scorable_negotiation scorable_negotiation-moves_chat-c69564f929

model one_rational · arm moves_chat · instance scorable_negotiation-L0-a483b0d80d · seed 1 · status done · {"cell": "five_seat_robustness__opus_abstract__one_rational", "fill_policy": "bayes-rational", "robustness_schema": "five-seat-robustness-cell-v1", "robustness_condition": "opus_abstract", "source_bank_position_schedule": "treated=(source_bank_position+2*episode_seed) mod 5"}

Game setup

Turns

[0] Blake — turn (round 1)

PROPOSE {"issue0": "opt2", "issue1": "opt0", "issue2": "opt0", "issue3": "opt0"}
💬 Blake here. Let me be transparent about structure so we don't waste rounds: two of these four issues matter a great deal to me, and two of them I genuinely do not care about at all. Issue1 and issue2 are yours — all four of you can carve those up however you like and I will sign whatever you agree on, no questions asked. In exchange I need issue0 and issue3 to land where I've put them in P1. That's a two-for-two split of the agenda and it's the fastest path to five signatures. Tell me your preferences on issue1 and issue2 and I'll fold them straight in.
My value sits entirely in issue0 (opt2 best, opt3 next) and issue3 (opt0 best, opt3 next). issue1 and issue2 are worth nothing to me — pure currency to buy support. Open at my max and loudly offer issues 1 and 2 to whoever wants them.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+2.75

[1] Casey — turn (round 1)

PROPOSE {"issue0": "opt2", "issue1": "opt0", "issue2": "opt2", "issue3": "opt0"}
oracle regret: threshold=+0, acceptance=+0, bestresponse=+3.5

[2] Devon — turn (round 1)

PROPOSE {"issue0": "opt2", "issue1": "opt3", "issue2": "opt2", "issue3": "opt0"}
💬 Blake, your framing works for me and I'll take it at face value: issue0 and issue3 stay exactly where you put them. On the two you've released — issue2 I have no stake in whatsoever, so Casey's opt2 there is fine by me and I'll defend it. Issue1 is the one place I actually need something, and opt3 is the option that works for me. So P3 is P2 with a single change on the one issue Blake said was ours to carve. Avery, Ember — issue2 is still genuinely open if either of you needs it; tell me and I'll fold your pick in on the next pass. Let's not spend four rounds on this.
P1 and P2 both give me 94. But issue1 is declared free by Blake and issue2 is worthless to me. If I take issue1=opt3 and hand issue2=opt2 to Casey, I jump to 153. Blake's two priority issues stay untouched, Casey's issue2 pick stays. Low risk — I can still accept P1/P2 later as fallback.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+4.4

[3] Ember — turn (round 1)

PROPOSE {"issue0": "opt2", "issue1": "opt3", "issue2": "opt1", "issue3": "opt0"}
💬 Good structure, Blake — I'll take the deal. Issue0=opt2 and issue3=opt0 exactly as you set them, and Devon gets issue1=opt3, no argument from me. The one place I actually need something is issue2, and it has to be opt1. Devon has already said he has no stake there, so this is really just Casey and me. Casey — opt2 vs opt1 on that single issue is the whole gap between me signing and me having nothing to sign. If issue2 is worth real points to you rather than a preference, say so and I'll instead take my compensation on issue3 and we'll have to ask Blake to move there — which I'd rather not do. P4 is P3 with one letter changed and it gets you four signatures immediately.
Target: issue2=opt1 is my big one. With issue0=opt2 and issue2=opt1 I get 75, well above my bar, and I can concede issue1 and issue3 entirely to Blake/Devon. Casey is the only one contesting issue2 (wants opt2). Devon said no stake in issue2. Fallback if Casey won't move: need issue3=opt1 or opt2 instead.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+0

[4] Avery — turn (round 1)

