<snapdata remixID="8947355"><project name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="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="-218.197265625" y="150" 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="14.800000000000011" y="118.59999999999991"><custom-block s="value from data-record: %l"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></custom-block></script><script x="14.800000000000011" y="81.19999999999993"><custom-block s="label from data-record: %l"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></custom-block></script><comment x="13.199999999999989" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><comment x="23.599999999999824" y="205.9999999999999" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="18.80000000000001" y="38.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="16.42851762500004" y="241.4666706666667"><custom-block s="CO2 Emissions Data"></custom-block></script><comment x="14.799999999999898" y="290.20000000000005" w="302.8" collapsed="true">You will write these blocks below.  Right click and edit.</comment><script x="18" y="545.4000000000004"><custom-block s="label vertical axis, vertical height: %n data: %l"><l>240</l><custom-block s="CO2 Emissions Data"></custom-block></custom-block></script><script x="16.599999999999994" y="489.8000000000004"><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>20</l><l>240</l><custom-block s="CO2 Emissions Data"></custom-block></custom-block></script><script x="15.599999999999994" y="609.8000000000005"><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions per capita Data"></custom-block></custom-block></script><script x="10" y="340.00000000000017"><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><l>-200</l><l>-90</l><l>400</l><l>240</l></custom-block></script><script x="11" y="395.99999999999983"><custom-block s="label, text: %s size: %n direction: %n"><l>China</l><l>18</l><l>0</l></custom-block></script><script x="11.800000000000011" y="440.9999999999999"><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><l>Germany</l><l>12</l><l>25</l><l>120</l></custom-block></script><script x="157.2" y="241.20000000000005"><custom-block s="CO2 Emissions per capita Data"></custom-block></script><script x="387.79999999999995" y="217.60000000000002"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="160.16328225" y="266.400002"><block s="reportNewList"><list><l>1</l><l>7</l><l>-3</l><l>4</l></list></block></script><script x="132.28847756250002" y="580.8000010000005"><custom-block s="CO2 Emissions Data"></custom-block></script></scripts></sprite><watcher var="greatestValueInDataset" style="normal" x="10" y="10" 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>-200</l><l>-90</l><l>400</l><l>240</l></custom-block><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>20</l><l>240</l><block var="data list"/></custom-block><custom-block s="label vertical axis, vertical height: %n data: %l"><l>240</l><block var="data list"/></custom-block></script><scripts><script x="74" y="152"><block s="changeXPosition"><l></l><comment w="112.4" collapsed="true">Leave a little gap</comment></block></script></scripts></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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