<snapdata remixID="10141873"><project name="U3L1-Tic-Tac-Toe Setup" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" 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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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