*****NOVEMBER NARCOTICS POKER THREAD*****

[tenbob]

Table selection imo.

Poker Stars, $0.25/$0.50 NL Hold'em Cash Game, 9 Players
Hand History Converter by Stoxpoker

MP2: $9.50 (19 bb)
Hero (MP3): $50 (100 bb)
CO: $39.20 (78.4 bb)
BTN: $35.75 (71.5 bb)
SB: $66.45 (132.9 bb)
BB: $80.35 (160.7 bb)
UTG: $78.55 (157.1 bb)
UTG+1: $52 (104 bb)
MP1: $50 (100 bb)

Pre-Flop: Hero is MP3 with K

Q

UTG calls $0.50, UTG+1 folds, MP1 calls $0.50, MP2 folds, Hero calls $0.50, CO calls $0.50, BTN folds, SB completes, BB checks

Flop: ($3) T

Q

A

(6 players)
SB checks, BB checks, UTG checks, MP1 checks, Hero bets $2.50, CO folds, SB calls $2.50, BB folds, UTG calls $2.50, MP1 folds

Turn: ($10.50) 4

(3 players)
SB checks, UTG checks, Hero bets $6, SB folds, UTG calls $6

River: ($22.50) K

(2 players)
UTG bets $7.50, Hero raises to $41 and is all-in, UTG calls $33.50

Results: $104.50 pot ($3 rake)
Hero showed K

Q

(a flush, Ace high) and won $101.50 ($51.50 net)
UTG mucked 3

J

(a straight, Ten to Ace) and lost (-$50 net)

 

[Deltafrost]

I've been weekend DOOMSWITCHED imfo...... -7 buy ins in total.... like 5 lost today!!!!

down 7 here myself. 2 last night, 5 today! f donks when they hit imo!

 

[zachvac]

In the warmup, guy flops 2 pair on a super-wet board and after a check-check turn proceeds to check-raise the river. I had top pair and called. Got just over 8k chips atm, need some more.

 

[bw07507]

WFT, against a nit reg.

Poker Stars, $0.50/$1 NL Hold'em Cash Game, 6 Players
Hand History Converter by Stoxpoker

BTN: $100 (100 bb)
SB: $34.75 (34.8 bb)
BB: $103.10 (103.1 bb)
UTG: $104.40 (104.4 bb)
Hero (MP): $101.50 (101.5 bb)
CO: $101 (101 bb)

Pre-Flop: Hero is MP with 2

2

UTG folds, Hero calls $1, CO folds, BTN raises to $4, 2 folds, Hero calls $3

Flop: ($9.50) 4

4

2

(2 players)
Hero checks, BTN bets $6, Hero raises to $18, BTN calls $12

Turn: ($45.50) T

(2 players)
Hero bets $28, BTN raises to $78 and is all-in, Hero calls $50

River: ($201.50) 6

(2 players, 1 is all-in)

Results: $201.50 pot ($3 rake)
Hero showed 2

2

(a full house, Twos full of Fours) and won $198.50 ($98.50 net)
BTN mucked Q

K

(a pair of Fours) and lost (-$100 net)

If you've been aggressive at the table I like his play, basically the only hand that you call his turn shove with is 22 and ch/r on this flop is almost always a bluff.

 

[JimmyBrizzy]

Great month, I didn't know I was this bad, but apparently I am...

I honestly didn't even know someone could lose this much money at 5NL 6max, I'm not even mad, I'm impressed...

 

[switch0723]

spent $27 in the cccohe $2 rebuy, most of which tilting after i shoulda/woulda/coulda have had 40k chips after an hour . But was an epic tourny, a table table of me, bw and ag during first hour brought A LOT of chips to the table, rebuy period of cc tourny > any other hour of poker tbh

also major brag of winning $5.82 from zach in a race to 12,345 chips exactly bet

 

[blankoblanco]

Nah your not m8, at one point I was $700 down, then got it back to $200 up, then back down to -$500 for the day . Combu you playing 200nl? FR or 6mx?

200nl FR. hoping things turn around (for both of us), seems like i can't win a hand

 

[icemonkey9]

My heater might be over ... I know I know Anyways tried to play 4 tables of 50nl and watch some football ... apparently it makes me a bad player. 100 hands lost $42!

- Had a rivered straight checked-called by a flush (made on turn)
- Overpair loses to a set
- Top two pair loses to rivered boat

I guess could have been worse, and to be honest I made some bad river calls and now realize I wasn't paying attention. If I get some free time (aka wife takes a nap after the Chargers game) I'll finally take my first shot at 100nl.

 

[KingCurtis]

My heater might be over ... I know I know Anyways tried to play 4 tables of 50nl and watch some football ... apparently it makes me a bad player. 100 hands lost $42!

- Had a rivered straight checked-called by a flush (made on turn)
- Overpair loses to a set
- Top two pair loses to rivered boat

I guess could have been worse, and to be honest I made some bad river calls and now realize I wasn't paying attention. If I get some free time (aka wife takes a nap after the Chargers game) I'll finally take my first shot at 100nl.

Saweeet I'll be on all night grinding and grinding, you know where I'm at glgllglgl

 

[zachvac]

ugh why is there homework? Was gonna try to pull another marathon session tonight (8500ish last night, was gonna try for another 8-10k day). Then I realized I had homework and 2 tests this week to study for (that I kinda have to do good on, borderline A/B for one and B/C for the other). Played in the warmup and ~1500 hands and then the CC rebuy, but now I've got some hw to do. At least it's semi-fun though. Sample question:

"How many positive integers less than 1000 have distinct digits and are even?"

