<snapdata remixID="13766769"><project name="3.19: Magic Guessing Game" 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="3.19: Magic Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="CheckGuess" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="numGuesses"/><l>5</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="UserNumber"/><block var="CompNumber"/></list></block><script><block s="doBroadcast"><l>Magic</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="UserNumber"/><block var="CompNumber"/></list></block><script><block s="doSayFor"><l>higher...</l><l>1</l></block></script><script><block s="doSayFor"><l>lower...</l><l>1</l></block></script></block><block s="doAsk"><l>Try to guess my number</l></block><block s="doSetVar"><l>UserNumber</l><block s="getLastAnswer"></block></block><block s="doChangeVar"><l>numGuesses</l><l>1</l></block><custom-block s="CheckGuess"></custom-block></script></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="UserNumber"/><block var="CompNumber"/></list></block><script><block s="doBroadcast"><l>Magic</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doSayFor"><l>Sorry, you lost...</l><l>2</l></block><block s="doBroadcast"><l>gameOver</l><list></list></block><block s="doRepeat"><l>4</l><script><block s="changeEffect"><l><option>ghost</option></l><l>25</l></block><block s="doWait"><l>.3</l></block></script></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block-definition></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="96"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezVC27kNhAEUCP3P3SC/NZeez6SSDWb9YJg1zsjkV2vDdQfH/4jQIAAAQIEbhdQwLeTu5AAAQIECHx8ZBew3wACBAgQIFAkoICL4F1LgAABAtkCCjh3/5ITIECAQKGAAi7EdzUBAgQI5Aoo4NzdZyeXngABAsUCCrh4Aa4nQIAAgUwBBZy5d6mzBaQnQGABAQW8wBKMQIAAAQJ5Ago4b+cSE8gWkJ7AIgIKeJFFGIMAAQIEsgQUcNa+pSVAIFtA+oUEFPBCyzAKAQIECOQIKOCcXUtKgACBbIHF0ivgxRZiHAIECBDIEFDAGXuWkgABAgQWE7i5gBdLbxwCBAgQIFAkoICL4F1LgAABAtkCCvjG/buKAAECBAj8J6CA/5PwNwECBAgQuFFAAd+InX2V9AQIECDwWUABf9bwMwECBAgQuElAAd8E7ZpsAekJECDwu4AC/l3EvwkQIECAwA0CCvgGZFcQyBaQngCBnwQU8E8qPiNAgAABApMFFPBkYMcTIJAtID2BRwIK+JGMzwkQIECAwEQBBTwR19EECBDIFpD+mYACfqbjOwIECBAgMElAAU+CdSwBAgQIZAu8Sq+AXwn5ngABAgQITBBQwBNQHUmAAAECBF4J7F3Ar9L7ngABAgQIFAko4CJ41xIgQIBAtoAC3nf/khEgQIDAwgIKeOHlGI0AAQIE9hVQwPvuNjuZ9AQIEFhcQAEvviDjESBAgMCeAgp4z71KlS0gPQECDQQUcIMlGZEAAQIE9hNQwPvtVCIC2QLSE2gioICbLMqYBAgQILCXgALea5/SECCQLSB9IwEF3GhZRiVAgACBfQQU8D67lIQAAQLZAs3SK+BmCzMuAQIECOwhoID32KMUBAgQINBMYHABN0tvXAIECBAgUCSggIvgXUuAAAEC2QIKeOD+HUWAAAECBN4VUMDvSnmOAAECBAgMFFDAAzGzj5KeAAECBI4IKOAjWp4lQIAAAQKDBBTwIEjHZAtIT4AAgaMCCviomOcJECBAgMAAAQU8ANERBLIFpCdA4IyAAj6j5h0CBAgQIHBRQAFfBPQ6AQLZAtITOCuggM/KeY8AAQIECFwQUMAX8LxKgACBbAHprwgo4Ct63iVAgAABAicFFPBJOK8RIECAQLbA1fQK+Kqg9wkQIECAwAkBBXwCzSsECBAgQOCqQO8Cvpre+wQIECBAoEhAARfBu5YAAQIEsgUUcN/9m5wAAQIEGgso4MbLMzoBAgQI9BVQwH13lz259AQIEGguoICbL9D4BAgQINBTQAH33JupswWkJ0BgAwEFvMESRSBAgACBfgIKuN/OTEwgW0B6ApsIKOBNFikGAQIECPQSUMC99mVaAgSyBaTfSEABb7RMUQgQIECgj4AC7rMrkxIgQCBbYLP0CnizhYpDgAABAj0EFHCPPZmSAAECBDYTOFjAm6UXhwABAgQIFAko4CJ41xIgQIBAtoACPrB/jxIgQIAAgVECCniUpHMIECBAgMABAQV8ACv7UekJECBAYKSAAh6p6SwCBAgQIPCmgAJ+E8pj2QLSEyBAYLSAAh4t6jwCBAgQIPCGgAJ+A8kjBLIFpCdAYIaAAp6h6kwCBAgQIPBCQAG/API1AQLZAtITmCWggGfJOpcAAQIECDwRUMBPcHxFgACBbAHpZwoo4Jm6ziZAgAABAg8EFPADGB8TIECAQLbA7PQKeLaw8wkQIECAwA8CCvgHFB8RIECAAIHZAmsX8Oz0zidAgAABAkUCCrgI3rUECBAgkC2ggNfdv8kIECBAYGMBBbzxckUjQIAAgXUFFPC6u8meTHoCBAhsLqCAN1+weAQIECCwpoACXnMvpsoWkJ4AgQABBRywZBEJECBAYD0BBbzeTkxEIFtAegIhAgo4ZNFiEiBAgMBaAgp4rX2YhgCBbAHpgwQUcNCyRSVAgACBdQQU8Dq7MAkBAgSyBcLSK+CwhYtLgAABAmsIKOA19mAKAgQIEAgT+K2Aw9KLS4AAAQIEigQUcBG8awkQIEAgW0ABf9q/HwkQIECAwF0CCvguafcQIECAAIFPAgr4E0b2j9ITIECAwJ0CCvhObXcRIECAAIF/BRTwvxD+yhaQngABAncLKOC7xd1HgAABAgT+ElDAfyH4n0C2gPQECFQIKOAKdXcSIECAQLyAAo7/FQBAIFtAegJVAgq4St69BAgQIBAtoICj1y88AQLZAtJXCijgSn13EyBAgECsgAKOXb3gBAgQyBaoTq+AqzfgfgIECBCIFFDAkWsXmgABAgSqBWoLuDq9+wkQIECAQJGAAi6Cdy0BAgQIZAso4Lr9u5kAAQIEggUUcPDyRSdAgACBOgEFXGeffbP0BAgQCBdQwOG/AOITIECAQI2AAq5xd2u2gPQECBD4UMB+CQgQIECAQIGAAi5AdyWBaAHhCRD4W0AB/83gDwIECBAgcK+AAr7X220ECGQLSE/gfwEF/D+FHwgQIECAwH0CCvg+azcRIEAgW0D6LwIK+AuHfxAgQIAAgXsEFPA9zm4hQIAAgWyBb+kV8DcSHxAgQIAAgfkCCni+sRsIECBAgMA3gagC/pbeBwQIECBAoEhAARfBu5YAAQIEsgUUcMz+BSVAgACBlQQU8ErbMAsBAgQIxAgo4JhVZweVngABAqsJKODVNmIeAgQIEIgQUMARaxYyW0B6AgRWFFDAK27FTAQIECCwvYAC3n7FAhLIFpCewKoCCnjVzZiLAAECBLYWUMBbr1c4AgSyBaRfWUABr7wdsxEgQIDAtgIKeNvVCkaAAIFsgdXTK+DVN2Q+AgQIENhSQAFvuVahCBAgQGB1gbkFvHp68xEgQIAAgSIBBVwE71oCBAgQyBZQwPP272QCBAgQIPBQQAE/pPEFAQIECBCYJ6CA59lmnyw9AQIECDwVUMBPeXxJgAABAgTmCCjgOa5OzRaQngABAi8FFPBLIg8QIECAAIHxAgp4vKkTCWQLSE+AwFsCCvgtJg8RIECAAIGxAgp4rKfTCBDIFpCewNsCCvhtKg8SIECAAIFxAgp4nKWTCBAgkC0g/SEBBXyIy8MECBAgQGCMgAIe4+gUAgQIEMgWOJxeAR8m8wIBAgQIELguoICvGzqBAAECBAgcFtiqgA+n9wIBAgQIECgSUMBF8K4lQIAAgWwBBbzN/gUhQIAAgU4CCrjTtsxKgAABAtsIKOBtVpkdRHoCBAh0E1DA3TZmXgIECBDYQkABb7FGIbIFpCdAoKOAAu64NTMTIECAQHsBBdx+hQIQyBaQnkBXAQXcdXPmJkCAAIHWAgq49foMT4BAtoD0nQUUcOftmZ0AAQIE2goo4LarMzgBAgSyBbqnV8DdN2h+AgQIEGgpoIBbrs3QBAgQINBd4FoBd09vfgIECBAgUCSggIvgXUuAAAEC2QIK+Pz+vUmAAAECBE4LKODTdF4kQIAAAQLnBRTwebvsN6UnQIAAgUsCCvgSn5cJECBAgMA5AQV8zs1b2QLSEyBA4LKAAr5M6AACBAgQIHBcQAEfN/MGgWwB6QkQGCKggIcwOoQAAQIECBwTUMDHvDxNgEC2gPQEhgko4GGUDiJAgAABAu8LKOD3rTxJgACBbAHphwoo4KGcDiNAgAABAu8JKOD3nDxFgAABAtkCw9Mr4OGkDiRAgAABAq8FFPBrI08QIECAAIHhAq0KeHh6BxIgQIAAgSIBBVwE71oCBAgQyBZQwG32b1ACBAgQ2ElAAe+0TVkIECBAoI2AAm6zquxBpSdAgMBuAgp4t43KQ4AAAQItBBRwizUZMltAegIEdhRQwDtuVSYCBAgQWF5AAS+/IgMSyBaQnsCuAgp4183KRYAAAQJLCyjgpddjOAIEsgWk31lAAe+8XdkIECBAYFkBBbzsagxGgACBbIHd0yvg3TcsHwECBAgsKaCAl1yLoQgQIEBgd4HnBbx7evkIECBAgECRgAIugnctAQIECGQLKODH+/cNAQIECBCYJqCAp9E6mAABAgQIPBZQwI9tsr+RngABAgSmCijgqbwOJ0CAAAECPwso4J9dfJotID0BAgSmCyjg6cQuIECAAAEC3wUU8HcTnxDIFpCeAIFbBBTwLcwuIUCAAAECXwUU8FcP/yJAIFtAegK3CSjg26hdRIAAAQIEfgko4F8WfiJAgEC2gPS3CijgW7ldRoAAAQIE/hFQwP84+JMAAQIEsgVuT6+Abyd3IQECBAgQ+PhQwH4LCBAgQIBAgcBSBVyQ35UECBAgQKBEQAGXsLuUAAECBNIFFPAyvwEGIUCAAIEkAQWctG1ZCRAgQGAZAQW8zCqyB5GeAAECaQIKOG3j8hIgQIDAEgIKeIk1GCJbQHoCBBIFFHDi1mUmQIAAgXIBBVy+AgMQyBaQnkCqgAJO3bzcBAgQIFAqoIBL+V1OgEC2gPTJAgo4efuyEyBAgECZgAIuo3cxAQIEsgXS0yvg9N8A+QkQIECgREABl7C7lAABAgSyBT4+FHD6b4D8BAgQIFAioIBL2F1KgAABAukCyQWcvnv5CRAgQKBQQAEX4ruaAAECBHIFFHDq7uUmQIAAgVIBBVzK73ICBAgQSBVQwKmbz84tPQECBMoFFHD5CgxAgAABAokCCjhx6zJnC0hPgMASAgp4iTUYggABAgTSBBRw2sblJZAtID2BZQQU8DKrMAgBAgQIJAko4KRty0qAQLaA9EsJKOCl1mEYAgQIEEgRUMApm5aTAAEC2QLLpVfAy63EQAQIECCQIKCAE7YsIwECBAgsJ3BrAS+X3kAECBAgQKBIQAEXwbuWAAECBLIFFPBt+3cRAQIECBD4JaCAf1n4iQABAgQI3CaggG+jzr5IegIECBD4KqCAv3r4FwECBAgQuEVAAd/C7JJsAekJECDwXUABfzfxCQECBAgQmC6ggKcTu4BAtoD0BAj8LKCAf3bxKQECBAgQmCqggKfyOpwAgWwB6Qk8FlDAj218Q4AAAQIEpgko4Gm0DiZAgEC2gPTPBRTwcx/fEiBAgACBKQIKeAqrQwkQIEAgW+B1egX82sgTBAgQIEBguIACHk7qQAIECBAg8Fpg5wJ+nd4TBAgQIECgSEABF8G7lgABAgSyBRTwrvuXiwABAgSWFlDAS6/HcAQIECCwq4AC3nWz2bmkJ0CAwPICCnj5FRmQAAECBHYUUMA7blWmbAHpCRBoIaCAW6zJkAQIECCwm4AC3m2j8hDIFpCeQBsBBdxmVQYlQIAAgZ0EFPBO25SFAIFsAelbCSjgVusyLAECBAjsIqCAd9mkHAQIEMgWaJdeAbdbmYEJECBAYAcBBbzDFmUgQIAAgXYCQwu4XXoDEyBAgACBIgEFXATvWgIECBDIFlDAw/bvIAIECBAg8L6AAn7fypMECBAgQGCYgAIeRpl9kPQECBAgcExAAR/z8jQBAgQIEBgioICHMDokW0B6AgQIHBdQwMfNvEGAAAECBC4LKODLhA4gkC0gPQECv+uE6gAAAkNJREFU5wQU8Dk3bxEgQIAAgUsCCvgSn5cJEMgWkJ7AeQEFfN7OmwQIECBA4LSAAj5N50UCBAhkC0h/TUABX/PzNgECBAgQOCWggE+xeYkAAQIEsgWup1fA1w2dQIAAAQIEDgso4MNkXiBAgAABAtcFOhfw9fROIECAAAECRQIKuAjetQQIECCQLaCAu+7f3AQIECDQWkABt16f4QkQIECgq4AC7rq57LmlJ0CAQHsBBdx+hQIQIECAQEcBBdxxa2bOFpCeAIEtBBTwFmsUggABAgS6CSjgbhszL4FsAekJbCOggLdZpSAECBAg0ElAAXfallkJEMgWkH4rAQW81TqFIUCAAIEuAgq4y6bMSYAAgWyB7dIr4O1WKhABAgQIdBBQwB22ZEYCBAgQ2E7gUAFvl14gAgQIECBQJKCAi+BdS4AAAQLZAgr47f17kAABAgQIjBNQwOMsnUSAAAECBN4WUMBvU2U/KD0BAgQIjBVQwGM9nUaAAAECBN4SUMBvMXkoW0B6AgQIjBdQwONNnUiAAAECBF4KKOCXRB4gkC0gPQECcwQU8BxXpxIgQIAAgacCCvgpjy8JEMgWkJ7APAEFPM/WyQQIECBA4KGAAn5I4wsCBAhkC0g/V0ABz/V1OgECBAgQ+FFAAf/I4kMCBAgQyBaYn14Bzzd2AwECBAgQ+CaggL+R+IAAAQIECMwXWLmA56d3AwECBAgQKBJQwEXwriVAgACBbAEFvOr+zUWAAAECWwso4K3XKxwBAgQIrCrwJwAAAP//lVwoVAAAAAZJREFUAwDU5ALRcl29HAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="97"></list></costumes><sounds><list struct="atomic" id="98"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite(3)" idx="3" x="5.000000000000959" y="-27.0000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,168.3,138.00599999999997,1" pen="tip" id="103"><costumes><list