46 values of q, 834 tasks, 190 s wall; exact = (holds, (ratio/M)^2) in exact rationals at the rational point; gap = (1 - non-equal/M) / q
q=0.086129070825 ( q6-1e-03) N=  6: best/M=1.000000000000077 [full, OR_6] non-equal/M=0.978884085 [full] gap=0.2452 flags=0 limits OR_5 and OR_6: True limit counts={0: 218, 1: 9, 2: 116, 3: 283, 4: 439, 5: 471, 6: 448, 7: 295, 8: 103, 9: 4, 16: 4, 17: 8, 18: 2}
q=0.087128070825 ( q6-1e-06) N=  6: best/M=1.000000000000030 [full, OR_6] non-equal/M=0.978020860 [pairs] gap=0.2523 flags=0 limits OR_5 and OR_6: True limit counts={0: 213, 1: 8, 2: 115, 3: 302, 4: 440, 5: 477, 6: 450, 7: 299, 8: 82, 9: 2, 16: 5, 17: 5, 18: 2}
q=0.087129069825 ( q6-1e-09) N=  6: best/M=1.000000000000095 [full, OR_6] non-equal/M=0.978021394 [triples] gap=0.2523 flags=0 limits OR_5 and OR_6: True limit counts={0: 239, 1: 15, 2: 112, 3: 296, 4: 442, 5: 498, 6: 461, 7: 305, 8: 110, 16: 8, 17: 11, 18: 3}
q=0.087129071825 ( q6+1e-09) N=  5: best/M=1.000000000000055 [full, OR_5] non-equal/M=0.978021394 [quadruples] gap=0.2523 flags=0 limits OR_5 and OR_6: True limit counts={0: 240, 1: 18, 2: 160, 3: 408, 4: 482, 5: 538, 6: 347, 7: 251, 8: 35, 9: 1, 15: 1, 16: 3, 17: 15, 18: 1}
q=0.087130070825 ( q6+1e-06) N=  5: best/M=1.000000000000020 [full, OR_5] non-equal/M=0.979336740 [seam] gap=0.2372 flags=0 limits OR_5 and OR_6: True limit counts={0: 195, 1: 15, 2: 170, 3: 389, 4: 477, 5: 485, 6: 386, 7: 226, 8: 43, 9: 1, 16: 3, 17: 5, 18: 5}
q=0.088129070825 ( q6+1e-03) N=  5: best/M=1.000000000000093 [full, OR_5] non-equal/M=0.977493290 [quadruples] gap=0.2554 flags=0 limits OR_5 and OR_6: True limit counts={0: 210, 1: 11, 2: 200, 3: 365, 4: 490, 5: 494, 6: 346, 7: 241, 8: 24, 9: 1, 16: 6, 17: 9, 18: 3}
q=0.073179900227 ( q7-1e-03) N=  7: best/M=1.000000000000027 [full, OR_7] non-equal/M=0.980789521 [seam] gap=0.2625 flags=0 limits OR_6 and OR_7: True limit counts={0: 88, 1: 1, 2: 49, 3: 177, 4: 284, 5: 363, 6: 417, 7: 364, 8: 248, 9: 103, 10: 6}
q=0.074178900227 ( q7-1e-06) N=  7: best/M=1.000000000000030 [full, OR_7] non-equal/M=0.981307312 [quadruples] gap=0.2520 flags=0 limits OR_6 and OR_7: True limit counts={0: 119, 1: 1, 2: 67, 3: 200, 4: 261, 5: 396, 6: 369, 7: 345, 8: 247, 9: 91, 10: 4}
q=0.074179899227 ( q7-1e-09) N=  7: best/M=1.000000000000064 [full, OR_7] non-equal/M=0.981307841 [quadruples] gap=0.2520 flags=0 limits OR_6 and OR_7: True limit counts={0: 145, 1: 1, 2: 45, 3: 194, 4: 299, 5: 376, 6: 389, 7: 365, 8: 281, 9: 98, 10: 7}
q=0.074179901227 ( q7+1e-09) N=  6: best/M=1.000000000000047 [full, OR_6] non-equal/M=0.981307841 [seam] gap=0.2520 flags=0 limits OR_6 and OR_7: True limit counts={0: 104, 1: 2, 2: 94, 3: 250, 4: 420, 5: 451, 6: 493, 7: 356, 8: 260, 9: 66, 10: 2, 19: 2}
q=0.074180900227 ( q7+1e-06) N=  6: best/M=1.000000000000084 [full, OR_6] non-equal/M=0.982235858 [seam] gap=0.2395 flags=0 limits OR_6 and OR_7: True limit counts={0: 101, 1: 2, 2: 91, 3: 256, 4: 401, 5: 454, 6: 462, 7: 349, 8: 224, 9: 58, 10: 2}
q=0.075179900227 ( q7+1e-03) N=  6: best/M=1.000000000000026 [full, OR_6] non-equal/M=0.980787309 [seam] gap=0.2556 flags=0 limits OR_6 and OR_7: True limit counts={0: 99, 1: 5, 2: 83, 3: 260, 4: 399, 5: 489, 6: 442, 7: 342, 8: 216, 9: 61, 10: 3, 18: 1}
q=0.063585653307 ( q8-1e-03) N=  8: best/M=1.000000000000005 [full, OR_8] non-equal/M=0.983226464 [quadruples] gap=0.2638 flags=0 limits OR_7 and OR_8: True limit counts={0: 61, 2: 27, 3: 127, 4: 229, 5: 336, 6: 433, 7: 382, 8: 377, 9: 291, 10: 117, 11: 19, 12: 1}
q=0.064584653307 ( q8-1e-06) N=  8: best/M=1.000000000000018 [full, OR_8] non-equal/M=0.984514002 [seam] gap=0.2398 flags=0 limits OR_7 and OR_8: True limit counts={0: 64, 2: 16, 3: 145, 4: 230, 5: 362, 6: 411, 7: 415, 8: 379, 9: 248, 10: 112, 11: 18}
q=0.064585652307 ( q8-1e-09) N=  8: best/M=1.000000000000070 [full, OR_8] non-equal/M=0.984514527 [seam] gap=0.2398 flags=0 limits OR_7 and OR_8: True limit counts={0: 74, 1: 1, 2: 24, 3: 114, 4: 244, 5: 345, 6: 449, 7: 417, 8: 375, 9: 292, 10: 149, 11: 16}
q=0.064585654307 ( q8+1e-09) N=  7: best/M=1.000000000000349 [full, OR_7] non-equal/M=0.984514527 [quadruples] gap=0.2398 flags=0 limits OR_7 and OR_8: True limit counts={0: 64, 1: 1, 2: 38, 3: 158, 4: 272, 5: 357, 6: 364, 7: 365, 8: 323, 9: 207, 10: 49, 11: 2}
q=0.064586653307 ( q8+1e-06) N=  7: best/M=1.000000000000021 [full, OR_7] non-equal/M=0.984514045 [quadruples] gap=0.2398 flags=0 limits OR_7 and OR_8: True limit counts={0: 48, 2: 37, 3: 161, 4: 270, 5: 372, 6: 364, 7: 329, 8: 285, 9: 184, 10: 48, 11: 2}
q=0.065585653307 ( q8+1e-03) N=  7: best/M=1.000000000000093 [full, OR_7] non-equal/M=0.983224684 [quadruples] gap=0.2558 flags=0 limits OR_7 and OR_8: True limit counts={0: 53, 1: 1, 2: 40, 3: 149, 4: 288, 5: 373, 6: 370, 7: 345, 8: 241, 9: 187, 10: 48, 11: 5}
q=0.056190958418 ( q9-1e-03) N=  9: best/M=1.000000000000025 [full, OR_9] non-equal/M=0.984908389 [full] gap=0.2686 flags=0 limits OR_8 and OR_9: True limit counts={0: 28, 2: 6, 3: 67, 4: 170, 5: 257, 6: 265, 7: 345, 8: 313, 9: 283, 10: 227, 11: 118, 12: 20, 13: 1}
q=0.057189958418 ( q9-1e-06) N=  9: best/M=1.000000000000016 [full, OR_9] non-equal/M=0.985610608 [seam] gap=0.2516 flags=0 limits OR_8 and OR_9: True limit counts={0: 34, 2: 5, 3: 72, 4: 180, 5: 241, 6: 302, 7: 337, 8: 294, 9: 292, 10: 216, 11: 114, 12: 13}
q=0.057190957418 ( q9-1e-09) N=  9: best/M=1.000000000000071 [full, OR_9] non-equal/M=0.985611130 [quadruples] gap=0.2516 flags=0 limits OR_8 and OR_9: True limit counts={0: 39, 2: 8, 3: 68, 4: 168, 5: 238, 6: 296, 7: 359, 8: 311, 9: 364, 10: 235, 11: 105, 12: 9}
q=0.057190959418 ( q9+1e-09) N=  8: best/M=1.000000000000152 [full, OR_8] non-equal/M=0.985611130 [pairs] gap=0.2516 flags=0 limits OR_8 and OR_9: True limit counts={0: 33, 2: 15, 3: 108, 4: 215, 5: 327, 6: 412, 7: 429, 8: 393, 9: 296, 10: 209, 11: 58, 12: 4, 13: 1}
q=0.057191958418 ( q9+1e-06) N=  8: best/M=1.000000000000005 [full, OR_8] non-equal/M=0.985610607 [triples] gap=0.2516 flags=0 limits OR_8 and OR_9: True limit counts={0: 19, 2: 8, 3: 102, 4: 226, 5: 330, 6: 408, 7: 402, 8: 375, 9: 271, 10: 199, 11: 53, 12: 7}
q=0.058190958418 ( q9+1e-03) N=  8: best/M=1.000000000000099 [full, OR_8] non-equal/M=0.985101226 [pairs] gap=0.2560 flags=0 limits OR_8 and OR_9: True limit counts={0: 23, 2: 13, 3: 123, 4: 255, 5: 331, 6: 385, 7: 415, 8: 357, 9: 271, 10: 162, 11: 54, 12: 11}
q=0.050316701949 (q10-1e-03) N= 10: best/M=1.000000000000064 [full, OR_10] non-equal/M=0.986575767 [quadruples] gap=0.2668 flags=0 limits OR_9 and OR_10: True limit counts={0: 5, 3: 27, 4: 121, 5: 179, 6: 221, 7: 243, 8: 268, 9: 234, 10: 248, 11: 151, 12: 79, 13: 22, 14: 2}
q=0.051315701949 (q10-1e-06) N= 10: best/M=1.000000000000011 [full, OR_10] non-equal/M=0.987095951 [seam] gap=0.2515 flags=0 limits OR_9 and OR_10: True limit counts={0: 14, 2: 2, 3: 39, 4: 106, 5: 187, 6: 225, 7: 211, 8: 274, 9: 228, 10: 255, 11: 161, 12: 83, 13: 15}
q=0.051316700949 (q10-1e-09) N= 10: best/M=1.000000000000054 [full, OR_10] non-equal/M=0.987096470 [seam] gap=0.2514 flags=0 limits OR_9 and OR_10: True limit counts={0: 28, 2: 1, 3: 30, 4: 114, 5: 178, 6: 221, 7: 246, 8: 288, 9: 265, 10: 269, 11: 171, 12: 71, 13: 17, 14: 1}
q=0.051316702949 (q10+1e-09) N=  9: best/M=1.000000000000570 [full, OR_9] non-equal/M=0.987096470 [quadruples] gap=0.2514 flags=0 limits OR_9 and OR_10: True limit counts={0: 22, 2: 5, 3: 39, 4: 145, 5: 246, 6: 281, 7: 338, 8: 332, 9: 327, 10: 260, 11: 137, 12: 54, 13: 14}
q=0.051317701949 (q10+1e-06) N=  9: best/M=1.000000000000033 [full, OR_9] non-equal/M=0.987095950 [quadruples] gap=0.2515 flags=0 limits OR_9 and OR_10: True limit counts={0: 19, 2: 4, 3: 46, 4: 162, 5: 233, 6: 286, 7: 354, 8: 303, 9: 297, 10: 211, 11: 133, 12: 45, 13: 7}
q=0.052316701949 (q10+1e-03) N=  9: best/M=1.000000000000055 [full, OR_9] non-equal/M=0.986590620 [seam] gap=0.2563 flags=0 limits OR_9 and OR_10: True limit counts={0: 24, 2: 7, 3: 47, 4: 167, 5: 235, 6: 277, 7: 292, 8: 333, 9: 296, 10: 229, 11: 146, 12: 43, 13: 4}
q=0.045537410754 (q11-1e-03) N= 11: best/M=1.000000000000062 [full, OR_11] non-equal/M=0.987928143 [quadruples] gap=0.2651 flags=0 limits OR_10 and OR_11: True limit counts={0: 11, 3: 12, 4: 71, 5: 169, 6: 224, 7: 242, 8: 278, 9: 309, 10: 244, 11: 259, 12: 160, 13: 94, 14: 24, 15: 3}
q=0.046536410754 (q11-1e-06) N= 11: best/M=1.000000000000005 [full, OR_11] non-equal/M=0.988303332 [quadruples] gap=0.2513 flags=0 limits OR_10 and OR_11: True limit counts={0: 19, 3: 10, 4: 83, 5: 169, 6: 231, 7: 239, 8: 267, 9: 299, 10: 236, 11: 273, 12: 174, 13: 81, 14: 19}
q=0.046537409754 (q11-1e-09) N= 11: best/M=1.000000000000118 [full, OR_11] non-equal/M=0.988303850 [quadruples] gap=0.2513 flags=0 limits OR_10 and OR_11: True limit counts={0: 22, 3: 10, 4: 66, 5: 177, 6: 244, 7: 239, 8: 270, 9: 327, 10: 244, 11: 261, 12: 222, 13: 97, 14: 20, 15: 1}
q=0.046537411754 (q11+1e-09) N= 10: best/M=1.000000000000225 [full, OR_10] non-equal/M=0.988303850 [seam] gap=0.2513 flags=0 limits OR_10 and OR_11: True limit counts={0: 10, 2: 1, 3: 20, 4: 99, 5: 169, 6: 206, 7: 248, 8: 287, 9: 256, 10: 262, 11: 176, 12: 120, 13: 38, 14: 8}
q=0.046538410754 (q11+1e-06) N= 10: best/M=1.000000000000043 [full, OR_10] non-equal/M=0.988303332 [seam] gap=0.2513 flags=0 limits OR_10 and OR_11: True limit counts={0: 5, 3: 15, 4: 84, 5: 178, 6: 214, 7: 249, 8: 257, 9: 251, 10: 243, 11: 174, 12: 102, 13: 22, 14: 4, 15: 2}
q=0.047537410754 (q11+1e-03) N= 10: best/M=1.000000000000081 [full, OR_10] non-equal/M=0.987801545 [quadruples] gap=0.2566 flags=0 limits OR_10 and OR_11: True limit counts={0: 15, 3: 22, 4: 90, 5: 175, 6: 244, 7: 257, 8: 273, 9: 226, 10: 227, 11: 152, 12: 80, 13: 30, 14: 9}
q=0.031753163448 (q16-1e-06) N= 16: best/M=1.000000000000134 [full, OR_16] non-equal/M=0.992031267 [triples] gap=0.2510 flags=0 limits OR_15 and OR_16: True limit counts={0: 1, 5: 8, 6: 24, 7: 55, 8: 100, 9: 122, 10: 103, 11: 88, 12: 57, 13: 69, 14: 108, 15: 73, 16: 132, 17: 51, 18: 8, 19: 1}
q=0.031755163448 (q16+1e-06) N= 15: best/M=1.000000000000032 [full, OR_15] non-equal/M=0.992031267 [seam] gap=0.2509 flags=0 limits OR_15 and OR_16: True limit counts={0: 1, 4: 2, 5: 10, 6: 40, 7: 91, 8: 143, 9: 138, 10: 146, 11: 86, 12: 96, 13: 126, 14: 127, 15: 160, 16: 85, 17: 42, 18: 7}
q=0.024098927051 (q21-1e-06) N= 21: best/M=1.000000000000002 [quadruples, (4, 4, 13, 4)] non-equal/M=0.993957150 [quadruples] gap=0.2508 flags=0 limits OR_20 and OR_21: None limit counts={}
q=0.024100927051 (q21+1e-06) N= 20: best/M=1.000000000000002 [quadruples, (7, 7, 12, 1)] non-equal/M=0.993957150 [seam] gap=0.2507 flags=0 limits OR_20 and OR_21: None limit counts={}
q=0.016260246324 (q31-1e-06) N= 31: best/M=1.000000000000001 [quadruples, (4, 13, 14, 4)] non-equal/M=0.995926159 [seam] gap=0.2505 flags=0 limits OR_30 and OR_31: None limit counts={}
q=0.016262246324 (q31+1e-06) N= 30: best/M=1.000000000000002 [triples, (15, 27, 15)] non-equal/M=0.995926159 [quadruples] gap=0.2505 flags=0 limits OR_30 and OR_31: None limit counts={}
q=0.009851457023 (q51-1e-06) N= 51: best/M=1.000000000000001 [triples, (22, 15, 36)] non-equal/M=0.997533402 [seam] gap=0.2504 flags=0 limits OR_50 and OR_51: None limit counts={}
q=0.009853457023 (q51+1e-06) N= 50: best/M=1.000000000000002 [triples, (8, 27, 23)] non-equal/M=0.997533402 [seam] gap=0.2503 flags=0 limits OR_50 and OR_51: None limit counts={}
q=0.004961809790 (q101-1e-06) N=101: best/M=1.000000000000001 [pairs, (13, 88)] non-equal/M=0.998758033 [seam] gap=0.2503 flags=0 limits OR_100 and OR_101: None limit counts={}
q=0.004963809790 (q101+1e-06) N=100: best/M=1.000000000000001 [seam, (100, 1, 6)] non-equal/M=0.998758033 [seam] gap=0.2502 flags=0 limits OR_100 and OR_101: None limit counts={}
per-family maxima at the points closest to each seam:
   q6-1e-09 full n= 6 starts=300 best/M=1.000000000000001 (OR_6) non/M=-1.141724352 [] limits={1: 8, 2: 38, 3: 75, 4: 72, 5: 46, 6: 61} exact=None 0s
   q6-1e-09 full n= 7 starts=300 best/M=1.000000000000001 (OR_6) non/M=-1.141724352 [] limits={1: 4, 2: 20, 3: 62, 4: 69, 5: 62, 6: 40, 7: 43} exact=None 0s
   q6-1e-09 full n= 8 starts=300 best/M=1.000000000000001 (OR_6) non/M=0.976133740 [7x0.36757, 1x-0.23285] limits={0: 1, 1: 3, 2: 21, 3: 35, 4: 89, 5: 59, 6: 37, 7: 31, 8: 24} exact=None 0s
   q6-1e-09 full n= 9 starts=300 best/M=1.000000000000001 (OR_6) non/M=0.976133740 [7x0.36757, 1x-0.23285] limits={0: 7, 2: 15, 3: 42, 4: 54, 5: 68, 6: 54, 7: 36, 8: 24} exact=None 0s
   q6-1e-09 full n=11 starts=300 best/M=1.000000000000002 (OR_6) non/M=0.976133740 [7x-0.36757, 1x0.23285] limits={0: 11, 2: 11, 3: 31, 4: 50, 5: 76, 6: 57, 7: 39, 8: 25} exact=None 0s
