249. Matrix
time limit per test: 0.5
sec.
memory limit per test: 65536
KB
input: standard
output: standard
It is necessary to arrange numbers from 0 to 2^(N+M)1 in the matrix with 2^N rows and 2^M columns. Moreover, numbers occupying two adjacent cells must differ only in single bit in binary notation. Cells are adjacent if they have common side. Matrix is cyclic, i.e. for each row the leftmost and rightmost matrix cells are considered to be adjacent (the topmost and the bottommost matrix cells are also adjacent).
Input
The first line of input contains two integers N and M (0<N,M; N+M<=20).
Output
Output file must contain the required matrix in a form of 2^N lines of 2^M integers each.
Sample test(s)
Input
1 1
Output
0 2
1 3
Author:  Antony Popovich

Resource:  Petrozavodsk Summer Training Sessions 2004

Date:  August 25, 2004

Server time: 20180623 00:44:47  Online Contester Team © 2002  2016. All rights reserved. 

