In shatranj the elephant leapt exactly two squares along a diagonal, over whatever stood between. That was all it could do. Starting from its home square it could reach only 8 squares of the 64 in an entire game, and the four elephants on the board moved on four separate sets of squares, so no elephant could ever capture another.
The xiangqi elephant makes the same step: exactly two points along a diagonal. Two things differ. It cannot leap: a piece on the point in between stops it, which players call 塞象眼, blocking the elephant's eye. And it never crosses the river, so it can reach only 7 points.
The chess bishop slides as far as the diagonal is open and can stand on 32 squares. That move is recorded in Europe from the late 15th century.