<snapdata remixID="9887072"><project name="Leo Sun Lab 11 - Number Cruncher" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAASBUlEQVR4Xu2dCfBV4xvHnx+TLNmGLFlLqbE0togo22QP2YfJLrsIZRmMsaYSU6hBiLGNZRoUE5GJsiTEZOxEIUvImvrP553/c+e957zn3t/5de7vnN/vPu9MU937nHf5vt/z3vM851kali1btkysGQI5IdBgBMwJeRvWIWAENCLkioARMFf4bfAyAv7yyy+y1lprybnnnivXXXednHzyyfLUU0/JF198IQ8++KC8/fbbDjE+0/bss8/KpEmTZPTo0YamIZAagRgBlXTvvPOOXHvttY5sSsyk3iGsETA19nZB9BnQJ9pdd90lCxculCuvvLKMgIcffnjZCahEveqqq2T77bc3UA2BVAjYM2AquEw4awSMgFkjav2lQsAImAouE84aASNg1ohaf6kQKCPgl19+KX/++ad069atYievvfaa7Lbbbk5m/Pjx8vHHH8v1118vDQ0NseuQ3WqrrZxMjx49gv2+//77su2221Ycc/LkybL//vuXZN58881Yfw888IBsueWWbg077rijrLHGGrE+J0yYINttt13V8f744w9ZddVV3fXDhg2TI488UjbccENZZZVVgvOcP3++MD5K2k8//SQ9e/aMyTUF37feekuYS+/evV1/mMQ233xzYTzmE2rDhw+XTp06Sf/+/VORIQ/h2Al43333yQorrODmwqIBAPC1oSl//vnnJY133Lhx0qdPH+natWtw/iNGjJDBgwfL7Nmz3caH2u+//+42dsUVV5SXXnrJgQfINLTsmTNnyiabbCIHHXRQRYz0tTZk3WijjaR79+5B+csvv7x0k7HGzz77TPbee+8ybf+vv/6SlVde2V2Piem0004TPsNOSguZpm6//XY5//zz5eGHH5bjjjsuOHZafG+55Ra55JJLHLl1Tz744AP37yQ8mOtOO+0kZ555Zh6cSjWm/QSngsuEs0bACJg1otZfKgSMgKngMuGsETACZo2o9ZcKASNgKrhMOGsEygj43nvvOc1RNa6vvvrKaaaXXXaZG/eCCy6QkSNHyuuvvy677767+wzZddZZx2nLV199tUybNq1kMuD7X3/9tWQOwXNGNbcZM2Y4zXnttdeWRx99VI455hinZc6bN0+WLFkin3766XLL/vfff27+oTZlyhTZeeed3VdvvPGG8/Q5/vjjZeONNxauu/TSS916li5dWtJ80ch53w0eN954Y6nb+++/X0488UT3/8WLF8tqq60md999t9OcafRH++2330p9oTGfeuqpyyWbRIZKa8Okc8MNN8jFF1/sLletXs07aM6jRo2Siy66SO644w6ZO3duyWIwdepUt369hnVhMbn11ludPP4DXM/fyKy00kqyww47OItGkmzsBPzhhx+cexV/H3HEETEzDAv46KOPSmYYCDhgwIASFphU2rVrV/o/phHsgwsWLJANNthAxo4d6+xT7du3d6YMNos+Dj30ULfZmESUmMsjCwCMDSH8+ejEIBCgYCvEdKLk4nuADtkRVYY5YiqiPffcc/Liiy8K5iaf8Pfcc4906dLF3YCYeNSm6G+ozqUpspiPkm6wSmvDRMS1mKn8pgRkL44++mhp06aNu3n//vtvadu2rRNlnpAKGydrGzNmjJxzzjnuUOLGnT59upx33nnSuXNnd0NzY5911llunx966KGgrP0E/38XuGtPP/30xBMz65+e5uyvyGszAjYnE2ysGAJGQCNFrggYAXOF3wY3AhoHckXACJgr/Da4EdA4kCsCRsBc4bfBjYDGgVwRMALmCr8NnhiYngaaaKxwmmtNtr4RSEzNseeee8q+++7rXirzon311VevmP3Ad2Gvb0ht9WkQCBKQDiAdXh60aqk51AsizcAmawiAgD0DGg9yRcAImCv8NrgR0DiQKwJGwFzht8GNgMaBXBEoIyBu2ZhdZs2a5VJvaGYAZohrOa7eGguBaz7u95988onMmTNHzjjjDLeQa665Rsg8QDoLcguGWpLW7MdaMB4u+rjlH3zwwc6FnLkRl3Lbbbe5cfgTauo6f9JJJwmZCKIJNImJwA3fd9UnRgN3cv6QCYE+iHUhy0KHDh2kY8eOsvXWW8eG07E0joaUGZiviAm58847XVYI3PW1aVyMH7pALMrNN98sEydOlIEDBzqvbNztwc+PPcmVKTUaPEZATYnh2/U0sMiPhWA+yNx7772OqKecckppigQzkUojlCsGoSgBf/zxR7fZ0f6RJWCJcYgZ0TiPf/75pxSnUImAutkal+LLRj9jTmSHJeaBeSuxIA9rIU4i1EiTATEhIHE0xLqQm4YgK+abFCPjjw9RiZ1QzLm5ubGTUovUiAu5dGs/wbnAboMqAkZA40KuCBgBc4XfBjcCGgdyRaCMgARxo3CQ+JAHaU3GSDJIkkwSRO43siGQh85vP//8swvU1pyCaJxoxY1pftJJFJJFixbFMu+jGVLDJNp8TZcHeh7sG9N0bWjBmgFCr0szh5CiU218NN1vvvlGNt100zJRNN/oXFCK1lxzzVJAvF7gZ2DQz6KKT7V55Pl9TAtGIyUrgK8Fa9S8Zg1VsDEdDBkypCxC/4orrnAaoGpwaJfHHnus0whxboDUSRolkfekq/AbWui6667rboq+ffu62iWUhPCzqpL1FM2YaxlDNWZuJm4a0kckaeRsNqYdsiGQNiREpMbMQfFi/ZiMDjzwQLeMzTbbzM1Nswv4ayN7AFiDLw0NGhMMpiOyUvD/aCPbwHrrrefw5I+aedSSgLxq8OBJNgrWxd4xh6RUJXmRMGiGIY0CqXVJvUDDxsemk36BpllP1Tzj33Fq+iBdA/lC1MYFqP369XMZUAcNGhRcr3+KMQdy1ajtjVwxzAMbnZ4QURsZNwPy5K6hL/LPQMpK3jq+zRCbI2tm3rS0c2AcGvlROMGw6dEHpAw17H6YrDgFkSXNx9lnn+0wozIV9k7FirVxU/fq