People don't understand probability! Imagine if the numbers were symbols. Then there's no such thing as "consecutive symbols". The odds of getting any 6 numbers are the same as the odds of getting any other 6 (non-consecutive) numbers.
The probability p of choosing the right k (6) out of n (49) numbers is p = 1/c, where c is the number of combinations of n elements taken k at a time.
c = n!/(k! (n-k)!) = 49!/(6! 43!) = 13983816
That means that you have 1 chance out of 13,983,816 of winning the lottery, regardless of the six numbers you choose.