Prime-partionable numbers with #P1 = 3 -------------------------------------- Denote k*p1x + p1y by xy. idx pp p1a p1b p1c pp p1a p1b p1c form 1 22 { 3, 13, 19} 22 = 7* 3 + 1 = 13 + 9 = 19 + 3 a1 ba^2 ca { 5, 7, 17} 22 = 3* 5 + 7 = 3* 7 + 1 = 17 + 5 ab b1 ca 2 130 { 29, 43, 101} 130 = 3* 29 + 43 = 3* 43 + 1 = 101 + 29 ab b1 ca 3 222 { 17, 41, 181} 222 = 13* 17 + 1 = 5* 41 + 17 = 181 + 41 a1 ba cb 4 246 { 7, 197, 239} 246 = 35* 7 + 1 = 197 + 49 = 239 + 7 a1 ba^2 ca 5 280 { 31, 83, 197} 280 = 9* 31 + 1 = 3* 83 + 31 = 197 + 83 a1 ba cb 6 286 { 19, 89, 197} 286 = 15* 19 + 1 = 3* 89 + 19 = 197 + 89 a1 ba cb 7 288 { 7, 239, 281} 288 = 41* 7 + 1 = 239 + 49 = 281 + 7 a1 ba^2 ca { 19, 41, 269} 288 = 13* 19 + 41 = 7* 41 + 1 = 269 + 19 ab b1 ca 8 320 { 29, 97, 223} 320 = 11* 29 + 1 = 3* 97 + 29 = 223 + 97 a1 ba cb 9 324 { 19, 61, 263} 324 = 17* 19 + 1 = 5* 61 + 19 = 263 + 61 a1 ba cb 10 326 { 13, 157, 313} 326 = 25* 13 + 1 = 157 + 169 = 313 + 13 a1 ba^2 ca 11 356 { 19, 71, 337} 356 = 15* 19 + 71 = 5* 71 + 1 = 337 + 19 ab b1 ca 12 416 { 37, 83, 379} 416 = 9* 37 + 83 = 5* 83 + 1 = 379 + 37 ab b1 ca 13 426 { 17, 137, 409} 426 = 25* 17 + 1 = 137 + 289 = 409 + 17 a1 ba^2 ca 14 454 {101, 151, 353} 454 = 3*101 + 151 = 3* 151 + 1 = 353 + 101 ab b1 ca 15 470 { 31, 67, 439} 470 = 13* 31 + 67 = 7* 67 + 1 = 439 + 31 ab b1 ca 16 494 { 29, 31, 463} 494 = 17* 29 + 1 = 15* 31 + 29 = 463 + 31 a1 ba cb 17 516 { 59, 103, 457} 516 = 7* 59 + 103 = 5* 103 + 1 = 457 + 59 ab b1 ca 18 528 { 31, 71, 457} 528 = 17* 31 + 1 = 7* 71 + 31 = 457 + 71 a1 ba cb 19 556 { 37, 173, 383} 556 = 15* 37 + 1 = 3* 173 + 37 = 383 + 173 a1 ba cb 20 590 { 19, 229, 571} 590 = 31* 19 + 1 = 229 + 361 = 571 + 19 a1 ba^2 ca { 31, 43, 547} 590 = 19* 31 + 1 = 13* 43 + 31 = 547 + 43 a1 ba cb 21 612 { 13, 443, 599} 612 = 47* 13 + 1 = 443 + 169 = 599 + 13 a1 ba^2 ca { 47, 113, 499} 612 = 13* 47 + 1 = 5* 113 + 47 = 499 + 113 a1 ba cb 22 634 { 47, 211, 587} 634 = 9* 47 + 211 = 3* 211 + 1 = 587 + 47 ab b1 ca 23 670 {149, 223, 521} 670 = 3*149 + 223 = 3* 223 + 1 = 521 + 149 ab b1 ca 24 690 { 13, 521, 677} 690 = 53* 13 + 1 = 521 + 169 = 677 + 13 a1 ba^2 ca 25 738 { 11, 617, 727} 738 = 