<snapdata remixID="8854450"><project name="U2L3" 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="-904" y="213" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,51,255,1" 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><script x="492.6416025625" y="210.000003"><custom-block s="mouse x"></custom-block></script><script x="109" y="44"><block s="clear"></block></script><script x="89" y="86"><block s="up"></block></script><script x="81" y="168"><block s="doGotoObject"><l><option>center</option></l></block></script><script x="505" y="176"><custom-block s="mouse y"></custom-block></script><script x="93" y="240"><block s="doForever"><script></script></block></script><script x="239" y="425"><block s="setSize"><l>20</l></block></script><script x="510" y="552"><custom-block s="%n Between? %n and %n"><l>2</l><l>1</l><l>3</l></custom-block></script><script x="512" y="621"><custom-block s="even? %n"><l>4</l></custom-block></script><script x="831" y="66"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>space</option></l></block></block><block s="down"></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="reportMouseX"></block><l>0</l></block><script><block s="setColor"><color>46,51,255,1</color></block></script><script><block s="setColor"><color>145,26,68,1</color></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="mouse x" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="mouse y" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></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"><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 1"/><block var="number 2"/></block><block s="reportLessThan"><block var="number 1"/><block var="number 3"/></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; Divisible by %&apos;number 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 1"/><block var="number 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="even? %&apos;number 1&apos;" 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 1"/><l>2</l></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" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>