<snapdata remixID="9361541"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAVtklEQVR4Xu3dZYxc1fsH8IN7cXd3dyhSvEApLsEhIUBCgDcQIECwJpBC4EUh5QUEeQEtFA3FWtzd3d3d7ZfP+f+fzd2Zadktu52dmXOSze7eOffIc773zH3se6b5559//kmlFAk0SQLTFAA2SfKl2yyBAsAChKZKoBsA33vvvfT444+nPfbYI0077bR1A/Nt/dNPP6XZZ5+922cvvfRSWnXVVZs6kdJ5a0qgGwDvv//+tPnmm6c777wzbbrppumdd95Jq622WnrwwQfTIosskn+++eabtPDCC3fN9sUXX0zffvttGjx4cGtKoIy6qRKoA+DGG2+cXnvttTTjjDOmTz/9NAPytttuSzvuuGP69ddf6wBo9ABaANjUdWzZzuu+gpdccsk8mbfeeivvbOuuu25644030vLLL5+vv/zyy2mVVVbpmvCff/6ZfHW7b/rpp29ZQZSBN0cCRQlpjtxLr/8vgQLAAoWmSqAAsKniL50XABYMNFUC3QDInvfLL7+klVZaKf3222/p3nvvTRtuuGFabLHF8iDvu+++tMUWW6TLL7887bXXXtke+Oijj6YvvvgizTbbbGnIkCHp1VdfTSuvvHLXpMaMGZPrsSHutNNODSd7++23p/XXXz/NNNNMud5DDz2Udthhh1yXRj7rrLPmdpl/mIVo4zfeeGPad9990yuvvNLVn78pRe+++25adtlluylL0fH777+ffvzxx7Tgggvm/j7//PM857BjTpw4MW211Vbp4osvTkcffXS+jZY/11xzpXHjxqXTTjstPfzww2mTTTZJH3zwQVp88cW7lLa//vor/f7773kOq6++et1cKXDGTokzzjvuuCMreUsttVSue88992QZjho1Kh1++OFp5plnTh9//HH68ssv03zzzZfHe9lll6Vjjz02WyZ23XXXNGHChLT11ltnOa244oq5HZ+ZTyiUTUXYv3TeDYAEN3bs2LTZZpulH374IU9u+PDh2f4XgiWkv//+O5tlFAAkGKAjsNpyww03ZND4fcIJJzQcjgUGgmWWWSabefx/3HHH5bp33313fggIeL311svXqgCsNmiBp5tuuvTcc89lQ/qee+5Z15/2H3nkkbTccsvluldffXXab7/90gorrJBuueWWDD7zYAVwrQpA1oDddtstg5aJao011uhq32dfffVVfth+/vnntMEGG9T1TW7ku/3222eDPjAdc8wxGdweillmmSWPzQOtH+WTTz7JD96TTz6ZZphhhvTmm2/m6wDu/6WXXrqunxEjRqQDDjggLbHEEgMZe3ls3QDoaTN5QiQsZhjACs+HHXHLLbfsZpYhuNgJ/baosQNakLvuuis/8eyKdtZGxcIPGzYsPfXUU3k3sJgbbbRRrmpXm3feefOO4UFQ/H3dddfV7YB26Lnnnjt99tlnadttt23YFyBPM800+YFiWnrmmWfyb30odl9GeGOPawAPlNdcc01+mOyiHsDqDsggb5fSvt0ROGqL+mRKFnPMMUeep4crHtzYzez2Iavvv/8+7+geKA+oOQ4dOjSPZeedd8678XbbbZe/IeIeD6JvrUGDBrUWAAf8aMsA204CRQlpuyVtrQkVALbWerXdaKcIgN53vKtVo2K44xZddNG2c8fdfPPNaZdddmm7hTehRnOjfFGG4n27vyfeDYC33npr1qqo78wwb7/9dgZVDMbLsAF68T3llFPyizEtzYu3YAS+4KpZhLJw5ZVXpsMOOyzPwwu09migzz77bI66oRkThBdr/dPctMG88V/rXnLJJemoo45qKEMmp1A0zINi4CWfguIzFgHmD8qKl3zl7LPPTgceeGBWNpidFFopjXbNNdfM/9NWaesUCiYWGrMHlTZP8aBZM5HQ1P/4448prktmNN1GYXPWjSJGCenN3KwTi4YoKPKg5VeVG+vi/9DQYQFOKGusJuRgfvomF9eZhE4++eSMpUZ1uwHQznbTTTdluxJgMTWwNTEDhOZJeLS5MMOEmSBsZRaBpqjQkJkdDj300KRtxaJbiHXWWSedddZZOdom4glpwcBuouyM/6Wucb/wwgtZy2QTrC2jR4/OQGACIbR99tknj9VD5AFzr2s+jwKATDu01rDdmRfQuW68FsiD43o8aDRSGi8bn7rMXPPMM0+OvZzSuhaYFlwbm2ms7IgeAg9JT+fGTAZY7J+sFh999FHaf//98zxiPWneLALadi2sFqwYrpnbWmutlYNTgBFugJEcPNhkVlt3ir6C+3tbntrtEyoBffjhhw3BOrXH05f9DfS5FQD25WqXtnotgQLAXous3NCXEigA7EtplrZ6LYECwF6LrNzQlxIoAOxLaZa2ei2BAsBei6zc0JcSKADsS2mWtnotgQLAXous3NCXEigA7EtplrZ6LYG6vGCuIe6kcL9UW+SOY1mvun+4ajiv3dcoIrrXIyo3dJQEGlJzyFUAKI5kwQLnn39+dlFxV4mY5geuRktwXougbuRz7Shplsn2WgJ1AAQw5EQShR577LF0+umnd1FziAwBtkh+0Zv6Ih04/UspEuitBCZJzeFrWIiNbLUqNYesMbkHsQP6Co6IiUZf270dUKnfWRIoSkhnrfeAm20B4IBbks4aUAFgZ633gJttQwDSaIVbByVb0K/Vjj4YAlwXYi8adkrK888/3y3JO9rAfiCyWYmI3d60L1VA+Hzk97rX+6wIZaajann99dezJu/91vsvk9OUvNPKrfZ+XI0kjn6YsOQFL7TQQr2ZRlvX7QZAIdcKyosQpP8JU7a/8O4IUXdNTscRRxyRUFLIJWAHtMCSw9VXt1FytNBtdWOBsQFgEqBRx+JgXBDijqJDaoAcCuYfSeHa/+6777ooQ2pX6Lzzzsvh9JLDpQXIRQiqDCAwdiCMvtSR6I4VAQiFjgO8BHMA/vrrr7P9M2g4qv3J9Vh77bVz+DvQSmw3LwocMEsSJ7fgThT2z8pgTPEQROK7cblPfXOWz1GlOWlHJNYBEPgIQk4EygoFGDAVMLdI3IkCSHITCEtOAMCNHz8+173gggvSOeec05CfpRaA8g/YHav8JrEoF154Yc4tsEPJWfCQHHTQQenEE0/MXC1sk7UlGF2NAYiM27wsqBwFOyJzErtlJPXYmSQhsXueeeaZGZD6A6Dgu9FGbZELI5Rf3oM2/A2QACxPRN6E3IoAoPwX/VZ3Qt8ePpcIhFlC8pYxXnXVVXkc7VzKO2A7r24LzK0AsAUWqZ2HWADYzqvbAnMrAGyBRWrnIdYlpnvh9vJMsQgtMWjJas0SVXqyEFJVkXCNZtgT9vwq5Vpo3rTToGmL9ik9XvirhRaOXzCidKquw39bPC/5WA0kitNMq0EWlLFIxJ5cO9UxhfL0b/3GHP0Ouca9VdlHO6GY1K4BZbGWDHNSZrOejGlq16nTgplT2P+qggdAGiCtjLkEp57/ZfZjOGCyCTJEmicqi5EjRyYaLHMLzVBwg0UGWhpsbWm0cFgXaOC0YA8GMC6wwAJpzjnnzNp3BEWEyQZgUWow/TDZYDil1R5//PGT1JjDvug3M4t+UF5Eoa2yR6IsoU2jIGHeqTIjOODH/INYkjXgjDPOSEceeWT+QRHSyPYXvIj6Bn4PKjoMnIDmQW5Bg8EKwDyDTYKWjWiTlcLYbBhVu+O5556b2WjDjsrkRNO+6KKLsnY+kErdDhhPWK0d0HUL7IfpAhA8qahuXUO3ocR9TCuAAoDMG2x6AFg9ZakqiEY7ZdjwPBQWQ59sZ36qu0Tcq29AtiN6iOyK+rb4jQgj9R/cJ8YHBCglwgDvc+2xAxoDE44xoAz2E8W9PndvzFldIGFH9NOoADQeHrsY8JGNdpmWmIncN//88+dbg8cmjOTq+yaw27MVVr95guok5vb000/nh9JD05Nvo6kJ0PIOODWlXfqqk0ABYAFFUyVQANhU8ZfOCwALBpoqgTotOFjuvdhHdAt/p/+93NPEvBzzW9LMwlmOXJJ2xqdbW/hmaXbhS6WdqacvHH1e/r3oU1hCW6TlMifgKmykMWsDASSNHHM/IshQoHoyXu17KX/iiSfyWBodadDTMzqMjyZOwzefCJYgL9pzKCzmSRauUarw+3V6qQMgYaGkDaZPAuKQJ1QaFCAyr1D1q0VEi0iOYBOtfkbohB8mBUlOmEaZLWiANDi5J9VCu2NaiHuqn1XPCYlDWWjdAg96Ol5tmI8+aMuOqa0tvTmjg8b5wAMP5DNAtE1OHs5qsIScGlFC7JVkWj1npFOB2NAMY1Go/U5FUghUkaTEzMD+ZvHsIrEDTi4eEJhEhcQOaLGYFwCP+YY5AYAsTOyAdhNmmEbhSGF2iXwUOy/TUJhPejJeO5aHzRx23333huvf0zM63Gy3tIsL52Ja8XB56OyyQecb42U4LifM/5/Iyztgp249A2TeBYADZCE6dRgFgJ268gNk3gWAA2QhOnUYBYCduvIDZN4FgANkITp1GAWAnbryA2TeBYADZCE6dRgFgJ268gNk3nXsWKKcJU43OgRPlK6gyypBpf8xJEzqhPLqPCNql2eEW4o3wNl0w4cP7yYOJ7PzOQuPF23sPLlqEWQ6qSBPfQhW3WabbRqKmHfFoYv8xo2CbgfIunTMMOr4AS02xgPH1ovKtVCc+8DgR5RvbVQzQHA7NQpEqEry+uuvz2wBgBeh8I0AxtXGtSfZPfIbRA+LRgb+SDwX+cv9JjAiinb5sp0myekvIIB7jwuR+1DAQ0QKR6qBewE36vMNc6XxfwO6aOdS+kcCdQDklOejtah2EoCMBedjbQTASSUtVYdsQS+77LJMiYEpoKcADIDij+HIlxcS44lAAhyGVQBy8ntYRLrY5UTUAB0gAmz0XQVg/C3KRgABBgg+28jF6B/xl1brvoI50hXkRBJyhDxV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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="-230" y="-180.0000000000204" 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="14.999999999999858"><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><comment w="80" collapsed="false">Adds up sum of list.</comment></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><comment w="90" collapsed="false">Gets average of list.</comment></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="423.0000000000007" y="10"><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><comment w="90" collapsed="false">Lets user know if list contains negative value.</comment></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"/></custom-block><l>   </l></list></block><l>10</l><comment w="90" collapsed="false">Lets user know if list is increasing.</comment></block><block s="write"><block s="reportJoinWords"><list><l>E Inc?: </l><custom-block s="%l is increasing"><block var="e"/></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"/></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"/></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"/></custom-block><l>   </l></list></block><l>10</l><comment w="90" collapsed="false">Tells user the max value in list.