Quote:
Originally Posted by clydepepper
This is all I can figure out:
The relationship between the first number in each set of six is that the second set's first number is lower than the first set's and the third set's first number is lower than the second. This is true for the first, second, fifth and sixth numbers in each set.
For the third number in each set, the succeeding set's third number is more than the previous set.
For the fourth number in the first set, the second set's fourth number is lower, but the third set's fourth number is higher than the second set's.
...so much for numeric patterns...
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I'm headed to the medicine cabinet now...my brain hurts.
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