<snapdata remixID="8793380"><project name="U2 - Predicate" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAALfklEQVR4Xu2dd5BV1R3HP+hkHMcwQSVG0CSo0TiCgBIYQKUbTAKodAsQuoUqvS9SpUgVXGoQEViaAiYSpUobkEgfo1FJYpBIzeCMYwEyl8fq22Xfe6fe+97ub/+BGX71ez577rn3nnsoduHChQvIjygQkQLFBMCIlJe0FxUQAAWESBUQACOVX5ILgMJApAoIgJHKL8kFQGEgUgUEwEjll+QCoDAQqQICYKTyS3IBUBiIVAEBMFL5JbkAKAxEqoAAGKn8klwAFAYiVUAAjFR+SS4ACgORKiAARiq/JBcAhYFIFRAAI5VfkguAwkCkCgiAkcovyQVAYSBSBQTASOWX5AJgOjBw9GMofVs6VBJ6DdEB+Ml+uLV86A2nZcLlk6BpT/3SThyFkqX1/dLIIzoA00iEyEsxBTDywu0LiAbAr7+Cq662r74oR9i8DGo2y3gFogFwcCMYuTrjxYu0gQkdoPecSEtwkTwaAIMZ8EdXwRVXuOghs2NM7QLdpuv3UAjWf0HT4QP4xb/hhp/DGzPg4Wf0hS9sHod3wF3VCltXyv2ED+CCYdBmOKx/Deo+rlyoGMYp8OVp+PG10UviYAzDBzBXtlVT4dFu0YsYZQUbl0DtlvoVrJkJDZ/W93PtkTMBmve2ihougH8aCn98PlbwluVQo6lV8RnvvHQ8tOij38aYVjBgob6fa49lE6FZL6uo4QJ45jiU+KlVwYXK+ewpKH6dfkvvroQHGuv7ufbIqEvwP/bCryrGJFiQBW2yXMsh8cJWIKMAXJsNDTrHJJrUGXpmhy2X5HOtwIn/QMmbrKKGewnOLXXjUqjdwqrwjHfesRaqNdBvY/0iqPuEvl+aeoQD4Ky+0GncDxJ8dRauLp6mkoRUlumNxMSO0Gt2SEX6TxMOgP77yLwMq2dCI4NHKemyi+jjfXBbBWvd/QOYf/azLrmQBPj269jryKh+/v4efPYh/PNQrIJ2o/Qq2bAY6jym51OAtX8ArUuUAN8rsHcjVKxtL4gtPCMfg8GL7evw/i64kGwZcqJ0fJDTx+DaG/XDvjYGHh+g7xfv8UIb6Lfg8hhrXoaGT6WO/Zd58Lt2qe0ULfzOgH99BX7bWrGUImS2aBQ8MSj8hlM9twsuyTffkbguVUg1OvMLoEYhRcp07iBor7nmsr38Bmu+X/8mucyvT4dHuhRs4wG+IJE/AJe/CE2fK1JcKTd77FO48RZl84uGppff7L7QOe4RmF5W8ARebhn+AHx7ITzYSrddsXelwLi20He+frRNS6HWpZcEnuHzOwPqty4eiRTYvhqqN9LTx2bmmzMAOozRy2do7W8GNCyo0Lsd3Abl7tNrc1hjGL5SzSf3e5vVM6CR5o7zc9/CxhyoF96rPj8AvjUfHmqrJli6WwUDGmwaPfU5XFfKfhe3yYP5fZugQi01peYNij1UTnXHGx/tnVfh1LG8m0tfGQ6th6nltLDyA+C0rtB1mkVZaeK6KQdqNXdbjAmAOhXkbhJNBuDON2Hrqtjm4Ig/bPcDoMotv46oUdjO7g8dx16e2faTUpNLsE7/udoXBGBwU3HL3epLgLWzoEEnnezatn4A1C4jzRxSQeb4bUDS7v88B37fQV+gsa1jXx/+sqz5suHkUbje79EfAmD+oU0FX2A/+WnoMVMfChOP6d2gy1R9TwcfDF1MunMtVDXYt6hYsXsAz5+3++A8frf0i53guVmKrTgwU4HPBsAzX0CJG/QKPXsaiht8gqlzE5Ksog/3wB2V9GrWsHYP4Lsr4IEmiUu4cB6KJTgRIT8A587BlVdqtGNhemgblFV8PGL6ViLMQ4hcAWghqYqrewDnDIQOoxPnPrgVyt3vfnGv0m0yGx0ATQd38lPQ42X1Sm0+3jKtUb06J5buARzRAoYsTVhcpVqwZ1O+fw6eQ9V70klDRkF070xNB/fAVri7gF++REWbvAHJjWVaYwG17NgF1aoYKZvSyT2AKRa/6zdD3ZpxdSV63JGydIcGmr8Ar096j0d6pthZ4rA8o1CubkKAkRNgsN0BCAlbcA+gxqlNzdrAsgL2RhoJbuqkO/sFX5XOgJ6ab7m0y9u9DirX13b73sHhDFi7IWxcY15KMk/3ACbJljUWsvrHDCZMg95d/TSlFVVn7XcpsBGAnx6IPQRW/TE9tsPDJThjANw4731qt7snocTxA3fkX1DmF6qj4cduw8LD1Gl1l3bw7v1hSgEvSZIFqvswrH9DI9WUZ6D7DA2HfKYOZ8BOPWDWZPNSQpsBU80MuQPXuBWsTIOzdVLVm0g4E7+p2dDt0sEQSkOZ1RSyliuZFmT0wUdw5+3G7nkcTfpVzez0EjxqIgxKcliSz0byNzxsDAxP8f1O/JJAVbDArnId2L1Bx8PANrsPdB5v4Ojexee4OQXw3prwt82JBWj7LOzZC/u3qYn0ag48abkZZfsuCPIGM27ZO/Pmve8h2PaWWi2hW1mcILtzN1St7K7ijAEwGOj5LyVuPBWg+T3LlIcj+90JGR/p7JcwYjyULwvHT1yeI/8a9fhJGD3ErJaho+H5gXq+NoN+Tw14f4tevmTWgU5DDI4xVKnA6QyYSjTdxy6TZkJPg9MrVBoPbExuJlRjx9s1bws5mp9npNIyWR0Tp0OvBB+3mdRfrjoc3G7imdrHKYDJBnTIKBih+Snsmf9BiZ+kbsLUIiwAT5yEktfrVWkDoGvdNmyBOjX06le1dgpgMtFemg3PdlQtKxw7m0H2XWE61+ayd6cAJppRgscu330Hq90cJ+Ks/zBmwK074f6q+iWnC4ADhsMYj5+GOAXQpWiuLyMFIZDqsZE+Npd7VK0HO9/Rj2Sq5SdH4NYy+vkSeew7CBXKuYuXP5J3ABu0gKH9oMq9ek30z4Kxno+R1r0r1+sgZm269DAF0KVuPp9C5GrpHcAg0eiJMFDzNP+W7WHJXJMhV/cZPBJGDla3D9PSdHkQ/MKvTbwbTrmFMOALivEKYJW6sGu9cs95DE1nALNs