<snapdata remixID="9901132"><project name="Lab 11 - Number Cruncher " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAYjUlEQVR4Xu3dCayeRdUH8IdFQRQBUVBkXwRlUVAWBQotaymVChQEAcUmQEhUIAVD0KIsTZRAIKTQlKZtWAK0BWS1UKS1yKKsbij75opCWV1Yv/zm+8795r7vc2/vLS33XWaSm7vNM8+Zc/4z75x1lnnnnXfeqUorHBgiDixTADhEnC+vTRwoACxAGFIO9ALg008/Xf3qV7+qDjjggGrZZZdtIsyn9WuvvVZ96EMf6vW/3//+99Xmm28+pBMpL29PDvQC4IIFC6phw4ZVt9xyS7XjjjtWTz75ZLXFFltUv/jFL6q11lorfS1cuLD6xCc+0TPb3/3ud9WLL75Y7bTTTu3JgUL1kHKgCYBf/OIXq4cffrh6//vfX/3tb39LgLzpppuqffbZp/rPf/7TBEDUA2gB4JDKsW1f3vQRvN5666XJPP7442ln+/znP189+uij1SabbJL+/tBDD1Wf+cxneib85ptvVj66Pbf88su3LSMK4UPDgaKEDA3fy1v/jwMFgAUKQ8qBAsAhZX95eQFgwcCQcqAXANnz/v3vf1ebbbZZ9d///reaP39+tf3221drr712IvLnP/95tcsuu1TTp0+vxo4dm+yBd999d/WPf/yj+uAHP1gNHz68+uMf/1h9+tOf7pnUzJkzUz82xFGjRtVOds6cOdW2225brbDCCqnfHXfcUe29996pL418pZVWSuMy/zAL0cZ/8pOfVF/96lerP/zhDz3v8zOl6Kmnnqo22mijXspSvPiZZ56pXn311WrNNddM73vuuefSnMOOedttt1UjRoyoLrjggurYY49Nj9HyV1111erqq6+uJkyYUN15553Vl770perZZ5+t1llnnR6l7a233qpef/31NIctt9yyaa4UOLRT4tB58803JyVv/fXXT33nzZuXeDhp0qRq3Lhx1Yorrlj95S9/qf75z39WH/3oRxO906ZNq77zne8ky8SYMWOqn/3sZ9Vuu+2W+LTpppumcfzPfEKhHFKELeLlvQCIcbNmzap23nnn6pVXXkmT22+//ZL9LxiLSW+//XYyy2gAiDFAh2GN7Zprrkmg8f2kk06qJYeAgWDDDTdMZh6/H3fccanvrbfemhYBBn/hC19If8sBmA9IwMstt1z161//OhnSDzzwwKb3Gf+uu+6qNt5449T30ksvrQ455JDqU5/6VHX99dcn8JkHK4C/5QBkDfjKV76SQMtEtdVWW/WM73/PP/98Wmz/+te/qu22267p3fiGv3vttVcy6APTt771rQRui+IDH/hAos2C9h7tr3/9a1p49957b/W+972veuyxx9LfAdzvG2ywQdN7Jk6cWB122GHVuuuu28rYS7T1AqDVZvKYiFnMMIAVng874q677trLLINxsRP6TqixAxLI3Llz04pnV7Sz1jWCHz16dHXfffel3YAwd9hhh9TVrrb66qunHcNC0Pw8e/bsph3QDr3aaqtVf//736s99tij9l2AvMwyy6QFxbT0wAMPpO/eodl9GeHRHn8DeKC84oor0mKyi1qA+Q7IIG+XMr7dETgam/54ihcrr7xymqfFFQs3djO7ffDq5ZdfTju6BWWBmuPIkSMTLfvuu2/ajffcc8/0CRHPWIg+tT784Q+3FwBbntpCYMdxoCghHSfS9ppQAWB7yavjqF0sADrvOKvlUTHccZ/85CeXijuOohNnwqUlgUceeSSde/NzqrPmn//853Sei/Pnknw/pc+5N5SrfOw40wUN7aDRLg5vegHwhhtuSFqVyTLDPPHEEwlUwXyHYdqhg+8pp5ySDsa0NAdvwQh8wblZhOamP026TkOm9NCgKS604JdeeqkHAA7sBHTZZZcl801onOecc0717W9/O5kmPv7xj6c5ExbzSZhNGhkxefLkpNlrDuYf+chHktlIY3qi8RvDYd5caez+73fKiHlQPvQLgN5+++1JGTn44INrF515M/VQeCgSodB5J56Z25QpU5KmHqYlz+jvOdYGWrh5o+GNN95ISpE+A6VhcQDxXj/TC4B2tmuvvTbZlTCJqYGtiRkgNE/2JeAIM0yYCcJWZgIYGsC45557kpmjLlBh6tSpiZm0QeMB0FVXXZWeffDBBxMoACbe5e8AeNRRR6WdKexeFg4BhekiZyK6/vSnPyX7JQDdf//9SQM+4ogjUjcgMCdfzCEaABoLP+zsLANbb711Wigxt9/+9rfJ3HPooYfWxk7OmDEjmUHsrGya48ePT5q7BtDGtYCDZvSzmdLIvde8gdbOr68FDJg5fxdFw3sNpsV532J9BC/Oixb1DBAyHRAyM8XSakAIvH2ZhJbGey0kc2PnM7/S/p8DLQPAIpTu5EABYHfKvWVmXQDYMqLoTkIKALtT7i0z6wLAlhFFdxJSANidcm+ZWRcAtowoupOQAsDulHvLzLoAsGVE0Z2ENOUF8/2y3IfLKWcLd5zgzDwIgduIhd9zdf7e7mRrmfVAOVBbmkOuAkDJLRBGf/bZZ6ccC45yflG+2Tw6RAkPkST6lFY4MBgONAEQwBQnkij0y1/+sjr11FN7SnNw4gNbBAF4kf6iZoSWl1Y4MFgO9Fmaw8cwx71stbw0h7AnjvzYAX0E+/KRXfexPViCSv/u4kBRQrpL3i032wLAlhNJdxFUANhd8m652dYCkEYr9DtKskX5tf6oF8H8uc99brEm+Jvf/KZXknfdIBGlPJgXSBWQqxv5vZ6NwFemo76a8y+T0+KcaaUZOB/HuTh/BxOWKOdIJRjMXDq1by8ASnbWlLwIRvodM2X7y1GIsHUmGnkNQt2VpJDbwQ5IwJLD9de3LjlaSLq+IWDVAFQSoFGHcFRp9bNQeakBwt+Zf+RhGF/+SJQMaRTOj3/845SrIZlI4rz8liiVAQTm49kcCEpxCPUXvi/hCuAlmAPwCy+8kOyfUYYjf5/KDcL15ZAArcT2PH9Ekji+RUqCygisDGiKRZCnAFD89DdnIft5mZNOBGETAIGPgOQbyOXQIiuNuUV2vhZVU4EWs2R2AdxPf/rTlMcgd+PMM8+src/SCEAh8uyOeX0TfYx57rnnppwUuRXyJ7xPPsd3v/vdVKuFbbKxBW1oACJ0mxeBqppgR2ROYreMWtjG9zO752mnnZbyN7wPgKLejTEaW+ScKPVhdwNggAQqCUey3r72ta/1AFASlPfmO2EAEA1C9lU/QOMll1zSk0fSieAzp3IG7FTJtsm8CgDbRFCdSmYBYKdKtk3mVQDYJoLqVDKbEtMduB2eKRahJUZZskazRF6eLBjkQE1zo/0OppxFXnItNG8abGNJDvXxHPjzRmmipTIDDbZSP2Xjs5/9bKqWQDPNaY5x60pnxPvDFVmnoPQFGooNjZ8FQYsyHHlJuHx8c2ukIS/HFn0piwoF1CXotyqAm7Rg5hT2v3zSAIjBtDLmEjX1/O5WpW222SaZbKIYYmigtFj/U0n1Rz/6UQpuIGSgpcE2tqjBl/8dMzGVFozhwLjGGmtUq6yySirUGEERoTHHGKeffnoClXfSao8//vg+NebQQH1nZvEexR2j0VZVY1WyhDatBAnzTlQ11c+zTCfMNUwrFt8ZZ5xRHX744bV1Co3JYoBufVVEADDlSYyvTmAO6DoaIgSO5SBPstfX35iFmMQUwlRt4sILL2xJ+2PTDhi7XKMd0N/tSL6YKwDBLqlchL8puKhF4ILnNaBQYtfqBsD8lqUcbHbAxt0rbHgWBfOGd2K8r3yHDlpjDLuSxtwRNWTqCkY27j52QAILA3zQD1hoYMJBg/n4iga0H/vYx5LpxPvChpffp5LPVf2cKHeib1RLiLHRwP4YDQ8baUAPnjd+CumrsbNyDuCpT7J8vFbaDcsZsJWk0YW0FAB2odBbacoFgK0kjS6kpQCwC4XeSlNu0oKjyr0DfUS38Hf6XdABbc+BVgk1vstwlqvRxwfKp9vYaMaKNIZmR6vUz7sEGzj8O2Q7OIfph5YrCketwsYW1zS4Y4NGrnK/qxNCgRoIvcanyapfiJa6Kw0GekcH+mjrFALziWAJ/KI9h8Jinnjhb5QqVe67vTUBELO+/OUvJxNB2J7YrTCVRgWIAgSYVvImokUkh6qidQDE/LBPSXJiomALE/TAbCD3JG+0adpsnU0rvyckLmUR0CDwQBsIvcYwH+9g/nBNbWMbzB0dNGFVU90BYmx8sjjzYAk5NaKEZBWiMb9npFuBWGuGIRRmkzCUhmovSYkNjv2N8OwisQP2Fw8ITKJCYgcMswXgMSUwLAMQwcQOaDdhhqkLR8rNLWi18zINhflkIPTasSw2c9h///1r5T/QOzo8bLe0i4ulVOLY4rLo7LJRDjiM1kLDyg3z/8vycgbs1q2nReZdANgiguhWMgoAu1XyLTLvAsAWEUS3klEA2K2Sb5F5FwC2iCC6lYwCwG6VfIvMuwCwRQTRrWQUAHar5Ftk3k3VsUQ5S5yOfNmcTonogiXzApV+d3lhXzeU589HtQCeEW4p3gB307nMMG8CP+NetAULFlTDhg3r9X9Bn30FWHqHIM/dd9+9lsW8Ky5d5DeuC7qte0hEODdfnb9Yf37dxiR5+dF4sqgUAWNzeTamGQwWH/zy3H7hDQpeN1ZoqPs7ebirrq8A2qCFb74/fBgDDY1zVm+Si7KuNdUHJGxVCVxbL3mboDj35Ur4WrhwYVNUM0BwO9UFIuQvFRoufBzwIhS+DmB5qY4oCyIcXsQw8EfYvyRvDM/vljMuX/Z1112XnP4CArj3uBAxRsBD5FNEqgEaCSb68w1zpfF/A7oxMZa/mOvQokOjEH5utXycfL5XXnllqtDQX/OsCG8ARxsXJEHaAIASuPFWtHVUmSAX7j30alGRgftUgIZ+hC4tQUWJPLxfJQfFBbzLey1C8gg54INoa5uNRWXMyJURHxD4cPuo8i05PoyHZ3mlXP50vMdzKRqNrQmAmMxHS6h2Ei8MgfOx1gGwr6Sl/GUEOm3atDQplQIGCsBgDIFz5MsLCXoikEANw2jG5eS3WES6YLCIGgwARICNd+fAiZ9F6gAbIQGXncUNm3YHoPDdrg0QsTPXAdAiBta6IIecL/JX+NzRCSjo5FeXvkB4X//619Pi4LNGl5s3LUpNZJJmQQCuRRpRR1Fmxf9zAFoUaMcTcgY0/vbgs+cAOIJHgscWpRb4kOIAgMqlhDzQ2whAz/S3EJs+guNiZINLcLGi8gKVojgat2qT59jPiwA1Ij22fuPK1YhdqK7wUf4RHP/HWD8DRTxrp8jvz/XOPFvM6gcaYAQGzwNg9Mk/nuJn+Rp2absrAXtHfBLoEx8vVnvwSkRP1J6JeQtKwKtFFTiK/BVCx0O7mU8U49t9hZkBA5CQA9rMy+6X190RlmauQR9g+Rko8+tuHUEAxfPq7AigcAQIPgfYzV0gRSRaWSDeF3NGC3zkBUx92nhfnlMTpUjQUnccKUrIYA9bpf8S5UAB4BJlZxlssBwoABwsx0r/JcqBAsAlys4y2GA5MKCcEFqZAzItMg6+NB9aKfOBYpE0MYdZB3IHZRpohMg3EtVYH1CdP6aTSCLXnxZJE2R2YXK4/PLLU5UDBSCZiIS/MwXUNQUqI61AJQcKTKQXODw7iEsMrytQSRuMCqe0XGYITV8aXmNzyEa3ayooEJ6npF188cXVhAkTkgYd5gdWBFUPRo4cmeygYa5QRYG5hn3SnCgCnvGdPRR/Q+MdrIBbvX+/OSG5PYetKM9viAqpBIzxoX7TSjGaJkR4dZUQAoD+T0tk7mkMUY8KqSoOaLQ82hwtlWYIhH0ZeaNCKtOPBcM+abHQSi0KWm2jQFVIHT16dMoP8T+mGnY0ALCYmH/qboKaO3duMjjTCC3C0DABUT5LFPUMU01d6V4APPLII3tC982XJQC/aZ3GtRg7sQ0oJyTKYERNE4wI0wxbkuw2u4DdSmKS3WD+/PmpjkzuNQkGRsmIMFEQel/lNuyoTAay7vRn8rGD2DX7yuUI2gjdLhY1Xbzf4ogyG/kOaDFYRHJFgBZQmKA05oX+akbPmzevx9SDPjvgjTfe2FOqN7cFMmuoC5OX6A2zkF2d/TGSmxihmWLky/RXIKmdgVnOgO0svQ6gvQCwA4TYzlMoAGxn6XUA7bUAbLwnpG6ezkQOyn0FIFAi6pLU3y3P+rtT5N3cVUJ5cg4dTFHNdzuXeD7OgOGmHMi43HGUpLqWFxUYyFhD2adJC0ZM4z0hocFRCIQkUTQEFUyfPr36xje+kcwcIh60XAON4pWUDAd8B2/mnDpzRl7tIBhCo3Ro1z/GoPT0dacI7ZWmamFQivh/F3WnCA30m9/8ZlJMaMeCMPKKBRQvioWxmE5oo4AayeZopTHT+vXhpDdWf/d8SNLnD6eZ68s0Q3FhMaAAUYhyBamOBgtx+PDhKVom7i+J6x3IhqKDf0w4ZGNezE/hyx1K0OXvbgJg3T0h3//+95OdSrBBRF3oR2OkndVVSHVHhxgwz06cOLGaMWNGEiwA/fCHP2yafyMAI64P4AmWFsxG5ue+7hQRNobx7vkQ02jBLOpOkYiMYYYBAhqnaB0NDYQP1IBB2x0xYkRthVRmJAtApAzwKF+CBuWOG5sdimkl7goROyjKhc3Qp4b/RwRLXzQw0QjXyoMvRO6gIe57Vu5EtVdmJHP63ve+lxZLK7VyBmwlaXQhLQWAXSj0VppyAWArSaMLaSkA7EKht9KUm1xxdfeEcLiLsO0vupeWGjkCjRNsLM/md1pZfxqZw3fdPSHGzu8UQZtxcpffQOhlsqEUcekJT6/TzAdznwflhZYflznWCdl4tHq08mcvDTNVK4FrILQ0acF194RIZKHlnXzyydVZZ52Vav3R2nLHOud75DU0vjhyBuLvNGPaKfMOWxaNThabEPG4+0MCEw04z/eI5+M+kChiyQRCu6Z1agOhNwpU6g+Mdb7WwdznQQP3heYIjY+Lc/I7RfjIVXTNo2QGIqhO7VMbjGCyecoiYXHIEwibEuZx8otMyQtI1kV6GCvPKfG7XZYpJZJrJDoxseR3f7DjMVXU7ZL5nSLGli0ndyNSNQdCrzEABfgl/OR5DCHswdznwXZnV2PnZC+0y/kSqBEleuOWJ/Ot23E7FWT9zaucAbtR6i005wLAFhJGN5JSANiNUm+hORcAtpAwupGUAsBulHoLzbkAsIWE0Y2kFAB2o9RbaM4FgC0kjG4kpQCwG6XeQnNueQDyKuT1/5YE70Qi5zeeG1MOceQgL4l3lDEGxoGm+oBccMLORQcL95aQLaKWW0nELUFJEI/cCe43vlS5uv2VZ0OOOnH6iS4eSH1AtIgWHjduXAqzFynMNRfPiv4VKZ3nB8+ePbsnh1fiOlcYN5uClULYhbJz1Uk4z+vWcbvx3eobrkM+ZT5qvms+alHh/NoqunIjig4XgR3j5MEa/Nz86nWXLeaiMbbwfKkN5oo/5sR/bDyVINyFRxbmG9VlyShP+p86dWpK1DeO5wVy8DlPmjSpUoMwmvqHItXllOADV6ogCXPBE/+L+cttHjVqVKrYwE/fWKl2YBDrv1ctACWCY/hFF11UnXjiiUng8jsQWFegUiACweUMiaTwACpfsoRrAB47duyAAIj0KJwo38EOZWFEcIPvwt/zypsBQGCK+nf+D2BRCrivApXoAjr+YbkUQvGlAMjZEIwhTF6yFcHJg5GbAhR1BSoldqHloIMO6pEAgVpAjUC1SPil5ZrItxF5JLfE+6UA8L2jxycBn/l5552XFvExxxyTxuajt6vbCDxvoUTlVVFKeYFKIPc3i9ZiFMUD9IJDPOt/ooRsJvr4BAJA8l0a5UGaABgoxyyr7uijj+4ROAf+lClTqjFjxvTaASMIob9wrViVGEVwhDN+/Pi0Qq3wPDRp1qxZKfgBiORYWIWc/WpRi8iZOXNmT5HMOXPmVCeccEJPTesAF8Gcf/75aTdX4YBw7CrGsaP/4Ac/SAtM1QKA8h65KgCmv5AuwRHu9EU7IdrpNEDIK6TKJ8G3mH+Ei0kWUkKkvwYodlELSZCGMfAT3d5hNxK4AQByXISOTZ48OdGoAkU0c9XfIgUkwDEvO3V+Fa6FiAeijFSstTglWJG3YApVJPImfIy8gdBOmhfFXOI74JIYsIzRnhyw69oQ6gAozM0urX5N49n53c625ZWQdzvB8vzAOKAWtWOFj2CfSAJrffw7ny7NVgC4NLnbJmNLN6WEOAa811HaBYBtApJOJbMAsFMl2ybzKgBsE0F1KpkFgJ0q2TaZVwFgmwiqU8ksAOxUybbJvAoA20RQnUpmAWCnSrZN5lUA2CaC6lQyCwA7VbJtMq8CwDYRVKeSWQDYqZJtk3kVALaJoDqVzALATpVsm8yrALBNBNWpZBYAdqpk22ReBYBtIqhOJfN/AImZA5jhsU+GAAAAAElFTkSuQmCC</thumbnail><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" scheduled="false" 