# --tptp-in --memory-limit=128 -tUr --split-method=1 -c --suppress-result --print-statistics -R GEO079-1.tptp S 0.030 success 4 6 GRP001-5.tptp S 0.370 success 8204 32020 GRP123-1.003.tptp S 0.110 success 1722 7290 GRP123-1.005.tptp S 1.690 success 33180 156350 GRP123-2.003.tptp S 0.110 success 1731 7307 GRP123-2.005.tptp S 1.700 success 33242 156508 GRP123-3.003.tptp S 0.300 success 5424 24718 GRP123-3.004.tptp S 1.260 success 22853 108605 GRP123-4.003.tptp S 0.120 success 1740 7374 GRP123-4.004.tptp S 0.470 success 9028 41160 GRP123-6.003.tptp S 0.040 success 600 1629 GRP123-6.005.tptp S 0.170 success 4460 12725 GRP123-7.003.tptp S 0.060 success 605 1634 GRP123-7.005.tptp S 0.200 success 4474 12739 GRP123-8.003.tptp S 0.090 success 1454 4771 GRP123-8.004.tptp S 0.220 success 4491 16684 GRP123-9.003.tptp S 0.060 success 600 1629 GRP123-9.004.tptp S 0.080 success 1848 5184 GRP124-1.004.tptp S 0.480 success 8996 41672 GRP124-1.005.tptp S 1.690 success 33180 158230 GRP124-2.004.tptp S 0.490 success 9023 41735 GRP124-2.005.tptp S 1.690 success 33242 158388 GRP124-3.004.tptp S 1.190 success 22853 109829 GRP124-3.005.tptp S 3.740 success 72703 355737 GRP124-4.004.tptp S 0.490 success 9028 41856 GRP124-4.005.tptp S 1.810 success 33230 158570 GRP124-6.004.tptp S 0.090 success 1848 5196 GRP124-6.005.tptp S 0.180 success 4460 12745 GRP124-7.004.tptp S 0.070 success 1857 5205 GRP124-7.005.tptp S 0.180 success 4474 12759 GRP124-8.004.tptp S 0.210 success 4491 16704 GRP124-8.005.tptp S 0.540 success 11405 46270 GRP124-9.004.tptp S 0.090 success 1848 5196 GRP124-9.005.tptp S 0.190 success 4460 12745 GRP125-1.003.tptp S 0.040 success 345 936 GRP125-1.004.tptp S 0.070 success 1060 2976 GRP125-2.004.tptp S 0.070 success 1087 3039 GRP125-2.005.tptp S 0.100 success 2617 7458 GRP125-3.004.tptp S 0.190 success 3478 14295 GRP125-3.005.tptp S 0.470 success 9199 41079 GRP125-4.003.tptp S 0.040 success 525 1488 GRP125-4.004.tptp S 0.080 success 1604 4664 GRP126-1.004.tptp S 0.070 success 1060 2976 GRP126-1.005.tptp S 0.120 success 2555 7300 GRP126-2.004.tptp S 0.060 success 1087 3039 GRP126-2.005.tptp S 0.140 success 2617 7458 GRP126-3.004.tptp S 0.160 success 3478 14295 GRP126-3.005.tptp S 0.440 success 9199 41079 GRP126-4.004.tptp S 0.080 success 1604 4688 GRP126-4.005.tptp S 0.160 success 3855 11380 GRP127-1.004.tptp S 0.070 success 1060 2988 GRP127-1.005.tptp S 0.120 success 2555 7320 GRP127-2.005.tptp S 0.120 success 2617 7478 GRP127-2.006.tptp S 0.200 success 5382 15542 GRP127-3.004.tptp S 0.180 success 3478 14315 GRP127-3.005.tptp S 0.450 success 9199 41109 GRP127-4.004.tptp S 0.090 success 1604 4688 GRP127-4.005.tptp S 0.180 success 3855 11380 GRP128-1.003.tptp S 0.030 success 342 933 GRP128-1.004.tptp S 0.070 