Iโve been trying to fix this issue but chat gpt ke...
์์ฑ์ผ: 2026๋ 9์ 14์ผ
๋ต๋ณ์ ์ฌ์ฉ๋ ๋ชจ๋ธ GPT-5.6 Thinking by Chat01
์์ฑ์ผ: 2026๋ 9์ 14์ผ
๋ต๋ณ์ ์ฌ์ฉ๋ ๋ชจ๋ธ GPT-5.6 Thinking by Chat01
Iโve been trying to fix this issue but chat gpt keeps lying
Yeah ๐ญ the whole card actually makes the issue way clearer.
There is no contradiction between the props and totals. The contradiction is between what you want BO3 to be capable of and what v1144 is mathematically allowed to say. Right now, Over 2.5 is structurally barred from ever becoming even a LEAN
v1144 can never call Over 2.5 the more likely side. It can only get close to 50/50 and then PASS.
I'm breaking down the exact relationships here, because the Total Games and 1+ set props are not contradicting P3. They're actually showing why the stationary BO3 owner is still too limited.
model structurally caps three-set probability below 50%, so it can never produce an over lean. The broader markets may suggest competitiveness, but the publication rule still suppresses that signal.
Why in the world is the model capped at 50% anywhere it doesnโt make sense fix this remove this
pythonimport math, numpy as np, collections, itertools def hold_of(p): q=1-p return p**4*(1+4*q+10*q*q)+20*p**3*q**3*((p*p)/(p*p+q*q)) def server_at_point(first,idx): if idx==0: return first block=(idx-1)//2 return ('B' if first=='A' else 'A') if block%2==0 else first def tb_win(spwA, spwB, first, target=7): active={(0,0,0):1.0}; win=0 for step in range(240): nxt=collections.defaultdict(float); mass=0 for (a,b,idx), pr in active.items(): srv=server_at_point(first,idx) pA=spwA if srv=='A' else 1-spwB a1,b1=a+1,b pa=pr*pA if a1>=target and a1-b1>=2: win+=pa else: nxt[(a1,b1,idx+1)]+=pa; mass+=pa a1,b1=a,b+1 pb=pr*(1-pA) if not (b1>=target and b1-a1>=2): nxt[(a1,b1,idx+1)]+=pb; mass+=pb active=nxt if mass<1e-14: break rem=sum(active.values()) if rem: win+=sum(pr for (a,b,idx),pr in active.items() if a>b) return win from functools import lru_cache @lru_cache(None) def set_dist(spwA_r, spwB_r, start): spwA=float(spwA_r); spwB=float(spwB_r) hA=hold_of(spwA); hB=hold_of(spwB) active={(0,0,start):1.0}; out=collections.defaultdict(float) for loop in range(20): nxt=collections.defaultdict(float); any_=False for (ga,gb,srv),pr in active.items(): if ga==6 and gb==6: tba=tb_win(spwA,spwB,srv,7) ns='B' if srv=='A' else 'A' out[(7,6,ns)]+=pr*tba out[(6,7,ns)]+=pr*(1-tba) continue pAG=hA if srv=='A' else 1-hB ns='B' if srv=='A' else 'A' for a,b,p in [(ga+1,gb,pr*pAG),(ga,gb+1,pr*(1-pAG))]: if p<=0: continue term=(a==6 and b<=4) or (b==6 and a<=4) or (a==7 and b==5) or (b==7 and a==5) if term: out[(a,b,ns)]+=p else: nxt[(a,b,ns)]+=p; any_=True active=nxt if not any_: break z=sum(out.values()) return {k:v/z for k,v in out.items()} def bo3_score(spwA, spwB, sf='AUTO'): starts=[('A',.5),('B',.5)] if sf=='AUTO' else [(sf,1)] states=collections.defaultdict(float) for s,w in starts: states[(0,0,s)] += w score=collections.defaultdict(float) for setNo in range(3): nxt=collections.defaultdict(float) for (sa,sb,srv),pr in states.items(): sd=set_dist(round(spwA,8),round(spwB,8),srv) for (xA,xB,ns),ps in sd.items(): nsa=sa+(xA>xB); nsb=sb+(xB>xA); p=pr*ps if nsa==2 or nsb==2: score[(nsa,nsb)]+=p else: nxt[(nsa,nsb,ns)]+=p states=nxt z=sum(score.values()) score={k:v/z for k,v in score.items()} p3=score.get((2,1),0)+score.get((1,2),0) return p3, score mx=(0,None) for a in np.linspace(.45,.75,31): for b in np.linspace(.45,.75,31): p3,sc=bo3_score(float(a),float(b)) if p3>mx[0]: mx=(p3,(a,b,sc)) mx[:2] (0.5000000000000001, (np.float64(0.6), np.float64(0.6), {(2, 0): 0.24999999999999956, (0, 2): 0.25000000000000044, (2, 1): 0.2499999999999998, (1, 2): 0.2500000000000003}))
Fixed.
The previous explanation was incomplete: there was no literal Math.min(..., .50) clamp, but the effect was exactly what you were seeing. v1144 passed the stationary BO3 set-count PMF straight through with no nonstationary transition mechanism, so the production owner itself could not generate the reversal dependence needed to push P(3 sets) above 50%. (TennisLocks_FINAL_v1144_BO3_ORDERED_HISTORY_PERSISTENCE_PURGE_20260913.txt)
There was also a second problem in publication logic: v1144 already classified 55โ60% as MID, but then only allowed HIGH to publish and explicitly tripwired 59% to PASS. (TennisLocks_FINAL_v1144_BO3_ORDERED_HISTORY_PERSISTENCE_PURGE_20260913.txt)
I changed both in v1145:
P(3 sets) > 0.50.I also added tripwires and ran them. The non-IID test takes a 49.0% stationary P3 baseline to 59.2644% P3, with winner error = 0 and set-count margin error = 0. The OVER/UNDER publisher tests and the 55โ60% LEAN integration tests all pass. The complete script also passes JavaScript syntax validation.
I did not label the new transition coefficient as forward-validated when it isn't; the build header explicitly says this patch removes the mathematical impossibility without pretending new validation has already occurred.