<snapdata remixID="8883705"><project name="U2L3 Predicate" 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" 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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(2)" idx="1" x="-1294" y="130" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,39,31,1" 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="163" y="132"><block s="receiveGo"><comment w="90" collapsed="false">William and Rosalie. This makes it so when the mouse reaches the upper half of the screen as shown in the example video, the pen color will change to red..</comment></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="down"></block><block s="setColor"><color>0,70,245,1</color></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>255,39,31,1</color></block></script><script><block s="setColor"><color>0,70,245,1</color></block></script></block></script></block></script><script x="709" y="111"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="498" y="449"><custom-block s="%s Between? %s and %s"><l>7</l><l>1</l><l>3</l></custom-block></script><script x="422" y="549"><custom-block s="%s integer?"><l>4.7</l></custom-block></script><script x="134" y="648"><custom-block s="%s divisble by %s"><l></l><l></l></custom-block></script></scripts></sprite><watcher scope="Stage" s="getTimer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; Between? %&apos;lower number&apos; and %&apos;higher number&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="doReport"><block s="reportAnd"><block s="reportLessThan"><block var="lower number"/><block var="number"/></block><block s="reportGreaterThan"><block var="higher number"/><block var="number"/></block><comment w="90" collapsed="false">William and Roslaie. This block reports if a number is between two other numbers by using the and predicate along with the greater than and less than predicate blocks..</comment></block></block></script></block-definition><block-definition s="%&apos;number&apos; divisble by %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportEquals"><block s="reportModulus"><block var="number"/><block var="number 2"/></block><l>0</l></block><block s="reportBoolean"><l><bool>true</bool></l></block><comment w="90" collapsed="false">Rosalie and William&#xD;This predicate allows us to determine whether an expression is divisble or not.</comment></block></block></script></block-definition><block-definition s="%&apos;input&apos; integer?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportRound"><block var="input"/></block><block var="input"><comment w="90" collapsed="false">William and Rosalie. The program checks if a number is an integer by using the round feature; if it is not whole it will round and not equal to itself..</comment></block></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3 Predicate" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>