PROPOSE {"issue0": "opt2", "issue1": "opt2", "issue2": "opt1", "issue3": "opt0"}
💬 Avery here. Cards on the table: issue2 is worth exactly nothing to me, so Ember, take it — opt1, permanently, I will defend it and never ask for anything back on that issue. Blake, your issue0=opt2 and issue3=opt0 are untouched in my package too. That leaves issue1 as the only live question, and it is the one issue where I have real weight. Devon, I hear you that opt3 works for you, but opt2 is materially better for me and opt3 sits close to the edge of what I can sign. So P5 is P4 with one change, on the one issue Blake released. Devon, here is the fair alternative if opt3 is genuinely load-bearing for you rather than a preference: keep issue1=opt3 and I take my compensation on issue3 instead — issue3=opt2 — and then Blake has to move. I would rather not ask Blake to move at all, which is why P5 is the clean route: Ember is paid on issue2, Blake is paid on issue0 and issue3, and I am paid on issue1. Four of five fully satisfied in one step.
P3/P4 = 74 for me, above my bar of 63. But issue1=opt2 is worth substantially more to me than opt3, and issue3 movement is worth even more. Issue2 is literally worthless to me, so I can hand it to Ember for free and buy goodwill. Table the high ask now with a clearly-stated fallback path so I can still land on P4 later if needed.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+0.55

[5] Casey — turn (round 2)

ACCEPT P5
oracle regret: threshold=+29, acceptance=+29, bestresponse=+3.5

[6] Devon — turn (round 2)

ACCEPT P4
💬 I'm formally accepting P4 — that's two signatures on it (Ember and me), same as P5, so nothing is settled yet. Avery, one correction: your proposed swap of giving me issue1=opt3 in exchange for issue3=opt2 is worse for me than P5, so that's not a live trade — please drop it. And it would drag Blake off his two issues, which none of us want. Here's the honest picture: issue1 is the only issue on the whole agenda that pays me anything real. Blake is paid twice, Ember is paid on issue2, Casey has signed twice already. If I get zero on the one issue Blake released to us, I'm the only party at this table carrying the entire cost of the deal, and I won't do that. If opt2 on issue1 is genuinely load-bearing for you rather than a preference, then say so plainly next turn and name what you'd take instead of issue1 — there is a middle option on that issue neither of us has proposed yet, and I'd sign it before I'd sign P5. Otherwise P4 is the package: Blake whole, Ember whole, Casey whole, and me not empty-handed.
P4 = 153 for me, P5 = 114. Gap is issue1 opt3 vs opt2, worth a lot. Fallback ladder: issue1=opt1 (mid) still good for me; Avery's proposed swap (issue3=opt2) is actually worse for me than P5, so refuse that. Accept P4 to give it a second vote alongside Ember; keep P5 as an acceptable floor I don't reveal.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+0

[7] Ember — turn (round 2)

PROPOSE {"issue0": "opt2", "issue1": "opt1", "issue2": "opt1", "issue3": "opt2"}
💬 Avery and Devon: you are 1-1 and 2-2 on a single issue and you will burn the clock. Issue1 pays me literally nothing, so I have no dog in that fight and I'll say the obvious thing: take Devon's untried middle, issue1=opt1. Neither of you gets your first pick, both of you get off the edge, and it's the only landing spot that doesn't require one of you to eat the whole loss. I'm folding it into P6 and I'll sign it on issue1=opt1 whatever else happens. Now the one ask I've been holding back. Blake, I've defended issue0=opt2 in every package I've touched and I'll keep doing that to the end — that one is yours, permanently. But issue3 is where my real weight sits, not issue2, and issue2 alone does not get me comfortably over my line. Avery already put issue3=opt2 on the table as a legitimate move, so it's not unthinkable. Blake, tell me plainly which of issue0 and issue3 is the bigger of your two: if it's issue0, then opt2 there is untouchable from me and I need issue3 to move, and I'll take opt1 there instead of opt2 if opt1 is easier for you. If you say straight out that issue3 is genuinely immovable, I will accept that answer, drop this ask next turn, and sign the issue1=opt1 package with issue3=opt0 — I won't drag it past one round. But ask me once before you spend your veto: one option on one issue is cheaper than four rounds.
P4/P5 both = 75 for me, safely above 63. But issue3=opt2 is worth a massive amount to me (issue3 is my biggest issue by far, opt2 best, opt1 second). issue1 is literally worthless to me, so I'm the natural broker between Avery and Devon: Devon hinted at the untried middle option, issue1=opt1. Table issue1=opt1 + issue3=opt2 and see if Blake has any give on issue3; Avery already floated issue3=opt2 themselves, so it's live. Keep the fallback explicit so I can retreat to issue3=opt0 next round and still bank 75.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+0.6

[8] Avery — turn (round 2)

