<snapdata remixID="8932290"><project name="U3L4-BarGraph" 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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Explore them.</comment><comment x="24.599999999999824" y="205.99999999999994" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="19.799999999999983" y="38.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="223.79999999999995" y="155.80000000000007"><custom-block s="label %txt of size %n"><l>Hello!</l><l>18</l></custom-block></script><comment x="15.799999999999926" y="290.20000000000005" w="302.8" collapsed="true">You will write these blocks below.  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to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="poverty by State Data" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="Census String %s to 2D List"><block var="censusData"/></custom-block></block></script></block-definition><block-definition s="populate-CensusData-povertyStats" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>censusData</l><block s="reportURL"><l>api.census.gov/data/2015/acs1/subject?get=NAME,S0901_C01_033E&amp;for=state:*&amp;key=30c54b769a97844545d22ed24b013de47d387fc4</l></block></block></script></block-definition><block-definition s="Census String %&apos;Text&apos; to 2D List" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Single State Text</l><l>Single State List</l><l>State Pair</l><l>State Pair List</l><l>List of Text by State</l></list></block><block s="doSetVar"><l>List of Text by State</l><block s="reportTextSplit"><block var="Text"/><l>[</l></block></block><block s="doSetVar"><l>State Pair List</l><block s="reportNewList"><list></list></block></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>4</l><block s="reportListLength"><block var="List of Text by State"/></block><script><block s="doSetVar"><l>Single State Text</l><block s="reportListItem"><block var="i"/><block var="List of Text by State"/></block></block><block s="doSetVar"><l>Single State List</l><block s="reportTextSplit"><block var="Single State Text"/><l>"</l></block></block><block s="doSetVar"><l>State Pair</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><block s="reportListItem"><l>2</l><block var="Single State List"/></block><block var="State Pair"/></block><block s="doAddToList"><block s="reportListItem"><l>4</l><block var="Single State List"/></block><block var="State Pair"/></block><block s="doAddToList"><block var="State Pair"/><block var="State Pair List"/></block></script></custom-block><block s="doReport"><block var="State Pair List"/></block></script></block-definition></blocks><variables><variable name="x-origin"><l>-200</l></variable><variable name="y-origin"><l>-90</l></variable><variable name="censusData"><l>[["NAME","S0901_C01_033E","state"],&#xD;["Alabama","26.6","01"],&#xD;["Alaska","15.1","02"],&#xD;["Arizona","24.7","04"],&#xD;["Arkansas","27","05"],&#xD;["California","21.1","06"],&#xD;["Colorado","14.7","08"],&#xD;["Connecticut","14.5","09"],&#xD;["Delaware","19.4","10"],&#xD;["District of Columbia","25.4","11"],&#xD;["Florida","23.1","12"],&#xD;["Georgia","24.4","13"],&#xD;["Hawaii","14","15"],&#xD;["Idaho","17.7","16"],&#xD;["Illinois","19.1","17"],&#xD;["Indiana","20.8","18"],&#xD;["Iowa","14.7","19"],&#xD;["Kansas","17.2","20"],&#xD;["Kentucky","25.9","21"],&#xD;["Louisiana","28.4","22"],&#xD;["Maine","17.4","23"],&#xD;["Maryland","13.2","24"],&#xD;["Massachusetts","14.8","25"],&#xD;["Michigan","22.4","26"],&#xD;["Minnesota","13.1","27"],&#xD;["Mississippi","31.3","28"],&#xD;["Missouri","20.2","29"],&#xD;["Montana","19.2","30"],&#xD;["Nebraska","16.7","31"],&#xD;["Nevada","20.9","32"],&#xD;["New Hampshire","10.7","33"],&#xD;["New Jersey","15.6","34"],&#xD;["New Mexico","28.6","35"],&#xD;["New York","22","36"],&#xD;["North Carolina","23.5","37"],&#xD;["North Dakota","12","38"],&#xD;["Ohio","21.2","39"],&#xD;["Oklahoma","22.1","40"],&#xD;["Oregon","20.2","41"],&#xD;["Pennsylvania","19.3","42"],&#xD;["Rhode Island","19.4","44"],&#xD;["South Carolina","24","45"],&#xD;["South Dakota","18.1","46"],&#xD;["Tennessee","24.1","47"],&#xD;["Texas","22.9","48"],&#xD;["Utah","12.9","49"],&#xD;["Vermont","13.1","50"],&#xD;["Virginia","14.8","51"],&#xD;["Washington","15.5","53"],&#xD;["West Virginia","25.1","54"],&#xD;["Wisconsin","16.3","55"],&#xD;["Wyoming","13.2","56"],&#xD;["Puerto Rico","58.2","72"]]</l></variable><variable name="xMax"><l>400</l></variable></variables></project><media name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>