#1




Hit or stay on 16
What is the mathematical statistic of hitting 16 against 7 through Ace?
What percent will you win or push by hitting it? What percent will you win or push by not hitting it? Can anyone direct me to a site which publishes such stats? 
#2




Quote:
http://code.google.com/p/blackjackc...downloads/list Code:
///////1 deck, S17////////// ******************************************** player's Hand 10,6 dealer's upCard 7 player's probabilities for standing p_1 = 0.741662210131 p_0 = 0 p_+1= 0.258337789869 p_+1.5 = 0 EV for standing= 0.483324420261 ± 0.875441320009 player's probabilities for doubling p_2 = 0.657943433709 p_0 = 0.060306641789 p_+2= 0.281749924502 EV for doubling= 0.752387018413 ± 1.78680922523 player's probabilities for hitting p_1 = 0.657943433709 p_0 = 0.060306641789 p_+1= 0.281749924502 EV for hitting= 0.376193509207 ± 0.893404612615 ************************************************ player's Hand 10,6 dealer's upCard 8 player's probabilities for standing p_1 = 0.76350326193 p_0 = 0 p_+1= 0.23649673807 p_+1.5 = 0 EV for standing= 0.527006523861 ± 0.849861237973 player's probabilities for doubling p_2 = 0.681168316615 p_0 = 0.0624859167129 p_+2= 0.256345766672 EV for doubling= 0.849645099887 ± 1.74016077918 player's probabilities for hitting p_1 = 0.681168316615 p_0 = 0.0624859167129 p_+1= 0.256345766672 EV for hitting= 0.424822549943 ± 0.870080389589 ********************************************** player's Hand 10,6 dealer's upCard 9 player's probabilities for standing p_1 = 0.769615756767 p_0 = 0 p_+1= 0.230384243233 p_+1.5 = 0 EV for standing= 0.539231513534 ± 0.842157571249 player's probabilities for doubling p_2 = 0.708318244314 p_0 = 0.0626698865513 p_+2= 0.229011869135 EV for doubling= 0.958612750359 ± 1.68237393247 player's probabilities for hitting p_1 = 0.708318244314 p_0 = 0.0626698865513 p_+1= 0.229011869135 EV for hitting= 0.47930637518 ± 0.841186966233 ************************************************ player's Hand 10,6 dealer's upCard 10 player's probabilities for standing p_1 = 0.790130953287 p_0 = 0 p_+1= 0.209869046713 p_+1.5 = 0 EV for standing= 0.580261906574 ± 0.814429935464 player's probabilities for doubling p_2 = 0.662971292784 p_0 = 0.0579720249632 p_+2= 0.197424029191 EV for doubling= 1.01272718025 ± 1.58037894169 player's probabilities for hitting p_1 = 0.744603945845 p_0 = 0.0579720249632 p_+1= 0.197424029191 EV for hitting= 0.547179916654 ± 0.801637146 *********************************************** player's Hand 10,6 dealer's upCard 1 player's probabilities for standing p_1 = 0.879580663876 p_0 = 0 p_+1= 0.120419336124 p_+1.5 = 0 EV for standing= 0.759161327752 ± 0.650902510708 player's probabilities for doubling p_2 = 0.501690908078 p_0 = 0.0435060431592 p_+2= 0.148680599783 EV for doubling= 1.01214306557 ± 1.37228819686 player's probabilities for hitting p_1 = 0.807813357058 p_0 = 0.0435060431592 p_+1= 0.148680599783 EV for hitting= 0.659132757275 ± 0.722521947852 Code:
player's Hand 10,6 dealer's upCard 10 player's probabilities for standing p_1 = 0.788304231586 p_0 = 0 p_+1= 0.211695768414 p_+1.5 = 0 EV for standing= 0.576608463173 ± 0.817020611856 player's probabilities for doubling p_2 = 0.680144821752 p_0 = 0.0551878170108 p_+2= 0.186997458325 EV for doubling= 1.06396462977 ± 1.55377549531 player's probabilities for hitting p_1 = 0.757814724664 p_0 = 0.0551878170108 p_+1= 0.186997458325 EV for hitting= 0.57081726634 ± 0.786752713016 
#3




You push 0% by not hitting. I hope that helps.

#4




Its not even close. Just trust correct basic strategy, which we are guessing you do not know. zg

#5




__________________
Misty morning, clouds in the sky/ Without warning, the wizard walks by/ Casting his shadow, weaving his spell/ Funny clothes, tinkling bell Never talking/ Just keeps walking/ Spreading his magic Black Sabbath 
#6




Quote:
Pushing is impossible by standing on 16 
#7




Quote:

#8




Quote:
16 vs 6 player's probabilities for standing p_1 = 0.589511449401 p_0 = 0 p_+1 = 0.410488550599 p_+1.5 = 0 EV for standing= 0.179022898802 ± 0.983844907343 *********************************************** 11 vs 5 player's probabilities for standing p_1 = 0.566326835062 p_0 = 0 p_+1= 0.433673164938 p_+1.5 = 0 EV for standing= 0.132653670123 ± 0.991162450763 Basic strategy takes into account all possible combinations of playerHand/dealerHand , bust rate of the dealer is mythical figure used by scam system promoters 
#9




Quote:

#10




I noticed that too, I think some people look way too deep for some kind of a quotion, or mathmatic formula to make something easy look complex. The dealer is either going to bust or not, that's why counters count, and understand the best times to do certain things. It doesn't matter if you have 4,7,9,12,or 16, you can't win if the dealer doesn't bust. There is a very long and complicated equation that explains why, and how gravity affects objects of all sizes, shapes, and weight. The bottom line is, if you throw a ball in the sky, it is going to drop.

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