<snapdata remixID="9224592"><project name="U4L2 - Guess a number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="55"/></item></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="411" y="240"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>max</l><block s="reportDifference"><block var="secret number"/><l>1</l></block></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><block var="min"/><block var="max"/></block></block><custom-block s="tell %s to %cs"><l>Sprite</l><script><block s="doSayFor"><block s="reportJoinWords"><list><l>is it </l><block var="secret number"/><l>?</l></list></block><l>2</l></block></script></custom-block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-150" y="-92.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="165.75,59.669999999999995,0,1" pen="tip" id="87"><costumes><list id="88"><item><costume name="Too Small" center-x="74" center-y="59" 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9J4brfXJ2Ts/PuuvyXr94/tytra0ZrQePftKylQO3KJ/R5PSUGxItpMTO3o6ci5/c8m/L7tmLJ3Yv5UJ64GOav7Dg+rQaAsM7LVU3IX8Sk7t7ssuYqkHt/frypctK5a3LGbqwdMHcCayWoPxrG2ta7fBW67ueqV4r5twk/PaC6C7q3tFz4wkc+vp+Mg2DAkeuhLIFfsalBECF1j2Zff4I0VoEWRB3pDVNPz/+yTzbgImH+wlVb7w+fa6lJ+urwTIWqR2G9d99952b0cK7Pvl3oolVnWMTY+7+N/cFbLxrzubzAA32FCpwdnbWpE9PR7db395wb6Xi3rx5q6UtcobKCYlkWlxcdPdEY2xywnUJACQGCn3yn12+dlXAyJpa9MtWnj55agsDP4o+Uz0ZrbNC5b5flcoV4JCU1A/A49S9ffeOrWbIyI/WUkltTz0bTZWtVyuXNBITg2aUCzAJ4LQAZSxKe/nylV6/WY/2JBGdSDhGbKzc5EXCjsEXNCd1gffZpIfPFL7jxLx667p9gw720fbGlpambJvdwzwadAAvvwNcbKJ+LYYbGhnS/N0ld+/+PXf7m7tVlIOvcxfmzZgm/jZ5N9dFW0uWWSKDRPR0uZvP1IHn4B+b0Vzi3Tt33b3vvw2mnGo+oQUueqFCVVT3uFQfUHE5E64Pay6PXo1N4pM/zsN7qf11gEAvH9TcGisOktKFS0ua1B12i1rY9ssvj907NThDdxqXhoY2BjYNzQoHpnPu3b3nli5fdGPnJ5JIu4nz59z3f/5vmq5Z0JqoxzbZu7G5YbShy+iNsvqE1LuixXU3bt1wU1LJmVbfoaNBry0SsJ3D8XZvAqAkUcRAGqvRhHphdv6//+lP7tatWxKVciB2dElyHdvSFOjgqCS+UKlIUjs01qykRG+d5bRIqgkBI6PVDeNTE25d82aHO5o60QI5kuSSNTorKrlnWMa3rWcaGiypObuxxh/yDI0Mu57uXjcwMiA1eMVtyy1wpHMCTSKpnN4XhuuBvYPjUnWs3OzVs1o10f7mskFTYU/zD6M6JiUASgSUSR1fKOCzdwbGUNJlHpwZyLhLVy+bxNAYT+DRkFyAkrK0jACpU/dVpwKz+g2AlyNCRtSYvOZkO2X3j+WTCgClGR4rNEtZuuS9jpuorn62/+7LPzcw76anp11WYDrUK5pgcI9ssC5JpOgSneg9rfjZJies2XADRfVfZW0TABWuh1JmA5VoBD20kkCtb2kZ0j4xb6ZFH2WJpB/i8e1zNfYOYJoFTWOUZdtJYvFiffxZTpgSzRjlJ0VFFfdAZmCUx+8crsrS/nqGOVAXUGXexIu58j3tT63KAQzywCgPbKq4eiYAqmyExmVuXz8DHJAhbfOwGNTh+CxJtCQAChtZFMitF0Z5I0bzGWDxmaqiDcY0wjXTR2ixUV6CozMBUIFRztxVEM7n9HN7Z6oFWqyy3pHbaLUSABWQsOEi/jwtkMOHxAPaqc2BOA7UBZTpTdN8uA/aYIpjZKtfx5fJK1CB8bCJ/4Ws0p3tdMY5YKazSZTAnhY7klBR9kDW4FujO4drZG1fahEO+KmXRncOJ0io0FNe2qQQrAxoYHakRVjZrgYcaHbncAKgRAybyUSeKOs9WN/UZvRZ40AztnMioIxxKEzdZf6HtlF+1rBUqq8tMLBJ2GTbOhFQ5tgskWx/OKscsJEdozxTWPpmvqTa3EgwytuOzNosO1tXbeOqtrJpwYiN7uSNTFx9kCihTuwcFuG2UX62AIX9dGL5SoLpkyChZDWxkAobihcJvyavdjoVB4jKErc4zYbnWhhY4nWTT2CdPZEDSbU6PRFjTuVXVHs3Y5QnACqskcCEyjztzuGQypl+o4ezf3B3c9tlI+vso0wh9hTLignA0exK0ANtJ+NolMNw61otf3S/4n+yTY3ly3VCdUWLVfpsQskLk1qIDe+sD6gSyfaH03LgWGGzXz9VQNjnj93W9mZNMjQ0EfkuXGYjRnMRXVZea5+gjkUh2FlcYk/itatX3fTMtMuV91rE3V55XUBqdOdwAqDaRnklV0//7VhBOF6vvNLm0OfaPLpekxBbyQgNNDF9vmlAbWp3DlH+2E4Wl1i+PTYx7s7PTcfdUvM6qtgkJiBE/ckozycsX0kAVKA7S5OCDewcrlmi9kXZNB1SNV0WJA3g+MQ2M7ZosasGO4Vdy3xuNrH9jG1qUdrsS4S+38rGe44YE94ebvAhJf9jhS3tdd9JIgmACq17lGc0f5MFOvnIs3cFdcYWeEIT7YWx1eECcT/Z/k4oRQLqV86dNs4n9hRev3Hd9kL6XISS5EgUYq4zEEBCpRNsH5/vxLva/sQo78RN5QsJgApvkkFe2jksUWfGWTl/+1MDHGA/IadrcVwJ2/VJSCTA9Ne//tUOS2IrEHsDafhm06y28LPti/NxfGLH88OHjyz4h50GoTnZ/O9pvAqhEi9V6gPKl/B3vKckxX0RKBexM/+I5OkWRPxExEU9KB20naLn1fi9gQIQdA8aUV7+nvLb0SAhMQDFQUvsdP4jUoqgbgro4VOfRnQZhY/MHwXqNJBQzYPV02PV7u/eOczW69NOvzBM3t/ZUyifPZcjjpMYyDl6nWmdktBDEDGd9yL6+XzOosANDyogxWDGdfaU0cboqCAbQ0tFFfSVk61Y5CdS+MeO825zd8vOeWHzJ8PtEe38RXUQN5wA+ISopuGI09k3OGAqgeAb9fwxBxwepACsbPTMq+xHsj88H5iGGBkY1qFEAoPiQEVDWpeYH/PBaER6VqogEIRGDeDF7mlGvVQ8RuqsQqOpF6X0InqgwvTZaltsqGYTZQaMduYwvOffqY1yPZ0GRBzDSM/UuELBjKP9Izuu4sO794oe91mG5r4xiob1gOoSaIK4lABKJ0sJdBfml9yihszjUwqHA3MPc27515ei8V4hgrTJXBWjHtChPEWFDdrY2ZQYzxstRkgE3KCM2CYMoYmQQkIKjIyMuguLi27x0qLLKLZ5NagA/b5ObCDe0+oHRXbRmX2Ayoxbnd1H/e2/6I/0D7uJqXMKuj/tzilgWY86wmkS/LL6nCZznTwFgYcXEQBzODxV/N8hn8wXCd9pnKQyJ6g8GeWMPkKpQCODVPGzZuIhSKWV5bfu559/spMPMAqjASZqZgwvrl1bc71DvQpqMWZXDneO3UOd7fLw0Y8mcWrl9Q1CYAycdnNz89Z7LF64gBEdMRGQ4927tzr4sU/BLWYsFHaU5oHA9Pblsvvhhx/M7iBUEJFYrM6SIkgSAs8ybOa5RL67c/22fEf33dy1habjQPDsvJw7UCQhqIIjTH5PsxupkJ6G95FQ3khuXs0m2pX6NpoSABWQwEveyM5hTuD8vPLB/du//cVGFowyCIJBJJRoopFRR9Uox4jcUYienNRMWidGHeX3pc4U/Fn3V0ds8fSQckUZmxxxtrO7o+AWCmivrgjtvPwdlNsnhuREs+MgyIy2l5+bOu9/sneC13OWDIBCKkHDl5/hOMDiOnSQXIyeDhUM9iB35P63zs8bGh+WUd2cPdRVKIfbRuVVn09YUcAmv6SKiu9gwR6CjICiGWA0+bjS7XUBVboz7Enl75WfiFj38f0nYzQMx+Dk1M7bt2+78xPTahBFR8kfW4Ms63gMGpcYUdg7JBrQ9LUg0SndT0ige/fuWpgcnHbk8RKDgxsXFxct0BdAfPP6jfukI8yyuSB8EM+eU4B8zmoB2ORlRAVDifm0oKM9xnSWXjS4PZKUwGfQpiyACCnEyIyAYqhNAqcBJM6MIR4n0fhWVt45jvu42n+9aUBlJaG8FEFCJWmASm7X/yb4uGxHedTHqZzQP21qdOdwAqCa2zmck+EKk/2pT5x4cEtguiVQjA2Pmg7OygDHwXZOR3mMKL7SEwVIBSwY34h7hs0dXQocpsp3SUotLsne6el1ma5e9+H9B5MQgIWzXv6kkEEcEoRkwc9DLCdoI7Vm52YV8e4biwLDWTFIFtQvgMS+OhDgJcJkXJXZy/k0TE8ALBiPZOV00smpSQMZ5aOj+CCvHGa0sa4j1HRyAufQcLRZs8nsUiSq/tkh3wLyH5WgnRJKoS1ryjqJj4DT1DMAuqkp5dJnUlIpEwCl/BhM5NbLKh9nQOkWRhBIIN8LiGk5pdiXw6PDViGiwyERMnrN9y+4fg1pO9V42Gjrq2uKtTRuI7EUgKLUSkxoTospuxu7gY9GFePQn4WFBXft+jULMD8sYDIx+ujRI1ONSJl5BQ27q0Bjw5psPR45lFR6J4A8NzCZx1gAq04Y9VeuBXNdFACJBLgw+pnJP1bduMbhQqg9DgrCcCeUIlIyq3creMj0avq1vmsMzXZHSzQ8krFU+VoZmrhmgArNcE+74xSAtXZXBzdMScAZrQSbKgFQwSaF8s5hIVUjBgNZjYph6yABfEI9fFYczKnzwVFfvoH87wADdQjwOHsO1ULvjyZ6FBOZxVCS0FP6FGYaaULoZhKxoDj/FxWFdARQg3IRDMgI78wi9Qbc8OCIBV5FOsUlhv/d/b1uVNF8t79sGPioAy+AhbpEEiIhselofKTK0fGhqe6s7Dg7dJtheoMJlYTKo9HSMvh4TvXos0FSJ27j9AroQ1uWmnnh1dtP3FfvAvWMDm7q3Z8AqCAryLSQwup5ELZeVIMqqgb7gzDQ9FhsFuwXTsnkOioEUCHBuJeGZ+QFEIhReX5uyg0ob3VilrujjNPqn098JxTjqOyjlA4O4jwXUqo7iJJ34ubIBUaoX+TmeP78mXurgK+MFP3cGp2IelN2XvCBgQWqFBCQABz3NCGgZDRLCsrBQ6/PF4MBiPnYIuU67cfO0CiHtg61NYNfhTwtuYbz1QWUccg0X7I4HlDYQcIaoo5gLAxHLZAAEyDyzGf0BLgAFL8N9A+4G1ItszoT2M7aixSfYTqnWTWSCLTYI4cpUX6Dnh7qE0R2gromAOwr+bw4VPHVq5dWdkBDeSlrNFE3JDGqk88+8Zl/zSRsm+AMHNk7/DO90gyF+HspC4Y5CerWKRJ4EE8p+MWMcpFD4tU6Us7nr+SWv2rvZGy8v/UqRCBrbe7cuWNAwdjGYEY98KIBosmLUXo8quTg8MB8OUwXcMyZTxrw2alR/nvSuzWK+VsaFO1qf463faf1RA8kSQlkT0cA6IzsiM+JdKWMPiGVuIfw095x6n9r/j0AYMBl/W2c3XUfZfA2ekBASWAq16Ju9vINFMsDMewvScVMAJQ0nRqnRKxObemhqC/sovExrbuRPfRWQ+xVgaqUVCDfi1En2Cc0CqNDpMPo6JidajA2WQ4ejzHPCKvRxPC4XObkXCZt5Nl/rsVp+Ke8vYS744aOoL0qt8PM9IxN3VAOs5nkJ0Py/uUvfzGVmPyE5F/NtglVHnI4UJvJeRr9lc4VHCkXSCq85qeZHIaXdCh8egwgTPIlqM6ElgqMMRyHiDuImdEYA8+cjlvdVdzwz58+u14N9e9JUv2LAs3vqgGQUB042TRiO84HfqfP8hthr7x4/sLm/A5kw5B3dfWzgtOXAUUj+mM9GmEmjdKorUA028KBXB37uyZBUW+4Cv785//hrmp1wPCYnJUCswco1lJK84aTeR0xq1Eh99vzGilYjXsqjXLBq6ID18jQxCWMcl7IJ0HLaKfNIG6CiG7FpmumjgmAEjFsBEQeslLvST0IKfNSZ7CgNmiEO3duq5ffcBkN3VErVAxyBdCpNDE9IXtp2PV297n//McPZpcw74fkiib2gHnbi+u+x0TviX62Z0Qv1PiclmsC9wT1OdrPCVDBIjckLP6zmYUZGfaj5qqozg7Av2jQwYADte3BltKksx0LW50h4buF7Y6aFfA6psMmkKn5E1KFUTmJ2QPKifP0NMlw0GDGREAZDQqhl+lkWismIYXwfD/XeSw0FCsA8BHNzi1o3swbyeXMrBE6GN8XqDSy82T1nGqGMrPt7S1yQ5uJXM6UsZn0Mkn7ROUZvheyBYWvRqaImVWDmxw09aJqWfVAznUhH40AfYxudqh0RFRtXgH2cWx+0lFpDx88MPsQe4rBBYk8lLMzVYOlqh8rC6KJ5zFXyvNINvWichMim1O2yqG3gzqwSaSoE0hrpQ5WFVSjJQf9csXts+qUKl2rTzf6LPUjMZ8relbEpozew+catS/f4ntf+Ur8J1NNYiqSCiZxHkqmt1+M7HbDk4PmK7LJSbUivx9qacunTx/dx9WP5hzsUuNhkPfqdHXflThskUlahvA0Fo2wLwnG980v625AQfYl8kqFwm9Fnh2O7NjYdkP9OogaCSChSF4SDc/uE+YNWdLiujXVEy5sAyB0ClY59HZ2m2EOyLi+q7XgnCvz/NWyeyBAAS4DkNQenWnt06r5qNhgwIjWD2hQGXmBO6sA/Xz2pUXdfln9YnQMXLJxdmRTrguwfRqpdssvFiQtkdGhSLbkZ6gnvBa+iZg5XXe1zEfPCKtoP66LP5s6TJJ2gS9ME22Jlztr3hdHR1Dz6zTvoshyUEBUE0QfJAhZp4c+n5NwkQCo5jYpGOPU6D7BfAzulfdvZdxedQtT87I7NE8mn9C+Tn5iQf0z2VCvXr5yh0cHbkDHaIxoKmWoX7aJjj4j/frrG/f4l5/MYPYqZvXLZ1OrNPT9+/fN7eCfiWH7Xoczdv3cZQC6c/uO6PWp4cVwgRiGAcZnz56p0Xt1BsxlAbjHnovDEv8ZAP773/9uoziMc3+dAcYHLYnBcPfg5rmAiREfqh7aLKFhDpEJbkCV01FrG5823U9PflTHCRyi5ANE5MNfx/EiWdXnydMntJjNN3KPT4yCOXHrzrf3/CV7Z33YwfqxdtPomLW1zyVpx4/eF+jnSt+81VJg/dvSVFE0wRPAdP9fvjvhsuE+6mAObTVJYJQLoAJ/XEoAVOjILBnlIWFVOC6B3rR6k5SIVc5PzNLr/1MN2K3F9HikWVSHJOOFO4GlJ0tLS+7i5UtuTLZVthOJsO2ev3hmE7G4HwAEkoIXc2dMtTC8v3TpUkVxaHCkIw3GstjOTnnqpUfpVd4+43cS6vWebL0rAhbgBxyUCVDxmYlgDG/KSMMg3fjOcykH17iP9FjnwzDxfO3KNTc1qrnKKTlXVdfdnS334uVTOXj/YdKIepAoH3l9g3MdqQfYq3ev4AS+fOWyW1xcdH3DAyVJktMZhG9WfrPTv969e2tlMuL6Q5l92bjGd8BbPVtAfXCN0BHoXJxwH02B9AzKXLruxWzpQvlDAqCEZ1WaHmMv8kAohljaVFafoT2flwdYzKQRTcWE4IEeLyrh32dmZmx+7Na94HiwnkyPgQdpwxnANBzSCKaiSnw+b7PwDBoYNwX3wkT/XKQm+r5fzlP8Sn6C2KsxGpHja1l9cCyw8B2wwXykEB3CJ8qMFx6QTk5OqWHWzX3gaZLXg47luPAMs8Y6mXhGefmdMkYT0ocXZcYe47kAK5qsPporxK6r5n9az6KDUu8ogMiP9IE3JMpPqqbNs+EtqhPenki6VPP6iRuDCwmACnPAFPGn3s7hfs2xTU1N21Fi4o01PpWAiRQIRsFUGEolaFQqi/NwSYco4iVH9JJgIEb7jM5yoXFhgkiWcM3oKKO89CqG79C7e/euzQvm9AyW/DL8978BpmvXrlmZKA/381wmenEDjOi5qCkOUsRzj5TKyjD2rUdZGQECWg58nNXk85rcG8uyp1bU66HJalToLizMS4roOA81NMtmqROd5saNGwKo7EuBgmarbjrqzDOobzXo4BPq12wzmBsmOu057Xjh+DZAAX+jfOI2/yzKRqoGHSBmuowRtwed3Vj1x7AWFpqyxqVkQMXnO0FvcGzI3fjmppuandL0R7fWeKPighEQTDL1pkV4PrEYjSPBzBgMJ3r9b8ZcHYz4zfffuvvaTWsAY2K6fIMrSiJGE8N9tnkDXhiN5PGJ3wDQN1rSQoKJ9F4IclQsAn1wfMTdkpEP8Ha299SwsnckdbiHxqDBunW2TGfoxe8bvOBm5me15j2QOD3pvtLUSTHNpK89yvVownn+6gV7pWU+pFQ+2oVpW598h/Pfq99paN/Y+chgkTqM6kDJ//mv/2pAxfnaE7oKPA2edRQnffxNKkon5ySr48Ql5lQZ3ODVooPFpcpWqbhL9lCTjjZGS6Nawht4q4P5I0h2aT3TsAocXdwOSKhAUuHsECL5i6hGhRlYbotIibHx6IVM0Or+6nvE6E6N3Czp2RX0Qir4vGDskHxKJuatW+rpGKYqazXDsZG8r4exFKMpPTp8RviuvNAlsdtHWtiSvy34xniLetZOFfWpzqgs5gPrDvhUqVADeuUFQbXpc9WXsfoO2sk6H+RVdvzu/2U7h3k4/qfqhGzxjK/+Lek79FTTpFsqfrP7Sy1a8ZN9iWNa6U57nECV0ANL9+rDyfKFaInexOdoHWpUJ7hU44dqOjHfAxdFfH4AedqEPLXOBQlPJuxotWjGyy6wiMgnc5RPnmgtau1rrccBtb3hoMGaJQAqpKA7mBgsGeVRcDX4