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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="177.955078125" y="-120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="10" y="35.000000000000014"><block s="receiveGo"></block><block s="doSetVar"><l>pi</l><block s="reportNewList"><list><l>3</l><l>1</l><l>4</l><l>1</l><l>5</l><l>9</l><l>2</l></list></block></block><block s="doSetVar"><l>e</l><block s="reportNewList"><list><l>2</l><l>7</l><l>1</l><l>8</l><l>2</l><l>8</l><l>1</l></list></block></block><block s="doSetVar"><l>fib</l><block s="reportNewList"><list><l>1</l><l>1</l><l>2</l><l>3</l><l>5</l><l>8</l><l>13</l></list></block></block><block s="doSetVar"><l>cubic</l><block s="reportNewList"><list><l>-27</l><l>-8</l><l>-1</l><l>0</l><l>1</l><l>8</l><l>27</l></list></block></block><block s="gotoXY"><l>-230</l><l>160</l></block><block s="clear"><comment w="90" collapsed="false">PART 1</comment></block><block s="write"><l>Part 1</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="sum of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of E: </l><custom-block s="sum of %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Fib: </l><custom-block s="sum of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Cubic: </l><custom-block s="sum of %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="average of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of E: </l><custom-block s="average of %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Fib: </l><custom-block s="average of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Cubic: </l><custom-block s="average of %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="398.00000000000006" y="30.000000000000014"><block s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2</comment></block><block s="write"><l>Part 2</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi-?: </l><custom-block s="%l contains a negative value"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E-?: </l><custom-block s="%l contains a negative value"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib-?: </l><custom-block s="%l contains a negative value"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="%l contains a negative value"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Inc?: </l><custom-block s="%l is increasing"><block var="pi"/><variables><variable name="index"><l>1</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Inc?: </l><custom-block s="%l is increasing"><block var="e"/><variables><variable