No! Every throw is a separate event independent of previous events. Odds are 
always 50-50 (assuming a fair throw).

You are using the formula for a sequence, the odds say off getting ttttttth. 

>> Dana wrote:
>> negative, your odds do not improve if you stay at the table.
>
>Correct, they do not improve.  They decrease as it's a function of sample size.
>
>For example, the probability of flipping a coin once and having it
>come up heads is 1 in 2.  The probability of 5 heads in a row  is 1 in
>32.  10 heads in a row is about 1 in thousand.
>
>So the probability of "winning", given that winning is heads,
>decreases as you stay at the table.

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