success 1056 2972 GRP128-2.004.tptp S 0.060 success 1083 3035 GRP128-2.006.tptp S 0.210 success 5376 15506 GRP128-3.004.tptp S 0.170 success 3473 14290 GRP128-3.005.tptp S 0.470 success 9193 41073 GRP128-4.003.tptp S 0.040 success 522 1485 GRP128-4.004.tptp S 0.080 success 1600 4660 GRP129-1.003.tptp S 0.040 success 342 939 GRP129-1.005.tptp S 0.100 success 2550 7315 GRP129-2.004.tptp S 0.060 success 1083 3047 GRP129-2.005.tptp S 0.110 success 2612 7473 GRP129-3.004.tptp S 0.180 success 3473 14310 GRP129-3.005.tptp S 0.470 success 9193 41103 GRP129-4.004.tptp S 0.100 success 1600 4684 GRP129-4.005.tptp S 0.160 success 3850 11375 GRP130-1.003.tptp S 0.050 success 342 933 GRP130-1.005.tptp S 0.110 success 2550 7295 GRP130-2.003.tptp S 0.030 success 351 950 GRP130-2.005.tptp S 0.120 success 2612 7453 GRP130-3.003.tptp S 0.060 success 1068 3866 GRP130-3.004.tptp S 0.180 success 3473 14290 GRP130-4.003.tptp S 0.050 success 522 1485 GRP130-4.004.tptp S 0.090 success 1600 4660 GRP131-1.002.tptp S 0.030 success 184 642 GRP131-1.005.tptp S 1.730 success 33175 156345 GRP131-2.002.tptp S 0.050 success 186 644 GRP131-2.005.tptp S 1.710 success 33237 156503 GRP132-1.002.tptp S 0.030 success 184 662 GRP132-1.005.tptp S 1.700 success 33175 158225 GRP132-2.002.tptp S 0.030 success 186 664 GRP132-2.005.tptp S 1.760 success 33237 158383 GRP133-1.003.tptp S 0.040 success 342 933 GRP133-1.004.tptp S 0.060 success 1056 2972 GRP133-2.003.tptp S 0.050 success 351 950 GRP133-2.004.tptp S 0.060 success 1083 3035 GRP134-1.003.tptp S 0.040 success 342 933 GRP134-1.005.tptp S 0.120 success 2550 7295 GRP134-2.003.tptp S 0.040 success 351 950 GRP134-2.005.tptp S 0.130 success 2612 7453 GRP135-1.002.tptp S 0.040 success 72 184 GRP135-1.005.tptp S 0.110 success 2550 7315 GRP135-2.002.tptp S 0.030 success 74 186 GRP135-2.005.tptp S 0.130 success 2612 7473 KRS004-1.tptp S 0.040 success 4 7 LAT005-1.tptp F 20.890 maxmem 0 0 LAT005-2.tptp F 20.850 maxmem 0 0 MGT013-1.tptp S 4.140 success 74398 398652 MGT014-1.tptp S 4.340 success 74398 398652 MGT041-2.tptp S 0.020 success 23 47 MGT052-1.tptp S 0.040 success 251 725 MGT053-1.tptp S 0.060 success 871 2585 MSC006-1.tptp S 0.030 success 162 442 MSC008-1.002.tptp S 0.040 success 255 875 MSC008-1.010.tptp F 21.180 maxmem 0 0 MSC008-2.002.tptp S 0.050 success 191 635 NLP001-1.tptp S 0.040 success 62 532 NLP004-1.tptp F 20.440 maxmem 0 0 NLP005-1.tptp F 20.580 maxmem 0 0 NLP006-1.tptp F 21.640 maxmem 0 0 NLP007-1.tptp F 20.570 maxmem 0 0 NLP008-1.tptp F 20.430 maxmem 0 0 NLP009-1.tptp S 12.120 success 105125 1293109 NLP010-1.tptp S 12.200 success 105125 1293109 NLP011-1.tptp F 20.550 maxmem 0 0 NLP012-1.tptp F 20.990 maxmem 0 0 NLP013-1.tptp F 22.900 maxmem 0 0 NLP023-1.tptp S 1.800 success 