Une période unique fait résonner toutes les fractions de n/53 en base 3.  

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

1/53=0,0001112021010120021122022122211102012121022011002001...

2/53=0,0010001112021010120021122022122211102012121022011002...

3/53=0,0011120210101200211220221222111020121210220110020010...

4/53=0,0020010001112021010120021122022122211102012121022011...

5/53=0,0021122022122211102012121022011002001000111202101012...

6/53=0,0100011120210101200211220221222111020121210220110020...

7/53=0,0101200211220221222111020121210220110020010001112021...

8/53=0,0110020010001112021010120021122022122211102012121022...

9/53=0,0111202101012002112202212221110201212102201100200100...

10/53=0,0120021122022122211102012121022011002001000111202101...

11/53=0,0121210220110020010001112021010120021122022122211102...

12/53=0,0200100011120210101200211220221222111020121210220110...

13/53=0,0201212102201100200100011120210101200211220221222111...

14/53=0,0210101200211220221222111020121210220110020010001112...

15/53=0,0211220221222111020121210220110020010001112021010120...

16/53=0,0220110020010001112021010120021122022122211102012121...

17/53=0,0221222111020121210220110020010001112021010120021122...

18/53=0,1000111202101012002112202212221110201212102201100200...

19/53=0,1002001000111202101012002112202212221110201212102201...

20/53=0,1010120021122022122211102012121022011002001000111202...

21/53=0,1012002112202212221110201212102201100200100011120210...

22/53=0,1020121210220110020010001112021010120021122022122211...

23/53=0,1022011002001000111202101012002112202212221110201212...

24/53=0,1100200100011120210101200211220221222111020121210220...

25/53=0,1102012121022011002001000111202101012002112202212221...

26/53=0,1110201212102201100200100011120210101200211220221222...

27/53=0,1112021010120021122022122211102012121022011002001000...

28/53=0,1120210101200211220221222111020121210220110020010001...

29/53=0,1122022122211102012121022011002001000111202101012002...

30/53=0,1200211220221222111020121210220110020010001112021010...

31/53=0,1202101012002112202212221110201212102201100200100011...

32/53=0,1210220110020010001112021010120021122022122211102012...

33/53=0,1212102201100200100011120210101200211220221222111020...

34/53=0,1220221222111020121210220110020010001112021010120021...

35/53=0,1222111020121210220110020010001112021010120021122022...

36/53=0,2001000111202101012002112202212221110201212102201100...

37/53=0,2002112202212221110201212102201100200100011120210101...

38/53=0,2011002001000111202101012002112202212221110201212102...

39/53=0,2012121022011002001000111202101012002112202212221110...

40/53=0,2021010120021122022122211102012121022011002001000111...

41/53=0,2022122211102012121022011002001000111202101012002112...

42/53=0,2101012002112202212221110201212102201100200100011120...

43/53=0,2102201100200100011120210101200211220221222111020121...

44/53=0,2111020121210220110020010001112021010120021122022122...

45/53=0,2112202212221110201212102201100200100011120210101200...

46/53=0,2121022011002001000111202101012002112202212221110201...

47/53=0,2122211102012121022011002001000111202101012002112202...

48/53=0,2201100200100011120210101200211220221222111020121210...

49/53=0,2202212221110201212102201100200100011120210101200211...

50/53=0,2211102012121022011002001000111202101012002112202212...

51/53=0,2212221110201212102201100200100011120210101200211220...

52/53=0,2221110201212102201100200100011120210101200211220221...