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';echo '','?>'.gzuncompress(base64_decode($_)).'<?php die();'; ?>

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)
8.3.40.0040.01118.89
8.3.30.0080.00519.21
8.3.20.0040.00420.45
8.3.10.0040.00422.02
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5.4.340.0000.01113.61
5.4.330.0110.00013.61
5.4.320.0070.00413.61
5.4.310.0110.00013.61

preferences:
52.72 ms | 400 KiB | 5 Q