<snapdata remixID="9058777"><project name="U2L3-Predicates Ibrahim" 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" idx="1" x="-488" y="-264" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="173,65,0,1" 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="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="up"></block></script><script><block s="down"></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-140</l><l>-50</l></custom-block><script><block s="setColor"><color>173,65,0,1</color></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-49</l><l>49</l></custom-block><script><block s="setColor"><color>15,192,255,1</color></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>50</l><l>140</l></custom-block><script><block s="setColor"><color>0,13,214,1</color></block></script></block></script></block></script><script x="326" y="18"><custom-block s="%n between? %n and %n"><l></l><l></l><l></l><comment w="90" collapsed="false">asks if the first number is between the 2nd and 3rd numbers by using greater than and less than predicates.</comment></custom-block></script><script x="324" y="130"><custom-block s="%n divisble by %n ?"><l></l><l></l><comment w="90" collapsed="false">asks if the first number is divisible by the last number by reporting if the remainder is 0.</comment></custom-block></script><script x="344" y="236"><custom-block s="even %n"><l></l><comment w="90" collapsed="false">asks if the number is even by reporting if the remainder is 1.</comment></custom-block></script><script x="317" y="357"><block s="reportAnd"><l/><l/><comment w="90" collapsed="false">groups together two items</comment></block></script><script x="115" y="395"><block s="reportOr"><l/><l><bool>true</bool></l><comment w="90" collapsed="false">selects between 2 numbers/items</comment></block></script><script x="122" y="467"><block s="reportNot"><l/><comment w="90" collapsed="false">turns the code into opposite because of the not</comment></block></script><script x="344" y="438"><block s="reportModulus"><l></l><l></l><comment w="90" collapsed="false">shows the remainder of the 2 numbers in the blank</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; between? %&apos;number 1&apos; and %&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="doReport"><block s="reportAnd"><block s="reportGreaterThan"><block var="number 2"/><block var="number"/></block><block s="reportLessThan"><block var="number 1"/><block var="number"/></block></block></block></script></block-definition><block-definition s="%&apos;number&apos; divisble by %&apos;denominator&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="denominator"/><block var="number"/></block><l>0</l></block></block></script></block-definition><block-definition s="even %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportEquals"><l>0</l><block s="reportModulus"><block var="number"/><l>2</l></block></block></block></script></block-definition><block-definition s="interger %&apos;input&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportRound"><block var="input"/></block><block var="input"/></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Predicates Ibrahim" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>