<snapdata remixID="11503084"><project name="U1-Optional-Daisy BAXTER" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1-Optional-Daisy BAXTER"><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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</pentrails><costumes><list 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