<snapdata remixID="12034206"><project name="U4L1-NumberGuessing" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Guess the numbers or suffer eternal torment</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFkpJREFUeF7tXQd4FEey/lcRFEFkbJDggDuRucMYkx/BRzQi2BxgHgIHwvvggIcNmDsjYRNMMMlGyO8AY5uMTTLpESyywZicDJggMMlICJTj3lc7GrRIszs9OzM7I1339/kzn7a7urrmn+qu6qoai9VqtYI3LgGDJGDhADRI8nxamwQ4ADkQDJUAB6Ch4ueTcwByDBgqAQ5AQ8XPJ+cA5BgwVAIcgIaKn0/OAcgxYKgEOAANFT+fnAOQY8BQCXAAGip+PjkHIMeAoRLgADRU/HxyDkCOAUMlwAFoqPj55ByAHAOGSoAD0FDx88mNA+DDe8DovwGXTgMsQdl+/sDUGODVCP7UZCSQe/MMss/FIe/pI3gElYd3g3bwDGtkSrm5F4B344HuTYCcbPXCmDgLGDBcPZ0SQCH9+4VI+9cYACzZFRb4vz0fpbqPNsXK3QPAnw8DQ7ros+A2nYHP1ulD2+RUn4xtjJwbZ1zm0qtGIwTPO+3yeC0G6gvArEygaQUt+JSnMfcroNN/xvacvmE60r6ZLC8Txh5+b05H6b6TGHtr200/AH4+DYj9RFtu5aiVrwTsuyrXq1j/njiwLKypSZqvweJfBiErH2tOV46gPgDs2wK4cl5ubv1+P/tUP9oGUk6IsOg+e7lNLOdI7djQHoCdwoEHv2nHoauUfnoI+JZydbTpxrkDfOKi3QlCbQH4Rivg8lnzPLwSogndCT53g1A7AM6dDKxYZB7wESfe3sDPCebiSSE3T6M7I/vULoWj1Hf3bvJXBE3ZqZ6QDAVtAEhO5Y5/1J1ZlyboEwlMWejSUKMH5Vw5hifvNzeMjeBZx+BVp5mu82sDwJerAOmpujKqivjJBMDLWxUJIwYbsfUWXqfe50H1ADx+AHi7uxHPh33Ov7QAluu/nbAzJN8z68gGJM96Xb6jzj0CJ2yAzyt9dJtFPQDb/QFI/F03BjUjXMwMkoS+PtpcWaoUoMXLGyEbslRScTxcPQAbBunGnKaEx0QDQ8dqSlIvYtbkRCQOKqcXecV0Q75OgCUwRPE4lgHqALhuKfBx8XioCKkAxP3KIhPD+6R+OR4Zm+YazofIQOmI8fCLnK0LP+oAOGsi8M1iXRjThWgx2YZJ+5EWNEsj7UdaUI+mDoCT3ga2FaNIlGICQDNYv+6yhtUBcHgv4MhePV4MfWhyALosV73cMeoAaLarNznxcgDKScjh7+YEoFkCD1jFygHIKqki/cwJQAo2paDT4tI4AF1+UuYEYDHfgvfv348uXbogPT29yIMx8usV3AhhfU8WTQX+bw5rb+P75WvAFStWIDIyEqGhoTh69CgOHDiAESNGIClJiDRmAV/p0qURExODwYMHa74uDkBWkf5+H+hQh7W3of2Wds3GWzPT4eHhgaCgIBvYBgwYgNWrVz8DYuXKlWGxsEUdP378GP3798euXQWhUjT2+vXrCAsLU7VWDkAl4ismV3HV16bgfpwV+xsfwaJFi2zAI+315Zdf2lablLMb93OWIiFnI/KslDaqPDQ9OQmIqA1kZwIvd7Jg9rdAoOfLqOQdiUreg+EBtghtDkAlAFz9BTBjvJIRbu+bEGTFi+tTkPM5kDMNeKVjID75LsUlkLEy/82nwBdRQNRyoL1EMIm3pSJqlfoc5b36FiH5ZGJL5Fw+wjqV7v28w1siaMYhXeZR5wcUWTK5Fvx+ehp69MhF5erAOjfnSrUJAjr0AaYsl3t+FtTwnYkXfd5H5sE1SJnbX26A7fd+PwJ7HxR03dISaFGeaShzp8Dxa+DTqh9zfyUdtQFg3HahzIYJ25QnWZgan4mNV4BylY1h8I36wP144ICCZL26g6R5zcgFFl0DZl0WDgnv/RF4/09C34cZQL1dwKOe2q5TLxcMcakNAIlS/3bAhZParlwltaqXUpAZYsWmayoJaTD86lngrVbsIKw+Ewi4IEz84vcAAU9sw2oCHzcApMylQceAUH/g4/oaME1pNY06Iih6tzbEJKhoB0AibpKt+HJmHsKvpGLoOCAySjfZKSb8