<snapdata remixID="14678795"><project name="Lab 06" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 06"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><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="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="13"><costumes><list id="14"><item><ref mediaID="Lab 06_Sprite_cst_Idle"></ref></item><item><ref mediaID="Lab 06_Sprite_cst_Talk"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="144.35143229166636" y="30"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Talk</l></block><block s="doSayFor"><l>Hello! I&apos;m Mimi!</l><l>2</l></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>Name</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Well that&apos;s a goofy name,</l><l>2</l></block><block s="doAsk"><l>Wanna play a game?</l></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes!</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Sure</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Sure!</l></list></block></list></block><script><block s="doSayFor"><l>YAY! Thank you so much!</l><l>2</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doAsk"><l>What? Why Not!</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>Uhhh... I&apos;ll take that as a yes.</l><l>2</l></block></script></list></block><block s="doSetVar"><l>Secret Number</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Secret Number"/></list></block><script><block s="doAsk"><l>Alright, Im thinking of a number between 1 and 100. What is it?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Secret Number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Wow! you did it </l><block s="reportJoinWords"><list><block var="Name"/><l>!</l></list></block></list></block><l>2</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Nope, Your wrong </l><block s="reportJoinWords"><list><block var="Name"/><l>!</l></list></block></list></block><l>2</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="Secret Number"/></list></block><script><block s="doSayFor"><l>Let me help you out though, The number I&apos;m thinking of is SMALLER then your guess.</l><l>3</l></block></script><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="Secret Number"/></list></block><script><block s="doSayFor"><l>Let me help you out though, The number I&apos;m thinking of is BIGGER then your guess.</l><l>3</l></block></script></list></block></script></list></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Thanks for playing with me! It took you </l><block s="reportJoinWords"><list><block var="Name"/><l>Tries to get the number right!</l></list></block></list></block><l>2</l></block><block s="doSwitchToCostume"><l>Idle</l></block></script></scripts></sprite><watcher var="Secret Number" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Name" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="Secret Number"><l>28</l></variable><variable name="Name"><l>kg</l></variable></variables></scene></scenes></project><media name="Lab 06" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Idle" center-x="76" center-y="152" image="data:image/png;base64,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" mediaID="Lab 06_Sprite_cst_Idle"/><costume name="Talk" center-x="76" center-y="152" image="data:image/png;base64,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" mediaID="Lab 06_Sprite_cst_Talk"/></media></snapdata>