<snapdata remixID="8907848"><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="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="Untitled" 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="-336" y="-257" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,148,196,1" 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="20" y="20"><block s="receiveGo"></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="doIfElse"><block s="reportAnd"><custom-block s="%s &gt;= %s"><block s="reportMouseX"></block><l>0</l></custom-block><custom-block s="%s &gt;= %s"><block s="reportMouseY"></block><l>0</l></custom-block></block><script><block s="setColor"><color>255,155,138,1</color></block></script><script><block s="doIfElse"><block s="reportAnd"><custom-block s="%s &gt;= %s"><block s="reportMouseX"></block><l>0</l></custom-block><custom-block s="%s &lt;= %s"><block s="reportMouseY"></block><l>0</l></custom-block></block><script><block s="setColor"><color>235,254,255,1</color></block></script><script><block s="doIfElse"><block s="reportAnd"><custom-block s="%s &lt;= %s"><block s="reportMouseX"></block><l>0</l></custom-block><custom-block s="%s &lt;= %s"><block s="reportMouseY"></block><l>0</l></custom-block></block><script><block s="setColor"><color>255,148,196,1</color></block></script><script><block s="setColor"><color>255,56,86,1</color></block></script></block></script></block></script></block><block s="down"></block></script><script><block s="up"></block></script></block></script></block></script><script x="20" y="458"><custom-block s="%s &lt;= %s"><l></l><l></l></custom-block></script><script x="20" y="491"><custom-block s="is %s between %s and %s ?"><block s="reportMouseY"></block><l>-20</l><l>20</l></custom-block></script><script x="20" y="525"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="20" y="595"><block s="setSize"><l>15</l></block></script><script x="20" y="634"><custom-block s="%s &lt;= %s"><l>3</l><l>25</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;num1&apos; &lt;= %&apos;num2&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="reportOr"><block s="reportLessThan"><block var="num1"/><block var="num2"/></block><block s="reportEquals"><block var="num1"/><block var="num2"/></block></block></block></script></block-definition><block-definition s="is %&apos;number&apos; between %&apos;smaller number&apos; and %&apos;bigger 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="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="number"/><block var="smaller number"/></block><block s="reportLessThan"><block var="number"/><block var="bigger number"/></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;num1&apos; &gt;= %&apos;num2&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="reportOr"><block s="reportGreaterThan"><block var="num1"/><block var="num2"/></block><block s="reportEquals"><block var="num1"/><block var="num2"/></block></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3 Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>