<snapdata remixID="11310550"><project name="Snap Procedure Practice 6.6" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Snap Procedure Practice 6.6"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="test all" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>140</l></block><custom-block s="test 1"></custom-block><custom-block s="test 2"></custom-block><custom-block s="test 3"></custom-block></script></block-definition><block-definition s="test 1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="write"><l>Testing date fashion</l><l>12</l></block><custom-block s="line down"></custom-block><block s="doDeclareVariables"><list><l>count</l></list></block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="date fashion %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><list><l>5</l><l>10</l></list><l>2</l></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="date fashion %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><list><l>5</l><l>2</l></list><l>0</l></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="date fashion %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><list><l>5</l><l>5</l></list><l>1</l></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="date fashion %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><list><l>2</l><l>10</l></list><l>0</l></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="date fashion %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><list><l>10</l><l>2</l></list><l>0</l></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="date fashion %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><list><l>9</l><l>9</l></list><l>2</l></custom-block><custom-block s="line down"></custom-block></script></block-definition><block-definition s="stringify %&apos;num txt or bool&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="num txt or bool"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportJoinWords"><list><l>{</l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="stringify %s"><l></l></custom-block></autolambda><list></list></block><block var="num txt or bool"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l>,</l><l></l></list></block></autolambda><list></list></block></block><l>}</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="num txt or bool"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doReport"><l>true</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="num txt or bool"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="doReport"><l>false</l></block></script></block><block s="doReport"><block var="num txt or bool"/></block></script></block-definition><block-definition s="line down" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><l>-200</l></block><block s="changeYPosition"><l>-12</l></block></script></block-definition><block-definition s="test %&apos;procedure&apos; with inputs %&apos;inputs&apos; and result %&apos;expected&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>actual</l></list></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="inputs"/></block><l>2</l></block><script><block s="doSetVar"><l>actual</l><block s="evaluate"><block var="procedure"/><list><block s="reportListItem"><l>1</l><block var="inputs"/></block><block s="reportListItem"><l>2</l><block var="inputs"/></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="inputs"/></block><l>1</l></block><script><block s="doSetVar"><l>actual</l><block s="evaluate"><block var="procedure"/><list><block s="reportListItem"><l>1</l><block var="inputs"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="actual"/><block var="expected"/></block><script><block s="setColor"><color>0,149,8,1</color></block><block s="write"><l>Passed for inputs: </l><l>12</l></block></script><script><block s="setColor"><color>184,12,0,1</color></block><block s="write"><l>Failed for inputs: </l><l>12</l></block></script></block><block s="write"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="stringify %s"><l></l></custom-block></autolambda><list></list></block><block var="inputs"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l>, </l><l></l></list></block></autolambda><list></list></block></block><l>12</l></block><block s="write"><block s="reportJoinWords"><list><l>. Expected: </l><custom-block s="stringify %s"><block var="expected"/></custom-block><l>. Actual: </l><custom-block s="stringify %s"><block var="actual"/></custom-block></list></block><l>12</l></block><block s="setColor"><color>19,0,8,1</color></block></script></block-definition><block-definition s="test 2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="write"><l>Testing squirrel play</l><l>12</l></block><custom-block s="line down"></custom-block><block s="doDeclareVariables"><list><l>count</l></list></block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="squirrel play %n %b"><l></l><l/></custom-block></autolambda><list></list></block><list><l>70</l><block s="reportBoolean"><l><bool>false</bool></l></block></list><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="squirrel play %n %b"><l></l><l/></custom-block></autolambda><list></list></block><list><l>95</l><block s="reportBoolean"><l><bool>false</bool></l></block></list><block s="reportBoolean"><l><bool>false</bool></l></block></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="squirrel play %n %b"><l></l><l/></custom-block></autolambda><list></list></block><list><l>95</l><block s="reportBoolean"><l><bool>true</bool></l></block></list><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="squirrel play %n %b"><l></l><l/></custom-block></autolambda><list></list></block><list><l>105</l><block s="reportBoolean"><l><bool>true</bool></l></block></list><block s="reportBoolean"><l><bool>false</bool></l></block></custom-block><custom-block s="line down"></custom-block><custom-block s="test %repRing with inputs %mult%s and result %s"><block s="reifyReporter"><autolambda><custom-block s="squirrel play %n %b"><l></l><l/></custom-block></autolambda><list></list></block><list><l>60</l><block s="reportBoolean"><l><bool>true</bool></l></block></list><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><custom-block s="line down"></custom-block></script></block-definition><block-definition s="test 3" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="write"><l>Testing caught speeding</l><l>12</l></block><custom-block s="line down"></custom-block><block s="doDeclareVariables"><list><l>count</l></list></block><custom-block s="test %repRing with inputs %mult%s and result %s"><block 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ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="634"></list></costumes><sounds><list struct="atomic" id="635"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-200" y="-99.99999999999102" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="19,0,8,1" pen="tip" id="640"><costumes><list struct="atomic" id="641"></list></costumes><sounds><list struct="atomic" id="642"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="296" collapsed="false">Edit the orange blocks according to the comments. Use the green blocks to test them (don&apos;t change anything about the green blocks)</comment><script x="20" y="98"><block s="clear"></block><custom-block s="test all"></custom-block></script><script x="20" y="191.66666666666669"><custom-block s="date fashion %n %n"><l></l><l></l><comment w="378" collapsed="false">&#xD;You and your date are trying to get a table at a restaurant. The parameter &quot;you&quot; is the stylishness of your clothes, in the range 0..10, and &quot;date&quot; is the stylishness of your date&apos;s clothes. The result getting the table is encoded as an integer value with 0=no, 1=maybe, 2=yes. If either of you is very stylish, 8 or more, then the result is 2 (yes). With the exception that if either of you has style of 2 or less, then the result is 0 (no). Otherwise the result is 1 (maybe).&#xD;&#xD;&#xD;dateFashion(5, 10) → 2&#xD;dateFashion(5, 2) → 0&#xD;dateFashion(5, 5) → 1</comment></custom-block></script><script x="20" y="380.6666666666667"><custom-block s="squirrel play %n %b"><l></l><l/><comment w="345" collapsed="false">&#xD;The squirrels in Palo Alto spend most of the day playing. In particular, they play if the temperature is between 60 and 90 (inclusive). Unless it is summer, then the upper limit is 100 instead of 90. Given an int temperature and a boolean isSummer, return true if the squirrels play and false otherwise.&#xD;&#xD;&#xD;squirrelPlay(70, false) → true&#xD;squirrelPlay(95, false) → false&#xD;squirrelPlay(95, true) → true</comment></custom-block></script><script x="13" y="573.6666666666667"><custom-block s="caught speeding %n %b"><l></l><l/><comment w="354" collapsed="false">You are driving a little too fast, and a police officer stops you. Write code to compute the result, encoded as an int value: 0=no ticket, 1=small ticket, 2=big ticket. If speed is 60 or less, the result is 0. If speed is between 61 and 80 inclusive, the result is 1. If speed is 81 or more, the result is 2. Unless it is your birthday -- on that day, your speed can be 5 higher in all cases.&#xD;&#xD;&#xD;caughtSpeeding(60, false) → 0&#xD;caughtSpeeding(65, false) → 1&#xD;caughtSpeeding(65, true) → 0</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Procedure Practice 6.6" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>