1ct1Rd4WbK2autjPycOv0Msvv+xyspDLBZyGDh3qbJNkfyhSs2fAIu1GHc7FCFiHm16kJRsBi7QbdTgXI2AdbnqRlhxTQl544QX3sO9rg5gqvv/++4plEkhSSBmGvfbaK7Y+XPr9OiGYZr799tuKMSbkseMBnYfvUFOTDeaixx9/vCxHYWPmq+YhFACSZGr+Pn+sNDU6SGiJWcV3PIjO+7vvvnPvtom3AWdNElkkQjT3XGIERPNEW/XNMLxwx2RAfRCyhkIKTDB+Q+bVV18N1qaIxpRARjRVNp96Gtjsov1RJhYiQZRQ0z7RYtUko9U6GzNfv0/mEU3YyPdpanTgjEDiR9ZFJlQK5kC0aEPTxUTTkmx1tSSl/QTXEl3ruyoCRsCqEJlALREwAtYSXeu7KgJGwKoQmUAtETAC1hJd67sqAkbAqhCZQC0RMALWEl3ruyoCRsCqEJlALREwAtYSXeu7KgJGwKoQmUAtEcidgJrcEq/g4cOHV3w/7NdzywKUaMA6ffoFFbMYw/qojEAwPyAbQ9wFgdq8k4UceOjyPpjGZ6HG5lHIUD2Kk4bmPTNxI1o5U+WiVSj965kTL+/x8oW0eGjjnq/z4TOqU/p9Qlga74iV6MwRz2DWoJ/xt98P3yk56QPX9gMOOKCiM4YRrWkIxAiopAN4NpjNqJagkqGReeSRR2SXXXYpCyTCTf35558vIy3kDqXtqERAxtDYFAiDtwxN04eQUBMXdi0lyndKSv4NMRmXvyEh4+tp5zte6Fr5TPv3Cdo0mO2qJASCJyDCEGfhwoVuo3wCRvNB+0TVjayWrlc3Xk8jxuP04mQaP358jET77befI7F/Sqmcf4rhEqapRZD1f7J9OTxf+LnHE4e+ieHwv6eEK8FNegryNx4zSSe/0avpCOT+DNj0qduVrQEBI2Br2MUWvAYjYAvevNYwdSNga9jFFryGMgISPY87e48ePdyScDMfMGBAWZoOf62hTAb64E9+O7ICzJ49u9SfXkvQOmkm/CwIxKAQV4EbvN9QFjp16iT9+/cvfZwkG+qXiwiyJ8EkrvtkV6imJLXg/WxxUy8joGqnmu2T1UBKTa2hq1PtMLSRGuzzzDPPuMym5FwhG6nfbrrpJpdqA9OJ30LmGbRj8s+gqVaTTepXMzlARDK/Wl2T4vA085/gpLcVmknUXzrBSV26dImhUStZHchOwFZMwOIszWbSEhDI/ARsCYu2ORYHASNgcfaiLmdiBKzLbS/Ooo2AxdmLupyJEbAut704izYCFmcv6nImRsC63PbiLNoIWJy9qMuZtCoC+h7VjXnbEXWurUsG5LzoTGNCeMcadckPrY93vsR34E7Pe2XiLXiF161bN/feFwcEygsQy+G70o8aNcp5KmvTd7qQDe9mPJ3Joq8u++qur68Hkafw4GOPPeb60XffPnG5Vj2rjaC1Z2fmMSFssB8YlBQTwtJw99d4C8hHTQ9It88++8iCBQuce72eZKG4DCWQhgxAJPqg3+gJqDKQn+Aq3OuTCMjc/KCl2m9D/Y6QaUwIJNFTqBKk6vWioZjEW/gEnDRpkmyzzTbOAwaPGU4rP/ZE++b6Cy+8sEQWir5wokJATlG/3rGeZvR3yCGHOE8djQnh1J45c2YpNoQ1cCpr9Fz90qP2K29Vz4C1h8tGyBoBI2DWiFp/qRAwAqaCy4SzRsAImDWi1l8qBMoIyEN9qE4IPf7777/Spk2bss5VsyRInIwKfiMmpHPnzq4EA+VTQ42aGSgDWgY25CGt2uz06dOdhuzX80B5mTt3rtOa/VZNtpKNsFL9kUo4MOacOXNidU3mz5/vTEpYA5JwIM0ItVm0GKSuxS+Z66+v0l4gF4qNoYYJMTHUcvGbmqYox0vcTHO3GAH9OiFPPPGE9OnTR959991YXhSyJlDghZiPdu3axaowakwIRWSOOuqo4LrUPufnYdFaH3qB2voolEOZUr9hqpkyZYqccMIJZZ9Xk60UExKqP/Lhhx9WxYEyqH7JVJ0QNyIb++STTybikFQzRGugEBhG1c1qewHZX3nlFfn6669jMTccLuuvv36pBrTOD2sBFUYpMLR06dJgwZ5aknK5foIpCwoJk04GPq90AjZmYdHTKhSJlzR+kmxj3pI0Zm4q0xw4VJuPPweVTYq5CRXmoQhR7idgtUXa94ZA1ggs1wmY9WSsv/pDwAhYf3teqBUbAQu1HfU3GSNg/e15oVZsBCzUdtTfZIyA9bfnhVqxEbBQ21F/kzEC1t+eF2rFzU5AdUYNpWJLyp5fKMRsMpkikEhAjatYtGiR8xQmc/yuu+5aKrnA+1v1WtYZ+e9YcXfv0KGD+0pjOegTr2Xe9/K+UrPTI4MLvOXty3RvW0RnFU/AaMyET5BQjEYoN6DKUdcDF3k95bQv/9QzArYIzmQ6yRgBtbgLkWNjx451wT28qOYU4wTUTKXI7bHHHmVVkUJxG/5neg1ZVzUwCO8TLY4TKp2V6Wqts8Ih0OzPgIVDwCaUKwJGwFzht8GNgMaBXBEwAuYKvw1eRkDfU5haHA0NDQ6hJO0UZcKP0UA2KY4hCnUoEz5ad69evQRPXq1VotdR3nWLLbYoK0aIAhOSnTp1qjP3YDrShru61gnx50JtkmHDhgmxIN27d5e2bduWXUPJiiFDhiQyJQvMkjpXfNmLCRMmuJottKSYELAPzVfjUnQ/6QMX/cmTJ8fKX6Bkkt6Eei1kmvAbGBH34sf/LFmyxMmC46xZs2L7NnjwYKFMBkrsoEGDXJIBvzxHIgEBlvgQAovQiFX79Stn+uCz8GhNkXnz5snQoUNdrWEaGQsIjmFD/bKqukhsg6T2oLhNNHiGmApIRfEbv4VkyaxAdgMI5TetE+J/put5+umn5bDDDotxQeucTJs2TXr37h373scgLWZo/axXCU5sC7VONDjJrz7KHoBvNPUJE9L4HOJSQnVZNC6F7/1GDhwyS/hNDxsCm6J1n9m7aB9ci2zXrl3dnoG73yA6cyZepn379jJu3DgZOHBgSSSzn2CtqpR4VDTii4kTJ0q/fv1KkqE7PYuYkFC/OujyxrA0Ypk1EWlMXAq2WNKR+G3x4sWlqMTQxELxIzNmzJCePXsG18FpTfNPW1+w4glYE2SsU0OgAgKZnYCGsiHQFASMgE1Bza7JDAEjYGZQWkdNQcAI2BTU7JrMEDACZgalddQUBP4Hl/Ux4dKtjfEAAAAASUVORK5CYII=</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="0" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="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="16" y="11"><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="setHeading"><l>90</l></block><block