Reset form to initial test string
here is PHP's "official" HTML entities table:
array (
' ' => ' ',
'¡' => '¡',
'¢' => '¢',
'£' => '£',
'¤' => '¤',
'¥' => '¥',
'¦' => '¦',
'§' => '§',
'¨' => '¨',
'©' => '©',
'ª' => 'ª',
'«' => '«',
'¬' => '¬',
'' => '­',
'®' => '®',
'¯' => '¯',
'°' => '°',
'±' => '±',
'²' => '²',
'³' => '³',
'´' => '´',
'µ' => 'µ',
'¶' => '¶',
'·' => '·',
'¸' => '¸',
'¹' => '¹',
'º' => 'º',
'»' => '»',
'¼' => '¼',
'½' => '½',
'¾' => '¾',
'¿' => '¿',
'À' => 'À',
'Á' => 'Á',
'Â' => 'Â',
'Ã' => 'Ã',
'Ä' => 'Ä',
'Å' => 'Å',
'Æ' => 'Æ',
'Ç' => 'Ç',
'È' => 'È',
'É' => 'É',
'Ê' => 'Ê',
'Ë' => 'Ë',
'Ì' => 'Ì',
'Í' => 'Í',
'Î' => 'Î',
'Ï' => 'Ï',
'Ð' => 'Ð',
'Ñ' => 'Ñ',
'Ò' => 'Ò',
'Ó' => 'Ó',
'Ô' => 'Ô',
'Õ' => 'Õ',
'Ö' => 'Ö',
'×' => '×',
'Ø' => 'Ø',
'Ù' => 'Ù',
'Ú' => 'Ú',
'Û' => 'Û',
'Ü' => 'Ü',
'Ý' => 'Ý',
'Þ' => 'Þ',
'ß' => 'ß',
'à' => 'à',
'á' => 'á',
'â' => 'â',
'ã' => 'ã',
'ä' => 'ä',
'å' => 'å',
'æ' => 'æ',
'ç' => 'ç',
'è' => 'è',
'é' => 'é',
'ê' => 'ê',
'ë' => 'ë',
'ì' => 'ì',
'í' => 'í',
'î' => 'î',
'ï' => 'ï',
'ð' => 'ð',
'ñ' => 'ñ',
'ò' => 'ò',
'ó' => 'ó',
'ô' => 'ô',
'õ' => 'õ',
'ö' => 'ö',
'÷' => '÷',
'ø' => 'ø',
'ù' => 'ù',
'ú' => 'ú',
'û' => 'û',
'ü' => 'ü',
'ý' => 'ý',
'þ' => 'þ',
'ÿ' => 'ÿ',
'&' => '&',
'"' => '"',
'<' => '<',
'>' => '>',
)
here is our HTML entities table, also showing if your browser supports each entity:
array(
34 => 'quot' "
38 => 'amp' &
39 => 'apos' '
60 => 'lt' <
62 => 'gt' >
160 => 'nbsp'
161 => 'iexcl' ¡
162 => 'cent' ¢
163 => 'pound' £
164 => 'curren' ¤
165 => 'yen' ¥
166 => 'brvbar' ¦
167 => 'sect' §
168 => 'uml' ¨
169 => 'copy' ©
170 => 'ordf' ª
171 => 'laquo' «
172 => 'not' ¬
173 => 'shy'
174 => 'reg' ®
175 => 'macr' ¯
176 => 'deg' °
177 => 'plusmn' ±
178 => 'sup2' ²
179 => 'sup3' ³
180 => 'acute' ´
181 => 'micro' µ
182 => 'para' ¶
183 => 'middot' ·
184 => 'cedil' ¸
185 => 'sup1' ¹
186 => 'ordm' º
187 => 'raquo' »
188 => 'frac14' ¼
189 => 'frac12' ½
190 => 'frac34' ¾
191 => 'iquest' ¿
192 => 'Agrave' À
193 => 'Aacute' Á
194 => 'Acirc' Â
195 => 'Atilde' Ã
196 => 'Auml' Ä
197 => 'Aring' Å
198 => 'AElig' Æ
199 => 'Ccedil' Ç
200 => 'Egrave' È
201 => 'Eacute' É
202 => 'Ecirc' Ê
203 => 'Euml' Ë
204 => 'Igrave' Ì
205 => 'Iacute' Í
206 => 'Icirc' Î
207 => 'Iuml' Ï
208 => 'ETH' Ð
209 => 'Ntilde' Ñ
210 => 'Ograve' Ò
211 => 'Oacute' Ó
212 => 'Ocirc' Ô
213 => 'Otilde' Õ
214 => 'Ouml' Ö
215 => 'times' ×
216 => 'Oslash' Ø
217 => 'Ugrave' Ù
218 => 'Uacute' Ú
219 => 'Ucirc' Û
220 => 'Uuml' Ü
221 => 'Yacute' Ý
222 => 'THORN' Þ
223 => 'szlig' ß
224 => 'agrave' à
225 => 'aacute' á
226 => 'acirc' â
227 => 'atilde' ã
228 => 'auml' ä
229 => 'aring' å
230 => 'aelig' æ
231 => 'ccedil' ç
232 => 'egrave' è
233 => 'eacute' é
234 => 'ecirc' ê
235 => 'euml' ë
236 => 'igrave' ì
237 => 'iacute' í
238 => 'icirc' î
239 => 'iuml' ï
240 => 'eth' ð