44661 164499 NLP024-1.tptp S 5.780 success 138203 549315 NLP042-1.tptp S 0.660 success 16117 48862 NLP114-1.tptp S 0.050 success 116 1510 NLP115-1.tptp S 0.050 success 116 1510 NLP116-1.tptp S 0.050 success 68 646 NLP117-1.tptp S 0.070 success 164 2374 NLP118-1.tptp S 0.060 success 116 1510 NLP119-1.tptp S 0.050 success 116 1510 NLP120-1.tptp S 0.060 success 116 1510 NLP121-1.tptp S 0.040 success 68 646 NLP122-1.tptp S 0.050 success 100 1222 NLP123-1.tptp S 0.050 success 116 1510 NLP124-1.tptp S 1.110 success 33503 102653 NLP125-1.tptp S 0.620 success 17922 54467 NLP126-1.tptp S 0.620 success 17922 54467 NLP127-1.tptp S 1.140 success 33503 102653 NLP128-1.tptp S 0.700 success 17922 54467 NLP129-1.tptp S 0.600 success 17922 54467 PUZ001-1.tptp S 0.030 success 22 45 PUZ001-3.tptp S 0.040 success 24 50 PUZ002-1.tptp S 0.040 success 12 22 PUZ003-1.tptp S 0.040 success 42 126 PUZ008-2.tptp S 0.040 success 32 62 PUZ010-1.tptp S 0.250 success 4405 18504 PUZ011-1.tptp S 0.020 success 62 206 PUZ012-1.tptp S 0.040 success 82 200 PUZ017-1.tptp S 14.730 success 321835 1441879 PUZ018-1.tptp S 1.420 success 24275 133871 PUZ018-2.tptp S 1.380 success 24274 133870 PUZ019-1.tptp S 1.280 success 23589 123535 PUZ022-1.tptp S 0.050 success 348 1393 PUZ028-1.tptp S 0.060 success 695 2099 PUZ028-2.tptp S 0.030 success 504 1482 PUZ028-3.tptp S 0.160 success 504 1482 PUZ028-4.tptp S 0.090 success 270 780 PUZ028-5.tptp S 0.040 success 695 1979 PUZ028-6.tptp S 0.040 success 576 1626 PUZ029-1.tptp S 0.020 success 15 36 PUZ030-1.tptp S 0.020 success 91 222 PUZ035-1.tptp S 0.030 success 63 136 PUZ035-2.tptp S 0.020 success 65 142 PUZ036-1.005.tptp F 20.330 maxmem 0 0 PUZ037-1.tptp F 26.380 maxmem 0 0 PUZ037-2.tptp F 26.090 maxmem 0 0 PUZ037-3.tptp F 25.980 maxmem 0 0 SET043-5.tptp S 0.030 success 2 2 SWV001-1.tptp S 0.030 success 123 338 SYN005-1.010.tptp S 0.030 success 11 20 SYN009-1.tptp S 0.010 success 31 34 SYN051-1.tptp S 0.030 success 8 16 SYN052-1.tptp S 0.020 success 7 14 SYN053-1.tptp S 0.030 success 16 34 SYN054-1.tptp S 0.030 success 9 19 SYN055-1.tptp S 0.030 success 12 28 SYN056-1.tptp S 0.030 success 34 84 SYN057-1.tptp S 0.020 success 10 19 SYN058-1.tptp S 0.020 success 13 24 SYN059-1.tptp S 0.030 success 107 304 SYN060-1.tptp S 0.030 success 7 13 SYN061-1.tptp S 0.020 success 5 8 SYN062-1.tptp S 0.020 success 6 11 SYN063-1.tptp S 0.030 success 27 79 SYN063-2.tptp S 0.030 success 3 4 SYN071-1.tptp S 0.020 success 88 230 SYN072-1.tptp S 0.040 success 189 514 SYN088-1.010.tptp S 0.040 success 22 32 SYN095-1.002.tptp S 0.010 success 13 25 SYN096-1.008.tptp S 0.030 success 63 178 SYN099-1.003.tptp S 0.040 success 46 98 SYN100-1.005.tptp S 0.050 success 78 212 SYN101-1.002.002.tptp S 0.030 success 53 133 