n=x3+y3+2z3

D5 Sum of four cubes.
in Richard K. Guy, "Unsolve Problems in Number Theory" Second Edition, Springer-Verlag, 1994

Solutions of n=x3+y3+2z3
500 <= n <= 599, max{|x|,|y|,|z|} <= 4*106.


nxyz
500-199-301260
501-382
502-28-1
503-1415-4
504-1723-15
50567-3
506-281
507-8-1513
50885127-110
509-18-1
51008-1
511-180
512080
513180
514081
515181
5168587-86
5177-87
51828-1
519017-13
520-511-7
521-9105
522573
523346
524471-483160
525-11124
526-56-11091
527-182
52835-4529
529-475
530-356
531-1314-2
5329-1310
533133-13430
534-3-57
535474
536329-337110
53738-1
538-3-2117
539380
540713-10
541381
542-8103
54367-2
544-5-1110
545-1314-1
546-685
547-13140
548-911-3
549-256
550-59-3
551-10-2319
5522125-23
553-2-57
554-28-142113
555382
556-156
557056
558156
559670
560-1-57
5610-57
5621-57
563-13142
564-1-2117
565256
566-375
567183
56835111-89
5692-57
5709496-95
571-4991-97108041
572-2529-16
5732-2117
574283
575672
5761-1714
577-1415-3
578481
579-512-8
5808511189845-87542
581-411-7
5829698-97
58358-3
584356
585-275
586-911-2
58711-1410
5883-57
5891168-1169127
5905-1311
591565
592-175
593075
594175
595-3-47
596574
597-12134
598-54925494-449
599101476-379

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Hisanori Mishima