name="index"><l>2</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Inc: </l><custom-block s="%l is increasing"><block var="fib"/><variables><variable name="index"><l>6</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Inc?: </l><custom-block s="%l is increasing"><block var="cubic"/><variables><variable name="index"><l>1</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Max: </l><custom-block s="max value in %l"><block var="pi"/><variables><variable name="max value"><l>4</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Max: </l><custom-block s="max value in %l"><block var="e"/><variables><variable name="max value"><l>8</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Max: </l><custom-block s="max value in %l"><block var="fib"/><variables><variable name="max value"><l>13</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Max: </l><custom-block s="max value in %l"><block var="cubic"/><variables><variable name="max value"><l>27</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="write"><l>Part 3 - All Lists Positive</l><l>14</l><comment w="90" collapsed="false">PART 3.</comment></block><custom-block s="Test Positive Block from %s"><block var="cubic"/><variables><variable name="index"><l>1</l></variable></variables></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover from %s"><block var="pi"/><variables><variable name="index"><l>3</l></variable></variables></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="7.645833333332803" y="7.645833333333357" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="93.27916666666715" y="6.881251529166676" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="185.02916666666715" y="3.8229197249999913" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="266.8395833333334" y="4.587501529166673" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="7.645833333332803" y="78.7520848625" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="7.645833333332803" y="94.80833639166664" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="average of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block s="reportQuotient"><custom-block s="Sum"></custom-block><block s="reportListLength"><block var="list"/></block></block></block></script><scripts><script x="169" y="137.66666666666657"><block s="doReport"><block s="reportQuotient"><custom-block s="Sum"></custom-block><block s="reportListLength"><block var="list"/></block></block></block></script><script x="180" y="140.66666666666657"><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></scripts></block-definition><block-definition s="%&apos;list&apos; contains a negative value" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doReport"><l>True</l></block></script><script><block