<snapdata remixID="15016526"><project name="Unit 1-Lesson 2-Exercises" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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</pentrails><costumes><list id="59"><item><ref mediaID="Unit 1-Lesson 2-Exercises_Bühne_cst_Unbenannt"></ref></item></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objekt" idx="1" x="2.039988116126194e-12" y="7.012459149183792e-13" heading="105" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,255,247,1" pen="tip" id="65"><costumes><list struct="atomic" id="66"></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><blocks></blocks><variables></variables><scripts><script x="273.8883463541674" y="100.66666666666654"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="setColor"><color>184,0,55,1</color><comment w="129" collapsed="false">first layer is a circle of 24 squares with size 120. They are repeated twice in 2 different colors with the same hue.</comment></block><block s="setSize"><l>6</l></block><block s="doRepeat"><l>2</l><script><block s="doRepeat"><l>24</l><script><custom-block s="square size %s"><l>120</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>24</l></block></block></script></block><block s="changeSize"><l>-4</l></block><block s="changePenColorDimension"><l><option>saturation</option></l><l>-30</l></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>30</l></block></script></block><block s="setColor"><color>77,0,178,1</color><comment w="129" collapsed="false">second layer is a circle of 12 circles with size 120. They are repeated twice in 2 different colors with the same hue.</comment></block><block s="setSize"><l>14</l></block><block s="doRepeat"><l>2</l><script><block s="doRepeat"><l>12</l><script><custom-block s="circle with radius %s"><l>65</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block><block s="changeSize"><l>-7</l></block><block s="changePenColorDimension"><l><option>saturation</option></l><l>-30</l></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>30</l></block></script></block><block s="setColor"><color>250,0,149,1</color><comment w="129" collapsed="false">third layer is a circle of 6 hexagons with size 120. They are repeated twice in 2 different colors with the same hue.</comment></block><block s="setSize"><l>8</l></block><block s="doRepeat"><l>2</l><script><block s="doRepeat"><l>6</l><script><custom-block s="polygon with sides %n size %n"><l>6</l><l>60</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="changeSize"><l>-4</l></block><block s="changePenColorDimension"><l><option>saturation</option></l><l>-30</l></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>30</l></block></script></block></script><script x="10" y="110.0000000000001"><block s="receiveKey"><l><option>m</option></l><list></list></block><block s="setColor"><color>15,255,247,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>6</l><script><custom-block s="circle with radius %s"><l>80</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="doRepeat"><l>12</l><script><custom-block s="square size %s"><l>120</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block><block s="turn"><l>15</l></block><block s="doRepeat"><l>6</l><script><custom-block s="polygon with sides %n size %n"><l>3</l><l>140</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="599.888346354167" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Unit 1-Lesson 2-Exercises" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Unbenannt" center-x="240" center-y="180" image="data:image/png;base64,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" 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