Regardless of the hexidecimal generation. The pattern is taught to first year statistic students.
It is just a permutation set of all possible combinations of three items that allow repeats. If you have three items with three slots, that means that you have have 3 comibnations in each slot, so 3^3 possibilities. The pattern changes exponentially based upon the number of slots and items. 4 items with three slots goes to 4^3 and thus 64. So, you have this huge change for adding item ball to the permutation set. Ben's explanation showed the proof of the pattern. A harmonic permutation would have more than one permutation set working together. Teddy On 11/28/06, Ian Skinner <[EMAIL PROTECTED]> wrote: > > Some sort of hexadecimal generator? > > > YUP! Andy wins the prize. > > > -------------- > Ian Skinner > Web Programmer > BloodSource > www.BloodSource.org > Sacramento, CA > > --------- > | 1 | | > --------- Binary Soduko > | | | > --------- > > "C code. C code run. Run code run. Please!" > - Cynthia Dunning > > Confidentiality Notice: This message including any > attachments is for the sole use of the intended > recipient(s) and may contain confidential and privileged > information. Any unauthorized review, use, disclosure or > distribution is prohibited. If you are not the > intended recipient, please contact the sender and > delete any copies of this message. > > > > > ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~| Introducing the Fusion Authority Quarterly Update. 80 pages of hard-hitting, up-to-date ColdFusion information by your peers, delivered to your door four times a year. http://www.fusionauthority.com/quarterly Archive: http://www.houseoffusion.com/groups/CF-Talk/message.cfm/messageid:262007 Subscription: http://www.houseoffusion.com/groups/CF-Talk/subscribe.cfm Unsubscribe: http://www.houseoffusion.com/cf_lists/unsubscribe.cfm?user=11502.10531.4