SYN102-1.007.007.tptp S 0.430 success 6419 21532 SYN103-1.tptp S 1.150 success 26545 98759 SYN104-1.tptp S 1.150 success 26545 98759 SYN105-1.tptp S 1.160 success 26545 98759 SYN106-1.tptp S 1.150 success 26545 98759 SYN107-1.tptp S 1.220 success 26549 98763 SYN108-1.tptp S 1.160 success 26549 98763 SYN109-1.tptp S 1.150 success 26545 98759 SYN110-1.tptp S 1.300 success 26545 98759 SYN111-1.tptp S 1.150 success 26545 98759 SYN112-1.tptp S 1.140 success 26549 98763 SYN113-1.tptp S 1.150 success 26545 98759 SYN114-1.tptp S 1.210 success 26549 98763 SYN115-1.tptp S 1.160 success 26545 98759 SYN116-1.tptp S 1.160 success 26545 98759 SYN117-1.tptp S 1.150 success 26550 98774 SYN118-1.tptp S 1.440 success 26545 98759 SYN119-1.tptp S 1.150 success 26545 98759 SYN120-1.tptp S 1.210 success 26545 98759 SYN121-1.tptp S 1.180 success 26545 98759 SYN122-1.tptp S 1.160 success 26545 98759 SYN123-1.tptp S 1.140 success 26545 98759 SYN124-1.tptp S 1.160 success 26545 98759 SYN125-1.tptp S 1.150 success 26545 98759 SYN126-1.tptp S 1.150 success 26545 98759 SYN127-1.tptp S 1.150 success 26545 98759 SYN128-1.tptp S 1.190 success 26545 98759 SYN129-1.tptp S 1.150 success 26545 98759 SYN130-1.tptp S 1.180 success 26569 98783 SYN131-1.tptp S 1.160 success 26569 98783 SYN132-1.tptp S 1.180 success 26549 98763 SYN133-1.tptp S 1.210 success 26549 98763 SYN134-1.tptp S 1.190 success 26545 98759 SYN135-1.tptp S 1.160 success 26569 98783 SYN136-1.tptp S 1.150 success 26549 98763 SYN137-1.tptp S 1.170 success 26545 98759 SYN138-1.tptp S 1.210 success 26545 98759 SYN139-1.tptp S 1.210 success 26545 98759 SYN140-1.tptp S 1.150 success 26549 98763 SYN141-1.tptp S 1.170 success 26551 98768 SYN142-1.tptp S 1.170 success 26551 98768 SYN143-1.tptp S 1.140 success 26547 98764 SYN144-1.tptp S 1.150 success 26550 98774 SYN145-1.tptp S 1.150 success 26549 98763 SYN146-1.tptp S 1.200 success 26569 98783 SYN147-1.tptp S 1.160 success 26549 98763 SYN148-1.tptp S 1.160 success 26545 98759 SYN149-1.tptp S 1.150 success 26549 98763 SYN150-1.tptp S 1.200 success 26545 98759 SYN151-1.tptp S 1.200 success 26545 98759 SYN152-1.tptp S 1.190 success 26545 98759 SYN153-1.tptp S 1.150 success 26545 98759 SYN154-1.tptp S 1.150 success 26545 98759 SYN155-1.tptp S 1.140 success 26549 98763 SYN156-1.tptp S 1.150 success 26545 98759 SYN157-1.tptp S 1.240 success 26549 98763 SYN158-1.tptp S 1.160 success 26545 98759 SYN159-1.tptp S 1.170 success 26545 98759 SYN160-1.tptp S 1.290 success 26545 98759 SYN161-1.tptp S 1.150 success 26549 98763 SYN162-1.tptp S 1.160 success 26545 98759 SYN163-1.tptp S 1.160 success 26545 98759 SYN164-1.tptp S 1.210 success 26545 98759 SYN165-1.tptp S 1.150 success 26549 98763 SYN166-1.tptp S 1.150 success 26545 98759 SYN167-1.tptp S 1.140 