<snapdata remixID="14891305"><project name="Unit 2 Lab 3: Making Decisions SHafath" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 2 Lab 3: Making Decisions SHafath"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number %&apos;Number 2&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="Is %&apos;number 1&apos; number in %&apos;number 2&apos; %&apos;number 3&apos; bewteen?" 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="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="number 2"/><block var="number 1"/></list></block><block s="reportVariadicLessThan"><list><block var="number 1"/><block var="number 3"/></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="26"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-409" y="-152" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="40" y="33"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="222" y="31.00000000000003"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setSize"><l>5</l></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-50</l></list></block><script><block s="setColor"><color>145,26,68,1</color></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>50</l></list></block><script><block s="setColor"><color>0,51,226,1</color></block><block s="doIf"><custom-block s="Is %s number in %s %s bewteen?"><block s="yPosition"></block><l>-75</l><l>75</l></custom-block><script><block s="setColor"><color>148,0,197,1</color></block></script><list></list></block></script><list></list></block></script></block></script><script x="403" y="30"><block s="receiveGo"></block><block s="doForever"><script><block s="down"></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Unit 2 Lab 3: Making Decisions SHafath" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>