6edl2r8puPEK/KE5vJkTjiZOASyoedOHmKYDoCubz71un/8XSv1Mt6KYvWn/tgAuWAxt7A8+VW7aKYDxonW+9B+AZ09SriWPoa2QOllNBztVDpu4pr6ml876jWGd4ukfqfrW+XenAMZDs2INNGmoU0pe2zABDAbt0A645prL6zUd0CBSVEsQVZhOnYaufWFRhIfuOwUw/sbBFkDTGcAc+R88c5/8274BaN8V5hqeULL3AFTU2L9aUN+BhrnvtIM/g59gD2bw92Bp0P/SVcqFZqYxnAJYvwmsWwG3V4KP9piWZLcGsst6OYQ28bZsgxqKX3ra5MlkX6cABkJ88w0EO0duKmUnS5iXYLtKxdtGAecANmwJa5bYlBTzFQDtNcyECM4A7NYPpr7gruVMB/Czo3Cz33N93IkdYSQnAD74KLy9ym0XYbwJcVtx3mhR3kT57Mt1bGsAXW9+dN1gVPEEQDXljQE8/AGULuV3w6haC+lpJQCqjYsRgNXrw/Z1agmKqtW4KdC3e1HtXr1vIwDVwxddy1adYaH8p/ApARAAU0pkZmDzCs8sY2Z6CYCexk1mQDVhBUA1nbStxk+FPt203YqcgwDoacjlLlhNWAFQTSdtKwFQTTIBUE0nbSsBUE0yAVBNJ7HypIAA6ElYCaumgACoppNYeVJAAPQkrIRVU0AAVNNJrDwpIAB6ElbCqikgAKrpJFaeFBAAPQkrYdUUEADVdBIrTwoIgJ6ElbBqCgiAajqJlScFBEBPwkpYNQUEQDWdxMqTAgKgJ2ElrJoCAqCaTmLlSQEB0JOwElZNAQFQTSex8qSAAOhJWAmrpoAAqKaTWHlSQAD0JKyEVVNAAFTTSaw8KSAAehJWwqopIACq6SRWnhQQAD0JK2HVFBAA1XQSK08KCICehJWwagoIgGo6iZUnBf4PId6d1VQZlasAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1403" y="-166" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="31,45,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="288" y="48"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="174" y="58"><block s="clear"></block></script><script x="60" y="155"><block s="receiveGo"></block></script><script x="251" y="168"><block s="up"></block></script><script x="48" y="240"><block s="doForever"><script></script></block></script><script x="53.000001" y="320.8333343333333"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="251.000002" y="237.8333353333333"><block s="down"></block></script><script x="56.000001999999995" y="442.83333533333325"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="249.000003" y="327.83333633333325"><block s="setColor"><color>255,123,77,1</color></block></script><script x="239.000003" y="396.6666696666666"><block s="setColor"><color>31,45,255,1</color></block></script><script x="481.6416045625" y="296.83333633333325"><block s="reportGreaterThan"><l></l><l>0</l></block></script><script x="518.6416045625" y="225.83333833333324"><block s="reportMouseY"></block></script><script x="404" y="224"><block s="reportMouseX"></block></script><script x="473" y="336"><block s="reportEquals"><l></l><l></l></block></script><script x="478" y="376"><block s="reportGreaterThan"><l></l><l></l></block></script><script x="438.6416035625" y="258.8333353333333"><block s="reportMouseDown"></block></script><script x="283.000001" y="105.83333433333331"><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="1 between 1 and 10" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="between? and" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%num1between%num2 and %num3" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;num1&apos; between %&apos;num2&apos; and %&apos;num3&apos;" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><l></l><l></l></block><block s="reportLessThan"><l></l><l></l></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></blocks><variables></variables></project><media name="U2 - Predicate" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>