<snapdata remixID="9105489"><project name="M4L4A2 " 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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block var="input number"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="coordinate pair x %&apos;x&apos; y %&apos;y&apos;" 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