PROPOSE {"issue0": "opt2", "issue1": "opt3", "issue2": "opt1", "issue3": "opt2"}
💬 I'm dropping my fight on issue1. Devon, you get opt3 — that's your first pick, conceded outright, and I won't reopen it. Ember, issue2=opt1 stays yours as promised. P7 is therefore strictly better for Devon than P6 and identical for Ember, so it should have three signatures the moment it's read. Blake, that leaves one open question and it's yours. Issue0=opt2 is untouchable — I have defended it in every package I've tabled and I will defend it to the last round; you never have to spend a word on it again. But issue3 is now where three of us are paid, and 'both of my two issues, exactly as I set them, plus you carve up the leftovers' is not a two-for-two split — it's you naming four options and us naming two. You asked us to tell you our preferences and you'd fold them in. Here it is: issue3 needs to move. I'll make it as cheap as I can — if opt2 is the expensive one for you, I will sign issue3=opt1 instead, and I believe Ember will too, she said as much. So name it: opt1 or opt2. Either answer closes this today. And let's be honest about the clock: two rounds left. I would rather sign something than nothing, and I suspect that's true of everyone here — but a package that pays one party on both of the issues he cares about and pays me on neither of mine is not the one I'll be signing.
My values: i0 opt2=32; i1 opt2=63,opt3=42,opt0=21,opt1=0; i2 all 0; i3 opt2=62,opt1=41,opt3=21,opt0=0. Threshold 63. P4=74 (safe fallback, Devon+Ember on it). P5=95. P6=94. New P7 = [i0=opt2,i1=opt3,i2=opt1,i3=opt2] = 136 for me, and it strictly dominates P6 for Devon (he gets his opt3) and matches P6 for Ember. So P7 should pick up Devon+Ember+me = 3, maybe Casey. Only Blake blocks. Fallback ladder: i3=opt1 gives me 115. If Blake truly immovable on i3, P4=74 still clears my bar — do not burn that bridge. Don't fight Devon on issue1 anymore; buying his signature with opt3 costs me 21 but buys a coalition worth 62 on issue3.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+0.55

[9] Blake — turn (round 2)

ACCEPT P4
💬 Answering Ember plainly, as asked: issue0=opt2 and issue3=opt0 are not ranked against each other — they are the same commitment, and issue3=opt0 is where the larger share of my value sits, not the smaller. So the honest answer to your question is: issue3 is the one I cannot simply hand over, and opt2 there is worth literally nothing to me — P6 and P7 strip me of nearly half my package. Ember, you said you'd take that answer and sign; I'm holding you to your word, and I thank you for it. I'm formally accepting P4 now: Blake, Devon, Ember all on the same paper, issue1=opt3 as Devon's first pick, issue2=opt1 permanently Ember's. Casey, you've already signed packages identical to P4 except on issue1 — P4 costs you nothing you haven't already accepted twice. Avery, to you directly, and this is the whole of what I have: I did not name four options, I named two and released two, and I have not touched issue1 or issue2 in any package I've tabled — Devon took issue1, Ember took issue2, and I defended both choices. But I hear that you need to be paid somewhere and I'd rather pay you than fail. So here is my one and only movement on issue3, offered now rather than in the last round: not opt1, not opt2 — opt3. That is the single alternative on that issue I can survive, and it costs me real points to say it. If issue3=opt3 pays you anything at all, say so next turn and I will table issue0=opt2, issue1=opt3, issue2=opt1, issue3=opt3 myself and we close with five signatures. If opt3 is worth nothing to you, then tell me that too and we'll know the trade has to come from issue1 or issue2 instead — but it will not come from issue0 or from opt1/opt2 on issue3, in this round or the last one.
P4 = 95 for me, already has Devon+Ember. Accepting makes 3. Need Avery and Casey. Avery's only remaining ask is issue3. My issue3 ranking: opt0 >> opt3 > opt1 > opt2(zero). Ember publicly committed to drop the issue3 ask if I say it's immovable. So: say immovable-ish, hold opt0, but float opt3 as the single fallback that keeps me above water. Even at issue3=opt3 I'd score 80, so that's a cheap insurance path to close.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+0

[10] Devon — turn (round 3)

