<snapdata remixID="14139060"><project name="Koutsinski_Ksenia-U4LX-Boolean Experiment " app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Koutsinski_Ksenia-U4LX-Boolean Experiment "><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="101" y="145" 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="30" y="18.00000000000003"><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"><l/><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="14.6416015625" y="233.50000000000006"><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></block></script><script x="20.6416015625" y="388.50000000000006"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><block s="yPosition"></block></list><comment w="90" collapsed="false">C</comment></block></script><script x="18.6416015625" y="336.50000000000006"><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></block></list><comment w="90" collapsed="false">B</comment></block></script><script x="20.6416015625" y="281.50000000000006"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>75</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>100</l></list></block></list><comment w="90" collapsed="false">A</comment></block></script></scripts></sprite><sprite name="apple" idx="2" x="1.0000000000002274" y="-0.9999999999999147" 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="105"><costumes><list id="106"><item><ref mediaID="apple_cst_apple"></ref></item></list></costumes><sounds><list struct="atomic" id="107"></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="Koutsinski_Ksenia-U4LX-Boolean Experiment " app="Snap! 10.3.6, 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>