<snapdata remixID="10860132"><project name="draw blank rainbow" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>This generates templates for blank rainbows, for coloring.  I needed these for an art class I was teaching, and couldn&apos;t find anything suitable.  </notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="draw blank rainbow"><notes>This generates templates for blank rainbows, for coloring.  I needed these for an art class I was teaching, and couldn&apos;t find anything suitable.  </notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make (blank) 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="doRepeat"><block s="reportVariadicSum"><list><block var="bands"/><l>1</l></list></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></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></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></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" id="114"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="115"></list></costumes><sounds><list struct="atomic" id="116"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="225" y="-150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="121"><costumes><list struct="atomic" id="122"></list></costumes><sounds><list struct="atomic" id="123"></list></sounds><blocks></blocks><variables></variables><scripts><script x="356" y="537.0000000000002"><block s="doRepeat"><l>12</l><script><block s="up"></block><block s="turnLeft"><l>30</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="forward"><l>75</l></block><block s="down"></block><block s="forward"><l>75</l></block></script></block><block s="hide"></block></script><script x="10" y="337.66666666666663"><custom-block s="make (blank) rainbow center size %s band size %s no of bands %s"><l>50</l><l>25</l><l>7</l></custom-block></script><script x="510" y="309.33333333333337"><block s="show"></block></script></scripts></sprite><watcher var="x" style="normal" x="10" y="10" color="243,118,29"/><watcher var="y" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="radius" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="x"><l>-549</l></variable><variable name="y"><l>-549</l></variable><variable name="radius"><l>220</l></variable></variables></scene></scenes></project><media name="draw blank rainbow" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>