<snapdata remixID="10891170"><project name="LAB 11" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQUklEQVR4Xu2dB6wU1RfGz7OjWFHsBaMiRo2KGCxPbLHF2DBE7KBYwIqCoAh2EVssqMSuMYpgTCxYghKaJYoKNrBjrNgbFhD++Z3kbO7Ozu7beZm3M/835yYv773dO+ee+91vZveeOeebpqVLly4Vb45ARgg0OQEzQt6HVQScgE6ETBFwAmYKvw9eRsBffvlF1lhjDTnzzDPlyiuvlH79+skTTzwhn3/+uTz00EPy5ptvKmK8Zu3pp5+W5557Tm677TZH0xFIjEAFAY10b731llx++eVKNiNmNesQ1gmYGHs/IPodMCTanXfeKd9//71ccsklZQQ84ogjyq6ARtSRI0fKjjvu6KA6AokQ8O+AieDyzmkj4ARMG1G3lwgBJ2AiuLxz2gg4AdNG1O0lQqCMgPPnz5e//vpLtt5665pGXn75Zdltt920z7333isff/yxXHXVVdLU1FR23JIlS+TCCy+Uiy++WD766CPp0aNHrN133nlHtttuu5pjEuo58MADS31ef/31CnsPPvigbLXVVjqH7t27y2qrrVZhkz5slloab+HChbLyyivr8WPGjJHevXvLBhtsIB06dIj18+uvv9ZQFZu0n376SXr27FnRrzX4vvHGG/Lnn39Kr1691B4hsc0220wYD3/i2vXXXy9dunRRn/PeKq6A999/vyyzzDLq95577ikAcNRRR5XmwU75s88+K+14x40bJ3vttZd07do1dq5XXHGF7qTffvtt2WGHHWL7/PHHH7qwyy67rLz00kuy+eabK8g0dtmvvfaabLTRRnLIIYfUxBPCcxJA1g033FC233772P4XXXRR6SRjjp9++qnss88+Zbv9v//+W1ZaaSU9nhDTKaecIrxGnJQWF5q6+eab5ZxzzpFHHnlE+vbtGzt2Unyvu+46GTJkiHDi2Jq8++67+nc1PE4++WQ9OU8//fS8889vxeV+hdq5g/4dsJ0vcN6n5wTM+wq1c/+cgO18gfM+PSdg3leonftXQcBbbrmlFMb45ptvdBfM7i5sgwYNEnZn7F47d+6sb7FLI8xAeOCOO+6Q4cOHyzXXXFM6jN1stXvF7FoJm6yzzjqyePFiGTBggNx333167MSJEzW08uGHH+quz3amZnjq1KmlEMV7770nq6yySmkHHV27WnNj93rDDTfIq6++KnvssYceSqYPY1522WUyatQo3Q33799f2Nnb3FpK1Eg6N9t9E26hMT/uyROKwQfu0ePT2LFjSz5MmTJF1l577RZDS3nkchkBJ0+eLJ988okcf/zx+pvQyXHHHSffffedrLfeeur/77//Lquuuqr+HYYqIOAJJ5xQCk8Q2iCcQiM8QrPwThSIe+65R0M9hC+am5ulU6dOpfHMJ8IqcWGH0B/s4BMnSLRVm1sYuyT2N2/evNKJYgQ0W5CC8SC5zY33PvjgA+nWrVvs+iad26JFi2T55ZfXeN+CBQtk7ty5Go+0UNjMmTNl991319CR+UCaHPisu+66eeRYTZ9qfgQPGzZMrwYtxd/SnDVXsfHjx2sqWFu29jy3tsQtbdv+HTBtRN1eIgScgIng8s5pI+AETBtRt5cIASdgIri8c9oIOAHTRtTtJULACZgILu+cNgJOwLQRdXuJEHACJoLLO6eNgBMwbUTdXiIEqhamJ7ESrRVOcqz3LTYCVaU5SLPfb7/9NAWde7zUV9RSPwjvCxcbUp99EgRiCYgBSGd1CC1lfJCh8f9Qf5AEGO/bGAT8O2BjcPZRqiDgBHRqZIqAEzBT+H1wJ6BzIFMEnICZwu+DlxGQNHDCLqR4I70R1l/8+uuvMnr06FIdwsMPPyxIdBx00EGqZmCqB9SEnHvuuRW1G0AdTXHntahd0uKpNUHKAwWA0047TVeJeggkPq699lpVWohrths/44wztC4FuRCOsWbjY79jx476MjUnZHyjPnDrrbdqzQUqCOeff77Kijz11FMlH8Ix663dQNGBZpGEsIYFBQMUGUjD5/cmm2yifS+99FL9KUKrIKBJYoRxPUiy+uqrl9UhRBeVkM0///wjhx56aNXahCgBq9llbDRnOAEoArL2xRdfyMYbb1yhQWPvGwHDsNG///4rK6ywgnbhiRTUgNjvuJPCbLzyyisqCzJw4MBYHtRbu2EHG55hDYsVaoUFW2C44oorFoF7Okf/CC7MUudzok7AfK5LYbxyAhZmqfM5USdgPtelMF6VEZDqezYGCB8i8mhijIhBbrPNNlqQHTZUE3beeeey137++Wd58cUXS4XU0Z1oLWRD0UkK4/Flp512KjtkxIgR+gyTaKMYHbUAmu2C61lFmxvqD+gGhq2aD/XYbalPuPEw0cmrr766bh/icAg3Vy2Nn5f3K3bBP/zwg5Iq3AUbQKYaahMlJEKo4r///lNxSRqLePTRR5fEIdlV8j/hHcQZqfLv06dP7PxRESA0ETbUPpHsWH/99WX//ffXgnUeCRGqqqJMym6XYx944AE57LDDdLzffvtNTxoUGaLqrTYGEhvIchBKIhwTt4hRH+IUXdnhox7x/vvvq2nCKiilxolk3n777bq7tmSPLbfcUtUQvv3227p9iMPB1ow1IPxz8MEHqy+bbrqp4pPH3XVsGMZifHZFOfXUU3XRLaaFhgpxMgujhHE1C7XceOONMnjwYDn22GM1dofWC8RgoYkTxrXwKoYPs2fPlm233Va7cjVCM8Y0UaLaM/QZOnSo9ieEwsNz0HmBlLWydexKdNJJJwlqr9jHb1pLPtgcbrrpJoFEEBhi8PesWbPUTpyMLrFSPhmQ0qAvEsfMh/gjPpD2Br71+BDFgfgnJxvZSbxHHJV5hPHQvFz98MO/A+ZpNQroixOwgIuepyk7AfO0GgX0xQlYwEXP05QrNiEvvPCCsOkId4OEKtAIrCXTxqYDAcq99967Yn7cmw2fE8IXcMQva9WYoBXIvV922XHNQjaEiyZMmKAlBNbq8dfCQ19++aWstdZapWeChGMleUYHGyCiAWzQqjUwfPTRRxUjcL7gggvyxIVMfKkg4Jw5czShIAzDoNnHro7ng5CVAinY2YaNPtOmTdMYXLRFa0ogIztVFv+YY47RzJWoPR4TC5GIjcU1s8ku1sIipsBaj7+hza+++koFHqMtyTM6CKnwzBEyhIgKoOpKYVe0TZo0ScMjYeQgk5XPyaD+EZyThSiqG07Aoq58TubtBMzJQhTVDSdgUVc+J/N2AuZkIYrqhhOwqCufk3k7AXOyEEV1wwlY1JXPybydgDlZiKK64QQs6srnZN6ZEJCkVW7DkTTZkrhlKBOXFmaW4R3ac4m5tNBNZidWH5BsYuou+vXrJ9yTZcFIe0cxgcZrrWksMpnHFJzXWnCeRmnqB0ZQ7vmSbUz28Xnnnaf3bkMfzR+zS39S/Mk6xhZ2SHAg0YKnZs6YMUPfP+CAA/RQsr0R5MQ3G7+lk6M1GPgx5QhUENBIZwsO2VoSqMRktA+LRxo+tRlhs8Wtl4DWj5OA2gwyaMwGCRN9+/YtOyHo//zzz+trvE+dBWoPIZnM11Cpwf7mN+TmNycchDe1CCdP+gjEXgEZhoXkObVcPUJyRa8KIVFruWe1Fywsf7O4kAR70auqvQaBOSGo6+BqxWNiyTrBBs/hpZHJEl6RQ2JzJadGhKIoO7HC8SAyBU9o0JidkJR21Yw+ozj9ZSiuxUy+AxYXbp95FAEnoHMiUwScgJnC74M7AZ0DmSJQV01I1EMKvnv27KkvU9uwyy67lHa78+fP10p82pIlSzR9n9R2Gl/wEWE0tYApU6ZI9+7d9RkkNNLZEcYM7d59993SpUsX6d27d0OAGj9+vNa+RGVIGPyZZ57RDYvVqVAygNoA84nONVrTMnPmTK2ZQRmCehtqYqxoPYphQyaak0HqqgmJ+hoNuYT/E/aAUABNC2N6/G9xPP5+9tlnNeRhhDTFBRsPuygE9OjRo2HPIQk1W+LW6Mcff5ROnTrpW0QJ2EVbC+carWlZsGCBdO7cWbtCwLlz50q3bt1Kx9YT6soJZ1J1wz+CU4XTjSVFwAmYFDHvnyoCTsBU4XRjSRFwAiZFzPunioATMFU43VhSBGLvBaPhRzgE1dB9991XUE7t1atXmW0EDwkfmFwHfeJCF3bQ5MmTNduEFk1EwBYCl/yEdslaOfvss5POqVX9ucdM6hdJDzTT1DMJj7POOkufI1JL0SDcFd91112yePHiklIEyrFrrrmm2uZRDTw6wgQj0VlkZ2yJGyg78N4WW2yh/U2lIrx33qpJ5vCgqskITPqxxx5TqV7kM0gEiLa4B89Yn+h7yHoQz7OGWiqpWdbiRC6JASLa2IhmgppGQDJgOBl4XglSJRazi1NQtbly4qKMSuPkwQbH0sIwC9hCsFC1NXwfsiI3gtQHzUI4KL5azLQRmDRiDP8IbgTKPkZVBJyATo5MEXACZgq/D+4EdA5kioATMFP4fXAnoHMgUwScgJnC74M7AZ0DmSLgBMwUfh/cCegcyBSBqoXp9XrFrSuUCupRS6hWrF7vWNYPO1YwHqr5Dxs2TEaPHq3dwtej9ouafZwU50b0ryrNwSMGSB7gBjk36bkHWe25HrUWOzoJEhFoJtFBajqNB/aR2AA5uG9MobhJZcQ92tQK54cMGaJyGpwIvGYExGaoQcP/ZocxOMYkQkgiINmAucbpxjRiIYo6RtVkhFAUqJ4rRr0LBwko/AmvVNSRmOwG70McCnioF7Fnf9gCmS/UX9CMgPwdXgH5nz4cjzoCiQGWNBBHQNOi4TgUFWo9RKeoZGmLeft3wLZA1W3WjYATsG6ovGNbIOAEbAtU3WbdCDgB64bKO7YFAk7AtkDVbdaNQIUyAqEItPuoCaGmoWPHjhXGpk+fLs3NzaXXwxqPaO1DXCp/3d61ouPUqVMr6lcwY7tnHqlKWv1yyy0X63+0HqMVLvghCRCoIKCpgcbVLWCXZ/hOnDhRBg8erMOEkhPhQrPIixYt0uKbRjYKfqKkDyU/Fi5cWPZs4Kj/0XqMRvpexLH8I7iIq56jOTsBc7QYRXTFCVjEVc/RnJ2AOVqMIrpSRkAKsWfPnq16fBSkT5gwQRMRqjU2JAhO0tDN48t/ozYdjIcGYYcOHcrcmzVrlope1moISzJHGsKSFHybKsG8efOka9euReRCJnOuSEZ4/PHH9bEI7IK5IU8FP8oIJsoYeolqQP/+/fWlSZMmya677lqSn2jr2UQzcEyxgGQGsmmOPPJIIeSC3Ee0obaA6gKNEBJ9BgwYoP+jfkqiRKha0NZzKbL92GwYdFGQy+UKM2jQIEF2N6oNM2fOHBk3bpyMHTtW8Rs5cqRKSZj+S1uDOmLECH1IzZNPPinDhw8XpDX69Okjo0aNkjFjxuhzRQYOHFgRx4SoaLyY5gzzgLQnnniiuoytoUOHNuxEamuc8m7fvwPmfYXauX9OwHa+wHmfnhMw7yvUzv1zArbzBc779JyAeV+hdu5fU3Nz89Jp06a182n69PKKQNPhhx++FOfIIkFG15sj0EgE/CO4kWj7WBUIOAGdFJki4ATMFH4f3AnoHMgUASdgpvD74E5A50CmCPwPh7VVL3HGx3oAAAAASUVORK5CYII=</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" 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="-230" y="-160" 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="239" y="10"><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>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 s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="704.0000000000003" y="17"><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"/></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"/></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></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="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></scripts></sprite><watcher var="pi" style="normal" x="5.638802083332848" y="5.638802083333353" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="68.79338541666698" y="5.074923002760421" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="136.45901041666707" y="2.819403297187492" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.638802083332848" y="58.07966258609376" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.638802083332848" y="69.92114808885415" color="74,108,212" hidden="true"/><watcher