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
700 <= n <= 799, max{|x|,|y|,|z|} <= 4*106.


nxyz
700-39-1
701-2122-7
702227
703-9106
704-391
705-237
706319763-620
707104605-481
7083-78
709411-7
710-1820-9
711-476
712-137
713037
714137
715190-20391
716-1317-10
717-314-10
718575
719-29-1
720119121-120
721237
722-7082-47
723-347
72433853955-3692
725-18672318-1438
72668-1
72778-4
728-190
729090
730681
731091
732191
7334-1110
734-520-700623
735-385
736-31-4942
737290
738-8105
739291
740337
741-944-11551060
742-247
743-114-10
744-192
7454-78
746192
747-457
748-376
749-147
750047
751147
752419-709521
753292
754-285
755-10078148-6463
7561117-14
75728-9978
758247
759-8-910
760-4143-17
761-185
762085
763185
764-5963-28
765584
766313-9
767-276
7681993-74
76943490-389
770285
771314-10
772392
773566
774-176
775076
776176
777347
778-5664-35
779592-73
780129131-130
781-3-68
782683
783276
784-357
785-7104
786-6101
787-1182-65
788???
789385
79064-11283
791293
7923135-33
793490
7945-1110
795491
796-2325-11
797-13145
798132134-133
799138-14765

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Hisanori Mishima