   q6-1e-09 full n=12 starts=300 best/M=1.000000000000001 (OR_6) non/M=0.976133740 [7x-0.36757, 1x0.23285] limits={0: 23, 2: 5, 3: 22, 4: 44, 5: 64, 6: 81, 7: 44, 8: 17} exact=None 0s
   q6-1e-09 full n=15 starts=300 best/M=1.000000000000005 (OR_6) non/M=0.976133740 [7x-0.36757, 1x0.23285] limits={0: 66, 2: 2, 3: 15, 4: 34, 5: 69, 6: 55, 7: 53, 8: 6} exact=None 2s
   q6-1e-09 full n=18 starts=300 best/M=1.000000000000005 (OR_6) non/M=0.976133740 [7x0.36757, 1x-0.23285] limits={0: 97, 3: 10, 4: 22, 5: 40, 6: 59, 7: 46, 8: 10, 16: 7, 17: 7, 18: 2} exact=None 17s
   q6-1e-09 full n=20 starts=100 best/M=1.000000000000095 (OR_6) non/M=0.976133740 [7x-0.36757, 1x0.23285] limits={0: 34, 3: 4, 4: 8, 5: 14, 6: 17, 7: 13, 8: 4, 16: 1, 17: 4, 18: 1} exact=None 32s
   q6-1e-09 huge block tuples=160 best/M=1.000000000000000 at m=(6, 1000) non/M=0.913707179 at ((16, 200), [-0.993213, -0.116311]) exact=None non_exact=(True, 0.8348608084291171) 1s
   q6-1e-09     near-N tuples=440 best/M=1.000000000000001 at m=(6, 8) non/M=0.978021394 at ((1, 6), [0.480384, -0.877058]) exact=None non_exact=(True, 0.9565258467846838) 0s
   q6-1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(6, 57) non/M=0.978021394 at ((1, 6), [0.480384, -0.877058]) exact=None non_exact=(True, 0.9565258467846838) 1s
   q6-1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(6, 8) non/M=0.949755695 at ((3, 8), [0.534913, -0.844907]) exact=None non_exact=(True, 0.9020358808924327) 1s
   q6-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(6, 63) non/M=0.964045516 at ((1, 8), [0.583121, -0.812385]) exact=None non_exact=(True, 0.9293837575330092) 1s
   q6-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(6, 90) non/M=0.976133740 at ((1, 7), [-0.535147, 0.844759]) exact=None non_exact=(True, 0.9528370792701545) 1s
   q6-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(5, 1, 5, 8) non/M=0.978021394 at ((1, 6, 3, 8), [-0.480384, 0.877058, 0.0, -0.0]) exact=None non_exact=(True, 0.9565258467846838) 1s
   q6-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(8, 6, 1, 8) non/M=0.978021394 at ((6, 2, 1, 4), [-0.0, 0.65938, -0.361158, 0.65938]) exact=None non_exact=(True, 0.9565258467846838) 1s
   q6-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(6, 1, 27) non/M=0.978021394 at ((6, 1), [0.877058, -0.480384]) exact=None non_exact=(True, 0.9565258467846838) 0s
   q6-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(6, 1, 18) non/M=0.978021394 at ((6, 1, 8), [0.877058, -0.480384, 0.0]) exact=None non_exact=(True, 0.9565258467846838) 0s
   q6-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(6, 1, 26) non/M=0.978021394 at ((6, 1, 26), [-0.877058, 0.480384, 0.0]) exact=None non_exact=(True, 0.9565258467846838) 2s
   q6-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(35, 6, 34) non/M=0.964045516 at ((19, 8, 1), [-0.0, -0.812385, 0.583121]) exact=None non_exact=(True, 0.9293837575330092) 2s
   q6+1e-09 full n= 5 starts=300 best/M=1.000000000000000 (OR_5) non/M=0.826386792 [2x0.70105, 1x0.10823, 2x0.05165] limits={0: 1, 1: 9, 2: 55, 3: 81, 4: 66, 5: 88} exact=None 0s
   q6+1e-09 full n= 6 starts=300 best/M=1.000000000000000 (OR_5) non/M=-1.141724352 [] limits={1: 7, 2: 39, 3: 80, 4: 66, 5: 59, 6: 49} exact=None 0s
   q6+1e-09 full n= 7 starts=300 best/M=1.000000000000000 (OR_5) non/M=-1.141724352 [] limits={1: 2, 2: 30, 3: 74, 4: 88, 5: 39, 6: 33, 7: 34} exact=None 0s
   q6+1e-09 full n= 8 starts=300 best/M=1.000000000000000 (OR_5) non/M=0.976133739 [7x0.36757, 1x-0.23285] limits={0: 1, 2: 17, 3: 57, 4: 79, 5: 66, 6: 42, 7: 24, 8: 14} exact=None 0s
   q6+1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_5) non/M=0.976133739 [7x-0.36757, 1x0.23285] limits={0: 13, 2: 14, 3: 43, 4: 60, 5: 76, 6: 48, 7: 37, 8: 8, 9: 1} exact=None 0s
   q6+1e-09 full n=12 starts=300 best/M=1.000000000000003 (OR_5) non/M=0.976133739 [7x-0.36757, 1x0.23285] limits={0: 27, 2: 4, 3: 31, 4: 40, 5: 91, 6: 60, 7: 39, 8: 8} exact=None 0s
   q6+1e-09 full n=15 starts=300 best/M=1.000000000000009 (OR_5) non/M=0.976133739 [7x0.36757, 1x-0.23285] limits={0: 61, 3: 24, 4: 34, 5: 59, 6: 63, 7: 56, 8: 2, 15: 1} exact=None 2s
   q6+1e-09 full n=18 starts=300 best/M=1.000000000000055 (OR_5) non/M=0.976133739 [7x0.36757, 1x-0.23285] limits={0: 104, 2: 1, 3: 14, 4: 37, 5: 48, 6: 39, 7: 44, 8: 3, 16: 3, 17: 6, 18: 1} exact=None 17s
   q6+1e-09 full n=20 starts=100 best/M=0.999999999999987 (OR_5) non/M=0.976133739 [7x0.36757, 1x-0.23285] limits={0: 33, 3: 4, 4: 12, 5: 12, 6: 13, 7: 17, 17: 9} exact=None 31s
   q6+1e-09 huge block tuples=160 best/M=0.999999998904556 at m=(6, 1000) non/M=0.913378243 at ((6, 200), [0.893766, 0.448534]) exact=None non_exact=(True, 0.8342598153378622) 0s
   q6+1e-09     near-N tuples=400 best/M=1.000000000000001 at m=(4, 1) non/M=0.978021394 at ((1, 6), [0.480384, -0.877058]) exact=None non_exact=(True, 0.9565258467801381) 0s
   q6+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(2, 3) non/M=0.978021394 at ((1, 6), [0.480384, -0.877058]) exact=None non_exact=(True, 0.9565258467801381) 1s
   q6+1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(5, 71) non/M=0.949755695 at ((3, 8), [0.534913, -0.844907]) exact=None non_exact=(True, 0.9020358794207567) 1s
   q6+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(1, 4) non/M=0.964045513 at ((1, 8), [0.583121, -0.812385]) exact=None non_exact=(True, 0.9293837513723646) 1s
   q6+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(4, 5) non/M=0.976133739 at ((1, 7), [0.535147, -0.844759]) exact=None non_exact=(True, 0.9528370761281361) 1s
   q6+1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(2, 6, 14, 3) non/M=0.978021394 at ((6, 1, 1, 1), [-0.877058, -0.0, 0.480384, -0.0]) exact=None non_exact=(True, 0.9565258467801381) 1s
   q6+1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(4, 14, 5, 4) non/M=0.978021394 at ((4, 1, 1, 2), [0.65938, -0.361158, 0.0, 0.65938]) exact=None non_exact=(True, 0.9565258467801381) 1s
   q6+1e-09       seam tuples=110 best/M=1.000000000000001 at m=(5, 1, 18) non/M=0.978021394 at ((6, 1, 1), [0.877058, 0.0, -0.480384]) exact=None non_exact=(True, 0.9565258467801381) 0s
   q6+1e-09       seam tuples=110 best/M=1.000000000000001 at m=(5, 6, 29) non/M=0.978021394 at ((6, 1, 16), [0.877058, -0.480384, 0.0]) exact=None non_exact=(True, 0.9565258467801381) 0s
   q6+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(5, 13, 11) non/M=0.961651956 at ((7, 2, 28), [0.857698, -0.514154, 0.0]) exact=None non_exact=(True, 0.9247744845606432) 2s
   q6+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(1, 3, 4) non/M=0.976133739 at ((1, 7, 29), [-0.535147, 0.844759, -0.0]) exact=None non_exact=(True, 0.9528370761281361) 2s
   q7-1e-09 full n= 7 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.796154928 [2x0.66493, 5x0.15215] limits={0: 1, 1: 1, 2: 17, 3: 55, 4: 60, 5: 58, 6: 51, 7: 57} exact=None 0s
   q7-1e-09 full n= 8 starts=300 best/M=1.000000000000000 (OR_7) non/M=-1.145130358 [] limits={2: 16, 3: 43, 4: 64, 5: 62, 6: 39, 7: 26, 8: 50} exact=None 0s
   q7-1e-09 full n= 9 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.939339351 [4x0.49192, 4x0.08954] limits={0: 1, 2: 7, 3: 32, 4: 52, 5: 75, 6: 45, 7: 45, 8: 24, 9: 19} exact=None 0s
   q7-1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.979762048 [8x0.34552, 1x-0.21195] limits={0: 4, 2: 4, 3: 24, 4: 44, 5: 72, 6: 56, 7: 32, 8: 37, 9: 25, 10: 2} exact=None 0s
   q7-1e-09 full n=12 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.979762048 [8x-0.34552, 1x0.21195] limits={0: 13, 2: 1, 3: 17, 4: 36, 5: 44, 6: 65, 7: 59, 8: 43, 9: 17, 10: 5} exact=None 0s
   q7-1e-09 full n=15 starts=300 best/M=1.000000000000007 (OR_7) non/M=0.979762048 [8x-0.34552, 1x0.21195] limits={0: 23, 3: 16, 4: 26, 5: 28, 6: 67, 7: 69, 8: 50, 9: 21} exact=None 2s
   q7-1e-09 full n=18 starts=300 best/M=1.000000000000064 (OR_7) non/M=0.979762048 [8x0.34552, 1x-0.21195] limits={0: 73, 3: 7, 4: 12, 5: 25, 6: 53, 7: 60, 8: 59, 9: 11} exact=None 16s
   q7-1e-09 full n=20 starts=100 best/M=0.999999999999948 (OR_7) non/M=0.970435159 [9x-0.32495, 1x0.22288] limits={0: 30, 4: 5, 5: 12, 6: 13, 7: 17, 8: 18, 9: 5} exact=None 31s
   q7-1e-09 huge block tuples=160 best/M=0.999999998919877 at m=(6, 1000) non/M=0.916543523 at ((5, 200), [-0.697592, 0.716496]) exact=None non_exact=(True, 0.8400520289778793) 0s
   q7-1e-09     near-N tuples=440 best/M=1.000000000000000 at m=(7, 8) non/M=0.981307841 at ((1, 7), [0.475191, -0.879883]) exact=None non_exact=(True, 0.9629650785684698) 0s
   q7-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(7, 43) non/M=0.955500276 at ((3, 9), [0.526601, -0.850112]) exact=None non_exact=(True, 0.9129807771454375) 1s
   q7-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(3, 4) non/M=0.970435159 at ((1, 9), [0.565624, -0.824663]) exact=None non_exact=(True, 0.9417443976628173) 1s
   q7-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(7, 21) non/M=0.979762048 at ((1, 8), [0.522883, -0.852404]) exact=None non_exact=(True, 0.959933670031809) 1s
   q7-1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(7, 8) non/M=0.981307841 at ((1, 7), [0.475191, -0.879883]) exact=None non_exact=(True, 0.9629650785684698) 1s
   q7-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(7, 4, 3, 8) non/M=0.979762048 at ((8, 1, 11, 8), [-0.852404, 0.522883, -0.0, 0.0]) exact=None non_exact=(True, 0.959933670031809) 1s
   q7-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(8, 9, 7, 7) non/M=0.981307841 at ((1, 1, 1, 5), [0.29767, -0.551178, -0.551178, -0.551178]) exact=None non_exact=(True, 0.9629650785684698) 1s
   q7-1e-09       seam tuples=110 best/M=1.000000000000000 at m=(7, 1, 1) non/M=0.981307841 at ((7, 1), [0.879883, -0.475191]) exact=None non_exact=(True, 0.9629650785684698) 0s
   q7-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(7, 1, 8) non/M=0.981307841 at ((7, 1, 12), [-0.879883, 0.475191, -0.0]) exact=None non_exact=(True, 0.9629650785684698) 0s
   q7-1e-09    triples tuples=750 best/M=1.000000000000000 at m=(7, 18, 16) non/M=0.981307841 at ((1, 1, 6), [0.356753, -0.660578, -0.660578]) exact=None non_exact=(True, 0.9629650785684698) 2s
   q7-1e-09    triples tuples=750 best/M=1.000000000000000 at m=(15, 20, 7) non/M=0.979762048 at ((1, 39, 8), [0.522883, -0.0, -0.852404]) exact=None non_exact=(True, 0.959933670031809) 2s
   q7+1e-09 full n= 6 starts=300 best/M=1.000000000000000 (OR_6) non/M=-1.145130357 [] limits={1: 1, 2: 43, 3: 72, 4: 57, 5: 55, 6: 72} exact=None 0s
   q7+1e-09 full n= 7 starts=300 best/M=1.000000000000000 (OR_6) non/M=-1.145130357 [] limits={2: 26, 3: 54, 4: 83, 5: 48, 6: 37, 7: 52} exact=None 0s
   q7+1e-09 full n= 8 starts=300 best/M=1.000000000000000 (OR_6) non/M=-1.145130357 [] limits={2: 12, 3: 43, 4: 84, 5: 55, 6: 43, 7: 30, 8: 33} exact=None 0s
   q7+1e-09 full n= 9 starts=300 best/M=1.000000000000001 (OR_6) non/M=0.979762046 [8x0.34552, 1x-0.21195] limits={0: 1, 1: 1, 2: 10, 3: 28, 4: 58, 5: 69, 6: 58, 7: 30, 8: 36, 9: 9} exact=None 0s
   q7+1e-09 full n=11 starts=300 best/M=1.000000000000002 (OR_6) non/M=0.979762046 [8x0.34552, 1x-0.21195] limits={0: 7, 2: 2, 3: 16, 4: 47, 5: 64, 6: 75, 7: 44, 8: 31, 9: 13, 10: 1} exact=None 0s
   q7+1e-09 full n=12 starts=300 best/M=1.000000000000001 (OR_6) non/M=0.979762046 [8x-0.34552, 1x0.21195] limits={0: 7, 2: 1, 3: 22, 4: 41, 5: 62, 6: 64, 7: 52, 8: 34, 9: 16, 10: 1} exact=None 0s
   q7+1e-09 full n=15 starts=300 best/M=1.000000000000010 (OR_6) non/M=0.979762046 [8x0.34552, 1x-0.21195] limits={0: 23, 3: 8, 4: 24, 5: 54, 6: 58, 7: 79, 8: 45, 9: 9} exact=None 2s
   q7+1e-09 full n=18 starts=300 best/M=1.000000000000047 (OR_6) non/M=0.979762046 [8x0.34552, 1x-0.21195] limits={0: 47, 3: 7, 4: 21, 5: 31, 6: 62, 7: 58, 8: 60, 9: 14} exact=None 17s
   q7+1e-09 full n=20 starts=100 best/M=1.000000000000003 (OR_6) non/M=0.970435156 [9x0.32495, 1x-0.22288] limits={0: 19, 4: 5, 5: 13, 6: 24, 7: 11, 8: 21, 9: 5, 19: 2} exact=None 30s
   q7+1e-09 huge block tuples=160 best/M=1.000000000000000 at m=(6, 200) non/M=0.916590570 at ((4, 200), [0.699051, -0.715072]) exact=None non_exact=(True, 0.8401382732049776) 0s
   q7+1e-09     near-N tuples=440 best/M=1.000000000000000 at m=(6, 7) non/M=0.981307841 at ((1, 7), [0.475191, -0.879883]) exact=None non_exact=(True, 0.9629650785652646) 0s
   q7+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(6, 61) non/M=0.955500275 at ((3, 9), [0.526601, -0.850112]) exact=None non_exact=(True, 0.9129807754872205) 1s
