<snapdata remixID="12202620"><project name="U3L3-ContactList-ChanningMonsch" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U3L3-ContactList-ChanningMonsch"><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 / 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mediaID="Delete_cst_delete"/><costume name="add" center-x="53" center-y="15" 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mediaID="Add_cst_add"/><costume name="clear" center-x="53" center-y="15" 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mediaID="Clear_cst_clear"/><costume name="find" center-x="53" center-y="15" 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mediaID="Find_cst_find"/></media></snapdata>