QX+gdkNgCEMRAo804EZPgAC1tjnQvpI04KSYKL8ZuNMDKOWhmMUiA0JWJsHiH6yekAMK2gLQBCCs+UsqbmTl4cRWT6S1tVMbuolQGWE6E7JsxdfOAUNburadRl8EsvPUa0G9tZ+2W7D9czBAE25+moOIW+mYXtkXPVbm4vFLOcqQ4YbeF38ChndgAyABdeNVoLWLDgbSgmrPgnqe/URxa68BRcrtawOP7MwzHR8wab272XnIqB+IY1tSkVUuT8fZXCdNZ8ABY4AORT0vzxF9rzdQvQ4waibgfwEInal8TrKMF14DNrdUPpZGBE3dC++G7V0brGCUfgAkJnQK2fc4l4xSHhZMqOCDqAeZtv9PaeaNE6vNmxpK4KtUDZi+2vnTIWuZrGb7bbrKMqDsDwqeKoBDj4DZv7gGQN9X30HAyC+UTehib30BKDIV0Qy4ftlFFqWH3cuxIjYhC8PK+SB+WxqyyptT6xH3pw4CsVOAJfvkRUBb79JDgrFi36rPAQIUlgKkbVipX9DnL10R+M9t8oxq1MM9ABSZHdoVOKGNR93qbcWxjanILqv8yoxFdlkZwKr5wPIZ+RWELcCc74BmHVhGP9+HtlQa9/r/OB+7ch5wcKtjoL6wBAg+zD7/uSdAl4PAHca0bd92byJgzNfsE2jQ070AFBlOfgK81R24rOyVzvOx4sLsDCQ11d7AoK1vREcg4X6BVPuOAIZFA76+gtO3bTDrrcbzT2Z0V8H10qS14ycmWr1yFrLfZSBsGvuTr7kd+FdToH1F52OCpsXBu15bdsIa9TQGgIWZpyLlGWm4cLg8St3JgyUXyAqxIrluLjKq5LE7wBQK5dNxwKalwpVwQBCwYHvRra8wSTqfBZYRtknWxgJAVlpiv1rjAB+GegBPsoE/bHdsEXtWqokyscalq5oDgAAOJrOFQSl9UPb9Tx8CaDvMzBD+GjlR0EyMEVjPSJF/rkooMG0VGzd6AFCcufZowFumsGnMr8C628AP7Qr49Sj3AsouvU2XYWyL0KmXKQCoJ/hoayMLlJRs9drAgm3a3AlH1BLcKeQqkWtRQwSgh+oYOul7F6g+A/B2UL23yW5gcYeq6LJ4LzxfzL88lmPcDb8bDsAfUyog2/pI06WSATHoJeDeLWFrXXte2Da1bh0qACOmAnRWdHdLfCCcWWmN1Fp3d66R6WxLwRgtAlLgafF3N7sO5zMUgBfSeyAx53tNhFH4gZCmc3bo12RSAOQ2Id9eq25aUZSmQ7coZJUf2Cr8Ti/WtNVASEXBaa3kGNE6UB/PgSsSMAyAj3N24Hx6V1d4fjbG3ojw9hXcJO4AXWGmCYTLDgO1GqhaTpHB0UOBvRuEP9eqD7w+Eug8UBnYpDiiKO3Gfj9qy6yL1AwDoCvnPtJytLVS6Ds1V40IF2XlcBht+R0rApuuAiGV1FEnWr3qCGvsPAD4YIk6eo5G1y+9A2W9OutDXAFVQwB4MT0CCTmbmdi0Bx1puWWHgFCGasBtKILIWlQz0QNeOR9o0gpo3IqJBaZOt64Ag5qyBRpIETy0DaBwLWpSNyFMTCjsZIat2AAA5uFgsqdTUVGue6/aghZQAjoianuQAwTwhTcF5m4UrGDxsC5OTHkalK+hZVMadEpzv9cHOLYbtnSBtefUb69K1lPD9xNbCoCRze0AvJTeB49yvnO4ZvGBLD0I1Fbwgcfot4C966XJ2rayGMHlRee114YA4xfoI3ZWEIpBB+17A1FCYp4hzWgt6HYAOjr7TR4o3IO27ArMWMP+LLpVFzQl3bX+73xg7ljg+B5Bo9ChfckUYO/vwM5VwPThwMcrgTY92Om70lMEISVAER+FG7lPLhwH9jwEfNgyNZnZIGf7qfxbmiET5Yc18NuFMp6vynfUqYfbAHjmzBmM/2dvfLjyuuRSyL2gBBi0rdKDFrWZvUYZ+oFgrNh/hpjcFtvv6CRFCbKiYbJw+/NnTdawLFc5JX/fluXA+ePAT/mV8wrzYE/baIvYbQCkOiwjx7djCklyJvzje4HxvQS3xLL81FlRo5BfbLJENmPMHqCevp+7kGSZznYU4UIAoKY3+EQmKPzr790ElxT9m0K76EaI5bvgLMCnWjqlSmmjut0GQFoYla5Qs+2IliI5fcXAzskDgIMOfNlGAG9DDLB5GRB/RXjgZGkTAAkQ/vlOa5aH7Eof2gXId0jbu1QjQC4gWRW6/m0RkAxPSwDTlJcuXULdunVtRZ22b89/s5hGSndyKwD/3MZi89254iwWwSe+1c7WPGqGfOydCpnZcnzprHVsD7Dv2+c1y2tDgddH5N9O2N46QNyO5UKtqDsZSa62gGBg0mJg77fAvnw7j/5GJUJol/j6hPR9dF2f/0c5306Kpi1Tpgw2b96Mtm3VhXC5FYDrzlvQr4FwL7stnn29IviePUCJm6TYaGDlp8C0lUBrDYwMmpOCUaW2LjIsSLORL5HlZmJ0N2DgGKoXw75mV3smPBBcWGT508s6I/+emhKcyjlwkpOhNvf9e6DiTKzt1KlTaNGihWRpO1YatvfTylKLTAlFJ31FC3j9YiA2CpgUIwR4yjVnqYy01b3ZVLgGo+swpS3lCUDg3bL0eU1GAHs3Cqj3knrfHFnfZIWTNqTdj0BLFqqUhayUf/v+tJau1QDSeilUhcEK+PgCe2TiBn0Sh6N52BKcPn0ajRqx+74iIiKQmZmJHTt2uMy2IQAkbslao/PbxRMC7xSpQW4TcqfY36nSFrdnQ9FkHptbhd5uq7w7g25T1scAW5YBFIxtX/iKHN0UKjVwrGOgDfwzcPsa0GMI8J4K/6FoBBAfpF0THxY8N/q0cd+RwMsdXbuhoXMwyXPcPOCziULhWjrukEdAroX6RqFi3gRQzcNNmzahZ0+22h5r1qxBbGwsfvhBYcaUHUOGAbCwUG79AuxYBRzfDVzTuIAQuWBee0s4m9FdLUvkyO+/AX3CBS5tkTV0badB7CadBzcsEdIzxUbAJO1FBgxZrXS+dNak+C/lD6RTwS/kHw/ayMGu4PcQr78i0OMV2x+ioqIwatQolCvn+EtNCxYsANVHpHbvnrKtuzBXpgGgI3GJd6y0XXUZKLzVTnGgEiQHtgD/oMJAVmCfTh/ZFA0NypKr25QdKKLmlgqmuvCTYOxQO6PwKFLJKxK+HqG2sQSshQsXYsqUKQ4Zo7qKNWrUUMC4466mB6Amq5Qh8vA3YGwPYZutUBXYcIlNS6rhjY4gFPVCTS6YVM08LGNbBqTDw1Lg15swYQK2bt2KixcvsgxX1cetAJS7B1a1EgWD1y4C0lKAr+cIH6QMCwc+36VP1LQcW7T9kmeAXDvuCGyV4kfqPpgs4qlTp+Ldd9+VW4Kq390KwCe5cTib9l+qGNZi8J71wO1fgcgJ+ms6JfyKW7M7gRjs1Q4NSxc1IuLi4hAdHa3KwGBZu1sBSAy5EojKspCS1MddYf4ks0Z+hxDkWbSATIkF4JWMwXiQ/VVJwosua2Et46Z2ckfhWCUWgFwLqoWMduNrl/oClb3fkSRYogH4S8ZgPORaUDskuUjJWTBqiQYg14LKEPPRO8JtzYs1lY1z1rux31EEejZ32GX+/PmgELqNGzdqN6kEJbcbISIPybnHcDrNsQB0XXUxI651aY8Qry6oV9p5KBWFzpFTmqJe9GyGAZAWdSUjEg+yV+i5vhJBm6JpKHjBlTA2KQHI5YGMGTPGpv0o4kXvZigAaXE/p4YjLU/b4pV6C83d9Mki3v0QoIAFtU0OfBSM0KtXL6YPNqrlhcYbDkBi4khKIHKt+TfpKlZVOHFdBSnJoRQEQKFOrboLgQ1aV0KQmlRJMKvcel8OuA8fi+PMeYpuoQ8wujFCzxwAJMEdTvFDnrXod3sprIjyKqhJZXlR5AhtUY6+Lego3zYzHehUSTqRXNIHZxWmIJBT1t0384DbV+0euQWoUh0YOE5IlNKqTewHtOspBJiqac38b8HXQyJFL59o1apVbWc+qW8nq5lXbqwpNKDI5PGU6si0Us265xvFzlHqJYUrUaOIagqRIg1El/oECJbIZHuqBNyYD4FYibrNFP/XbxQ7kCiEigJYKTiWXhZb8KmJGmnuvDzpgkSXL19GeHi4LfqFQrHc3UwFQFr8+fTOeJxT8A1eKYFQ7ODfuwvaiM5FFG5OW6OS9tkkwMsHGB5ddBTl1S6fXpDNJkfXpVsLhgJVc8cJ1a9Y8nuJx3vxwJjuBVUgSCbxNxJRtmzZIku4efMmatasadtutcxyk5NV4d9NB0Bi8HHOTpxP78K0FgIj5QBTm7ORvYh45xcAypqrkR90aj8ZaTTSumI6pRwjLgFQhmjcJuDD/5avNUOfhKXjgK3McHDBzhDs1RyN/I4WmYXC7ps0aWL7e2KiNDjl1qvl76YEoLhAJYELFNZEFarKVxZqrDhrlAYwdSiw5qx0L70AyOpQpvjEvuFFwUcaf+ZI4Mc9BWdeKo5JVVrto6Qb+h1EsOfzlZd27txpS6Ukv97du3dt4fdmaKYGIAnoTtY83MgcxyyrhROEs6IjbWgzWroCK08C1Wo5AeBMYCHj5zJYNSCrQ7nPn4DRswDSgvZpn5RaQOVHqLCSVFh+aY/aaOp/5blFiRqPgEcajxzMZmqmB6AorBOpdZCeZ292OhGjFXgjP8izMBDpfDd9GLA+/1OoUlRsGlAPABZyKJOxQv/RfLYjod25kJKlRs8EKM+YBTPN/O/A1+OFZ8uhMx6FzVMFAwKeWTResTgDOoZWHg4l+8OK/OQHuVdZAohUpo3Od84KP2oBwPirQoL4T3sAytcoDDBinSpjEcDEGw4WoBVeckO/OAR7FiSHJyUlISQkxGZcmOGMJ/eIio0GtF+I1ZqNo6kVkGulHEuG5kQjOhr96B5QvgoD7fxqBqRpqWaN2KrVFnI9KM2UAPbbdWBAE3mjgm1GoGHpOAR7FQCP0iOHDx9uG37jxg2EhYWxkjK0X7EEoL3Ezqa2w5O8/WxCtAPi+PmC9lHTqGoC1TMkX6Q7Ckxa4AtyKPt4CLcZGRkZEB3IjRs3xsmTJ013xpOTb7EHoLjA1NzzOJnGWCXcCozvDVClLWqUFE81VZp1dC6uwld95KOb/Z3815XkHoLc79V8/oEw34+edaNcDdFpfPToUTRvXnyjikoMAO0f4uPcHTifxl6Bn+oM0sdknrtak0CF0nLBcsBy9rtvSj9sXFQDsUtiQec6+/tZqlxAcXpms2hdWW+JBKC9IHKtybiY3htJueQ8M297+hiY+AZw/pjAY2hoKIYNG4bIyEhb0aCSADYp6Zd4ABZdtBXxWR8hPnMqrMg1DJF3LtbAzQO98cpL3dC2bbsSCzA5Af8HAlBKJFbkWlPxMOcrPMxehae5CmtbOJCyryUUFbz/hkreg+HnQd9nM5cTWA4c7vidA9AdUuZzOJQAByAHh6ES4AA0VPx8cg5AjgFDJcABaKj4+eQcgBwDhkqAA9BQ8fPJOQA5BgyVAAegoeLnk3MAcgwYKgEOQEPFzyfnAOQYMFQCHICGip9PzgHIMWCoBDgADRU/n5wDkGPAUAlwABoqfj45ByDHgKES+Dceu9kRHWiFyQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U4L1-NumberGuessing"><notes>Guess the numbers or suffer eternal torment</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="doSetVar"><l>times guessed</l><l>1</l></block><block s="doAsk"><l>Max number?</l></block><block s="doDeclareVariables"><list><l>secret number</l><l>max</l></list></block><block s="doSetVar"><l>max</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><block var="max"/></block></block><block s="doIf"><block s="reportEquals"><block var="max"/><block var="secret number"/></block><script><block s="doUntil"><block s="reportNot"><block s="reportEquals"><block var="max"/><block var="secret number"/></block></block><script><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><block var="max"/></block></block></script></block></script></block><custom-block s="check it %s %s"><block var="secret number"/><block var="max"/></custom-block><block s="doSayFor"><block s="reportJoinWords"><list><l>Good job I was told I have to use the join block so I&apos;m just going to say your number was </l><block var="secret number"/></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="times guessed"/><l>1</l></block><script><block s="doSayFor"><l>Cheater...