<snapdata remixID="12521050"><project name="summer23_soln_U1-Optional-Daisy" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="summer23_soln_U1-Optional-Daisy"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw circle" type="command" category="other"><comment x="0" y="0" w="90" collapsed="true">1.OP.4 FYTD 3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script><comment w="379.6000000000001" collapsed="false">This creates a polygon with 360 sides which is a good approximation for a circle.&#xD;Actually even a 30 sided polygon would work.  The move input in that case would be larger.</comment></block></script></block></script><scripts><script x="34.666666666666664" y="191.3333333333333"><block s="setSize"><block s="reportMonadic"><l><option>abs</option></l><block s="reportQuotient"><block s="reportDifference"><block s="direction"></block><l>180</l></block><l>30</l></block></block><comment w="170" collapsed="false">1.OP.4 TIF A&#xD;Insert this line first thing in the REPEAT 360 for the thickness one.</comment></block></script><script x="31.33333333333333" y="273.88888888888886"><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block s="direction"></block></block><l>3.6</l></block><comment w="218.66666666666666" collapsed="false">More TIF A: Insert this instead for colors.</comment></block></script><script x="51.333333333333336" y="314.8888888888888"><block s="setColor"><color>235,29,0,1</color><comment w="156" collapsed="false">To create color variation use this block at the start to initialize.</comment></block></script></scripts></block-definition><block-definition s="draw daisy" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>24</l><script><custom-block s="draw circle"><comment w="139.6" collapsed="true">look inside this too</comment></custom-block><block s="turnLeft"><l>15</l><comment w="226.80000000000004" collapsed="false">24 circles will cover 360 degrees, so each circle must be rotated by 360/24=15 degrees</comment></block></script></block></script></block-definition><block-definition s="draw %&apos;num&apos; daisies" type="command" category="other"><comment x="0" y="0" w="90" collapsed="true">1.OP.4 TIF A</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="clear"></block><block s="setColor"><color>0,15,7,1</color></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>50</l><l>-50</l></block><block s="doRepeat"><block var="num"/><script><custom-block s="draw daisy"></custom-block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="num"/></block></block><block s="forward"><l>113</l><comment w="267.3333333333333" collapsed="false">113 steps is approximately the diameter of the circles&#xD;drawn by DRAW CIRCLE, determined empirically&#xD;(draw circle, turn left 90 degrees, move forward and back.&#xD;100 is too small, 110 is too small, 111 is too small...)&#xD;&#xD;If your students know enough math to compute&#xD;the curvature of the circle from the code, they can get&#xD;an exact value for the diameter.</comment></block></script></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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