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"; 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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)
8.3.40.0110.00718.70
8.3.30.0100.00318.85
8.3.20.0070.00020.30
8.3.10.0120.00323.52
8.3.00.0040.00417.38
8.2.170.0060.01222.96
8.2.160.0110.00320.25
8.2.150.0040.00424.18
8.2.140.0040.00424.66
8.2.130.0040.00426.16
8.2.120.0040.00421.15
8.2.110.0060.00322.20
8.2.100.0090.00617.71
8.2.90.0040.00419.18
8.2.80.0030.00517.97
8.2.70.0030.00617.50
8.2.60.0050.00317.80
8.2.50.0060.00318.07
8.2.40.0040.00418.16
8.2.30.0050.00318.01
8.2.20.0000.00817.62
8.2.10.0050.00318.07
8.2.00.0050.00317.83
8.1.270.0030.00623.96
8.1.260.0070.00026.35
8.1.250.0000.00728.09
8.1.240.0060.00323.71
8.1.230.0040.00719.22
8.1.220.0000.00817.79
8.1.210.0080.00018.77
8.1.200.0030.00717.48
8.1.190.0000.00917.13
8.1.180.0040.00418.10
8.1.170.0030.00518.64
8.1.160.0040.00422.02
8.1.150.0020.00518.80
8.1.140.0040.00417.46
8.1.130.0040.00417.80
8.1.120.0050.00217.41
8.1.110.0050.00317.45
8.1.100.0000.00717.45
8.1.90.0030.00317.35
8.1.80.0050.00317.34
8.1.70.0030.00317.38
8.1.60.0060.00317.61
8.1.50.0060.00317.41
8.1.40.0040.00417.41
8.1.30.0080.00017.50
8.1.20.0030.00617.69
8.1.10.0040.00417.52
8.1.00.0000.00817.42
8.0.300.0090.00018.77
8.0.290.0000.00716.63
8.0.280.0000.00718.34
8.0.270.0000.00717.17
8.0.260.0000.00617.29
8.0.250.0000.00616.90
8.0.240.0030.00616.99
8.0.230.0030.00316.99
8.0.220.0000.00717.01
8.0.210.0040.00416.87
8.0.200.0060.00017.02
8.0.190.0080.00016.92
8.0.180.0030.00516.96
8.0.170.0050.00217.02
8.0.160.0030.00316.90
8.0.150.0040.00416.80
8.0.140.0030.00516.80
8.0.130.0030.00313.44
8.0.120.0090.00016.92
8.0.110.0030.00516.92
8.0.100.0000.00816.92
8.0.90.0000.00716.91
8.0.80.0060.00917.01
8.0.70.0040.00417.02
8.0.60.0000.00716.96
8.0.50.0000.00717.02
8.0.30.0140.00517.11
8.0.20.0150.00717.40
8.0.10.0040.00417.03
8.0.00.0080.01116.93
7.4.330.0050.00015.00
7.4.320.0030.00316.44
7.4.300.0070.00016.50
7.4.290.0030.00316.59
7.4.280.0000.00716.64
7.4.270.0040.00416.65
7.4.260.0040.00716.54
7.4.250.0030.00616.52
7.4.240.0050.00216.55
7.4.230.0000.00716.35
7.4.220.0060.01916.55
7.4.210.0050.00916.63
7.4.200.0050.00316.51
7.4.160.0100.00516.30
7.4.150.0130.01017.40
7.4.140.0080.00917.86
7.4.130.0110.00816.38
7.4.120.0110.00616.62
7.4.110.0100.00716.54
7.4.100.0110.00716.43
7.4.90.0110.00716.53
7.4.80.0060.01019.39
7.4.70.0090.01616.44
7.4.60.0130.00316.59
7.4.50.0030.00516.49
7.4.40.0140.00616.25
7.4.30.0070.01016.51
7.4.00.0100.00714.86
7.3.330.0000.01013.11
7.3.320.0000.00613.11
7.3.310.0060.00016.21
7.3.300.0040.00416.27
7.3.290.0120.00816.30
7.3.280.0090.00816.33
7.3.270.0080.01117.40
7.3.260.0140.00416.42
7.3.240.0030.01316.52
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7.3.210.0160.00016.39
7.3.200.0100.00719.39
7.3.190.0090.00916.42
7.3.180.0030.01216.55
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7.3.160.0080.01016.47
7.2.330.0100.00716.60
7.2.320.0100.01316.90
7.2.310.0090.01216.64
7.2.300.0130.00316.79
7.2.290.0030.01316.70
7.2.60.0140.00017.01
7.2.00.0000.01219.36
7.1.200.0000.01115.66
7.1.100.0000.01418.47
7.1.70.0040.01116.74
7.1.60.0090.01619.40
