liangvic
liangvic
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June 21st, 2012 at 12:58:27 PM permalink
Hi, I'm a newbie in the casino world, and I am a fan of paigow poker, since it is a least volatile table game that I found enjoyable.
Here is my question, which is similar to Brian from Denver, Colorado asked earlier about a gambling approach in baccarat and the wizard has answered......

So my question is very similar.......say I started with x amount of bankroll, and would quit if up 20% rather than be down 100% betting on the player in paigow powker, and I would be flat betting 20% of my original x amount of bankroll. What would be the probability that I could walked out with up 20%? what about up 40% or up 60% ??

I guess my math is not well enough to follow the wizard's solution to figure this one out..... , maybe someone could help....

-------------------------------------------
Another question in my mind is that do Standard Normal Tables work on Paigow Poker when betting on player in order to find the probability of winning more than a given number of units in a gambling session? I know the wizards has calculated out player winning percentage is 28.61%.


I would greatly appreciate if someone can help me out.
Thanks,

Victor
mustangsally
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June 22nd, 2012 at 9:10:25 AM permalink
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Sally
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liangvic
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June 25th, 2012 at 8:23:40 PM permalink
Hi Sally,

Thank you very much for taking the time answering my questions.
I am not math-inclined person.., so i really need to take the time to absorb your valuable information.
Thank You!

Victor
mustangsally
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June 26th, 2012 at 11:51:59 AM permalink
Quote: liangvic

Thank you very much for taking the time answering my questions.
I am not math-inclined person.., so i really need to take the time to absorb your valuable information.
Thank You!

Victor

You are so welcome Victor!
I did not mean to leave you out in the cold for too long :)

Your second question can be solved using some simple math and online binomial calculators.
http://stattrek.com/online-calculator/binomial.aspx

Example.
Say we want to know the probability of being up $20 after making 100 - $10 bets at PG Poker.

First let us determine the bankroll movements possible for each round of play.
$10 bet
Loss = $10
Win = $9.50 ($10 - ($10*0.05))
Total $19.50

Let us say we win 50 and lose 50. (50/50)
50*9.5 + 50*-10
475 + -500
-25 ending loss after 100 equal wagers

If we win 51 times (and lose 49)
-25 + 19.5 = -5.5 (you can do it the long way too)

If we win 52 times (and lose 48)
-5.5 + 19.5 = 14.
We need at least 52 wins in 100 resolved bets to show any profit.
(you can use the calculator to find the probability of winning at least $14)

We can also make a handy table using Excel or another spreadsheet or just on paper that
looks something like this: for $10 bets
# win# lossnet $
4060-220
4159-200.5
4258-181
4357-161.5
4456-142
4555-122.5
4654-103
4753-83.5
4852-64
4951-44.5
5050-25
5149-5.5
524814
534733.5
544653
554572.5
564492
5743111.5
5842131
5941150.5
6040170


Now we need to know the number of wins needed to win at least $20
That would require at least 53 wins and 47 losses from the table
(you should do the math to make sure my values are correct)

Using the binomial probability calculator
All you have to do is enter 3 values (or copy and paste them in)

Probability of success on a single trial: 0.488892686 (this does not include the tie hands)
Number of trials: 100
Number of successes (x): 53
click the "calculate' button and you get a bunch of answers.

The last result is what you want
Cumulative Probability: P(X >= 53): 0.235028716148019 or about 23.5%
(less than 1 in 4 sessions of 100 resolved bets)

Now you have a lot to practice with.

The Wizard's method comes very close to this value, but requires more
steps and is a very good estimate.

The method I showed you can be done with pencil and paper using an online calculator.

Now you have a few tools in your tool box to work out these type of problems.

You should also see that in 100 resolved bets you would expect to win 49 of them.
That would still result in an overall loss of $44.50.

Sally
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s2dbaker
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June 26th, 2012 at 12:13:48 PM permalink
Playing Texas Hold'em Bonus at Resorts Int'l last weekend, I bought in for $300 and after 30 hands, left with $455 (then tipped the dealer $25 for a total win of $130). How often can I expect to repeat this occurrence?
Someday, joor goin' to see the name of Googie Gomez in lights and joor goin' to say to joorself, "Was that her?" and then joor goin' to answer to joorself, "That was her!" But you know somethin' mister? I was always her yuss nobody knows it! - Googie Gomez
liangvic
liangvic
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June 26th, 2012 at 7:57:45 PM permalink
Hi Sally,

your answer to my second question is fabulous. Now I really understand what odds I would have when play paigow pokers.

