<snapdata remixID="10911933"><project name="U2L3-Dots-Elijah-De-Los-Santos" app="Snap! 6, https://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="false" hyperops="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="39.333333333333336" y="143.33333333333334" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,198,229,1" 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="59" y="45"><block s="receiveGo"><comment w="90" collapsed="false">Insert any of the 2 predicates below</comment></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="xPosition"></block><l>25</l></block><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block><comment w="90" collapsed="false">Makes rectangle in top left corner </comment></block><script><block s="setColor"><color>194,49,0,1</color></block></script><script><block s="setColor"><color>0,198,229,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="36" y="388"><block s="reportAnd"><block s="reportLessThan"><block s="yPosition"></block><l>75</l></block><block s="reportGreaterThan"><block s="xPosition"></block><l>75</l></block><comment w="90" collapsed="false">Makes rectangle in bottom right corner</comment></block></script><script x="110" y="259.33333333333326"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Dots-Elijah-De-Los-Santos" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>