<snapdata remixID="9869906"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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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</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.&#xD;&#xD;I think I wrote the scripts correct, but because there is a block inslde of a block, it is a little glithy. check to see if I wrote it correctly</comment></block><custom-block s="Test Positive Block"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover"></custom-block></script><script x="10" y="10.000000000000014"><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 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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>Avg 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 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