Liste des fractions de n/37 en base 5.
Une période unique fait résonner toutes les fractions de n/37 en base 5.
Le microscope numérique permet alors d'en observer le graphe.
1/37=0,003142122040113342441302322404331102...
2/37=0,011334244130232240433110200314212204...
3/37=0,020031421220401133424413023224043311...
4/37=0,023224043311020031421220401133424413...
5/37=0,031421220401133424413023224043311020...
6/37=0,040113342441302322404331102003142122...
7/37=0,043311020031421220401133424413023224...
8/37=0,102003142122040113342441302322404331...
9/37=0,110200314212204011334244130232240433...
10/37=0,113342441302322404331102003142122040...
11/37=0,122040113342441302322404331102003142...
12/37=0,130232240433110200314212204011334244...
13/37=0,133424413023224043311020031421220401...
14/37=0,142122040113342441302322404331102003...
15/37=0,200314212204011334244130232240433110...
16/37=0,204011334244130232240433110200314212...
17/37=0,212204011334244130232240433110200314...
18/37=0,220401133424413023224043311020031421...
19/37=0,224043311020031421220401133424413023...
20/37=0,232240433110200314212204011334244130...
21/37=0,240433110200314212204011334244130232...
22/37=0,244130232240433110200314212204011334...
23/37=0,302322404331102003142122040113342441...
24/37=0,311020031421220401133424413023224043...
25/37=0,314212204011334244130232240433110200...
26/37=0,322404331102003142122040113342441302...
27/37=0,331102003142122040113342441302322404...
28/37=0,334244130232240433110200314212204011...
29/37=0,342441302322404331102003142122040113...
30/37=0,401133424413023224043311020031421220...
31/37=0,404331102003142122040113342441302322...
32/37=0,413023224043311020031421220401133424...
33/37=0,421220401133424413023224043311020031...
34/37=0,424413023224043311020031421220401133...
35/37=0,433110200314212204011334244130232240...
36/37=0,441302322404331102003142122040113342...