<snapdata remixID="14685349"><project name="U2L3-Dots" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-Dots"><notes></notes><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><primitives></primitives><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" id="14"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-104.00000000000045" y="-52" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,26,68,1" pen="middle" id="21"><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><blocks></blocks><variables></variables><scripts><script x="55.3583984375" y="30"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><block s="yPosition"></block></list><comment w="80" collapsed="false">starting expressions</comment></block><script><block s="setColor"><color>145,26,68,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="26" y="237.5"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block><l>100</l></list></block></list><comment w="103" collapsed="false">starting expressions</comment></block></script><script x="17" y="290.5"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>100</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>90</l></list></block></list></block><comment w="90" collapsed="false">boolean expression for picture a </comment></block></script><script x="10" y="342.5"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>100</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>90</l></list></block></list><comment w="90" collapsed="false">boolean expression for picture b</comment></block></script><script x="10" y="376.5"><block s="reportVariadicLessThan"><list><block s="reportDifference"><block s="xPosition"></block><block s="yPosition"></block></block><l>-100</l></list><comment w="90" collapsed="false">boolean expression for picture c</comment></block></script></scripts></sprite><sprite name="apple" idx="2" x="0.49999999999772626" y="-0.49999999999994316" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="16.524000000000015,0,206.55,1" pen="tip" id="117"><costumes><list id="118"><item><ref mediaID="U2L3-Dots_apple_cst_apple"></ref></item></list></costumes><sounds><list struct="atomic" id="119"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10.714285714285722" y="53.14285714285714"><block s="receiveKey"><l><option>s</option></l><list></list></block><block s="show"></block></script><script x="10" y="145.28571428571428"><block s="receiveKey"><l><option>h</option></l><list></list></block><block s="hide"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Dots" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="apple" center-x="31" center-y="31.5" image="data:image/svg+xml;base64,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" mediaID="U2L3-Dots_apple_cst_apple"/></media></snapdata>