success 26549 98763 SYN168-1.tptp S 1.430 success 26569 98783 SYN169-1.tptp S 1.150 success 26569 98783 SYN170-1.tptp S 1.210 success 26569 98783 SYN171-1.tptp S 1.210 success 26545 98759 SYN172-1.tptp S 1.130 success 26545 98759 SYN173-1.tptp S 1.160 success 26545 98759 SYN174-1.tptp S 1.150 success 26545 98759 SYN175-1.tptp S 1.170 success 26569 98783 SYN176-1.tptp S 1.160 success 26549 98763 SYN177-1.tptp S 1.130 success 26549 98763 SYN178-1.tptp S 1.240 success 26545 98759 SYN179-1.tptp S 1.160 success 26549 98763 SYN180-1.tptp S 1.150 success 26545 98759 SYN181-1.tptp S 1.160 success 26545 98759 SYN182-1.tptp S 1.210 success 26557 98784 SYN183-1.tptp S 1.170 success 26549 98768 SYN184-1.tptp S 1.150 success 26545 98759 SYN185-1.tptp S 1.160 success 26545 98759 SYN186-1.tptp S 1.440 success 26545 98759 SYN187-1.tptp S 1.170 success 26545 98759 SYN188-1.tptp S 1.180 success 26545 98759 SYN189-1.tptp S 1.190 success 26545 98759 SYN190-1.tptp S 1.140 success 26549 98763 SYN191-1.tptp S 1.150 success 26545 98759 SYN192-1.tptp S 1.150 success 26545 98759 SYN193-1.tptp S 1.140 success 26545 98759 SYN194-1.tptp S 1.150 success 26547 98765 SYN195-1.tptp S 1.150 success 26547 98765 SYN196-1.tptp S 1.200 success 26545 98759 SYN197-1.tptp S 1.150 success 26545 98759 SYN198-1.tptp S 1.180 success 26545 98759 SYN199-1.tptp S 1.150 success 26545 98759 SYN200-1.tptp S 1.190 success 26545 98759 SYN201-1.tptp S 1.220 success 26545 98759 SYN202-1.tptp S 1.200 success 26545 98759 SYN203-1.tptp S 1.170 success 26549 98763 SYN204-1.tptp S 1.150 success 26545 98759 SYN205-1.tptp S 1.140 success 26545 98759 SYN206-1.tptp S 1.150 success 26545 98759 SYN207-1.tptp S 1.240 success 26545 98759 SYN208-1.tptp S 1.150 success 26545 98759 SYN209-1.tptp S 1.180 success 26545 98759 SYN210-1.tptp S 1.290 success 26545 98759 SYN211-1.tptp S 1.150 success 26545 98759 SYN212-1.tptp S 1.170 success 26545 98759 SYN213-1.tptp S 1.160 success 26545 98759 SYN214-1.tptp S 1.220 success 26545 98759 SYN215-1.tptp S 1.160 success 26545 98759 SYN216-1.tptp S 1.150 success 26545 98759 SYN217-1.tptp S 1.140 success 26545 98759 SYN218-1.tptp S 1.430 success 26549 98763 SYN219-1.tptp S 1.170 success 26545 98759 SYN220-1.tptp S 1.170 success 26549 98763 SYN221-1.tptp S 1.150 success 26549 98763 SYN222-1.tptp S 1.160 success 26549 98763 SYN223-1.tptp S 1.140 success 26549 98763 SYN224-1.tptp S 1.160 success 26549 98763 SYN225-1.tptp S 1.240 success 26545 98759 SYN226-1.tptp S 1.150 success 26545 98759 SYN227-1.tptp S 1.150 success 26545 98759 SYN228-1.tptp S 1.300 success 26545 98759 SYN229-1.tptp S 1.150 success 26549 98763 SYN230-1.tptp S 1.160 success 26545 98759 SYN231-1.tptp S 1.180 success 26549 98763 SYN232-1.tptp S 1.180 success 26545 