Theory graceli numbers of infinitesimal fractional. quinta-feira, 2 de julho de 2015 Theory graceli numbers of infinitesimal fractional. 1, 1 + 1/9 1 + 2/9, 1 + 3/9, 1 + 4/9 5 + 1/9 1 + 6/9 + 1 7/9, 1 + 8/9 1 + 9/9 2, 2+ 1/9 2+ 2/9, 3/9 + 2, 2 + 4/9, 5/9 + 2, 2 + 6/9, 7/9 + 2, 2 + 8/9, 2 + 9/9 [n] Example. 7/9 = 0.777777777777777 2 + 7/9 = 0.777777777777777 = 2, 777,777,777,777,777 In other words, we have the sequential infinitesimal amount of graceli numbers. So we have the number added to the division 1-9 divisible by 9. Graceli launches two key numbers for mathematics. 1 - The sequence of graceli to find the value of pi. [See published on the Internet]. Graceli sequence to pi, to have infinitesimal value of pi. 97.40909090909089 [n] / pi [3] = graceli sequence divisible by three times pi = pi. Pi = 3.1415926525826461253 ...................................... [n]. Graceli sequence three times divisible by pi = pi. Pi with sequence 4 = exponent = graceli 97.40909090909089 [n] / ...