<snapdata remixID="8875053"><project name="U2L3- Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1387" y="-248" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="224,202,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="71" y="60"><block s="receiveGo"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>255,20,214,1</color></block></script><script><block s="setColor"><color>147,0,168,1</color></block></script></block></script></block></script><script x="650.000001" y="97.000001"><block s="setColor"><color>145,26,68,1</color></block></script><script x="643" y="339"><block s="doUntil"><block s="reportBoolean"><l><bool>true</bool></l></block><script></script></block></script><script x="547" y="198"><block s="reportModulus"><l>17</l><l>5</l></block></script><script x="528" y="251"><custom-block s="is %n between %n and %s ?"><l>5</l><l>2</l><l>9</l></custom-block></script><script x="505" y="449"><custom-block s="%n divisble by %n ?"><l></l><l></l></custom-block></script><script x="519" y="389"><custom-block s="even? %n"><l></l></custom-block></script><script x="72" y="338"><block s="clear"></block><block s="down"></block><block s="setSize"><l>1</l></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>76,255,41,1</color></block></script><script><block s="setColor"><color>224,202,0,1</color></block></script></block><block s="doIf"><custom-block s="is %n between %n and %s ?"><block s="reportMouseY"></block><l>-50</l><l>50</l></custom-block><script><block s="setColor"><color>5,255,208,1</color></block></script></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="90" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="is %&apos;inputValue&apos; between %&apos;lowerBound&apos; and %&apos;upperBound&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="inputValue"/><block var="lowerBound"/></block><block s="reportLessThan"><block var="inputValue"/><block var="upperBound"/></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="%&apos;firstValue&apos; divisble by %&apos;secondValue&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="firstValue"/><block var="secondValue"/></block><l>0</l></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="even? %&apos;inputValue&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisble by %n ?"><block var="inputValue"/><l>2</l></custom-block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3- Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>