Quote: 100xOdds3/4/5x odds, $2000 bankroll
win goal = ~$2000 (approx. double your $)
Strategy:
- Single Pass or Don't Pass bet with max odds, risking ~$100 total each time. (so you have a 20x bankroll.)
Pass: Flat = $20, odds = $80 ($100 total)
Don't pass: Flat = $15, odds = $90 ($105 total)
- Use 40% of winnings to press after each win
- Go back to risking ~$100 total if you lose.
For simplicity sake, the avg point is a 5/9.
For $20 pass, 3, 4, 5x, average bet is $75.56, ev per bet -$.2828.
For $15 DP, 3, 4, 5x, average bet is $76.71, ev per bet -$.2104.
So, you are starting out with a disadvantage on the pass, because you are subjecting 33% more to the HA.
wellQuote: goatcabinFor $20 pass, 3, 4, 5x, average bet is $75.56, ev per bet -$.2828.
20 * 1/3
80 * 1/6
100 * 2/9
120 * 5/18
add up = 75 5/9
ev = -7/495 * 20 = -140/495
checks out
what is this about again?
oh, yes
estimates to double a bankroll
by pressing something 40% after a winnnnnnnnnnnn
huh?Quote: goatcabinFor $15 DP, 3, 4, 5x, average bet is $76.71, <snip>
how you get $76.71?
15 * 1/3 = 15/3 = 5
105 * 2/3 = 210/3 = 70
5 + 70 = 75
Hmmm, did not get it that way
15 dpass with 4x odds = 75 avg bet
not that way either
ev = -3/220 * 15 = -45/220
okok
Sally
Quote: mustangsallywell
by pressing something 40% after a winnnnnnnnnnnn
huh?
how you get $76.71?
15 * 1/3 = 15/3 = 5
105 * 2/3 = 210/3 = 70
5 + 70 = 75
Hmmm, did not get it that way
15 dpass with 4x odds = 75 avg bet
not that way either
Since I don't count the push in the bet handle, the weighted average is pushed toward the $35 amount.
Try:
( (605 X 15) + (1320 * 105) ) / 1320 = 76.71
That damn push is always confusing things, ain't it?
okQuote: goatcabinSince I don't count the push in the bet handle, the weighted average is pushed toward the $35 amount.
Try:
( (605 X 15) + (1320 * 105) ) / 1320 = 76.71
That damn push is always confusing things, ain't it?
/ 1925 gets there
not counting a push as an event that happened
could be easier for some or more difficult for others
I do
count them as an event
as 100 pass line decisions produces how many don't pass decisions? (2 players at same table, one on pass the other on dpass)
and the expected loss for each would B...
Mully
Quote: mustangsallyok
/ 1925 gets there
Oops! OF course.
Quote: mustangsallynot counting a push as an event that happened
could be easier for some or more difficult for others
I do
count them as an event
as 100 pass line decisions produces how many don't pass decisions? (2 players at same table, one on pass the other on dpass)
and the expected loss for each would B...
Mully
For 1980 decisions, ev's are -27 units DP, -28 units pass. Divide by 1980, you get 1.36%, divide by 1925 1.40%. Who cares? ev's are important.
i think some will careQuote: goatcabinFor 1980 decisions, ev's are -27 units DP, -28 units pass.
Divide by 1980, you get 1.36%, divide by 1925 1.40%. Who cares? ev's are important.
Alan Mendelson (he is on TV and has a nice speaking voice)
Frank Scoblete
Paul Rodgers
just to name a few off the top of me head
now
here in question form for you
#1) 100 pass line decisions produces how many don't pass decisions?
(2 players at same table, one on pass the other on dpass)
#2) the expected loss for each would B...? (same $15 flat bets)
thanks
for some reason I spell two as too
i know
Mully
Quote: mustangsallyi think some will care
Alan Mendelson (he is on TV and has a nice speaking voice)
Alan is an idiot.
Quote: mustangsally
now
here in question form for you
#1) 100 pass line decisions produces how many don't pass decisions?
Depends on how many 12s, since I don't consider the push a decision.
Quote: mustangsally
#2) the expected loss for each would B...? (same $15 flat bets)
$21.04 for DP, $21.21 for pass.
Quote: mustangsallyfor some reason I spell two as too
You have company, but most of the others do not know the difference between "two", "too" and "to".
Quote: goatcabinAlan is an idiot.
Personal insult; 3 days.
okay, the parameters for my questions were 2 players (Sally and Adam)Quote: goatcabinDepends on how many 12s, since I don't consider the push a decision.
$21.04 for DP,
$21.21 for pass.
standing and playing at the same craps table
we know the pass line player (call her Sally) sees 100 win/lose decisions in 100 pass line decisions
so we both agree on the ev being a loss of
(7/495)*15*100 = 21.21
here is how i do the dpass because he (I call him Adam) played at the same table wit Sally
and saw the same 100 pass decisions
but still only bet the dpass
then they both cashed out and went to dinner, i was told, after the pass line 100th decision
(3/220)*15*100 = 20.45
i count the pushes
you did this
(27/1925)*15*100 = 21.039
but Adam did not see 100 win/lose dpass decisions
how many did he see?
well, there must be an average to work with
that is what i be after
is it
100 * (35/36) = 97 2/9
Mully