98759 SYN233-1.tptp S 1.170 success 26549 98763 SYN234-1.tptp S 1.170 success 26545 98759 SYN235-1.tptp S 1.150 success 26545 98759 SYN236-1.tptp S 1.440 success 26545 98759 SYN237-1.tptp S 1.150 success 26549 98763 SYN238-1.tptp S 1.200 success 26569 98783 SYN239-1.tptp S 1.220 success 26549 98763 SYN240-1.tptp S 1.150 success 26549 98763 SYN241-1.tptp S 1.150 success 26549 98763 SYN242-1.tptp S 1.170 success 26545 98759 SYN243-1.tptp S 1.150 success 26545 98759 SYN244-1.tptp S 1.160 success 26549 98763 SYN245-1.tptp S 1.140 success 26549 98763 SYN246-1.tptp S 1.200 success 26545 98759 SYN247-1.tptp S 1.160 success 26569 98783 SYN248-1.tptp S 1.170 success 26545 98759 SYN249-1.tptp S 1.150 success 26545 98759 SYN250-1.tptp S 1.210 success 26545 98759 SYN251-1.tptp S 1.220 success 26545 98759 SYN252-1.tptp S 1.170 success 26549 98763 SYN253-1.tptp S 1.150 success 26549 98763 SYN254-1.tptp S 1.160 success 26545 98759 SYN255-1.tptp S 1.160 success 26545 98759 SYN256-1.tptp S 1.160 success 26545 98759 SYN257-1.tptp S 1.260 success 26545 98759 SYN258-1.tptp S 1.170 success 26569 98783 SYN259-1.tptp S 1.160 success 26549 98763 SYN260-1.tptp S 1.160 success 26549 98763 SYN261-1.tptp S 1.150 success 26549 98763 SYN262-1.tptp S 1.140 success 26545 98759 SYN263-1.tptp S 1.440 success 26545 98759 SYN264-1.tptp S 1.160 success 26545 98759 SYN265-1.tptp S 1.200 success 26549 98763 SYN266-1.tptp S 1.210 success 26545 98759 SYN267-1.tptp S 1.140 success 26569 98783 SYN268-1.tptp S 1.160 success 26569 98783 SYN269-1.tptp S 1.170 success 26545 98759 SYN270-1.tptp S 1.150 success 26545 98759 SYN271-1.tptp S 1.170 success 26549 98763 SYN272-1.tptp S 1.150 success 26549 98763 SYN273-1.tptp S 1.200 success 26545 98759 SYN274-1.tptp S 1.160 success 26549 98763 SYN275-1.tptp S 1.190 success 26548 98762 SYN276-1.tptp S 1.160 success 26545 98759 SYN277-1.tptp S 1.180 success 26549 98763 SYN278-1.tptp S 1.210 success 26569 98783 SYN279-1.tptp S 1.180 success 26549 98763 SYN280-1.tptp S 1.160 success 26569 98783 SYN281-1.tptp S 1.160 success 26549 98763 SYN282-1.tptp S 1.140 success 26569 98783 SYN283-1.tptp S 1.160 success 26545 98759 SYN284-1.tptp S 1.210 success 26545 98759 SYN285-1.tptp S 1.160 success 26545 98759 SYN286-1.tptp S 1.150 success 26549 98763 SYN287-1.tptp S 1.290 success 26569 98783 SYN288-1.tptp S 1.170 success 26545 98759 SYN289-1.tptp S 1.160 success 26545 98759 SYN290-1.tptp S 1.150 success 26569 98783 SYN291-1.tptp S 1.210 success 26569 98783 SYN292-1.tptp S 1.170 success 26545 98759 SYN293-1.tptp S 1.150 success 26545 98759 SYN294-1.tptp S 1.140 success 26545 98759 SYN295-1.tptp S 1.430 success 26545 98759 SYN296-1.tptp S 1.150 success 26545 98759 SYN297-1.tptp S 1.210 success 26545 98759 SYN298-1.tptp