<snapdata remixID="8772361"><project name="shape thing" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</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" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled(3)" center-x="143.5" center-y="153.5" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="247" y="30"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled(3)</l></block><block s="doSayFor"><l>Hi</l><l>2</l></block><block s="doSayFor"><l>I am thinking of a number from 1 to 10</l><l>3</l></block><block s="doSayFor"><l>can you guess the right number?</l><l>2</l></block><block s="doAsk"><l>Guess a number</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Wrong can you guess geuss again?</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doSayFor"><l>thanks for playing!</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Wrong guess again!</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Wrong guess again</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>wrong guess again!</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>wrong guess again!</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>Wrong guess again</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>wrong guess again!</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><script><block s="doSayFor"><l>wrong guess again!</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>wrong guess again</l><l>2</l></block></script><script><block s="doAsk"><l></l></block></script></block></script><script x="850.0000009999999" y="102.000001"><block s="doAsk"><l>is it equal on all sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><l>It&apos;s  a square!</l><l>2</l></block></script><script><block s="doAsk"><l>do all the angles have the same measure but not a square? </l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><l>a rectangle!</l><l>2</l></block></script><script><block s="doAsk"><l>is it not a rectangle but parallel to one side?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><l>a parallelogram!</l><l>2</l></block></script><script><block s="doAsk"><l>is it not a parallelogram but 2 sides are 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>a trapezoid!</l><l>2</l></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block></script><script><block s="doAsk"><l>is it a trapezoid?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><l>a trapezoid!</l><l>2</l></block></script><script><block s="doSayFor"><l>you beat me, good game</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script><script x="591.6416025625" y="577.000001"><block s="reportGreaterThan"><l></l><l>6</l></block></script><script x="475.6416025625" y="648.0000010000001"><block s="reportLessThan"><l></l><l>3</l></block></script><script x="553" y="807"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="521.000001" y="430.000001"><block s="doSwitchToCostume"><l>Untitled(2)</l></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="shape thing" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>