<snapdata remixID="11299106"><project name="L13 Tic-Tac-Toe" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L13 Tic-Tac-Toe"><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 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</pentrails><costumes><list 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