es gibt nur 1 (?) Tripel mit 2017 als Hypotenuse, es gibt viele weitere mit 2017 als Kathete.
Wie wäre es mit Quadrupeln \( 2017^2 = a^2+b^2+c^2 \) ?:
2017 | 2016, 63, 8
2017 | 2016, 57, 28
2017 | 2004, 228, 17
2017 | 2004, 217, 72
2017 | 2001, 252, 28
2017 | 1988, 336, 57
2017 | 1988, 327, 96
2017 | 1988, 303, 156
2017 | 1988, 273, 204
2017 | 1983, 368, 24
2017 | 1983, 360, 80
2017 | 1983, 336, 152
2017 | 1983, 280, 240
2017 | 1977, 388, 96
2017 | 1977, 368, 156
2017 | 1972, 423, 24
2017 | 1972, 324, 273
2017 | 1968, 441, 28
2017 | 1968, 336, 287
2017 | 1956, 492, 17
2017 | 1956, 487, 72
2017 | 1956, 388, 303
2017 | 1956, 368, 327
2017 | 1953, 504, 8
2017 | 1953, 408, 296
2017 | 1952, 504, 63
2017 | 1952, 441, 252
2017 | 1944, 537, 28
2017 | 1944, 492, 217
2017 | 1944, 487, 228
2017 | 1944, 423, 332
2017 | 1927, 588, 96
2017 | 1927, 564, 192
2017 | 1927, 528, 276
2017 | 1927, 492, 336
2017 | 1908, 648, 89
2017 | 1908, 647, 96
2017 | 1908, 640, 135
2017 | 1908, 593, 276
2017 | 1908, 492, 431
2017 | 1908, 465, 460
2017 | 1900, 633, 240
2017 | 1900, 492, 465
2017 | 1887, 712, 24
2017 | 1887, 696, 152
2017 | 1887, 648, 296
2017 | 1887, 584, 408
2017 | 1881, 728, 12
2017 | 1881, 648, 332
2017 | 1880, 705, 192
2017 | 1880, 600, 417
2017 | 1873, 732, 156
2017 | 1873, 564, 492
2017 | 1872, 737, 144
2017 | 1872, 703, 264
2017 | 1872, 676, 327
2017 | 1872, 633, 404
2017 | 1864, 768, 63
2017 | 1864, 648, 417
2017 | 1860, 780, 17
2017 | 1860, 665, 408
2017 | 1857, 784, 72
2017 | 1857, 712, 336
2017 | 1857, 696, 368
2017 | 1857, 584, 528
2017 | 1848, 807, 44
2017 | 1848, 793, 156
2017 | 1848, 792, 161
2017 | 1848, 728, 351
2017 | 1848, 672, 449
2017 | 1848, 604, 537
2017 | 1839, 828, 28
2017 | 1839, 732, 388
2017 | 1836, 647, 528
2017 | 1836, 593, 588
2017 | 1809, 892, 12
2017 | 1809, 828, 332
2017 | 1799, 912, 12
2017 | 1799, 768, 492
2017 | 1792, 924, 57
2017 | 1792, 912, 159
2017 | 1792, 903, 204
2017 | 1792, 831, 408
2017 | 1792, 825, 420
2017 | 1792, 705, 600
2017 | 1788, 921, 152
2017 | 1788, 912, 199
2017 | 1788, 849, 388
2017 | 1788, 828, 431
2017 | 1785, 908, 240
2017 | 1785, 800, 492
2017 | 1776, 912, 287
2017 | 1776, 703, 648
2017 | 1772, 924, 273
2017 | 1772, 903, 336
2017 | 1761, 912, 368
2017 | 1752, 999, 28
2017 | 1752, 921, 388
2017 | 1752, 863, 504
2017 | 1752, 816, 577
2017 | 1740, 1020, 17
2017 | 1740, 1017, 80
2017 | 1740, 935, 408
2017 | 1740, 908, 465
2017 | 1740, 892, 495
2017 | 1740, 800, 633
2017 | 1729, 792, 672
2017 | 1727, 1032, 144
2017 | 1727, 1008, 264
2017 | 1727, 912, 504
2017 | 1727, 816, 648
2017 | 1711, 1068, 12
2017 | 1711, 948, 492
2017 | 1704, 912, 577
2017 | 1704, 863, 648
2017 | 1704, 793, 732
2017 | 1692, 1095, 80
2017 | 1692, 1081, 192
2017 | 1692, 984, 487
2017 | 1692, 980, 495
2017 | 1692, 924, 593
2017 | 1692, 828, 721
2017 | 1689, 1092, 152
2017 | 1689, 1032, 388
2017 | 1689, 892, 648
