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Bent stackers are faster because it makes them perfectly equivalent to straight stackers if you set them up in a 2x6 square configuration. 6 straight stackers or 4 bent stackers fit the same space and do the same amount of work, but each has their own niche where they fit better than the other. Rows of bent stackers even include gaps that let you slip a belt in to feed the top layer where the solid wall of linear stackers wouldn't.
In example here in my 1x1 3layer full size stacker where a 6th straight one wouldnt fit in. the corner stacker fits perfectly, giving me the last piece for the full throughput.
https://steamcommunity.com/sharedfiles/filedetails/?id=3311997209
Another good example would be this one. There are alot of shapes/tasks which need to be multiplied by themselfes. This setup allows you to multiply the shape by 4 times on minimal space, there is even leftover space for rotators if needed. All on a 1x1. You wouldnt do that with straight stackers in the same area.
Stackers can’t be stacked since that would require a 4th floor, so no benefit with the 3rd floor.
But outside of some very limited uses they're an alternative at absolute best. Their input/output positioning in the vast majority of situations means they're often still going to take the same amount of space as the equivalent throughput of regular stackers anyway.
The real key is using them in pairs with the inputs AND outputs both pointing at matching squares, so in a single 2x2 space (including the belt-split and belt-merge) you get the equivalent of a 3x4 worth of 3 normal stackers.
Expanding to a 'full equal belt' capacity (4 vs 6) it's a 4x3 space to equal a 6x4 space of straight-through stackers including the routing belts for the outputs and inputs to merge, literally half the space taken.