<snapdata remixID="8927405"><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" id="1"><pentrails>data:image/png;base64,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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="-568" y="135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="22,0,250,1" 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="364" y="18"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="323" y="210"><block s="setSize"><l>5</l></block></script><script x="175.6416035625" y="322.83333533333337"><block s="reportGreaterThan"><l></l><l>0</l></block></script><script x="30" y="30"><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="down"></block></script><script><block s="up"></block></script></block><block s="doIfElse"><custom-block s="%s &gt;= %s"><block s="reportMouseY"></block><l>80</l></custom-block><script><block s="setColor"><color>22,0,250,1</color></block></script><script><block s="setColor"><color>255,86,26,1</color></block></script></block><block s="doIf"><custom-block s="is %s between %s and %s ?"><block s="reportMouseY"></block><l>80</l><l>-80</l></custom-block><script><block s="setColor"><color>245,73,0,1</color></block></script></block><block s="doIf"><custom-block s="%s &lt;= %s"><block s="reportMouseY"></block><l>-80</l></custom-block><script><block s="setColor"><color>255,231,10,1</color></block></script></block></script></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="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="num1"/><block var="num2"/></block><block s="reportEquals"><block var="num1"/><block var="num2"/></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="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="num1"/><block var="num2"/></block><block s="reportEquals"><block var="num1"/><block var="num2"/></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="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="reportLessThan"><block var="number"/><block var="smaller number"/></block><block s="reportGreaterThan"><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></blocks><variables></variables></project><media name="u2l3 predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>