Wong Halves – Blackjack counting system is named after it’s founder. Developed by Stanford Wong, Wong Halves is a unique and advanced card counting system still used by many today. Stanford Wong is one of the original inductees to the Blackjack Hall of Fame.
Unlike the name suggests, Stanford Wong is not of asian descent. Born, John Ferguson, he took took the name as his professional Blackjack alias. Stanford Wong is a gambling author and is best known for his book Professional Blackjack. In his book, he explains his advanced Level 3 – Wong Halves Blackjack strategy. Chapters of Professional Blackjack include balanced blackjack strategy, using fractions and optimized blackjack betting. Wong Halves is a complex blackjack card counting system and it is advised you start with Hi-Lo if you are new to blackjack card counting.
If you are already proficient in the more basic card counting methods and are looking to achieve a much more accurate count, then the Wong Halves may be the right method for you.
One of the things that makes Wong Halves more difficult than other card counting systems is that some cards are given fraction values, rather than whole numbers.
In Wong Halves, cards are valued and the counting system of Wong Halves goes as such:
10s, Jacks, Queens, Kings and Aces are value of -1
2s and 7s are value of ½
3s, 4s and 6s are value of 1
5s are value of 1 ½
8s are value of 0
9s are value of -½
The fractions are what add to the complexity of the Wong Halves system. Most players round up or find it easier to double each of these values to avoid the fractions.
Like any blackjack card counting systems, it is important to practice a lot before you try it out in a casino. The complexity of the Wong Halves card counting system can throw off your game if you are not totally comfortable using it.
Memorize all of the values and then practice by counting through a deck of cards. Do this a few times as practice makes perfect when it comes to card counting. Wong Halves is a balanced blackjack card counting system, so when you finish going through a deck you should end up with a count of zero.
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