| American Citizen on Mon, 17 Nov 2025 04:02:22 +0100 |
[Date Prev] [Date Next] [Thread Prev] [Thread Next] [Date Index] [Thread Index]
| question on personal results |
To all: I wrote a GP-Pari program to find values of N = a^2 + b^2 + c^2 attached is my findings. Can anyone verify that 522 square triads is the set found for N = 990701? I believe that my file correctly identifies the climbing values of maximums. Randall
1 1 2 17 3 41 4 89 5 146 6 194 7 306 8 369 9 425 10 594 11 689 12 866 13 1109 15 1154 16 1361 17 1634 18 1781 19 1889 20 2141 22 2609 24 3366 26 3449 27 3506 28 4241 29 4289 30 4826 31 5066 32 5381 34 5561 35 6254 36 7229 37 7829 39 8069 40 8126 41 8609 43 8774 44 10386 48 10709 50 11714 53 13166 54 13961 59 15461 62 17954 63 19109 64 19634 69 21089 71 23141 74 23201 76 24569 78 27914 80 29069 85 30014 88 33809 89 36209 90 37946 91 38246 96 40169 98 42041 102 45041 104 47141 107 49661 109 52454 110 54809 111 55046 119 59309 120 62114 124 64154 125 64466 131 70769 132 78881 133 79301 135 79694 140 81149 145 81626 148 99074 154 99986 156 101261 158 107201 161 110549 170 112514 172 122009 173 127826 179 128246 181 130646 182 134741 183 140846 184 144161 186 149126 188 151961 189 152129 190 153401 198 162161 208 162686 216 174929 217 181814 224 190181 229 200966 230 216746 236 217829 241 224234 243 228686 261 243374 262 253406 265 269981 271 273209 273 282266 282 300746 283 305114 284 305549 298 329969 301 356474 305 358874 311 369134 313 378509 321 390386 331 404414 339 416666 349 445826 351 472694 353 476321 366 493349 372 531506 376 532034 385 539486 388 558689 394 564086 397 581129 401 615086 402 626006 408 633569 412 641021 428 644474 430 679454 437 724814 440 727949 450 734681 451 763454 462 773321 463 780386 465 792854 469 793586 470 833654 476 834209 493 839354 499 873974 507 879941 508 933929 510 936029 520 943934 521 972221 522 990701