<snapdata remixID="15154803"><project name="moving lines" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="moving lines"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawLine %&apos;x1&apos; %&apos;y1&apos; %&apos;x2&apos; %&apos;y2&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x1"/><block var="y1"/></block><block s="down"></block><block s="gotoXY"><block var="x2"/><block var="y2"/></block><block s="up"></block></script></block-definition><block-definition s="isIncreasing %&apos;numberList&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>count</l><l>2</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="count"/><block s="reportListAttribute"><l><option>length</option></l><block var="numberList"/></block></list></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListItem"><block var="count"/><block var="numberList"/></block><block s="reportListItem"><block s="reportDifference"><block var="count"/><l>1</l></block><block var="numberList"/></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="doChangeVar"><l>count</l><l>1</l></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" 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" 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