s="show"></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"/><variables><variable name="sum"><l>25</l></variable></variables></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"/><variables><variable name="sum"><l>29</l></variable></variables></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"/><variables><variable name="sum"><l>33</l></variable></variables></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"/><variables><variable name="sum"><l>0</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>Sum of Pi: </l><custom-block s="average of %l"><block var="pi"/><variables><variable name="sum"><l>25</l></variable></variables></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"/><variables><variable name="sum"><l>29</l></variable></variables></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"/><variables><variable name="sum"><l>33</l></variable></variables></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"/><variables><variable name="sum"><l>0</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="doBroadcastAndWait"><l>Part 2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="405" 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></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>7</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>7</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="index"><l>7</l></variable><variable name="max"><l>9</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="index"><l>7</l></variable><variable name="max"><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="index"><l>7</l></variable><variable name="max"><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="index"><l>7</l></variable><variable name="max"><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 3A - All Lists Positive</l><l>14</l><comment w="90" collapsed="false">PART 3</comment></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="make all %l positive"><block var="cubic"/><variables><variable name="index"><l>8</l></variable><variable name="new list"><list struct="atomic" id="328">{,27,&quot;, &quot;,8,&quot;, &quot;,1,&quot;, &quot;,0,&quot;, &quot;,1,&quot;, &quot;,8,&quot;, &quot;,27,}</list></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 3B - Remove Odd Values</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="only evens in %l"><block var="pi"/><variables><variable name="index"><l>4</l></variable><variable name="new list"><list struct="atomic" id="346">{,4,&quot;, &quot;,2,}</list></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E-?: </l><custom-block s="only evens in %l"><block var="e"/><variables><variable name="index"><l>8</l></variable><variable