greens rest

1155 .
.
7 11 .
6 .
.
.
1,500+ .
162010 100.

1155 .
.
7 11 .
6 .
.
.
1,500+ .
162010 100.
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x_1 = 4 imes 0.5 imes (1 - 0.5) = 4 imes 0.5 imes 0.5 = 1.0
x_2 = 4 imes 1.0 imes (1 - 1.0) = 4 imes 1.0 imes 0 = 0.0
x_3 = 4 imes 0.0 imes (1 - 0.0) = 4 imes 0.0 imes 1 = 0.0
But based on algebra, no non-zero common solution.
Only possibility: perhaps the coordinates are not both zero, but the system resets at another point?
But maybe in discrete simulation, but no.
But since the problem asks for when it returns, and none exists, likely a mistake.