<snapdata remixID="11213115"><project name="Unit 4 Programming Assessment" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Unit 4 Programming Assessment"><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></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></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="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></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></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></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; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw 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