Milano Red
New Member
Hi everyone,
Quick question regarding the Wong card counting method. I have encountered at least one person's opinion stating that this method is difficult (found at http://www.qfit.com/card-counting.htm) whereas several websites that state it is a good balance of simplicity and accuracy. Now, before you ask, I'll tell you that I have not read Stanford Wong's book (I'm in the process of ordering it). However, as implied by the website above, this method may be more difficult than most because it requires the counter to use non-integer numbers to obtain info on the count, true or otherwise. So here's my question: because the true count is a normalized number, couldn't I just assign each card double the value listed on qfit.com, then, when I do my division to find the true count, divide by the number of decks and then again by two? This effectively multiples the numerator and denominator by the same value, so I don't see a problem on the face of things (excepting indices, etc). Alternatively, to ease the division process, couldn't once just double the values required for a bet change?
What I've proposed above is surely too easy a fix for the Wong method to have escaped detection by pros. If anyone can address this post, I'd appreciate either a direct answer or referrals. Finally, if you do decide to answer this post, be assured that dumbing down your answer too much is not a concern: I'm relatively new to card counting.
Thanks,
Milano Red
Quick question regarding the Wong card counting method. I have encountered at least one person's opinion stating that this method is difficult (found at http://www.qfit.com/card-counting.htm) whereas several websites that state it is a good balance of simplicity and accuracy. Now, before you ask, I'll tell you that I have not read Stanford Wong's book (I'm in the process of ordering it). However, as implied by the website above, this method may be more difficult than most because it requires the counter to use non-integer numbers to obtain info on the count, true or otherwise. So here's my question: because the true count is a normalized number, couldn't I just assign each card double the value listed on qfit.com, then, when I do my division to find the true count, divide by the number of decks and then again by two? This effectively multiples the numerator and denominator by the same value, so I don't see a problem on the face of things (excepting indices, etc). Alternatively, to ease the division process, couldn't once just double the values required for a bet change?
What I've proposed above is surely too easy a fix for the Wong method to have escaped detection by pros. If anyone can address this post, I'd appreciate either a direct answer or referrals. Finally, if you do decide to answer this post, be assured that dumbing down your answer too much is not a concern: I'm relatively new to card counting.
Thanks,
Milano Red