   q7+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(6, 100) non/M=0.970435156 at ((1, 9), [0.565624, -0.824663]) exact=None non_exact=(True, 0.9417443912392971) 1s
   q7+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(6, 51) non/M=0.979762046 at ((1, 8), [0.522883, -0.852404]) exact=None non_exact=(True, 0.9599336667678279) 1s
   q7+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(2, 4) non/M=0.981307841 at ((1, 7), [0.475191, -0.879883]) exact=None non_exact=(True, 0.9629650785652646) 1s
   q7+1e-09 quadruples tuples=400 best/M=1.000000000000000 at m=(4, 8, 2, 9) non/M=0.970435156 at ((1, 8, 7, 1), [-0.636228, -0.636228, 0.0, 0.43638]) exact=None non_exact=(True, 0.9417443912392971) 1s
   q7+1e-09 quadruples tuples=400 best/M=1.000000000000000 at m=(4, 8, 2, 8) non/M=0.979762046 at ((10, 8, 1, 7), [-0.0, 0.852404, -0.522883, -0.0]) exact=None non_exact=(True, 0.9599336667678279) 1s
   q7+1e-09       seam tuples=110 best/M=1.000000000000000 at m=(6, 7, 2) non/M=0.981307841 at ((7, 1), [0.879883, -0.475191]) exact=None non_exact=(True, 0.9629650785652646) 0s
   q7+1e-09       seam tuples=110 best/M=1.000000000000000 at m=(6, 7, 7) non/M=0.981307841 at ((7, 1, 4), [0.879883, -0.475191, 0.0]) exact=None non_exact=(True, 0.9629650785652646) 0s
   q7+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(39, 6, 27) non/M=0.966677363 at ((2, 5, 8), [-0.50571, -0.0, 0.862704]) exact=None non_exact=(True, 0.9344651234979627) 2s
   q7+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(32, 6, 15) non/M=0.970435156 at ((1, 7, 2), [0.43638, -0.636228, -0.636228]) exact=None non_exact=(True, 0.9417443912392971) 2s
   q8-1e-09 full n= 8 starts=300 best/M=1.000000000000000 (OR_8) non/M=0.748210333 [2x-0.68918, 4x-0.11186] limits={0: 1, 1: 1, 2: 12, 3: 33, 4: 54, 5: 56, 6: 45, 7: 39, 8: 59} exact=None 0s
   q8-1e-09 full n= 9 starts=300 best/M=1.000000000000000 (OR_8) non/M=-1.147695776 [] limits={2: 4, 3: 27, 4: 47, 5: 58, 6: 42, 7: 39, 8: 34, 9: 49} exact=None 0s
   q8-1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_8) non/M=-1.147695776 [] limits={2: 5, 3: 21, 4: 41, 5: 50, 6: 53, 7: 41, 8: 35, 9: 29, 10: 25} exact=None 0s
   q8-1e-09 full n=11 starts=300 best/M=1.000000000000001 (OR_8) non/M=0.982463312 [9x0.32689, 1x-0.19567] limits={0: 3, 2: 1, 3: 12, 4: 32, 5: 59, 6: 65, 7: 35, 8: 27, 9: 36, 10: 27, 11: 3} exact=None 0s
   q8-1e-09 full n=12 starts=300 best/M=0.999999999999999 (OR_8) non/M=0.982463312 [9x0.32689, 1x-0.19567] limits={0: 4, 2: 1, 3: 10, 4: 19, 5: 45, 6: 61, 7: 51, 8: 41, 9: 42, 10: 20, 11: 6} exact=None 0s
   q8-1e-09 full n=13 starts=300 best/M=1.000000000000000 (OR_8) non/M=0.975049661 [10x0.30952, 1x-0.20491] limits={0: 8, 2: 1, 3: 10, 4: 18, 5: 37, 6: 59, 7: 63, 8: 43, 9: 30, 10: 27, 11: 4} exact=None 1s
   q8-1e-09 full n=15 starts=300 best/M=1.000000000000000 (OR_8) non/M=0.982463312 [9x0.32689, 1x-0.19567] limits={0: 15, 4: 21, 5: 24, 6: 57, 7: 70, 8: 51, 9: 37, 10: 22, 11: 3} exact=None 2s
   q8-1e-09 full n=18 starts=300 best/M=1.000000000000070 (OR_8) non/M=0.975049661 [10x0.30952, 1x-0.20491] limits={0: 25, 3: 1, 4: 7, 5: 12, 6: 51, 7: 62, 8: 64, 9: 57, 10: 21} exact=None 15s
   q8-1e-09 full n=20 starts=100 best/M=0.999999999999921 (OR_8) non/M=0.975049661 [10x0.30952, 1x-0.20491] limits={0: 18, 4: 5, 5: 4, 6: 16, 7: 17, 8: 21, 9: 12, 10: 7} exact=None 30s
   q8-1e-09 huge block tuples=160 best/M=0.978279742247808 at m=(10, 1000) non/M=0.918899973 at ((6, 200), [0.697555, -0.716531]) exact=None non_exact=(True, 0.8443771612075697) 0s
   q8-1e-09     near-N tuples=440 best/M=1.000000000000000 at m=(8, 8) non/M=0.983739362 at ((1, 8), [-0.471405, 0.881917]) exact=None non_exact=(True, 0.9677431331894288) 0s
   q8-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(8, 14) non/M=0.975049661 at ((1, 10), [-0.552029, 0.833825]) exact=None non_exact=(True, 0.9507218413720091) 1s
   q8-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(8, 13) non/M=0.982463312 at ((1, 9), [0.513597, -0.858031]) exact=None non_exact=(True, 0.9652341598441927) 1s
   q8-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(8, 16) non/M=0.983739362 at ((1, 8), [0.471405, -0.881917]) exact=None non_exact=(True, 0.9677431331894288) 1s
   q8-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(8, 67) non/M=0.965265936 at ((6, 6), [0.237138, 0.971476]) exact=None non_exact=(True, 0.9317383266934767) 1s
   q8-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(2, 6, 8, 8) non/M=0.983739362 at ((1, 2, 1, 5), [0.294884, -0.551677, -0.551677, -0.551677]) exact=None non_exact=(True, 0.9677431331894288) 1s
   q8-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(8, 8, 2, 2) non/M=0.982463312 at ((1, 7, 2, 2), [0.389781, -0.65118, 0.0, -0.65118]) exact=None non_exact=(True, 0.9652341598441927) 1s
   q8-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(7, 8, 2) non/M=0.983739362 at ((8, 1, 7), [0.881917, -0.471405, -0.0]) exact=None non_exact=(True, 0.9677431331894288) 0s
   q8-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(8, 1, 2) non/M=0.984514527 at ((7, 1, 11), [0.907022, 0.420084, -0.029005]) exact=None non_exact=(True, 0.9692688535163516) 0s
   q8-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(6, 2, 8) non/M=0.975049661 at ((1, 6, 4), [0.423978, -0.640407, -0.640407]) exact=None non_exact=(True, 0.9507218413720091) 2s
   q8-1e-09    triples tuples=750 best/M=1.000000000000000 at m=(8, 2, 33) non/M=0.975049661 at ((10, 1, 10), [0.833825, -0.552029, -0.0]) exact=None non_exact=(True, 0.9507218413720091) 2s
   q8+1e-09 full n= 7 starts=300 best/M=1.000000000000000 (OR_7) non/M=-1.147695776 [] limits={1: 1, 2: 15, 3: 51, 4: 63, 5: 59, 6: 44, 7: 67} exact=None 0s
   q8+1e-09 full n= 8 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.748210342 [2x0.68918, 4x0.11186] limits={0: 1, 2: 10, 3: 32, 4: 58, 5: 68, 6: 42, 7: 36, 8: 53} exact=None 0s
   q8+1e-09 full n= 9 starts=300 best/M=1.000000000000001 (OR_7) non/M=-1.147695776 [] limits={2: 6, 3: 26, 4: 48, 5: 61, 6: 51, 7: 33, 8: 36, 9: 39} exact=None 0s
   q8+1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.982463311 [9x0.32689, 1x-0.19567] limits={0: 2, 2: 5, 3: 24, 4: 45, 5: 52, 6: 58, 7: 44, 8: 32, 9: 28, 10: 10} exact=None 0s
   q8+1e-09 full n=12 starts=300 best/M=1.000000000000000 (OR_7) non/M=0.982463311 [9x0.32689, 1x-0.19567] limits={0: 5, 2: 1, 3: 13, 4: 26, 5: 53, 6: 62, 7: 49, 8: 42, 9: 33, 10: 15, 11: 1} exact=None 0s
   q8+1e-09 full n=15 starts=300 best/M=1.000000000000010 (OR_7) non/M=0.982463311 [9x0.32689, 1x-0.19567] limits={0: 16, 2: 1, 3: 5, 4: 15, 5: 39, 6: 47, 7: 55, 8: 68, 9: 40, 10: 13, 11: 1} exact=None 2s
   q8+1e-09 full n=18 starts=300 best/M=1.000000000000043 (OR_7) non/M=0.982463311 [9x0.32689, 1x-0.19567] limits={0: 26, 3: 5, 4: 14, 5: 19, 6: 47, 7: 63, 8: 71, 9: 46, 10: 9} exact=None 16s
   q8+1e-09 full n=20 starts=100 best/M=1.000000000000349 (OR_7) non/M=0.982463311 [9x0.32689, 1x-0.19567] limits={0: 14, 3: 2, 4: 3, 5: 6, 6: 13, 7: 18, 8: 21, 9: 21, 10: 2} exact=None 29s
   q8+1e-09 huge block tuples=160 best/M=0.999999998930956 at m=(8, 500) non/M=0.919191765 at ((13, 200), [-0.995474, 0.09503]) exact=None non_exact=(True, 0.8449135000219912) 1s
   q8+1e-09     near-N tuples=440 best/M=1.000000000000001 at m=(8, 7) non/M=0.983739362 at ((1, 8), [0.471405, -0.881917]) exact=None non_exact=(True, 0.9677431331870479) 0s
   q8+1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(7, 51) non/M=0.975049658 at ((1, 10), [0.552029, -0.833825]) exact=None non_exact=(True, 0.9507218347477902) 1s
   q8+1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(7, 98) non/M=0.982463311 at ((1, 9), [0.513597, -0.858031]) exact=None non_exact=(True, 0.9652341564879118) 1s
   q8+1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(7, 41) non/M=0.983739362 at ((1, 8), [0.471405, -0.881917]) exact=None non_exact=(True, 0.9677431331870479) 1s
   q8+1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(7, 64) non/M=0.965265937 at ((6, 6), [0.971476, 0.237138]) exact=None non_exact=(True, 0.9317383292874237) 1s
   q8+1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(8, 7, 7, 13) non/M=0.984514527 at ((11, 1, 2, 7), [-0.029005, 0.420084, -0.0, 0.907022]) exact=None non_exact=(True, 0.9692688536874442) 1s
   q8+1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(7, 7, 8, 6) non/M=0.982463311 at ((4, 9, 1, 13), [0.0, 0.858031, -0.513597, 0.0]) exact=None non_exact=(True, 0.9652341564879118) 1s
   q8+1e-09       seam tuples=110 best/M=1.000000000000001 at m=(7, 8, 8) non/M=0.983739362 at ((8, 1, 39), [0.881917, -0.471405, -0.0]) exact=None non_exact=(True, 0.9677431331870479) 0s
   q8+1e-09       seam tuples=110 best/M=1.000000000000001 at m=(7, 8, 7) non/M=0.972184555 at ((7, 1, 9), [-0.035971, 0.520986, 0.852807]) exact=None non_exact=(True, 0.9451428092361691) 0s
   q8+1e-09    triples tuples=750 best/M=1.000000000000001 at m=(39, 7, 7) non/M=0.970549906 at ((39, 9, 2), [0.0, 0.866548, -0.499094]) exact=None non_exact=(True, 0.9419671194398449) 2s
   q8+1e-09    triples tuples=750 best/M=1.000000000000001 at m=(7, 13, 18) non/M=0.975049658 at ((10, 37, 1), [-0.833825, -0.0, 0.552029]) exact=None non_exact=(True, 0.9507218347477902) 2s
   q9-1e-09 full n= 9 starts=300 best/M=1.000000000000000 (OR_9) non/M=0.818566965 [3x0.57433, 3x0.05895] limits={0: 1, 2: 3, 3: 20, 4: 41, 5: 54, 6: 51, 7: 38, 8: 25, 9: 67} exact=None 0s
   q9-1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_9) non/M=-1.149696694 [] limits={2: 2, 3: 17, 4: 32, 5: 46, 6: 46, 7: 51, 8: 27, 9: 31, 10: 48} exact=None 0s
   q9-1e-09 full n=11 starts=300 best/M=1.000000000000002 (OR_9) non/M=-1.149696694 [] limits={2: 2, 3: 11, 4: 27, 5: 42, 6: 50, 7: 42, 8: 47, 9: 40, 10: 23, 11: 16} exact=None 0s
   q9-1e-09 full n=12 starts=300 best/M=1.000000000000002 (OR_9) non/M=0.978512027 [11x0.29599, 1x-0.19049] limits={0: 2, 2: 1, 3: 11, 4: 20, 5: 35, 6: 50, 7: 51, 8: 39, 9: 39, 10: 32, 11: 16, 12: 4} exact=None 0s
   q9-1e-09 full n=14 starts=300 best/M=0.999999999999996 (OR_9) non/M=0.978512027 [11x-0.29599, 1x0.19049] limits={0: 4, 3: 6, 4: 12, 5: 26, 6: 45, 7: 59, 8: 45, 9: 46, 10: 25, 11: 27, 12: 5} exact=None 1s
   q9-1e-09 full n=15 starts=300 best/M=1.000000000000020 (OR_9) non/M=0.978512027 [11x0.29599, 1x-0.19049] limits={0: 7, 3: 3, 4: 24, 5: 22, 6: 33, 7: 45, 8: 45, 9: 63, 10: 38, 11: 20} exact=None 2s
   q9-1e-09 full n=18 starts=300 best/M=1.000000000000071 (OR_9) non/M=0.984545428 [10x0.31091, 1x-0.18256] limits={0: 16, 4: 12, 5: 9, 6: 17, 7: 58, 8: 63, 9: 64, 10: 41, 11: 20} exact=None 15s
   q9-1e-09 full n=20 starts=100 best/M=0.999999999999952 (OR_9) non/M=0.978512027 [11x0.29599, 1x-0.19049] limits={0: 9, 5: 4, 6: 4, 7: 15, 8: 20, 9: 14, 10: 28, 11: 6} exact=None 30s
   q9-1e-09 huge block tuples=160 best/M=0.982703643671403 at m=(11, 500) non/M=0.920463609 at ((31, 200), [-0.995502, 0.094743]) exact=None non_exact=(True, 0.8472532557261353) 1s
   q9-1e-09     near-N tuples=440 best/M=1.000000000000001 at m=(4, 5) non/M=0.985611130 at ((1, 9), [0.468521, -0.883452]) exact=None non_exact=(True, 0.9714292992249292) 0s
   q9-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(9, 18) non/M=0.984545428 at ((1, 10), [0.506329, -0.86234]) exact=None non_exact=(True, 0.9693296993839338) 1s
   q9-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(9, 85) non/M=0.985611130 at ((1, 9), [-0.468521, 0.883452]) exact=None non_exact=(True, 0.9714292992249292) 1s
   q9-1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(1, 8) non/M=0.968450574 at ((1, 12), [0.573245, -0.819384]) exact=None non_exact=(True, 0.937896513972095) 1s
   q9-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(9, 95) non/M=0.978512027 at ((1, 11), [-0.541188, 0.840902]) exact=None non_exact=(True, 0.9574857869925606) 1s
   q9-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(13, 8, 4, 9) non/M=0.985611130 at ((3, 4, 1, 5), [0.0, 0.662085, -0.351123, 0.662085]) exact=None non_exact=(True, 0.9714292992249292) 1s
   q9-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(2, 7, 13, 8) non/M=0.985611130 at ((5, 2, 1, 2), [0.552052, 0.552052, -0.29277, 0.552052]) exact=None non_exact=(True, 0.9714292992249292) 1s
   q9-1e-09       seam tuples=110 best/M=1.000000000000000 at m=(8, 9, 4) non/M=0.985611130 at ((9, 1, 17), [-0.883452, 0.468521, 0.0]) exact=None non_exact=(True, 0.9714292992249292) 0s
   q9-1e-09       seam tuples=110 best/M=1.000000000000000 at m=(8, 9, 13) non/M=0.985611130 at ((9, 1, 8), [0.883452, -0.468521, 0.0]) exact=None non_exact=(True, 0.9714292992249292) 0s