id="104"><item><ref mediaID="3.19: Magic Guessing Game_Sprite(3)_cst_lightning"></ref></item></list></costumes><sounds><list struct="atomic" id="105"></list></sounds><blocks></blocks><variables></variables><scripts><script x="176" y="42.33333333333334"><block s="receiveGo"></block><block s="hide"></block><block s="gotoXY"><l>5</l><l>-27</l></block></script><script x="171" y="137.33333333333337"><block s="receiveMessage"><l>gameOver</l><list></list></block><block s="show"></block><block s="doWait"><l>0.3</l></block><block s="doBroadcast"><l>smoke</l><list></list></block><block s="hide"></block></script></scripts></sprite><watcher var="CompNumber" style="normal" x="10.738255033556518" y="10.738255033557031" color="243,118,29"/><watcher var="UserNumber" style="normal" x="10.738255033556518" y="33.288592751677825" color="243,118,29"/><watcher var="numGuesses" style="normal" x="10.738255033556518" y="55.83893046979872" color="243,118,29"/><sprite name="Sprite(2)" idx="2" x="5.000000000000295" y="-27.0000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="0,76.5,26.009999999999987,1" pen="tip" id="129"><costumes><list id="130"><item><ref mediaID="3.19: Magic Guessing Game_Sprite(2)_cst_bunny"></ref></item><item><ref mediaID="3.19: Magic Guessing Game_Sprite(2)_cst_smoke"></ref></item></list></costumes><sounds><list struct="atomic" id="131"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="94.33333333333337"><block s="receiveMessage"><l>Magic</l><list></list></block><block s="doSwitchToCostume"><l>bunny</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="doWait"><l>2</l></block><block s="show"></block><block s="doGlide"><l>0.5</l><l>-100</l><l>75</l></block><block s="goToLayer"><l><option>front</option></l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="doSayFor"><l>Congratulations! You win! :)</l><l>2</l></block></script><script x="21" y="14.333333333333371"><block s="receiveGo"></block><block s="clearEffects"></block><block s="hide"></block></script><script x="311" y="30.33333333333337"><block s="receiveMessage"><l>gameOver</l><list></list></block><block s="changeEffect"><l><option>ghost</option></l><l>-100</l></block><block s="doSwitchToCostume"><l>smoke</l></block><block s="gotoXY"><l>5</l><l>-27</l></block></script><script x="299" y="158.33333333333337"><block s="receiveMessage"><l>smoke</l><list></list></block><block s="show"></block><block s="changeEffect"><l><option>ghost</option></l><l>50</l></block><block s="doWait"><l>.2</l></block><block s="changeEffect"><l><option>ghost</option></l><l>50</l></block><block s="doWait"><l>1.5</l></block><block s="doRepeat"><l>4</l><script><block s="changeEffect"><l><option>ghost</option></l><l>25</l></block><block