I understand now that my first question is a gambler's ruin betting system, but how exactly did you figure that the winning probability of a player (not banker) in PGpoker is 0.488892686? From the Wizard's Paipow Poker I only see that player has a 28.61% winning probabilty. If taking out the ties, I would think player has 50 - (29.91-28.61)% = 48.7% probability of winning. (please correct me if I am wrong....)

Anyhow, your gambler's ruin excel sheet is excellent in helping me understand the gambler's ruin formula.
In the case of PGpoker, i would imagine a lot of work needed if we want to take into the account of the fact that it is not a 1:1 pay, but rather a 0.95:1 pay into this gambler's ruin formula. I just have a wild thought..., since the Wizard mentioned that house edge has 2.73% for playing as a player, could I wildly guess that the winning probability taking into account of the 5% commission would be 50%-2.73% = 47.27% ??? (please correct me if I am wrong)

and thus I can use p=0.4727 in the gambler's formula to estimate the example that one unit is $10, and bankroll is $100, and wingoal is $20. and I would have a 73.12% to reach my wingoal before losing my bankroll.

Thanks,
Victor
mustangsally
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June 26th, 2012 at 8:50:42 PM permalink
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liangvic
liangvic
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June 26th, 2012 at 9:44:45 PM permalink
Hi Sally,

Thank you for getting back to me so fast!
I will definitely spend time digging into the new link you gave me!

Thank you so much!
Victor
liangvic
liangvic
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June 28th, 2012 at 5:21:28 AM permalink
Hi Sally,

Quote:


more info from Alan Krigman, with links to his Excel worksheet(s) using ev and sd values for risk of ruin and the even-money equivalents.



How exactly did you use his excel worksheet to find your answer in the following?

Quote:


$10 bets: for use in the classic Gambler's Ruin formlua
9.758754854 bet
47.60936% win prob
This returned a value very close to what I thought based on my simulations.


$5 bets
4.879377427
47.60936%

$20 bets:
19.51750971
47.60936%

$25 bets
24.39688714
47.60936%

$100 bets
97.58754854
47.60936%



what did you input into the cell? (edge, std deviation, variance, bankroll, bet size, win gal, rounds)
I put in (-0.0273, 0.75, 0.5625, 5, 1, 1, 50 )and i have a 79.049% prob of success.


Thanks,

Victor
mustangsally
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June 28th, 2012 at 7:53:18 AM permalink
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7craps
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June 28th, 2012 at 9:57:01 AM permalink
Quote: liangvic

say I started with x amount of bankroll,
and would quit if up 20% rather than be down 100% betting on the player in paigow powker,
and I would be flat betting 20% of my original x amount of bankroll.
What would be the probability that I could walked out with up 20%?
what about up 40% or up 60% ??


One thing to point out using a classic Gambler's Ruin formula, (Risk of Ruin)
is that the formula assumes one will play as long as needed until win goal or ruin is reached.

sim results (probability of hitting win goal)
parameters
100 starting bankroll and 20 bets (20%)
(same ratios hold at 500/100 etc)
also player stops playing when bankroll is less than 20
allowing bets of less than 20, say 10 to keep on playing,
adds about 1 to 2% more to the values below
(this is the challenge working with Risk of Ruin for wagers that pay a 5% commission on the win
as is in Pai Gow Poker and Banker bet in Baccarat. what exactly is ruin along with the minimum table bet)

19 win goal (would be happy for this win)
20 win goal (20% of bankroll - 1 unit win goal)
0.732342
0.640892 (less that what most would think)

