cowboy
cowboy
  • Threads: 7
  • Posts: 189
Joined: Apr 22, 2013
March 22nd, 2026 at 10:41:53 AM permalink
Went to play craps last night. I made 14 points in a row. The suit said he had never seen that happen before. Has anyone?
AutomaticMonkey
AutomaticMonkey
  • Threads: 21
  • Posts: 1591
Joined: Sep 30, 2024
March 22nd, 2026 at 11:14:26 AM permalink
Quote: cowboy

Went to play craps last night. I made 14 points in a row. The suit said he had never seen that happen before. Has anyone?
link to original post



Yes. He must be new.

If we treat a craps hand like a coin flip, a 50-50 proposition, the chances of one side or the other winning 14 in a row is 214, or 1 in 16384. Given all the craps tables in the world rolling at any time, I'd guess people see it every day.
TheCaptain
TheCaptain
  • Threads: 0
  • Posts: 1
Joined: Mar 22, 2026
March 22nd, 2026 at 11:35:14 AM permalink
Quote: cowboy

Went to play craps last night. I made 14 points in a row. The suit said he had never seen that happen before. Has anyone?
link to original post



Once a point is established, the probability of making it depends on which number was set:

Point of 4 or 10: 3 ways to make it vs 6 ways to seven out → probability 3/9 = 1/3
Point of 5 or 9: 4 ways vs 6 ways → probability 4/10 = 2/5
Point of 6 or 8: 5 ways vs 6 ways → probability 5/11 ≈ 0.4545

The six points are not equally likely to be established either. Of the 24 non-craps, non-natural come-out rolls (i.e. excluding 2, 3, 7, 11, 12), the distribution is:

4 or 10: 3 ways each → 6/24
5 or 9: 4 ways each → 8/24
6 or 8: 5 ways each → 10/24

So the average probability of making any given point is:
(6/24 × 1/3) + (8/24 × 2/5) + (10/24 × 5/11)
= 0.0833 + 0.1333 + 0.1894
≈ 0.406

The probability of making 14 in a row is approximately 0.406¹⁴ ≈ 1 in 15,856

It would take roughly 6 weeks for a table running 8 hours a day to produce a streak like this, so yeah, most casual players won't see it very often.
avianrandy
avianrandy
  • Threads: 9
  • Posts: 2761
Joined: Mar 7, 2010
March 22nd, 2026 at 12:18:32 PM permalink
Hope you were playing the fire bet
cowboy
cowboy
  • Threads: 7
  • Posts: 189
Joined: Apr 22, 2013
March 22nd, 2026 at 1:39:11 PM permalink
Quote: AutomaticMonkey

Quote: cowboy

Went to play craps last night. I made 14 points in a row. The suit said he had never seen that happen before. Has anyone?
link to original post



Yes. He must be new.

If we treat a craps hand like a coin flip, a 50-50 proposition, the chances of one side or the other winning 14 in a row is 214, or 1 in 16384. Given all the craps tables in the world rolling at any time, I'd guess people see it every day.
link to original post



Quote: TheCaptain

Quote: cowboy

Went to play craps last night. I made 14 points in a row. The suit said he had never seen that happen before. Has anyone?
link to original post



Once a point is established, the probability of making it depends on which number was set:

Point of 4 or 10: 3 ways to make it vs 6 ways to seven out → probability 3/9 = 1/3
Point of 5 or 9: 4 ways vs 6 ways → probability 4/10 = 2/5
Point of 6 or 8: 5 ways vs 6 ways → probability 5/11 ≈ 0.4545

The six points are not equally likely to be established either. Of the 24 non-craps, non-natural come-out rolls (i.e. excluding 2, 3, 7, 11, 12), the distribution is:

4 or 10: 3 ways each → 6/24
5 or 9: 4 ways each → 8/24
6 or 8: 5 ways each → 10/24

So the average probability of making any given point is:
(6/24 × 1/3) + (8/24 × 2/5) + (10/24 × 5/11)
= 0.0833 + 0.1333 + 0.1894
≈ 0.406

The probability of making 14 in a row is approximately 0.406¹⁴ ≈ 1 in 15,856

It would take roughly 6 weeks for a table running 8 hours a day to produce a streak like this, so yeah, most casual players won't see it very often.
link to original post



You fella's math is a little off. .406^14 = 3.30647E-06 or about 1 in 300,000.
cowboy
cowboy
  • Threads: 7
  • Posts: 189
Joined: Apr 22, 2013
March 22nd, 2026 at 1:42:47 PM permalink
Quote: avianrandy

Hope you were playing the fire bet
link to original post



No, unfortunately.
  • Jump to: