<snapdata remixID="8930190"><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="true" 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="204" y="199" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,27,199,1" 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="836" y="322"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="235" y="122"><block s="receiveGo"></block><block s="clear"></block><block s="doSayFor"><l>Press the space bar to clear your drawing.</l><l>2</l></block><block s="setSize"><l>5</l></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIf"><custom-block s="is %n between ? %n %n"><block s="yPosition"></block><l>-75</l><l>75</l></custom-block><script><block s="down"></block><block s="setColor"><color>0,245,61,1</color></block></script></block><block s="doIf"><custom-block s="is %n between ? %n %n"><block s="yPosition"></block><l>75</l><l>200</l></custom-block><script><block s="down"></block><block s="setColor"><color>0,27,199,1</color></block></script></block><block s="doIf"><custom-block s="is %n between ? %n %n"><block s="yPosition"></block><l>-200</l><l>-75</l></custom-block><script><block s="down"></block><block s="setColor"><color>219,25,0,1</color></block></script></block></script></block></script><script x="612.000001" y="298.8333343333336"><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>0,24,245,1</color></block></script><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script></block></script><script x="420" y="512"><custom-block s="is %n divisible by %n"><l>15</l><l>6</l></custom-block></script><script x="420" y="558"><custom-block s="even? %n"><l>4</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;number&apos; between ? %&apos;number 1&apos; %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="number"/><block var="number 1"/></block><block s="reportLessThan"><block var="number"/><block var="number 2"/></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="is %&apos;number 1&apos; divisible by %&apos;number 2&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="number 1"/><block var="number 2"/></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;number 1&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="number 1"/><l>2</l></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></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>