<snapdata remixID="9251555"><project name="M6_Project_Mastermind" app="Snap! 5.4, http://snap.berkeley.edu" 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" id="397"/></item></list></costumes><sounds><list struct="atomic" id="398"></list></sounds><blocks></blocks><variables></variables><scripts><script x="29.41176470588235" y="9.803921568627452"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="reset vars"></custom-block></script><script x="29.41176470588235" y="78.3725490196079"><block s="receiveGo"></block><block s="goToLayer"><l><option>front</option></l></block><custom-block s="reset player colors"></custom-block><block s="doSayFor"><l>Hello! Get ready for a good game of Mastermind!</l><l>2.5</l></block><block s="doAsk"><l>Player 1, what is your name?</l></block><block s="doSetVar"><l>Player 1</l><block s="getLastAnswer"></block></block><custom-block s="greet player 1"></custom-block><block s="doAddToList"><block s="getLastAnswer"></block><block var="list_Names"/></block><block s="doAsk"><l>Player 2, what is your name?</l></block><block s="doSetVar"><l>Player 2</l><block s="getLastAnswer"></block></block><custom-block s="greet player 2"></custom-block><block s="doAddToList"><block s="getLastAnswer"></block><block var="list_Names"/></block><block s="bubble"><block s="reportJoinWords"><list><block var="Player 1"/></list></block></block><block s="bubble"><block s="reportJoinWords"><list><block var="Player 1"/><l>, what is your color combination (choose 4)? Remember to choose r, o, y, g, b, v only!</l></list></block></block><custom-block s="Player 1 Correct Colors"></custom-block><block s="doSayFor"><l>Color 1 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><custom-block s="Player 1 Correct Colors"></custom-block><block s="doSayFor"><l>Color 2 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><custom-block s="Player 1 Correct Colors"></custom-block><block s="doSayFor"><l>Color 3 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><custom-block s="Player 1 Correct Colors"></custom-block><block s="doSayFor"><l>Color 4 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="bubble"><block s="reportJoinWords"><list><block var="Player 2"/><l>, what is your color combination (choose 4)? Remember to choose r, o, y, g, b, v only!</l></list></block></block><custom-block s="Player 2 Correct Colors"></custom-block><block s="doSayFor"><l>Color 1 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><custom-block s="Player 2 Correct Colors"></custom-block><block s="doSayFor"><l>Color 2 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><custom-block s="Player 2 Correct Colors"></custom-block><block s="doSayFor"><l>Color 3 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><custom-block s="Player 2 Correct Colors"></custom-block><block s="doSayFor"><l>Color 4 inputted</l><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="doSayFor"><l>Let us begin the game! You each will have 5 guesses!</l><l>2.5</l></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="i"/><l>2</l></block><l>1</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><block var="Player 1"/><l>, what is your guess?</l></list></block></block><block s="doSetVar"><l>Player 1 guess</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>player 1 call</l></block><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="doIf"><block s="reportEquals"><block s="reportLetter"><block var="i"/><block var="colors_Player 2"/></block><block s="reportLetter"><block var="i"/><block var="Player 1 guess"/></block></block><script><block s="doSetVar"><l>Player 1 Correct Position</l><block s="reportSum"><block var="Player 1 Correct Position"/><l>1</l></block></block></script></block></script></block><block s="doAsk"><block s="reportJoinWords"><list><block var="Player 2"/><l>, how many colors are in the incorrect position?</l></list></block></block><block s="doSetVar"><l>Player 1 Incorrect Position</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>player 1 correct position</l></block><block s="doBroadcast"><l>player 1 incorrect position</l></block><block s="doIf"><block s="reportEquals"><block var="Player 1 Correct Position"/><l>4</l></block><script><block s="bubble"><block s="reportJoinWords"><list><block var="Player 1"/><l> wins!</l><block var="Player 1"/><l>&apos;s combination was: </l><block var="colors_Player 1"/></list></block></block><block s="doWait"><l>1</l></block><block s="doSetVar"><l>colors_Player 1</l><l></l></block><block s="doSetVar"><l>colors_Player 2</l><l></l></block><block s="doSetVar"><l>Player 1 Correct Position</l><l>0</l></block><block s="doSetVar"><l>Player 2 correct position</l><l>0</l></block><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doAsk"><block s="reportJoinWords"><list><block var="Player 2"/><l>, what is your guess?</l></list></block></block><block s="doSetVar"><l>Player 2 guess</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>player 2 call</l></block><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="doIf"><block s="reportEquals"><block s="reportLetter"><block var="i"/><block var="Player 2 guess"/></block><block s="reportLetter"><block var="i"/><block var="colors_Player 1"/></block></block><script><block s="doSetVar"><l>Player 2 correct position</l><block s="reportSum"><block var="Player 2 correct position"/><l>1</l></block></block></script></block></script></block><block s="doAsk"><block s="reportJoinWords"><list><block var="Player 1"/><l>, how many colors are in the incorrect position?</l></list></block></block><block s="doSetVar"><l>Player 2 Incorrect Position</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>player 2 correct position</l></block><block s="doBroadcast"><l>player 2 incorrect position</l></block><block s="doIf"><block s="reportEquals"><block var="Player 2 correct position"/><l>4</l></block><script><block s="bubble"><block s="reportJoinWords"><list><block var="Player 2"/><l> wins! </l><block var="Player 2"/><l>&apos;s combination was: </l><block var="colors_Player 2"/></list></block></block><block s="doWait"><l>1</l></block><block s="doSetVar"><l>colors_Player 1</l><l></l></block><block s="doSetVar"><l>colors_Player 2</l><l></l></block><block s="doSetVar"><l>Player 1 Correct Position</l><l>0</l></block><block s="doSetVar"><l>Player 2 correct position</l><l>0</l></block><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block></script></block><block s="bubble"><l>It&apos;s a draw!