<snapdata remixID="9152102"><project name="U3L4-BarGraph - Adam Hoxhaj" 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" id="1"><pentrails>data:image/png;base64,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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="-200" y="131" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" 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="30.000000000000057" y="160.39999999999998"><custom-block s="max of list %l"><block s="reportNewList"><list><l>1</l><l>7</l><l>-3</l><l>4</l></list></block></custom-block></script><comment x="24.400000000000034" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><comment x="34.79999999999987" y="205.9999999999999" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><comment x="25.999999999999943" y="290.2" w="302.8" collapsed="true">You will write these blocks below.  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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="up"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><block var="x0"/><block var="y0"/></block><block s="down"></block><block s="changeXPosition"><block var="horiz length"/></block><block s="gotoXY"><block var="x0"/><block var="y0"/></block><block s="changeYPosition"><block var="vert height"/></block><block s="doSetVar"><l>x-origin</l><block var="x0"/></block><block s="doSetVar"><l>y-origin</l><block var="y0"/></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>a</l></list></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><block s="reportDifference"><block var="x-origin"/><l>40</l></block><block s="reportSum"><block var="y-origin"/><l>10</l></block></block><block s="doRepeat"><l>11</l><script><block s="down"></block><custom-block s="label, text: %s size: %n direction: %n"><block s="reportRound"><block var="a"/></block><l>16</l><l>90</l></custom-block><block s="up"></block><block s="changeYPosition"><l>21</l></block><block s="setXPosition"><block s="reportDifference"><block var="x-origin"/><l>40</l></block></block><block s="doChangeVar"><l>a</l><block s="reportQuotient"><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><l>10</l></block></block></script></block><block s="up"></block><block s="gotoXY"><block var="x-origin"/><block var="y-origin"/></block><block s="changeYPosition"><l>-10</l></block><block s="doRepeat"><l>11</l><script><block s="down"></block><block s="changeYPosition"><l>21</l></block><block s="changeXPosition"><l>10</l></block><block s="up"></block><block s="setXPosition"><block var="x-origin"/></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><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="data list"/><script><block s="up"></block><block s="changeXPosition"><l>35</l></block><block s="down"></block><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><block s="reportListItem"><l>1</l><block var="item"/></block><block var="width"/><block var="width"/><block s="reportProduct"><block var="max bar height"/><block s="reportQuotient"><custom-block s="value from data-record: %l"><block var="item"/></custom-block><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></custom-block></script></custom-block></script></block-definition><block-definition s="set origin x: %&apos;x&apos; 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></variables></project><media name="U3L4-BarGraph - Adam Hoxhaj" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>