S 1.210 success 26549 98763 SYN299-1.tptp S 1.150 success 26545 98759 SYN300-1.tptp S 1.150 success 26545 98759 SYN301-1.tptp S 1.160 success 26545 98759 SYN307-1.tptp S 0.040 success 36 92 SYN317-1.tptp S 0.030 success 4 7 SYN318-1.tptp S 0.030 success 5 6 SYN321-1.tptp S 0.030 success 12 24 SYN322-1.tptp S 0.010 success 2 3 SYN323-1.tptp S 0.030 success 4 8 SYN418-1.tptp F 18.640 maxmem 0 0 SYN419-1.tptp F 18.730 maxmem 0 0 SYN420-1.tptp F 18.520 maxmem 0 0 SYN421-1.tptp F 19.010 maxmem 0 0 SYN422-1.tptp F 17.880 maxmem 0 0 SYN423-1.tptp F 17.810 maxmem 0 0 SYN424-1.tptp F 18.140 maxmem 0 0 SYN425-1.tptp F 19.670 maxmem 0 0 SYN426-1.tptp F 16.780 maxmem 0 0 SYN427-1.tptp F 15.730 maxmem 0 0 SYN428-1.tptp F 17.580 maxmem 0 0 SYN429-1.tptp F 19.080 maxmem 0 0 SYN430-1.tptp S 0.070 success 608 2796 SYN431-1.tptp S 0.070 success 619 2811 SYN432-1.tptp S 0.080 success 914 4266 SYN433-1.tptp S 0.080 success 977 4457 SYN434-1.tptp S 0.210 success 3425 16037 SYN435-1.tptp S 0.200 success 3000 14495 SYN436-1.tptp S 0.130 success 1904 8974 SYN437-1.tptp S 0.270 success 4354 20840 SYN438-1.tptp S 0.150 success 2372 11389 SYN439-1.tptp S 0.260 success 4546 21929 SYN440-1.tptp S 0.410 success 6475 31126 SYN441-1.tptp S 0.410 success 7499 35699 SYN442-1.tptp S 0.170 success 2894 14026 SYN443-1.tptp S 0.200 success 2797 13732 SYN444-1.tptp S 0.200 success 2972 14286 SYN445-1.tptp S 0.200 success 2987 14186 SYN446-1.tptp S 0.190 success 3021 14526 SYN447-1.tptp S 0.350 success 6187 30374 SYN448-1.tptp S 0.170 success 2856 13961 SYN449-1.tptp S 0.190 success 2919 14339 SYN450-1.tptp S 0.200 success 2856 14038 SYN451-1.tptp S 0.170 success 2797 13558 SYN452-1.tptp S 0.180 success 2923 14085 SYN453-1.tptp S 0.350 success 6431 31835 SYN454-1.tptp S 0.160 success 2654 12655 SYN455-1.tptp S 0.210 success 2947 14619 SYN456-1.tptp S 0.180 success 2862 13776 SYN457-1.tptp S 0.390 success 7113 34766 SYN458-1.tptp S 0.190 success 2949 14491 SYN459-1.tptp S 0.180 success 2700 12730 SYN460-1.tptp S 0.330 success 6236 29895 SYN461-1.tptp S 0.200 success 2915 13998 SYN462-1.tptp S 0.180 success 2867 13635 SYN463-1.tptp S 0.180 success 2830 13869 SYN464-1.tptp S 0.400 success 6700 32049 SYN465-1.tptp S 0.210 success 3451 16410 SYN466-1.tptp S 0.210 success 3502 17009 SYN467-1.tptp S 0.210 success 3517 16826 SYN468-1.tptp S 0.200 success 3121 15197 SYN469-1.tptp S 0.210 success 3234 15767 SYN470-1.tptp S 0.220 success 3540 17246 SYN471-1.tptp S 0.240 success 3861 18438 SYN472-1.tptp S 0.240 success 3713 18020 SYN473-1.tptp S 0.230 success 3622 17323 SYN474-1.tptp S 0.220 success 3794 18551 SYN475-1.tptp S 0.220 success 3659 17485 SYN476-1.tptp S 0.230 success 3669 17919 SYN477-1.tptp S 0.210 success 3338 15727 SYN478-1.tptp