SOLVE
LATER
For once, lets assume Byteland to be a 3 dimensional space of size N X N X N. The Lolympics Committee has decided that every contingent representing a country will stay in a hotel at a particular coordinate denoted by its x-axis, y-axis and z-axis. Now, the Players Welfare Association(PWA) has to answer some queries as well as give accommodation to the Lolympic players.
There will be Q number of queries which can be of two types:-
1. 1 x y z val - A contingent consisting of val number of players have been alloted a hotel in the coordinate (x,y,z).
2. 2 x y z X Y Z- Calculate the total number of players who are not residing in the coordinates ranging from (x <= xi <= X, y <= yi <= Y, z <= zi <= Z)
Constraints:
1 <= N <= 10^{2}
1 <= Q <= 10^{5}
0 <= x,y,z <= X,Y,Z <= N
1 <= val <= 10^{9}
Input:
The first line consists of two numbers N and Q.
Next Q lines consists of queries of the two forms mentioned above.
Output:
Print the answer for query 2 in a single line.
For the first query of type 2, the number of players residing in the coordinates ranging from (3,4,5) to (9,10,9) is 15. So answer is 21 - 15 = 6.
For the second query of type 2, the number of players residing in the coordinates ranging from (0,0,0) to (8,9,10) is 34. So answer is 44 - 34 = 10.