<snapdata remixID="11356955"><project name="L14 Bar Graph" 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="L14 Bar Graph"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Bar Graph, data: %&apos;data list&apos;" type="command" category="looks"><comment x="0" y="0" w="158.8" collapsed="true">Fill in the blanks</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>Total</l><l>0</l></block><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><block var="x-origin"/><block var="y-origin"/><l>400</l><l>240</l></custom-block><block s="changeXPosition"><l>40</l></block><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>20</l><l>480</l><block var="data list"/></custom-block><custom-block s="label vertical axis, vertical height: %n data: %l"><l>480</l><block var="data list"/></custom-block></script></block-definition><block-definition s="data-record, label: %&apos;label&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="label"/><block var="value"/></list></block></block></script></block-definition><block-definition s="label from data-record: %&apos;data-record&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data-record"/></block></block></script></block-definition><block-definition s="value from data-record: %&apos;data-record&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="data-record"/></block></block></script></block-definition><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; 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Korea</l><l>1415591465995</l><l>48754657</l></list></block><block s="reportNewList"><list><l>Canada</l><l>1374291306176</l><l>34030589</l></list></block></list></block></block></script></block-definition><block-definition s="2 Bar Graph, data: %&apos;data list&apos;" type="command" category="looks"><comment x="0" y="0" w="158.8" collapsed="true">Fill in the blanks</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>Total</l><l>0</l></block><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><block var="x-origin"/><block var="y-origin"/><l>400</l><l>240</l></custom-block><block s="changeXPosition"><l>40</l></block><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>10</l><l>480</l><block var="data list"/></custom-block><custom-block s="label vertical axis, vertical height: %n data: %l"><l>480</l><block var="data 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