<snapdata remixID="10073367"><project name="LiuGuanZhuo_Odd3_AppProject" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="costume3" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite(2)" idx="1" x="0" y="75" heading="90" scale="1.1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="cooltext374289998848291" center-x="189" center-y="44.5" 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" 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" id="144"/></item></list></costumes><sounds><list struct="atomic" id="145"></list></sounds><blocks></blocks><variables></variables><scripts><script x="49" y="76"><block s="receiveGo"></block><block s="hide"></block><block s="clearEffects"></block><block s="setScale"><l>85</l></block><block s="doWait"><l>.5</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doRepeat"><l>20</l><script><block s="doWait"><l>.01</l></block><block s="changeEffect"><l><option>ghost</option></l><l>-5</l></block></script></block></script><script x="266" y="74.00000000000003"><block s="receiveMessage"><l>gamestart</l></block><block s="hide"></block></script><script x="481" y="79.00000000000003"><block s="receiveMessage"><l>gameover</l></block><block s="clearEffects"></block><block s="show"></block></script><script x="695" y="79"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSayFor"><l>Anyone Can Go First</l><l>2</l></block><block s="doSayFor"><l>Click is red and scroll up is yellow</l><l>2</l></block><block s="doSayFor"><l>First to connect 3 pieces win</l><l>2</l></block><block s="doSayFor"><l>If you tie then restart the program</l><l>2</l></block></script></scripts></sprite><watcher var="X&apos;s turn?" style="normal" x="1.0275091287555824" y="1.027509128754403" color="243,118,29" hidden="true"/><watcher scope="Square" var="position" style="normal" x="5.037195269267158" y="5.037195269266775" color="243,118,29" hidden="true"/><watcher var="Y&apos;s turn?" style="normal" x="7.0770833333333485" y="7.077083333333313" color="243,118,29" hidden="true"/><watcher var="Connect3" style="normal" x="17.77500000000009" y="201.45000000000002" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Connect3grid" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="bubble"><l></l></block><block s="clear"></block><block s="doSwitchToCostume"><l>Empty</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-80</l><l>60</l></block><block s="doSetVar"><l>position</l><l>1</l></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="doChangeVar"><l>position</l><l>1</l></block><block s="forward"><l>50</l></block></script></block><block s="forward"><l>-150</l></block><block s="changeYPosition"><l>-50</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Connect three wins combo" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>2</l><l>3</l><l>1</l></list></block><block s="reportNewList"><list><l>5</l><l>4</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>9</l><l>8</l></list></block><block s="reportNewList"><list><l>4</l><l>1</l><l>7</l></list></block><block s="reportNewList"><list><l>5</l><l>8</l><l>2</l></list></block><block s="reportNewList"><list><l>6</l><l>9</l><l>3</l></list></block><block s="reportNewList"><list><l>5</l><l>9</l><l>1</l></list></block><block s="reportNewList"><list><l>5</l><l>7</l><l>3</l></list></block></list><comment w="90" collapsed="true">Guan ZHuo Liu</comment></block></block></script></block-definition><block-definition s="winl %&apos;winl&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="Connect3"/></block></autolambda><list></list></block><block var="winl"/></block></block></script></block-definition><block-definition s="C3winstats" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="winl %s"><l></l></custom-block></autolambda><list></list></block><custom-block s="Connect three wins combo"></custom-block></block><comment w="90" collapsed="true">Guan Zhuo Liu</comment></block></script></block-definition><block-definition s="Which Color Connected 3 %&apos;c3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportGreaterThan"><block s="reportListLength"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><l></l><block s="reportNewList"><list><block var="c3"/><block var="c3"/><block var="c3"/></list></block></block></autolambda><list></list></block><custom-block s="C3winstats"></custom-block></block></block><l>0</l><comment w="90" collapsed="true">Guan Zhuo Liu</comment></block></block></script></block-definition><block-definition s="Win or Lose" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><custom-block s="Which Color Connected 3 %s"><l>Red</l></custom-block><script><block s="write"><l>Red Wins!</l><l>40</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doIf"><custom-block s="Which Color Connected 3 %s"><l>Yellow</l></custom-block><script><block s="write"><l>Yellow Wins!</l><l>40</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="X&apos;s turn?"><bool>false</bool></variable><variable name="Y&apos;s turn?"><bool>false</bool></variable><variable name="Connect3"><list struct="atomic" id="378">Red,NA,NA,NA,Red,NA,NA,NA,Red</list></variable></variables></project><media name="LiuGuanZhuo_Odd3_AppProject" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>