data:image/png;base64,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

0Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.

ca:ordena _ segons criteri _

1

145-150205-210

0

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