   q9-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(9, 15, 18) non/M=0.968450574 at ((1, 40, 12), [0.573245, -0.0, -0.819384]) exact=None non_exact=(True, 0.937896513972095) 2s
   q9-1e-09    triples tuples=750 best/M=1.000000000000000 at m=(9, 5, 5) non/M=0.984545428 at ((4, 1, 10), [0.0, 0.506329, -0.86234]) exact=None non_exact=(True, 0.9693296993839338) 2s
   q9+1e-09 full n= 8 starts=300 best/M=1.000000000000000 (OR_8) non/M=-1.149696694 [] limits={2: 7, 3: 34, 4: 46, 5: 52, 6: 51, 7: 41, 8: 69} exact=None 0s
   q9+1e-09 full n= 9 starts=300 best/M=1.000000000000000 (OR_8) non/M=0.888052025 [4x0.49472, 4x0.07245] limits={0: 1, 2: 6, 3: 22, 4: 43, 5: 62, 6: 46, 7: 42, 8: 30, 9: 48} exact=None 0s
   q9+1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_8) non/M=-1.149696694 [] limits={2: 1, 3: 16, 4: 32, 5: 45, 6: 72, 7: 39, 8: 37, 9: 25, 10: 33} exact=None 0s
   q9+1e-09 full n=11 starts=300 best/M=1.000000000000002 (OR_8) non/M=0.713818864 [2x-0.69241, 4x-0.10140] limits={0: 1, 2: 1, 3: 13, 4: 31, 5: 42, 6: 53, 7: 52, 8: 47, 9: 25, 10: 27, 11: 8} exact=None 0s
   q9+1e-09 full n=12 starts=300 best/M=0.999999999999999 (OR_8) non/M=0.984545426 [10x0.31091, 1x-0.18256] limits={0: 2, 3: 12, 4: 21, 5: 47, 6: 59, 7: 58, 8: 33, 9: 38, 10: 25, 11: 5} exact=None 0s
   q9+1e-09 full n=13 starts=300 best/M=1.000000000000000 (OR_8) non/M=0.978512024 [11x0.29599, 1x-0.19049] limits={0: 1, 3: 7, 4: 23, 5: 31, 6: 47, 7: 70, 8: 41, 9: 33, 10: 31, 11: 14, 12: 1, 13: 1} exact=None 1s
   q9+1e-09 full n=15 starts=300 best/M=0.999999999999997 (OR_8) non/M=0.978512024 [11x0.29599, 1x-0.19049] limits={0: 8, 3: 4, 4: 11, 5: 25, 6: 40, 7: 64, 8: 50, 9: 51, 10: 29, 11: 17, 12: 1} exact=None 2s
   q9+1e-09 full n=18 starts=300 best/M=1.000000000000152 (OR_8) non/M=0.978512024 [11x0.29599, 1x-0.19049] limits={0: 15, 4: 7, 5: 18, 6: 31, 7: 42, 8: 71, 9: 56, 10: 50, 11: 8, 12: 2} exact=None 15s
   q9+1e-09 full n=20 starts=100 best/M=1.000000000000101 (OR_8) non/M=0.972057949 [11x0.29149, 2x-0.18079] limits={0: 5, 4: 1, 5: 5, 6: 13, 7: 21, 8: 15, 9: 20, 10: 14, 11: 6} exact=None 29s
   q9+1e-09 huge block tuples=160 best/M=0.993807987891720 at m=(10, 2000) non/M=0.920557740 at ((1, 200), [0.690987, -0.722867]) exact=None non_exact=(True, 0.847426551819139) 0s
   q9+1e-09     near-N tuples=440 best/M=1.000000000000000 at m=(5, 8) non/M=0.985611130 at ((1, 9), [0.468521, -0.883452]) exact=None non_exact=(True, 0.9714292992230853) 0s
   q9+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(5, 8) non/M=0.984545426 at ((1, 10), [0.506329, -0.86234]) exact=None non_exact=(True, 0.9693296959555606) 1s
   q9+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(8, 73) non/M=0.985611130 at ((1, 9), [-0.468521, 0.883452]) exact=None non_exact=(True, 0.9714292992230853) 1s
   q9+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(8, 64) non/M=0.968450569 at ((1, 12), [0.573245, -0.819384]) exact=None non_exact=(True, 0.9378965039936888) 1s
   q9+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(8, 15) non/M=0.978512024 at ((1, 11), [0.541188, -0.840902]) exact=None non_exact=(True, 0.9574857802109885) 1s
   q9+1e-09 quadruples tuples=400 best/M=1.000000000000000 at m=(3, 13, 8, 14) non/M=0.984545426 at ((4, 8, 1, 10), [0.0, -0.0, 0.506329, -0.86234]) exact=None non_exact=(True, 0.9693296959555606) 1s
   q9+1e-09 quadruples tuples=400 best/M=1.000000000000000 at m=(4, 4, 12, 13) non/M=0.985611130 at ((9, 5, 9, 1), [-0.0, -0.0, -0.883452, 0.468521]) exact=None non_exact=(True, 0.9714292992230853) 1s
   q9+1e-09       seam tuples=110 best/M=1.000000000000000 at m=(8, 40) non/M=0.985611130 at ((9, 1), [0.883452, -0.468521]) exact=None non_exact=(True, 0.9714292992230853) 0s
   q9+1e-09       seam tuples=110 best/M=1.000000000000000 at m=(8, 15) non/M=0.985611130 at ((9, 1, 14), [0.883452, -0.468521, 0.0]) exact=None non_exact=(True, 0.9714292992230853) 0s
   q9+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(8, 15, 14) non/M=0.978512024 at ((9, 1, 2), [-0.643597, 0.414206, -0.643597]) exact=None non_exact=(True, 0.9574857802109885) 2s
   q9+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(19, 12, 8) non/M=0.984545426 at ((10, 1, 6), [-0.86234, 0.506329, 0.0]) exact=None non_exact=(True, 0.9693296959555606) 2s
  q10-1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_10) non/M=0.863411136 [4x0.49751, 1x0.09056, 4x0.02088] limits={0: 1, 2: 1, 3: 14, 4: 38, 5: 42, 6: 44, 7: 35, 8: 35, 9: 35, 10: 55} exact=None 0s
  q10-1e-09 full n=11 starts=300 best/M=1.000000000000001 (OR_10) non/M=-1.151300560 [] limits={3: 5, 4: 32, 5: 34, 6: 44, 7: 41, 8: 45, 9: 31, 10: 30, 11: 38} exact=None 0s
  q10-1e-09 full n=12 starts=300 best/M=1.000000000000002 (OR_10) non/M=-1.151300560 [] limits={3: 8, 4: 16, 5: 38, 6: 46, 7: 48, 8: 39, 9: 41, 10: 30, 11: 24, 12: 10} exact=None 0s
  q10-1e-09 full n=13 starts=300 best/M=1.000000000000001 (OR_10) non/M=0.981190591 [12x0.28403, 1x-0.17862] limits={0: 3, 3: 3, 4: 14, 5: 26, 6: 42, 7: 47, 8: 50, 9: 35, 10: 34, 11: 27, 12: 17, 13: 2} exact=None 1s
  q10-1e-09 full n=15 starts=300 best/M=1.000000000000003 (OR_10) non/M=0.981190591 [12x0.28403, 1x-0.17862] limits={0: 8, 4: 8, 5: 19, 6: 28, 7: 44, 8: 52, 9: 46, 10: 42, 11: 22, 12: 23, 13: 7, 14: 1} exact=None 1s
  q10-1e-09 full n=18 starts=300 best/M=1.000000000000008 (OR_10) non/M=0.981190591 [12x0.28403, 1x-0.17862] limits={0: 10, 4: 5, 5: 15, 6: 14, 7: 23, 8: 54, 9: 57, 10: 59, 11: 39, 12: 16, 13: 8} exact=None 14s
  q10-1e-09 full n=20 starts=100 best/M=1.000000000000054 (OR_10) non/M=0.972790619 [13x-0.27255, 1x0.18516] limits={0: 6, 4: 1, 5: 4, 6: 3, 7: 8, 8: 13, 9: 20, 10: 19, 11: 21, 12: 5} exact=None 23s
  q10-1e-09 huge block tuples=160 best/M=0.958404928903127 at m=(14, 200) non/M=0.922035368 at ((1, 200), [-0.94373, -0.330717]) exact=None non_exact=(True, 0.8501492191213005) 0s
  q10-1e-09     near-N tuples=440 best/M=1.000000000000001 at m=(2, 8) non/M=0.987096470 at ((1, 10), [-0.466252, 0.884652]) exact=None non_exact=(True, 0.9743594415934544) 0s
  q10-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(8, 10) non/M=0.987096470 at ((1, 10), [-0.466252, 0.884652]) exact=None non_exact=(True, 0.9743594415934544) 1s
  q10-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(10, 22) non/M=0.972790619 at ((1, 13), [0.561942, -0.827176]) exact=None non_exact=(True, 0.9463215885113985) 1s
  q10-1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(4, 10) non/M=0.981190591 at ((1, 12), [0.532353, -0.846523]) exact=None non_exact=(True, 0.9627349762596593) 1s
  q10-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(2, 8) non/M=0.986195719 at ((1, 11), [0.500489, -0.865743]) exact=None non_exact=(True, 0.9725819961478144) 1s
  q10-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(3, 8, 2, 8) non/M=0.986195719 at ((8, 1, 11, 8), [-0.0, -0.500489, 0.865743, -0.0]) exact=None non_exact=(True, 0.9725819961478144) 1s
  q10-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(2, 8, 8, 4) non/M=0.986195719 at ((1, 5, 4, 2), [0.316599, -0.547651, -0.547651, -0.547651]) exact=None non_exact=(True, 0.9725819961478144) 1s
  q10-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(9, 10, 4) non/M=0.987096470 at ((9, 1, 10), [-0.0, -0.466252, 0.884652]) exact=None non_exact=(True, 0.9743594415934544) 0s
  q10-1e-09       seam tuples=110 best/M=1.000000000000000 at m=(9, 1, 7) non/M=0.987096470 at ((10, 1, 10), [0.884652, -0.466252, 0.0]) exact=None non_exact=(True, 0.9743594415934544) 0s
  q10-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(4, 15, 6) non/M=0.981190591 at ((1, 19, 12), [0.532353, 0.0, -0.846523]) exact=None non_exact=(True, 0.9627349762596593) 2s
  q10-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(8, 2, 15) non/M=0.981190591 at ((4, 8, 1), [-0.646106, -0.646106, 0.406317]) exact=None non_exact=(True, 0.9627349762596593) 2s
  q10+1e-09 full n= 9 starts=300 best/M=1.000000000000000 (OR_9) non/M=0.789506427 [3x-0.57062, 4x-0.07613] limits={0: 3, 3: 17, 4: 41, 5: 57, 6: 50, 7: 34, 8: 39, 9: 59} exact=None 0s
  q10+1e-09 full n=10 starts=300 best/M=0.999999999999999 (OR_9) non/M=-1.151300559 [] limits={2: 2, 3: 13, 4: 22, 5: 53, 6: 45, 7: 48, 8: 44, 9: 24, 10: 49} exact=None 0s
  q10+1e-09 full n=11 starts=300 best/M=1.000000000000002 (OR_9) non/M=-1.151300559 [] limits={2: 2, 3: 3, 4: 25, 5: 44, 6: 46, 7: 64, 8: 38, 9: 25, 10: 30, 11: 23} exact=None 0s
  q10+1e-09 full n=12 starts=300 best/M=1.000000000000002 (OR_9) non/M=-1.151300559 [] limits={2: 1, 3: 2, 4: 25, 5: 38, 6: 42, 7: 56, 8: 47, 9: 32, 10: 30, 11: 22, 12: 5} exact=None 0s
  q10+1e-09 full n=14 starts=300 best/M=1.000000000000006 (OR_9) non/M=0.986195717 [11x0.29703, 1x-0.17172] limits={0: 2, 3: 2, 4: 17, 5: 19, 6: 38, 7: 50, 8: 50, 9: 42, 10: 37, 11: 24, 12: 11, 13: 8} exact=None 1s
  q10+1e-09 full n=15 starts=300 best/M=1.000000000000009 (OR_9) non/M=0.981190588 [12x0.28403, 1x-0.17862] limits={0: 3, 3: 2, 4: 9, 5: 18, 6: 34, 7: 48, 8: 51, 9: 58, 10: 32, 11: 26, 12: 17, 13: 2} exact=None 1s
  q10+1e-09 full n=18 starts=300 best/M=1.000000000000025 (OR_9) non/M=0.986195717 [11x-0.29703, 1x0.17172] limits={0: 11, 4: 5, 5: 15, 6: 19, 7: 30, 8: 48, 9: 68, 10: 60, 11: 25, 12: 16, 13: 3} exact=None 14s
  q10+1e-09 full n=20 starts=100 best/M=1.000000000000570 (OR_9) non/M=0.981190588 [12x-0.28403, 1x0.17862] limits={0: 3, 4: 1, 5: 2, 6: 7, 7: 8, 8: 15, 9: 19, 10: 22, 11: 17, 12: 5, 13: 1} exact=None 23s
  q10+1e-09 huge block tuples=160 best/M=0.994987435009001 at m=(11, 200) non/M=0.921897570 at ((14, 200), [0.696309, -0.717742]) exact=None non_exact=(True, 0.8498951304565521) 1s
  q10+1e-09     near-N tuples=440 best/M=1.000000000000000 at m=(16, 9) non/M=0.987096470 at ((1, 10), [0.466252, -0.884652]) exact=None non_exact=(True, 0.9743594415919923) 0s
  q10+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(9, 18) non/M=0.987096470 at ((1, 10), [0.466252, -0.884652]) exact=None non_exact=(True, 0.9743594415919923) 1s
  q10+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(9, 89) non/M=0.972790614 at ((1, 13), [0.561942, -0.827176]) exact=None non_exact=(True, 0.946321578316006) 1s
  q10+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(9, 16) non/M=0.981190588 at ((1, 12), [0.532353, -0.846523]) exact=None non_exact=(True, 0.962734969351818) 1s
  q10+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(9, 15) non/M=0.986195717 at ((1, 11), [0.500489, -0.865743]) exact=None non_exact=(True, 0.9725819926616558) 1s
  q10+1e-09 quadruples tuples=400 best/M=1.000000000000000 at m=(1, 8, 8, 8) non/M=0.987096470 at ((1, 9, 6, 4), [0.349215, 0.0, -0.662589, -0.662589]) exact=None non_exact=(True, 0.9743594415919923) 1s
  q10+1e-09 quadruples tuples=400 best/M=1.000000000000000 at m=(13, 1, 8, 13) non/M=0.987096470 at ((2, 1, 4, 4), [0.552345, -0.291111, 0.552345, 0.552345]) exact=None non_exact=(True, 0.9743594415919923) 1s
  q10+1e-09       seam tuples=110 best/M=1.000000000000000 at m=(9, 16) non/M=0.987096470 at ((10, 1, 3), [-0.884652, 0.466252, 0.0]) exact=None non_exact=(True, 0.9743594415919923) 0s
  q10+1e-09       seam tuples=110 best/M=1.000000000000000 at m=(9, 13) non/M=0.987096470 at ((10, 1, 38), [-0.884652, 0.466252, -0.0]) exact=None non_exact=(True, 0.9743594415919923) 0s
  q10+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(9, 18, 4) non/M=0.987096470 at ((1, 8, 2), [0.349215, -0.662589, -0.662589]) exact=None non_exact=(True, 0.9743594415919923) 2s
  q10+1e-09    triples tuples=750 best/M=1.000000000000000 at m=(9, 4, 18) non/M=0.986195717 at ((11, 20, 1), [-0.865743, 0.0, 0.500489]) exact=None non_exact=(True, 0.9725819926616558) 2s
  q11-1e-09 full n=11 starts=300 best/M=1.000000000000001 (OR_11) non/M=-1.152614691 [] limits={3: 4, 4: 17, 5: 44, 6: 40, 7: 34, 8: 33, 9: 36, 10: 26, 11: 66} exact=None 0s
  q11-1e-09 full n=12 starts=300 best/M=0.999999999999999 (OR_11) non/M=0.842105987 [4x-0.48037, 7x-0.10485] limits={0: 1, 3: 3, 4: 10, 5: 35, 6: 49, 7: 43, 8: 23, 9: 41, 10: 26, 11: 29, 12: 40} exact=None 0s
  q11-1e-09 full n=13 starts=300 best/M=1.000000000000006 (OR_11) non/M=0.926423235 [6x-0.40193, 4x-0.07647, 2x-0.06058] limits={0: 2, 3: 2, 4: 10, 5: 25, 6: 41, 7: 35, 8: 43, 9: 45, 10: 24, 11: 21, 12: 33, 13: 19} exact=None 0s
  q11-1e-09 full n=14 starts=300 best/M=1.000000000000003 (OR_11) non/M=0.983315231 [13x0.27338, 1x-0.16864] limits={0: 2, 4: 11, 5: 23, 6: 37, 7: 36, 8: 45, 9: 36, 10: 33, 11: 22, 12: 35, 13: 18, 14: 2} exact=None 1s
  q11-1e-09 full n=15 starts=300 best/M=0.999999999999992 (OR_11) non/M=0.983315231 [13x0.27338, 1x-0.16864] limits={0: 3, 3: 1, 4: 10, 5: 18, 6: 30, 7: 26, 8: 44, 9: 53, 10: 25, 11: 29, 12: 40, 13: 17, 14: 4} exact=None 2s
