Boki-chan indeed does not like mathematics, so he hopes to find some numbers he likes from a given range.
If the absolute difference of all adjacent digits of a number is $$$1$$$, then Boki-chan will like it. In particular, all one-digit numbers are liked by Boki-chan. For example, Boki-chan likes $$$4567$$$, $$$4565654$$$, $$$3210$$$, $$$9$$$, but does not like $$$112$$$, $$$12332$$$, $$$555$$$.
Given the interval $$$[L, R]$$$, please find the number of numbers that Boki-chan likes within this interval.
Input a line with two integers $$$L, R (1 \leq L \leq R \leq 10^{18})$$$, representing the given interval.
Output a line with a single integer, representing the number of numbers that Boki-chan likes in $$$[L, R]$$$.
6 21
7
In the first sample, the $$$7$$$ numbers that satisfy the condition are: $$$6$$$, $$$7$$$, $$$8$$$, $$$9$$$, $$$10$$$, $$$12$$$, $$$21$$$.