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id="2"><item><costume name="Untitled" center-x="254" center-y="194.5" 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" 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1BXs+gM83KuSctjg6ZTA25H+DuWem1ChZ7qiXt8RwzFlD6dkWvxMwr+Soucq5VKFRLKPSyfd0TnlhSmWOqJu+lVhP253TY4mwO0/D46ehRb42zRofpOk5HgJgHUy9Z+65AF7cJfY8AC9pVEhbttq2PLoTakhQp7xAUS/vGMN8rqy0qbxRfZxJ1r7AnjvN04OlFziKZVQ6U+bUcvalMkfVVe7Qg/XCdjI2jF9C7GvKN6feInt5Nfus6VCJ8edMl8wpdw1fxuWKPUPN8fqUR87lzM6VPkHNF3u8Q6AlYKy5KttXYUP7UEsb3vlhSOfg+z4KUSyj0pm7MlqzgDhXEPLOAOstHRu0t+ba+tyaoNp2VXtnVnQvz7MtsNTevWIX1V69+c2J1yuqfYI6dSvSzwL4tc5COu145Bxre57Ne6e1XXWPOT8H4Ksrh+81X/HchqGtXlENKyqduSujtu5K29vmCsLYUHVIWLcmqGwnvJ6agZ7DakJUndfkGRV3b7bn7/6zckGt6UnkEO1X9ZMA7hxFuUvHNnp209NXkVtk5gwzkpmvB3BJ9x+PAUCXeN6QvuKeO81tmkMfhaiGFZUObbZD6VKPz5aRTLgCnO59L81pRtic6oPthGKetlAlu2g/h2lXdUO+kqDO7TV721FEvAh+EXZMSWOPtp81lWUFlddXUBRTwy/1JHJgt8pW5e4E4FNTqA480zeUS1H54iRnElMElkJKQU2hdphlTfYMkRh/bJgU1bBsOsxzjjONvukNrgRzymLILSDrLL8WpTSyiCq7rZOx89gsAwU2zan1Cf7cXnPga1BMqgW/YqZBEZ4O4BVdWs8w1/wEJd8kmbM+xklQ2YNg99WGPs9JpT2IHwbwrV0ijwDw5sAi1Kw6JoFNPdeS3VtrhDy3zWtNGNjIrpzIMRdBVr5nN8LQHtghYWJvL3fv1vdh8SwitqyLkqMLYu4T1JY2Tazawcf2ZGtfIdIosWaEGM2wJr1zBLV2DnDML+BrO2cPNMj78tYYb19SDiX5gqQrNkrpjL3MW2qE9+i876fy0CXfZ0uFG/nd9r49PW/PHlh+3Cii6bhnyby+q32HnlmiLthu2O5ZjrwMfT3oJWwqMfT+vidbvWXacrxzBHWqx6So1WkuBHF6gLsJpoQkrCzHmMCOzd3NWVWdYvPYM/aF4CiBIjg31CxweF9IcqeoXlwwztMrtUl485/LJD2f2g3/e2gaZmmb5pRtT7bOKedWnu0d8nvn/eylaxFDI7sQ9DgArwugxBc9OeW1zpdLiyE1ohNg5mASa78QtfmPtZ0p22lq829ZFyntLdo0VO49zkMuUYct8mC7sFsgLxs7KdVnQGk1tKbh5Qsm3w3gb4NLPedERLAp7uRqGLoTdUakb05O26TQYtqmZMqa5R+ybYs2jXHc2zxkqU0s8XvpDrLchr6OxIW1gmo31vcN5WqGzu/pfFfS0JYv7pwTEUtUZJ5HDcNo++4P4F0S1HOw7k1Qo9vFKaRXu5ZkmZxZI6gV1JvMCZ+hu9A9Q2c6AaagpjB34eVoFe5h2KrMVjw8i1jRdmxRvLZoUzT3U0+vZheRZTV6BcoYVPb0eLUsQ+0e1TzdFgsvp94gIsvPK6q5h7j2lE6EDVsUry3aFMFaaZxNwLuWlJ46Z42gpodqTwTwhEm+b7WmctRAa2idVtwtLqps0abTahU7Ka1XUPOtVbVbYcZ6qC3nT3dSDTIzI7DFRZUt2qSGszECHkHl6heH+skbNydg09UNU4ujHupUcnpOBERgswQ8gmo9BdGBLOcZ8mOGtQVccyW71lbFFwEREAEXAY+gsneath55faN6Ml9zJdtjn+KIgAiIQBWBkqBymH+DSfG8IFd5VUYqsgiIgAjsgUBJUK0XKl5xkFz77aFsslEEREAEFiUwJqi5S7+SH8tFDVdmIiACIrA1AkOCurXL8LbGTfaIgAiIwDkEPLee