<snapdata remixID="10038827"><project name="U2L2_Predicates" 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="-1162" y="124" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="78,255,3,1" 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="512.3333333333334" y="10"><block s="reportModulus"><l>45</l><l>7</l></block></script><comment x="56.53255208333337" y="748.1666666666666" w="90" collapsed="false">A.Yes but I&apos;m not sure about the last one.&#xD;B. The last one&#xD;C.The first one because it breaks it down more.&#xD;D.The second one because it&apos;s short but you can still break the steps down some.&#xD;E.The first one because it’s in steps.&#xD;F.The first one because even though it is long it gets broken down more so I can understand.&#xD;&#xD;2. It will ask if a place is open but if tuesday it’s closed but every other day it will be open.&#xD;&#xD; here...</comment><script x="31.333333333333343" y="67.00000000000003"><block s="down"></block><block s="setSize"><l>3</l><comment w="141" collapsed="false">sequencing&#xD;This works by changing pen size then the forever block just go all through the steps to get your output</comment></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>250,50,0,1</color></block></script><script><block s="setColor"><color>51,24,0,1</color></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><l>0</l><block s="xPosition"></block></block><script><block s="setColor"><color>78,255,3,1</color></block></script><script><block s="setColor"><color>255,29,7,1</color></block></script><comment w="231" collapsed="false">Selection  &#xD;&#xD;&#xD;In this if the 0 is bigger then the x postion the color is lime if else then it would be red so this is making a choice on color that makes it selection.</comment></block><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="yPosition"></block><comment w="90" collapsed="false">Iteration &#xD;This just repeats the last line but its the y postion is smaller thr color will be black if not it is a different color but it keeps going until it have a response ti change for it.</comment></block><script><block s="setColor"><color>41,0,16,1</color></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>100</l><comment w="90" collapsed="false">Iteration &#xD;This just repeats the last line but its the y postion is smaller thr color will be black if not it is a different color but it keeps going until it have a response ti change for it.</comment></block><script><block s="setColor"><color>0,23,168,1</color></block></script></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="443.33333333333337" y="24"><custom-block s="even?"></custom-block></script><script x="75" y="561.5"><block s="reportMouseDown"></block></script><script x="626.3333333333334" y="14.000000000000028"><block s="reportModulus"><l>13</l><l>5</l></block></script><script x="528" y="167.3333333333334"><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>4</l></block><l>3</l></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="who"/><l>,"who"</l><block var="does what"/><l>"</l><l>,</l></list></block></block></script><script><block s="doReport"><block var="who"/></block></script></block></script><script x="569" y="275"><block s="receiveGo"></block><block s="doUntil"><block s="reifyPredicate"><autolambda><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></autolambda><list></list></block><script><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="forward"><l>1</l></block></script></block></script><script x="229" y="28.999999999999915"><block s="reportBoolean"><l><bool>true</bool></l></block></script><script x="370" y="30"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="even?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables></variables></project><media name="U2L2_Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>