Une période unique fait résonner toutes les fractions de n/37 en base 2.  

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

1/37=0,000001101110101100111110010001010011...

2/37=0,000011011101011001111100100010100110...

3/37=0,000101001100000110111010110011111001...

4/37=0,000110111010110011111001000101001100...

5/37=0,001000101001100000110111010110011111...

6/37=0,001010011000001101110101100111110010...

7/37=0,001100000110111010110011111001000101...

8/37=0,001101110101100111110010001010011000...

9/37=0,001111100100010100110000011011101011...

10/37=0,010001010011000001101110101100111110...

11/37=0,010011000001101110101100111110010001...

12/37=0,010100110000011011101011001111100100...

13/37=0,010110011111001000101001100000110111...

14/37=0,011000001101110101100111110010001010...

15/37=0,011001111100100010100110000011011101...

16/37=0,011011101011001111100100010100110000...

17/37=0,011101011001111100100010100110000011...

18/37=0,011111001000101001100000110111010110...

19/37=0,100000110111010110011111001000101001...

20/37=0,100010100110000011011101011001111100...

21/37=0,100100010100110000011011101011001111...

22/37=0,100110000011011101011001111100100010...

23/37=0,100111110010001010011000001101110101...

24/37=0,101001100000110111010110011111001000...

25/37=0,101011001111100100010100110000011011...

26/37=0,101100111110010001010011000001101110...

27/37=0,101110101100111110010001010011000001...

28/37=0,110000011011101011001111100100010100...

29/37=0,110010001010011000001101110101100111...

30/37=0,110011111001000101001100000110111010...

31/37=0,110101100111110010001010011000001101...

32/37=0,110111010110011111001000101001100000...

33/37=0,111001000101001100000110111010110011...

34/37=0,111010110011111001000101001100000110...

35/37=0,111100100010100110000011011101011001...

36/37=0,111110010001010011000001101110101100...