38: 0.575465
40: 0.534621

57: 0.472276
60: 0.452082

76: 0.398914
80: 0.385862

95: 0.340727
100: 0.331276 << double starting bankroll
150: 0.228601
200: 0.164286 << triple starting bankroll
300: 0.090226

here are calculated target bankroll probabilities including push hands
target of 119,120,140,160 and 200 (starting from 100)

can take many rounds of play to have even a
50% chance of hitting a target bankroll
values are percentages (%)
Round	 [119]	Round	 [120]	Round	 [140]	Round	[160]	Round	[200]	Round
0 0.00 0 0.00 0 0.00 0 0.00 0 0.00 0
1 28.61 1 0.00 1 0.00 1 0.00 1 0.00 1
2 40.48 2 8.19 2 0.00 2 0.00 2 0.00 2
3 45.40 3 14.98 3 2.34 3 0.00 3 0.00 3
4 48.14 4 20.60 4 5.26 4 0.67 4 0.00 4
5 50.15 5 25.26 5 8.27 5 1.78 5 0.00 5
6 51.89 6 29.18 6 11.19 6 3.16 6 0.05 6
7 53.48 7 32.53 7 13.94 7 4.69 7 0.19 7
8 54.96 8 35.43 8 16.49 8 6.28 8 0.42 8
9 56.34 9 37.97 9 18.86 9 7.89 9 0.73 9
10 57.62 10 40.21 10 21.04 10 9.48 10 1.12 10
11 58.81 11 42.22 11 23.07 11 11.03 11 1.58 11
12 59.90 12 44.02 12 24.95 12 12.53 12 2.09 12
13 60.92 13 45.65 13 26.69 13 13.98 13 2.64 13
14 61.86 14 47.14 14 28.31 14 15.38 14 3.23 14
15 62.74 15 48.50 15 29.83 15 16.72 15 3.85 15
16 63.55 16 49.75 16 31.25 16 18.00 16 4.48 16
17 64.31 17 50.91 17 32.58 17 19.23 17 5.13 17
18 65.02 18 51.97 18 33.83 18 20.41 18 5.79 18
19 65.69 19 52.97 19 35.01 19 21.54 19 6.46 19
20 66.31 20 53.89 20 36.12 20 22.63 20 7.12 20
21 66.89 21 54.75 21 37.17 21 23.66 21 7.79 21
22 67.43 22 55.56 22 38.16 22 24.66 22 8.45 22
23 67.95 23 56.31 23 39.10 23 25.61 23 9.11 23
24 68.43 24 57.01 24 39.99 24 26.53 24 9.76 24
25 68.88 25 57.67 25 40.83 25 27.41 25 10.41 25
26 69.30 26 58.29 26 41.64 26 28.26 26 11.05 26
27 69.70 27 58.88 27 42.40 27 29.07 27 11.67 27
28 70.08 28 59.42 28 43.12 28 29.85 28 12.29 28
29 70.43 29 59.94 29 43.82 29 30.60 29 12.90 29
30 70.77 30 60.42 30 44.47 30 31.32 30 13.50 30
31 71.08 31 60.87 31 45.10 31 32.02 31 14.09 31
32 71.37 32 61.30 32 45.69 32 32.68 32 14.66 32
33 71.65 33 61.70 33 46.26 33 33.33 33 15.23 33
34 71.91 34 62.08 34 46.81 34 33.95 34 15.79 34
35 72.16 35 62.43 35 47.32 35 34.54 35 16.33 35
36 72.39 36 62.77 36 47.82 36 35.12 36 16.86 36
37 72.61 37 63.09 37 48.29 37 35.67 37 17.39 37
38 72.81 38 63.38 38 48.74 38 36.20 38 17.90 38
39 73.01 39 63.66 39 49.16 39 36.72 39 18.40 39
40 73.19 40 63.92 40 49.57 40 37.21 40 18.89 40
41 73.36 41 64.17 41 49.96 41 37.69 41 19.37 41
42 73.52 42 64.41 42 50.34 42 38.15 42 19.84 42
43 73.67 43 64.63 43 50.69 43 38.59 43 20.30 43
44 73.82 44 64.83 44 51.03 44 39.02 44 20.75 44
45 73.95 45 65.03 45 51.36 45 39.43 45 21.18 45
46 74.08 46 65.21 46 51.67 46 39.83 46 21.61 46
47 74.20 47 65.38 47 51.96 47 40.21 47 22.03 47
48 74.31 48 65.55 48 52.25 48 40.58 48 22.43 48
49 74.42 49 65.70 49 52.51 49 40.93 49 22.82 49
50 74.52 50 65.85 50 52.77 50 41.27 50 23.20 50
