<snapdata remixID="9051647"><project name="Unit 2 Lab 3 Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAUC0lEQVR4Xu1deXwN5/5+TkKpJWIpGsRWgmyIhIgllohdtVpVtdRt9arr1rV9bBd1qV5U3eql2p+lVPdb+xYhQggSkkik9iVqiSKJJbYk5/d5z8nkTHLmnJl35p1zJs7MP62c9/0uz/d5v+877zYGAEboj46AkxAw6AR0EvK6WhMCOgF1IjgVAZ2AToVfV64TUOeAUxHQCehU+HXlOgF1DjgVAZ2AToVfV64TUOeAUxHQCehU+HXldgk4szdQxt0C0pytOmA6AmwRsEvAOf3Myp7kAeXKADoB2YKvS7OzEjK1F1C+THGIdALqlGGNgM0MyGW/P+8DL1UGMu4Cqw+xVq/Lc3UEBAnIkY8Pjp79XJ0q6vhvRcAPw4GalYsr+/ogcD1bHQN0qa6NQDEC1q0KvNfBGpCS2Y9kyJzHwOd7XBs83XvlCBQjoFDXe+8xsIRHNJIdSZZ8lg/M36HcAF2CayNQREAvT2B0R/Hs91orIKCuPiXj2rRh530RAYWyH1Ej1P0K/Z2dSbokV0LARECS0UhmK/ncyAFWHrD8lSPpoijg4RNXgkn3VS0ETATUs59a8Kont2I5ILg+QIZO3x9TT4/akiUTMLAuMLAVMHcbUFAKz9G9XAX4oJM1nFezgFVxymEmjTgqHTh8QbksKRJsJQ1+3exc4HoOUNYd2JSszV7L4OUJo5SXD85hLUxIT4kEKrwgJUzWZR49BY5eMv893Mf8XxY+EXz2nwH2n5Vnl5Jani8CnZsCrbyVSGFb97/7AbKKJvYY3giC0dcLuPAn0Pgl3nivxM4XAvDF28C6eDGR6vxu6y39bi6Q9RC4etest141y/9z/76ZA3hVBb49XNw2lo3KmQSUinjbhkD3ZkDZEmv8UuvTlJO6dGuY0QfGsm7WovlZYUZvcxq/fAe4Vchq0qURJbU9ABJgcsCT/D9HBFKe+xuf2DRO2CrLImOZMl/hbh8W8koDAVlgLyaDFlPDnH7WNyNcywa+OVjYPRUGSUyxI35nQRS+nbRg2fNRJ6ClQZOZEzKDIuUpRkDybkHeSviBHh4KNKrBZpwkxSBHlmFNQDKMWX/EkR5oR1eD6sDI9sCdB8CyGOl2CWZAPgG5zQmss4+QieO7m/+6NFq6A0pKsiags15ClGDAqq5cLEUJKFewHMccqUsfA8qJkHAdJXGzIuCp68Avxy2KlAinddGRujgC5jwCPmeQcV11DPjPPoC7G7DvNHDgHG3EASsCCq39Rv8OxJ2nF05bw5EEbP4yMLgN8MlO4GkeraXW5V2RgLP6Am4GIL8A+Nd2eRhaEfBaFvBN4coA2RtI9gg6YvzHuksUg2N0J8CrCjvfCAHP3QI2HBXT/Hz8zpGPrIqR1TG5j90x4LB25snp55GArLMtkfd/ccAfWXJDUXrqtfYG+gcCRiPwsQLyEY/tEpAseE/uoRNQjBrkyOq0Xo7DScweNX/nNiSbeiwG58QFCbg9FUi4rKYb7N+maK1lmQF9agFDQtgEhNYPR5dniZvNDKi0X5cLCmvn7NnRvjG7nSsjQoGGz+lkPR9DNeIjmAFZpVdaIqrhIK0NJcuTYQh57G3AHd4OaOTAsbJSn+TUn93PvEpGlmjJUi2rRyegCJL8fXdZuUDqNSDtmmVThqmxMtzUwCqwrOWo5aNOQJFI1fIAxnSWFk4Wg3J7msim4DpVgR2p0uxhVWpUGOBduM1tFePbMWwS0BmH0dVqZawCwZdTryrwakugeiXb0smOkJN/APEXrctM6wmUK2v7xYV0/UR+k5rWddUmekmNf+kAEH/V0GsiYFKGZTctmdsxGIArd4A1JTZwqhFItQe5atvM74Jv3jPviWT93H9s3mXD7cVkLV9M3rthQP1qKhKQ7D7JfmQZy3AGqcF4e86WpgxI03BINiOnDsmaKVlpIqN5sn2pjqd5Gz95yE5u8ju5CODybeBEhhgtHPe7mnExGB9fNhrKNzB5wx9wm/7NYKKRBiY1HaWxg7asHLt7+wMhDRyPMa1vfF6owYdiBOSW3vQMSBcmOQSMaAGENdYJaMjOTDV61vIvQpyfBZfHArfu0QVDSensq+ZXLM96YUrEOLzuoqHVTTonb7gjWXd4U/OpPDWyimQjJBQcPSgYATXu4qe9F3BQxnYrMRWGGjWqGW/fLjxSBuCTNyrh6eMHmPhNIpZNfQvT1zpgH1ahlcbH5vU/bkggZrxWfpdjd0RzIOwV7RNQjm80cTF0bAIjn9lnUvfhh+ld8d6CzahcrRaqeLWjkaeorFRnSTn/oEiknSocwSvSqryyVLv5mkpLF0x8O3f+Mpr6hSsHSkCCzXnAsFfHoOPAD1G+mqV7VsUCnlCpgeTK9eo/Erui9qttlqh8Ys+GHzfhnZHjRctyBUpDFxwcFIBjh7YgNe00Atr0lOwbTUHT1RxVXjTv5hCbwyLzUeTEE4sdxEJGSiUgqcuVbdthAI4lptD4zLTssqVz8be/Dodf6x44lS79WoTSQMAjBzaibUgrVYdEgndE372RjKpVPVGQn4cJ/V5B5fLFvxfCRfD8LeA7kR3AE8e/j8WfzpDkBA0B+SR05piR1mYOu56+QLtG2h4Dxuz+AeGdQyXFjqZVk8w6cEAkps9aJPzB6uzMVFSpYr4o+uM3GhR7UxNaGyWZ8TMb1/Xu3rYePbp3lOQEbTB9mzdBWtIeHI4/jrAur9NgwKwsrc2cYjlTN8yMliiIJnZiIhPjtyI/vwAhbQKLipLEIZgBz5+KRePG9U0FV0yIwIfLbb9/l5y8LrmGPGfmeMyeOV4SAY/Hb0PrVn6SynJeyCWAGGBSfi94dAkGg4HKXlciIEliJJkJPVyvJUzA9Fg0bmQm4LVzSajrP1A0HtyOCVLwbKblzrr42I1o11b6OIIQatvOfeg3cJSoTmeTkNhqNBrh9mJDybaSgmTzKtnE+mUMcPsBVVWHFqbNgIEBzdGrR2csmDfVyk5bwyRBApKpmKZNGpmE3M/KhMfLbSU7zs+IZJKVNkPRlieGkbR+NG4zCgoK4F7BbLfaz8G9v6BDWDD1ywexqzR0v8ROjgclyRPo3xzJCTvtQpyVfQ8NfcKQk2P/jjZBAsYf2Ih2IZY7e2kH+dwbHrHw7elr0aRVuORuSg4BiZ783Itwc3PDuAmz8eXyb9XmH3XD4htECMjiRJnaTm79bRX69u6G40mpyMq6h+5drVeodu7aj0Wfr8SxhGQ8zH1EbZIgAX1bNEHaCctbBS0BOSu4lj77l8uSCZhzKxUeHpUll+d7LJe8tKglHNqCNkEBaBnSCyknf6eqzh1pZL0EN3vmR6hYoQLeHjwAderUprKJpvD1G7fg4xeOBw9zaarZLGvzW3FcMElNuQTkbtYa9HGUqauS8tCOO0rKdAQJlehQq/vlx0sKzrRl5HJATI8kAnbq0h8H40+KybL6XQ7YNG/NQgYdivkf2ocGITxiMGIPqnNNAQn2hQtX8IqvxL36PEPlYEINPMMKf147gRrVq8lOQmKmSCJgYkICgju+ISaLCQFXffVvjBo5WJHDSjKUFCeJfLkvPISAjrzMXIo/9spwUylkx5TYC4UcXZII+OeNq6jZUOAzSiIa5bR2Mg9I5gMHDHofW7bJ+xhdXMyvCAttg4TjKQgJGyAHF7t18nMvwc2Nfv7PzwsYFKTt1Q8hx9Vs0JIIKGccOHXSGJQ/s8J0jmE55X4BFg6zkGGPhXLmAOU0SOatR4bAk4m74e/no6hXsqVWFQL2iOiE3VvXmZbx5HQ3LMjDQoa9WMnJgoSAUm+Pl8ETVasQPGNi49E1cghTPaoQ8FTyHrRo1sREQDmf9Uo8vA1BremW5Gx1Hckpv6NV215MQeOEkaB8vep7fDB2uqj89zuaDyGxnn4RVcyogFoN2iYBv1/3BYa82b/IfJrXcGJsevx2/LJkrCzA3x3xJlavXKg45RM79sfGowvjVssnoNThiaOvumPEuyIxtWrVwM0riViz/leMen8SM/E2CRi371eEtW9TpGjr9mj0f/09UcXJR3cgMLAFRkU0RX3Pp7IISJQQ8kjVacsoshXss6XfiNost8CeHRtMqwO167dBZuZtu2JK6/iP75QaWdAmAS+djkODBnWL9EfvPYiIPsNEY8UZSbpf8sjtcoicqOiDiOwrrlPUKBULSA3K80