U387185 【MC系列8】沉船宝藏

题目背景

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) ![](https://img2.baidu.com/it/u=80966492,1779215073&fm=253&fmt=auto&app=138&f=JPEG?w=584&h=339) ## 题目提供者:[liu3600](https://www.luogu.com.cn/user/750365) ### liu3600 正在一个特别肥的沉船里找宝藏。 ~~具体的自己去看题目描述~~

题目描述

传说很遥远的沉船顶层藏着诱人的宝藏。liu3600 历尽千辛万苦终于找到传说中的这个沉船,沉船的门口竖着一个告示牌,上面写有几个大字:寻宝说明书。说明书的内容如下:[](7) 此沉船共有 $N+1$ 层,最上面一层是顶层,顶层有一个房间里面藏着宝藏。除了顶层外,沉船另有 $N$ 层,每层 $M$ 个房间,这 $M$ 个房间围成一圈并按逆时针方向依次编号为 $0,…,M-1$。其中一些房间有通往上一层的楼梯,每层楼的楼梯设计可能不同。每个房间里有一个告示牌,告示牌上有一个数字 $x$ ,表示从这个房间开始按逆时针方向选择第 $x$ 个有楼梯的房间(假定该房间的编号为 $k$),从该房间上楼,上楼后到达上一层的 $k$ 号房间。比如当前房间的指示牌上写着 $2$ ,则按逆时针方向开始尝试,找到第 $2$ 个有楼梯的房间,从该房间上楼。如果当前房间本身就有楼梯通向上层,该房间作为第一个有楼梯的房间。 寻宝说明书的最后用红色大号字体写着:“寻宝须知:帮助你找到每层上楼房间的指示牌上的数字(即每层第一个进入的房间内指示牌上的数字)总和为打开宝箱的密钥”。 请帮助 liu3600 算出这个打开宝箱的密钥。

输入格式

输出格式

说明/提示

【数据范围】 $1 \le N \le 10^4,1 \le M \le 100,1\le x \le 10^6$