data:image/png;base64,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

adds each item one at a time

checks each value. If any value is less than zero it immediately reports true.falseif no values are less than zero, report false

checks that each value is greater than the previous value. If not, it reports false.true

adds the absolute value of each item in arguement list to new list

if mod 2 of an item is equal to zero, it is added to the onlyEvens list. If mod2 Is not equal to zero, the item is excluded.

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