data:image/png;base64,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

This code finds the number thst is beling looked for and says its position inside the list..

NIL

The block will; report the positon in a list that is sorted from low to high. If not, it will report zero if the number isn't in the list.

NIL

The sprite will say the position number in an ordered list. It will guess the position number of the programmer's choosing.

the number was found in position in guesses

This code will report true if the numbers aren't being repeated making the list not distinct. If the numbers do repeat, it will report the list to false, making the list distinct.

true

This code reports the repeated numbers in a list. .

This code removes the extra numbers that are inside a list.

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