<snapdata remixID="15114115"><project name="U5L1_NumberGuessing_SF" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U5L1_NumberGuessing_SF"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>-200</l><l>-100</l></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="from"/><block var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><l/><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what&apos;s your number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Computer guesses my number from %&apos;low&apos; to %&apos;high&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>answer</l><l>computer&apos;s guess</l><l>lowest</l><l>highest</l></list></block><block s="doSetVar"><l>lowest</l><block var="low"/></block><block s="doSetVar"><l>highest</l><block var="high"/></block><block s="doSetVar"><l>response</l><l>0</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="response"/><l>3</l></list></block><script><block s="doSetVar"><l>computer&apos;s guess</l><custom-block s="next guess %s %s"><block var="highest"/><block var="lowest"/></custom-block></block><block s="bubble"><block var="computer&apos;s guess"/></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doWaitUntil"><block s="reportVariadicGreaterThan"><list><block var="response"/><l>0</l></list></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="response"/><l>1</l></list></block><script><block s="doSetVar"><l>lowest</l><block s="reportVariadicSum"><list><block var="computer&apos;s guess"/><l>1</l></list></block></block><block s="doSetVar"><l>response</l><l>0</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="response"/><l>2</l></list></block><script><block s="doSetVar"><l>highest</l><block s="reportDifference"><block var="computer&apos;s guess"/><l>1</l></block></block><block s="doSetVar"><l>response</l><l>0</l></block></script><list></list></block></script></block></script></block></script></block-definition><block-definition s="next guess %&apos;right bound&apos; %&apos;left bound&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="right bound"/><block var="left bound"/></list></block><l>2</l></block></block></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="180"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="181"></list></costumes><sounds><list struct="atomic" id="182"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="20.379746835443257" y="0.07594936708861155" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="187"><costumes><list struct="atomic" id="188"></list></costumes><sounds><list struct="atomic" id="189"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22.333333333333343" y="13.333333333333329"><custom-block s="number guessing game"></custom-block></script><script x="30" y="79"><block s="receiveGo"></block><block