<snapdata remixID="8616111"><project name="Kaleidoscope Starter" app="Snap! 5.1, 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" 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="-438" y="-378" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="224,217,0,1" 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><script x="25" y="387"><block s="setColor"><color>224,217,0,1</color></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Kaleidoscope Starter" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>