Cat's Age

There are several proposals for converting a cat's age to human age. One such approach works as follows:

1. The first year of a cat's age is equivalent to 15 years of human age.
2. The second year of a cat's age is equivalent to 9 years of human age.
3. Every year after the second year of a cat's age is equivalent to 4 years of human age.

For example, if a cat is 13 years old, the cat is $(15) + (9) + [(13 - 2) \times 4] = 68$ years old in human age. Note that this approach implies:

1. If a cat is less than one year old, each month of the cat's age is equivalent to 15 months of human age. For example, a 5-month-old cat is $5 \times 15 = 75$ months old in human age, which is 6 years and 3 months.
2. If a cat is older than one year but less than two years old, each month after the first year is equivalent to 9 months of human age. For example, a cat that is 1 year and 7 months old is $15 \text{ years} + (7 \times 9) \text{ months} = 15 \text{ years} + 63 \text{ months} = 20$ years and 3 months old in human age.
3. If a cat is older than two years, each month after the second year is equivalent to 4 months of human age. For example, a cat that is 5 years and 7 months old is $15 \text{ years} + 9 \text{ years} + (5 - 2) \times 4 \text{ years} + (7 \times 4) \text{ months} = 38$ years and 4 months old in human age.

There is only one input line containing two integers: $y$ ($0 \le y \le 20$), the year part of the cat's age, and $m$ ($0 \le m \le 11$), the month part of the cat's age.

Print two integers: the cat's age in human age, given as years and months. The month value must not exceed 11.