  q11-1e-09 full n=16 starts=300 best/M=1.000000000000004 (OR_11) non/M=0.983315231 [13x-0.27338, 1x0.16864] limits={0: 4, 4: 5, 5: 20, 6: 25, 7: 35, 8: 35, 9: 47, 10: 47, 11: 29, 12: 32, 13: 13, 14: 8} exact=None 3s
  q11-1e-09 full n=18 starts=300 best/M=1.000000000000019 (OR_11) non/M=0.983315231 [13x0.27338, 1x-0.16864] limits={0: 7, 4: 3, 5: 9, 6: 19, 7: 23, 8: 36, 9: 56, 10: 41, 11: 47, 12: 31, 13: 22, 14: 5, 15: 1} exact=None 14s
  q11-1e-09 full n=20 starts=100 best/M=1.000000000000118 (OR_11) non/M=0.983315231 [13x-0.27338, 1x0.16864] limits={0: 3, 5: 3, 6: 3, 7: 7, 8: 11, 9: 13, 10: 22, 11: 18, 12: 11, 13: 8, 14: 1} exact=None 22s
  q11-1e-09 huge block tuples=160 best/M=1.000000000000000 at m=(11, 500) non/M=0.923282846 at ((38, 200), [-0.997427, 0.071687]) exact=None non_exact=(True, 0.8524512128475906) 1s
  q11-1e-09     near-N tuples=440 best/M=1.000000000000001 at m=(3, 8) non/M=0.988303850 at ((1, 11), [0.46442, -0.885615]) exact=None non_exact=(True, 0.9767444994519086) 0s
  q11-1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(11, 37) non/M=0.976196763 at ((1, 14), [0.552465, -0.833536]) exact=None non_exact=(True, 0.95296012095549) 1s
  q11-1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(3, 8) non/M=0.983315231 at ((1, 13), [0.52502, -0.85109]) exact=None non_exact=(True, 0.9669088443953786) 1s
  q11-1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(11, 15) non/M=0.987533889 at ((1, 12), [0.495694, -0.868497]) exact=None non_exact=(True, 0.975223181168545) 1s
  q11-1e-09      pairs tuples=1262 best/M=1.000000000000001 at m=(11, 18) non/M=0.988303850 at ((1, 11), [0.46442, -0.885615]) exact=None non_exact=(True, 0.9767444994519086) 1s
  q11-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(8, 3, 8, 13) non/M=0.988303850 at ((1, 1, 11, 5), [0.0, -0.46442, 0.885615, -0.0]) exact=None non_exact=(True, 0.9767444994519086) 1s
  q11-1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(11, 9, 8, 12) non/M=0.988303850 at ((8, 11, 4, 1), [-0.0, 0.885615, -0.0, -0.46442]) exact=None non_exact=(True, 0.9767444994519086) 1s
  q11-1e-09       seam tuples=110 best/M=1.000000000000000 at m=(11, 15) non/M=0.988303850 at ((11, 1, 21), [-0.885615, 0.46442, 0.0]) exact=None non_exact=(True, 0.9767444994519086) 0s
  q11-1e-09       seam tuples=110 best/M=1.000000000000001 at m=(11, 18) non/M=0.988303850 at ((10, 1, 1), [-0.662994, -0.662994, 0.347677]) exact=None non_exact=(True, 0.9767444994519086) 0s
  q11-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(33, 24, 11) non/M=0.983315231 at ((22, 1, 13), [0.0, 0.52502, -0.85109]) exact=None non_exact=(True, 0.9669088443953786) 2s
  q11-1e-09    triples tuples=750 best/M=1.000000000000001 at m=(11, 18, 8) non/M=0.988303850 at ((30, 11, 1), [-0.0, -0.885615, 0.46442]) exact=None non_exact=(True, 0.9767444994519086) 2s
  q11+1e-09 full n=10 starts=300 best/M=1.000000000000000 (OR_10) non/M=-1.152614690 [] limits={2: 1, 3: 11, 4: 28, 5: 35, 6: 55, 7: 37, 8: 41, 9: 40, 10: 52} exact=None 0s
  q11+1e-09 full n=11 starts=300 best/M=1.000000000000000 (OR_10) non/M=0.762551040 [3x-0.57531, 1x-0.07353, 3x-0.02335] limits={0: 1, 3: 4, 4: 25, 5: 49, 6: 42, 7: 45, 8: 33, 9: 35, 10: 30, 11: 36} exact=None 0s
  q11+1e-09 full n=12 starts=300 best/M=1.000000000000000 (OR_10) non/M=-1.152614690 [] limits={3: 5, 4: 16, 5: 20, 6: 33, 7: 55, 8: 55, 9: 32, 10: 29, 11: 24, 12: 31} exact=None 0s
  q11+1e-09 full n=13 starts=300 best/M=1.000000000000000 (OR_10) non/M=-1.152614690 [] limits={4: 18, 5: 29, 6: 39, 7: 30, 8: 41, 9: 32, 10: 45, 11: 34, 12: 21, 13: 11} exact=None 0s
  q11+1e-09 full n=15 starts=300 best/M=1.000000000000007 (OR_10) non/M=0.983315228 [13x0.27338, 1x-0.16864] limits={0: 1, 4: 11, 5: 16, 6: 15, 7: 45, 8: 54, 9: 47, 10: 38, 11: 32, 12: 24, 13: 12, 14: 5} exact=None 1s
  q11+1e-09 full n=18 starts=300 best/M=1.000000000000031 (OR_10) non/M=0.983315228 [13x0.27338, 1x-0.16864] limits={0: 5, 4: 1, 5: 16, 6: 14, 7: 32, 8: 49, 9: 53, 10: 49, 11: 37, 12: 29, 13: 13, 14: 2} exact=None 14s
  q11+1e-09 full n=20 starts=100 best/M=1.000000000000225 (OR_10) non/M=0.976196758 [14x0.26316, 1x-0.17442] limits={0: 3, 5: 4, 6: 8, 7: 4, 8: 14, 9: 17, 10: 19, 11: 13, 12: 15, 13: 2, 14: 1} exact=None 23s
  q11+1e-09 huge block tuples=160 best/M=0.999999999999999 at m=(10, 200) non/M=0.923103031 at ((13, 200), [-0.892283, -0.451477]) exact=None non_exact=(True, 0.8521192054770386) 1s
  q11+1e-09     near-N tuples=440 best/M=1.000000000000000 at m=(1, 9) non/M=0.988303850 at ((1, 11), [0.46442, -0.885615]) exact=None non_exact=(True, 0.9767444994507184) 0s
  q11+1e-09      pairs tuples=1263 best/M=1.000000000000000 at m=(10, 11) non/M=0.976196758 at ((1, 14), [0.552465, -0.833536]) exact=None non_exact=(True, 0.9529601105828136) 1s
  q11+1e-09      pairs tuples=1263 best/M=1.000000000000001 at m=(10, 82) non/M=0.983315228 at ((1, 13), [0.52502, -0.85109]) exact=None non_exact=(True, 0.9669088373842406) 1s
  q11+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(10, 13) non/M=0.987533887 at ((1, 12), [0.495694, -0.868497]) exact=None non_exact=(True, 0.9752231776350894) 1s
  q11+1e-09      pairs tuples=1262 best/M=1.000000000000000 at m=(2, 8) non/M=0.988303850 at ((1, 11), [-0.46442, 0.885615]) exact=None non_exact=(True, 0.9767444994507184) 1s
  q11+1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(4, 10, 1, 11) non/M=0.988303850 at ((11, 9, 1, 11), [-0.885615, 0.0, 0.46442, -0.0]) exact=None non_exact=(True, 0.9767444994507184) 1s
  q11+1e-09 quadruples tuples=400 best/M=1.000000000000001 at m=(13, 10, 13, 1) non/M=0.988303850 at ((1, 5, 6, 6), [0.347677, -0.662994, -0.662994, -0.0]) exact=None non_exact=(True, 0.9767444994507184) 1s
  q11+1e-09       seam tuples=110 best/M=1.000000000000001 at m=(10, 1, 8) non/M=0.988303850 at ((11, 1, 1), [-0.885615, 0.46442, -0.0]) exact=None non_exact=(True, 0.9767444994507184) 0s
  q11+1e-09       seam tuples=110 best/M=1.000000000000001 at m=(10, 1, 1) non/M=0.988303850 at ((11, 1, 8), [0.885615, -0.46442, 0.0]) exact=None non_exact=(True, 0.9767444994507184) 0s
  q11+1e-09    triples tuples=750 best/M=1.000000000000001 at m=(1, 10, 20) non/M=0.988303850 at ((1, 9, 2), [0.347677, -0.662994, -0.662994]) exact=None non_exact=(True, 0.9767444994507184) 2s
  q11+1e-09    triples tuples=750 best/M=1.000000000000001 at m=(8, 34, 10) non/M=0.988303850 at ((1, 1, 10), [-0.662994, 0.347677, -0.662994]) exact=None non_exact=(True, 0.9767444994507184) 2s
  q16-1e-06 full n=16 starts=300 best/M=1.000000000000032 (OR_16) non/M=-1.156730453 [] limits={5: 4, 6: 13, 7: 22, 8: 34, 9: 38, 10: 27, 11: 29, 12: 12, 13: 20, 14: 20, 15: 22, 16: 59} exact=None 3s
  q16-1e-06 full n=17 starts=300 best/M=1.000000000000006 (OR_16) non/M=0.879035881 [7x0.37496, 6x0.05137] limits={0: 1, 5: 2, 6: 7, 7: 14, 8: 29, 9: 48, 10: 31, 11: 26, 12: 15, 13: 18, 14: 36, 15: 20, 16: 29, 17: 24} exact=None 6s
  q16-1e-06 full n=18 starts=300 best/M=1.000000000000134 (OR_16) non/M=-1.156730453 [] limits={5: 2, 6: 4, 7: 16, 8: 31, 9: 31, 10: 33, 11: 25, 12: 16, 13: 20, 14: 35, 15: 21, 16: 35, 17: 25, 18: 6} exact=None 13s
  q16-1e-06 full n=20 starts=100 best/M=1.000000000000046 (OR_16) non/M=-1.156730453 [] limits={7: 3, 8: 6, 9: 5, 10: 12, 11: 8, 12: 14, 13: 11, 14: 17, 15: 10, 16: 9, 17: 2, 18: 2, 19: 1} exact=None 22s
  q16-1e-06 huge block tuples=160 best/M=0.999998967205508 at m=(15, 500) non/M=0.933660738 at ((24, 200), [-0.995798, 0.091576]) exact=None non_exact=(True, 0.8717223738300288) 1s
  q16-1e-06     near-N tuples=440 best/M=1.000000000000000 at m=(2, 14) non/M=0.992031267 at ((1, 16), [0.45882, -0.888529]) exact=None non_exact=(True, 0.9841260346958458) 0s
  q16-1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(13, 16) non/M=0.989509042 at ((1, 18), [0.501525, -0.865143]) exact=None non_exact=(True, 0.9791281436992938) 1s
  q16-1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(2, 14) non/M=0.991630114 at ((1, 17), [-0.480622, 0.876928]) exact=None non_exact=(True, 0.9833302821389447) 1s
  q16-1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(8, 8) non/M=0.992031267 at ((1, 16), [0.45882, -0.888529]) exact=None non_exact=(True, 0.9841260346958458) 1s
  q16-1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(1, 15) non/M=0.985863943 at ((1, 19), [0.521544, -0.853224]) exact=None non_exact=(True, 0.971927713835958) 1s
  q16-1e-06 quadruples tuples=400 best/M=1.000000000000000 at m=(3, 14, 14, 2) non/M=0.992031267 at ((1, 12, 2, 2), [0.285706, -0.553285, -0.553285, -0.553285]) exact=None non_exact=(True, 0.9841260346958458) 1s
  q16-1e-06 quadruples tuples=400 best/M=1.000000000000001 at m=(2, 1, 12, 13) non/M=0.992031267 at ((13, 3, 12, 1), [0.664214, 0.664214, 0.0, -0.342988]) exact=None non_exact=(True, 0.9841260346958458) 1s
  q16-1e-06       seam tuples=110 best/M=1.000000000000001 at m=(15, 1, 34) non/M=0.992031267 at ((16, 1, 1), [0.888529, -0.45882, 0.0]) exact=None non_exact=(True, 0.9841260346958458) 0s
  q16-1e-06       seam tuples=110 best/M=1.000000000000000 at m=(15, 1) non/M=0.992031267 at ((15, 16, 1), [-0.0, 0.888529, -0.45882]) exact=None non_exact=(True, 0.9841260346958458) 0s
  q16-1e-06    triples tuples=750 best/M=1.000000000000000 at m=(13, 12, 16) non/M=0.992031267 at ((16, 32, 1), [-0.888529, 0.0, 0.45882]) exact=None non_exact=(True, 0.9841260346958458) 2s
  q16-1e-06    triples tuples=750 best/M=1.000000000000000 at m=(30, 14, 16) non/M=0.992031267 at ((16, 9, 1), [0.888529, -0.0, -0.45882]) exact=None non_exact=(True, 0.9841260346958458) 2s
  q16+1e-06 full n=15 starts=300 best/M=1.000000000000005 (OR_15) non/M=-1.156729865 [] limits={4: 2, 5: 3, 6: 13, 7: 30, 8: 41, 9: 34, 10: 27, 11: 13, 12: 20, 13: 27, 14: 39, 15: 51} exact=None 1s
  q16+1e-06 full n=16 starts=300 best/M=1.000000000000032 (OR_15) non/M=0.879050579 [7x-0.37496, 6x-0.05138] limits={0: 1, 5: 4, 6: 12, 7: 26, 8: 39, 9: 27, 10: 36, 11: 17, 12: 22, 13: 26, 14: 30, 15: 39, 16: 21} exact=None 3s
  q16+1e-06 full n=17 starts=300 best/M=0.999999999999967 (OR_15) non/M=-1.156729865 [] limits={5: 2, 6: 11, 7: 18, 8: 36, 9: 36, 10: 32, 11: 13, 12: 23, 13: 26, 14: 28, 15: 29, 16: 28, 17: 18} exact=None 6s
  q16+1e-06 full n=18 starts=300 best/M=0.999999999999941 (OR_15) non/M=-1.156729865 [] limits={5: 1, 6: 3, 7: 15, 8: 19, 9: 30, 10: 41, 11: 34, 12: 23, 13: 30, 14: 22, 15: 27, 16: 32, 17: 18, 18: 5} exact=None 13s
  q16+1e-06 full n=20 starts=100 best/M=0.999999999999868 (OR_15) non/M=-1.156729865 [] limits={6: 1, 7: 2, 8: 8, 9: 11, 10: 10, 11: 9, 12: 8, 13: 17, 14: 8, 15: 14, 16: 4, 17: 6, 18: 2} exact=None 22s
  q16+1e-06 huge block tuples=160 best/M=0.999999999999999 at m=(15, 200) non/M=0.928180063 at ((25, 500), [-0.998409, 0.05638]) exact=None non_exact=(True, 0.8615182296926075) 2s
  q16+1e-06     near-N tuples=440 best/M=1.000000000000000 at m=(15, 18) non/M=0.992031267 at ((1, 16), [0.458843, -0.888517]) exact=None non_exact=(True, 0.9841260341571624) 0s
  q16+1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(15, 51) non/M=0.989505337 at ((1, 18), [0.501549, -0.865129]) exact=None non_exact=(True, 0.9791208118991427) 1s
  q16+1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(15, 18) non/M=0.991628258 at ((1, 17), [0.480646, -0.876915]) exact=None non_exact=(True, 0.9833266011365651) 1s
  q16+1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(15, 33) non/M=0.992031267 at ((1, 16), [0.458843, -0.888517]) exact=None non_exact=(True, 0.9841260341571624) 1s
  q16+1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(15, 56) non/M=0.985858405 at ((1, 19), [0.521568, -0.85321]) exact=None non_exact=(True, 0.9719167946239219) 1s
  q16+1e-06 quadruples tuples=400 best/M=1.000000000000000 at m=(1, 8, 1, 13) non/M=0.991628258 at ((1, 4, 5, 8), [0.301705, -0.550446, -0.550446, -0.550446]) exact=None non_exact=(True, 0.9833266011365651) 1s
  q16+1e-06 quadruples tuples=400 best/M=1.000000000000000 at m=(1, 14, 13, 1) non/M=0.991628258 at ((1, 6, 6, 5), [0.301705, -0.550446, -0.550446, -0.550446]) exact=None non_exact=(True, 0.9833266011365651) 1s
  q16+1e-06       seam tuples=110 best/M=1.000000000000000 at m=(15, 1, 18) non/M=0.992031267 at ((16, 1), [-0.888517, 0.458843]) exact=None non_exact=(True, 0.9841260341571624) 0s
  q16+1e-06       seam tuples=110 best/M=1.000000000000001 at m=(15, 1, 39) non/M=0.992031267 at ((15, 1, 1), [0.664209, 0.664209, -0.343007]) exact=None non_exact=(True, 0.9841260341571624) 0s
