<snapdata remixID="8787696"><project name="U2L3-Predicates - Adam Hoxhaj" 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="145,26,68,1" 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><script x="32" y="18"><block s="receiveGo"></block><block s="doForever"><script><block s="setBackgroundColor"><color>145,26,68,1</color></block></script></block></script></scripts><sprites><sprite name="Sprite" idx="1" x="-1412" y="74" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,145,41,1" pen="tip" id="14"><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveCondition"><block s="reportMouseDown"></block></block><block s="setSize"><l>100</l></block><block s="doIf"><block s="reportLessThan"><block s="reportMouseY"></block><l>-100</l></block><script><block s="down"></block><block s="setColor"><color>255,249,20,1</color></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block><block s="doIf"><custom-block s="%s between? %s and %s"><block s="reportMouseY"></block><l>-100</l><l>100</l></custom-block><script><block s="down"></block><block s="setColor"><color>255,145,41,1</color></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>100</l></block><script><block s="down"></block><block s="setColor"><color>250,56,0,1</color></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script><script x="20" y="360"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block><block s="up"></block><block s="setSize"><l>100</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>50</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;num&apos; between? %&apos;inner&apos; and %&apos;outer&apos;" type="predicate" category="operators"><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="reportGreaterThan"><block var="num"/><block var="inner"/></block><block s="reportLessThan"><block var="num"/><block var="outer"/></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;numerator&apos; divisible by %&apos;denominator&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="numerator"/><block var="denominator"/></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="integer %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="num"/><block s="reportRound"><block var="num"/></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="even? %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="%s divisible by %s"><block var="num"/><l>2</l></custom-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="odd? %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="%s divisible by %s"><block var="num"/><l>2</l></custom-block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Predicates - Adam Hoxhaj" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>