data:image/png;base64,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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).

Take any number of input lists, and create a new list containing the items of the input lists. So APPEND [A B] [C D] where the [,,,] are lists reports the list [A B C D] not [[A B] [C D]].

11111Elijah Shohat Marlon Wool

false

false

Insertion 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.

11

de:ignoriere _ ca:ignora _ es:ignorar _ fr:ignore _ ELijah SHohat MArlon Wool

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