# CASINO edge mathematician - 19/05/2017 23:37 EDT

I am looking for freelance mathematician specifically in casino game probability calculation on Bull Bull game which the game rule is listed below:

Introduction

Bull Bull is a kind of traditional card game of poker and popular in Guangdong, Guangxi, Hunan and the Jiangsu and Zhejiang provinces. The greatest feature of Bull Bull is the rules are easy to be understood.

Playing Method

The game uses 52 cards (excluding Joker). Deal 5 cards to each player in every game round. Find 3 cards which can add up to 10 or a multiple of 10. If the rest of 2 cards add up to over 10, the total has to minus 10, then, the remaining points compares the points with Banker.

You have several bet types can choose, please see the following below:

“Player 1” : Equal, Double

“Player 2” : Equal, Double

“Player 3” : Equal, Double

Note: When you bet on Double, “Credit” has to be higher than 5 times of the bet amount (bet amount x odds of 5P). Please read “Explanation” for more details.

●First Card:Dealer shows the “First Card” when each game round starts. According to the rank of the “First Card”, decide the dealing position. (commencing from Dealer in counter clockwise direction)

●Dealing Sequence: in counter clockwise direction

First Card Dealer Sequence

A, 5, 9, K Banker, Player1, Player2, Player3

2, 6, 10 Player1, Player2, Player3, Banker

3, 7, J Player2, Player3, Banker, Player1

4, 8, Q Player3, Banker, Player1, Player2

Follow the sequence above. Dealing 5 cards to each player including the Banker

BIG & SMALL CARD COUNTING

During the game, if the points are the same, players need to choose the highest ranking card from the 5 cards to compare. The player who has the highest ranking card wins. If the points and rank are the same, players need to compare the suit. Please see the below table.

●Card Types:

Card Types Diagram Explanation

5P(5 J、Q、K)

5 cards consist of J, Q, K

Bull Bull

3 cards add up to a multiple of 10. The rest of 2 cards add up to 10 or 20.

Bull9

3 cards add up to a multiple of 10. The rest of 2 cards add up to 9 or 19.

Bull8

3 cards add up to a multiple of 10. The rest of 2 cards add up to 8 or 18.

Bull7 3 cards add up to a multiple of 10. The rest of 2 cards add up to 7 or 17.

Bull 6 (including Bull 6) and less are normal card type

●Large/Small :

Card Types Explanation

Card Types 52 cards, excluding Joker

Points J, Q, K equals 10. Other cards shall carry their denoted numerical value. Ace equals 1.

5P(5 J、Q、K) > Bull Bull > Bull9 > Bull8 > Bull7 > Bull6 > Bull5 > Bull4 > Bull3 > Bull2 > Bull1 > No Bull

Rank K > Q > J > 10 > 9 > 8 > 7 > 6 > 5 > 4 > 3 > 2 > A

Suit Spades(♠) > Hearts(♥) > Clubs(♣) > Diamonds(♦)

( 0 comentários ) BAVET, Cambodia

ID do Projeto: #14083394

## 9 freelancers estão ofertando em média \$827 para este trabalho

\$147 USD in 3 dias
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6.1
abhijitbuet

Best mathematician of this site. Best in all regards ...................................................

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weirong626

Hello, Dear friend. I am expert in matlab, physics, math,... I have a lot of experiences in many fields. I can help you well. Please contact me. Best regards.

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roboticres

i am post doc research my research area is about computer vision and robotics, I am expert on statistics. i have many academic papers about it. you can check my google scholar page here is [url removed, login to view] Mais

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JavaITPassion

Hi, I'm a math teacher and founder of my own math-IT school. I teach students for 9 years. I will do this project with pleasure. XOXOX Arkadiusz Kuboszek

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KaiserFlash

I have currently a game design mathematician making casino games. I will approach this project like I will for all card based games. First I will find the probability of a each winning hand occurring. Then I will creat Mais

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edwardwongso244

A proposal has not yet been provided

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CreativeB24

Hello, We have gone through your requirement, we will be able to help you on your requirement. Kindly join the chat, So we can discuss more the project. Awaiting for your response. Regards, Mayank Saini

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