<snapdata remixID="10540437"><project name="Lab 2.1-Kaleidoscope" 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="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="-432" y="132" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,0,250,1" 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="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportProduct"><block s="reportMouseY"></block><l>-1</l></block></block></script></block></script><script x="326.7881773399015" y="36.21674876847297"><block s="receiveKey"><l><option>d</option></l></block><block s="setColor"><color>245,0,250,1</color></block><block s="down"></block></script><script x="323.1083743842364" y="127.7389162561577"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="321.16748768472905" y="186.19704433497546"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-432" y="-102" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,235,92,1" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportSum"><block s="reportMouseY"></block><l>30</l></block></block></script></block></script><script x="326.7881773399015" y="36.21674876847297"><block s="receiveKey"><l><option>d</option></l></block><block s="setColor"><color>0,235,92,1</color></block><block s="down"></block></script><script x="320.1083743842364" y="131.7389162561577"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="321.16748768472905" y="226.19704433497546"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="432" y="132" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,26,250,1" pen="tip" id="68"><costumes><list struct="atomic" id="69"></list></costumes><sounds><list struct="atomic" id="70"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="gotoXY"><block s="reportProduct"><block s="reportMouseX"></block><l>-1</l></block><block s="reportProduct"><block s="reportMouseY"></block><l>-1</l></block></block></script></block></script><script x="412.7881773399015" y="28.216748768472968"><block s="receiveKey"><l><option>d</option></l></block><block s="setColor"><color>0,26,250,1</color></block><block s="down"></block></script><script x="412.1083743842364" y="135.7389162561577"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="396.16748768472905" y="231.19704433497546"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="432" y="-132" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,247,10,1" pen="tip" id="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="gotoXY"><block s="reportProduct"><block s="reportMouseX"></block><l>-1</l></block><block s="reportMouseY"></block></block></script></block></script><script x="392.7881773399015" y="32.21674876847297"><block s="receiveKey"><l><option>d</option></l></block><block s="setColor"><color>255,247,10,1</color></block><block s="down"></block></script><script x="392.1083743842364" y="129.7389162561577"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="388.16748768472905" y="213.19704433497546"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1-Kaleidoscope" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>