<snapdata remixID="11044407"><project name="Project-Daisy HINT" app="Snap! 6, https://snap.berkeley.edu" 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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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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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="0.24742268040421378" y="-0.3711340206203288" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="185,0,110,1" 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="18.666666666666686" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>185,0,110,1</color></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="draw daisy"></custom-block></script><script x="404.33333333333326" y="673.6666666666665"><custom-block s="draw %n daisies"><l>3</l></custom-block></script><script x="288.66666666666674" y="42.88888888888883"><custom-block s="draw circle"></custom-block></script></scripts></sprite></sprites></stage><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="setPenHSVA"><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>255,104,230,1</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><variables></variables></project><media name="Project-Daisy HINT" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>