<snapdata remixID="12164856"><project name="L08 Predicates" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADlNJREFUeF7tXWmUFNUV/rpnuhtljqASFAVZAh5PXA9oAFk0LIEoCS4IqOigoqgIsmmSEyIHgieJGWYIRAXEhEGDOFGQRAkKKssgMwQwYkIIsoyISMAzipGE7q7qyrlFWmeGHupV9duqqPrbr+7y3a/uu2/tiGVZFsLH9wjMmp3G+HGxen6sWmWif/8CrX2LhATUOj7Mxs1/Jo377q1PQHp5zVoT116jLwlDAjKHWN+G5YsMFN9ZmNPAadNTmPpYXFvjQwJqGxo2wyjDFRYCPXs0nuWWVBgYPjQ3Qdm0iGsVElActlIkV24wT0o+KUbkoSQkYB7g6fAqaxfL2k62TyEBZSPOUd+Of2bQ4uwIWrSIOErVtRsOCegYOn0bzCxNY9LEE0e+uSwOM6C+cfStZavfNNGvL9sUS1U1DVYiuLJLVCt/wwyoVTjcGfP8YgMjbmMf3eqYBUMCuou5Nq3dko8MnzothWlT9ZoTDAmoDaXYDWGZ+8slbfOWDAzDQreubN02u0XeW4YE9I6dsjdfetnAkJvZu966hr76molB1weEgKVlaUycwDYKUxatgCl2M/LN5frPZqTw0yn6dMN5ZUAqaus+NCLrcZIloYBxQbo71PW2Pj+Cjh29j2R1G4jkRUCKwKrVJvr3K0A2G9LCeNu2Eaxda9pzVEVFzpOk0iPpU4XlzxkovsNb15t1+ZXlJm4YHJAuuGRmGpMnHe+Cc31Z9MV++KHV6E4Nn/JAidlr15k4r1UEnTp5z35KDHdQmlcGXPKigeHDnL9IWgYyDeB2F3NWOoKl0qan56bxwP186u1nf2vgnrud4ybD37wI6LaeoAL64oujKCo6+fYhGY77SceGd0w0SUTQhdMqhtu4icTKMwEPHrRAi+FedtvW1GTwYoWJYcMK0a5tWCM6BXj2nDTGjeWT/UiXThsTPBOQx1dENWJBFOjVS5+i2IkMsn/fti2DI19Y6NWTH0aB6YJ5BGPr1gyOHrVCEjYCZmNnPXhgr4MMTxnQyzrkyZz9x44M1q03MTrHoRodQFJlw969GXy4z/JU5jjZ/OWXlhZTZJ4I2NhyTr4nsHh0607A++n33y82hM0c6IK1JwJOn5HCYzmWc/IlYGPziX4iDS9bKfNRBvQyyGOxwdcEFG38yy8bOLtFRBj4LAFS3eaZBWncO4rfyLehP6JjyIqfpwwow3ganOzek8EtQ/SYMGUFlEe79/+WQW2thWt68xv5NrRLl10xnggo6yjggQMWli4z8NAYcZmAB2F4yyiblcaE8WJ91mVXjGsC8h4BswRPRsZlsUNGm3c2mraaq7uLy3461dquCfjmz99E3x/3lRGLejpKStMYdXchmjcP9sqJjOxHwB771TQ0eWSq9Dg2VOiagCoNX/m6if7nvIuCK65UDpwIA2jHy1lnRXDpJeJ3vGQ+qkG0VWvY93oofHxFQMLJqK5EJNEkkCQUPfJtyLPU8wsQHzFKIf0A3xHQJuGGNbBqP0Xs+0OUgsdTOc2htm8fRdsL5JUYKnuzLHauCZhashDx4SPrYc9jAtpLMHUA0Ivdud5J/+kl6R9U6qXnER8ygpcLnuS4JqC5pQoFXbrVU6ZslGpZSL+2FLFBN3tyXpeX0suWHCef5HrM1nvjcKUwuCZgrqyjKgPa3XHVesA0UdjjWqVA5qM8tXAu4iPvz0eEp3d9mQHt0VObdp4cFvWSUfk2EIn4koS5ShpROOWSe+yJqWjy6DSZKuvpcp0BlVnqoNgemBw6qLxLcYOPdfRLmNWVKOwz0M1rXNuqrqMDQ8BsVJIl0xG/6wFEzv4G10CJEJac/Qskxv1IhGhmmap7tMARkJBPPj0TiQcmMQdBRUNj3WpEO16E6HmtVajXRmcgCUjo0ggv2r6jlhPW1PVSyRD77iAtiJB+41VltgSWgPYIufJtWAc+QmzonVoEOmuE6rqrIRgq7Qk0AXUMePrPr6Cwdz9EmhZp81GEBJQQCgI51mcgCrp0laAtt4rMgf3I7NphE1CnJySgpGiY27bA+vSwsmkPHUa9OecCFW7NOiW64LqgZw4dRKp8Hgp7fQeF3XpLoj6gYq2X1bkwA7IixbEdzX8RKRIPTuYotZGu96MaZPbVaLtSExJQOAUaV5CqWITo+RcIJUfyqRIpRPcKY6AIqGxnjFf0AWSzYWzICERbnpuHpBNfTb3wO8RvvYurTN7CfENAc3MVCq6svxWrIRh+vjc6u54caXkul4xI8miLVWHXnrw5w1WebwiocsacK+IOwnjUhzb5AC5EFu27bwh4rGQ6mkx+TDQe2sin5Twv2dBP5COw