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The number of rabbits born in interesting mathematics: Italian mathematician Fibonacci raised a very interesting mathematical problem: if a pair of rabbits can have one pair every month,
(1) Starting with 1 for rabbits,

A month later, it was 1 for adult rabbits.

Two months later, 1 for adult rabbits and 1 for white rabbits,

Three months later, there were two pairs of adult rabbits, 1 pair of small rabbits.

Four months later, there were three pairs of adult rabbits and two pairs of small rabbits.

The logarithm of the rabbit per month is:

1, 1,2,3,5,8, 13,2 1…

So from a pair of newborn rabbits, it became 8 pairs of rabbits after 6 months;

As shown in the figure: ◎◎◎◎◎

◎●○◎…●●●○○◎◎◎;

(2) From the second month, the rabbit logarithm of each month is equal to the sum of the rabbit logarithm of the previous two months;

(3) Fill in the form according to the following rules: month 1 2 3 4 5 6 quantity (right)1235 August 78910165438 quantity (right) 13265438.