</l><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Ha ha it took you </l><block var="times guessed"/><l> tries just to guess a stupid little number</l></list></block><l>2</l></block></script></block></script></block-definition><block-definition s="check it %&apos;number&apos; %&apos;max&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doAsk"><l>The number. Guess it.</l></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="number"/></block><script><block s="doIfElse"><block s="reportNot"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block s="reportVariadicSum"><list><block var="number"/><block s="reportQuotient"><block var="max"/><l>10</l></block></list></block></block><block s="reportLessThan"><block s="getLastAnswer"></block><block s="reportDifference"><block var="number"/><block s="reportQuotient"><block var="max"/><l>10</l></block></block></block></block></block><script><block s="doAsk"><l>Very close</l></block><block s="doChangeVar"><l>times guessed</l><l>1</l></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block s="reportVariadicSum"><list><block var="number"/><block s="reportQuotient"><block var="max"/><l>5</l></block></list></block></block><block s="reportLessThan"><block s="getLastAnswer"></block><block s="reportDifference"><block var="number"/><block s="reportQuotient"><block var="max"/><l>5</l></block></block></block></block></block><script><block s="doAsk"><l>Close</l></block><block s="doChangeVar"><l>times guessed</l><l>1</l></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="number"/></block><script><block s="doAsk"><l>Too big!</l></block><block s="doChangeVar"><l>times guessed</l><l>1</l></block></script><script><block s="doAsk"><l>Too small!</l></block><block s="doChangeVar"><l>times guessed</l><l>1</l></block></script></block></script></block></script></block></script></block></script></block-definition></blocks><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" 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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list 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" 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