<snapdata remixID="11884626"><project name="managing complexities" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="managing complexities"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></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="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="345" y="94.33333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doRepeat"><l>10</l><script><block s="doAsk"><l>what&apos;s your number?</l></block><block s="doSetVar"><l>total</l><block s="reportVariadicSum"><list><block s="getLastAnswer"></block><block var="total"/></list></block></block></script></block><block s="doSayFor"><l>Your average is</l><l>2</l></block><block s="doSayFor"><block s="reportQuotient"><block var="total"/><l>10</l></block><l>2</l></block></script></scripts></sprite><watcher var="total" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="grand total" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="total"><l>110</l></variable><variable name="grand total"><l>15</l></variable></variables></scene></scenes></project><media name="managing complexities" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="136.5" center-y="94" 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" 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