s="doSetVar"><l>guesses</l><l>0</l></block><custom-block s="Computer guesses my number from %n to %n"><l>1</l><l>60</l></custom-block></script></scripts></sprite><sprite name="Too small" idx="2" x="-120.75731772585914" y="-106.17448131022371" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="26.41799999999994,0,188.7,1" pen="tip" id="201"><costumes><list id="202"><item><ref mediaID="U5L1_NumberGuessing_SF_Too small_cst_toosmall"></ref></item></list></costumes><sounds><list struct="atomic" id="203"></list></sounds><blocks></blocks><variables></variables><scripts><script x="341.6" y="76.33333333333334"><block s="doSetVar"><l>guess</l><l>1</l></block></script><script x="240.60000000000002" y="110.33333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>response</l><l>1</l></block></script></scripts></sprite><sprite name="Just right" idx="3" x="10.242682274141771" y="-103.17448131022377" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="59.67000000000005,229.5,0,1" pen="tip" id="215"><costumes><list id="216"><item><ref mediaID="U5L1_NumberGuessing_SF_Just right_cst_justright"></ref></item></list></costumes><sounds><list struct="atomic" id="217"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>response</l><l>3</l></block></script></scripts></sprite><sprite name="Too big" idx="4" x="138.242682274142" y="-104.17448131022371" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="133.72199999999998,0,145.35,1" pen="tip" id="226"><costumes><list id="227"><item><ref mediaID="U5L1_NumberGuessing_SF_Too big_cst_toobih"></ref></item></list></costumes><sounds><list struct="atomic" id="228"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>response</l><l>2</l></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="13.98958333333303" y="10.697916666666686" color="4,148,220" hidden="true"/><watcher var="guesses" style="normal" x="5.760416666667197" y="5.348959979166651" color="243,118,29"/><watcher var="list" style="normal" x="5.760416666667197" y="26.33333497916658" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="guesses"><l>8</l></variable><variable name="list"><list struct="atomic" linked="linked" id="241">1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30</list></variable><variable name="response"><l>0</l></variable></variables></scene></scenes></project><media name="U5L1_NumberGuessing_SF" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="toosmall" center-x="58.5" center-y="51.5" image="data:image/png;base64,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" mediaID="U5L1_NumberGuessing_SF_Too small_cst_toosmall"/><costume name="justright" center-x="58.5" center-y="51.