|
|
If you attribute a 1 to the odd digits and a 0 to the even digits of a number
and apply this to pi, you get for the 200 first decimals:
1.10111001110111101000000110101110000011110111111110100011
0100110101010000000000110000010001100111001100100000111000
1000010110000011101000111011110001000011110100001001011101
011011110000001001101101011.
Do you think there can be a sequence in this number extended to the whole
digits of pi ?
Logically pi-1.10111001110111101000000110101110000011110111111110100011
0100110101010000000000110000010001100111001100100000111000
1000010110000011101000111011110001000011110100001001011101
011011110000001001101101011 is a number composed of even digits.
But pi-1.10111001110111101000000110101110000011110111111110100011
0100110101010000000000110000010001100111001100100000111000
1000010110000011101000111011110001000011110100001001011101
011011110000001001101101011*3 is a number composed of lots of odd digits and
some even one, except... the 4.
Logical ? I verified this just for the 200 decimals, there must be one after
that.
Would there be a function that attributes a 1 to the odd digits of a number and
a 0 to its even digits (or other numbers to the even and odd respectively) ?
|
|