2017 | 1689, 828, 728
2017 | 1684, 1068, 303
2017 | 1684, 912, 633
2017 | 1680, 1108, 135
2017 | 1680, 1017, 460
2017 | 1671, 1068, 368
2017 | 1671, 908, 672
2017 | 1664, 1092, 327
2017 | 1664, 948, 633
2017 | 1656, 912, 703
2017 | 1648, 1152, 159
2017 | 1648, 1116, 327
2017 | 1648, 1089, 408
2017 | 1648, 1017, 564
2017 | 1647, 1164, 28
2017 | 1647, 1116, 332
2017 | 1647, 1092, 404
2017 | 1647, 948, 676
2017 | 1628, 1188, 81
2017 | 1628, 999, 648
2017 | 1620, 1108, 465
2017 | 1620, 1017, 640
2017 | 1608, 1216, 63
2017 | 1608, 1215, 80
2017 | 1608, 1185, 280
2017 | 1608, 1144, 417
2017 | 1608, 1116, 487
2017 | 1608, 1020, 665
2017 | 1608, 935, 780
2017 | 1608, 924, 793
2017 | 1596, 1233, 28
2017 | 1596, 1232, 57
2017 | 1593, 1216, 228
2017 | 1593, 912, 836
2017 | 1592, 1215, 240
2017 | 1592, 1185, 360
2017 | 1592, 1164, 423
2017 | 1592, 1116, 537
2017 | 1592, 999, 732
2017 | 1592, 921, 828
2017 | 1584, 1223, 252
2017 | 1584, 1068, 647
2017 | 1584, 1032, 703
2017 | 1584, 1008, 737
2017 | 1576, 1113, 588
2017 | 1575, 1260, 8
2017 | 1575, 1160, 492
2017 | 1575, 1108, 600
2017 | 1575, 980, 792
2017 | 1572, 1263, 44
2017 | 1572, 1248, 199
2017 | 1572, 1209, 368
2017 | 1572, 1188, 431
2017 | 1572, 1144, 537
2017 | 1572, 1116, 593
2017 | 1572, 984, 793
2017 | 1572, 908, 879
2017 | 1560, 1260, 217
2017 | 1560, 1092, 665
2017 | 1556, 1263, 228
2017 | 1556, 912, 903
2017 | 1540, 1233, 420
2017 | 1540, 1008, 825
2017 | 1529, 1068, 768
2017 | 1529, 948, 912
2017 | 1524, 1297, 252
2017 | 1524, 1263, 388
2017 | 1524, 1152, 647
2017 | 1524, 1113, 712
2017 | 1512, 1332, 89
2017 | 1512, 1288, 351
2017 | 1512, 1241, 492
2017 | 1512, 1119, 728
2017 | 1488, 1311, 368
2017 | 1488, 1081, 828
2017 | 1484, 1332, 303
2017 | 1484, 1233, 588
2017 | 1484, 1113, 792
2017 | 1484, 1017, 912
2017 | 1473, 1376, 72
2017 | 1473, 1248, 584
2017 | 1473, 1216, 648
2017 | 1473, 1144, 768
2017 | 1468, 1383, 24
2017 | 1468, 1356, 273
2017 | 1468, 1344, 327
2017 | 1468, 1263, 564
2017 | 1468, 1209, 672
2017 | 1468, 1092, 849
2017 | 1468, 1068, 879
2017 | 1468, 1032, 921
2017 | 1452, 1332, 431
2017 | 1452, 1263, 604
2017 | 1452, 1241, 648
2017 | 1452, 1144, 807
2017 | 1440, 1095, 892
2017 | 1440, 1017, 980
2017 | 1432, 1383, 324
2017 | 1432, 1356, 423
2017 | 1432, 1152, 831
2017 | 1432, 1089, 912
2017 | 1425, 1340, 492
2017 | 1425, 1108, 900
2017 | 1416, 1383, 388
2017 | 1416, 1113, 908
2017 | 1383, 1340, 600
2017 | 1383, 1284, 712
2017 | 1383, 1160, 900
2017 | 1377, 1376, 528
2017 | 1377, 1248, 784
2017 | 1376, 1332, 633
2017 | 1376, 1068, 1017
2017 | 1369, 1332, 648
2017 | 1351, 1248, 828
2017 | 1351, 1188, 912
2017 | 1344, 1108, 1017
2017 | 1332, 1263, 836
2017 | 1332, 1216, 903
2017 | 1311, 1232, 912
2017 | 1297, 1116, 1068
2017 | 1288, 1188, 999
2017 | 1284, 1263, 908
2017 | 1263, 1116, 1108
2017 | 1260, 1233, 980
2017 | 1260, 1135, 1092
2017 | 1223, 1152, 1116
Grüße,
M.B.