<snapdata remixID="12691657"><project name="Lab 5-Osman" 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="Lab 5-Osman"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" 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id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Part 1" idx="3" x="0" y="1.9895196601282805e-13" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Part 1_cst_Pal_Face"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="56" y="79.33333333333337"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="false">This is part 1 of lab 5. 1.1 and 1.2</comment></block><block s="doAsk"><l>How many side does the shape your thinking of have?</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>That&apos;s a triangle!</l><l>2.5</l></block><block s="bubble"><l>Thanks for playing</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>That&apos;s a triangle!</l><l>2.5</l></block><block s="bubble"><l>Thanks for playing</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>That&apos;s a triangle!</l><l>2.5</l></block><block s="bubble"><l>Thanks for playing</l><comment w="90" collapsed="false">No matter what the player says this code would only shows that the player choosed triangle and a &quot;thanks for playing&quot; each time</comment></block></script><list></list></block></script><script x="351" y="187.33333333333337"><block s="receiveKey"><l><option>h</option></l><list></list><comment w="80" collapsed="false">Go to the next sprite to start Part 1. Make sure to click &quot;h&quot; to hide this sprite and stop this script.</comment></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="353" y="318"><block s="receiveKey"><l><option>s</option></l><list></list></block><block s="show"></block></script><script x="278" y="495.83333333333337"><block s="changeScale"><l>-10</l></block></script></scripts></sprite><sprite name="Part 3" idx="2" x="-1.5254237288131662" y="-0.49152542372874564" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="89"><costumes><list id="90"><item><ref mediaID="Part 3_cst_Chiseled_Good_Looks"></ref></item></list></costumes><sounds><list struct="atomic" id="91"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="false">This is part 3, basically the code goes in order from up to bottom</comment></block><block s="doSayFor"><l>What are some quadrilateral shapes you&apos;re thinking of? (Shape 1)</l><l>3</l></block><block s="doAsk"><l>Are there four sides that are equal to each other?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list><comment w="90" collapsed="false">This code focus on whether the shape is rectangle or square, but if a player choose rectangle, they need to restarts.</comment></block><script><block s="doSayFor"><l>Incorrect, try again and press 3.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Is it a Rectangle?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Unknown quadrilateral.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Does the length differ from one another depending on how it’s predicted?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That&apos;s a Square!</l><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown quadrilateral.</l><l>2</l><comment w="90" collapsed="false">Code ends here</comment></block></script><list></list></block></script></block></script><list></list></block><block s="doSayFor"><l>What are some quadrilateral shapes you&apos;re thinking of? (Shape 2)&#xD;</l><l>3</l><comment w="90" collapsed="false">To make it less confusing, the shape number is listed.</comment></block><block s="doAsk"><l>Are there four sides that are equal to each other?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Incorrect, try again and press 3.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Does it have four right angles with two pairs of parallel sides, and has equal diagonals?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That&apos;s a Rectangle!</l><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown quadrilateral.</l><l>2</l><comment w="90" collapsed="false">End code for shape two which is for a rectangle</comment></block></script><list></list></block></script></block></script><list></list></block><block s="doSayFor"><l>What are some quadrilateral shapes you&apos;re thinking of? (Shape 3)&#xD;</l><l>3</l></block><block s="doAsk"><l>Are you thinking of polygons with opposite sides and equal in length?&#xD;</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown quadrilateral, try again and press 3.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Does it have four right angles with two pairs of parallel sides, and has equal diagonals?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown quadrilateral, try again and press 3.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That’s a Parallelogram!</l><l>2</l></block><block s="doAsk"><l>Would you like an example of a parallelogram?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>A diamond is parallelogram as it has equal diagonals that intersect at the right angles.</l><l>4</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Okay no worries.</l><l>2</l><comment w="152" collapsed="false">End of the category list type of shape called a parallelogram which I also showed example to make it less confusing</comment></block></script><list></list></block></script></block></script><list></list></block></script><list></list></block><block s="doSayFor"><l>What are some quadrilateral shapes you&apos;re thinking of? (Shape 4)&#xD;</l><l>3</l></block><block s="doAsk"><l> Is it a quadrilateral with two parallel lines?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Then, is it a quadrilateral with two parallel lines and two non parallel sides?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Then, is it a quadrilateral with two parallel lines and two non parallel sides?</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown quadrilateral</l><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>It’s a Trapezoid!</l><l>2</l><comment w="90" collapsed="false">This is the end code for a Trapezoid </comment></block></script><list></list></block></script></block></script></block></script><list></list></block></script><script x="523" y="79.00000000000045"><block s="receiveKey"><l><option>h</option></l><list></list><comment w="80" collapsed="false">Go to the next sprite to start Part 2. Make sure to click 1 to hide this sprite.