8mIzCqyCCIiACIjACAGPoJbc3gmwCIiACIgAAAmqmoEIiIAIBBGQoAaBVDIiIAIiIEFVGxABERCBIAIeQdWiVBBsJSMCInBsAkOCar1X85ZTOpNOVzL3EUnXB/A3uvYbi3tsoiqdCIjAyRIY29hPByjnd2R4uyVd9g0FK8BzXfudbGWo4CIgAvsmMCao+ZUAQ6JKxymXG5d+2ma17zYh60VABCYSKJ3lzy+usi7/Ocyn6CY/qckECerEytBjIiAC+yZQElSWrvY2QJ3533ebkPUiIAITCXgEtSSqdDrNnivnXM+5tGqiXXpMBERABHZHwCuoLFjfjYDXAeD/FERABETg5AnUCOrJwxIAERABERgjIEFV+xABERCBIAIS1CCQSkYEREAEJKhqAyIgAiIQRECCGgRSyYiACIiABFVtQAREQASCCEhQg0AqGREQARGQoKoNiIAIiEAQAQlqEEglIwIiIAISVLUBERABEQgiIEENAqlkREAERECCqjYgAiIgAkEEJKhBIJWMCIiACEhQ1QZEQAREIIiABDUIpJIRAREQAQmq2oAIiIAIBBGQoAaBVDIiIAIiIEFVGxABERCBIAIS1CCQSkYEREAEJKhqAyIgAiIQRECCGgRSyYiACIiABFVtQAREQASCCEhQg0AqGREQARGQoKoNiIAIiEAQAQlqEEglIwIiIAISVLUBERABEQgiIEENAqlkREAERECCqjYgAiIgAkEEJKhBIJWMCIiACEhQ1QZEQAREIIiABDUIpJIRAREQAQmq2oAIiIAIBBGQoAaBVDIiIAIiIEFVGxABERCBIAIS1CCQSkYEREAEJKhqAyIgAiIQRECCGgRSyYiACIjAHEF9KoCvA3AjgFcLpQiIgAicOoGpgvpIANcYeG8EcBmA9506UJVfBETgdAlMFdTXA7gkw3ZzJ6ovO12cKrkIiMApE5giqC8A8EID7QMAvtP899MBXHnKUFV2ERCB0yQwRVD/DMBFHa4knr8A4CXd3z4K4AEAPhuINM3XepO8GsCHvJEVTwREQAQiCNQK6lcCuAnAV3WZ3xHAp7v/TxH7oe7/vxTAcyMMBJDP13qT/SAA2nQVgI97H1I8ERABEZhKoFZQHwjgHV1m/w7ga03GdwXwse6/vwTgewC8Z6ph5rmHALh2ZjrchfBXAF4zMx09LgIiIAKDBGoF1c6f/hGAH8lS/qVuYYp//n0Ajw9if18AD3emdfcu7q164nOq4q3OdBRNBERABKoI1ArqKwE8pcvh5wH8SpbbLQH8A4Bv6P5+MYA/rbIoJjLF9LEAOPdKMU7hfgDeHZOFUhEBERCBswnUCurbATyoS+LRALj/NA8/DuB3uz9eB+DClaE/EcD5AK4HQHsUREAERKAJgVpB/RQALkQx3HNkJf0vAXxfF+8nAfxOE+uVqAiIgAhsiECNoN4awOeM7V8B4H8GymJX5jnE5lBbQQREQAQOTaBGUCmKf9fRuAHA3QpkOHf6iOBeKkX9RQD6FpySOV8A8HwAnz90zalwIiACmyNQI6iPA/AHXQneBuChhdJwVf5NXZyoXir3tr7YQfF55qCBI7qiiIAIiMB8AjWCardM/RaAn3FkH91L5cmsVzjyfQaAKxzxFEUEREAEwgjUCKoVx2cD+HWHFS16qXTKwu1ZQ+GL3Qkph3mKIgIiIAJxBGoE9V8B3KnL+k8q5ii52p/2pb4TwEcGzNfcZ1y9KiUREIEVCHgFlY6kP7mAfZr7XACyshABEWhDwCuoduj+GQB3aGMONPfZCKySFQERaE/AK6h2Qep1AN5QmMfMLb8AwKXmj9x+lftM1dxn+/pWDiIgAg0JeAWVR0l5pJSh7wy/x8TcMbUclXioKY4IiMBuCHgFle7z6EaPYY7DEyuq9PrPe6gUREAEROAQBLyC+gkAd+5KPHaGvwRFgloipN9FQAR2S8AjqPTO/5+mhPzv/55YYussmtun6LtUQQREQAQOQcAjqLyA7/1daT8M4NtmltxOHzxGm/Bn0tTjIiACmyHgEdQfBPDHncU8m09PUnOChv1z6OlZERCBzRLwCOpzAPxyV4KXZ9ufphRMgjqFmp4RARHYPAGPoNIzP4+aMrC3yj2oc4IEdQ49PSsCIrBZAh5BpfF36UoQcR2zXZji9Si6lmSzzUOGiYAI1BDwCmpNmp646eI8XZjnoaU4IiACuyCwlqDuAo6MFAEREIEaAhLUGlqKKwIiIAIjBCSoah4iIAIiEERAghoEUsmIgAiIgARVbUAEREAEgghIUINAKhkREAERkKCqDYiACIhAEAEJahBIJSMCIiACElS1AREQAREIIiBBDQKpZERABERAgqo2IAIiIAJBBCSoQSCVjAiIgAhIULfRBm4L4AkA+O9QuBkA/dEqiIAIbJSABHUbFfNEAK9ymPJqAE9yxFMUERCBFQhIUFeA3pMlr9Sm421PeBaAl3kiKo4IiMCyBCSoy/Ieyu29AO7d/XgVgNyRN51yP7j7/TIAFGAFERCBjRGQoK5fIbwN4QZjxnkAOF9qg+3BSlDXrzNZIAK9BCSo6zeMSwFc3plxDYBH9ZgkQV2/nmSBCBQJSFCLiJpH8IilJ05zQ5WBCIjAOAEJ6vothD3SdJMsb5h9o3qo61eKLBCBKQQkqFOoxT+TFqTeN5C0eqjxzJWiCIQTGBPUZzo2mnNFOl9ACTdyowly7vM2DtvIZy4nCaoDtKKIwNoEhgSVm8y52bwUuMmcm81PLbDMPNnkDXM5SVC9pBVPBFYk0CeoXjGl2UNzfisWqXnW3FTP3ntNmLvVSYJaQ1txRWAlArmg2i08NIlnx4eG9Fw8GZrzW6I4Y+ffI4bZfWXgBvtrzQ99m/DTz5Gb8SWoS7Qo5SECMwnkgmpP7Gz9iGPp/PvcYXaOlgJOPtyIz3A9AIrmUIgUwci0ZjYZPS4CIjBEwAqq58TOlkiWht5zh9l5Wa2Af647KpofEbXPRIpgZFpbqkPZIgKHImAF1b60Qyd2tlJ49hZ5XDO5u0tD78hhdl5Wu1/U0/uNFMHItLZSh7JDBA5HIAlqLlAewVgThp3rvdEMw1sLTxriX+cofKQtkWk5TFcUERCBKQSSoA4J1JQ0l3iGi2EXdBlZ8bfD8rV72ZEiGJnWEvWjPETgJAkkQd3TCzs212t/40o/PTetFYZEf4o9e6qfKeXTMyJwCAJ7FNSSdyYuFJ3f1c59VtraFb3AJ0E9xOumQhydwB4FtSQu9hTTWlu/SqJf265KZa5NT/FFQAQaEGglqI/vbH1NA5tL4lL6vYFJ5yTJQw8Xd3+N2L61hTItwU15iMCuCbQQ1IcBeEtH5SIAbw0mVBKX0u/B5pyTXH7OP+J47tplas1M6YvAIQi0EFReNkcBYOC/7KFFhpK4lH6PtMWmxWE+732yHvejtp+tVaZWrJSuCBySwB4FteSQeQ3x6fM+FSWm6cOUbkWNmEI4ZGNWoURgbQKtBfVqAI9pUMgxh8xLC2prMZWgNmhASlIEWhDoE1QuqHDeb2rIPTJRUCmsS4UlBbXPQQv3v9LPwJinrloWS5ap1jbFFwER6AgkQbXDaP7EXheHrFND63nUMbuWFJ/842HtorCSI/+d607QlonHXvm/uWlOrVs9JwIiMEDAOkfJe1tzRPVUBJVYOf2QFqKsc5Yc+Zw5VSuoNt05aeqlEAERCCaQ+0PtE1Vujq+9N+qnAFzZ2cobAJ4cbPdWeqh9dlBUKYBc8bdhzlTKkKBGbMlasGqUlQgcm0DfFSi5qE4Zuj4IwNs7dO8C8IAFMS455B8rFnuuZGmvS5na67dlomNrDvnXvjFhwSpVViKwDwJDl/SNecPnggt7rWPhjgA+1UWgM+bkt3QJKlsR1FTWiKmUrZVpiXpUHiKwOwJj10gPDV1ZSE9P618AfH1H5FsA/NNCdCK9PEWZnItqrY8BCWpUTSgdEWhIYExQU7YcuvIUUH5tcklU/xzAD3SJPALAmxuWIyUd7eUp0mR7ZUvt5nwJamRNKC0RaETAI6hWWPM5wbGe1m8C+Onu4TFGEzYAAAQQSURBVOcA+NVGZbDJRnt5ijR5jijOeTayDEpLBERghECNoKZkvD2thwN4U/fQuwHcb4Ga8Nq2gCnnZDFHFO2zc3YLrFFu5SkCJ0NgiqDWCMM7ADywo9nCUYqtqK3fi1XDLW+A+cGL2imDk2nQKqgIrEmgtaA+2wz1W9/xtPV7seYIKtuILR+3sjE93vZau0d4zfamvEXg0ARaC+pDjT/UfzZXk7SAOlewWthk04ywz17vwrR1Uqp1rSl9Eagg0FpQbwfgs8Ye3vVEYW0Ror3kR9sYIaj50D9t8KcjFgUREIGVCbQWVBbvHwHcvSsnBYFD/+jQwkt+tI1Rgt936KK