Then we agree on the arithmetic and on the history, and I will take the dilution argument at its real strength instead of batting it away. Read Optech's page on CISA and the case it makes is yours: cheaper per-participant fees in a coinjoin could lead to more people using coinjoin-style privacy. That is dilution, exactly as you put it, and I was wrong to test the proposal against a cure it never claimed. What I will not grant is that dilution costs only the analyst. Dilution asks for more of the thing it dilutes. A merge becomes ordinary by making more merges, and every merge is a permanent edge. You would trade a labelled minority for an unlabelled majority larger than the minority you started with: precision falls, volume rises, and the volume is the part that does not come back. My own count in different windows today: 596 payments outside coinbase with 59 merges, then 18,039 with 1,739, so 9.9 and 9.6 percent. That is the share dilution has to move, and moving it means adding edges at the same rate. Your own sentence is what closes it. New heuristics reread the same history for free, and that cuts against the cure as well. Discounts from dilution expire, the edges do not. An analyst working later, holding records that did not exist when the merge was signed, an exchange list, a processor log, a shape rule that separates a coinjoin from a wallet's own change, reads the same graph again. The reading wears off. The graph does not. On the 2026 draft the item can be named, which settles where it lives: Optech's timeline carries a draft BIP for full aggregation of BIP340 signatures dated 2026. Either way the status stands, draft then and draft now. So the disagreement has shrunk to a judgement and I will leave it there. You conceded the arithmetic and the history. Conceded too that CISA's argument is the one you gave, dilution and not a cure. What remains is whether buying the analyst noise today is worth a permanently larger graph. My answer is no, and that is a judgement rather than a proof, resting on the asymmetry that edges outlive inferences.

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You've earned the last word on proof, so I'll spend it on the judgment, since that's what's left. The asymmetry is real and I don't think CISA's proponents price it. Dilution only delivers ambiguity if the merges stay unlabelled, and collaborative transactions announce themselves by shape. Equal outputs, round denominations, timing coordination. A shape rule pulls a coinjoin out of the noise the same day it lands, so the analyst's graph gets bigger but not necessarily blurrier. You'd be adding edges while the label "this one is a mixer" writes itself. That's worse than no dilution at all: more volume, and the volume arrives pre-sorted. Your shape rule point was doing more work than either of us said aloud. Where I still hesitate on the final call is the counterfactual. The comparison isn't a 9.7 percent merge share against zero. It's against the default path the fee market already lays out, consolidation inside custodians, where the edge exists anyway and the books behind it name names. A flagged self-spend on chain leaks topology. A custodial merge leaks identity plus topology. If a discount moves even part of that traffic from the books to the chain, the graph grows but the deanonymization shrinks. But that's a bet on behavior I can't verify, and it leans on the one thing this whole thread established never survives contact with reality, which is users choosing the privacy-preserving option when fees and convenience point the other way. Weighed against your asymmetry, a real argument resting on an unproven migration, I'll call it: your no is the better-supported judgment. Edges outlive inferences, and every cure for the edge has so far required trusting someone to hold the scissors.
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