S 0.200 success 3371 16381 SYN479-1.tptp S 0.250 success 3935 19084 SYN480-1.tptp S 0.250 success 4220 20305 SYN481-1.tptp S 0.220 success 3469 16645 SYN482-1.tptp S 0.260 success 4151 20012 SYN483-1.tptp S 0.220 success 3502 17199 SYN484-1.tptp S 0.250 success 3961 19077 SYN485-1.tptp S 0.240 success 3747 18254 SYN486-1.tptp S 0.220 success 4062 19285 SYN487-1.tptp S 0.220 success 3281 16348 SYN488-1.tptp S 0.230 success 3761 18523 SYN489-1.tptp S 0.260 success 4056 19718 SYN490-1.tptp S 0.030 success 187 796 SYN491-1.tptp S 0.050 success 161 640 SYN492-1.tptp S 0.050 success 200 869 SYN493-1.tptp S 0.050 success 193 817 SYN494-1.tptp S 0.050 success 197 840 SYN495-1.tptp S 0.050 success 174 725 SYN496-1.tptp S 0.040 success 183 754 SYN497-1.tptp S 0.050 success 201 839 SYN498-1.tptp S 0.220 success 3870 18750 SYN499-1.tptp S 0.240 success 4114 19885 SYN500-1.tptp S 0.260 success 4407 20874 SYN501-1.tptp S 0.240 success 3775 18199 SYN502-1.tptp S 0.230 success 3828 18845 SYN503-1.tptp S 0.230 success 4020 19348 SYN504-1.tptp S 0.290 success 4223 20315 SYN505-1.tptp S 0.230 success 3938 18859 SYN506-1.tptp S 0.220 success 3832 18563 SYN507-1.tptp S 0.250 success 3679 18389 SYN508-1.tptp S 0.230 success 3888 19160 SYN509-1.tptp S 0.250 success 4374 20901 SYN510-1.tptp S 0.230 success 3612 17595 SYN511-1.tptp S 0.250 success 4119 19890 SYN512-1.tptp S 0.230 success 3766 18812 SYN513-1.tptp F 19.650 maxmem 0 0 SYN514-1.tptp F 22.280 maxmem 0 0 SYN515-1.tptp S 0.490 success 6438 46038 SYN516-1.tptp S 0.190 success 2129 15901 SYN517-1.tptp S 0.070 success 475 3158 SYN518-1.tptp F 19.980 maxmem 0 0 SYN519-1.tptp F 18.990 maxmem 0 0 SYN520-1.tptp F 18.860 maxmem 0 0 SYN521-1.tptp S 1.190 success 16742 127113 SYN522-1.tptp S 1.220 success 16021 128898 SYN523-1.tptp S 0.080 success 501 2762 SYN524-1.tptp S 1.320 success 17651 136466 SYN525-1.tptp S 0.430 success 5563 40305 SYN526-1.tptp S 1.530 success 21519 164277 SYN527-1.tptp S 0.090 success 1008 5106 SYN528-1.tptp S 12.590 success 169125 1332001 SYN529-1.tptp S 1.100 success 13521 110343 SYN530-1.tptp F 20.690 maxmem 0 0 SYN531-1.tptp S 8.990 success 117326 929233 SYN532-1.tptp S 0.100 success 878 3132 SYN533-1.tptp S 0.170 success 1795 12146 SYN534-1.tptp S 8.500 success 86291 935068 SYN535-1.tptp S 0.650 success 8503 63859 SYN536-1.tptp F 22.030 maxmem 0 0 SYN537-1.tptp S 12.700 success 135560 1382334 SYN538-1.tptp F 19.690 maxmem 0 0 SYN539-1.tptp F 22.760 maxmem 0 0 SYN540-1.tptp F 20.080 maxmem 0 0 SYN541-1.tptp F 20.790 maxmem 0 0 SYN542-1.tptp S 0.310 success 5292 25530 SYN543-1.tptp S 0.360 success 6808 32296 SYN544-1.tptp F 19.180 maxmem 0 0 SYN545-1.tptp F 18.040 maxmem 0 0 SYN546-1.tptp F 19.330 maxmem 0 0 SYN547-1.tptp F 18.370 maxmem 0 0