Nasik 16x16x16 magic cube (method John Hendricks)

John Hendricks created a Nasik 8x8x8 magic cube. René Chrétien used the method of John Hendricks to create a Nasik 16x16x16 magic cube.

René Chrétien used the method of Dwane Campbell to create a suitable 16x16 magic square.

special 16x16 magic square created with method of Dwane Campbell

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

Take 1x number of the first grid with the (shifted versions of the) 16x16 magic square and add 256x number from the same cell of the second grid with the number 0 up to 15 in it to create the Nasik 16x16x16 magic cube.

1x number from 1st grid with (shifted versions of the) 16x16 magic square [level 16]

1	245	139	127	132	120	10	254	1	245	139	127	132	120	10	254
204	64	66	182	73	189	195	55	204	64	66	182	73	189	195	55
101	145	239	27	232	20	110	154	101	145	239	27	232	20	110	154
176	92	38	210	45	217	167	83	176	92	38	210	45	217	167	83
113	133	251	15	244	8	122	142	113	133	251	15	244	8	122	142
188	80	50	198	57	205	179	71	188	80	50	198	57	205	179	71
21	225	159	107	152	100	30	234	21	225	159	107	152	100	30	234
224	44	86	162	93	169	215	35	224	44	86	162	93	169	215	35
117	129	255	11	248	4	126	138	117	129	255	11	248	4	126	138
192	76	54	194	61	201	183	67	192	76	54	194	61	201	183	67
17	229	155	111	148	104	26	238	17	229	155	111	148	104	26	238
220	48	82	166	89	173	211	39	220	48	82	166	89	173	211	39
5	241	143	123	136	116	14	250	5	241	143	123	136	116	14	250
208	60	70	178	77	185	199	51	208	60	70	178	77	185	199	51
97	149	235	31	228	24	106	158	97	149	235	31	228	24	106	158
172	96	34	214	41	221	163	87	172	96	34	214	41	221	163	87

+256x number from 2nd grid with the number 0 up to 15 [level 16]

0	14	3	13	11	5	6	8	15	1	12	2	4	10	9	7
3	13	0	14	6	8	11	5	12	2	15	1	9	7	4	10
12	2	15	1	9	7	4	10	3	13	0	14	6	8	11	5
15	1	12	2	4	10	9	7	0	14	3	13	11	5	6	8
0	14	3	13	11	5	6	8	15	1	12	2	4	10	9	7
3	13	0	14	6	8	11	5	12	2	15	1	9	7	4	10
12	2	15	1	9	7	4	10	3	13	0	14	6	8	11	5
15	1	12	2	4	10	9	7	0	14	3	13	11	5	6	8
0	14	3	13	11	5	6	8	15	1	12	2	4	10	9	7
3	13	0	14	6	8	11	5	12	2	15	1	9	7	4	10
12	2	15	1	9	7	4	10	3	13	0	14	6	8	11	5
15	1	12	2	4	10	9	7	0	14	3	13	11	5	6	8
0	14	3	13	11	5	6	8	15	1	12	2	4	10	9	7
3	13	0	14	6	8	11	5	12	2	15	1	9	7	4	10
12	2	15	1	9	7	4	10	3	13	0	14	6	8	11	5
15	1	12	2	4	10	9	7	0	14	3	13	11	5	6	8

= 16x16x16 Nasik magic cube (method John Hendricks) [level 16]

1	3829	907	3455	2948	1400	1546	2302	3841	501	3211	639	1156	2680	2314	2046
972	3392	66	3766	1609	2237	3011	1335	3276	576	3906	438	2377	1981	1219	2615
3173	657	4079	283	2536	1812	1134	2714	869	3473	239	3611	1768	2068	2926	1434
4016	348	3110	722	1069	2777	2471	1875	176	3676	806	3538	2861	1497	1703	2131
113	3717	1019	3343	3060	1288	1658	2190	3953	389	3323	527	1268	2568	2426	1934
956	3408	50	3782	1593	2253	2995	1351	3260	592	3890	454	2361	1997	1203	2631
3093	737	3999	363	2456	1892	1054	2794	789	3553	159	3691	1688	2148	2846	1514
4064	300	3158	674	1117	2729	2519	1827	224	3628	854	3490	2909	1449	1751	2083
117	3713	1023	3339	3064	1284	1662	2186	3957	385	3327	523	1272	2564	2430	1930
960	3404	54	3778	1597	2249	2999	1347	3264	588	3894	450	2365	1993	1207	2627
3089	741	3995	367	2452	1896	1050	2798	785	3557	155	3695	1684	2152	2842	1518
4060	304	3154	678	1113	2733	2515	1831	220	3632	850	3494	2905	1453	1747	2087
5	3825	911	3451	2952	1396	1550	2298	3845	497	3215	635	1160	2676	2318	2042
976	3388	70	3762	1613	2233	3015	1331	3280	572	3910	434	2381	1977	1223	2611
3169	661	4075	287	2532	1816	1130	2718	865	3477	235	3615	1764	2072	2922	1438
4012	352	3106	726	1065	2781	2467	1879	172	3680	802	3542	2857	1501	1699	2135

N.B.: Also 1/2 rows/colums/pillars give 1/2 of the magic sum.

For all levels and check formulas, see download below.

16x16x16, Nasik (John Hendricks Method).

Microsoft Excel werkblad 541.4 KB

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It is also possible to use a most perfect 16x16 magic square to create John Hendricks' Nasik 16x16x16 magic cube. Use instead of Dwane Campbell's 16x16 magic square, a 16x16 most perfect magic square, but change the sequence of the rows from 1 up to 16 in: 1-2-15-16-3-4-13-14-5-6-11-12-7-8-9-10

Try it yourself with the download below.

16x16x16, Nasik (John Hendricks Method),

Microsoft Excel werkblad 533.2 KB

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René Chrétien used the method of John Hendricks Nasik 8x8x8 magic cube to create a Nasik 16x16x16 magic cube and a Nasik 32x32x32 magic cube.

16x16x16 magic cube