<snapdata remixID="11556376"><project name="U1L0 Zimmerly" 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="U1L0 Zimmerly"><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" 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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="2"><sprite name="Sprite(2)" idx="2" x="-201" y="196" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="253,253,22,1" 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="12.108374384236441" y="50.73891625615772"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="169.7881773399015" y="67.21674876847294"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="44.16748768472905" y="108.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="336" y="39.33333333333334"><block s="receiveGo"><comment w="90" collapsed="true">pen starts up from beginning, sprite starts at 0,0 and forever stays at negative mouse x and mouse y. Sprite color is yellow.</comment></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>253,253,22,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseX"></block></list></block><block s="reportMouseY"></block></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="201" y="-196" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="7,165,255,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><blocks></blocks><variables></variables><scripts><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="314" y="36.33333333333334"><block s="receiveGo"><comment w="90" collapsed="true">pen starts up from beginning, sprite starts at 0,0 and forever stays at mouse x and negative mouse y position. Sprite color is blue.</comment></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>7,165,255,1</color></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></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-201" y="-196" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,252,22,1" pen="tip" id="94"><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><blocks></blocks><variables></variables><scripts><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="299" y="40.33333333333334"><block s="receiveGo"><comment w="90" collapsed="true">pen starts up from beginning, sprite starts at 0,0 and forever stays at negative mouse position. Sprite color is green.</comment></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>0,252,22,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseX"></block></list></block><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMouseY"></block></list></block></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="201" y="196" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,52,29,1" pen="tip" id="140"><costumes><list struct="atomic" id="141"></list></costumes><sounds><list struct="atomic" id="142"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="44.33333333333334"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block></script><script x="181" y="56.33333333333334"><block s="receiveKey"><l><option>u</option></l><list></list></block><block s="up"></block></script><script x="51.16748768472905" y="109.19704433497543"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="382" y="42.666666666666686"><block s="receiveGo"><comment w="90" collapsed="true">pen starts up from beginning, sprite starts at 0,0 and forever stays at mouse position. Sprite color is red.</comment></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,52,29,1</color></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L0 Zimmerly" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>