51 74.61 51 65.98 51 53.02 51 41.60 51 23.57 51
52 74.70 52 66.11 52 53.25 52 41.91 52 23.92 52
53 74.78 53 66.23 53 53.47 53 42.21 53 24.26 53
54 74.86 54 66.34 54 53.68 54 42.50 54 24.58 54
55 74.94 55 66.45 55 53.88 55 42.77 55 24.88 55
56 75.00 56 66.55 56 54.07 56 43.03 56 25.17 56
57 75.07 57 66.64 57 54.25 57 43.27 57 25.44 57
58 75.13 58 66.73 58 54.42 58 43.50 58 25.69 58
59 75.19 59 66.81 59 54.58 59 43.72 59 25.94 59
60 75.24 60 66.88 60 54.72 60 43.92 60 26.17 60
61 75.29 61 66.95 61 54.86 61 44.11 61 26.38 61
62 75.34 62 67.02 62 54.98 62 44.28 62 26.59 62
63 75.38 63 67.07 63 55.10 63 44.45 63 26.79 63
64 75.42 64 67.13 64 55.21 64 44.61 64 26.99 64
65 75.46 65 67.18 65 55.31 65 44.75 65 27.17 65
66 75.50 66 67.22 66 55.41 66 44.89 66 27.36 66
67 75.53 67 67.27 67 55.50 67 45.02 67 27.54 67
68 75.56 68 67.30 68 55.58 68 45.15 68 27.71 68
69 75.58 69 67.34 69 55.66 69 45.27 69 27.89 69
70 75.61 70 67.37 70 55.73 70 45.39 70 28.06 70
71 75.63 71 67.40 71 55.80 71 45.50 71 28.23 71
72 75.65 72 67.43 72 55.87 72 45.61 72 28.40 72
73 75.67 73 67.46 73 55.94 73 45.72 73 28.57 73
74 75.69 74 67.49 74 56.00 74 45.82 74 28.74 74
75 75.71 75 67.51 75 56.06 75 45.93 75 28.90 75
76 75.72 76 67.53 76 56.12 76 46.03 76 29.07 76
77 75.74 77 67.55 77 56.18 77 46.13 77 29.23 77
78 75.75 78 67.58 78 56.23 78 46.23 78 29.39 78
79 75.76 79 67.60 79 56.29 79 46.32 79 29.55 79
80 75.78 80 67.62 80 56.34 80 46.42 80 29.71 80
81 75.79 81 67.63 81 56.39 81 46.51 81 29.86 81
82 75.80 82 67.65 82 56.44 82 46.60 82 30.02 82
83 75.81 83 67.67 83 56.49 83 46.69 83 30.17 83
84 75.82 84 67.69 84 56.54 84 46.77 84 30.32 84
85 75.83 85 67.70 85 56.58 85 46.86 85 30.47 85
86 75.84 86 67.72 86 56.63 86 46.94 86 30.61 86
87 75.85 87 67.73 87 56.67 87 47.02 87 30.76 87
88 75.86 88 67.74 88 56.71 88 47.10 88 30.90 88
89 75.87 89 67.76 89 56.75 89 47.18 89 31.03 89
90 75.87 90 67.77 90 56.79 90 47.25 90 31.17 90
91 75.88 91 67.78 91 56.83 91 47.33 91 31.30 91
92 75.89 92 67.79 92 56.87 92 47.40 92 31.44 92
93 75.90 93 67.80 93 56.90 93 47.46 93 31.57 93
94 75.90 94 67.81 94 56.93 94 47.53 94 31.69 94
95 75.91 95 67.82 95 56.97 95 47.60 95 31.82 95
96 75.92 96 67.83 96 57.00 96 47.66 96 31.94 96
97 75.92 97 67.84 97 57.03 97 47.72 97 32.06 97
98 75.93 98 67.85 98 57.05 98 47.78 98 32.18 98
99 75.93 99 67.86 99 57.08 99 47.83 99 32.29 99
100 75.94 100 67.86 100 57.11 100 47.89 100 32.40 100
101 75.94 101 67.87 101 57.13 101 47.94 101 32.51 101
102 75.94 102 67.88 102 57.16 102 47.99 102 32.62 102
103 75.95 103 67.88 103 57.18 103 48.04 103 32.73 103
104 75.95 104 67.89 104 57.20 104 48.09 104 32.83 104
105 75.96 105 67.90 105 57.22 105 48.14 105 32.93 105
106 75.96 106 67.90 106 57.24 106 48.18 106 33.03 106
107 75.96 107 67.91 107 57.26 107 48.23 107 33.13 107
108 75.97 108 67.91 108 57.28 108 48.27 108 33.22 108
