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RORBR summary

RORBR is risk of ruin before hitting a royal flush in units of bet per
hand, to convert to dollars multiply by dollars/hand, for example
x$1.25 for 5 coin quarters. RORBR is calculated by solving this
equation: RORBR=SUM[probability x RORBR^(Win)] for each possible Win
and probability, except for the royal flush. Number of bets are solved
for 50% risk of ruin, 10% risk of ruin, and 2% risk of ruin, using the
formula: bets=ln(ror)/ln(RORBR).

GAME__________ER__________VARIANCE_____RORBR_______50%__10%__2%
Q250 AA_______1.029738195__28.78049949_0.997034277__233__775_1317
FPDW__________1.007619612__25.83461805_0.998713370__538_1788_3039
10/7 DB_______1.001725224__28.25553927_0.999047807__728_2417_4106
8/5 SAB_______0.999390849__63.36201795_0.999297591__986_3277_5567
9/6/5 TDB_____0.995843521_100.09904300_0.999440549_1239_4115_6991
9/6 RoyalAces_0.995837360_181.72975460_0.999588193_1683_5590_9498
9/6 JOB_______0.995438944__19.51467643_0.999051654__731_2427_4123
8/5 Bonus_____0.991659736__20.90408189_0.999178680__844_2802_4761
9/6 DDB_______0.989807835__41.98498131_0.999353813_1072_3562_6052
9/5 JOB_______0.984424533__19.41532404_0.999323331_1024_3402_5779
8/5 JOB_______0.972912325__19.24214978_0.999481200_1336_4437_7538

Thanks for posting the summary.

It might be clearer to state that your "RORBR" is the risk of ruin
for losing a 1-unit bankroll before hitting a royal flush. Once you
have found that "RORBR", you get the ror for any bankroll from
ror=RORBR^bankroll. (where "ror" is the risk of losing a bankroll
before hitting a RF, and bankroll is expressed in units.)

I know you understand that. But writing "RORBR is risk of ruin
before hitting royal flush in units of bet per hand" didn't make it
clear that it refers to a 1-unit bankroll, IMO.

Dunbar

--- In vpFREE@yahoogroups.com, "nightoftheiguana2000"
<nightoftheiguana2000@y...> wrote:

RORBR is risk of ruin before hitting a royal flush in units of bet

per

hand, to convert to dollars multiply by dollars/hand, for example
x$1.25 for 5 coin quarters. RORBR is calculated by solving this
equation: RORBR=SUM[probability x RORBR^(Win)] for each possible

Win

and probability, except for the royal flush. Number of bets are

solved

for 50% risk of ruin, 10% risk of ruin, and 2% risk of ruin, using

the

ยทยทยท

formula: bets=ln(ror)/ln(RORBR).

GAME__________ER__________VARIANCE_____RORBR_______50%__10%__2%
Q250 AA_______1.029738195__28.78049949_0.997034277__233__775_1317
FPDW__________1.007619612__25.83461805_0.998713370__538_1788_3039
10/7 DB_______1.001725224__28.25553927_0.999047807__728_2417_4106
8/5 SAB_______0.999390849__63.36201795_0.999297591__986_3277_5567
9/6/5 TDB_____0.995843521_100.09904300_0.999440549_1239_4115_6991
9/6 RoyalAces_0.995837360_181.72975460_0.999588193_1683_5590_9498
9/6 JOB_______0.995438944__19.51467643_0.999051654__731_2427_4123
8/5 Bonus_____0.991659736__20.90408189_0.999178680__844_2802_4761
9/6 DDB_______0.989807835__41.98498131_0.999353813_1072_3562_6052
9/5 JOB_______0.984424533__19.41532404_0.999323331_1024_3402_5779
8/5 JOB_______0.972912325__19.24214978_0.999481200_1336_4437_7538

updated, tdb includes aces with kicker, royal aces includes aces

GAME____________ER___VAR_RORBR(1)_RORBR(800)_50%ROR_10%ROR_2%ROR
Q250 AA______ 1.0297_ 29 0.997034277_ 9.29%_ 233____ 775__ 1317
FPDW_________ 1.0076_ 26 0.998713370 35.70%_ 538___ 1788__ 3039
10/7 DB______ 1.0017_ 28 0.999047807 46.67%_ 728___ 2417__ 4106
8/5 SAB______ 0.9994_ 63 0.999297591 57.00%_ 986___ 3277__ 5567
NSUD_________ 0.9973_ 26 0.999110272 49.06%_ 779___ 2587__ 4395
9/6/5 TDB____ 0.9958_ 98 0.999031670 46.07%_ 715___ 2377__ 4038
9/6 RoyalAces 0.9958 182 0.998806671 38.47%_ 581___ 1928__ 3276
9/6 JOB______ 0.9954_ 20 0.999051654 46.81%_ 731___ 2427__ 4123
8/5 Bonus____ 0.9917_ 21 0.999178680 51.82%_ 844___ 2802__ 4761
9/6 DDB______ 0.9898_ 42 0.999353813 59.62% 1072___ 3562__ 6052
UglyDucks____ 0.9891_ 26 0.999301641 57.18%_ 992___ 3296__ 5600
9/5 JOB______ 0.9844_ 19 0.999323331 58.19% 1024___ 3402__ 5779
8/5 JOB______ 0.9729_ 19 0.999481173 66.02% 1336___ 4437__ 7538