<snapdata remixID="11359168"><project name="U2L3-Dots" app="Snap! 7, https://snap.berkeley.edu" 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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="write"><l>.</l><l>40</l></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="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="2" x="-101.99609375" y="-82" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,149,82,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><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="xPosition"></block><block s="yPosition"></block></block><script><block s="setColor"><color>172,0,171,1</color></block></script><script><block s="setColor"><color>255,149,82,1</color></block></script><comment w="90" collapsed="false">This code creates an image by limiting where each color dot is placed. We used an if-else statement so a purple dot is placed if x is greater than y and then a orange dot if the condition isnt true,</comment></block><custom-block s="make a point"></custom-block></script></block></script><script x="10" y="240.66666666666674"><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="reportLessThan"><block s="xPosition"></block><l>100</l></block><block s="reportLessThan"><l>90</l><block s="yPosition"></block></block></block><script><block s="setColor"><color>172,0,171,1</color></block></script><script><block s="setColor"><color>255,149,82,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="453.000000000001" y="38.66666666666691"><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="reportNot"><block s="reportAnd"><block s="reportLessThan"><l>100</l><block s="xPosition"></block></block><block s="reportLessThan"><block s="yPosition"></block><l>90</l></block></block></block><script><block s="setColor"><color>172,0,171,1</color></block></script><script><block s="setColor"><color>255,149,82,1</color></block></script><comment w="152" collapsed="false">This code creates an image by limiting where each color dot is placed. We used an if-else statement so a purple dot is placed if x is greater than 100 and y is less tha 90 and an orange dot is placed if the condition isnt true. I used a not operation so the colors can be inverted so the small box in the corner can be purple.</comment></block><custom-block s="make a point"></custom-block></script></block></script><script x="539.0000000000002" y="295.66666666666674"><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="reportNot"><block s="reportLessThan"><block s="reportVariadicSum"><list><l>-100</l><block s="yPosition"></block></list></block><block s="xPosition"></block></block></block><script><block s="setColor"><color>172,0,171,1</color></block></script><script><block s="setColor"><color>255,149,82,1</color></block></script><comment w="90" collapsed="false">Uses not operator so the color switches. If the -100 + the y value is less then the x value, then the purple dot is placed there. If not, than an orange dot is placed.</comment></block><custom-block s="make a point"></custom-block></script></block></script><comment x="384.12890625000034" y="300.16666666666674" w="123" collapsed="false">Another image is made where we use an and operator. When both conditions are true, (x is less than 100 and y is greater than 90) the pen color changes to pruple. 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