var="amt of values" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="306.7941927083334" y="46.38328237776042" color="243,118,29" 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="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="doSetVar"><l>amt of values</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>amt of values</l><l>1</l></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><custom-block s="sum of %l"><block var="list"/></custom-block><block var="amt of values"/></block></block><block s="doReport"><block s="reportRound"><block var="average"/></block></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="reportGreaterThan"><l>0</l><block var="item"/></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>index</l></list></block><block s="doDeclareVariables"><list><l>increasing</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportGreaterThan"><block var="item"/><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="list"/></block></block><script><block s="doSetVar"><l>increasing</l><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><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="increasing"/><block s="reportBoolean"><l><bool>true</bool></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><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>index</l></list></block><block s="doDeclareVariables"><list><l>max</l></list></block><block s="doSetVar"><l>index</l><l>1</l></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="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 var="max"/></block><script><block s="doSetVar"><l>max</l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></script></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><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doReplaceInList"><block var="index"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block></block></script></block></script></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><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="reportListAttribute"><l><option>length</option></l><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>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block></script></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" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="pi"/></custom-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><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><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><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="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></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="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="sum of %l"><block var="e"/></custom-block></block></script></block-definition><block-definition s="%&apos;sum&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="sum" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="sum of %l"><block var="e"/></custom-block></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="660">4,2,10</list></variable><variable name="e"><list struct="atomic" id="661">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="662">2,8</list></variable><variable name="cubic"><list struct="atomic" id="663">8,0,8</list></variable><variable name="amt of values"><l>7</l></variable></variables></project><media name="LAB 11" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>