<snapdata remixID="13323596"><project name="Lab 4.4" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 4.4"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make all positve" type="reporter" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>make all positive</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>counting</l><l>1</l></block><block s="doForEach"><l>item</l><block var="sum"/><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="item"/><l>0</l></list></block><script><block s="doAddToList"><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block><block var="make all positive"/></block></script><script><block s="doAddToList"><block var="item"/><block var="make all positive"/></block></script></block></script></block><block s="doReport"><block var="make all positive"/></block></script></block-definition><block-definition s="evens" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>evens</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="sum"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="item"/><l>2</l></block><l>0</l></list></block><script><block s="doAddToList"><block var="item"/><block var="evens"/></block></script><list></list></block></script></block><block s="doReport"><block var="evens"/></block></script></block-definition><block-definition s="average" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average of these numbers is </l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>4</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>5</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>6</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>7</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>8</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>9</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>10</l><block var="sum"/></block><block s="reportListItem"><l>11</l><block var="sum"/></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block><block s="reportListAttribute"><l><option>length</option></l><block var="sum"/></block></block></list></block><l>2</l></block></script></block-definition><block-definition s="sum" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The sum of these numbers is </l><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>4</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>5</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>6</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>7</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>8</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>9</l><block var="sum"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>10</l><block var="sum"/></block><block s="reportListItem"><l>11</l><block var="sum"/></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block></list></block><l>2</l></block></script></block-definition><block-definition s="SUM %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doSetVar"><l>sum</l><block s="reportVariadicSum"><list><block var="sum"/><block s="reportListItem"><block var="i"/><block var="numbers list"/></block></list></block></block></script></block><block s="doSayFor"><block var="sum"/><l>2</l></block></script></block-definition><block-definition s="ADD ALL %&apos;numbers list 1&apos; %&apos;numbers list 2&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>sum list</l><block s="reportNewList"><list><l></l></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list 2"/></block><script><block s="doAddToList"><block s="reportVariadicSum"><list><block s="reportCONS"><block var="i"/><block var="numbers list 1"/></block><block s="reportListItem"><block var="i"/><block var="numbers list 2"/></block></list></block><block var="sum list"/></block></script></block><block s="doSayFor"><block var="sum list"/><l>2</l></block></script></block-definition><block-definition s="INCREASING %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block s="reportDifference"><block var="i"/><l>1</l></block><block var="numbers list"/></block><block s="reportListItem"><block var="i"/><block var="numbers list"/></block></list></block><script><block s="doSayFor"><l>Not increasing</l><l>2</l></block></script><list></list></block></script></block></script></block-definition><block-definition s="INCLUDES NEGATIVE %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>0</l><block s="reportListItem"><block var="i"/><block var="numbers list"/></block></list></block><script><block s="doSayFor"><l>Includes negative</l><l>2</l></block></script><list></list></block></script></block></script></block-definition><block-definition s="ONLY EVENS %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>evens</l><block s="reportNewList"><list><l></l></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block s="reportListItem"><block var="i"/><block var="numbers list"/></block><l>2</l></block><l>0</l></list></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="numbers list"/></block><block var="evens"/></block></script><list></list></block></script></block><block s="doSayFor"><block var="evens"/><l>2</l></block></script></block-definition><block-definition s="MAKE ALL POSITIVE %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>0</l><block s="reportListItem"><block var="i"/><block var="numbers list"/></block></list></block><script><block s="doReplaceInList"><block var="i"/><block var="numbers list"/><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="i"/><block var="numbers list"/></block><l>-1</l></list></block></block></script><list></list></block></script></block><block s="doSayFor"><block var="numbers list"/><l>2</l></block></script></block-definition><block-definition s="AVERAGE %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>average</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doSetVar"><l>sum</l><block s="reportVariadicSum"><list><block var="sum"/><block s="reportListItem"><block var="i"/><block var="numbers list"/></block></list></block></block></script></block><block s="doChangeVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block></block></block><block s="doSayFor"><block var="average"/><l>2</l></block></script></block-definition><block-definition s="MAXIMUM %&apos;numbers list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>current max</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers list"/></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="i"/><block var="numbers list"/></block><block var="current max"/></list></block><script><block s="doSetVar"><l>current max</l><block s="reportListItem"><block var="i"/><block var="numbers list"/></block></block></script><list></list></block></script></block><block s="doSayFor"><block var="current max"/><l>2</l></block></script></block-definition></blocks><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" id="555"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="556"></list></costumes><sounds><list struct="atomic" id="557"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="562"><costumes><list id="563"><item><ref mediaID="Sprite_cst_Asurei ＾▽＾♡"></ref></item></list></costumes><sounds><list struct="atomic" id="564"></list></sounds><blocks></blocks><variables></variables><scripts><script x="135" y="110"><block s="receiveGo"></block><block s="doSetVar"><l>sum</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>6</l><l>7</l><l>8</l><l>9</l><l>10</l><l>11</l></list></block></block><custom-block s="sum"></custom-block><custom-block s="average"></custom-block><block s="doSayFor"><l>False, there are no negative</l><l>3</l></block><block s="doSayFor"><l>This list is increasing where the number after the one before it is greater.</l><l>3</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Makes all positive </l><custom-block s="make all positve"></custom-block></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Makes all even</l></list></block><l>2</l></block><custom-block s="evens"></custom-block></script><script x="225" y="401"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l></list></block></block><custom-block s="SUM %s"><block var="numbers"/></custom-block></script><script x="471" y="500"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block></block><block s="doSetVar"><l>numbers 2</l><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block></block><custom-block s="ADD ALL %s %s"><block var="numbers"/><block var="numbers 2"/></custom-block></script><script x="279" y="494"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>4</l></list></block></block><custom-block s="INCREASING %s"><block var="numbers"/></custom-block></script><script x="204" y="350"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>-1</l></list></block></block><custom-block s="INCLUDES NEGATIVE %s"><block var="numbers"/></custom-block></script><script x="124" y="454"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>6</l></list></block></block><custom-block s="ONLY EVENS %s"><block var="numbers"/></custom-block></script><script x="120" y="346"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>-3</l><l>4</l><l>5</l><l>-6</l></list></block></block><custom-block s="MAKE ALL POSITIVE %s"><block var="numbers"/></custom-block></script><script x="116" y="566"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l></list></block></block><custom-block s="AVERAGE %s"><block var="numbers"/></custom-block></script><script x="390" y="79"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>4</l></list></block></block><custom-block s="MAXIMUM %s"><block var="numbers"/></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="sum"><list struct="atomic" id="729">1,2,3,4,5,6,7,8,9,10,11</list></variable><variable name="make all positive"><list struct="atomic" id="730">1,2,3,4,5,6,7,8,9,10,11</list></variable><variable name="counting"><l>1</l></variable><variable name="evens"><list struct="atomic" id="731">2,4,6,8,10</list></variable><variable name="sum list"><list id="732"><item><l></l></item><item><list struct="atomic" id="733">5,5,6,7</list></item><item><list struct="atomic" id="734">7,6,7,8</list></item><item><list struct="atomic" id="735">9,7,8,9</list></item></list></variable><variable name="average"><l>3</l></variable><variable name="current max"><l>5</l></variable></variables></scene></scenes></project><media name="Lab 4.4" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Asurei ＾▽＾♡" center-x="180" center-y="180" image="data:image/png;base64,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" mediaID="Sprite_cst_Asurei ＾▽＾♡"/></media></snapdata>