0hS26LEpPBESgh0CNoHLRh8coOZeXTj55Fkf+EMAPd3m3WJiyc4tLDoPJIO3NLc1l5jbOPYMvUdXrLAIbJDAmqEkw+C//x5c4P0J6YXeufKxorT1P2Z4fh74Ur6gwdtmgFbW+uUzLj6fO+D+GKBv7fAXUnsCK4qR0REAEAIwJ6th5fsLz+uVsKah5zy/ZNFa5Xj+ipcsG+3yUpnyHPkD8fW7vNC/blvfe6iUTgZMiMCao+QLIGJix1eanAbiie/iDAO4VSHjIrV0pC8/qeOlDMCVvT74l2/PfIxa7avNUfBEQgR4CpTlU6zyZj6d51DypsbnU2wP4jHngngA+FFQbNaJvs/T0EkuC6sk7udpj3q3c7UlQgxqTkhGBuQRKgtqXfhJZ652+tDh1rZlDrFmYGpvDTLblol9i4hW2kqAyn7G8vfmU7C39LkEtEdLvIrAQgSmCmkyreZE94pQXuTSH2RrRFJtb29SXfk09rGGf8hSBkyGwZUFdW9BeD+CSriXU9KqXbjwS1KWJKz8RGCCwlKDyCpR3djZ8AMAFjhpZU1CfCuC3jY2e7WGOIjWJIkFtglWJikA9gaUElZbZHt/jALyuYO6agnp/ALwLi2Ht3qndz9qHzO5xLc1l17cQPSECIuAmsKSgWv+oFxmnKX3G2vnTtUSNQvU1C900MFZhpf3A9lnP7gV341BEERCBOgJLCiotS6eFuAF/LNjeKeNtechdR7w+tmd7FlNtsce13lo9IQInTGCOoLY8obPmcH+LzaG0NWypLVpbZCObRGAzBKYKamvv+BLUzTQRGSICIuAlMFVQW3vHl6B6a1DxREAENkNgqqC23qrDuVaerjr1+dPNNBQZIgIiUCawVUGl5fftzOeNqQoiIAIisHkCWxbUzcOTgSIgAiJgCbQQVHr1zx1Re32QqnZEQAREYLcEIgTVOnUe296jfZK7bSYyXAREwEMgQlA9+TCOTvF4SSmeCIjALglMFdTS6R3em8RhfgraeL7L5iGjRUAEaghMFVTmMTS8l3jW1IDiioAIHIbA/wHMsD4ptZDtxQAAAABJRU5ErkJggg==" id="12"/></item><item><costume name="UAB" center-x="225" center-y="163" 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" 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" id="83"/></item><item><costume name="winner" center-x="194" center-y="159" 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" id="84"/></item></list></costumes><sounds><list struct="atomic" id="85"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>answers</l><block s="reportNewList"><list><l></l></list></block></block><block s="setScale"><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Hello, I am Curly Bracket.</l><l>2</l></block><block s="doSayFor"><l>Today we will be practicing set theory.</l><l>2</l></block><block s="setScale"><l>50</l></block><block s="gotoXY"><l>160</l><l>110</l></block><block s="doSayFor"><l>This is our universal set.</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doAsk"><l>What does ∈ mean?         A)Element of       B)Proper Subset     C)Universal Set</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>A</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doAsk"><l>Which is an element of the set?    