<snapdata remixID="8888235"><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" 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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="226" y="195" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,35,255,1" 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><comment x="338.000001" y="55" w="90" collapsed="false">When the flag is clicked, the stage is cleared.-Kyton L.</comment><script x="209" y="68"><block s="receiveGo"></block><block s="clear"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block><comment w="177" collapsed="false">The code that we used to make the sprite follow the mouse(from U1).-Malik U.</comment></block><block s="down"></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>80</l></block><script><block s="setColor"><color>0,35,255,1</color></block></script><comment w="95" collapsed="false">This makes it so that if the position of the mouse is greater than 15 the color would be blue and if the position of the mouse is less than 15 the color would be red.-Malik U.</comment></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>-50</l></block><script><block s="setColor"><color>163,0,12,1</color></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>-50</l></block><block s="reportLessThan"><block s="yPosition"></block><l>80</l></block></block><script><block s="setColor"><color>126,0,158,1</color></block></script></block></script></block></script><script x="88" y="465"><custom-block s="%n between? %n and %n"><l>543</l><l>222</l><l>667</l></custom-block></script><script x="87" y="431"><custom-block s="%n divisible by %n ?"><l>14</l><l>2</l></custom-block></script><script x="89" y="497"><custom-block s="%n Integer ?"><l>23</l></custom-block></script><script x="90" y="525"><custom-block s="%n Even ?"><l>24</l></custom-block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;Number&apos; between? %&apos;Value 1&apos; and %&apos;Value 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="Value 1"/></block><block s="reportGreaterThan"><block var="Value 2"/><block var="Number"/></block><comment w="90" collapsed="false">This code makes it so that it says true if the number value is between. If it isn&apos;t then the predicate will report false.-Malik U. Kyton L.</comment></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;Number Value 1&apos; divisible by %&apos;Number Value 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 Value 1"/><block var="Number Value 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="%&apos;Number Value 1&apos; Even ?" type="predicate" category="operators"><comment x="0" y="0" w="226" collapsed="false">add the number in and see if it is even.-Kyton L. </comment><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 Value 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><comment w="82" collapsed="false">If the number is even then the number would have a remainder of 0 when divided by 2. Therefore, if the number is odd it will say false and if the number is even it will say true.-Malik U.  </comment></block></script></block-definition><block-definition s="%&apos;Number&apos; Integer ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><custom-block s="%n divisible by %n ?"><block var="Number"/><l>1</l><comment w="115" collapsed="false">Whatever the value of the number is, if it is divisble by 1, the number is an integer, if not then the number is not an integer.-Malik U.</comment></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></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>