s="doReport"><l>False</l></block></script></block></script></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><variables><list struct="atomic" id="403">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>0</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block><script><block s="doReport"><l>Flase</l></block></script></block></script></block><block s="doReport"><l>True</l></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="441">max value</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>max value</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="max value"/><block var="item"/></block><script><block s="doSetVar"><l>max value</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="max value"/></block></script></block-definition><block-definition s="make all value of %&apos;list&apos; positive" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs></block-definition><block-definition s="Remove all odd values from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs></block-definition><block-definition s="New Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-20</l></block></script></block-definition><block-definition s="Test Positive Block from %&apos;list&apos;" type="command" category="lists"><variables><list struct="atomic" id="475">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>0</l></block><script><block s="doDeclareVariables"><list><l>positive item</l></list></block><block s="doSetVar"><l>positive item</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block><block s="doReplaceInList"><block var="index"/><block var="list"/><block var="positive item"/></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="Test Odd Remover from %&apos;list&apos;" type="command" category="lists"><variables><list struct="atomic" id="517">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>0</l></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script></block></script></block></script></block-definition><block-definition s="Write %&apos;List&apos; elements named %&apos;name&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input></inputs><script><block s="write"><block s="reportJoinWords"><list><block var="name"/><l>:  </l></list></block><l>10</l></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="write"><block s="reportJoinWords"><list><block var="item"/><l> </l></list></block><l>10</l></block></script></block><block s="write"><l>           </l><l>12</l></block></script></block-definition><block-definition s="Sum" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="580">4,2</list></variable><variable name="e"><list struct="atomic" id="581">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="582">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="583">27,8,1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>