Find 2000 consecutive composite numbers.
(Of course you can't do this by trial and error alone)
For those who do not know what a composite number is, it is any integer greater than 1 that is not prime. (4, 6, 8, 9, ...)
(In reply to
Smaller solution? by fwaff)
Hey fwaff, whaat about a prime number, say p, in the interval {1,1000} ? Does there exist in this case, a number, say q, in the interval {1001,2001} such that p/q is an integer ? As you have mentioned that "FOR EVERY 'x' in {1, 1000} THERE EXISTS 'y' in {1001,2001} such that y/x is an integer". What do you have to say for that ?