<snapdata remixID="11046979"><project name="U3L1-Tic-Tac-Toe Setup" 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="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 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