<snapdata remixID="9185665"><project name="4.5" app="Snap! 5.4, http://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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAK1SURBVHhe7cExAQAAAMKg9U9tDB8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIsajf4AAXBXLv8AAAAASUVORK5CYII=</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="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="20" y="20"><block s="receiveGo"></block><block s="doSetVar"><l>list 1</l><block s="reportNewList"><list><l>5</l><l>10</l><l>-15</l><l>20</l><l>-40</l><l>35</l><l>55</l><l>70</l><l>30</l><l>-50</l><l>75</l><l>60</l><l>15</l><l>-45</l><l>-65</l><l>85</l></list></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The sum of all numbers in the list is </l><custom-block s="Sum"></custom-block></list></block><l>3</l></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Increasing? </l><custom-block s="increasing?"></custom-block></list></block><l>2</l></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The maximum number is </l><custom-block s="maximum"></custom-block></list></block><l>2</l></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>All Positive is...</l><custom-block s="make all positive"></custom-block></list></block><l>2</l></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Only evens: </l><custom-block s="only evens"></custom-block></list></block><l>2</l></block><block s="doWait"><l>1</l></block><block s="clear"></block></script><script x="533" y="58"><custom-block s="Sum"></custom-block></script><script x="502" y="91"><custom-block s="make all positive"></custom-block></script><script x="504" y="126"><custom-block s="increasing?"></custom-block></script><script 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