All combinations are equally likely.
In Powerball there is a 1 in 292 million chance of 1-2-3-4-5-6 being chosen
There is also a 1 in 292 million chance of 4-8-19-27-34-10 being chosen
Pointing out that 1-2-3-4-5-6 has never come up before is of exactly as much value as pointing out that
4-18-19-27-34-10 had never come up before
Go ahead, run a simulation and tell us how long on average it takes for 4-18-19-27-34-10 to come up,
or 18-19-20-46-51-12 or ANY other combination.
The answer will be the same, every combination comes up on average once in 292 million trials
And the odds that 4-18-19-27-34-10 will come up on again Saturday's drawing is EXACTLY the same as any other set of numbers.
It is neither less likely or more likely to repeat.
The person in Chino who bought the winning ticket on Wed has EXACTLY the same chance of winning again on Sat if he buys the same number of tickets.
His odds won't decrease if he buys his tickets in Vermont instead of California and someone who lives in Vermont will not improve their odds of winning by buying their tickets in California.
Play Powerball long enough and you will lose $1.80 out of every $2 ticket you buy. Fipping a coin may lead to a streak of 20 heads in a row but over a large number of flips the number of heads will approach 50%. Pennies don't remember how they were last flipped and balls don't remember which ball was picked last time. Balls who were picked last week don't get shy and avoid getting picked this week and balls that haven't been picked in a long time don't push to the front of the line and get picked more often in the future.