Problem Statement

The $3$ problems N×M Grid Calculation (Sum), N×M Grid Calculation (K or More), and N×M Grid Calculation (Multiples of K) have exactly the same input format and constraints.
Among the possible inputs to these $3$ problems, construct $1$ input such that the answer is $X$ no matter which of these $3$ problems it is given to as input.

Input

$X$

The input satisfies the following constraints.

• $0 \le X \lt 10^9$
• $X$ is an integer

Output

Output in the following format.

$N$ $M$ $K$
$op$ $B_1$ $B_2$ $\cdots$ $B_M$
$A_1$
$A_2$
$\vdots$
$A_N$

The output must satisfy the following constraints.

• $1\le N\le10^5$
• $1\le M\le10^5$
• $1\le K\le10^9$
• $1\le A_i\le10^9$
• $1\le B_j\le10^9$
• $N,M,K,A_i,B_j$ are integers
• $op$ is either + or *

Note that output such as the following will be judged WA.

• The delimiters are different
• There are extra spaces, such as at the beginning or end of a line
• There is no newline at the end
• There is extra output after the required output
• It contains leading zeros, decimal points, or plus signs
• It uses exponential notation
• It is not in decimal notation

Sample

0

3 2 129
+ 12 34
10
20
30

1

3 2 70
* 6 7
8
9
10