<snapdata remixID="11688212"><project name="Do Now 2.2" app="Snap! 7, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-240" y="230" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="224,0,21.99999999999997,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="768.9999999999998" y="30.666666666666742"><block s="doForever"><script><block s="forward"><l>2</l></block><block s="bounceOffEdge"></block></script><comment w="90" collapsed="false">forever example</comment></block></script><script x="10" y="40.66666666666674"><block s="receiveKey"><l><option>r</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="14.000000000000114" y="150.66666666666674"><block s="receiveKey"><l><option>a</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>20</l></block><block s="up"></block><block s="forward"><l>-20</l></block><block s="changeYPosition"><l>-5</l></block></script><comment w="90" collapsed="false">repeat example</comment></block></script><script x="250.0000000000001" y="44.5"><block s="receiveKey"><l><option>b</option></l><list></list></block><block s="setHeading"><l>90</l></block></script><script x="14" y="397.33333333333326"><block s="receiveKey"><l><option>c</option></l><list></list><comment w="90" collapsed="false">Put the remaining pieces together to get 5 triangles to stack on top of each other!</comment></block><block s="setHeading"><l>180</l></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>30</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="forward"><l>30</l></block></script></block></script><script x="230.0000000000001" y="332.66666666666674"><block s="up"></block></script><script x="335" y="328.6666666666665"><block s="turn"><l>90</l></block></script><script x="225.0000000000001" y="156.66666666666674"><block s="forward"><l>20</l></block></script><script x="503" y="14"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>224,0,22,1</color></block><block s="gotoXY"><l>-240</l><l>-170</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>20</l><script><block s="doRepeat"><l>16</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></block><block s="forward"><l>30</l></block></script></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>15</l></block><block s="doRepeat"><l>16</l><script><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="doRepeat"><l>4</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>30</l></block></script></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>15</l></block></script></block></script><script x="315" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block></script><script x="92.00000000000011" y="288.49999999999955"><block s="turn"><l>-90</l></block></script><script x="79.00000000000011" y="460.5"><block s="turn"><l>-90</l></block></script><script x="242.0000000000001" y="243.6666666666663"><block s="doRepeat"><l>10</l><script></script></block><block s="turn"><l>90</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Do Now 2.2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>