</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initialize color boxes" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>4</l><script><custom-block s="tell %s to %cs"><block s="reportJoinWords"><list><l>ColorBox</l><block var="i"/></list></block><script><block s="hide"></block><block s="gotoXY"><block s="reportDifference"><block s="reportProduct"><l>20</l><l></l></block><l>240</l></block><l>160</l></block><block s="setHeading"><l>180</l></block></script></custom-block></script></custom-block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block 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s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block 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s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" 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1"/><l>v</l></list></block></block></script></block></script><scripts><script x="462.9853545625001" y="127.00000399999999"><block var="colors"/></script><script x="547.9853545625001" y="190.00000399999993"><block var="colors"/></script><script x="384.9853545625001" y="210.00000399999993"><block var="colors"/></script><script x="349.9853545625001" y="276.00000399999993"><block var="colors"/></script><script x="407.9853545625001" y="296.00000399999993"><block var="colors"/></script><script x="428.9853545625001" y="346.00000399999993"><block var="colors"/></script><script x="485.000002" y="142.66666866666668"><block s="doIf"><l/><script></script></block></script><script x="197.000002" y="408.6666686666667"><block s="doIf"><l/><script></script></block></script><script x="96.000002" y="461.6666686666667"><block s="doIf"><l/><script></script></block><block s="doIf"><l/><script></script></block></script><script x="303.9853545625" y="75.00000399999999"><block var="colors_Player 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s="doIf"><block s="reportKeyPressed"><l><option>o</option></l></block><script><block s="doSetVar"><l>colors_Player 2</l><block s="reportJoinWords"><list><block var="colors_Player 2"/><l>o</l></list></block></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>y</option></l></block><script><block s="doSetVar"><l>colors_Player 2</l><block s="reportJoinWords"><list><block var="colors_Player 2"/><l>y</l></list></block></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>g</option></l></block><script><block s="doSetVar"><l>colors_Player 2</l><block s="reportJoinWords"><list><block var="colors_Player 2"/><l>g</l></list></block></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>b</option></l></block><script><block s="doSetVar"><l>colors_Player 2</l><block s="reportJoinWords"><list><block var="colors_Player 2"/><l>b</l></list></block></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>v</option></l></block><script><block s="doSetVar"><l>colors_Player 2</l><block s="reportJoinWords"><list><block var="colors_Player 2"/><l>v</l></list></block></block></script></block></script><scripts><script x="178.98535456250033" y="500.0000039999997"><block var="colors_Player 1"/></script><script x="67.98535456250033" y="468.0000039999996"><block var="colors_Player 1"/></script><script x="173.98535456250033" y="458.00000399999993"><block var="colors_Player 1"/></script><script x="65.98535456250033" y="508.0000039999997"><block var="colors_Player 1"/></script></scripts></block-definition><block-definition s="greet player 1" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block var="list_Names"/><block var="Player 1"/></block><script><block s="doSayFor"><l>Welcome Back!</l><l>2</l></block></script><script><block s="doSayFor"><l>Welcome!</l><l>2</l></block></script></block></script><scripts><script x="233" y="202"><block s="doForEach"><l>item</l><l/><script></script></block></script><script x="300" y="126.99999999999999"><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>this block</option></l></block></script><script x="300.000001" y="81.00000100000017"><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>this block</option></l></block></script><script x="302.000001" y="43.000001"><block s="reportNot"><block s="reportEquals"><block var="item"/><l></l></block></block></script></scripts></block-definition><block-definition s="greet player 2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block var="list_Names"/><block var="Player 2"/></block><script><block s="doSayFor"><l>Welcome Back!</l><l>2</l></block></script><script><block s="doSayFor"><l>Welcome!</l><l>2</l></block></script></block></script><scripts><script x="327.000001" y="109.00000299999999"><block var="Player 1"/></script></scripts></block-definition><block-definition s="reset vars" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>list_Names</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Player 1</l><l></l></block><block s="doSetVar"><l>Player 2</l><l></l></block><block s="doSetVar"><l>colors_Player 1</l><l></l></block><block s="doSetVar"><l>colors_Player 2</l><l></l></block><block s="doSetVar"><l>Player 1 guess</l><l></l></block><block s="doSetVar"><l>Player 2 guess</l><l></l></block><block s="doSetVar"><l>Player 1 Correct Position</l><l>0</l></block><block s="doSetVar"><l>Player 1 Incorrect Position</l><l>0</l></block><block s="doSetVar"><l>Player 2 correct position</l><l>0</l></block><block s="doSetVar"><l>Player 2 Incorrect Position</l><l>0</l></block></script></block-definition><block-definition s="reset player colors" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>colors_Player 1</l><l></l></block><block s="doSetVar"><l>colors_Player 2</l><l></l></block></script></block-definition></blocks><variables><variable name="list_Names"><list struct="atomic" id="1569"></list></variable><variable name="Player 1"><l></l></variable><variable name="Player 2"><l></l></variable><variable name="colors_Player 1"><l></l></variable><variable name="colors_Player 2"><l></l></variable><variable name="Player 1 guess"><l></l></variable><variable name="Player 2 guess"><l></l></variable><variable name="Player 1 Correct Position"><l>0</l></variable><variable name="Player 2 correct position"><l>0</l></variable><variable name="Player 1 Incorrect Position"><l>0</l></variable><variable name="Player 2 Incorrect Position"><l>0</l></variable></variables></project><media name="M6_Project_Mastermind" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>