<snapdata remixID="13162772"><project name="U3L1-Tic-Tac-Toe Setup" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-Tic-Tac-Toe Setup"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="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 s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? %l"><block s="reportCDR"><block var="lists"/></block></custom-block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block 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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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block 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