<snapdata remixID="9203326"><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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</pentrails><costumes><list 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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>distancetogoupy-axisby</l></list></block><block s="doSetVar"><l>Y-axis interval</l><block s="reportQuotient"><block var="Greatestvalueindataset"/><l>10</l></block></block><block s="doSetVar"><l>distancetogoupy-axisby</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="distancetogoupy-axisby"/></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="Y-axis interval"/><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; 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