<snapdata remixID="15049734"><project name="U2L2.1 Shopping LIst Kevin Tao" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="U2L2.1 Shopping LIst Kevin Tao"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? %l"><block s="reportCDR"><block var="lists"/></block></custom-block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; 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" 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