Nume utilizator: Parolã:
Înregistrare utilizator nou
Moderator:  Bobes 
 Dice Poker

Dice poker and its variants

Dice poker
- single game - max. 340 points - Dice Poker (BOROWITZ vs. Labbeda) - 306 (BOROWITZ)
- combined game - max. 680 points - Dice Poker (Holyman vs. A663) - 577 - (A663, Holyman)

Triple dice poker
- single game - max. 2 145 points - Triple Dice Poker (Mick53 vs. overlander) - 1 855 (overlander)
- combined game - max. 4 290 points - Triple Dice Poker (crayzeejim vs. Bobes) - 3 554 (Bobes, crayzeejim)

Dice poker 6D
- single game - max. 529 points - Dice Poker 6D (G-444 vs. Scooter) - 466 (Scooter)
- combined game - max. 1058 points - Dice Poker 6D (GregW vs. Scooter) - 893 (GregW, Scooter)

Triple dice poker 6D
- single game - max. 3 324 points - Triple Dice Poker 6D (overlander vs. GregW) - 2 770 (GregW)
- combined game - max. 6 648 points - Triple Dice Poker 6D (overlander vs, ksenofont) - 5 385 (ksenofont, overlander)


Mesaje pe paginã:
Lista posturilor afişate
Nu eşti autorizat sã scrii pe acest panou.Pentru a putea adãuga mesaje trebuie sã ai nivelul de (0)
Mod: Toatã lumea poate afişa
Cautã între posturi:  

24. Ianuarie 2007, 15:07:21
Pafl 
Subiectul: Maximum
Right, who has got the most points in a single game so far ? And what is the maximum, anyway ?

24. Ianuarie 2007, 15:10:57
Hrqls 
Subiectul: Re: Maximum
Pafl: the maximum is to fill all fields with 5 of the same (except the straight ones) .. and if possible 5*6

this means :
5*1 = 5
5*2 = 10
5*3 = 15
5*4 = 20
5*5 = 25
5*6 = 30
bonus = 35
5*6 = 30
5*6 = 30
5*6 =25 (i think this counts as full house as well :))
1234/2345/3456 = 30
12345/23456 = 40
5*6 = 50
5*6 = 30
-----------
total 375 (if i did the math right (by head))

24. Ianuarie 2007, 15:12:57
Fencer 
Subiectul: Re: Maximum
Hrqls: Ha, this is a proof! You are too good at math, you don't need a bonus hint.

24. Ianuarie 2007, 15:14:13
Hrqls 
Subiectul: Re: Maximum
Fencer: lol! true .. but i can only count with 6s .. see the way i made my fullhouse and my 5-of-the-same :)

24. Ianuarie 2007, 15:16:56
Hrqls 
Subiectul: Re: Maximum
Fencer: btw the triple one shows the bonus (35) but the normal dicepoker doesnt

24. Ianuarie 2007, 15:18:22
Fencer 
Subiectul: Re: Maximum
Hrqls: That's correct.

24. Ianuarie 2007, 15:19:18
Hrqls 
Subiectul: Re: Maximum
Fencer: k in the triple it helps more .. i agree .. i just wondered about the difference :)

24. Ianuarie 2007, 16:02:27
Pafl 
Subiectul: Re: Maximum
270 my maximum so far ...

Data şi ora
Prieteni în direct
Jocurile favorite
Frãţiile
Ştirea zilei
Drept de copiere © 2002 - 2024 Filip Rachunek, toate drepturile rezervate.
Înapoi la Început de paginã