  q16+1e-06    triples tuples=750 best/M=1.000000000000000 at m=(15, 39, 16) non/M=0.991628258 at ((1, 7, 10), [0.36138, -0.65932, -0.65932]) exact=None non_exact=(True, 0.9833266011365651) 2s
  q16+1e-06    triples tuples=750 best/M=1.000000000000000 at m=(15, 27, 18) non/M=0.991628258 at ((1, 2, 15), [0.36138, -0.65932, -0.65932]) exact=None non_exact=(True, 0.9833266011365651) 2s
  q21-1e-06 huge block tuples=160 best/M=1.000000000000000 at m=(21, 500) non/M=0.935492255 at ((32, 200), [0.99711, -0.075966]) exact=None non_exact=(True, 0.8751457589983874) 1s
  q21-1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(22, 21) non/M=0.993957150 at ((1, 21), [0.455968, -0.889996]) exact=None non_exact=(True, 0.9879508169566997) 0s
  q21-1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(21, 68) non/M=0.993712937 at ((1, 22), [0.472691, -0.881228]) exact=None non_exact=(True, 0.9874654004456362) 1s
  q21-1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(21, 39) non/M=0.993957150 at ((1, 21), [0.455968, -0.889996]) exact=None non_exact=(True, 0.9879508169566997) 1s
  q21-1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(1, 20) non/M=0.990231677 at ((1, 24), [-0.504596, 0.863355]) exact=None non_exact=(True, 0.98055877463547) 1s
  q21-1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(4, 21) non/M=0.992440732 at ((1, 23), [-0.488898, 0.872341]) exact=None non_exact=(True, 0.9849386073215135) 1s
  q21-1e-06 quadruples tuples=400 best/M=1.000000000000001 at m=(4, 11, 4, 13) non/M=0.993957150 at ((1, 6, 13, 2), [0.283643, -0.553638, -0.553638, -0.553638]) exact=None non_exact=(True, 0.9879508169566997) 1s
  q21-1e-06 quadruples tuples=400 best/M=1.000000000000002 at m=(4, 4, 13, 4) non/M=0.993957150 at ((1, 4, 14, 3), [0.283643, -0.553638, -0.553638, -0.553638]) exact=None non_exact=(True, 0.9879508169566997) 1s
  q21-1e-06       seam tuples=110 best/M=1.000000000000001 at m=(21, 1, 1) non/M=0.993957150 at ((21, 1, 21), [-0.0, 0.455968, -0.889996]) exact=None non_exact=(True, 0.9879508169566997) 0s
  q21-1e-06       seam tuples=110 best/M=1.000000000000001 at m=(20, 1, 13) non/M=0.993957150 at ((21, 1, 10), [-0.889996, 0.455968, -0.0]) exact=None non_exact=(True, 0.9879508169566997) 0s
  q21-1e-06    triples tuples=750 best/M=1.000000000000001 at m=(13, 39, 21) non/M=0.992440732 at ((5, 1, 23), [0.0, -0.488898, 0.872341]) exact=None non_exact=(True, 0.9849386073215135) 2s
  q21-1e-06    triples tuples=750 best/M=1.000000000000001 at m=(1, 13, 21) non/M=0.993957150 at ((20, 1, 1), [0.664826, 0.664826, -0.340608]) exact=None non_exact=(True, 0.9879508169566997) 2s
  q21+1e-06 huge block tuples=160 best/M=1.000000000000000 at m=(20, 200) non/M=0.931504526 at ((12, 200), [0.679923, -0.733283]) exact=None non_exact=(True, 0.867700682056032) 1s
  q21+1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(1, 19) non/M=0.993957150 at ((1, 21), [-0.455998, 0.889981]) exact=None non_exact=(True, 0.9879508166507848) 0s
  q21+1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(3, 17) non/M=0.993711046 at ((1, 22), [0.472721, -0.881212]) exact=None non_exact=(True, 0.9874616425640903) 1s
  q21+1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(2, 18) non/M=0.993957150 at ((1, 21), [0.455998, -0.889981]) exact=None non_exact=(True, 0.9879508166507848) 1s
  q21+1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(7, 13) non/M=0.990226024 at ((1, 24), [0.504627, -0.863337]) exact=None non_exact=(True, 0.9805475781363301) 1s
  q21+1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(1, 19) non/M=0.992436955 at ((1, 23), [0.488929, -0.872324]) exact=None non_exact=(True, 0.9849311103196178) 1s
  q21+1e-06 quadruples tuples=400 best/M=1.000000000000002 at m=(7, 7, 12, 1) non/M=0.993711046 at ((9, 1, 9, 13), [-0.0, 0.354665, -0.66114, -0.66114]) exact=None non_exact=(True, 0.9874616425640903) 1s
  q21+1e-06 quadruples tuples=400 best/M=1.000000000000001 at m=(7, 13, 1, 7) non/M=0.993957150 at ((1, 6, 13, 2), [0.283665, -0.553635, -0.553635, -0.553635]) exact=None non_exact=(True, 0.9879508166507848) 1s
  q21+1e-06       seam tuples=110 best/M=1.000000000000000 at m=(20, 1, 4) non/M=0.993957150 at ((21, 1, 7), [0.889981, -0.455998, 0.0]) exact=None non_exact=(True, 0.9879508166507848) 0s
  q21+1e-06       seam tuples=110 best/M=1.000000000000001 at m=(20, 1, 1) non/M=0.993957150 at ((20, 1, 1), [-0.664819, -0.664819, 0.340633]) exact=None non_exact=(True, 0.9879508166507848) 0s
  q21+1e-06    triples tuples=750 best/M=1.000000000000001 at m=(18, 2, 37) non/M=0.992436955 at ((1, 4, 19), [-0.368445, 0.657362, 0.657362]) exact=None non_exact=(True, 0.9849311103196178) 2s
  q21+1e-06    triples tuples=750 best/M=1.000000000000001 at m=(19, 1, 4) non/M=0.993957150 at ((9, 21, 1), [0.0, 0.889981, -0.455998]) exact=None non_exact=(True, 0.9879508166507848) 2s
  q31-1e-06 huge block tuples=160 best/M=1.000000000000000 at m=(31, 500) non/M=0.936239057 at ((6, 200), [0.884982, 0.465625]) exact=None non_exact=(True, 0.8765435709772038) 0s
  q31-1e-06     near-N tuples=440 best/M=1.000000000000000 at m=(4, 27) non/M=0.995926159 at ((1, 31), [0.453076, -0.891472]) exact=None non_exact=(True, 0.9918689150736176) 0s
  q31-1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(31, 39) non/M=0.994144985 at ((1, 34), [-0.486584, 0.873634]) exact=None non_exact=(True, 0.9883242508119316) 1s
  q31-1e-06      pairs tuples=1263 best/M=1.000000000000000 at m=(4, 27) non/M=0.995205317 at ((1, 33), [-0.475646, 0.879637]) exact=None non_exact=(True, 0.9904336234913185) 1s
  q31-1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(2, 29) non/M=0.995809004 at ((1, 32), [0.464477, -0.885585]) exact=None non_exact=(True, 0.9916355726739854) 1s
  q31-1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(7, 24) non/M=0.995926159 at ((1, 31), [-0.453076, 0.891472]) exact=None non_exact=(True, 0.9918689150736176) 1s
  q31-1e-06 quadruples tuples=400 best/M=1.000000000000001 at m=(4, 12, 2, 13) non/M=0.995809004 at ((10, 1, 13, 9), [-0.552572, 0.289816, -0.552572, -0.552572]) exact=None non_exact=(True, 0.9916355726739854) 1s
  q31-1e-06 quadruples tuples=400 best/M=1.000000000000001 at m=(4, 13, 14, 4) non/M=0.995809004 at ((1, 10, 12, 10), [0.289816, -0.552572, -0.552572, -0.552572]) exact=None non_exact=(True, 0.9916355726739854) 1s
  q31-1e-06       seam tuples=110 best/M=1.000000000000000 at m=(31, 4) non/M=0.995926159 at ((31, 1, 36), [-0.891472, 0.453076, -0.0]) exact=None non_exact=(True, 0.9918689150736176) 0s
  q31-1e-06       seam tuples=109 best/M=1.000000000000000 at m=(31, 39) non/M=0.995926159 at ((31, 1, 15), [0.891472, -0.453076, -0.0]) exact=None non_exact=(True, 0.9918689150736176) 0s
  q31-1e-06    triples tuples=750 best/M=1.000000000000000 at m=(31, 39, 34) non/M=0.995205317 at ((1, 1, 32), [0.357138, -0.660474, -0.660474]) exact=None non_exact=(True, 0.9904336234913185) 2s
  q31-1e-06    triples tuples=750 best/M=1.000000000000000 at m=(2, 12, 17) non/M=0.995809004 at ((1, 21, 11), [0.347724, -0.662981, -0.662981]) exact=None non_exact=(True, 0.9916355726739854) 2s
  q31+1e-06 huge block tuples=160 best/M=1.000000000000000 at m=(30, 200) non/M=0.936278505 at ((8, 200), [-0.883931, -0.467618]) exact=None non_exact=(True, 0.8766174392441561) 0s
  q31+1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(8, 30) non/M=0.995926159 at ((1, 31), [-0.45312, 0.891449]) exact=None non_exact=(True, 0.9918689149359806) 0s
  q31+1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(15, 15) non/M=0.994139215 at ((1, 34), [0.486629, -0.873609]) exact=None non_exact=(True, 0.9883127786103295) 1s
  q31+1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(30, 64) non/M=0.995201467 at ((1, 33), [0.475691, -0.879612]) exact=None non_exact=(True, 0.9904259592150403) 1s
  q31+1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(12, 18) non/M=0.995807078 at ((1, 32), [0.464522, -0.885562]) exact=None non_exact=(True, 0.9916317359304698) 1s
  q31+1e-06      pairs tuples=1262 best/M=1.000000000000000 at m=(22, 30) non/M=0.995926159 at ((1, 31), [0.45312, -0.891449]) exact=None non_exact=(True, 0.9918689149359806) 1s
  q31+1e-06 quadruples tuples=400 best/M=1.000000000000002 at m=(7, 12, 7, 4) non/M=0.995807078 at ((1, 9, 11, 12), [0.289849, -0.552566, -0.552566, -0.552566]) exact=None non_exact=(True, 0.9916317359304698) 1s
  q31+1e-06 quadruples tuples=400 best/M=1.000000000000002 at m=(12, 2, 8, 8) non/M=0.995926159 at ((1, 12, 9, 10), [0.28159, -0.553988, -0.553988, -0.553988]) exact=None non_exact=(True, 0.9918689149359806) 1s
  q31+1e-06       seam tuples=110 best/M=1.000000000000001 at m=(30, 31, 15) non/M=0.995926159 at ((31, 1, 4), [-0.891449, 0.45312, -0.0]) exact=None non_exact=(True, 0.9918689149359806) 0s
  q31+1e-06       seam tuples=109 best/M=1.000000000000001 at m=(30, 31, 8) non/M=0.995926159 at ((31, 1), [0.891449, -0.45312]) exact=None non_exact=(True, 0.9918689149359806) 0s
  q31+1e-06    triples tuples=750 best/M=1.000000000000002 at m=(15, 27, 15) non/M=0.995807078 at ((1, 17, 15), [0.347762, -0.662971, -0.662971]) exact=None non_exact=(True, 0.9916317359304698) 2s
  q31+1e-06    triples tuples=750 best/M=1.000000000000002 at m=(15, 15, 22) non/M=0.995201467 at ((10, 1, 33), [0.0, 0.475691, -0.879612]) exact=None non_exact=(True, 0.9904259592150403) 2s
  q51-1e-06 huge block tuples=160 best/M=0.984788532259682 at m=(39, 200) non/M=0.937388521 at ((40, 200), [0.661103, -0.750295]) exact=None non_exact=(True, 0.8786972388115847) 1s
  q51-1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(15, 51) non/M=0.997533402 at ((1, 51), [0.450727, -0.892662]) exact=None non_exact=(True, 0.9950728874262024) 0s
  q51-1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(15, 51) non/M=0.996853801 at ((1, 54), [0.471367, -0.881937]) exact=None non_exact=(True, 0.9937175002915569) 1s
  q51-1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(51, 56) non/M=0.997260142 at ((1, 53), [0.464571, -0.885536]) exact=None non_exact=(True, 0.9945277904236975) 1s
  q51-1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(51, 51) non/M=0.997489015 at ((1, 52), [0.457691, -0.889111]) exact=None non_exact=(True, 0.994984335636374) 1s
  q51-1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(15, 36) non/M=0.997533402 at ((1, 51), [0.450727, -0.892662]) exact=None non_exact=(True, 0.9950728874262024) 1s
  q51-1e-06 quadruples tuples=400 best/M=0.999998990050526 at m=(12, 14, 10, 14) non/M=0.880819439 at ((9, 13, 8, 14), [0.697718, 0.114843, 0.114843, 0.697718]) exact=None non_exact=(True, 0.7758428835248924) 1s
  q51-1e-06 quadruples tuples=400 best/M=0.999998990050526 at m=(13, 13, 10, 14) non/M=0.899431078 at ((14, 11, 14, 7), [0.116215, 0.699955, 0.699955, 0.081368]) exact=None non_exact=None 1s
  q51-1e-06       seam tuples=109 best/M=1.000000000000001 at m=(50, 51, 15) non/M=0.997533402 at ((51, 1, 4), [0.892662, -0.450727, -0.0]) exact=None non_exact=(True, 0.9950728874262024) 0s
  q51-1e-06       seam tuples=108 best/M=1.000000000000001 at m=(51, 15) non/M=0.997533402 at ((51, 1), [-0.892662, 0.450727]) exact=None non_exact=(True, 0.9950728874262024) 0s
  q51-1e-06    triples tuples=750 best/M=1.000000000000001 at m=(22, 15, 36) non/M=0.997533402 at ((1, 38, 13), [0.336246, -0.665935, -0.665935]) exact=None non_exact=(True, 0.9950728874262024) 2s
  q51-1e-06    triples tuples=750 best/M=1.000000000000001 at m=(15, 17, 36) non/M=0.997533402 at ((1, 16, 35), [0.336246, -0.665935, -0.665935]) exact=None non_exact=(True, 0.9950728874262024) 2s
  q51+1e-06 huge block tuples=160 best/M=0.987529864960526 at m=(40, 200) non/M=0.938473496 at ((27, 200), [-0.885023, -0.465548]) exact=None non_exact=(True, 0.8807325035934915) 1s
  q51+1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(4, 46) non/M=0.997533402 at ((1, 51), [-0.450799, 0.892625]) exact=None non_exact=(True, 0.9950728873756823) 0s
  q51+1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(8, 50) non/M=0.996847938 at ((1, 54), [-0.471441, 0.881898]) exact=None non_exact=(True, 0.9937058115886919) 1s
  q51+1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(39, 50) non/M=0.997256232 at ((1, 53), [-0.464645, 0.885497]) exact=None non_exact=(True, 0.9945199916227196) 1s
  q51+1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(4, 46) non/M=0.997487060 at ((1, 52), [0.457765, -0.889073]) exact=None non_exact=(True, 0.9949804344398564) 1s
  q51+1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(27, 50) non/M=0.997533402 at ((1, 51), [-0.450799, 0.892625]) exact=None non_exact=(True, 0.9950728873756823) 1s