241 => 'ntilde' ñ
242 => 'ograve' ò
243 => 'oacute' ó
244 => 'ocirc' ô
245 => 'otilde' õ
246 => 'ouml' ö
247 => 'divide' ÷
248 => 'oslash' ø
249 => 'ugrave' ù
250 => 'uacute' ú
251 => 'ucirc' û
252 => 'uuml' ü
253 => 'yacute' ý
254 => 'thorn' þ
255 => 'yuml' ÿ
338 => 'OElig' Œ
339 => 'oelig' œ
352 => 'Scaron' Š
353 => 'scaron' š
376 => 'Yuml' Ÿ
402 => 'fnof' ƒ
710 => 'circ' ˆ
732 => 'tilde' ˜
913 => 'Alpha' Α
914 => 'Beta' Β
915 => 'Gamma' Γ
916 => 'Delta' Δ
917 => 'Epsilon' Ε
918 => 'Zeta' Ζ
919 => 'Eta' Η
920 => 'Theta' Θ
921 => 'Iota' Ι
922 => 'Kappa' Κ
923 => 'Lambda' Λ
924 => 'Mu' Μ
925 => 'Nu' Ν
926 => 'Xi' Ξ
927 => 'Omicron' Ο
928 => 'Pi' Π
929 => 'Rho' Ρ
931 => 'Sigma' Σ
932 => 'Tau' Τ
933 => 'Upsilon' Υ
934 => 'Phi' Φ
935 => 'Chi' Χ
936 => 'Psi' Ψ
937 => 'Omega' Ω
945 => 'alpha' α
946 => 'beta' β
947 => 'gamma' γ
948 => 'delta' δ
949 => 'epsilon' ε
950 => 'zeta' ζ
951 => 'eta' η
952 => 'theta' θ
953 => 'iota' ι
954 => 'kappa' κ
955 => 'lambda' λ
956 => 'mu' μ
957 => 'nu' ν
958 => 'xi' ξ
959 => 'omicron' ο
960 => 'pi' π
961 => 'rho' ρ
962 => 'sigmaf' ς
963 => 'sigma' σ
964 => 'tau' τ
965 => 'upsilon' υ
966 => 'phi' φ
967 => 'chi' χ
968 => 'psi' ψ
969 => 'omega' ω
977 => 'thetasym' ϑ
978 => 'upsih' ϒ
982 => 'piv' ϖ
8194 => 'ensp'
8195 => 'emsp'
8201 => 'thinsp'
8204 => 'zwnj'
8205 => 'zwj'
8206 => 'lrm'
8207 => 'rlm'
8211 => 'ndash' –
8212 => 'mdash' —
8216 => 'lsquo' ‘
8217 => 'rsquo' ’
8218 => 'sbquo' ‚
8220 => 'ldquo' “
8221 => 'rdquo' ”
8222 => 'bdquo' „
8224 => 'dagger' †
8225 => 'Dagger' ‡
8226 => 'bull' •
8230 => 'hellip' …
8240 => 'permil' ‰
8242 => 'prime' ′
8243 => 'Prime' ″
8249 => 'lsaquo' ‹
8250 => 'rsaquo' ›
8254 => 'oline' ‾
8260 => 'frasl' ⁄
8364 => 'euro' €
8465 => 'image' ℑ
8472 => 'weierp' ℘
8476 => 'real' ℜ
8482 => 'trade' ™
8501 => 'alefsym' ℵ
8592 => 'larr' ←
8593 => 'uarr' ↑
8594 => 'rarr' →
8595 => 'darr' ↓
8596 => 'harr' ↔
8629 => 'crarr' ↵
8656 => 'lArr' ⇐
8657 => 'uArr' ⇑
8658 => 'rArr' ⇒
8659 => 'dArr' ⇓
8660 => 'hArr' ⇔
8704 => 'forall' ∀
8706 => 'part' ∂
8707 => 'exist' ∃
8709 => 'empty' ∅
8711 => 'nabla' ∇
8712 => 'isin' ∈
8713 => 'notin' ∉
8715 => 'ni' ∋
8719 => 'prod' ∏
8721 => 'sum' ∑
8722 => 'minus' −
8727 => 'lowast' ∗
8730 => 'radic' √
8733 => 'prop' ∝
8734 => 'infin' ∞
8736 => 'ang' ∠
8743 => 'and' ∧
8744 => 'or' ∨
8745 => 'cap' ∩
8746 => 'cup' ∪
8747 => 'int' ∫
8756 => 'there4' ∴
8764 => 'sim' ∼
8773 => 'cong' ≅
8776 => 'asymp' ≈
8800 => 'ne' ≠
8801 => 'equiv' ≡
8804 => 'le' ≤
8805 => 'ge' ≥
8834 => 'sub' ⊂
8835 => 'sup' ⊃
8836 => 'nsub' ⊄
8838 => 'sube' ⊆
8839 => 'supe' ⊇
8853 => 'oplus' ⊕
8855 => 'otimes' ⊗
8869 => 'perp' ⊥
8901 => 'sdot' ⋅
8968 => 'lceil' ⌈
8969 => 'rceil' ⌉
8970 => 'lfloor' ⌊
8971 => 'rfloor' ⌋
9001 => 'lang' ⟨
9002 => 'rang' ⟩
9674 => 'loz' ◊
9824 => 'spades' ♠
9827 => 'clubs' ♣
9829 => 'hearts' ♥
9830 => 'diams' ♦
)