Bimagic Square of Order 9 A

Mikael Hermansson

Computer made Euler Bimagic Square of Order 9. Latin-otels of nr: 40, 41 & 42.

Bimagic Square of Order 9. These are the three house of tropic Euler bimagic squares with trimagic diagonals. They are computer made and the algorithm for it, -look at Aale de Winkels homepage. From these three bimagic squares A, B & C you will get all possibility combination, and they are only 48 squares who are bimagic with trimagic diagonals and have the conditions of Euler-latin otels. Homepage: https://www.magichypercubes.com

22	03	81	42	34	47	17	59	64
37	54	15	71	76	57	32	20	07
33	38	08	55	72	77	52	13	21
68	73	43	12	26	04	63	51	29
02	16	58	46	41	36	24	66	80
53	31	19	78	56	70	39	09	14
61	69	30	05	10	27	74	44	49
75	62	50	25	06	11	67	28	45
18	23	65	35	48	40	01	79	60

24	07	73	53	30	40	11	59	72
45	46	13	65	78	61	32	26	03
31	44	02	63	64	77	48	15	25
68	81	39	16	20	06	55	49	35
08	12	60	28	41	54	22	70	74
47	33	27	76	62	66	43	01	14
57	67	34	05	18	19	80	38	51
79	56	50	21	04	17	69	36	37
10	23	71	42	52	29	09	75	58

20	07	81	49	30	44	15	59	64
37	54	17	69	74	61	32	22	03
35	40	06	55	72	77	48	11	25
68	73	39	16	24	02	63	53	31
04	12	56	36	41	46	26	70	78
51	29	19	80	58	66	43	09	14
57	71	34	05	10	27	76	42	47
79	60	50	21	08	13	65	28	45
18	23	67	38	52	33	01	75	62

26	03	73	51	34	38	13	59	72
45	46	11	67	80	57	32	24	07
29	42	04	63	64	77	52	17	21
68	81	43	12	22	08	55	47	33
06	16	62	28	41	54	20	66	76
49	35	27	74	60	70	39	01	14
61	65	30	05	18	19	78	40	53
75	58	50	25	02	15	71	36	37
10	23	69	44	48	31	09	79	56

64	59	17	40	48	35	81	03	22
07	20	67	57	06	71	50	54	37
21	38	52	77	72	55	08	13	33
53	51	63	04	56	12	43	73	14
02	16	24	36	41	46	58	66	80
68	09	39	70	26	78	19	31	29
49	69	74	27	10	05	30	44	61
45	28	32	11	76	25	15	62	75
60	79	01	47	34	42	65	23	18

Micke