s="doWait"><l>.1</l></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="4.427560414310401e-13" y="2.7672252589440007e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="199"><costumes><list id="200"><item><ref mediaID="3.19: Magic Guessing Game_Sprite_cst_Magician"></ref></item><item><ref mediaID="3.19: Magic Guessing Game_Sprite_cst_Hat"></ref></item></list></costumes><sounds><list struct="atomic" id="201"></list></sounds><blocks></blocks><variables></variables><scripts><script x="49.999999999999886" y="63"><block s="receiveGo"></block><block s="clearEffects"></block><block s="goToLayer"><l><option>front</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><l>Magician</l></block><block s="doSetVar"><l>numGuesses</l><l>0</l></block><block s="doSetVar"><l>CompNumber</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doSayFor"><l>I have picked a number 1-100.</l><l>1.5</l></block><block s="doAsk"><l>Try to guess my number in 5 tries.</l></block><block s="doSetVar"><l>UserNumber</l><block s="getLastAnswer"></block></block><block s="doChangeVar"><l>numGuesses</l><l>1</l></block><custom-block s="CheckGuess"></custom-block></script><script x="371" y="60.41666666666737"><block s="receiveMessage"><l>Magic</l><list></list></block><block s="doGlide"><l>1</l><l>-100</l><l>0</l></block><block s="doSwitchToCostume"><l>Hat</l></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>30</l></block><block s="doWait"><l>.05</l></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="CompNumber"><l>72</l></variable><variable name="UserNumber"><l>70</l></variable><variable name="numGuesses"><l>5</l></variable></variables></scene></scenes></project><media name="3.19: Magic Guessing Game" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="lightning" center-x="41" center-y="96" image="data:image/png;base64,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" mediaID="3.19: Magic Guessing Game_Sprite(3)_cst_lightning"/><costume name="bunny" center-x="42.5" center-y="54.5" image="data:image/png;base64,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" mediaID="3.19: Magic Guessing Game_Sprite(2)_cst_bunny"/><costume name="smoke" center-x="92.5" center-y="108.5" image="data:image/png;base64,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" mediaID="3.19: Magic Guessing Game_Sprite(2)_cst_smoke"/><costume name="Magician" center-x="62" center-y="70.5" image="data:image/png;base64,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" mediaID="3.19: Magic Guessing Game_Sprite_cst_Magician"/><costume name="Hat" center-x="62" center-y="71.5" image="data:image/png;base64,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" mediaID="3.19: Magic Guessing Game_Sprite_cst_Hat"/></media></snapdata>