Well, just no. If you played at 49,5%, statistically and probably your next roll will be a loss 50,5% of the Time. Like every roll of you was before. There is no "memory". Whats so hard to understand about that?
Statistik and probability like this only work when you look in the future.
The probability for loosing 6 Times in a row is ~1,65%, but if you already have lost 6 Times in a row it is still ~1,65% for loosing even another 6 Times in a row.
First, since you are not aware, I don't play 50%. I play 87.7779%. I was the only one, then a few people copied me.
In this particular case, the next roll is sure to be an 87.7779% chance of winning, however I contend that it would be more than 99% chance of winning.
Here's my "memory". 3 variables. 2 are exactly the same. 1 changes a bit. Literally. (okay, it changes a digit sometimes, so it's not just a bit, but a byte.)
Also, if looking at the future, I can see the odds of 6 times in a row before it happens, what changes as it is happening? Just pretend we're back 6 rolls ago. The same statistic. Why does it change when I've already lost 5?
What changed is that the low probability happened. If statistics would say one of 3 car accidents are deadly would you stop driving after your second accident?
Of course not, that changes nothing on the probability of your next accident being deadly.
Your chance is always 87.7779% if you play that (heck how should I know what you play). Even if you would have already lost a 1000 Times in a row.
But well, if you think there is a "ghost of Satoshi" rolling the dice, just keep believing it.