<snapdata remixID="10736904"><project name="Lab 3.4 If my calculations are correct" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="ODD-EYES Foxy 2" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></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><script x="55" y="28"><block s="receiveGo"></block><block s="doAsk"><l>Give a number</l></block><block s="doSetVar"><l>num 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Give a number</l></block><block s="doSetVar"><l>num 2</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>min</l><custom-block s="min %s %s" scope="local"><block var="num 1"/><block var="num 2"/></custom-block></block><block s="doIfElse"><block s="reportEquals"><block var="min"/><block var="num 1"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The minimum is </l><block var="num 1"/></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The minimum is </l><block var="num 2"/></list></block><l>2</l></block></script></block><block s="doSetVar"><l>max</l><custom-block s="max %s %s" scope="local"><block var="num 1"/><block var="num 2"/></custom-block></block><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="num 1"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The maximum is </l><block var="num 1"/></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The maximum is </l><block var="num 2"/></list></block><l>2</l></block></script></block><block s="doAsk"><l>Give a number</l></block><block s="doSetVar"><l>num 3</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>between</l><custom-block s="between %s %s %s"><block var="min"/><block var="max"/><block var="num 3"/></custom-block></block><block s="doAsk"><l>Give a word</l></block><block s="doSetVar"><l>word</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"/><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><block s="doAsk"><l>Give a letter</l></block><block s="doAsk"><l>Give a letter</l></block><block s="doSetVar"><l>letter guess</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Give a word</l></block><block s="doSetVar"><l>word guess</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>contains letter</l><custom-block s="contains letter %s %s"><block var="letter guess"/><block var="word guess"/></custom-block></block></script></scripts></sprite><watcher var="num 1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="num 2" style="normal" x="106" y="8.000001999999995" color="243,118,29"/><watcher var="min" style="normal" x="199" y="11.00000399999999" color="243,118,29"/><watcher var="max" style="normal" x="284" y="10.000005999999985" color="243,118,29"/><watcher var="between" style="normal" x="362.65690104166674" y="10.00000799999998" color="243,118,29"/><watcher var="num 3" style="normal" x="11" y="53.000009999999975" color="243,118,29"/><watcher var="at least as long" style="normal" x="227" y="55.000013999999965" color="243,118,29"/><watcher var="x2" style="normal" x="10" y="92.00001599999996" color="243,118,29"/><watcher var="y2" style="normal" x="10" y="134.00001799999995" color="243,118,29"/><watcher var="letter guess" style="normal" x="366" y="56.00001999999995" color="243,118,29"/><watcher var="letter #" style="normal" x="4" y="178.00002199999994" color="243,118,29"/><watcher var="contains letter" style="normal" x="0" y="221.00002399999994" color="243,118,29"/><watcher var="word guess" style="normal" x="4" y="268.00001199999997" color="243,118,29"/><watcher var="number" style="normal" x="113" y="56.000025999999934" color="243,118,29"/></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="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><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="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><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>24</l></variable><variable name="num 2"><l>23</l></variable><variable name="min"><l>23</l></variable><variable name="max"><l>24</l></variable><variable name="between"><bool>false</bool></variable><variable name="num 3"><l>24</l></variable><variable name="at least as long"><l>0</l></variable><variable name="x2"><l>0</l></variable><variable name="y2"><l>0</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>tool</l></variable></variables></project><media name="Lab 3.4 If my calculations are correct" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>