<snapdata remixID="10059612"><project name="U2L4" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" 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="-532" y="-248" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,18,248,1" 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="325.66666666666663" y="10"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>239,51,0,1</color></block></script><script><block s="setColor"><color>0,18,248,1</color></block></script></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="up"></block></script><script><block s="down"></block></script></block><block s="doIf"><custom-block s="is %n between %n and %n"><block s="yPosition"></block><l>5</l><l>50</l></custom-block><script><block s="setColor"><color>57,255,15,1</color></block></script></block></script></block></script><comment x="40.66666666666663" y="440.6666666666665" w="136" collapsed="false">3.1&#xD;A.yes it work correctly&#xD;B.the 3 one&#xD;C.the 3 one because short&#xD;D.the 3 one because it not a lot going on&#xD;E.The first one&#xD;F.The 3 one&#xD;</comment><comment x="409" y="442.33333333333337" w="129" collapsed="false">3.3&#xD;A,yes&#xD;B.the if else block&#xD;C.if else blocks &#xD;D.3 colors&#xD;E.the x and y&#xD;if else</comment><comment x="242" y="457.33333333333337" w="133" collapsed="false">3.2&#xD;A.yes&#xD;b. is today tuesday&#xD;c.if yes it closed&#xD;d.if else&#xD;e.the answer yes&#xD;f. the if else</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="go to" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="go to %&apos;mouse pointer&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="is %&apos;inputvalue&apos; between %&apos;lowerbound&apos; and %&apos;upperbound&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="inputvalue"/><block var="lowerbound"/></block><block s="reportLessThan"><block var="inputvalue"/><block var="upperbound"/></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="U2L4" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>