  q51+1e-06 quadruples tuples=400 best/M=0.999998990049506 at m=(12, 11, 14, 14) non/M=0.881744160 at ((7, 9, 14, 9), [0.090308, 0.701316, 0.701316, 0.090308]) exact=None non_exact=(True, 0.7774727643655782) 1s
  q51+1e-06 quadruples tuples=400 best/M=1.000000000000000 at m=(14, 12, 10, 14) non/M=0.921480598 at ((14, 14, 14, 13), [-0.692845, -0.1413, -0.692845, -0.1413]) exact=None non_exact=None 1s
  q51+1e-06       seam tuples=109 best/M=1.000000000000001 at m=(50, 51, 27) non/M=0.997533402 at ((51, 1, 32), [0.892625, -0.450799, 0.0]) exact=None non_exact=(True, 0.9950728873756823) 0s
  q51+1e-06       seam tuples=108 best/M=1.000000000000001 at m=(50, 51, 8) non/M=0.997533402 at ((51, 1, 1), [-0.892625, 0.0, 0.450799]) exact=None non_exact=(True, 0.9950728873756823) 0s
  q51+1e-06    triples tuples=750 best/M=1.000000000000002 at m=(8, 27, 23) non/M=0.997487060 at ((1, 25, 27), [-0.342106, 0.664441, 0.664441]) exact=None non_exact=(True, 0.9949804344398564) 2s
  q51+1e-06    triples tuples=750 best/M=1.000000000000001 at m=(23, 12, 27) non/M=0.996847938 at ((15, 39, 1), [-0.66143, -0.66143, 0.353584]) exact=None non_exact=(True, 0.9937058115886919) 1s
  q101-1e-06 huge block tuples=160 best/M=0.944748233122638 at m=(4, 500) non/M=0.944511911 at ((1, 500), [0.637612, -0.770358]) exact=None non_exact=(True, 0.8921027490951884) 1s
  q101-1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(4, 97) non/M=0.998758033 at ((1, 101), [0.448923, -0.89357]) exact=None non_exact=(True, 0.9975176082759575) 0s
  q101-1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(13, 88) non/M=0.970322037 at ((76, 88), [-0.261753, -0.965135]) exact=None non_exact=(True, 0.9415248560657843) 1s
  q101-1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(8, 93) non/M=0.970380213 at ((72, 85), [0.252099, 0.967702]) exact=None non_exact=(True, 0.9416377575106915) 1s
  q101-1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(9, 92) non/M=0.970300761 at ((75, 87), [0.259373, 0.965777]) exact=None non_exact=(True, 0.9414835666696456) 1s
  q101-1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(12, 89) non/M=0.969153794 at ((81, 91), [0.273332, 0.96192]) exact=None non_exact=(True, 0.9392590755066351) 1s
  q101-1e-06 quadruples tuples=400 best/M=0.911248701995599 at m=(13, 11, 14, 13) non/M=0.665153964 at ((8, 13, 9, 7), [0.052457, 0.705887, 0.02639, 0.705887]) exact=None non_exact=(True, 0.4424297963336786) 1s
  q101-1e-06 quadruples tuples=400 best/M=0.906769883004404 at m=(11, 12, 13, 14) non/M=0.665273222 at ((10, 12, 7, 3), [-0.577093, -0.029868, -0.577093, -0.577093]) exact=None non_exact=(True, 0.44258846006450064) 1s
  q101-1e-06       seam tuples=108 best/M=1.000000000000001 at m=(101, 13) non/M=0.998758033 at ((101, 1, 29), [0.89357, -0.448923, 0.0]) exact=None non_exact=(True, 0.9975176082759575) 1s
  q101-1e-06       seam tuples=108 best/M=1.000000000000001 at m=(101, 8) non/M=0.998758033 at ((101, 1, 6), [-0.89357, 0.448923, 0.0]) exact=None non_exact=(True, 0.9975176082759575) 1s
  q101-1e-06    triples tuples=750 best/M=1.000000000000000 at m=(33, 31, 37) non/M=0.924553428 at ((31, 38, 25), [0.702892, 0.109026, 0.702892]) exact=None non_exact=None 1s
  q101-1e-06    triples tuples=750 best/M=1.000000000000001 at m=(37, 27, 37) non/M=0.924368009 at ((32, 24, 39), [0.7027, 0.7027, 0.111475]) exact=None non_exact=None 1s
  q101+1e-06 huge block tuples=160 best/M=0.944747278949011 at m=(4, 500) non/M=0.944586426 at ((1, 500), [0.875042, 0.484046]) exact=None non_exact=(True, 0.892243515960122) 1s
  q101+1e-06     near-N tuples=440 best/M=1.000000000000001 at m=(6, 100) non/M=0.998758033 at ((1, 101), [-0.449068, 0.893498]) exact=None non_exact=(True, 0.997517608262512) 0s
  q101+1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(12, 100) non/M=0.970822997 at ((69, 84), [-0.244687, -0.969602]) exact=None non_exact=(True, 0.9424972917427671) 1s
  q101+1e-06      pairs tuples=1263 best/M=1.000000000000001 at m=(6, 100) non/M=0.969577811 at ((77, 87), [-0.264184, -0.964472]) exact=None non_exact=(True, 0.9400811310947369) 1s
  q101+1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(89, 100) non/M=0.969705275 at ((68, 82), [-0.242146, -0.97024]) exact=None non_exact=(True, 0.9403283210914938) 1s
  q101+1e-06      pairs tuples=1262 best/M=1.000000000000001 at m=(6, 94) non/M=0.970268035 at ((77, 89), [-0.264184, -0.964472]) exact=None non_exact=(True, 0.9414200595818301) 1s
  q101+1e-06 quadruples tuples=400 best/M=0.915662846288872 at m=(14, 14, 12, 12) non/M=0.702778638 at ((14, 14, 3, 9), [0.042208, 0.706476, -0.001473, 0.706476]) exact=None non_exact=(True, 0.49389781435780106) 1s
  q101+1e-06 quadruples tuples=400 best/M=0.919836698127822 at m=(14, 13, 12, 14) non/M=0.622749623 at ((9, 7, 8, 6), [-0.70635, -0.039943, -0.70635, -0.02332]) exact=None non_exact=(True, 0.387817092625584) 1s
  q101+1e-06       seam tuples=108 best/M=1.000000000000001 at m=(100, 1, 6) non/M=0.998758033 at ((101, 1, 1), [-0.893498, 0.0, 0.449068]) exact=None non_exact=(True, 0.997517608262512) 1s
  q101+1e-06       seam tuples=108 best/M=1.000000000000001 at m=(100, 1, 7) non/M=0.998758033 at ((101, 1, 8), [-0.893498, 0.449068, 0.0]) exact=None non_exact=(True, 0.997517608262512) 1s
  q101+1e-06    triples tuples=750 best/M=1.000000000000001 at m=(34, 27, 39) non/M=0.905766164 at ((38, 13, 35), [-0.703449, -0.703449, -0.101578]) exact=None non_exact=(True, 0.8204123447414864) 2s
  q101+1e-06    triples tuples=750 best/M=1.000000000000001 at m=(39, 39, 22) non/M=0.872855339 at ((28, 28, 16), [-0.704651, -0.083278, -0.704651]) exact=None non_exact=(True, 0.7618764431626472) 2s
Arb at the exact seams (200 bits; M_k = the (s-1)-branch of M, equal to M at the seam):
  seam q6: OR_5: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 9.7e-59 contains 1: True
  seam q6: OR_6: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.0e-58 contains 1: True
  seam q6:       full best non-equal from q6-1e-03 (0.978884085 M there), unpolished at q6: 0.979488368 M; (ratio/M)^2 = [0.959397463903434 +/- 9.95e-17] +/- 4.0e-58 < 1: True; levels 5x0.437419, 1x0.200984, 8x0.018562, 1x-0.013176
  seam q6: huge block best non-equal from q6+1e-03 (0.919687698 M there), polished at q6: 0.921638484 M; (ratio/M)^2 = [0.849417495230676 +/- 1.17e-16] +/- 3.5e-57 < 1: True; levels 9x0.998049, 200x-0.062438
  seam q6:     near-N best non-equal from q6-1e-09 (0.978021394 M there), polished at q6: 0.978021394 M; (ratio/M)^2 = [0.956525847830232 +/- 3.49e-16] +/- 1.3e-58 < 1: True; levels 6x-0.877058, 1x0.480384
  seam q6:      pairs best non-equal from q6-1e-09 (0.978021394 M there), polished at q6: 0.978021394 M; (ratio/M)^2 = [0.956525847830232 +/- 3.49e-16] +/- 1.3e-58 < 1: True; levels 6x-0.877058, 1x0.480384
  seam q6: quadruples best non-equal from q6-1e-09 (0.978021394 M there), polished at q6: 0.978021394 M; (ratio/M)^2 = [0.956525847830232 +/- 3.49e-16] +/- 1.3e-58 < 1: True; levels 6x0.877058, 1x-0.480384
  seam q6:       seam best non-equal from q6+1e-06 (0.979336740 M there), polished at q6: 0.979337261 M; (ratio/M)^2 = [0.959101470983843 +/- 6.73e-17] +/- 5.2e-58 < 1: True; levels 5x-0.902999, 1x-0.428915, 19x0.024998
  seam q6:    triples best non-equal from q6-1e-09 (0.978021394 M there), polished at q6: 0.978021394 M; (ratio/M)^2 = [0.956525847830232 +/- 3.49e-16] +/- 1.3e-58 < 1: True; levels 6x-0.877058, 1x0.480384
  seam q7: OR_6: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.1e-58 contains 1: True
  seam q7: OR_7: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.2e-58 contains 1: True
  seam q7:       full best non-equal from q7-1e-03 (0.980077218 M there), polished at q7: 0.979762047 M; (ratio/M)^2 = [0.959933669436665 +/- 4.35e-16] +/- 1.5e-58 < 1: True; levels 8x-0.852404, 1x0.522883
  seam q7: huge block best non-equal from q7-1e-03 (0.919652029 M there), polished at q7: 0.918719112 M; (ratio/M)^2 = [0.844044806307292 +/- 4.33e-16] +/- 9.6e-57 < 1: True; levels 11x-0.998723, 500x0.050518
  seam q7:     near-N best non-equal from q7-1e-09 (0.981307841 M there), polished at q7: 0.981307841 M; (ratio/M)^2 = [0.962965079606988 +/- 4.52e-16] +/- 1.4e-58 < 1: True; levels 7x-0.879883, 1x0.475191
  seam q7:      pairs best non-equal from q7-1e-09 (0.981307841 M there), polished at q7: 0.981307841 M; (ratio/M)^2 = [0.962965079606988 +/- 4.52e-16] +/- 1.4e-58 < 1: True; levels 7x-0.879883, 1x0.475191
  seam q7: quadruples best non-equal from q7-1e-09 (0.981307841 M there), polished at q7: 0.981307841 M; (ratio/M)^2 = [0.962965079606988 +/- 4.52e-16] +/- 2.0e-58 < 1: True; levels 5x-0.551178, 1x-0.551178, 1x-0.551178, 1x0.297670
  seam q7:       seam best non-equal from q7+1e-06 (0.982235858 M there), polished at q7: 0.982236367 M; (ratio/M)^2 = [0.964788280472071 +/- 2.84e-16] +/- 1.2e-57 < 1: True; levels 6x-0.903064, 1x-0.429187, 36x0.016566
  seam q7:    triples best non-equal from q7-1e-09 (0.981307841 M there), polished at q7: 0.981307841 M; (ratio/M)^2 = [0.962965079606988 +/- 4.52e-16] +/- 1.6e-58 < 1: True; levels 6x-0.660578, 1x-0.660578, 1x0.356753
  seam q8: OR_7: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 9.1e-59 contains 1: True
  seam q8: OR_8: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 9.6e-59 contains 1: True
  seam q8:       full best non-equal from q8-1e-03 (0.982805217 M there), polished at q8: 0.982463312 M; (ratio/M)^2 = [0.965234159197931 +/- 5.33e-17] +/- 1.3e-58 < 1: True; levels 9x0.858031, 1x-0.513597
  seam q8: huge block best non-equal from q8+1e-09 (0.919191765 M there), polished at q8: 0.919191766 M; (ratio/M)^2 = [0.844913502771695 +/- 1.64e-16] +/- 4.2e-57 < 1: True; levels 13x-0.995474, 200x0.095030
  seam q8:     near-N best non-equal from q8-1e-09 (0.983739362 M there), polished at q8: 0.983739363 M; (ratio/M)^2 = [0.967743134222799 +/- 2.73e-16] +/- 1.2e-58 < 1: True; levels 8x0.881917, 1x-0.471405
  seam q8:      pairs best non-equal from q8-1e-09 (0.983739362 M there), polished at q8: 0.983739363 M; (ratio/M)^2 = [0.967743134222799 +/- 2.73e-16] +/- 1.2e-58 < 1: True; levels 8x-0.881917, 1x0.471405
  seam q8: quadruples best non-equal from q8+1e-09 (0.984514527 M there), polished at q8: 0.984514527 M; (ratio/M)^2 = [0.969268854638090 +/- 1.32e-16] +/- 5.1e-58 < 1: True; levels 7x0.907022, 1x0.420084, 11x-0.029005
  seam q8:       seam best non-equal from q8-1e-09 (0.984514527 M there), polished at q8: 0.984514527 M; (ratio/M)^2 = [0.969268854638090 +/- 1.32e-16] +/- 4.9e-58 < 1: True; levels 7x0.907022, 1x0.420084, 11x-0.029005
  seam q8:    triples best non-equal from q8-1e-06 (0.982463641 M there), polished at q8: 0.982463312 M; (ratio/M)^2 = [0.965234159197931 +/- 5.33e-17] +/- 1.3e-58 < 1: True; levels 9x-0.858031, 1x0.513597
  seam q9: OR_8: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.4e-58 contains 1: True
  seam q9: OR_9: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.5e-58 contains 1: True
  seam q9:       full best non-equal from q9-1e-03 (0.984908389 M there), polished at q9: 0.984545427 M; (ratio/M)^2 = [0.969329698697878 +/- 4.10e-16] +/- 1.9e-58 < 1: True; levels 10x-0.862340, 1x0.506329
  seam q9: huge block best non-equal from q9-1e-06 (0.921050790 M there), polished at q9: 0.921050158 M; (ratio/M)^2 = [0.848333393782564 +/- 9.35e-17] +/- 1.5e-57 < 1: True; levels 1x0.891578, 200x0.452867
  seam q9:     near-N best non-equal from q9-1e-09 (0.985611130 M there), polished at q9: 0.985611130 M; (ratio/M)^2 = [0.971429300254361 +/- 3.26e-16] +/- 1.8e-58 < 1: True; levels 9x-0.883452, 1x0.468521
  seam q9:      pairs best non-equal from q9-1e-09 (0.985611130 M there), polished at q9: 0.985611130 M; (ratio/M)^2 = [0.971429300254361 +/- 3.26e-16] +/- 1.8e-58 < 1: True; levels 9x0.883452, 1x-0.468521
  seam q9: quadruples best non-equal from q9-1e-09 (0.985611130 M there), polished at q9: 0.985611130 M; (ratio/M)^2 = [0.971429300254361 +/- 3.26e-16] +/- 2.4e-58 < 1: True; levels 4x0.662085, 5x0.662085, 1x-0.351123
  seam q9:       seam best non-equal from q9-1e-09 (0.985611130 M there), polished at q9: 0.985611130 M; (ratio/M)^2 = [0.971429300254361 +/- 3.26e-16] +/- 1.8e-58 < 1: True; levels 9x-0.883452, 1x0.468521
  seam q9:    triples best non-equal from q9+1e-06 (0.985610607 M there), polished at q9: 0.985611130 M; (ratio/M)^2 = [0.971429300254361 +/- 3.26e-16] +/- 2.3e-58 < 1: True; levels 6x0.662085, 3x0.662085, 1x-0.351123
  seam q10: OR_9: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.6e-58 contains 1: True
  seam q10: OR_10: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.7e-58 contains 1: True
