<snapdata remixID="12866494"><project name="U2L3-Dots" app="Snap! 9.0, https://snap.berkeley.edu" 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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><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" 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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="101" y="154" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="143,86,227,1" 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="29.91048907142863" y="31"><block s="receiveGo"></block><block s="clear"><comment w="90" collapsed="true">clears everthing before starting a new drawing</comment></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><comment w="90" collapsed="true">once on of the green operators are added in here it will draw </comment></block><custom-block s="make a point"></custom-block></script><comment w="90" collapsed="true">this is my forever loop</comment></block></script><script x="32" y="710.3333333333334"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></script><script x="18.980664062500068" y="656.7380972380952"><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="420.55209063392863" y="261.5"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><block s="reportDifference"><block s="xPosition"></block><l>-100</l></block></list><comment w="90" collapsed="false">This is the image where the yellow is more than the purple with the slash in the middle of them</comment></block></script><script x="325.55209063392863" y="381.5"><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>90</l></list></block></list><comment w="90" collapsed="false">This is the image where there is a tittle purple rectangle at the top left corner </comment></block></script><script x="334.55209063392863" y="489.5"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>100</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>80</l></list></block></list><comment w="90" collapsed="false">this is the image where the bottom right corner ther is a yellow thin 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