BALjFkZeegWm3Ltiol8NokYEzUjwjvZDkPknM3B55e9pXOnDYO/5o90bRENbC+eYlKCQH3HziCLj3eUuKf6nX3Rf2ILp3aiQ4XCAHJZ8W+2Ku6SaoqkNrgpBphk4D8PYEm5hcAbhXMWc3es2LZfIwZN0Pxjg/i6KIlKzFl+gIxlU7/ndhqLytwF6LLbYxOd5BngJK1eiE/bBLwyrlD8K5Xx1In3x2GivUkY5G4ZgVWfzuGeg6QU0CCevbcRfj4d5Ws01kFc26lwcOjEk6ln4Nf6wgrM56X7pc4xu2QoXkptRcXmwTkTkQVVS5wg6GCtO+B+jf1w8lNyVj1/Vy8N2+uLF4QAn48bynmzFsqq76jK3Fd0+ChY/Hz/4p/s8CYnoc1Kzpj1DLGd5s52slCfcTXE0lpCArtq9gCmwQ0dbuFB8VNWowGGF4075IWewjg5DG0kP9dUPNLyAFE9h0upk4zv3N49eo/AruiYk12+TT0wentpxDyui8SftfGOWalgBkfmm9OMlSUlpBkZcBiBMypDHg8kETACSP/gc+mLEK/MQOwLVbm10sI3zPvICphh+bfgvngBvg1Q8qRaCCjdlHjY9EYlRKGdX2WPknLgBfrApUeoXl4ME5fPG3XH1bGETn7U6LQZUhv1vipKi8kMAhHfzBvAyM9ACs8VDWaUjhLn+wTsLAr5ew7nHQYYUM72TR359fb0bNDJMoFVsDTZ08p3SpenDi5aPViTFlsfcBFkWAHVO4e2h17Vu0q0tRtVAT2HaH4hqkDbFSiwmEEvLY/A141vYps3XFgJ/r81fYXrFkaRmRduHoBr0T6KMHKaXUnvjsBiycvLMqETjNEBcUs42w3A5rGgbwsePXmVXh3FT6CmJ/21HQoSMmLBx8rovdQ0iF0GEq/61gFzKlF1qpRCzcPXDPVGzF1JNZt+Y5ahlYrOI2A3LhGCBhi1N2cu6geKnCrtgwkSzsB+Q3XHm4yoHF6Fc0RkKVBHLqleQwY4BOAlI0nsH7Ldxg+deRz9yLCMt5UXbBQS27RuBlObU3DTzt/xlsT32bWOomTiWnHEfym9EPxzJQrFFQyQH5N/JC6OZlqPDhx5AQsnrKQ2ZBGoUvFqmuKgCyN4bxM+i0RLZu11CT4YoEsOPXMfF9MiUl4WhLOHjsLc8bO0iQGLGOuKAOSqQYy5dByYGuknKE/tmkrmDFroxEeEq5J8O0RkCNZgbEA7r4vWBXt1q4bolfvlpQJCfkICVm91Ik1HKm/R6+KQrfQrszsUkRAli2BD0DM2r0ID+nMzEmp4CopN6z/O1j36VpRcn27YA2GDxiGdZvXY8S0d22q1CoBWcdcNgFZG1KcgKUrA17ddxl1a5s370rJWBx2r/7tNWzet0WQhFokoBoxFyUgQYc/pUAA/vuwcfjPtM8x8z+zMH/lJ0oSh2Dd0pIB/Zv64+SmpCIfpJCP/5ZP/n/u8nmY/eUcKxy0RkDuzf7k2VQEvmq5uEpp8GURUI2WUNoyIOlGSXdKnqT0JLQeFEwdCw7HzDu3ULujZcWJCFo46VNMHjVJUkalViyjgloxFyXgHzFXUKeWeWNqXl4eypQxb7Giae20/mqt9Ze0PzSwHQ7/EGf6s28/f6RfoLshiy8vL+0J3N3ckXEjA/W7We42XDjp35g8aqKqOEuNC+ntSK/Xc3Rv7I6LklpNUjlRAsZtiEVYK/O9cBnXM+Dt5Y0jKUcROoTua0Y1q72EzLgbkgDVehfMOhtc2XsR3i974/7D+/AIrmrCWkuNkLW/fGaKEvDSnvNoUKf4WRA52e/YT/EI9g/GjVs3kPskFxcyLiLlTAoMMMAIo+kTksF+QShbtizCWrU3/VuOHknNTmEhEpDYhAMIH8HuuMC9hCxUrli5KBNqhYBqks/Uk5J3DHvxKEnAxpFNcfGqwBeYJQS15PqovSqmu5d9y0qQ6tgi9xOzUalCJVUaB5cJn+U9wycrFzh9HjAv9Qnc3d0xbv5H+HLDf1UBmpqAWs1KqqAjIFTtjPA4+SHKvVAOv0b9hkE9XlOF6GJYtfELQsLP5k21+fn5KONfTqyK7N9FCbj76x3o0cFyu6krE5AjX8d3OiPuhHoHjEpOe8mOrsSKXUI6Y8nUJWjZrPi5b0f