109 75.97 109 67.91 109 57.30 109 48.31 109 33.32 109
110 75.97 110 67.92 110 57.31 110 48.35 110 33.41 110
111 75.97 111 67.92 111 57.33 111 48.39 111 33.49 111
112 75.98 112 67.93 112 57.35 112 48.42 112 33.58 112
113 75.98 113 67.93 113 57.36 113 48.46 113 33.66 113
114 75.98 114 67.93 114 57.37 114 48.49 114 33.74 114
115 75.98 115 67.94 115 57.39 115 48.53 115 33.82 115
116 75.98 116 67.94 116 57.40 116 48.56 116 33.89 116
117 75.99 117 67.94 117 57.41 117 48.59 117 33.97 117
118 75.99 118 67.94 118 57.42 118 48.62 118 34.04 118
119 75.99 119 67.95 119 57.43 119 48.64 119 34.10 119
120 75.99 120 67.95 120 57.44 120 48.67 120 34.17 120
121 75.99 121 67.95 121 57.45 121 48.69 121 34.23 121
122 75.99 122 67.95 122 57.46 122 48.72 122 34.29 122
123 75.99 123 67.95 123 57.47 123 48.74 123 34.35 123
124 76.00 124 67.96 124 57.48 124 48.76 124 34.40 124
125 76.00 125 67.96 125 57.49 125 48.78 125 34.46 125
126 76.00 126 67.96 126 57.50 126 48.80 126 34.51 126
127 76.00 127 67.96 127 57.50 127 48.82 127 34.56 127
128 76.00 128 67.96 128 57.51 128 48.84 128 34.60 128
129 76.00 129 67.96 129 57.52 129 48.85 129 34.65 129
130 76.00 130 67.96 130 57.52 130 48.87 130 34.69 130
131 76.00 131 67.97 131 57.53 131 48.89 131 34.74 131
132 76.00 132 67.97 132 57.53 132 48.90 132 34.78 132
133 76.00 133 67.97 133 57.54 133 48.91 133 34.82 133
134 76.00 134 67.97 134 57.54 134 48.93 134 34.86 134
135 76.00 135 67.97 135 57.55 135 48.94 135 34.89 135
136 76.00 136 67.97 136 57.55 136 48.95 136 34.93 136
137 76.01 137 67.97 137 57.55 137 48.96 137 34.97 137
138 76.01 138 67.97 138 57.56 138 48.97 138 35.00 138
139 76.01 139 67.97 139 57.56 139 48.98 139 35.04 139
140 76.01 140 67.97 140 57.56 140 49.00 140 35.07 140
141 76.01 141 67.97 141 57.57 141 49.01 141 35.10 141
142 76.01 142 67.97 142 57.57 142 49.01 142 35.14 142
143 76.01 143 67.97 143 57.57 143 49.02 143 35.17 143
144 76.01 144 67.97 144 57.58 144 49.03 144 35.20 144
145 76.01 145 67.97 145 57.58 145 49.04 145 35.23 145
146 76.01 146 67.97 146 57.58 146 49.05 146 35.27 146
147 76.01 147 67.97 147 57.58 147 49.06 147 35.30 147
148 76.01 148 67.98 148 57.59 148 49.07 148 35.33 148
149 76.01 149 67.98 149 57.59 149 49.08 149 35.36 149
150 76.01 150 67.98 150 57.59 150 49.08 150 35.39 150
151 76.01 151 67.98 151 57.59 151 49.09 151 35.42 151
152 76.01 152 67.98 152 57.60 152 49.10 152 35.45 152
153 76.01 153 67.98 153 57.60 153 49.11 153 35.47 153
154 76.01 154 67.98 154 57.60 154 49.11 154 35.50 154
155 76.01 155 67.98 155 57.60 155 49.12 155 35.53 155
156 76.01 156 67.98 156 57.60 156 49.13 156 35.56 156
157 76.01 157 67.98 157 57.61 157 49.13 157 35.58 157
158 76.01 158 67.98 158 57.61 158 49.14 158 35.61 158
159 76.01 159 67.98 159 57.61 159 49.15 159 35.64 159
160 76.01 160 67.98 160 57.61 160 49.15 160 35.66 160
