In single cell there is some excess of accumulators, but accumulators on the edges are shared between cells. If this blueprint would be placed on infinite grid, the accumulator/solar ratio would be 0.81, for reasonably big grids like 3x5 the ratio is 0.86, so it is quite near being optimal.
After quite a lot of trials, errors and tweaking I managed to fit symmetric 4-lane 4-way intersection in the grid.
Because this intersection is symmetric, I could take subsets of the rails for straight segments, turns, T-intersections and they are easily placable over each other.
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