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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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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="-191.8046875" y="150.00000000000014" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="26,9,0,1" 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="23.80000000000001" 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="23.80000000000001" y="81.1999999999999"><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="22.19999999999999" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><comment x="32.599999999999824" y="205.9999999999999" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="27.80000000000001" y="38.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="25.42851762500004" y="241.46667066666663"><custom-block s="CO2 Emissions Data"></custom-block></script><comment x="23.799999999999898" y="290.2" w="302.8" collapsed="true">You will write these blocks below.  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data: %&apos;data list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>yAxisInterval</l><l>distanceYAxisIncreases</l></list></block><block s="doSetVar"><l>yAxisInterval</l><block s="reportQuotient"><block var="greatestValueInDataSet"/><l>10</l></block></block><block s="doSetVar"><l>distanceYAxisIncreases</l><block s="reportQuotient"><block var="vert height"/><l>10</l></block></block><block s="gotoXY"><l>-235</l><block var="y-origin"/></block><custom-block s="label, text: %txt size: %n direction: %n"><l>0</l><l>14</l><l>90</l></custom-block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="changeYPosition"><block var="distanceYAxisIncreases"/></block><block s="setXPosition"><l>-235</l></block><custom-block s="label, text: %txt size: %n direction: %n"><block s="reportRound"><block s="reportProduct"><block var="yAxisInterval"/><block var="i"/></block></block><l>14</l><l>90</l></custom-block></script></block><block s="gotoXY"><block var="x-origin"/><block var="y-origin"/></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="changeYPosition"><block var="distanceYAxisIncreases"/></block><block s="setXPosition"><block s="reportDifference"><block var="x-origin"/><l>5</l></block></block><block s="write"><l>__</l><l>12</l></block></script></block></script></block-definition><block-definition s="draw bars, bar width: %&apos;width&apos; 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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></blocks><variables><variable name="x-origin"><l>-200</l></variable><variable name="y-origin"><l>-90</l></variable><variable name="greatestValueInDataSet"><l>8715</l></variable></variables></project><media name="M4L4-BarGraph" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>