A)1.1       B)10     C)6</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>C</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doAsk"><l>What does ⊆ mean?         A)Proper Subset       B) Subset     C)Universal Set</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>B</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doSayFor"><l>Let&apos;s add in a new subset!</l><l>2</l></block><block s="doAsk"><l>Is A⊆U true?    A)Yes       B)No</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>A</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doSayFor"><l>Lets add in one more subset. </l><l>2</l></block><block s="doAsk"><l>What is A ∪ B? (Type your answer with numbers separated by commas without any spaces, no brackets necessary)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1,2,3,4,6,8</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doAsk"><l>What is A ∩ B? (same format as last time)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doAsk"><l>What is the compliment of A? (same format as last time)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4,5,6,7,8,9</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doAsk"><l>What is B-A?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4,6,8</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block><block s="doSayFor"><l>Good!</l><l>2</l></block><block s="doWearNextCostume"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="bubble"><l>CONGRATS! You know your set theory :)</l></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script><block s="bubble"><l>you lost :( start over</l></block></script></block></script><script x="717" y="772.6666666666667"><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="11.477864583333485" y="11.477864583333343" color="4,148,220" hidden="true"/><watcher var="answers" style="normal" x="13.4375" y="13.437500000000028" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="answers"><list struct="atomic" id="306">,A,C,B,A,&quot;1,2,3,4,6,8&quot;,2,&quot;4,5,6,7,8,9&quot;,&quot;4,6,8&quot;</list></variable></variables></project><media name="math set theory game" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>