Une période unique fait résonner toutes les fractions de n/29 en base 2.  

Le microscope numérique permet alors d'en observer le graphe. 

1/29=0,0000100011010011110111001011...

2/29=0,0001000110100111101110010110...

3/29=0,0001101001111011100101100001...

4/29=0,0010001101001111011100101100...

5/29=0,0010110000100011010011110111...

6/29=0,0011010011110111001011000010...

7/29=0,0011110111001011000010001101...

8/29=0,0100011010011110111001011000...

9/29=0,0100111101110010110000100011...

10/29=0,0101100001000110100111101110...

11/29=0,0110000100011010011110111001...

12/29=0,0110100111101110010110000100...

13/29=0,0111001011000010001101001111...

14/29=0,0111101110010110000100011010...

15/29=0,1000010001101001111011100101...

16/29=0,1000110100111101110010110000...

17/29=0,1001011000010001101001111011...

18/29=0,1001111011100101100001000110...

19/29=0,1010011110111001011000010001...

20/29=0,1011000010001101001111011100...

21/29=0,1011100101100001000110100111...

22/29=0,1100001000110100111101110010...

23/29=0,1100101100001000110100111101...

24/29=0,1101001111011100101100001000...

25/29=0,1101110010110000100011010011...

26/29=0,1110010110000100011010011110...

27/29=0,1110111001011000010001101001...

28/29=0,1111011100101100001000110100...