<snapdata remixID="11509749"><project name="Kaleidoscope Expected" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Kaleidoscope Expected"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" id="5"><pentrails>data:image/png;base64,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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="4"><sprite name="Sprite" idx="1" x="-901" y="-430" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="901" y="-430" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="45"><costumes><list struct="atomic" id="46"></list></costumes><sounds><list struct="atomic" id="47"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doForever"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportMouseX"></block><l>-1</l></list></block><block s="reportMouseY"></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="534" y="114.66666666666669"><block s="setColor"><color>145,26,68,1</color></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="901" y="430" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,61,202,1" pen="tip" id="85"><costumes><list struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doForever"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportMouseX"></block><l>-1</l></list></block><block s="reportVariadicProduct"><list><block s="reportMouseY"></block><l>-1</l></list></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="442" y="124.66666666666669"><block s="setColor"><color>0,61,202,1</color></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-1392" y="-56" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25,248,0,1" pen="tip" id="130"><costumes><list struct="atomic" id="131"></list></costumes><sounds><list struct="atomic" id="132"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.07881773399015" y="38.51231527093597"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseY"></block></list></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="466" y="145.66666666666669"><block s="setColor"><color>25,248,0,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Kaleidoscope Expected" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>