name="new list"><list struct="atomic" id="358">{,2,&quot;, &quot;,8,&quot;, &quot;,2,&quot;, &quot;,8,}</list></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib-?: </l><custom-block s="only evens in %l"><block var="fib"/><variables><variable name="index"><l>4</l></variable><variable name="new list"><list struct="atomic" id="370">{,2,&quot;, &quot;,8,}</list></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="only evens in %l"><block var="cubic"/><variables><variable name="index"><l>6</l></variable><variable name="new list"><list struct="atomic" id="382">{,-8,&quot;, &quot;,0,&quot;, &quot;,8,}</list></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>Extra Credit!</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>List of pi + e?: </l><custom-block s="add corresponding values in %l %l"><block var="pi"/><block var="e"/><variables><variable name="index"><l>8</l></variable><variable name="sum of lists"><list struct="atomic" id="401">{,5,&quot;, &quot;,8,&quot;, &quot;,5,&quot;, &quot;,9,&quot;, &quot;,7,&quot;, &quot;,17,&quot;, &quot;,3,}</list></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>List of e + fib?: </l><custom-block s="add corresponding values in %l %l"><block var="e"/><block var="fib"/><variables><variable name="index"><l>8</l></variable><variable name="sum of lists"><list struct="atomic" id="414">{,3,&quot;, &quot;,8,&quot;, &quot;,3,&quot;, &quot;,11,&quot;, &quot;,7,&quot;, &quot;,16,&quot;, &quot;,14,}</list></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="doFaceTowards"><l><option>center</option></l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="doWait"><l>0.5</l></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></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="78.75208486250001" 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"><variables><list struct="atomic" id="438">sum</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><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"><variables><list struct="atomic" id="454">sum</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><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"><block var="sum"/><block s="reportListLength"><block var="list"/></block></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="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"><variables><list struct="atomic" id="497">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><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"><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="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="539">index,max</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>max</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="doIf"><block s="reportLessThan"><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="doSetVar"><l>max</l><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block></script></block><block s="doChangeVar"><l>index</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" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></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 