<snapdata remixID="9107229"><project name="U3L4-BarGraph" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-190" y="114.31328036322358" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="270" y="150.0000000000001"><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions per capita Data"></custom-block></custom-block></script><script x="125" y="10"><block s="receiveGo"></block><block s="clear"></block></script><script x="355.6884775624999" y="189.0000010000001"><custom-block s="CO2 Emissions Data"></custom-block></script></scripts></sprite><watcher var="x-origin" style="normal" x="10" y="10" color="243,118,29"/><watcher var="y-origin" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Bar Graph, data: %&apos;data list&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><l>-150</l><l>-90</l><l>300</l><l>250</l></custom-block><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>20</l><l>200</l><block var="data list"/></custom-block><custom-block s="label vertical axis, vertical height: %n data: %l"><l>200</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 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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