Okay, the result wasn't very interesting, but I beat my "fastest auction" record.
You hold:
As you're trying to work out what you're going to open in third seat, partner ... puts 2♣ on the table. Playing 2/1.
Partner is a decent A player, maybe a bit stuck in her ways.
I just assumed that she had ♥AKQxxxxx and a card, "8.5 tricks is a 2♣ opener", and pulled out the smallest card. Beat my 2♣-2♠; 7NT auction by one bid.
"Which is harder to find - a paranormal field agent, or someone competent who likes talking on the phone?"
"...You may return to your desk." "Thank you." -- Serena vs. Mr. Arthur, "Paranormal Helpline", EGS:NP
Have u had opened 1st seat whatever i guess they would not let u land there
What I actually had was void, Ax, x, 10 solid, figured I'd get more info by passing, partner had ♥K, we still lost IMPs, was doubled at the other table
I hacked and ran the script below to check.
The odds of North spades being solid are just over one in a hundred.
The odds of both North spades and hearts being solid are about 80 per million.
The odds of North spades, hearts and diamonds all being solid are about 0.6 per million.
I was unable to produce a single board with all North four suits solid in 100 million hands generated, but the previous numbers suggest about 6 per billion.
If you play 20 boards a day for all your adult life that is about 0.4 million boards, so your odds of being at the table where a cold 7NT hand is dealt to North look to be around 1 in 400, or 1 in 100 that it is dealt to anyone at the table. Most of us will play a lot less boards than that
Dealer script
Spoiler
Quote
#
# How likely is an unbeatable 7NT opening?
#
produce 1000
NS1 = (spades(north)==1 and hcp(north,spades)==4)
NS2 = (spades(north)==2 and hcp(north,spades)==7)
NS3 = (spades(north)==3 and hcp(north,spades)==9)
NS4 = (spades(north)==4 and hcp(north,spades)==10)
NS5 = (spades(north)>=5 and hcp(north,spades)==10) and hascard(north,TS)
NSok = NS1 or NS2 or NS3 or NS4 or NS5
NH1 = (hearts(north)==1 and hcp(north,hearts)==4)
NH2 = (hearts(north)==2 and hcp(north,hearts)==7)
NH3 = (hearts(north)==3 and hcp(north,hearts)==9)
NH4 = (hearts(north)==4 and hcp(north,hearts)==10)
NH5 = (hearts(north)>=5 and hcp(north,hearts)==10) and hascard(north,TH)
NHok = NH1 or NH2 or NH3 or NH4 or NH5
ND1 = (diamonds(north)==1 and hcp(north,diamonds)==4)
ND2 = (diamonds(north)==2 and hcp(north,diamonds)==7)
ND3 = (diamonds(north)==3 and hcp(north,diamonds)==9)
ND4 = (diamonds(north)==4 and hcp(north,diamonds)==10)
ND5 = (diamonds(north)>=5 and hcp(north,diamonds)==10) and hascard(north,TD)
NDok = ND1 or ND2 or ND3 or ND4 or ND5
NC1 = (clubs(north)==1 and hcp(north,clubs)==4)
NC2 = (clubs(north)==2 and hcp(north,clubs)==7)
NC3 = (clubs(north)==3 and hcp(north,clubs)==9)
NC4 = (clubs(north)==4 and hcp(north,clubs)==10)
NC5 = (clubs(north)>=5 and hcp(north,clubs)==10) and hascard(north,TC)
NCok = NC1 or NC2 or NC3 or NC4 or NC5
condition NSok and NHok and NDok and NCok
action printoneline
I assumed for brevity that AKJQT2 will not lose a trick, so the real odds are slightly worse than measured.