<snapdata remixID="11027719"><project name="Project-Daisy KEY" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="-7.958078640513122e-12" y="-1.7053025658242404e-12" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,25,0,1" 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>0,25,0,1</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"><comment w="198.66666666666666" collapsed="true">1.OP.4.3 look inside for code.</comment></custom-block></script><script x="281.6666666666667" y="98.88888888888879"><custom-block s="draw circle"><comment w="136.66666666666666" collapsed="true">1.OP.4 TIF B code inside.</comment></custom-block></script><script x="282.3333333333333" y="52.66666666666647"><custom-block s="draw %n daisies"><l>3</l><comment w="136.66666666666666" collapsed="true">1.OP.4 TIF A code inside.</comment></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>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><variables></variables></project><media name="Project-Daisy KEY" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>