<snapdata remixID="14463177"><project name="U1L3" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="U1L3_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-56.566147532565765" y="99.8010753606722" heading="322" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="92.99999999999999,2.999999999999983,183,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="140" y="108.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>3,123,183,1</color></block><block s="doRepeat"><l>30</l><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-100</l><l>100</l></block></block><block s="setHeading"><block s="reportRandom"><l>-360</l><l>360</l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportRandom"><l>10</l><l>20</l></block></block><block s="forward"><block s="reportRandom"><l>10</l><l>150</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="U1L3_Stage_cst_Untitled"/></media></snapdata>