0QqIEnPHBdMz7aC4+WvAPfLF+mUSXns9ihBimiyn9rJfZWHusRqblT5jbs3dX3G70Gt2HtUuC8kQJqAYQDvFMV2KFgBABycyGb39/PMh96BTEJJ0JceVu1ylRcSGlNgkY6BOA5I0nEB0fjYi/qPOpThfCWXfVBgK2L6hkcLhcR11HQAwBQQJy476gQcE4kW5ZbBcTpv+uI0CLgBUBOfINHPc6Nu3dTCtPL68jQIVAMQJy5Jv5xSzM/4r9Nisqy/TCLoFAEQGzjtyGp4cnftzxE4ZMGuoSzutOOh8BEwEPfheLDq3DkHo2FQEMNxs63z3dAq0jYPhqznLjB2+OdtgMv9YB0e1zLAIGY3qeaTeMPtnsWOB1bWYETATUyafTwVkIiK4FO8swXa9rIKAT0DXirFkvdQJqNjSuYZhOQNeIs2a91Amo2dC4hmE6AV0jzpr1UiegZkPjGobpBHSNOGvWS52Amg2NaximE9A14qxZL3UCajY0rmGYTkDXiLNmvdQJqNnQuIZhOgFdI86a9VInoGZD4xqG/T+5yaNqNfwA8gAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-585" y="-199" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,214,252,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script><script x="30" y="229"><block s="receiveCondition"><block s="reportNot"><block s="reportMouseDown"></block></block></block><block s="up"></block></script><script x="30" y="303"><block s="reportModulus"><l>16</l><l>4</l><comment w="165" collapsed="false">basiclly this predicate divides the first number by the  second and it tells you the remainder rather than the quotient</comment></block></script><script x="30" y="396"><block s="receiveCondition"><block s="reportAnd"><block s="reportMouseDown"></block><block s="reportLessThan"><block s="reportMouseY"></block><l>-40</l></block></block></block><block s="down"></block><block s="setColor"><color>255,214,252,1</color></block></script><script x="30" y="495"><custom-block s="%n IsBetween %n and %n"><l>6</l><l>5.5</l><l>2</l><comment w="134" collapsed="false">this tells you if the number goes in between the set range of the two numbers typed, If the answer is true it will say true if the answer is false it will say false. </comment></custom-block></script><script x="30" y="612"><custom-block s="even? %n"><l>3002</l><comment w="90" collapsed="false">if the number is even the response will be true if the number is odd it will be false.