<snapdata remixID="9158247"><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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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>y-axis interval</l><l>y-axis distance</l></list></block><block s="doSetVar"><l>y-axis interval</l><block s="reportQuotient"><block var="largest value"/><l>10</l></block></block><block s="doSetVar"><l>y-axis distance</l><block s="reportQuotient"><block var="vert height"/><l>10</l></block></block><block s="gotoXY"><l>-230</l><block var="y-origin"/></block><custom-block s="label, text: %s size: %n direction: %n"><l>0</l><l>17</l><l>90</l></custom-block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="changeYPosition"><block var="y-axis distance"/></block><block s="setXPosition"><l>-240</l></block><custom-block s="label, text: %s size: %n direction: %n"><block s="reportRound"><block s="reportProduct"><block var="y-axis interval"/><block var="i"/></block></block><l>17</l><l>90</l></custom-block></script></block></script></block-definition><block-definition s="draw bars, bar width: %&apos;width&apos; 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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>-160</l></variable><variable name="y-origin"><l>-110</l></variable><variable name="largest value"><l>17.62</l></variable></variables></project><media name="U3L4-BarGraph" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>