# I just love sequences, you know!

Algebra Level pending

Consider a Arithmetic Progression. Such that :
Twentieth term of this progression is : $$log(20)$$ Thirty second term of same AP is
$$log(32)$$ .
Then $$A$$th term of this AP is $$B/C$$ Where $$A,B,C$$ are natural numbers.
$$A+B+C$$ is :

Take base of logarithm to be 10.

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