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A man of faith visits the holy land where three
temple are erected in a row offering a surreal
divinity to the place. Awestruck at the sight of the
magnificent temples, he visits the first temple
where he finds that the number of flowers in his
basket increases to double the number as soon as
he sets his foot inside the temple. Astonished by
the miracle he is completely happy and seeks it as
a blessing of his god. He offers a few flowers to
the stone idol of god and moves out.
Then he visits the second temple, where the same
miracle happens again. The number of flowers in
his basket again double up in number. With a smile
on his face, he offers a few of flowers to the stone
idol again and walks out after praying.
The moment he enters the third temple, the number
of flowers increases to double again. Now he feels
entirely blessed. He offers all the flowers at the feet
of the stone idol and walks out in a moment of
bliss.
When he walks out, he has no remaining flowers
with him. He offered equal number of flowers at
each of the temple.Then the minimum number
of flowers he had before entering the first temple be (*A*)
and number of flowers he offered at each temple be (*B*).
Then what is the value of (*A+B*)?

This is not original problem.

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