<snapdata remixID="11919426"><project name="U2L3-Predicates" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="U2L3-Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="3" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item><item><ref mediaID="Stage_cst_Untitled(3)"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-427" y="-106" heading="105" scale="1.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="251,255,250,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_preview16"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="11.000000000000085"><block s="receiveGo"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l><comment w="148" collapsed="true">Copied the formatting from unit 1 lab 5 to make the sprite follow my cursor.</comment></block><block s="down"></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>10</l></list><comment w="127" collapsed="true">If my mouse position is in a certain part, where the x position is less than 10, of the coordinate graph, the pen down will turn yellow.</comment></block><script><block s="setColor"><color>250,255,56,1</color></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>10</l></list><comment w="176" collapsed="true">Same as above, if my posinter is in an area on my stage where the y position location is greater than 10, my pen color will change to red, as well as the sizing of the pen in this area.</comment></block><script><block s="setColor"><color>255,25,90,1</color></block><block s="setSize"><l>4</l></block></script><list></list></block></script></block></script><script x="17" y="267.0000000000008"><block s="receiveGo"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>10</l></list><comment w="229" collapsed="true">When my pointer is in a specific location, where it is again the x being greater than 10, the pen color and size will change based on that varible, predicate.</comment></block><script><block s="setColor"><color>17,0,9,1</color></block><block s="setSize"><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>10</l></list><comment w="203.00000000000006" collapsed="true">If my pointer is in a position where it is on the y positioning axis and it is less than 10, the pen color will chanage to the white. The two if blocks within the forever block gives the chance for both commands and predicates to be working together at once.</comment></block><script><block s="setColor"><color>251,255,250,1</color></block></script><list></list></block></script></block></script><script x="210.00000000000023" y="275.0000000000007"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="160" collapsed="true">How I clear my code each time</comment></block><block s="clear"></block></script><script x="307.0000000000002" y="11.000000000000256"><block s="doAsk"><l>Is today Sunday?</l><comment w="90" collapsed="true">Because I wanted this command disconnected from the control commands, I made this question block free standing</comment></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list><comment w="90" collapsed="true">If yes is typed, the sensing command recognizes it says Chickfila is closed today becasue yes was typed. </comment></block><script><block s="bubble"><l>Chick-Fil-A is closed today.</l></block><block s="doGlide"><l>2</l><l>3</l><l>6</l></block><block s="changeSize"><l>6</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list><comment w="102" collapsed="true">If my answer to the prompt is no, the programmed answer to no says eat more chicken. The if else block provides two possibilities for answers to multiple questions.</comment></block><script><block s="bubble"><l>Eat mor chikin!</l></block></script><list></list></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" mediaID="Stage_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="240" center-y="179" 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mediaID="Stage_cst_Untitled(3)"/><costume name="preview16" center-x="54.5" center-y="80" 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