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHUAAABnCAYAAAA+Gg0sAAAP2UlEQVR4AeydBZAcRRSGXwcLHtzhglWAwr0KCZ7ikAQKCFoU7hzucjgUXri7Ezy4BHf3oiAB4u6ecF9n36R3bmZ3M6szdCpv23u639/6+nVfh5n+X+Y40EH8v8xxwIOaOUhFPKge1AxyIINV8j3Vg5pBDmSwSr6n/t9AffHFF+XOO++UF154QXr37u2pdB5UhVf33nuvPProozJixIiCTTG2pz788MMCqF988YW89NJL0qtXL0915sEnn3wi7777rnzwwQfJQB0/fnzBhD6wfhwYOnRowY/H9tRll102SLjWWmtJjx49PNWRB2CggCy33HJqjTRjQZ1nnnmCBF26dJHm5mZPdeQBGASAFLHEgloknQ9uYA54UBsYnKRF86Am5VwDp/OgNjA4SYuWYVCTsiT96Tyo6cewXQ08qO1Ykn4PD2r6MWxXAw9qO5ak38ODmn4M29XAg9qOJen38KCmH8N2NfCgtmNJ+j2qC2r6+SOcXQ4YMEBmzJiRmtpUDNTPPvtMjjjiCDnppJOK0lFHHSX9+vVreCYNGzZMzjnnHLnwwgvl999/b/jyagErAurMmTPlp59+snlOmDBBihGtftSoUTZ+I/9MmzZNOnSYxaJiekGNVI9ZJS6zRMYY6dq1q2yyySay8cYby5ZbbmlpnXXWyct5s802s3EIX3HFFfPCGtExZcqUYNj9999/G7GIkWWqCKjkvOqqq8oxxxwjxx57rBx++OGWTjzxROnYsSPBstJKK9nhmTiEL7HEEtafXjtx4kRRotfbAOdHw9ScPn26ExptnTRpkvzxxx+C4hz0ww8/iM6NI0eOlB9//FHGjBkTnTjna4zJ2UTmnnvuwN7olg7VLCDDl+Y/efJktQYmfszBgK/03HPPBeEAfMstt4iGqXnppZcGPSiInLMA5kMPPSQnnHCCXHXVVVbFFTXXm266yc6NzOdnnHGG3HjjjfL444/nUs02SD9w4EAZPHiw/P3330HAn3/+GSyaaBwuldLIgoxqYKkqqMbMbulRdaGXhhkSdrP6DKdlWAz74Sbt+eefL++//z5OS8aYYF6U0L++ffvmNQ7Kc8EFFwh03nnnyf333x+k+PXXX4NFEwsnl5599tkgXiNYqgpqsQoyNNOjunfvHhnVGCOHHHKI7L///tZ0leGiEnz66aeiC7CFF15YAPiuu+4SiJ65xx575CUzpn2jY3TIi5RCR11BNcYIi6lu3boFc2+Yh6uttprssMMOss0228gaa6wRDs5zu/Mec3dTU5MYMwu4hRZaSAD1tNNOC9LMN998gR0LK116KHTRRRdJz5498bbEmqG1tVUIc4mGs+eee9o4Nfsp8qEORcJrEsywWexDpfQgd9vxyy+/5A2tmj/6s2eddZag1wzIAKlhmIsttph07tzZLuzWXnttvCyhornCCivYMMKVaDjhxmET1PGnIUCtVP1ZYWteL7/8srAoosfdfvvtwj0UiKskc801l7DY2nDDDTV6pOku9EppeJGZ1MEzMajMX0iQHnvsMSmlF9Wibgzl66+/ft6n+vfvL1999ZVwDwUC1CuuuEKOPvpo+eabbySL/xKDOm7cOMsP9n+NAqoxxm5/jj/+eDu82gLG/LDSve2222TQoEExMdLrnRhUt8qlgFpKHPJkaMRMQggT6JUsai677DJhj3vllVcKPfPqq6+WSy65RA466KBgi0OZGHGSfKuR05QN6vDhw2MlM0hu2MzDABYUxhisBYlNPr0oHIlbeISF/V33d999J8yfCOGZAzu2SbOWWmopWXrppQUJ1vLLLy+IM0899dQg2dSpUwN7VixlgwoA7733XiQ/XnvttcB/8cUXD7YXgWfOQo/JWeW3334ThALqxkTyxFCpDSRutQmQxEc4wf1ayoY7TP/880/Yq6ib+Vjz18i4v//+e7n22mutCJS7oxpWTzMxqC7DXnnlFXshmeGPyjDfwtQPP/wQp6VNN93UmlE/gEQvIgyAGS6ffvppYb7mBntLS0ve0ReLnyeeeEI47iM+6SB3tcq3zz77bBuHIzTkxkinEA0++eSTRLe03nrrWTPqhzItuOCCNoi6nXvuuXbRxRD/yCOPWDn3zTffLEibiES5MOtNiUFlOHMLD/MZ1lgRA0KfPn2CYFakK6+8cuAOW4wxeRt9wl9//XVBXssNdneIZEilQb3zzjvy1FNP5a283Xjkwb717rvvFsBFbsyw/PbbbxNkiYZWSKCBMAOJlo3c9sNUw/AOMTpRjjZv+5/9LqdQ1lHnn8SgcsTW2iZhgTFxdTDGyH777SesRql0XDz8WdzQEzp16oQzjwi7/PLLZbvtthMdgonQuU1IgKnkihEZ7uO+ucACC8ihhx5q97FxcTRP6kn5F1lkEfUKTGOMbLTRRnLyySfLHXfcIWuuuWYQVk9LYlApNBIW9nu0XDbzp59+uq0gTAAg5sGddtopWG2SphABHvMTK1aEBqxWkdmS1zLLLCMHHnig3HPPPQEhN3ZBAXTEduRxzTXXWJnvddddJ+Sloj1ObhgBttpqq9g5PlxGhBTXX3+9UBamBohvIFM+7rjjZN111y25juG8q+EuC1QtED2EK+tdunSxFYQJAIS/xpkTkxUr0iHmNGS2paZlO9TU1CSdOnUKkiy66KJW5EevhpZccsmSwQwyyVkoCytpiG8YY3IhjWVUBNTGqpIvjQc1g23Ag+pBzSAHMlgl31M9qA3FAV+YGA74nhrDmDR7e1DTjF5M2T2oMYxJs7cHNc3oxZTdgxrDmDR7e1DTjF5M2RsWVFRhOAXhpOejjz7KOzeNqYv3znGgYUFFfeTzzz+Xr7/+2mpVuBoOubJXxfj555+FYzYaE+YzzzwTqRRelY9XKNMyQa1QKSKy4S6MeqPuovZqmjQc3qcHWBoTJqorlfgmqjTclHO1JSqRb1QeiUBF54cDaq4hFiLUR2jtb731Vp7GQlRBwn4om6mfa1e/apjGGOGqhXvwbkz5Z6bwC15wU64WzwwkAhUlLtRKij0DQOuktaMkBvi01FLBQJsATYZtt91W9t1338QH26V+T+NtvfXW9k4rB/7qV66JQpw2FPSmys2vWPpEoKKZ0LNnT+nevXueGgcqIvhB3ARzlc0YdlB5QX+3WKEIV/WVgw8+WDbffPOagcq3IQUBe7mEyir1J59aPDOQCFQ0+nbccUfZbbfdhFtkFBbNO4DGD9p9993tzW0u8KpaC9p+XMsnfhRRcUaBMDHXRcUvxQ91VSg8hDPS6HfQ3y2WF2UAEO7f8NwAwyjlLZaOcGNmD+HwCb9qUiJQtUBUFMJNBWmR2F1aZZVVZO+99w68+sU8tQOTTznlFHsXBnVOl9wnA4KMClgoB38giVtvLS0t0tJGKMMxp/GKDDfNWRPoNwgD+Kgs5513Xvt2BHEvvvhiufXWW+3wjGIbd2D/+uuvqGR2DVGvZwbKAjWyNhGeAKvexsxuteqHCVPpOdjDVEpP0jRceEL/mD9lRkNTf0zm9BtuuEF4EwK3EvmH42oYvRMAaXTqpyZp0Czkm+qHiT8jFIQWY62fGag6qPRkFLOpLIQbM0woh/OyC08BHHDAAfYPG4XjFHPTMNBFdgFAq3GvvfaSKEVrY4ydQljEoSlYKH/mWFRUUVvlkpXGpT7sZTHVDzPsxq9WVFFQmbdopbR8hkBaOcPVt99+G9QH5efA4ViMMYJqKU8BbL/99rLLLrvEPhngJAusMBHmMm/jydyFvi86w7vuuqtV3GZ7tfrqqxNsCZXSbt26WbVWQLOeET8sDNH5ZTWO2mrXrl2FfDUqIwDfVzd50UMhysBaQ8NoZDQ8wlxCX5nF5ax45f1WDFTAZC/GPIaCN0rOzEEuoDvvvLO4TC1UdBpGofBwGI3oyy+/tN4wFcahO2w9cj9o2aNwjokXZSYd9jgyxth5Hq1+Nw46xOgY48c2JTx11POZgYqBSuXiCCZzx4b9Zlyccv2RFeuwy6MfbImi8qQHz0k56M0ohEflpUDTOAo1Qvapmr5QPI1TrllRUGEWq0qGT7dg3DHZYostXK+K290ep8yO+4i7f46Lo/48+DH//POrMxVmxUClB9BDNthgA2GhwzZBOcBVv48//lidVTeL9QaGy1IL4TaWUtPUO17FQGUIchmgix6t4AMPPBB741zjlGOymEEoQh5cV4yTXFHO559/nmiZpYqBGsUhthJ6aRdmcj6KGRW3XD9OclickA9zGHtLZNO4lVihcpm5b9++6lWWWa26lFWotsRlgWrMbEECiyGkL215Bv9hNHOsejAM6wpV/eJMFS0SzmIFsxDx/cMOOyyIwq1u7o0ihOBGOlf3kQq9+eabQZw4izEmkDVTh6h4xhjRcvHtcN0l5h/nxOHpAXclnxlIBCpDG+8RcZMboCg/vePBBx8URHrunMVNbXfhdN9999m/cc55JekgHujgyr4S+fIH1XU126dPH+FRRzc8/B3yYZvBfI4domciLuQ+qpsfYXHEy6H0ZsSJxKFxcMrEUwS4IUSdlEXjUHfuzbJuiOq97G11xKrFMwOJQB0yZIj9I/RvvPFGnlYAgm7ef+CpACqvhOxXKwUD6D0wGQbAeBoDPUiJfAFS09OIXn31VXHD+U7Ugxw0IAQD3B/V9K6JUIPn61w/tVMW3nKwErCcJ2XkKQJEfZQDb8CkLNiV2I8TZ+zYseoVmCwia/nMQCJQWeIz5ASlDll4ecz1YgjjPUB3SKVXEceYWZIk7HNCxhjRhhJOh9SGm94c9fHAJIT0hkc39tlnH1HhQzidMUbitl5NTU1CvUkTl54eGSdurOUzA4lAZe/GoochJ4pY+VJ5l6gwzwhofOZabRicv6p/qSYPdBSTTnG7naNBiEak+9fRo0e7Rcuz09OjysBjIFpezo2j4rS2tgbzbF6mOQd8QVSJyJGDAIjGBy+RwKEYoN/IJUlkJAI10ZcaJBHzdHjorHXR6M08MQAxTRhjKlqEzIIKeDyRw8kNq0vmS7YynKkSBhdRbosbwglPK2USVEBDcM88zgE5BwxHHnmk8F6huzLnCE23JWkFMKrcmQSV3gmwURXGzxhjn4ZljsOdNcokqBy4cwTI38nh799AHCqgmciChNdFCz3qlXaQMwmqMcZqOqBDxJkudOaZZwqaiRzSs8VKO3CFyt/QoBYquA+L50BJoPJcK1IiT72lXjxQcSxQIpXDjKNYUF0RHFr2vObpqZe9rFUPPvDXOxRErnGoPcqMBTWL+7coBqTRj/cVC5U7FtTm5mZBy54VZI8ePazKpjfrxwduPSCXRpOxmNZhLKi8l0tiVpAA7KlZ6skD5OMo7yEwKdRLCYsFlUBP6eSABzWduBUstQe1IHvSGVgM1HTW6n9eag9qBhuAB9WDmkEOZLBKvqd6UDPIgQxWyffUDIL6HwAAAP///Q5u/wAAAAZJREFUAwD77ui+/gfgDQAAAABJRU5ErkJggg==" mediaID="U5L1_NumberGuessing_SF_Just right_cst_justright"/><costume name="toobih" center-x="58.5" center-y="51.5" image="data:image/png;base64,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" mediaID="U5L1_NumberGuessing_SF_Too big_cst_toobih"/></media></snapdata>