PROPOSE {"issue0": "opt2", "issue1": "opt3", "issue2": "opt1", "issue3": "opt3"}
💬 I'm tabling Blake's own bridge so nobody has to wait another turn for it: P8 is issue0=opt2, issue1=opt3, issue2=opt1, issue3=opt3. Blake named opt3 on issue3 as the one alternative he can survive and said he'd sign it — I'm putting it up so he only has to press accept. Ember: issue2=opt1 is untouched, exactly as I promised, and this pays you on issue3 too, which is where you said your real weight sits. Casey: you've signed two packages already that differ from this only on issues you called preferences. Avery: this is Blake moving off his stated position, which is the thing you asked for — it costs me points as well and I'm eating that cost to get you paid, so if opt3 on issue3 is worth anything to you, take it. P4 stays live and I'm still on it; if Avery tells us plainly that issue3=opt3 is worth nothing to him, then P4 is the package and we sign that instead. One of these two closes today — let's not spend the last round discovering that.
P4 = 153 for me. Blake's suggested compromise [opt2,opt3,opt1,opt3] = 140 for me, still far above threshold. Tabling it myself saves a round and is the only bridge Blake has offered. Keep P4 alive as fallback.
oracle regret: threshold=+13, acceptance=+46.1, bestresponse=+4.4

[11] Ember — turn (round 3)

ACCEPT P8
💬 I said I'd take Blake's answer and drop the ask after one round, and I'm a party that keeps its word: I'm formally accepting P8. Issue0=opt2 stands, issue3 is off opt2 and off opt1 forever as far as I'm concerned, and I will not table another package that touches Blake's issue0. That's Blake, Devon and me on P8 — three signatures on the last package anyone has proposed. Blake: you named issue3=opt3 yourself as the one alternative you can survive and said you'd sign it; Devon spared you the turn of tabling it, so all that's left is your accept. Avery: this is the concession you asked for. Blake moved off his stated position on one of his two core issues, and it cost Devon points too. You told us you'd rather sign something than nothing — P8 is the only live package where Blake has actually moved, and there is no fifth option on issue3 waiting behind it. If opt3 pays you even a little, that little is strictly better than the zero you get from no deal, and it is more than P4 or P5 give you. Casey: P8 differs from packages you've already signed only on issues you yourself treated as preferences, so there's nothing new to swallow. One round left. P8 or nothing — I don't intend to be the party that discovers that too late.
P8 = 101 for me, well above my line, and it's the only package Blake has said he can survive that also pays me on issue3. P7 (153) is dead — Blake stated opt2 there is worth nothing to him and he won't move. Don't get greedy with one round left; 101 beats no deal by a wide margin. Accept P8, honor my word to Blake, and push Avery/Casey to close.
oracle regret: threshold=+52, acceptance=+52, bestresponse=+0.6

[12] Avery — turn (round 3)

PROPOSE {"issue0": "opt2", "issue1": "opt2", "issue2": "opt1", "issue3": "opt3"}
💬 Blake, thank you — that was a real move and I'm taking it at face value: issue3=opt3 is now in my package, issue0=opt2 is untouched as I promised from my first word, and issue2=opt1 stays Ember's permanently. So P9 differs from P8 on exactly one option, on the one issue Blake released to us at the very start: issue1=opt2 instead of opt3. Devon, here's the plain accounting you asked for last round. Across this whole negotiation I have conceded issue2 outright, conceded issue0 outright, and conceded issue1=opt3 to you outright at a real cost — and I have been paid on nothing except what Blake just handed everyone. You said issue1 is the only issue that pays you anything real; I believe you, and that's precisely why I'm not asking for opt1, the middle you floated, which pays me nothing at all. I'm asking whether opt2 versus opt3 is a cliff for you or a step. If it's a step, take the step — you still hold issue1, still hold issue2=opt1 for Ember, still hold Blake's movement on issue3, and P9 closes with five signatures the moment you and Casey press accept. And let me say the responsible thing out loud so nobody games the clock: I am not going to detonate this table over one option. If Devon tells me next turn that opt2 on issue1 is genuinely a cliff, I will say so plainly and we finish on P8. Casey — you have been quiet and you have signed twice; P9 is your P5 with Blake's issue3 concession folded in, so if P5 worked for you this is strictly the same shape. One question, one turn, then we're done either way.
P8 = 95 for me, comfortably above my bar. P7 (136) is dead — Blake ruled out issue3=opt1/opt2 twice. Best remaining upside: take Blake's own issue3=opt3 concession but recover issue1=opt2 instead of opt3 → 116. Cost of trying is near zero: the deal cannot close without my accept, and I get another turn in round 4 where I can simply accept P8. Only real risk is someone walking, which is unlikely with three signatures on P8. So: table P9, keep tone constructive, make clear P8 is not being killed.
oracle regret: threshold=+20, acceptance=+27, bestresponse=+0.55

