D
Dark Army
Enthusiast
Silver Level
I played 176 hands today in a tournament before I busted out.
During the tournament, I noticed that I was being dealt what seemed to be an obnoxious number of 2's and 3's.
So at the end of the tournament, I manually put my entire hand history into an excel spreadsheet and had it calculate the total dealt of each card (regardless of suit) and their percentage dealt within the 176 hands.
Here are the results:
2's = 32 (18.18%)
3's = 33 (18.75%)
4's = 24 (13.64%)
5's = 28 (15.91%)
6's = 29 (16.48%)
7's = 24 (13.64%)
8's = 27 (15.34%)
9's = 24 (13.64%)
10's = 27 (15.34%)
J's = 19 (10.80%)
Q's = 26 (14.77%)
K's = 27 (15.34%)
A's = 32 (18.18%)
As you can see, my deals leaned towards 2's, 3's and A's by quite a bit where the average is 27.
48.30% of my cards were below an 8
44.30% of my cards were above an 8
33.24% of my hands contained 2's, 3's, 4's and 5's.
29.55% of my hands contained J's, Q's, K's and A's
24.15% of my hands contained 3's, 4's and 5's
20.45% of my hands contained J's, Q's and K's
Considering that you will get dealt AA once every 221 hands on the average, I was dealt AA an unusual number of times = 4 times
Of the remaining 24 aces I was dealt, 8 of them contained a 2 or 3 (33.33%)
AK - 1 time
AQ - 2 times
AJ - 0 times
A10 - 3 times
A9 - 0 times
A8 - 6 times!
A7 - 2 times
A6 - 1 time
A5 - 0 times
A4 - 1 time
A3 - 4 times
A2 - 4 times
KK - 0 times
QQ - two times
JJ - 0 times
Of the 19 J's I was dealt, 7 of them contained a 10 or higher (36.8%) vs (63.2%)
Of the 26 Q's I was dealt, 10 of them contained a 10 or higher (38.4%) vs (61.6%)
Of the 27 K's I was dealt, 8 of them contained a 10 or higher (29.6%) vs (70.4%)
I never achieved a straight or a flush.
I suppose it could be argued that all of this is within a normal range, but it sure doesn't feel like it.
During the tournament, I noticed that I was being dealt what seemed to be an obnoxious number of 2's and 3's.
So at the end of the tournament, I manually put my entire hand history into an excel spreadsheet and had it calculate the total dealt of each card (regardless of suit) and their percentage dealt within the 176 hands.
Here are the results:
2's = 32 (18.18%)
3's = 33 (18.75%)
4's = 24 (13.64%)
5's = 28 (15.91%)
6's = 29 (16.48%)
7's = 24 (13.64%)
8's = 27 (15.34%)
9's = 24 (13.64%)
10's = 27 (15.34%)
J's = 19 (10.80%)
Q's = 26 (14.77%)
K's = 27 (15.34%)
A's = 32 (18.18%)
As you can see, my deals leaned towards 2's, 3's and A's by quite a bit where the average is 27.
48.30% of my cards were below an 8
44.30% of my cards were above an 8
33.24% of my hands contained 2's, 3's, 4's and 5's.
29.55% of my hands contained J's, Q's, K's and A's
24.15% of my hands contained 3's, 4's and 5's
20.45% of my hands contained J's, Q's and K's
Considering that you will get dealt AA once every 221 hands on the average, I was dealt AA an unusual number of times = 4 times
Of the remaining 24 aces I was dealt, 8 of them contained a 2 or 3 (33.33%)
AK - 1 time
AQ - 2 times
AJ - 0 times
A10 - 3 times
A9 - 0 times
A8 - 6 times!
A7 - 2 times
A6 - 1 time
A5 - 0 times
A4 - 1 time
A3 - 4 times
A2 - 4 times
KK - 0 times
QQ - two times
JJ - 0 times
Of the 19 J's I was dealt, 7 of them contained a 10 or higher (36.8%) vs (63.2%)
Of the 26 Q's I was dealt, 10 of them contained a 10 or higher (38.4%) vs (61.6%)
Of the 27 K's I was dealt, 8 of them contained a 10 or higher (29.6%) vs (70.4%)
I never achieved a straight or a flush.
I suppose it could be argued that all of this is within a normal range, but it sure doesn't feel like it.
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