<snapdata remixID="9213472"><project name="Kaliedoscope- Stout P-2 " app="Snap! 5.4, http://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" 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="-515" y="-238" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="reportMouseY"></block></block></script></block></script><script x="31.10837438423644" y="156.73891625615772"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="185.7881773399015" y="158.21674876847294"><block s="receiveKey"><l><option>d</option></l></block><block s="down"></block></script><script x="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-495" y="-238" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="162.28200000000004,0,188.7,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="87" y="68"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="gotoXY"><block s="reportSum"><block s="reportMouseX"></block><l>20</l></block><block s="reportMouseY"></block></block></script></block></script><script x="60" y="203"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="280" y="183"><block s="receiveKey"><l><option>d</option></l></block><block s="down"></block></script><script x="173" y="276"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-515" y="-158" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="196.35,47.123999999999995,0,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="74" y="53"><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>80</l></block></block></script></block></script><script x="77" y="198"><block s="receiveKey"><l><option>d</option></l></block><block s="down"></block></script><script x="314" y="213"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="153" y="296"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-435" y="-238" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="26.418000000000024,188.7,0,1" pen="tip" id="89"><costumes><list struct="atomic" id="90"></list></costumes><sounds><list struct="atomic" id="91"></list></sounds><blocks></blocks><variables></variables><scripts><script x="149" y="76"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="gotoXY"><block s="reportSum"><block s="reportMouseX"></block><l>80</l></block><block s="reportMouseY"></block></block></script></block></script><script x="94" y="214"><block s="receiveKey"><l><option>u</option></l></block><block s="up"></block></script><script x="283" y="208"><block s="receiveKey"><l><option>d</option></l></block><block s="down"></block></script><script x="256" y="319"><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="Kaliedoscope- Stout P-2 " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>