/UNAhfNFqljpdpsXHZqCYfgi82UxDQmoil2seg0Dx8oeR7x49EkHKZm9u2Du3I7YgB+wStainS8ISBO41ue1KLjwW1qApsIIOxsePoiCq6/NSUTVu5u9YuILAqo00iuwot7LVeP5GR+VtjMvxRHo0U4XcZ8nE0US0XLpQA/dLGClkrAO7Ef89ntEqxQm3xcEVD1aEoa+C8G0mSH9+qv2nSo0Qs58sl/rFQ5W11Qez2TOgKc6AakGzuzZicz+fcjs3W2TkG5nSC+vQPyuB1ljrWU7c0s1Im3aKundQgIyUIIyX2b3BzlP3NH2+tT8WUhMmMIgSd8m6ZXLERs4WLqBIQEdIGdZTrOSx2C8tRKx790gPYC8FCbn/BKJsT/kJY5ZjjsClkxDk8nq75Rj9i7PhvbhodUrEBs81FESnXKLND8TBZd1cWyrYwPriyOw/vWJPdCU+bgiYKZmD6LtOsi0T6muZOkMJCayd61G1TpEO1yopJbiAZRbf3nodEXA1HPzEb/jPh56tZdhHx7qM9C+i9DNo3JKw42dudqaf90s/RirKwL6GVy3wcnn8ka/4qR9BqRC2z7RJfkaMbfkybc9j3kxP5KQal7Zx0VdZUAKbKp8LuLF8q8Sy5dUbt7nQUDSlyyb4a/pGcOQnlxcE9CPX7Yb8vE8OkkT1cbmKmXXXrjx204uCu6Mdk3AoA9EeO/6tqdnzmguvbh3Sz5qryK5uCYgLb5nanYHcluWqKtyidR0g6vs+sotCX1BQPtLCeKEtGEcPzwu6M7k5JMlSIwRfwbZLenqtvcNAZPzZiExenw+vmr3rgyfVATYDdAq7HPdBWcdSs55Aomxj7rxT9u2tN4badYcBZdcIdxGXiNsEYb6i4AByoIyb4vX+cScjF6g4YfjOQPa81wByIIqMhKtGUdOb6rdxgXa1eN26THfTJwfAX2eBVm2WuULcGPv60pCUf42JjcvAqqaO+IBkg7nd0MSevizwobBt7eqf7DDVwexyQcVXW+uD+dUJ2HeGVCnYLJmRhWjvZPZpsvHwIofz3ZcCEhZEKZx/A+QNX90Ix/BlT3wJPPG1lxhso58bk9HyXy4ENAeEZc9jsSEn8i03bUuHcmXdcK+v/o/R6VeG9wQQN9Nw9R1ILwF1PX3cMILqkmo4gPllgHpYh76GwId/zZVBbBe6ajyJn8VOHEjoK6DkdSLixAfptc/JTmRU1Um9D0B7VpQowu5/XxeVwUJA0FAnbri/46/B6fNetYp4Wj7u2wSBoKAFE0d7slTAaYIJtvXghzYL+3ajDTSiCEmwpWcMrnWgFkNtMxF/4MbbdNOmiN1FdkbS+majICc3qN5QpqslrEHcymW4ibcJC1uQghI1h/ZsALNelwnzZGsIr8uDbIAlXxqJmLX34hoW3G3U5SiFBMxkcUcLm2EEbACf8BQ3MLFSFYhbi8UZ5WrUzvbx89rEbteTJZ6C2+hD/pIc1kYAcmDuZiH+zFaijPr15to2jSCzp2jUvSpVELHPanOFvE/d3uwBx0gLsM2xE0oAWXWEy9gCW7FcJW8kK6b8G2FVuiO7tx0l6EMEzCBmzwnQUIJeBRHsRXvohfE/lWV7LrFCVSZvx/CIWxEFTqgPS7FpXmr3omdaIM2OA2n5S2LRYBQApIBy/FHDIa4/81YjMW4Dbex+BroNtWoxuk4nQsJ5+A3GIuHpOAlnIAbsRGd0Akt0IK7QyS7CEVcQOdunAKBhEc1NuEcnJNXOfIe3sPluFyKB8IJSF6swApcB/5TMipG2lKiwkEJYdMGrT3Vh4HKgIRlBSowFM7X3LrB/VSu+1hx+gL/xgIsQF/0RRQR5p5CZh0oJQMSYPMwD6M5TclQvdMVXVnjELYDUIlKG4eejANCWVnQdwQkIJuhGfPXHLLvawTex/v4DJ+hN3o7wiKrDpRGQF5dcTkWoRj+2t/nGG2JDVhLl8BlQMJ4JVZiIAZ6gnsXduHv2C50SseTYT57ieYNl2GZYzkkqw6UmgEP4zCISF5m7hdiIUZipM/Crae5+7APH+NjxzjIyIJSCXi8G3a3SWEbtiGJJK7CVXpG06dW0Qh5LubiUTzSqAcy6kDpBNyETfb6JS33sDwyvkIWO4LahpZK1+BtfBMd0R3d0BItv3K1HOUoRrFQ16UTkLz5NWbjYYxzdIy1YHYUFDZgQoBWUg7hcL06W/RSqhIC1qIWW7EV/dCvUWBmohSTJG6MZIrQKdKIPnxa0puD2diN3Ugggc7oLMR7JQQkT9aj0l4qaocTt+1vwl9spy/HZUKcDoWyIfA63sB2bMeZaC5sAKiMgAQBLRONwqh6aGzAO/YGg5B8bCQR3YqmbdZgLZrhDAzAAO7qlBKQvKm7aZVqEHq8TNNwRyYU+BUCtIIyAzMwBVO4r0ApJ+B7/59m+TauwpN4EmMwJgy9hghQJlyMFzAeD3O1TjkByRsi4SqswmRM4upcKEx/BLQgoP4whRaKQiAkoChkQ7lMCIQEZIIpbCQKgZCAopAN5TIhEBKQCaawkSgEQgKKQjaUy4RASEAmmMJGohAICSgK2VAuEwIhAZlgChuJQuB/pVInAnx67ZUAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="L08 Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;inputValue&apos; between %&apos;lowerBound&apos; and %&apos;upperBound&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="inputValue"/><block var="lowerBound"/></block><block s="reportLessThan"><block var="inputValue"/><block var="upperBound"/></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;firstValue&apos; divisible by %&apos;secondValue&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="firstValue"/><block var="secondValue"/></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="even? %&apos;inputValue&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisible by %n ?"><block var="inputValue"/><l>2</l></custom-block></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" id="59"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="204" y="193" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="1,4,244,1" pen="tip" id="66"><costumes><list struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15" y="397.83333333333337"><block s="reportModulus"><l>17</l><l>5</l></block></script><script x="128" y="425.26666666666677"><custom-block s="even? %n"><l>22</l></custom-block></script><script x="344.6416015625" y="157.5"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block></script><script x="396" y="64.83333333333334"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="454" y="297.5666666666667"><block s="clear"></block></script><script x="444" y="347"><block s="down"></block></script><script x="24" y="28.833333333333314"><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIfElse"><custom-block s="is %n between %n and %n ?"><block s="reportMouseY"></block><l>-90</l><l>90</l></custom-block><script><block s="setColor"><color>240,21,0,1</color></block></script><script><block s="doIfElse"><custom-block s="is %n between %n and %n ?"><block s="reportMouseY"></block><l>-180</l><l>-91</l></custom-block><script><block s="setColor"><color>27,255,28,1</color></block></script><script><block s="setColor"><color>1,4,244,1</color></block></script></block></script></block></script><script><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L08 Predicates" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>