Kettenbrüche der Periodenlänge 3
#	D	P	Näherung	Kettenbruch	Form
36	0	0	6,00000	[6]	n2
41	+5	3	6,40312	[6;2,2,12]	n2 + n - 1
121	0	0	11,00000	[11]	n2
130	+9	3	11,40175	[11;2,2,22]	n2 + n - 2
256	0	0	16,00000	[16]	n2
269	+13	3	16,40122	[16;2,2,32]	n2 + n - 3
361	0	0	19,00000	[19]	n2
370	+9	3	19,40122	[19;4,4,38]	n2 + n - 10
441	0	0	21,00000	[21]	n2
458	+17	3	19,40093	[21;2,2,42]	n2 + n - 4
676	0	0	26,00000	[26]	n2
697	+21	3	26,40076	[26;2,2,52]	n2 + n - 5
961	0	0	31,00000	[31]	n2
986	+25	3	31,40064	[31;2,2,62]	n2 + n - 6
1.296	0	0	36,00000	[36]	n2
1.313	+17	3	36,23534	[36;4,4,72]	n2 + n - 19
1.325	+29	3	36,40055	[36;2,2,72]	n2 + n - 7
1.600	0	0	40,00000	[40]	n2
1.613	+13	3	40,16217	[40;6,6,80]	n2 + 13
1.681	0	0	41,00000	[41]	n2
1.714	+33	3	41,40048	[41;2,2,42]	n2 + n - 8
2.116	0	0	46,00000	[46]	n2
2.153	+37	3	46,40043	[46;2,2,92]	n2 + n - 9
2.601	0	0	51,00000	[51]	n2
2.642	+41	3	51,40039	[51;2,2,102]	n2 + n - 10
2.809	0	0	53,00000	[53]	n2
2.834	+25	3	53,40039	[53;4,4,106]	n2 + n - 28
3.136	0	0	56,00000	[56]	n2
3.181	+45	3	56,40035	[56;2,2,112]	n2 + n - 11
3.721	0	0	61,00000	[61]	n2
3.770	+49	3	61,40033	[61;2,2,122]	n2 + n - 12
4.356	0	0	66,00000	[66]	n2
4.409	+53	3	66,40030	[66;2,2,132]	n2 + n - 13
4.761	0	0	69,00000	[69]	n2
4.778	+17	3	69,12308	[69;8,8,138]	n2 + 17
4.900	0	0	70,00000	[70]	n2
4.933	+33	3	70,23532	[70;4,4,140]	n2 + 33
5.041	0	0	71,00000	[71]	n2
5.098	+57	3	71,40028	[71;2,2,142]	n2 + n - 14
5.776	0	0	76,00000	[76]	n2
5.837	+61	3	76,40026	[76;2,2,152]	n2 + n - 15
5.929	0	0	77,00000	[77]	n2
5.954	+25	3	77,16217	[77;6,6,154]	n2 + 25
6.561	0	0	81,00000	[81]	n2
6.626	+65	3	81,40025	[81;2,2,162]	n2 + n - 16
7.396	0	0	86,00000	[86]	n2
7.465	+69	3	86,40023	[86;2,2,172]	n2 + n - 17
7.569	0	0	87,00000	[87]	n2
7.610	+41	3	87,23531	[87;4,4,174]	n2 + n - 37
8.281	0	0	91,00000	[91]	n2
8.354	+73	3	91,40022	[91;2,2,182]	n2 + n - 18
9.216	0	0	96,00000	[96]	n2
9.293	+77	3	96,40021	[91;2,2,182]	n2 + n - 19