<snapdata remixID="13688637"><project name="Quicart" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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var="item"/></block><script><block s="doSetVar"><l>index</l><block s="reportListIndex"><block var="item"/><block var="itemNames"/></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You have </l><block s="reportListItem"><block var="index"/><block var="itemQuantities"/></block><l> </l><block var="item"/><l> at index: </l><block var="index"/></list></block><l>2</l></block></script><script><block s="doSayFor"><l>Your cart doesn&apos;t contain this item!</l><l>2</l></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="itemQuantities"><list struct="atomic" id="312"></list></variable><variable name="itemNames"><list struct="atomic" id="313"></list></variable><variable name="uniqueItems"><l>0</l></variable><variable name="totalQuantity"><l>0</l></variable></variables></scene></scenes></project><media name="Quicart" app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="85" 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