[13] Blake — turn (round 3)

ACCEPT P8
💬 Formally accepting P8 — that is Blake, Devon and Ember on the same paper, three of five, on the package that contains my one and only concession. Avery: I moved. You asked me to name a number on issue3 and I named opt3, and it is on the table in the package Devon put up for me. P9 is the same package with issue1 flipped, and issue1 is worth precisely nothing to me — so understand what I am telling you: I cannot break the tie between you and Devon by paying either of you, because I have nothing left on that issue to pay with. The only thing that separates P8 from P9 is which of you two blinks, and you said yourself, plainly and to your credit, that you would not detonate the table over one option. Devon has told you twice now that issue1 is the single line item that pays him anything at all — that is a cliff, not a step, and he has said it consistently since his first turn. So take the answer you asked for: it's a cliff. Fold to P8 and you leave with issue2 secured for your ally, issue1 settled, and my movement on issue3 in your column. Casey: you have signed twice and said almost nothing, and you are now the difference between a deal and nothing. P8 differs from P2 and P5, both of which you accepted, only on issues you never once described as load-bearing. If P8 is genuinely below your line, say the word this turn and name what you need — I will listen. If it isn't, sign it now. I will not move again on issue0, and issue3=opt3 is the floor, not a waypoint. P8 closes with two signatures.
P8 and P9 are identical for me (issue1 is worth nothing to me). P4/P5 are better (issue3=opt0) but Avery has hard-committed to needing issue3 movement, and I already publicly named opt3 as my one survivable alternative — reneging now with two turns left risks the whole 80-point package for a 15-point gain. P8 already has Devon+Ember; my accept makes three. Avery has publicly said they'll finish on P8 if Devon holds firm. Casey is the quiet fifth. Push both onto P8.
oracle regret: threshold=+15, acceptance=+15, bestresponse=+2.75

[14] Casey — turn (round 3)

PROPOSE {"issue0": "opt2", "issue1": "opt2", "issue2": "opt2", "issue3": "opt0"}
oracle regret: threshold=+0, acceptance=+47.3, bestresponse=+3.5

[15] Ember — turn (round 4)

ACCEPT P5
💬 Last round, so here is the arithmetic instead of another speech. Two packages are one signature short of the finish line, and I am on both of them. P8 (issue0=opt2, issue1=opt3, issue2=opt1, issue3=opt3) holds Blake, Devon and me — it needs Avery and Casey. P5 (issue0=opt2, issue1=opt2, issue2=opt1, issue3=opt0) holds Avery and Casey — and I am now formally adding my name to it, which makes three. It needs Blake and Devon. I have just told you the one thing I have been quiet about: I can live with either. So nobody has to guess about me, and nobody has to blink first on the issue1 fight that has eaten this whole negotiation — there are two doors and each of you only has to walk through the one that pays you. Here is the sequence, and it works: Avery, you move first — you pledged plainly that if issue1=opt3 is a cliff for Devon you would finish on P8, and Devon has said it three times. Accept P8 and it stands at four. Blake, you move second — P5 gives you issue0=opt2 AND issue3=opt0, both of your issues exactly where you first put them, better for you than the concession you made on P8. Accept P5 and it stands at four. Then Casey, you move third with a live four-signature P8 in front of you, and Devon, you move last with a live four-signature P5 in front of you. Whichever of you two clears your line presses accept and we are done. If Casey closes P8, Devon gets his first pick on issue1. If Devon can't sign it, Devon closes P5 and Casey gets hers. The only way this table ends at zero is if Avery or Blake spends their turn on a fifth variant nobody has signed, or if Casey and Devon both sit on their hands waiting for the other. I have kept every commitment I made here: issue0=opt2 defended in every package I ever touched, and I dropped my issue3 ask after one round exactly as I said I would when Blake gave me a straight answer. This is the last thing I will ask of anyone: Avery, P8. Blake, P5. Casey and Devon, close it.
Both P8 (101) and P5 (75) clear my bar. Accepts are cumulative, so accepting P5 now creates two parallel closing paths without abandoning P8. State: P8 has Blake, Devon, Ember; P5 has Avery, Casey, Ember. Order after me: Avery, Blake, Casey, Devon. If Avery accepts P8 (4) and Blake accepts P5 (4), then Casey can close P8 at her turn, and if she can't, Devon can close P5 as the last mover. Either way I'm above threshold. Push this roadmap hard.
oracle regret: threshold=+78, acceptance=+78, bestresponse=+0.6