all %&apos;list&apos; positive" type="reporter" category="lists"><variables><list struct="atomic" id="623">index,new list</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>new list</l><block s="reportNewList"><list><l>{</l></list></block></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doAddToList"><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block><block var="new list"/></block><block s="doAddToList"><l>, </l><block var="new list"/></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReplaceInList"><l><option>last</option></l><block var="new list"/><l>}</l></block><block s="doReport"><block var="new list"/></block></script></block-definition><block-definition s="only evens in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="663">index,new list</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>new list</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doAddToList"><block var="item"/><block var="new list"/></block></script></block><block s="doRepeat"><block s="reportListLength"><block var="new list"/></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="new list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="new list"/></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block><block s="doSetVar"><l>index</l><l>2</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="new list"/></block><l>1</l></block><script><block s="doInsertInList"><l>, </l><block var="index"/><block var="new list"/></block><block s="doChangeVar"><l>index</l><l>2</l></block></script></block><block s="doInsertInList"><l>{</l><l>1</l><block var="new list"/></block><block s="doInsertInList"><l>}</l><l><option>last</option></l><block var="new list"/></block><block s="doReport"><block var="new list"/></block></script></block-definition><block-definition s="add corresponding values in %&apos;list1&apos; %&apos;list2&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="739">index,sum of lists</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>sum of lists</l><block s="reportNewList"><list><l>{</l></list></block></block><block s="doRepeat"><block s="reportListLength"><block var="list1"/></block><script><block s="doAddToList"><block s="reportSum"><block s="reportListItem"><block var="index"/><block var="list1"/></block><block s="reportListItem"><block var="index"/><block var="list2"/></block></block><block var="sum of lists"/></block><block s="doAddToList"><l>, </l><block var="sum of lists"/></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReplaceInList"><l><option>last</option></l><block var="sum of lists"/><l>}</l></block><block s="doReport"><block var="sum of lists"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="782">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="783">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="784">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="785">-27,-8,-1,0,1,8,27</list></variable></variables></project><media name="Leo Sun Lab 11 - Number Cruncher" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>