</comment></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="531" y="194.66666666666697"><block s="receiveKey"><l><option>s</option></l><list></list></block><block s="show"></block></script></scripts></sprite><sprite name="Part 2" idx="1" x="2.2737367544323206e-13" y="-1.9999999999999716" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="427"><costumes><list id="428"><item><ref mediaID="Part 2_cst_Makeup_Minimalist"></ref></item></list></costumes><sounds><list struct="atomic" id="429"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="false">This is part 2 of the lab</comment></block><block s="doAsk"><l>How many side does the shape your thinking of have?</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>3</l></list><comment w="90" collapsed="false">If the code is less than 3, the code make sure the player isn&apos;t doing that any more</comment></block><script><block s="doSayFor"><l>Unknown</l><l>2.5</l></block><block s="doSayFor"><l>Please pick a side number above 3, try again and press 2.</l><l>2.5</l></block><block s="doSayFor"><l>Thanks for playing</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doAsk"><l>Is it one of the most basic shapes in geometry?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Does the length differ from one another depending on how it’s predicted?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Does the length differ from one another depending on how it’s predicted?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Is the sum of the shape always 180 degrees?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Is the sum of the shape always 180 degrees?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That&apos;s a Triangle!</l><l>2.5</l><comment w="90" collapsed="false">Script ends after the light yellow, it indicate the code for Triangle</comment></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="bubble"><l>Unknown Polygon.</l></block></script><list></list></block><block s="doSayFor"><l>Thanks for playing</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>Does it  consists of a lot more shapes?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="bubble"><l> Unknown Polygon, try again and press 2.</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l> Are the shapes formed by connecting four non-collinear points?&#xD;</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="bubble"><l> Unknown Polygon, try again and press 2.</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That&apos;s a Quadrilateral!</l><l>2.5</l></block><block s="doAsk"><l> Would you like an example of a quadrilateral?</l><comment w="90" collapsed="false">Putting in example to show understaning? and showing an understanding?</comment></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>A rhombus is an exmaple</l><l>3</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Okay, no worries.</l><l>2.5</l><comment w="90" collapsed="false">Script ends after the light yellow, it indicate the code for Quadrilateral</comment></block><block s="doSayFor"><l>Thanks for playing</l><l>4</l></block></script><list></list></block></script></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doAsk"><l>Do all the sides equal in length?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="bubble"><l> Unknown Polygon, try again and press 2.</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Do the interior angles also equal to each other then?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Then, do the interior angles at least measure to 108 degrees?</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That’s a Pentagon!</l><l>2.5</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown Polygon.</l><l>2.5</l></block></script><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Then, do the interior angles at least measure to 108 degrees?</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That’s a Pentagon!</l><l>2.5</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown Polygon.</l><l>2.5</l><comment w="90" collapsed="false">Script ends after the dark yellow, it indicate the code for Quadrilateral</comment></block></script><list></list></block><block s="doSayFor"><l>Thanks for playing</l><l>4</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doAsk"><l>Does this shape appear frequently in our daily life?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l> Is this shape a really eye-catching shape with neon reflecting lights, usually?</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown Polygon.</l><l>2.5</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Do you see this shape a lot on the road?</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Then, does each side equal in length, as the angles measure to 120 degrees?</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Then, does each side equal in length, as the angles measure to 120 degrees?</l></block></script><list></list></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>That&apos;s a Hexagon</l><l>2.5</l><comment w="90" collapsed="false">Script ends after the dark yellow, it indicate the code for Hexegon</comment></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Unknown Polygon.</l><l>2.5</l></block></script><list></list></block><block s="doSayFor"><l>Thanks for playing</l><l>4</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>6</l></list><comment w="90" collapsed="false">If the asnwer is bigger than 6, this code make sure the player don&apos;t go above</comment></block><script><block s="doSayFor"><l>Unknown Polygon</l><l>2.5</l></block><block s="doSayFor"><l>Please pick a side number above 6. Try again and press 2.</l><l>2.5</l></block><block s="doSayFor"><l>Thanks for playing</l><l>4</l></block></script><list></list></block></script><script x="441" y="358.0000000000004"><block s="receiveKey"><l><option>h</option></l><list></list><comment w="80" collapsed="false">Click on tis block to hide this sprite so you can do sprite 3</comment></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="437" y="439.66666666666686"><block s="receiveKey"><l><option>s</option></l><list></list></block><block s="show"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 5-Osman" 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"/><costume name="Pal_Face" center-x="180" center-y="180" 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" mediaID="Part 1_cst_Pal_Face"/><costume name="Chiseled_Good_Looks" center-x="180" center-y="180" 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" mediaID="Part 3_cst_Chiseled_Good_Looks"/><costume name="Makeup_Minimalist" center-x="180" center-y="180" 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" 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