That one was fun . Just takes ton of time ugh.

 

[dsvw56]

"How many positive integers less than 1000 have distinct digits and are even?"

418?

 

[zachvac]

418?

I got 373, how'd you do it?

 

[Jagsti]

OMFG, I cannot believe how f'kin card dead I've been in the SM..... seriously 2hrs 40mins..... AJo was the best I've had by a long shot.... Its disgusting!

 

[tenbob]

What table are you on Jay ? Might rail for a bit.

 

[Jagsti]

table 99... be quick though

 

[Jagsti]

lolz... im a gonna

 

[dsvw56]

I got 373, how'd you do it?

You're right, I f'ed up and typed 783 instead of 738 in to the calculator, anways, here's how I did it.

Well there's 738 integers with distinct digits, I'll break it down in to groups by number of digits

One Digit :

9 (1-9 ldo)

Two Digits :

Can be found by 9*9, since the first can be any number 1-9 and the second any number 0-9 that isnt the first.

Three Digit :

Same as before, 9*9*8, since now the third digit can be any number 0-9 that isnt the same as the first two.

So you get :

9+81+648 = 738

Now it's easier to use the same process to find the odd ones and subtract from that answer. So :

One Digit :

5 (1,3,5,7,9)

Two Digit :

8*5 (second digit has to be odd, first one can only be 1-9 that isnt the same as the second)

Three Digit :

8*8*5 (same concept as two digit)

so you get :

5+40+320 = 365 odd distinct digit integers

so 738 - 365 = 373 even distinct digit integers

 

[KingCurtis]

I went silver star 2 nights ago btw, apparently its pretty big playing 10nl and only halfway through the month?

 

[switch0723]

im 0-7 in my last coinflips yet still making moneys in HUsng's so thats a good sign

 

[tenbob]

Tenbobs Poker Blog

Mid-month graph.

 

[KingCurtis]

im 0-7 in my last coinflips yet still making moneys in HUsng's so thats a good sign

just wait till your winning all those flips....BALLIN imo

 

[zachvac]

You're right, I f'ed up and typed 783 instead of 738 in to the calculator, anways, here's how I did it.

Well there's 738 integers with distinct digits, I'll break it down in to groups by number of digits

One Digit :

9 (1-9 ldo)

Two Digits :

Can be found by 9*9, since the first can be any number 1-9 and the second any number 0-9 that isnt the first.

Three Digit :

Same as before, 9*9*8, since now the third digit can be any number 0-9 that isnt the same as the first two.

So you get :

9+81+648 = 738

Now it's easier to use the same process to find the odd ones and subtract from that answer. So :

One Digit :

5 (1,3,5,7,9)

Two Digit :

8*5 (second digit has to be odd, first one can only be 1-9 that isnt the same as the second)

Three Digit :

8*8*5 (same concept as two digit)

so you get :

5+40+320 = 365 odd distinct digit integers

so 738 - 365 = 373 even distinct digit integers

lol yeah I had to do it the hard way and instead of counting did probabilities. Same answer though:

g. 1, 2, or 3 digits.

1 digit: all 9 1-digit number has a distinct digit

2 digits: First digit is irrelevant, 2nd digit must be any of the remaining 9.
Total of 90 (99-9) 2-digit numbers, 9/10 have distinct digits, thus .9*90 = 81 have distinct digits

3 digits: First digit irrelevant. 2nd digit must be any of 9, 3rd digit must be any of the remaining 8.
900 3-digit numbers, .9*.8 = .72
900*.72 = 648 3-digit numbers have distinct digits.

9+81+648 = 738 numbers have distinct digits.

h.
1 digit, 4 are even

2 digits, 90% are distinct given any first digit, first digit is 5/9 to be odd. When first digit is odd,
second digit now is 5/9 to be even given it's distinct.
First digit is 4/9 to be even, and when first digit is even, second digit is 4/9 to be even.

Given that it is distinct, probability of being even is (5/9)^2*(4/9)^2 = 41/81
(41/81)*81 = 41. 41 2-digit numbers are even and distinct.

3 digits, 72% are distinct given any first 2 distinct digits.

First digit is 5/9 to be odd. Given this, 2nd digit is 4/9 to be odd. Given this, 3rd digit is 5/8 to be even
First digit is 5/9 to be odd. Given this, 2nd digit is 5/9 to be even. Given this, 3rd digit is 4/8 to be even
First digit is 4/9 to be even. Given this, 2nd digit is 5/9 to be odd. Given this, 3rd digit is 4/8 to be even
First digit is 4/9 to be even. Given this, 2nd digit is 4/9 to be even. Given this, 3rd digit is 3/8 to be even

Given that the 3 digit number is distinct, it is (5/9)(4/9)(5/8) + (5/9)(5/9)(4/8) + (4/9)(5/9)(4/8) + (4/9)(4/9)(3/8) = 41/81

(41/81)*648 = 328

4+41+328 = 373 positive integers less than 1000 are distinct and even.

 

[switch0723]

just wait till your winning all those flips....BALLIN imo

nah im gonna save up all the karma then trade it in for a game of jumanji

 

[dsvw56]

lol seriously? that is wayyyyyyyyyyyyyyyyyyyyy too complicated.

 

[KingCurtis]

nah im gonna save up all the karma then trade it in for a game of jumanji

i'm still looking for the REAL version on EBAY...I can never find it for some reason