hard · Market Microstructure
Two venues trade the same asset: a 'lit' continuous limit-order book and a 'dark' midpoint-crossing pool that executes at the lit midpoint with no price discovery. Suppose a regulator imposes a binding cap that pushes a marginal block of *uninformed* liquidity-demanding flow from the lit book into the dark pool.
Holding the informed-trader population unchanged, what is the first-order effect on the lit book's quoted spread and on the dark pool's adverse-selection exposure?
- The lit spread widens because the lit book retains the same informed flow against a thinner uninformed base (higher informed concentration), while the dark pool's adverse-selection exposure falls because it newly absorbs disproportionately uninformed flow that improves its execution mix.
- The lit spread narrows because removing flow reduces congestion and queue length, while the dark pool's adverse-selection exposure rises because any diverted flow mechanically increases its toxicity.
- Both the lit spread and the dark pool's adverse-selection exposure are unchanged, because moving uninformed flow between venues is informationally neutral and only the informed-flow split matters for either venue.
- The lit spread widens and the dark pool's adverse-selection exposure also rises, because thinner lit liquidity makes the informed migrate to the dark pool, raising toxicity there even as uninformed flow arrives.
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