<snapdata remixID="11023197"><project name="Lab 3.4 If my calculations are correctt" app="Snap! 6, https://snap.berkeley.edu" 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s="doAsk"><l>Give a word</l></block><block s="doSetVar"><l>word guess</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Give a number</l></block><block s="doSetVar"><l>num 1</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>at least as long</l><custom-block s="at least as long %s %s"><block var="word guess"/><block var="num 1"/></custom-block></block><block s="doAsk"><l>Give an x coordinate</l></block><block s="doSetVar"><l>x2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Give a y coordinate</l></block><block s="doSetVar"><l>y2</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The distance to this coordinate is </l><custom-block s="Distance To %s %s %s %s"><block s="xPosition"></block><block var="x2"/><block s="yPosition"></block><block var="y2"/></custom-block></list></block><l>3</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-5.95654296875" y="-22.83929443359375" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="207"><costumes><list id="208"><item><costume name="Untitled" center-x="185" center-y="141" 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" id="209"/></item></list></costumes><sounds><list struct="atomic" id="210"></list></sounds><blocks><block-definition s="min %&apos;num 1&apos; %&apos;num 2&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="num 1"/><block var="num 2"/></block><block s="reportLessThan"><block var="num 1"/><block var="num 2"/></block></block><script><block s="doReport"><block var="num 1"/></block></script><script><block s="doReport"><block var="num 2"/></block></script></block></script></block-definition><block-definition s="max %&apos;num 1&apos; %&apos;num 2&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="num 1"/><block var="num 2"/></block><block s="reportLessThan"><block var="num 1"/><block var="num 2"/></block></block><script><block s="doReport"><block var="num 2"/></block></script><script><block s="doReport"><block var="num 1"/></block></script></block></script></block-definition></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="between %&apos;min&apos; %&apos;max&apos; %&apos;num 3&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block var="num 3"/><block var="max"/></block><block s="reportOr"><block s="reportGreaterThan"><block var="num 3"/><block var="min"/></block><block s="reportOr"><block s="reportEquals"><block var="num 3"/><block var="min"/></block><block s="reportEquals"><block var="num 3"/><block var="max"/></block></block></block></block><script><block s="doSayFor"><l>true</l><l>2</l></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSayFor"><l>false</l><l>2</l></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="at least as long %&apos;word&apos; %&apos;num of letters&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportStringSize"><block var="word"/></block><block var="num of letters"/></block><block s="reportGreaterThan"><block s="reportStringSize"><block var="word"/></block><block var="num of letters"/></block></block><script><block s="doSayFor"><l>true</l><l>2</l></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSayFor"><l>false</l><l>2</l></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Distance To %&apos;x1&apos; %&apos;x2&apos; %&apos;y1&apos; %&apos;y2&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportPower"><block s="reportSum"><block s="reportPower"><block s="reportDifference"><block var="y2"/><block var="y1"/></block><l>2</l></block><block s="reportPower"><block s="reportDifference"><block var="x2"/><block var="x1"/></block><l>2</l></block></block><l>0.5</l></block></block></script></block-definition><block-definition s="contains letter %&apos;letter&apos; %&apos;word&apos;" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>number</l><l>1</l></block><block s="doUntil"><block s="reportEquals"><block s="reportStringSize"><block var="word"/></block><block var="number"/></block><script><block s="doIfElse"><block s="reportEquals"><block var="letter"/><block s="reportLetter"><block var="number"/><block var="word"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doChangeVar"><l>number</l><l>1</l></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><variables><variable name="num 1"><l>3</l></variable><variable name="num 2"><l>8</l></variable><variable name="min"><l>5</l></variable><variable name="max"><l>8</l></variable><variable name="between"><bool>false</bool></variable><variable name="num 3"><l>4</l></variable><variable name="at least as long"><bool>true</bool></variable><variable name="x2"><l>3</l></variable><variable name="y2"><l>4</l></variable><variable name="letter #"><l>0</l></variable><variable name="contains letter"><bool>false</bool></variable><variable name="number"><l>4</l></variable><variable name="letter guess"><l>b</l></variable><variable name="word guess"><l>fox</l></variable></variables></project><media name="Lab 3.4 If my calculations are correctt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>