  seam q10:       full best non-equal from q10-1e-06 (0.986196083 M there), polished at q10: 0.986195719 M; (ratio/M)^2 = [0.972581995429927 +/- 4.85e-16] +/- 2.1e-58 < 1: True; levels 11x0.865743, 1x-0.500489
  seam q10: huge block best non-equal from q10-1e-03 (0.923028426 M there), polished at q10: 0.921270022 M; (ratio/M)^2 = [0.848738454166030 +/- 2.69e-16] +/- 1.3e-56 < 1: True; levels 16x0.998653, 500x-0.051884
  seam q10:     near-N best non-equal from q10-1e-09 (0.987096470 M there), polished at q10: 0.987096471 M; (ratio/M)^2 = [0.974359442619788 +/- 2.97e-16] +/- 2.0e-58 < 1: True; levels 10x0.884652, 1x-0.466252
  seam q10:      pairs best non-equal from q10-1e-09 (0.987096470 M there), polished at q10: 0.987096471 M; (ratio/M)^2 = [0.974359442619788 +/- 2.97e-16] +/- 2.0e-58 < 1: True; levels 10x0.884652, 1x-0.466252
  seam q10: quadruples best non-equal from q10+1e-09 (0.987096470 M there), polished at q10: 0.987096471 M; (ratio/M)^2 = [0.974359442619788 +/- 2.97e-16] +/- 4.3e-58 < 1: True; levels 4x0.552345, 4x0.552345, 2x0.552345, 1x-0.291111
  seam q10:       seam best non-equal from q10-1e-09 (0.987096470 M there), polished at q10: 0.987096471 M; (ratio/M)^2 = [0.974359442619788 +/- 2.97e-16] +/- 2.0e-58 < 1: True; levels 10x0.884652, 1x-0.466252
  seam q10:    triples best non-equal from q10+1e-09 (0.987096470 M there), polished at q10: 0.987096471 M; (ratio/M)^2 = [0.974359442619788 +/- 2.97e-16] +/- 2.4e-58 < 1: True; levels 2x-0.662589, 8x-0.662589, 1x0.349215
  seam q11: OR_10: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.7e-58 contains 1: True
  seam q11: OR_11: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.8e-58 contains 1: True
  seam q11:       full best non-equal from q11-1e-06 (0.987534265 M there), polished at q11: 0.987533888 M; (ratio/M)^2 = [0.975223180424639 +/- 3.18e-16] +/- 2.3e-58 < 1: True; levels 12x0.868497, 1x-0.495694
  seam q11: huge block best non-equal from q11-1e-03 (0.923757028 M there), polished at q11: 0.922386634 M; (ratio/M)^2 = [0.850797102673763 +/- 3.38e-16] +/- 2.6e-57 < 1: True; levels 4x-0.889813, 200x-0.456325
  seam q11:     near-N best non-equal from q11-1e-09 (0.988303850 M there), polished at q11: 0.988303850 M; (ratio/M)^2 = [0.976744500475731 +/- 4.68e-16] +/- 2.2e-58 < 1: True; levels 11x-0.885615, 1x0.464420
  seam q11:      pairs best non-equal from q11-1e-09 (0.988303850 M there), polished at q11: 0.988303850 M; (ratio/M)^2 = [0.976744500475731 +/- 4.68e-16] +/- 2.2e-58 < 1: True; levels 11x-0.885615, 1x0.464420
  seam q11: quadruples best non-equal from q11-1e-09 (0.988303850 M there), polished at q11: 0.988303850 M; (ratio/M)^2 = [0.976744500475731 +/- 4.68e-16] +/- 2.2e-58 < 1: True; levels 11x0.885615, 1x-0.464420
  seam q11:       seam best non-equal from q11-1e-09 (0.988303850 M there), polished at q11: 0.988303850 M; (ratio/M)^2 = [0.976744500475731 +/- 4.68e-16] +/- 2.2e-58 < 1: True; levels 11x-0.885615, 1x0.464420
  seam q11:    triples best non-equal from q11-1e-09 (0.988303850 M there), polished at q11: 0.988303850 M; (ratio/M)^2 = [0.976744500475731 +/- 4.68e-16] +/- 2.2e-58 < 1: True; levels 11x-0.885615, 1x0.464420
  seam q16: OR_15: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.8e-58 contains 1: True
  seam q16: OR_16: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.8e-58 contains 1: True
  seam q16:       full best non-equal from q16+1e-06 (0.879050579 M there), polished at q16: 0.879043684 M; (ratio/M)^2 = [0.772717797692754 +/- 1.52e-16] +/- 1.9e-58 < 1: True; levels 7x-0.990743, 6x-0.135748
  seam q16: huge block best non-equal from q16-1e-06 (0.933660738 M there), polished at q16: 0.933657364 M; (ratio/M)^2 = [0.871716074192029 +/- 4.56e-16] +/- 8.0e-57 < 1: True; levels 24x-0.995797, 200x0.091584
  seam q16:     near-N best non-equal from q16-1e-06 (0.992031267 M there), polished at q16: 0.992031779 M; (ratio/M)^2 = [0.984127050780560 +/- 3.26e-17] +/- 2.4e-58 < 1: True; levels 16x-0.888523, 1x0.458831
  seam q16:      pairs best non-equal from q16-1e-06 (0.992031267 M there), polished at q16: 0.992031779 M; (ratio/M)^2 = [0.984127050780560 +/- 3.26e-17] +/- 2.4e-58 < 1: True; levels 16x-0.888523, 1x0.458831
  seam q16: quadruples best non-equal from q16-1e-06 (0.992031267 M there), polished at q16: 0.992031779 M; (ratio/M)^2 = [0.984127050780560 +/- 3.26e-17] +/- 3.4e-58 < 1: True; levels 3x0.664211, 13x0.664211, 1x-0.342997
  seam q16:       seam best non-equal from q16-1e-06 (0.992031267 M there), polished at q16: 0.992031779 M; (ratio/M)^2 = [0.984127050780560 +/- 3.26e-17] +/- 2.4e-58 < 1: True; levels 16x0.888523, 1x-0.458831
  seam q16:    triples best non-equal from q16-1e-06 (0.992031267 M there), polished at q16: 0.992031779 M; (ratio/M)^2 = [0.984127050780560 +/- 3.26e-17] +/- 2.4e-58 < 1: True; levels 16x-0.888523, 1x0.458831
  seam q21: OR_20: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 3.3e-58 contains 1: True
  seam q21: OR_21: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 3.4e-58 contains 1: True
  seam q21: huge block best non-equal from q21-1e-06 (0.935492255 M there), polished at q21: 0.935485357 M; (ratio/M)^2 = [0.875132853567960 +/- 1.52e-16] +/- 1.1e-56 < 1: True; levels 32x0.997110, 200x-0.075976
  seam q21:     near-N best non-equal from q21-1e-06 (0.993957150 M there), polished at q21: 0.993957660 M; (ratio/M)^2 = [0.987951829090124 +/- 1.64e-16] +/- 4.1e-58 < 1: True; levels 21x-0.889988, 1x0.455983
  seam q21:      pairs best non-equal from q21-1e-06 (0.993957150 M there), polished at q21: 0.993957660 M; (ratio/M)^2 = [0.987951829090124 +/- 1.64e-16] +/- 4.1e-58 < 1: True; levels 21x-0.889988, 1x0.455983
  seam q21: quadruples best non-equal from q21-1e-06 (0.993957150 M there), polished at q21: 0.993957660 M; (ratio/M)^2 = [0.987951829090124 +/- 1.64e-16] +/- 1.4e-57 < 1: True; levels 4x-0.553637, 14x-0.553637, 3x-0.553637, 1x0.283654
  seam q21:       seam best non-equal from q21-1e-06 (0.993957150 M there), polished at q21: 0.993957660 M; (ratio/M)^2 = [0.987951829090124 +/- 1.64e-16] +/- 4.1e-58 < 1: True; levels 21x-0.889988, 1x0.455983
  seam q21:    triples best non-equal from q21-1e-06 (0.993957150 M there), polished at q21: 0.993957660 M; (ratio/M)^2 = [0.987951829090124 +/- 1.64e-16] +/- 4.4e-58 < 1: True; levels 20x0.664822, 1x0.664822, 1x-0.340620
  seam q31: OR_30: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 4.9e-58 contains 1: True
  seam q31: OR_31: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 5.0e-58 contains 1: True
  seam q31: huge block best non-equal from q31+1e-06 (0.936278505 M there), polished at q31: 0.936279616 M; (ratio/M)^2 = [0.876619518957622 +/- 4.96e-16] +/- 3.9e-57 < 1: True; levels 8x-0.883936, 200x-0.467608
  seam q31:     near-N best non-equal from q31-1e-06 (0.995926159 M there), polished at q31: 0.995926666 M; (ratio/M)^2 = [0.991869923177381 +/- 3.79e-16] +/- 5.9e-58 < 1: True; levels 31x-0.891461, 1x0.453098
  seam q31:      pairs best non-equal from q31-1e-06 (0.995926159 M there), polished at q31: 0.995926666 M; (ratio/M)^2 = [0.991869923177381 +/- 3.79e-16] +/- 5.9e-58 < 1: True; levels 31x0.891461, 1x-0.453098
  seam q31: quadruples best non-equal from q31+1e-06 (0.995926159 M there), polished at q31: 0.995926666 M; (ratio/M)^2 = [0.991869923177381 +/- 3.79e-16] +/- 5.6e-57 < 1: True; levels 12x-0.553990, 9x-0.553990, 10x-0.553990, 1x0.281574
  seam q31:       seam best non-equal from q31-1e-06 (0.995926159 M there), polished at q31: 0.995926666 M; (ratio/M)^2 = [0.991869923177381 +/- 3.79e-16] +/- 5.9e-58 < 1: True; levels 31x0.891461, 1x-0.453098
  seam q31:    triples best non-equal from q31-1e-06 (0.995809004 M there), polished at q31: 0.995808547 M; (ratio/M)^2 = [0.991634662231932 +/- 3.93e-16] +/- 1.2e-57 < 1: True; levels 21x-0.662976, 11x-0.662976, 1x0.347743
  seam q51: OR_50: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 8.0e-58 contains 1: True
  seam q51: OR_51: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 8.1e-58 contains 1: True
  seam q51: huge block best non-equal from q51+1e-06 (0.938473496 M there), polished at q51: 0.938473507 M; (ratio/M)^2 = [0.880732522420071 +/- 4.22e-16] +/- 1.1e-56 < 1: True; levels 27x-0.885031, 200x-0.465532
  seam q51:     near-N best non-equal from q51-1e-06 (0.997533402 M there), polished at q51: 0.997533905 M; (ratio/M)^2 = [0.995073892223314 +/- 2.61e-16] +/- 9.5e-58 < 1: True; levels 51x-0.892644, 1x0.450763
  seam q51:      pairs best non-equal from q51-1e-06 (0.997533402 M there), polished at q51: 0.997533905 M; (ratio/M)^2 = [0.995073892223314 +/- 2.61e-16] +/- 9.5e-58 < 1: True; levels 51x-0.892644, 1x0.450763
  seam q51: quadruples best non-equal from q51+1e-06 (0.921480598 M there), polished at q51: 0.921462378 M; (ratio/M)^2 = [0.849092913819621 +/- 2.20e-16] +/- 8.3e-56 < 1: True; levels 14x-0.692847, 14x-0.692847, 14x-0.141289, 13x-0.141289
  seam q51:       seam best non-equal from q51-1e-06 (0.997533402 M there), polished at q51: 0.997533905 M; (ratio/M)^2 = [0.995073892223314 +/- 2.61e-16] +/- 9.5e-58 < 1: True; levels 51x0.892644, 1x-0.450763
  seam q51:    triples best non-equal from q51-1e-06 (0.997533402 M there), polished at q51: 0.997533905 M; (ratio/M)^2 = [0.995073892223314 +/- 2.61e-16] +/- 2.4e-57 < 1: True; levels 13x-0.665927, 38x-0.665927, 1x0.336277
  seam q101: OR_100: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.6e-57 contains 1: True
  seam q101: OR_101: (ratio/M)^2 = [1.0000000000000000000 +/- 3e-25] +/- 1.6e-57 contains 1: True
  seam q101: huge block best non-equal from q101+1e-06 (0.944586426 M there), polished at q101: 0.944585428 M; (ratio/M)^2 = [0.892241630184190 +/- 2.23e-16] +/- 4.7e-57 < 1: True; levels 1x0.875061, 500x0.484013
  seam q101:     near-N best non-equal from q101-1e-06 (0.998758033 M there), polished at q101: 0.998758535 M; (ratio/M)^2 = [0.997518610460033 +/- 1.59e-16] +/- 1.9e-57 < 1: True; levels 101x-0.893534, 1x0.448995
  seam q101:      pairs best non-equal from q101+1e-06 (0.970822997 M there), polished at q101: 0.970817105 M; (ratio/M)^2 = [0.942485851868197 +/- 4.17e-16] +/- 1.4e-56 < 1: True; levels 84x-0.969611, 69x-0.244652
  seam q101: quadruples best non-equal from q101+1e-06 (0.702778638 M there), polished at q101: 0.702724559 M; (ratio/M)^2 = [0.493821805245733 +/- 5.31e-17] +/- 1.0e-56 < 1: True; levels 14x0.706476, 9x0.706476, 14x0.042200, 3x-0.001473
  seam q101:       seam best non-equal from q101-1e-06 (0.998758033 M there), polished at q101: 0.998758535 M; (ratio/M)^2 = [0.997518610460033 +/- 1.59e-16] +/- 1.9e-57 < 1: True; levels 101x0.893534, 1x-0.448995
  seam q101:    triples best non-equal from q101-1e-06 (0.924553428 M there), polished at q101: 0.924592294 M; (ratio/M)^2 = [0.854870909391040 +/- 1.84e-16] +/- 5.9e-56 < 1: True; levels 25x0.702890, 31x0.702890, 38x0.109044
  largest non-equal local maximum at each seam (polished vectors only): q6 0.979337261 M (seam, from q6+1e-06); q7 0.982236367 M (seam, from q7+1e-06); q8 0.984514527 M (quadruples, from q8+1e-09); q9 0.985611130 M (seam, from q9-1e-09); q10 0.987096471 M (triples, from q10+1e-09); q11 0.988303850 M (near-N, from q11-1e-09); q16 0.992031779 M (near-N, from q16-1e-06); q21 0.993957660 M (near-N, from q21-1e-06); q31 0.995926666 M (quadruples, from q31+1e-06); q51 0.997533905 M (near-N, from q51-1e-06); q101 0.998758535 M (near-N, from q101-1e-06)
  unpolished vectors (their ascent at the seam ends at an equal-coefficient vector): 1
  (0 s)
largest non-equal local maxima:
  q=0.004961809790 (q101-1e-06) N=101 seam: non/M=0.998758033 gap=0.2503 ((101, 1, 29), [0.89357, -0.448923, 0.0])
  q=0.004961809790 (q101-1e-06) N=101 near-N: non/M=0.998758033 gap=0.2503 ((1, 101), [0.448923, -0.89357])
  q=0.004961809790 (q101-1e-06) N=101 seam: non/M=0.998758033 gap=0.2503 ((101, 1, 6), [-0.89357, 0.448923, 0.0])
  q=0.004963809790 (q101+1e-06) N=100 seam: non/M=0.998758033 gap=0.2502 ((101, 1, 1), [-0.893498, 0.0, 0.449068])
  q=0.004963809790 (q101+1e-06) N=100 near-N: non/M=0.998758033 gap=0.2502 ((1, 101), [-0.449068, 0.893498])
  q=0.004963809790 (q101+1e-06) N=100 seam: non/M=0.998758033 gap=0.2502 ((101, 1, 8), [-0.893498, 0.449068, 0.0])
  q=0.009851457023 (q51-1e-06) N=51 seam: non/M=0.997533402 gap=0.2504 ((51, 1, 4), [0.892662, -0.450727, -0.0])
  q=0.009851457023 (q51-1e-06) N=51 seam: non/M=0.997533402 gap=0.2504 ((51, 1), [-0.892662, 0.450727])
max best/M = 1.000000000000570; max non-equal/M = 0.998758033; gap range = [0.2372, 0.2686]; flags = 0 (unrefuted 0); exact re-checks of non-equal maxima = 548 (all < M exactly: True); Arb seam checks pass: True; tasks = 834; 190 s
A40S_PASS
