<snapdata remixID="10551292"><project name="Q+A" 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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</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="0.8304498269894793" y="-0.6228373702421095" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="sus" center-x="90" center-y="89" image="data:image/png;base64,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" id="10"/></item><item><costume name="jay" center-x="70" center-y="100" image="data:image/png;base64,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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="204.00000000000003"><block s="receiveMessage"><l>Start</l></block><block s="doAsk"><l>Are you ready?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>sus</l></block><script><block s="doSwitchToCostume"><l>sus</l></block><block s="doForever"><script><block s="createClone"><l><option>myself</option></l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSwitchToCostume"><l>jay</l></block><block s="changeEffect"><l><option>fisheye</option></l><l>10</l></block><block s="changeEffect"><l><option>brightness</option></l><l>10</l></block><block s="changeEffect"><l><option>saturation</option></l><l>10</l></block><block s="doBroadcast"><l>Start</l></block></script></block><block s="doAsk"><l>Does your shape have 3 sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Your shape is a triangle!</l><l>4</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doAsk"><l>Does your shape have 4 sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doBroadcast"><l>Alt</l></block></script><script><block s="doAsk"><l>Does your shape have 5 sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Your shape is a pentagon!</l><l>4</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doAsk"><l>Does your shape have 6 sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Your shape is a hexagon!</l><l>2</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doSayFor"><l>Your shape is unknown!</l><l>2</l></block><block s="doBroadcast"><l>Start</l></block></script></block></script></block></script></block></script></block></script><script x="19" y="10"><block s="receiveGo"></block><block s="setEffect"><l><option>fisheye</option></l><l>0</l></block><block s="setEffect"><l><option>saturation</option></l><l>0</l></block><block s="setEffect"><l><option>brightness</option></l><l>0</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSayFor"><l>Welcome!</l><l>1.25</l></block><block s="doSayFor"><l>Please use either "Yes" or "No" to answer the following questions.</l><l>5</l></block><block s="doBroadcast"><l>Start</l></block></script><script x="291.791015625" y="192.99999999999991"><block s="receiveMessage"><l>Alt</l></block><block s="doAsk"><l>Do all four sides have the same length and all four angles have the same measure?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Then the shape is a square!</l><l>4</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doAsk"><l>Is your shape not a square and all four angles have the same measure?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Then the shape is a rectangle!</l><l>4</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doAsk"><l>Is your shape not a rectangle and each side is parallel to one other side?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Your shape is a parallelogram!</l><l>2</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doAsk"><l>Is each side parallel to one other side?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Your shape is a parallelogram!</l><l>2</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doAsk"><l>Are the two sides parallel to each other?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Your shape is a trapezoid!</l><l>2</l></block><block s="doBroadcast"><l>Start</l></block></script><script><block s="doSayFor"><l>Your shape is an unknown quadrilateral!</l><l>2</l></block><block s="doBroadcast"><l>Start</l></block></script></block></script></block></script></block></script></block></script></block></script><script x="57" y="1043.6666666666665"><block s="receiveOnClone"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="changeEffect"><l><option>fisheye</option></l><l>200</l></block><block s="bubble"><l>sus</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Q+A" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>