kPZtLcCBaLtHJW5V1eoDqipD++sZ5QBGpwy0ekZ5AqCa85SfUTa3fLWxExmQ4AJh3GA2FaZQTEoAlM+snDZ6ZrTSNqBi+Niyl72ms4GqNX9opMfUOMFtEMxWY+GbUS/KAMomOEOAxdBsX/6aORCCxqqghmdFBE7pRlMCoAISIBOjHC8LDspjnUJe7FYAilrLNBp9avu+f1oO2BIZwtoosUworz2TeODNddBAqWMBhVSKhpVmVwiTlni4+/u0LEVIM31qf/UkPHZePjbw4PYt/5wcwKrxPkOAxMQ+gUc8oMBE9jSrDfBqs3c/p4lHliuwnobZdyZM/TQALAFUPqEO2+kr5oCaDyeot5XxiLOKdntn2+YXuc48Y1YT0UVFdOlgmqfKrI6XUAIKmVmghQ8KYLHbgzm5dmpRDgCoqgEcU9lMt5AAFJqJ1aEdCI80AqQSUbGAYqjILDcz4H6WOyqZ7AntP2eGA6g8AMUKjpGxUc2YM7l3MsUCqlfLcdljx8w8ehRpBbhsovAknfaVFuYAUy8sIUKwEDKAzbxxqeOwmEVunUjYQwSA2FFACGwpho5IqKTVASeItC+0BAeQTozwaX/WzA/oZYsIa9QuFlD+XnQqa4nbqc0BOIDHvHqDTZQzsSrP32QE/Jf2e5sDdTiQOPVSJ2/75zYHTnDg/wEH2xc9CM8uXwAAAABJRU5ErkJggg==" id="89"/></item></list></costumes><sounds><list struct="atomic" id="90"></list></sounds><blocks></blocks><variables></variables><scripts><script x="397" y="99"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>min</l><block s="reportSum"><block var="secret number"/><l>1</l></block></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><block var="min"/><block var="max"/></block></block><custom-block s="tell %s to %cs"><l>Sprite</l><script><block s="doSayFor"><block s="reportJoinWords"><list><l>is it </l><block var="secret number"/><l>?</l></list></block><l>2</l></block></script></custom-block></script><script x="220" y="127"><block s="doSetVar"><l></l><l>0</l></block></script></scripts></sprite><watcher var="number of guesses" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="secret number" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="min" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="max" style="normal" x="10" y="73.000006" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="computer guess 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><custom-block s="tell %s to %cs"><l>Sprite (1)</l><script><block s="doAsk"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doDeclareVariables"><list><l>secret number</l><l>number of guesses</l><l>guesses</l></list></block><block s="doSetVar"><l>secret number</l><l></l></block><block s="doSetVar"><l>number of guesses</l><l>0</l></block><block s="doSetVar"><l>guesses</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>Guess my secret number.