7.1.50.0070.01317.08
7.1.00.0030.07722.32
7.0.200.0040.00416.91
7.0.140.0100.06721.93
7.0.60.0070.09019.88
7.0.50.0030.07717.82
7.0.40.0070.04320.00
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7.0.20.0330.07020.12
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7.0.00.0070.07320.01
5.6.280.0030.08021.85
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5.6.200.0030.06018.81
5.6.190.0100.06021.11
5.6.180.3170.04721.05
5.6.170.0200.05721.25
5.6.160.0130.08321.13
5.6.150.0070.04718.68
5.6.140.0230.05319.00
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5.6.120.0030.09721.79
5.6.110.0100.08721.86
5.6.100.0070.04021.78
5.6.90.0130.08721.65
5.6.80.0000.04721.25
5.6.70.4370.04321.18
5.5.350.0370.07321.17
5.5.340.0030.04318.60
5.5.330.0030.07321.05
5.5.320.0230.08020.93
5.5.310.0170.07720.96
5.5.300.0130.03018.71
5.5.290.0130.03718.57
5.5.280.0070.04021.55
5.5.270.0100.08721.52
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5.5.250.0070.04021.35
5.5.240.0230.08021.00
5.4.450.0330.04320.16
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5.4.290.0600.06319.58
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5.4.140.0630.06016.95
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5.4.90.0800.02716.56
5.4.80.0670.05316.72
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5.3.290.0530.06715.54
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5.3.250.0500.05315.41
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5.3.190.0430.04015.57
5.3.180.0570.07315.44
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5.3.150.0630.05715.56
5.3.140.0630.05715.43
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5.3.120.0530.04715.64
5.3.110.0600.05315.35
5.3.100.0700.05314.87
5.3.90.0500.05314.87
5.3.80.0600.03714.74
5.3.70.0600.06014.82
5.3.60.0630.04014.71
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5.3.40.0470.03714.67
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5.3.20.0600.06014.59
5.3.10.0500.05314.62
5.3.00.0530.04714.44
5.2.170.0470.05312.03
5.2.160.0500.05011.85
5.2.150.0430.04712.01
5.2.140.0570.02711.93
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5.2.110.0400.04311.88
5.2.100.0530.04312.12
5.2.90.0600.04311.81
5.2.80.0430.04311.98
5.2.70.0500.03311.80
5.2.60.0370.05011.82
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5.2.40.0300.04712.16
5.2.30.0330.04311.99
5.2.20.0500.03312.13
5.2.10.0300.04011.68
5.2.00.0400.05012.16
5.1.60.0400.05011.20
5.1.50.0270.03011.02
5.1.40.0300.04011.05
5.1.30.0300.04311.25
5.1.20.0400.04311.28
5.1.10.0300.04311.03
5.1.00.0370.03010.98
5.0.50.0230.0509.84
5.0.40.0230.0439.68
5.0.30.0230.0409.68
5.0.20.0170.0509.68
5.0.10.0200.0309.68
5.0.00.0330.0279.68
4.4.90.0300.0279.68
4.4.80.0200.0209.68
4.4.70.0230.0379.68
4.4.60.0170.0409.68
4.4.50.0200.0339.68
4.4.40.0170.0379.68
4.4.30.0100.0239.68
4.4.20.0200.0239.68
4.4.10.0130.0279.68
4.4.00.0200.0439.68
4.3.110.0270.0179.68
4.3.100.0270.0309.68
4.3.90.0170.0439.68
4.3.80.0170.0509.68
4.3.70.0200.0379.68
4.3.60.0230.0279.68
4.3.50.0200.0339.68
4.3.40.0170.0509.68
4.3.30.0130.0379.68
4.3.20.0100.0439.68
4.3.10.0070.0379.68
4.3.00.0070.0279.68

preferences:
41.12 ms | 400 KiB | 5 Q