161 76.01 161 67.98 161 57.61 161 49.16 161 35.69 161
162 76.01 162 67.98 162 57.61 162 49.16 162 35.71 162
163 76.01 163 67.98 163 57.61 163 49.17 163 35.73 163
164 76.01 164 67.98 164 57.62 164 49.17 164 35.76 164
165 76.01 165 67.98 165 57.62 165 49.18 165 35.78 165
166 76.01 166 67.98 166 57.62 166 49.18 166 35.80 166
167 76.01 167 67.98 167 57.62 167 49.19 167 35.83 167
168 76.01 168 67.98 168 57.62 168 49.19 168 35.85 168
169 76.01 169 67.98 169 57.62 169 49.20 169 35.87 169
170 76.01 170 67.98 170 57.62 170 49.20 170 35.89 170
171 76.01 171 67.98 171 57.62 171 49.21 171 35.91 171
172 76.01 172 67.98 172 57.63 172 49.21 172 35.93 172
173 76.01 173 67.98 173 57.63 173 49.22 173 35.95 173
174 76.01 174 67.98 174 57.63 174 49.22 174 35.97 174
175 76.01 175 67.98 175 57.63 175 49.22 175 35.99 175
176 76.01 176 67.98 176 57.63 176 49.23 176 36.01 176
177 76.01 177 67.98 177 57.63 177 49.23 177 36.02 177
178 76.01 178 67.98 178 57.63 178 49.23 178 36.04 178
179 76.01 179 67.98 179 57.63 179 49.24 179 36.06 179
180 76.01 180 67.98 180 57.63 180 49.24 180 36.07 180
181 76.01 181 67.98 181 57.63 181 49.24 181 36.09 181
182 76.01 182 67.98 182 57.63 182 49.25 182 36.10 182
183 76.01 183 67.98 183 57.63 183 49.25 183 36.12 183
184 76.01 184 67.98 184 57.63 184 49.25 184 36.13 184
185 76.01 185 67.98 185 57.64 185 49.25 185 36.15 185
186 76.01 186 67.98 186 57.64 186 49.26 186 36.16 186
187 76.01 187 67.98 187 57.64 187 49.26 187 36.17 187
188 76.01 188 67.98 188 57.64 188 49.26 188 36.18 188
189 76.01 189 67.98 189 57.64 189 49.26 189 36.20 189
190 76.01 190 67.98 190 57.64 190 49.27 190 36.21 190
191 76.01 191 67.98 191 57.64 191 49.27 191 36.22 191
192 76.01 192 67.98 192 57.64 192 49.27 192 36.23 192
193 76.01 193 67.98 193 57.64 193 49.27 193 36.24 193
194 76.01 194 67.98 194 57.64 194 49.27 194 36.25 194
195 76.01 195 67.98 195 57.64 195 49.27 195 36.26 195
196 76.01 196 67.98 196 57.64 196 49.28 196 36.27 196
197 76.01 197 67.98 197 57.64 197 49.28 197 36.28 197
198 76.01 198 67.98 198 57.64 198 49.28 198 36.29 198
199 76.01 199 67.98 199 57.64 199 49.28 199 36.30 199
200 76.01 200 67.98 200 57.64 200 49.28 200 36.30 200
201 76.01 201 67.98 201 57.64 201 49.28 201 36.31 201
202 76.01 202 67.98 202 57.64 202 49.28 202 36.32 202
203 76.01 203 67.98 203 57.64 203 49.28 203 36.33 203
204 76.01 204 67.98 204 57.64 204 49.29 204 36.34 204
205 76.01 205 67.98 205 57.64 205 49.29 205 36.34 205
206 76.01 206 67.98 206 57.64 206 49.29 206 36.35 206
207 76.01 207 67.98 207 57.64 207 49.29 207 36.36 207
208 76.01 208 67.98 208 57.64 208 49.29 208 36.36 208
209 76.01 209 67.98 209 57.64 209 49.29 209 36.37 209
210 76.01 210 67.98 210 57.64 210 49.29 210 36.38 210
211 76.01 211 67.98 211 57.64 211 49.29 211 36.38 211
212 76.01 212 67.98 212 57.64 212 49.29 212 36.39 212
213 76.01 213 67.98 213 57.64 213 49.29 213 36.40 213