</comment></block><block s="write"><block s="reportJoinWords"><list><l>E Max: </l><custom-block s="max value in %l"><block var="e"/></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"/></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"/></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="Make %l positive"><block var="pi"/><comment w="90" collapsed="false">Turns negative values in list positive.</comment></custom-block><custom-block s="Make %l positive"><block var="e"/></custom-block><custom-block s="Make %l positive"><block var="fib"/></custom-block><custom-block s="Make %l positive"><block var="cubic"/></custom-block><custom-block s="Test Positive Block List"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Remove odd from %l"><block var="pi"/><comment w="90" collapsed="false">Removes odd values from list.</comment></custom-block><custom-block s="Remove odd from %l"><block var="e"/></custom-block><custom-block s="Remove odd from %l"><block var="pi"/></custom-block><custom-block s="Remove odd from %l"><block var="fib"/></custom-block><custom-block s="Test Odd Remover"></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="6.9290364583329165" y="6.929036458333336" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="84.53424479166722" y="6.2361341983072975" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="167.68268229166688" y="3.4645210007812395" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="241.8233723958333" y="4.157423260807306" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="6.9290364583329165" y="71.36907690664063" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="6.9290364583329165" y="85.92005485494786" 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>average</l></list></block><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doDeclareVariables"><list><l>total</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><block s="doChangeVar"><l>total</l><l>1</l></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block var="total"/></block></block><block s="doReport"><block var="average"/></block></script></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="doIf"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Last number</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>item</l><l>1</l></block><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="Last number"/><block var="list"/></block><block s="reportListItem"><block var="item"/><block var="list"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>Last number</l><block var="item"/></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="max value in %&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>Max</l></list></block><block s="doSetVar"><l>Max</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="reportGreaterThan"><block var="item"/><block var="Max"/></block><script><block s="doSetVar"><l>Max</l><block var="item"/></block></script></block><block s="doChangeVar"><l>item</l><l>1</l></block></script></block><block s="doReport"><block var="Max"/></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 List" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>0</l></block><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="pi"/></custom-block><block s="doIf"><block s="reportLessThan"><block var="pi"/><l>0</l></block><script><block s="doSetVar"><l>pi</l><block s="reportMonadic"><l><option>abs</option></l><block var="pi"/></block></block></script></block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="make all value of %l positive"><block var="e"/></custom-block><block s="doIf"><block s="reportLessThan"><block var="e"/><l>0</l></block><script><block s="doSetVar"><l>e</l><block s="reportMonadic"><l><option>abs</option></l><block var="e"/></block></block></script></block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="fib"/></custom-block><block s="doIf"><block s="reportLessThan"><block var="fib"/><l>0</l></block><script><block s="doSetVar"><l>fib</l><block s="reportMonadic"><l><option>abs</option></l><block var="fib"/></block></block></script></block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="make all value of %l positive"><block var="cubic"/></custom-block><block s="doRepeat"><block s="reportListLength"><block var="cubic"/></block><script><block s="doReplaceInList"><block var="cubic"/><block var="cubic"/><block s="reportMonadic"><l><option>abs</option></l><block var="cubic"/></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block></script><scripts><script x="317.0000000000001" y="513.0000000000028"><block s="doIf"><custom-block s="%l contains a negative value"><l/></custom-block><script><block s="doSetVar"><l>cubic</l><l>0</l></block></script></block></script></scripts></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="New Line"></custom-block><custom-block s="Remove all odd values from %l"><block var="pi"/></custom-block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="Remove all odd values from %l"><block var="e"/></custom-block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Remove all odd values from %l"><block var="fib"/></custom-block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="Remove all odd values from %l"><block var="cubic"/></custom-block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-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="Make %&apos;list&apos; positive" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><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="doReplaceInList"><block var="index"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block-definition><block-definition s="Remove odd from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><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="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block><block s="doChangeVar"><l>index</l><l>-1</l></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="721">4,2</list></variable><variable name="e"><list struct="atomic" id="722">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="723">2,8</list></variable><variable name="cubic"><list struct="atomic" id="724">27,8,1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>