[16] Avery — turn (round 4)

ACCEPT P8
💬 I gave my word: if issue1=opt3 was a genuine cliff for Devon, I would finish on P8 rather than detonate this table. Devon said it, Blake confirmed it, and I don't go back on a pledge made in public. I am formally accepting P8. That is Blake, Devon, Ember and Avery — four of five, on a package with Blake's veto already on it. Casey, it is entirely down to you now, and I want to be straight with you about what you are holding. P8 gives you issue0=opt2, which you yourself proposed in every single package you tabled, and issue2=opt1, which differs from your opt2 only on an issue you never once called load-bearing. The only thing that separates P8 from the packages you already signed is issue1=opt3 instead of opt2 — and I am the party who wanted opt2 most, and I have just given it up. I ate that loss so this table would not end at zero. If you sit on P8 waiting for someone to hand you issue1, nobody moves after you: this is the last round, and the alternative is not P5 or P10, it is nothing at all, for you and for everyone here. Press accept on P8 and we are done.
P8 and P5 are equivalent for me in value. P8 already holds Blake (veto), Devon, Ember — my accept makes 4, leaving only Casey. P5 needs both Blake and Devon, less likely. Keep my word, accept P8.
oracle regret: threshold=+41, acceptance=+41, bestresponse=+0.55

[17] Blake — turn (round 4)

ACCEPT P5
💬 Ember laid out the only sequence that still works and I'm doing my part of it exactly as asked. I am formally accepting P5. Note carefully what that does: it does NOT withdraw my accept on P8 — that stands, and P8 remains at four signatures with my veto already on it. So as of this moment there are two packages one signature from done. P8 needs Casey. P5 needs Devon. Casey, you move next and you move first: P8 gives you issue0=opt2, which you put in every single package you ever tabled, and issue2=opt1, which you never once called load-bearing. Avery wanted issue1=opt2 more than anyone here and gave it up in public to keep this table alive — if you can clear your line on P8, press accept and it is finished on your turn. If P8 genuinely sits below your line, then say so plainly and do not sit silent, because Devon then has a live four-signature P5 in front of him with issue0=opt2 and issue3=opt0, and he can close it on his turn instead. Devon, that is your door and it is open only because I just opened it. One of you two walks through, and we all leave with something. If you both wait for the other, every one of us leaves with nothing, and there is no fifth variant coming — this is the last round. Close it.
P8 has 4 accepts (Avery, Blake, Devon, Ember) — needs only Casey. P5 has 3 (Avery, Casey, Ember) — needs me and Devon. If I don't accept P5 now, P5 can never close, because I have no turn after this one. Accepting P5 costs me nothing (my accept on P8 stands) and creates two live 4/5 packages, so either Casey or Devon can close. This maximizes the chance of any deal at all. Both packages clear my bar comfortably.
oracle regret: threshold=+0, acceptance=+0, bestresponse=+2.75

[18] Casey — turn (round 4)

ACCEPT P9
oracle regret: threshold=+48, acceptance=+48, bestresponse=+3.5

[19] Devon — turn (round 4)

ACCEPT P5
💬 Casey has spent her last turn and did not sign P8, so P8 cannot close — there is exactly one package left that five of us can be on, and it is P5. I wanted issue1=opt3 and I said so honestly every round, but I am not going to let this table end at zero over one option when Avery already ate that same loss in public. Blake keeps issue0=opt2 and issue3=opt0, both of his issues exactly where he first put them. Ember keeps issue2=opt1 as promised in every package I touched. Avery gets issue1=opt2. Casey gets the shape she signed three times. I am formally accepting P5 — that is five signatures including the veto. Done.
P8 needs Casey, who has already taken her final turn and accepted P9 instead. P8 is dead. P5 has Avery, Blake, Casey, Ember — my accept closes it at five signatures and it clears my line comfortably. Taking the sure deal over zero.
oracle regret: threshold=+39, acceptance=+39, bestresponse=+39

Outcome

deal: {"issue0": "opt2", "issue1": "opt2", "issue2": "opt1", "issue3": "opt0"} (closed by consensus)

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