214 76.01 214 67.98 214 57.64 214 49.30 214 36.40 214
215 76.01 215 67.98 215 57.64 215 49.30 215 36.41 215
216 76.01 216 67.98 216 57.64 216 49.30 216 36.41 216
217 76.01 217 67.98 217 57.64 217 49.30 217 36.42 217
218 76.01 218 67.98 218 57.64 218 49.30 218 36.43 218
219 76.01 219 67.98 219 57.64 219 49.30 219 36.43 219
220 76.01 220 67.98 220 57.64 220 49.30 220 36.44 220
221 76.01 221 67.98 221 57.64 221 49.30 221 36.44 221
222 76.01 222 67.98 222 57.64 222 49.30 222 36.45 222
223 76.01 223 67.98 223 57.64 223 49.30 223 36.45 223
224 76.01 224 67.98 224 57.64 224 49.30 224 36.46 224
225 76.01 225 67.98 225 57.64 225 49.30 225 36.46 225
226 76.01 226 67.98 226 57.64 226 49.30 226 36.47 226
227 76.01 227 67.98 227 57.64 227 49.30 227 36.47 227
228 76.01 228 67.98 228 57.64 228 49.30 228 36.48 228
229 76.01 229 67.98 229 57.64 229 49.30 229 36.48 229
230 76.01 230 67.98 230 57.64 230 49.30 230 36.49 230
231 76.01 231 67.98 231 57.64 231 49.31 231 36.49 231
232 76.01 232 67.98 232 57.64 232 49.31 232 36.50 232
233 76.01 233 67.98 233 57.64 233 49.31 233 36.50 233
234 76.01 234 67.98 234 57.64 234 49.31 234 36.51 234
235 76.01 235 67.98 235 57.64 235 49.31 235 36.51 235
236 76.01 236 67.98 236 57.64 236 49.31 236 36.52 236
237 76.01 237 67.98 237 57.64 237 49.31 237 36.52 237
238 76.01 238 67.98 238 57.64 238 49.31 238 36.52 238
239 76.01 239 67.98 239 57.64 239 49.31 239 36.53 239
240 76.01 240 67.98 240 57.64 240 49.31 240 36.53 240
241 76.01 241 67.98 241 57.64 241 49.31 241 36.53 241
242 76.01 242 67.98 242 57.64 242 49.31 242 36.54 242
243 76.01 243 67.98 243 57.64 243 49.31 243 36.54 243
244 76.01 244 67.98 244 57.64 244 49.31 244 36.55 244
245 76.01 245 67.98 245 57.65 245 49.31 245 36.55 245
246 76.01 246 67.98 246 57.65 246 49.31 246 36.55 246
247 76.01 247 67.98 247 57.65 247 49.31 247 36.56 247
248 76.01 248 67.98 248 57.65 248 49.31 248 36.56 248
249 76.01 249 67.98 249 57.65 249 49.31 249 36.56 249
250 76.01 250 67.98 250 57.65 250 49.31 250 36.56 250
251 76.01 251 67.98 251 57.65 251 49.31 251 36.57 251
252 76.01 252 67.98 252 57.65 252 49.31 252 36.57 252
253 76.01 253 67.98 253 57.65 253 49.31 253 36.57 253
254 76.01 254 67.98 254 57.65 254 49.31 254 36.57 254
255 76.01 255 67.98 255 57.65 255 49.31 255 36.58 255
256 76.01 256 67.98 256 57.65 256 49.31 256 36.58 256
257 76.01 257 67.98 257 57.65 257 49.31 257 36.58 257
258 76.01 258 67.98 258 57.65 258 49.31 258 36.58 258
259 76.01 259 67.98 259 57.65 259 49.31 259 36.59 259
260 76.01 260 67.98 260 57.65 260 49.31 260 36.59 260
261 76.01 261 67.98 261 57.65 261 49.31 261 36.59 261
262 76.01 262 67.98 262 57.65 262 49.31 262 36.59 262
263 76.01 263 67.98 263 57.65 263 49.31 263 36.59 263
264 76.01 264 67.98 264 57.65 264 49.31 264 36.60 264
winsome johnny (not Win some johnny)
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