<snapdata remixID="13171488"><project name="Pseudocode Practice" 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="Pseudocode Practice"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="culculateVarience %&apos;numbers&apos; %&apos;mean&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>count</l><l>0</l></block><block s="doSetVar"><l>sumSquareDiffs</l><l>0</l></block><block s="doForEach"><l>num</l><block var="numbers"/><script><block s="doSetVar"><l>diff</l><block s="reportDifference"><block var="numbers"/><block var="mean"/></block></block><block s="doSetVar"><l>squaredDiffs</l><block s="reportVariadicProduct"><list><block var="diff"/><block var="diff"/></list></block></block><block s="doSetVar"><l>sumSquareDiffs</l><block s="reportVariadicSum"><list><block var="sumSquareDiffs"/><block var="squaredDiffs"/></list></block></block><block s="doSetVar"><l>count</l><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></block><block s="doSetVar"><l>varience</l><block s="reportQuotient"><block var="sumSquareDiffs"/><block var="count"/></block></block></script></block><block s="doReport"><block var="varience"/></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" 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struct="atomic" id="57"></list></costumes><sounds><list struct="atomic" id="58"></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="0" color="80,80,80,1" pen="tip" id="63"><costumes><list struct="atomic" id="64"></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="77" y="143"><custom-block s="culculateVarience %l %s"><block s="reportNewList"><list><l>2</l><l>6</l><l>8</l><l>12</l><l>16</l></list></block><l>8.8</l></custom-block></script></scripts></sprite><watcher var="count" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sumSquareDiffs" style="normal" x="10" y="31.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="diff" style="normal" x="129" y="27.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="varience" style="normal" x="9" y="136.00000799999998" color="243,118,29" extX="87" extY="84"/><watcher var="squaredDiffs" style="normal" x="142" y="137.00000599999998" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="count"><l>5</l></variable><variable name="sumSquareDiffs"><list struct="atomic" id="86">231.20000000000005,39.200000000000024,3.2000000000000055,51.199999999999974,259.19999999999993</list></variable><variable name="diff"><list struct="atomic" id="87">-6.800000000000001,-2.8000000000000007,-0.8000000000000007,3.1999999999999993,7.199999999999999</list></variable><variable name="squaredDiffs"><list struct="atomic" id="88">46.24000000000001,7.840000000000004,0.6400000000000011,10.239999999999995,51.83999999999999</list></variable><variable name="varience"><list struct="atomic" 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