Ultra 15x15 in 17x17 magic square (1)

Take a ultra magic 15x15 square and add 32 to all numbers, so in the 15x15 inlay are the 225 middle numbers from 33 up to 257.

In the border are the 32 lowest (1 up to 32) and the 32 highest (258 up to 289) numbers. Read the explanation on webpage 3x3 in 5x5 & concentric, how to construct the border.

See in the download below how the 17x17 border has been constructed or use the download to puzzle your own border.

The result is:

Ultra 15x15 in 17x17 magic square

16	32	29	28	26	23	22	19	275	276	279	280	283	284	287	288	18
259	99	222	111	97	226	114	102	216	112	106	219	117	96	217	121	31
260	242	35	160	240	33	167	230	40	165	228	47	155	235	45	153	30
263	79	148	209	83	146	199	88	149	203	86	139	208	89	143	206	27
265	129	252	51	127	256	54	132	246	52	136	249	57	126	247	61	25
266	182	65	190	180	63	197	170	70	195	168	77	185	175	75	183	24
269	94	223	119	98	221	109	103	224	113	101	214	118	104	218	116	21
270	234	42	156	232	46	159	237	36	157	241	39	162	231	37	166	20
273	92	140	205	90	138	212	80	145	210	78	152	200	85	150	198	17
13	124	253	59	128	251	49	133	254	53	131	244	58	134	248	56	277
12	174	72	186	172	76	189	177	66	187	181	69	192	171	67	196	278
9	107	215	115	105	213	122	95	220	120	93	227	110	100	225	108	281
8	229	43	164	233	41	154	238	44	158	236	34	163	239	38	161	282
5	84	147	201	82	151	204	87	141	202	91	144	207	81	142	211	285
4	137	245	55	135	243	62	125	250	60	123	257	50	130	255	48	286
1	169	73	194	173	71	184	178	74	188	176	64	193	179	68	191	89
272	258	261	262	264	267	268	271	15	14	11	10	7	6	3	2	274

You can use this method to construct magic squares of odd order from 5x5 to infinity. See on this website 5x5, 7x7, 9x9, 11x11, 13x13, 15x15, 17x17, 19x19, 21x21, 23x23, 25x25, 27x27, 29x29 & 31x31

17x17, ultra 15x15 in 17x17 (1).xls

Microsoft Excel werkblad 52.0 KB

Download

17x17 magic square