<snapdata remixID="14726908"><project name="U2L3-predicates" app="Snap! 11.0.7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pen down?" type="predicate" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="is %&apos;value&apos; between %&apos;lower&apos; and %&apos;upper&apos; ?" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="value"/><block var="lower"/></list></block><block s="reportVariadicLessThan"><list><block var="value"/><block var="upper"/></list></block></list></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="29"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-975" y="126" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,141,205,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>100</l></list></block><script><block s="setColor"><color>57,96,255,1</color></block></script><script><block s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="reportMouseX"></block><l>-100</l><l>100</l></custom-block><script><block s="setColor"><color>246,74,0,1</color></block></script><script><block s="setColor"><color>255,141,205,1</color></block></script></block></script></block></script></block></script><script x="238.16564886518518" y="42.61549405983061"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIfElse"><custom-block s="pen down?"></custom-block><script><block s="up"></block></script><script><block s="down"></block></script></block></script><script x="623.3308413663358" y="56.17519153622413"><block s="clear"></block></script><script x="409.4462776458521" y="44.51999951552432"><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><l></l></list></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><l></l></list></block><script></script><script></script></block></script><list><l><bool>true</bool></l><script></script></list></block></script><script x="397.890625" y="255.56060791015653"><custom-block s="is %s between %s and %s ?"><l></l><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-predicates" app="Snap! 11.0.7, https://snap.berkeley.edu" version="2"></media></snapdata>