And like the line at 1/2..............the so called critical line............................1, 1, 2............the one closest to 2....................1 is repeated twice.............1 twice......yet another fractal.....1/2.............AND like  11...............both the beg and end to what I call the prime fund...............2 - 11............because..........2 can be 11............1 + 1 = 2..............and 11 can be 2...................................full circle and r.s..............and when u pair the 2nd one............with two......................it is 1/2..............and 34 is the 7th term from the 2nd one...................34 is the 7th from the 2nd one, as in counting from 1, 1...................the 2nd term...................1.............................

3 + 4 = 7.....................7 is the last single digit prime...................the next prime is 11.............patterns galore..........11 - 7 = 4...........a jump of 4.........but there are 3 integers in between..........like pi...........one jump...............a diff of 4........with 3 integers.........like 3.14.................the beg. of pi..................




Fibonacci is perhaps best known for discovering a series of numbers that we now refer to as the Fibonacci numbers. 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233,... Solution: At month zero, there is one pair of rabbits.