65* 11 + 1 = 617 + 121 = 727 + 11 a1 ba^2 ca { 61, 67, 677} 738 = 11* 61 + 67 = 11* 67 + 1 = 677 + 61 ab b1 ca 26 746 {149, 199, 547} 746 = 5*149 + 1 = 3* 199 + 149 = 547 + 199 a1 ba cb 27 804 { 43, 73, 761} 804 = 17* 43 + 73 = 11* 73 + 1 = 761 + 43 ab b1 ca 28 818 { 31, 43, 787} 818 = 25* 31 + 43 = 19* 43 + 1 = 787 + 31 ab b1 ca 29 836 {167, 223, 613} 836 = 5*167 + 1 = 3* 223 + 167 = 613 + 223 a1 ba cb 30 838 { 31, 269, 569} 838 = 27* 31 + 1 = 3* 269 + 31 = 569 + 269 a1 ba cb 31 870 { 79, 113, 757} 870 = 11* 79 + 1 = 7* 113 + 79 = 757 + 113 a1 ba cb 32 900 { 31, 79, 821} 900 = 29* 31 + 1 = 11* 79 + 31 = 821 + 79 a1 ba cb 33 902 { 53, 283, 619} 902 = 17* 53 + 1 = 3* 283 + 53 = 619 + 283 a1 ba cb 34 904 { 41, 43, 863} 904 = 21* 41 + 43 = 21* 43 + 1 = 863 + 41 ab b1 ca 35 922 { 41, 307, 881} 922 = 15* 41 + 307 = 3* 307 + 1 = 881 + 41 ab b1 ca 36 936 { 17, 647, 919} 936 = 55* 17 + 1 = 647 + 289 = 919 + 17 a1 ba^2 ca 37 1002 { 11, 881, 991} 1002 = 99* 11 + 1 = 881 + 121 = 991 + 11 a1 ba^2 ca 38 1026 { 41, 197, 829} 1026 = 25* 41 + 1 = 5* 197 + 41 = 829 + 197 a1 ba cb 39 1074 { 37, 61, 1013} 1074 = 29* 37 + 1 = 17* 61 + 37 = 1013 + 61 a1 ba cb 40 1106 { 13, 937, 1093} 1106 = 85* 13 + 1 = 937 + 169 = 1093 + 13 a1 ba^2 ca 41 1116 { 47, 223, 1069} 1116 = 19* 47 + 223 = 5* 223 + 1 = 1069 + 47 ab b1 ca 42 1140 { 37, 67, 1103} 1140 = 29* 37 + 67 = 17* 67 + 1 = 1103 + 37 ab b1 ca 43 1144 {113, 127, 1031} 1144 = 9*113 + 127 = 9* 127 + 1 = 1031 + 113 ab b1 ca 44 1150 { 59, 383, 1091} 1150 = 13* 59 + 383 = 3* 383 + 1 = 1091 + 59 ab b1 ca 45 1206 {193, 241, 1013} 1206 = 5*193 + 241 = 5* 241 + 1 = 1013 + 193 ab b1 ca 46 1208 { 71, 379, 829} 1208 = 17* 71 + 1 = 3* 379 + 71 = 829 + 379 a1 ba cb 47 1262 { 13, 1093, 1249} 1262 = 97* 13 + 1 = 1093 + 169 = 1249 + 13 a1 ba^2 ca 48 1264 {281, 421, 983} 1264 = 3*281 + 421 = 3* 421 + 1 = 983 + 281 ab b1 ca 49 1326 { 53, 67, 1259} 1326 = 25* 53 + 1 = 19* 67 + 53 = 1259 + 67 a1 ba cb 50 1338 { 37, 191, 1301} 1338 = 31* 37 + 191 = 7* 191 + 1 = 1301 + 37 ab b1 ca 51 1352 { 61, 193, 1291} 1352 = 19* 61 + 193 = 7* 193 + 1 = 1291 + 61 ab b1 ca 52 1408 { 67, 149, 1259} 1408 = 21* 67 + 1 = 9* 149 + 