In this puzzle you shouldhave to fill with water some cells of the imaginary smallgrid. The number of filled squares in each row and column up to the number that is written next to it with water.
You can't fill a square if thethe squares connected to it (under and, left and right of it-without any limits between them)are in the same region are empty. And one more point is thatAlso, you can't fill a square thatif the square under it is an empty square because the water fallswould fall down because of gravity.(you should pay attention to simple physics laws such as gravity) There are 2 wrong examples.
Here are 2 wrong examples:
1 - you can't fill half of a imaginary square:
2 - you should pay attention to gravity:
And this is the question! :
This puzzle has been invented by Sharif university's students.
EDIT: If OP doesn't mind, here is the grid in ASCII form. Regions are represented by letters A-Z and numbers 0-3.
AAABCCDDDDEE
FABBBCGGEEEH
FAAICCGJJEHH
IIIIKGGLJJJH
IMIKKKKLLNNH
MMMMKOPPLLNQ
MRROOOPSSNNQ
TRUOUPPPSSNQ
TRUUUVWPXYYY
RRZZZVWWXX0Y
1ZZ2VVVWX00Y
1112222W3300