data:image/png;base64,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 the input expression, but ignore the value it reports. Instead this block reports how many milliseconds it took to perform the computation.Reports True iff the second item (a number)
is equal to the number of letters in the first item
(a word).falsefalseInsertion sort: Split the input into item 1 (which might not be the smallest) and all the rest of the list. Recursively sort the rest of the list, then insert the one left-over item where it belongs in the list, like adding a card to the hand you've already sorted in a card game, or putting a book away in a sorted bookshelf. 1insert one additional value
into its correct position
in a list that's already
in ascending order.11de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
111-25-5090data:image/png;base64,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,7,12,11,3,7,12