aceside is wrong, as usual. A more interesting calculation is what are the odds of aceside making a correct statement once in a row?

As pushes don't count, you are left with 91.2& of hands. Within that, the ratio of wins to losses is 47.5% to 52.5%. So 0.475% is the number you would raise exponentially. I'll leave the math to you.
I suspect there are other mitigating factors if your goal is the longest win streak, rather than the highest EV, such as not doubling, splitting, etc. I'll leave those complexities to the more knowledgeable.