<snapdata remixID="10954875"><project name="U2L4-Math Library" 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="-75" y="-55" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219,110,0,1" 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="110" y="30"><block s="up"></block><block s="clear"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><l/><script><block s="setColor"><color>219,110,0,1</color></block></script><script><block s="setColor"><color>156,0,212,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="720" y="34.3333333333334"><block s="reportModulus"><l>1</l><l>2</l></block></script><script x="718" y="73.33333333333337"><block s="reportModulus"><l>2</l><l>2</l></block></script><script x="719" y="115.33333333333337"><block s="reportModulus"><l>3</l><l>2</l></block></script><script x="282.6416015625" y="77.50000000000003"><block s="reportModulus"><block s="reportRound"><block s="reportQuotient"><block s="xPosition"></block><l>30</l></block></block><l>3</l></block></script><script x="273.6416015625" y="125.50000000000003"><block s="reportModulus"><block s="reportRound"><block s="reportQuotient"><block s="xPosition"></block><block s="yPosition"></block></block></block><l>3</l></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="U2L4-Math Library" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>