<snapdata remixID="8888655"><project name="U2L8-MakingDecisions" 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="1" 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="213" y="205" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,180,251,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><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="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>255,180,251,1</color></block></script><script><block s="setColor"><color>105,94,255,1</color></block></script></block></script><script><block s="up"></block></script></block></script><comment w="154.6153846153846" collapsed="false">Binu Kuruppuarachchi&#xD;Sahema Sarika&#xD;PD 4&#xD;We used the &quot;if else&quot; conditional block to make make the sprite draw in the colors pink when it&apos;s above the x-axis and draw purple when it&apos;s below the x-axis.</comment></block></script><script x="10" y="255"><block s="reportAnd"><l/><l/></block></script><script x="10" y="286"><block s="clear"></block></script><script x="10" y="322"><custom-block s="%s ≠ %s"><l>5</l><l>5</l></custom-block></script><script x="10" y="355"><custom-block s="%s between %s and %s ?"><l>5</l><l>4</l><l>7</l></custom-block></script><script x="10" y="388"><block s="reportEquals"><l></l><l></l></block></script><script x="10" y="421"><block s="reportBoolean"><l><bool>true</bool></l></block></script><script x="10" y="455"><block s="down"></block></script><script x="10" y="491"><custom-block s="%s ≠ %s"><l>5</l><l>7</l></custom-block></script><script x="10" y="524"><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script><script x="10" y="564"><custom-block s="%s ≤ %s"><l>9</l><l>5</l></custom-block></script><script x="10" y="597"><block s="doIf"><l/><script></script></block></script><script x="10" y="653"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="10" y="686"><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script><script x="509" y="364.000002"><block s="reportMouseX"></block></script><script x="419" y="64"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><l/><script></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="36.600002" color="4,148,220"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number 1&apos; ≠ %&apos;number 2&apos;" type="predicate" category="operators"><comment x="0" y="0" w="131" collapsed="false">Binu Kuruppuarachchi&#xD;Sahema Sarika&#xD;Pd. 4&#xD;We used a condition within the conditional &quot;if-else&quot; so that if the first number if equal to the second, it would report false because the numbers are not unequal. If the numbers are unequal then it would report true.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="number 1"/><block var="number 2"/></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><block-definition s="%&apos;number 1&apos; ≤ %&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="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="number 1"/><block var="number 2"/></block><block s="reportEquals"><block var="number 1"/><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="%&apos;number 1&apos; ≥ %&apos;number 2&apos;" type="predicate" category="operators"><comment x="0" y="0" w="146" collapsed="false">Sahema Sarika&#xD;PD 4&#xD;This script uses predicates and conditionals in order to operate the block to be &quot;greater then or equal to&quot;.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="number 1"/><block var="number 2"/></block><block s="reportEquals"><block var="number 1"/><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="%&apos;number 1&apos; between %&apos;number 2&apos; and %&apos;Number 3&apos; ?" type="predicate" category="operators"><comment w="146" collapsed="false">Sahema Sarika&#xD;PD 4&#xD;This script contains predicates and a conditional block in order for the script to ustilize the function finding out whther or not the number is between 2 other numbers. </comment><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"><custom-block s="%s ≤ %s"><block var="number 2"/><block var="number 1"/></custom-block><custom-block s="%s ≥ %s"><block var="Number 3"/><block var="number 1"/></custom-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></blocks><variables></variables></project><media name="U2L8-MakingDecisions" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>