<snapdata remixID="9497583"><project name="Dot Project - c" app="Snap! 6, https://snap.berkeley.edu" 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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" 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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="-221" y="129" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="143,86,227,1" pen="middle" 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="33" y="17"><block s="receiveGo"></block><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="reportLessThan"><block s="reportSum"><block s="xPosition"></block><l>80</l></block><block s="reportDifference"><block s="yPosition"></block><l>10</l></block></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><comment x="110" y="57.66666666666666" w="357" collapsed="false">When the flag is clicked, the pen will draw and the screen with become clear. </comment><comment x="371" y="111.66666666666666" w="195" collapsed="false">The pen will always go to a random postition. If the x-value + 80 is less that the y-value - 10 it will draw purple. Otherwise it will draw yellow. And whenever this condition is true, it will make a point on the white board. </comment></scripts></sprite><sprite name="apple" idx="2" x="1.0000000000002274" y="-0.9999999999999716" 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="44"><costumes><list id="45"><item><costume name="apple" center-x="31" center-y="31.5" image="data:image/svg+xml;base64,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" id="46"/></item></list></costumes><sounds><list struct="atomic" id="47"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="53.142857142857146"><block s="receiveKey"><l><option>s</option></l></block><block s="show"></block></script><script x="9.285714285714286" y="145.28571428571428"><block s="receiveKey"><l><option>h</option></l></block><block s="hide"></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="Dot Project - c" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>