<snapdata remixID="12002067"><project name="Most Baset - U2L12-Boolean Experiment (starter)" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Most Baset - U2L12-Boolean Experiment (starter)"><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><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="13"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-137" y="63" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="230,168,34,1" pen="middle" id="20"><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><blocks></blocks><variables></variables><scripts><script x="38.60714285714289" y="59"><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="reportAnd"><block s="reportGreaterThan"><block s="xPosition"></block><l>100</l></block><block s="reportLessThan"><block s="yPosition"></block><l>100</l></block><comment w="90" collapsed="false">A</comment></block><script><block s="setColor"><color>230,168,34,1</color></block></script><script><block s="setColor"><color>143,86,227,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="40" y="284.8928571428571"><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="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l></block><block s="reportLessThan"><block s="xPosition"></block><l>100</l></block><comment w="90" collapsed="false">B</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="37.178571428571445" y="516.5357142857142"><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="reportGreaterThan"><block s="yPosition"></block><block s="reportVariadicSum"><list><block s="xPosition"></block><l>100</l></list></block><comment w="90" collapsed="false">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="272.60588727678567" y="36"><block s="reportAnd"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block><l>100</l></block></block></script></scripts></sprite><sprite name="apple" idx="2" x="2.5" y="-3.0581395348836224" 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="125"><costumes><list id="126"><item><ref mediaID="apple_cst_apple"></ref></item></list></costumes><sounds><list struct="atomic" id="127"></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="Most Baset - U2L12-Boolean Experiment (starter)" app="Snap! 7, 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>