<snapdata remixID="10868953"><project name="draw colored rainbow" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>I needed a template for blank rainbows.  So I made a generator for them, because there was nothing I could use in image searches. This just fills in the colors on that.&#xD;&#xD;Use arrows and S and W keys to control how many bands, how big the bands are, and how big the center is.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="draw colored rainbow"><notes>I needed a template for blank rainbows.  So I made a generator for them, because there was nothing I could use in image searches. This just fills in the colors on that.&#xD;&#xD;Use arrows and S and W keys to control how many bands, how big the bands are, and how big the center is.</notes><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"><l>1</l></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>116,0,250,1</color></block><block s="doRepeat"><block s="reportVariadicSum"><list><block var="bands"/><l>1</l></list><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="reportVariadicProduct"><list><block var="band radius"/><l>3.14159</l></list><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="reportVariadicProduct"><list><l>1.570796</l><block var="band radius"/></list></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="reportVariadicSum"><list><block var="band radius"/><block var="bandsize"/></list><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="changePenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><l>-80</l><block var="bands"/></block></block></script></block><block s="forward"><block var="centersize"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block var="band radius"/></list></block><block var="bandsize"/></list></block><l>-150</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="setHeading"><l>90</l></block><block s="forward"><block var="centersize"/></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><block var="band radius"/><block var="bandsize"/></block><l>-150</l></block><block s="up"></block><block s="setColor"><color>116,0,250,1</color></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="turnLeft"><l>55</l></block><block s="forward"><block s="reportVariadicSum"><list><block var="centersize"/><block s="reportQuotient"><block var="bandsize"/><l>2</l></block></list></block></block><block s="doRepeat"><block var="bands"/><script><block s="floodFill"></block><block s="forward"><block var="bandsize"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><l>-80</l><block var="bands"/></block></block></script></block><block s="setColor"><color>116,0,250,1</color></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="turnLeft"><l>70</l></block><block s="forward"><block s="reportVariadicSum"><list><block var="centersize"/><block s="reportQuotient"><block var="bandsize"/><l>2</l></block></list></block></block><block s="doRepeat"><block var="bands"/><script><block s="floodFill"></block><block s="forward"><block var="bandsize"/></block><block s="changePenColorDimension"><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="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>90</l></block></block></script></block-definition></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" 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</pentrails><costumes><list struct="atomic" id="196"></list></costumes><sounds><list struct="atomic" id="197"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-133.93009788797008" y="41.272002341480146" heading="325" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,0,83.99999999999984,1" pen="tip" id="202"><costumes><list struct="atomic" id="203"></list></costumes><sounds><list struct="atomic" id="204"></list></sounds><blocks></blocks><variables></variables><scripts><script x="71" y="354"><block s="receiveKey"><l><option>right arrow</option></l><list></list></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><list></list></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><list></list></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><list></list></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><list></list></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><list></list></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><list></list></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="295" y="190.66666666666663" w="195" collapsed="false">This was written this way because I needed a blank outline of a rainbow.  There were no good ones online.&#xD;&#xD;This is not the optimal way to actually draw a colored rainbow in Snap.</comment></scripts></sprite><watcher var="center how big" style="normal" x="8.766666666666538" y="4.383342099999943" color="243,118,29"/><watcher var="band how big" style="normal" x="5.844444444444207" y="35.066678355555524" color="243,118,29"/><watcher var="how many bands" style="normal" x="4.383333333332985" y="71.59445905555553" color="243,118,29"/></sprites></stage><variables><variable name="band how big"><l>15</l></variable><variable name="how many bands"><l>15</l></variable><variable name="center how big"><l>-3</l></variable></variables></scene></scenes></project><media name="draw colored rainbow" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>