Probability is just the probable outcome based on whatever we know of what we're choosing from, but over time random outcomes create other probabilities. The probability here is any group of 28 numbers should have a five number match every 39 drawings. We found one group of 28 numbers that didn't match probability, but we can say if it has 2 five number matches in the next 39 drawings it will still average once in every 39 or the expected probability. But by adding more time or more drawings, we now must expect that group to exceed the one in 39 probability in the next 39 drawings.
I found a group of 28 numbers that had a five number match in 8 consecutive drawings and for that group to match probability, it can't have another five number match in the next 273 drawings. But that doesn't change the probability it should get a five number match in the next 39 drawings and six more in the 234 drawings after that.
The last 28 numbers drawn should almost always have 6 five numbers matches in the last six drawings because of repeats so that should prove there are groups of numbers with better odds of beating probability.
There is reality with math; we must learn to use it correctly.