<snapdata remixID="12267935"><project name="Maximilian Berrios Kaleidoscope Starter" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Maximilian Berrios Kaleidoscope Starter"><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(2)" idx="1" x="1" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="78,255,46,1" 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="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="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="30.788177339901495" y="296.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="setColor"><color>78,255,46,1</color></block><block s="down"></block></script></scripts></sprite><sprite name="Sprite(2)(3)(2)" idx="3" x="1" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,18,199,1" pen="tip" id="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="30.788177339901495" y="296.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="setColor"><color>0,18,199,1</color></block><block s="down"></block></script></scripts></sprite><sprite name="Sprite(2)(3)(2)(2)" idx="4" x="-1" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="244,255,66,1" pen="tip" id="97"><costumes><list struct="atomic" id="98"></list></costumes><sounds><list struct="atomic" id="99"></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="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="30.788177339901495" y="296.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="setColor"><color>244,255,66,1</color></block><block s="down"></block></script></scripts></sprite><sprite name="Sprite(2)(3)" idx="2" x="-1" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="142"><costumes><list struct="atomic" id="143"></list></costumes><sounds><list struct="atomic" id="144"></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="27.167487684729053" y="226.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="30.788177339901495" y="296.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Maximilian Berrios Kaleidoscope Starter" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>