<snapdata remixID="13939884"><project name="Lab 10 Bredeson" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 10 Bredeson"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="snap %&apos;Number&apos; to range %&apos;#2&apos; %&apos;#3&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="#2"/><block var="Number"/></list></block><block s="reportVariadicLessThan"><list><block var="Number"/><block var="#3"/></list></block></list></block><script><block s="doReport"><block var="Number"/></block></script><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="Number"/><block var="#2"/></list></block><block s="reportVariadicLessThan"><list><block var="Number"/><block var="#3"/></list></block></list></block><script><block s="doReport"><block var="#2"/></block></script><list></list></block></script></block><block s="doReport"><block var="#3"/></block></script></block-definition><block-definition s="Distance to %&apos;x1&apos; %&apos;x2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportPower"><block s="reportDifference"><block s="xPosition"></block><block var="x1"/></block><l>2</l></block><block s="reportPower"><block s="reportDifference"><block s="yPosition"></block><block var="x2"/></block><l>2</l></block></list></block><comment w="90" collapsed="true">The distance formula but in code version</comment></block></block></script></block-definition><block-definition s="is %&apos;1&apos; between %&apos;2&apos; %&apos;3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="2"/><block var="1"/></list></block><block s="reportVariadicGreaterThan"><list><block var="1"/><block var="3"/></list></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="3"/><block var="1"/></list></block><block s="reportVariadicGreaterThan"><list><block var="1"/><block var="2"/></list></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="1"/><block var="2"/></list></block><block s="reportVariadicEquals"><list><block var="1"/><block var="3"/></list></block></list></block></list></block></list><comment w="90" collapsed="true">Use a bunch of ands and ors to make sure the first number is in between the other 2 numbers</comment></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="go randomly outside square %&apos;number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doGotoObject"><l><option>random position</option></l><comment w="90" collapsed="true">Goes to a random place</comment></block><block s="doUntil"><block s="reportNot"><block s="reportVariadicAnd"><list><custom-block s="is %n between %n %n"><block s="xPosition"></block><block s="reportVariadicProduct"><list><l>-1</l><block var="number"/></list></block><block var="number"/></custom-block><custom-block s="is %n between %n %n"><block s="yPosition"></block><block s="reportVariadicProduct"><list><l>-1</l><block var="number"/></list></block><block var="number"/></custom-block></list><comment w="90" collapsed="true">So it figures out if it is between -50 and 50 for the x postition or y postition, then it will go to a different place</comment></block></block><script><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></block-definition><block-definition s="go to square %&apos;number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="gotoXY"><custom-block s="snap %n to range %n %n"><block s="xPosition"></block><block s="reportVariadicProduct"><list><l>-1</l><block var="number"/></list></block><block var="number"/></custom-block><custom-block s="snap %n to range %n %n"><block s="yPosition"></block><block s="reportVariadicProduct"><list><l>-1</l><block var="number"/></list></block><block var="number"/></custom-block><comment w="90" collapsed="true">Goes to the nearest possible side/corner of the square</comment></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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="215"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="216"><item><ref mediaID="Stage_cst_XY Grid"></ref></item></list></costumes><sounds><list struct="atomic" id="217"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="5"><sprite name="Sprite" idx="1" x="-16" y="60" heading="170" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,26,68,1" pen="tip" id="222"><costumes><list struct="atomic" id="223"></list></costumes><sounds><list struct="atomic" id="224"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43.819209039547964" y="50.949152542372836"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color><comment w="90" collapsed="true">So there is a specific color</comment></block><block s="doRepeat"><l>100</l><script><block s="up"></block><block s="show"></block><custom-block s="go randomly outside square %n"><l>50</l><comment w="90" collapsed="true">Comments inside the code </comment></custom-block><block s="doFaceTowards"><l><option>center</option></l><comment w="90" collapsed="true">Just points to the center</comment></block><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><custom-block s="Distance to %n %n"><l>50</l><l>50</l></custom-block><l>150</l></list><comment w="90" collapsed="true">If the distance from the square is greater than 150, then it will stamp</comment></block><script><block s="doStamp"></block></script><list></list></block><custom-block s="go to square %n"><l>50</l><comment w="90" collapsed="true">Comments inside block</comment></custom-block><block s="up"><comment w="90" collapsed="true">So it doesn&apos;t Keep drawing</comment></block><block s="hide"></block></script><comment w="90" collapsed="true">It goes to random places 100 times</comment></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-50" y="50" heading="139" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,21,184,1" pen="tip" id="262"><costumes><list struct="atomic" id="263"></list></costumes><sounds><list struct="atomic" id="264"></list></sounds><blocks></blocks><variables></variables><scripts><script x="101.44632768361576" y="178.06779661016947"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>0,21,184,1</color><comment