</comment></custom-block></script><script x="30" y="717"><block s="receiveCondition"><block s="reportAnd"><block s="reportMouseDown"></block><custom-block s="%n IsBetween %n and %n"><block s="reportMouseY"></block><l>40</l><l>-40</l></custom-block></block></block><block s="down"></block><block s="setColor"><color>255,248,224,1</color></block><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="30" y="837"><custom-block s="%n divisible by %n"><l>7</l><l>3.5</l><comment w="130" collapsed="false">when the first number is divided by the second it tells you if its true or not.</comment></custom-block></script><script x="30" y="918"><block s="reportNot"><l><bool>true</bool></l><comment w="193" collapsed="false">it specifies if something is not true or not false. based of what you plug intothe input.</comment></block></script><script x="30" y="975"><block s="receiveCondition"><block s="reportAnd"><block s="reportMouseDown"></block><block s="reportGreaterThan"><block s="reportMouseY"></block><l>40</l></block></block></block><block s="down"></block><block s="setColor"><color>128,77,0,1</color></block></script><script x="30" y="1074"><block s="reportAnd"><l><bool>false</bool></l><l><bool>false</bool></l><comment w="111" collapsed="false">the purpose of .</comment></block></script><script x="30" y="1131"><block s="reportOr"><l><bool>true</bool></l><l><bool>false</bool></l><comment w="112" collapsed="false">add comment here...</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number 2" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;Number&apos; IsBetween %&apos;x&apos; and %&apos;y&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="Number"/><block var="y"/></block><block s="reportLessThan"><block var="Number"/><block var="x"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number 1&apos; divisible by %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="number 1"/><block var="number 2"/></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="is even" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="even? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="number"/><l>2</l></block><l>1</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="multiply %value" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="Unit 2 Lab 3 Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>