<snapdata remixID="11761963"><project name="CoinFlipAPPTemplateForStudents" app="Snap! 7, https://snap.berkeley.edu" 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var="words"/></block></block></block></custom-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><scripts><script x="229.000003" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></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 var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block 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" 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="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&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"><block s="reportJoinWords"><block var="list"/></block></block></script></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. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / 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="button %&apos;text&apos;" type="command" category="pen"><comment x="0" y="0" w="176" collapsed="false">Make a new sprite, have it run this block to turn into a button.  This will clear anything drawn on the stage.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Push me!</input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>3,0,0,1</color></block><custom-block s="label %txt of size %n"><block var="text"/><l>30</l></custom-block><block s="doDeclareVariables"><list><l>width</l></list></block><block s="doSetVar"><l>width</l><block s="xPosition"></block></block><block s="gotoXY"><l>0</l><l>10</l></block><block s="setColor"><color>251,255,13,1</color></block><block s="setSize"><l>30</l></block><block s="down"></block><block s="forward"><block var="width"/></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="setColor"><color>3,0,0,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="label %txt of size %n"><block var="text"/><l>30</l></custom-block><custom-block s="make costume named %s from pen trail %s"><block var="text"/><custom-block s="pen trails"></custom-block></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></block-definition><block-definition s="pen trails" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>var cst = new Costume(&#xD;  this.parentThatIsA(StageMorph).trailsCanvas&#xD;);&#xD;cst.shrinkWrap();&#xD;return cst;</l></block><list></list></block></block></script></block-definition><block-definition s="set pen trails to: %&apos;costume&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>cst</l></list><l>var stage = this.parentThatIsA(StageMorph);&#xD;stage.trailsCanvas = cst.contents;&#xD;stage.changed();</l></block><list><block var="costume"/></list></block></script></block-definition><block-definition s="make costume named %&apos;name&apos; from pen trail %&apos;trail&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s">pen trail</input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>name</l><l>trail</l></list><l>trail.name = this.newCostumeName(name, null);&#xD;this.addCostume(trail);&#xD;this.wearCostume(trail);</l></block><list><block var="name"/><block var="trail"/></list></block></script></block-definition><block-definition s="toss_coin" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>5</l><script><block s="doWearNextCostume"></block><block s="doWait"><block s="reportQuotient"><l>1</l><block s="getLastAnswer"></block></block></block></script></block></script></block-definition></blocks><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" id="680"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="681"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="682"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Coin" idx="1" x="-121.23076923076928" y="61.45054945054943" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="2" color="80,80,80,1" pen="tip" id="687"><costumes><list id="688"><item><ref mediaID="Coin_cst_Tails-removebg-preview"></ref></item><item><ref mediaID="Coin_cst_Heads-removebg-preview"></ref></item></list></costumes><sounds><list id="689"><item><ref mediaID="Coin_snd_Pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>heads</l><l>0</l></block><block s="doSetVar"><l>tails</l><l>0</l></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doSetVar"><l>heads%</l><l>0</l></block><block s="doSetVar"><l>tails%</l><l>0</l></block><block s="doAsk"><l>How many times do you want to toss the coin?</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doRepeat"><block s="getLastAnswer"></block><script><custom-block s="toss_coin"></custom-block><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>2</l></block><l>1</l></block><script><block s="doSwitchToCostume"><l>Heads-removebg-preview</l></block><block s="doChangeVar"><l>heads</l><l>1</l></block></script><script><block s="doSwitchToCostume"><l>Tails-removebg-preview</l></block><block s="doChangeVar"><l>tails</l><l>1</l></block></script></block><block s="playSound"><l>Pop</l></block><block s="doSetVar"><l>total</l><block s="reportVariadicSum"><list><block var="heads"/><block var="tails"/></list></block></block><block s="doChangeVar"><l>heads%</l><block s="reportQuotient"><block var="heads"/><block var="total"/></block></block><block s="doChangeVar"><l>tails%</l><block s="reportQuotient"><block var="tails"/><block var="total"/></block></block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite><watcher var="heads%" style="normal" x="10" y="36.600002" color="243,118,29"/><watcher var="tails%" style="normal" x="10" y="57.600004" color="243,118,29"/><watcher var="total" style="normal" x="13.196406913281635" y="287.319447392359" color="243,118,29"/><watcher var="tails" style="normal" x="206.9560225894486" y="288.4106284129474" color="243,118,29"/><watcher var="heads" style="normal" x="105.34574742268137" y="287.20077547087624" color="243,118,29"/></sprites></stage><variables><variable name="heads%"><l>0.45</l></variable><variable name="tails%"><l>4.55</l></variable><variable name="total"><l>5</l></variable><variable name="tails"><l>4</l></variable><variable name="heads"><l>1</l></variable></variables></scene></scenes></project><media name="CoinFlipAPPTemplateForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" 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" mediaID="Coin_cst_Heads-removebg-preview"/><sound name="Pop" sound="http://snap.berkeley.edu/snapsource/Sounds/Pop.wav" mediaID="Coin_snd_Pop"/></media></snapdata>