30</l></variable></variables></project><media name="draw colored rainbow 1.1 - simplified" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>