<snapdata remixID="14279667"><project name="U2L3-Dots" app="Snap! 10.5.1, 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="-161" y="-149" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="230,168,34,1" 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="21.07017499107144" y="280.45238295238096"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><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></block></script><script x="10" y="22.714285714285737"><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="reportVariadicSum"><list><block s="yPosition"></block><l>-100</l></list></block></list><comment w="90" collapsed="false">Example C</comment></block><script><block s="setColor"><color>143,86,227,1</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="618.6416015625" y="63.21428571428572"><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>100</l></list><comment w="90" collapsed="false">Example A</comment></block></list></block></block></script><script x="632.6416015625" y="108.21428571428572"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>100</l></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>100</l></list><comment w="90" collapsed="false">Example B</comment></block></list></block></script><script x="647.6416015625" y="19.214285714285722"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></script></scripts></sprite><sprite name="apple" idx="2" x="0.5000000000002274" y="-0.4999999999999716" 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="119"><costumes><list id="120"><item><ref mediaID="apple_cst_apple"></ref></item></list></costumes><sounds><list struct="atomic" id="121"></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! 10.5.1, 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="apple_cst_apple"/></media></snapdata>