w="90" collapsed="true">So there is a specific color</comment></block><block s="doRepeat"><l>100</l><script><block s="up"></block><block s="show"></block><custom-block s="go randomly outside square %n"><l>50</l><comment w="90" collapsed="true">Comments inside the code </comment></custom-block><block s="doFaceTowards"><l><option>center</option></l><comment w="90" collapsed="true">Just points to the center</comment></block><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><custom-block s="Distance to %n %n"><l>50</l><l>50</l></custom-block><l>150</l></list><comment w="90" collapsed="true">If the distance from the square is greater than 150, then it will stamp</comment></block><script><block s="doStamp"></block></script><list></list></block><custom-block s="go to square %n"><l>50</l><comment w="90" collapsed="true">Comments inside block</comment></custom-block><block s="up"><comment w="90" collapsed="true">So it doesn&apos;t Keep drawing</comment></block><block s="hide"></block></script><comment w="90" collapsed="true">It goes to random places 100 times</comment></block></script></scripts></sprite><sprite name="Sprite(2)(2)" idx="3" x="50" y="-50" heading="302" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="8,149,0,1" pen="tip" id="302"><costumes><list struct="atomic" id="303"></list></costumes><sounds><list struct="atomic" id="304"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59.9209039548022" y="166.20338983050843"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>8,149,0,1</color><comment w="90" collapsed="true">So there is a specific color</comment></block><block s="doRepeat"><l>100</l><script><block s="up"></block><block s="show"></block><custom-block s="go randomly outside square %n"><l>50</l><comment w="90" collapsed="true">Comments inside the code </comment></custom-block><block s="doFaceTowards"><l><option>center</option></l><comment w="90" collapsed="true">Just points to the center</comment></block><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><custom-block s="Distance to %n %n"><l>50</l><l>50</l></custom-block><l>150</l></list><comment w="90" collapsed="true">If the distance from the square is greater than 150, then it will stamp</comment></block><script><block s="doStamp"></block></script><list></list></block><custom-block s="go to square %n"><l>50</l><comment w="90" collapsed="true">Comments inside block</comment></custom-block><block s="up"><comment w="90" collapsed="true">So it doesn&apos;t Keep drawing</comment></block><block s="hide"></block></script><comment w="90" collapsed="true">It goes to random places 100 times</comment></block></script></scripts></sprite><sprite name="Sprite(2)(2)(2)" idx="4" x="50" y="-23" heading="277" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="115,0,119,1" pen="tip" id="342"><costumes><list struct="atomic" id="343"></list></costumes><sounds><list struct="atomic" id="344"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91.27683615819203" y="153.49152542372877"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>115,0,119,1</color><comment w="90" collapsed="true">So there is a specific color</comment></block><block s="doRepeat"><l>100</l><script><block s="up"></block><block s="show"></block><custom-block s="go randomly outside square %n"><l>50</l><comment w="90" collapsed="true">Comments inside the code </comment></custom-block><block s="doFaceTowards"><l><option>center</option></l><comment w="90" collapsed="true">Just points to the center</comment></block><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><custom-block s="Distance to %n %n"><l>50</l><l>50</l></custom-block><l>150</l></list><comment w="90" collapsed="true">If the distance from the square is greater than 150, then it will stamp</comment></block><script><block s="doStamp"></block></script><list></list></block><custom-block s="go to square %n"><l>50</l><comment w="90" collapsed="true">Comments inside block</comment></custom-block><block s="up"><comment w="90" collapsed="true">So it doesn&apos;t Keep drawing</comment></block><block s="hide"></block></script><comment w="90" collapsed="true">It goes to random places 100 times</comment></block></script></scripts></sprite><sprite name="Sprite(2)(2)(2)(2)" idx="5" x="-44" y="50" heading="152" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="171,110,0,1" pen="tip" id="382"><costumes><list struct="atomic" id="383"></list></costumes><sounds><list struct="atomic" id="384"></list></sounds><blocks></blocks><variables></variables><scripts><script x="58.22598870056491" y="131.35593220338984"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>171,110,0,1</color><comment w="90" collapsed="true">So there is a specific color</comment></block><block s="doRepeat"><l>100</l><script><block s="up"></block><block s="show"></block><custom-block s="go randomly outside square %n"><l>50</l><comment w="90" collapsed="true">Comments inside the code </comment></custom-block><block s="doFaceTowards"><l><option>center</option></l><comment w="90" collapsed="true">Just points to the center</comment></block><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><custom-block s="Distance to %n %n"><l>50</l><l>50</l></custom-block><l>150</l></list><comment w="90" collapsed="true">If the distance from the square is greater than 150, then it will stamp</comment></block><script><block s="doStamp"></block></script><list></list></block><custom-block s="go to square %n"><l>50</l><comment w="90" collapsed="true">Comments inside block</comment></custom-block><block s="up"><comment w="90" collapsed="true">So it doesn&apos;t Keep drawing</comment></block><block s="hide"></block></script><comment w="90" collapsed="true">It goes to random places 100 times</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 10 Bredeson" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_XY Grid"/></media></snapdata>