<snapdata remixID="9085077"><project name="M4L4" app="Snap! 5.1, 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" 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="-219.60546875" 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="18.80000000000001" y="160.39999999999998"><custom-block s="max of list %l"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="value from data-record: %l"><l/></custom-block></autolambda><list></list></block><custom-block s="CO2 Emissions Data"></custom-block></block></custom-block></script><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="81.1999999999999"><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="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><comment x="14.799999999999898" y="290.2" w="302.8" collapsed="true">You will write these blocks below.  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Korea</l><l>12.53</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Canada</l><l>16.24</l></custom-block></list></block></block></script></block-definition><block-definition s="label, text: %&apos;text&apos; size: %&apos;size&apos; direction: %&apos;direction&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setHeading"><block var="direction"/></block><custom-block s="label %txt of size %n"><block var="text"/><block var="size"/></custom-block></script></block-definition><block-definition s="draw bar, label: %&apos;label&apos; label size: %&apos;label size&apos; width: %&apos;width&apos; height: %&apos;height&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="label, text: %s size: %n direction: %n"><block var="label"/><block var="label size"/><l>0</l></custom-block><block s="setYPosition"><block var="y-origin"/></block><block s="down"></block><block s="setSize"><block var="width"/></block><block s="forward"><block var="height"/></block><block s="up"></block></script></block-definition><block-definition s="draw axes, x0: %&apos;x0&apos; y0: %&apos;y0&apos; horizontal length: %&apos;horiz length&apos; vertical height: %&apos;vert height&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>x-origin</l><block var="x0"/></block><block s="doSetVar"><l>y-origin</l><block var="y0"/></block><block s="setSize"><l>1</l></block><block s="up"></block><block s="gotoXY"><block var="x-origin"/><block var="y-origin"/></block><block s="down"></block><block s="changeYPosition"><block var="vert height"/></block><block s="up"></block><block s="gotoXY"><block var="x-origin"/><block var="y-origin"/></block><block s="down"></block><block s="changeXPosition"><block var="horiz length"/></block><block s="up"></block></script></block-definition><block-definition s="label vertical axis, vertical height: %&apos;vert height&apos; 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>distanceToGoUpYAxisBy</l></list></block><block s="doSetVar"><l>yAxisInterval</l><block s="reportQuotient"><block var="greatestValueInDataset"/><l>10</l></block></block><block s="doSetVar"><l>distanceToGoUpYAxisBy</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: %s 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="distanceToGoUpYAxisBy"/></block><block s="setXPosition"><l>-235</l></block><custom-block s="label, text: %s 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></script></block-definition><block-definition s="draw bars, bar width: %&apos;width&apos; max bar height: %&apos;max bar height&apos; data: %&apos;data list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>greatestValueInDataset</l><custom-block s="max of list %l"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="value from data-record: %l"><l/></custom-block></autolambda><list></list></block><block var="data list"/></block></custom-block></block><block s="setXPosition"><block s="reportSum"><block var="x-origin"/><block var="width"/></block></block><block s="doForEach"><l>item</l><block var="data list"/><script><block s="setYPosition"><l>-180</l></block><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><custom-block s="label from data-record: %l"><block var="item"/></custom-block><l>20</l><block var="width"/><block s="reportQuotient"><custom-block s="value from data-record: %l"><block var="item"/></custom-block><block s="reportProduct"><block var="greatestValueInDataset"/><block var="max bar height"/></block></block></custom-block><block s="changeXPosition"><block s="reportSum"><block var="width"/><l>10</l></block></block></script></block></script></block-definition><block-definition s="set origin x: %&apos;x&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>17.62</l></variable></variables></project><media name="M4L4" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>