67 = 1259 + 149 a1 ba cb 53 1438 {137, 479, 1301} 1438 = 7*137 + 479 = 3* 479 + 1 = 1301 + 137 ab b1 ca 54 1476 { 59, 109, 1367} 1476 = 25* 59 + 1 = 13* 109 + 59 = 1367 + 109 a1 ba cb 55 1478 {181, 211, 1297} 1478 = 7*181 + 211 = 7* 211 + 1 = 1297 + 181 ab b1 ca 56 1496 { 13, 1327, 1483} 1496 = 115* 13 + 1 = 1327 + 169 = 1483 + 13 a1 ba^2 ca 57 1508 {137, 457, 1051} 1508 = 11*137 + 1 = 3* 457 + 137 = 1051 + 457 a1 ba cb 58 1518 { 41, 211, 1307} 1518 = 37* 41 + 1 = 7* 211 + 41 = 1307 + 211 a1 ba cb { 37, 149, 1481} 1518 = 41* 37 + 1 = 149 + 1369 = 1481 + 37 a1 ba^2 ca 59 1530 {107, 139, 1423} 1530 = 13*107 + 139 = 11* 139 + 1 = 1423 + 107 ab b1 ca 60 1542 { 59, 67, 1483} 1542 = 25* 59 + 67 = 23* 67 + 1 = 1483 + 59 ab b1 ca 61 1548 { 17, 1259, 1531} 1548 = 91* 17 + 1 = 1259 + 289 = 1531 + 17 a1 ba^2 ca 62 1562 {103, 223, 1459} 1562 = 13*103 + 223 = 7* 223 + 1 = 1459 + 103 ab b1 ca 63 1578 { 19, 1217, 1559} 1578 = 83* 19 + 1 = 1217 + 361 = 1559 + 19 a1 ba^2 ca 64 1590 { 47, 227, 1543} 1590 = 29* 47 + 227 = 7* 227 + 1 = 1543 + 47 ab b1 ca 65 1644 { 43, 53, 1601} 1644 = 37* 43 + 53 = 31* 53 + 1 = 1601 + 43 ab b1 ca { 31, 683, 1613} 1644 = 53* 31 + 1 = 683 + 961 = 1613 + 31 a1 ba^2 ca 66 1746 {127, 349, 1619} 1746 = 11*127 + 349 = 3* 349 + 1 = 1619 + 127 ab b1 ca 67 1758 {137, 251, 1621} 1758 = 11*137 + 251 = 7* 251 + 1 = 1621 + 137 ab b1 ca 68 1766 {157, 353, 1609} 1766 = 9*157 + 353 = 5* 353 + 1 = 1609 + 157 ab b1 ca 69 1792 { 59, 199, 1733} 1792 = 27* 59 + 199 = 9* 199 + 1 = 1733 + 59 ab b1 ca 70 1820 {107, 571, 1249} 1820 = 17*107 + 1 = 3* 571 + 107 = 1249 + 571 a1 ba cb 71 1836 {113, 367, 1723} 1836 = 13*113 + 367 = 5* 367 + 1 = 1723 + 113 ab b1 ca 72 1870 { 89, 137, 1733} 1870 = 21* 89 + 1 = 13* 137 + 89 = 1733 + 137 a1 ba cb 73 1904 {173, 577, 1327} 1904 = 11*173 + 1 = 3* 577 + 173 = 1327 + 577 a1 ba cb 74 1920 { 19, 1559, 1901} 1920 = 101* 19 + 1 = 1559 + 361 = 1901 + 19 a1 ba^2 ca 75 1956 { 23, 1427, 1933} 1956 = 85* 23 + 1 = 1427 + 529 = 1933 + 23 a1 ba^2 ca 76 1962 { 53, 83, 1879} 1962 = 37* 53 + 1 = 23* 83 + 53 = 1879 + 83 a1 ba cb 77 1986 {227, 397, 1759} 1986 = 7*227 + 397 = 5* 397 + 1 = 1759 + 227 ab b1 ca