10^N+7

## 题目描述 [problemUrl]: https://atcoder.jp/contests/jag2018summer-day2/tasks/jag2018summer_day2_a 有三个非负整数 $ x,y,z $，你需要找到符合以下条件的最小非负整数 $n$ : - $ n\ {\rm\ mod}\ 17\ =\ x $ - $ n\ {\rm\ mod}\ 107\ =\ y $ - $ n\ {\rm\ mod}\ 1000000007(=10^9+7)\ =\ z $ ## 输入格式 输入三个非负整数 $x,y,z$（用空格隔开） ## 输出格式 输出符合要求的 $n$ 的最小值 ## 提示 ### 数据范围 - $ 0\ \leq\ x\ <\ 17 $ - $ 0\ \leq\ y\ <\ 107 $ - $ 0\ \leq\ z\ <\ 10^9+7 $

[problemUrl]: https://atcoder.jp/contests/jag2018summer-day2/tasks/jag2018summer_day2_a You are given three non-negative integers, $ x $, $ y $, $ z $. Your task is to find the smallest non-negative integer $ n $ with all of the following conditions: - $ n\ {\rm\ mod}\ 17\ =\ x $ - $ n\ {\rm\ mod}\ 107\ =\ y $ - $ n\ {\rm\ mod}\ 1000000007(=10^9+7)\ =\ z $

The input is given from Standard Input in the following format: > $ x $ $ y $ $ z $

Print the value of $ n $ in the statement.

15 50 1

1000000008

0 0 0

0

3 14 159265358

1050159272708

### Constraints - $ 0\ \leq\ x\ <\ 17 $ - $ 0\ \leq\ y\ <\ 107 $ - $ 0\ \leq\ z\ <\ 10^9+7 $