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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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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="222.8" y="155.8"><custom-block s="label %txt of size %n"><l>Hello!</l><l>18</l></custom-block></script><script x="16.42851762500004" y="241.46667066666663"><custom-block s="CO2 Emissions Data"></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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y: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>x-origin</l><block var="x"/></block><block s="doSetVar"><l>y-origin</l><block var="y"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block></script></block-definition><block-definition s="Country-GDP-Population Data" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>China</l><l>13421985588615</l><l>1336718015</l></list></block><block s="reportNewList"><list><l>USA</l><l>15507135407358</l><l>311050977</l></list></block><block s="reportNewList"><list><l>Russia</l><l>3121925049784</l><l>138739892</l></list></block><block s="reportNewList"><list><l>India</l><l>5806731299998</l><l>1189172906</l></list></block><block s="reportNewList"><list><l>Japan</l><l>4367871360438</l><l>127469543</l></list></block><block s="reportNewList"><list><l>Germany</l><l>3338715757320</l><l>81471834</l></list></block><block s="reportNewList"><list><l>Iran</l><l>1243922783400</l><l>77891220</l></list></block><block s="reportNewList"><list><l>S. 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="max variable"><l>8715</l></variable></variables></project><media name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>