</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="guesses"/></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block><custom-block s="tell %s to %cs"><l>sprite (1)</l><script><block s="bubble"><block var="guesses"/></block></script></custom-block><block s="doSayFor"><custom-block s="high or low answer: %n secret number: %n"><block s="getLastAnswer"></block><block var="secret number"/></custom-block><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed it in </l><block var="number of guesses"/><l> guesses.</l></list></block><l>3</l></block></script></custom-block></script></block-definition><block-definition s="Number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="tell %s to %cs"><l>Sprite (1)</l><script><block s="bubble"><l>Is it 21?</l></block></script></custom-block><block s="doDeclareVariables"><list><l>secret number</l><l>number of guesses</l><l>guesses</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>60</l></block></block><block s="doSetVar"><l>number of guesses</l><l>0</l></block><block s="doSetVar"><l>guesses</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>Guess my secret number.</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="guesses"/></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block><custom-block s="tell %s to %cs"><l>Sprite (1)</l><script><block s="bubble"><block var="guesses"/></block></script></custom-block><block s="doSayFor"><custom-block s="high or low answer: %n secret number: %n"><block s="getLastAnswer"></block><block var="secret number"/></custom-block><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed it in </l><block var="number of guesses"/><l> guesses.</l></list></block><l>3</l></block></script></block-definition><block-definition s="high or low answer: %&apos;answer&apos; secret number: %&apos;secret number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>Yay!</l></block></script></block><block s="doIfElse"><block s="reportLessThan"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>too low</l></block></script><script><block s="doReport"><l>too high</l></block></script></block></script></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition></blocks><variables><variable name="number of guesses"><l>0</l></variable><variable name="secret number"><l>58</l></variable><variable name="min"><l>58</l></variable><variable name="max"><l>59</l></variable></variables></project><media name="U4L2 - Guess a number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>