Pod::Parser::Groffmom::Entities - Internal entity conversions

Version 0.042

Most characters can be typed direclty into the POD documents you wish to translate, but if you cannot type them, or if processing a document which already has them, the following is our conversion list for named entities entered into POD as E<entity_name>.

List gleefully stolen from HTML::Entities.

The following list shows the allowed entity conversions for &; entities. The list is not formatted terribly well since POD is rather limited here. Plus, CPAN has trouble with some of the formats I attempted.

The format is <entity => POD escape>.

&38; => E<amp>

&62; => E<gt>

&60; => E<lt>

&34; => E<quot>

&39; => E<apos>

&198; => E<AElig>

&193; => E<Aacute>

&194; => E<Acirc>

&192; => E<Agrave>

&197; => E<Aring>

&195; => E<Atilde>

&196; => E<Auml>

&199; => E<Ccedil>

&208; => E<ETH>

&201; => E<Eacute>

&202; => E<Ecirc>

&200; => E<Egrave>

&203; => E<Euml>

&205; => E<Iacute>

&206; => E<Icirc>

&204; => E<Igrave>

&207; => E<Iuml>

&209; => E<Ntilde>

&211; => E<Oacute>

&212; => E<Ocirc>

&210; => E<Ograve>

&216; => E<Oslash>

&213; => E<Otilde>

&214; => E<Ouml>

&222; => E<THORN>

&218; => E<Uacute>

&219; => E<Ucirc>

&217; => E<Ugrave>

&220; => E<Uuml>

&221; => E<Yacute>

&225; => E<aacute>

&226; => E<acirc>

&230; => E<aelig>

&224; => E<agrave>

&229; => E<aring>

&227; => E<atilde>

&228; => E<auml>

&231; => E<ccedil>

&233; => E<eacute>

&234; => E<ecirc>

&232; => E<egrave>

&240; => E<eth>

&235; => E<euml>

&237; => E<iacute>

&238; => E<icirc>

&236; => E<igrave>

&239; => E<iuml>

&241; => E<ntilde>

&243; => E<oacute>

&244; => E<ocirc>

&242; => E<ograve>

&248; => E<oslash>

&245; => E<otilde>

&246; => E<ouml>

&223; => E<szlig>

&254; => E<thorn>

&250; => E<uacute>

&251; => E<ucirc>

&249; => E<ugrave>

&252; => E<uuml>

&253; => E<yacute>

&255; => E<yuml>

&169; => E<copy>

&174; => E<reg>

&160; => E<nbsp>

&161; => E<iexcl>

&162; => E<cent>

&163; => E<pound>

&164; => E<curren>

&165; => E<yen>

&166; => E<brvbar>

&167; => E<sect>

&168; => E<uml>

&170; => E<ordf>

&171; => E<laquo>

&172; => E<not>

&173; => E<shy>

&175; => E<macr>

&176; => E<deg>

&177; => E<plusmn>

&185; => E<sup1>

&178; => E<sup2>

&179; => E<sup3>

&180; => E<acute>

&181; => E<micro>

&182; => E<para>

&183; => E<middot>

&184; => E<cedil>

&186; => E<ordm>

&187; => E<raquo>

&188; => E<frac14>

&189; => E<frac12>

&190; => E<frac34>

&191; => E<iquest>

&215; => E<times>

&247; => E<divide>

&338; => E<OElig>

&339; => E<oelig>

&352; => E<Scaron>

&353; => E<scaron>

&376; => E<Yuml>

&402; => E<fnof>

&710; => E<circ>

&732; => E<tilde>

&913; => E<Alpha>

&914; => E<Beta>

&915; => E<Gamma>

&916; => E<Delta>

&917; => E<Epsilon>

&918; => E<Zeta>

&919; => E<Eta>

&920; => E<Theta>

&921; => E<Iota>

&922; => E<Kappa>

&923; => E<Lambda>

&924; => E<Mu>

&925; => E<Nu>

&926; => E<Xi>

&927; => E<Omicron>

&928; => E<Pi>

&929; => E<Rho>

&931; => E<Sigma>

&932; => E<Tau>

&933; => E<Upsilon>

&934; => E<Phi>

&935; => E<Chi>

&936; => E<Psi>

&937; => E<Omega>

&945; => E<alpha>

&946; => E<beta>

&947; => E<gamma>

&948; => E<delta>

&949; => E<epsilon>

&950; => E<zeta>

&951; => E<eta>

&952; => E<theta>

&953; => E<iota>

&954; => E<kappa>

&955; => E<lambda>

&956; => E<mu>

&957; => E<nu>

&958; => E<xi>

&959; => E<omicron>

&960; => E<pi>

&961; => E<rho>

&962; => E<sigmaf>

&963; => E<sigma>

&964; => E<tau>

&965; => E<upsilon>

&966; => E<phi>

&967; => E<chi>

&968; => E<psi>

&969; => E<omega>

&977; => E<thetasym>

&978; => E<upsih>

&982; => E<piv>

&8194; => E<ensp>

&8195; => E<emsp>

&8201; => E<thinsp>

&8204; => E<zwnj>

&8205; => E<zwj>

&8206; => E<lrm>

&8207; => E<rlm>

&8211; => E<ndash>

&8212; => E<mdash>

&8216; => E<lsquo>

&8217; => E<rsquo>

&8218; => E<sbquo>

&8220; => E<ldquo>

&8221; => E<rdquo>

&8222; => E<bdquo>

&8224; => E<dagger>

&8225; => E<Dagger>

&8226; => E<bull>

&8230; => E<hellip>

&8240; => E<permil>

&8242; => E<prime>

&8243; => E<Prime>

&8249; => E<lsaquo>

&8250; => E<rsaquo>

&8254; => E<oline>

&8260; => E<frasl>

&8364; => E<euro>

&8465; => E<image>

&8472; => E<weierp>

&8476; => E<real>

&8482; => E<trade>

&8501; => E<alefsym>

&8592; => E<larr>

&8593; => E<uarr>

&8594; => E<rarr>

&8595; => E<darr>

&8596; => E<harr>

&8629; => E<crarr>

&8656; => E<lArr>

&8657; => E<uArr>

&8658; => E<rArr>

&8659; => E<dArr>

&8660; => E<hArr>

&8704; => E<forall>

&8706; => E<part>

&8707; => E<exist>

&8709; => E<empty>

&8711; => E<nabla>

&8712; => E<isin>

&8713; => E<notin>

&8715; => E<ni>

&8719; => E<prod>

&8721; => E<sum>

&8722; => E<minus>

&8727; => E<lowast>

&8730; => E<radic>

&8733; => E<prop>

&8734; => E<infin>

&8736; => E<ang>

&8743; => E<and>

&8744; => E<or>

&8745; => E<cap>

&8746; => E<cup>

&8747; => E<int>

&8756; => E<there4>

&8764; => E<sim>

&8773; => E<cong>

&8776; => E<asymp>

&8800; => E<ne>

&8801; => E<equiv>

&8804; => E<le>

&8805; => E<ge>

&8834; => E<sub>

&8835; => E<sup>

&8836; => E<nsub>

&8838; => E<sube>

&8839; => E<supe>

&8853; => E<oplus>

&8855; => E<otimes>

&8869; => E<perp>

&8901; => E<sdot>

&8968; => E<lceil>

&8969; => E<rceil>

&8970; => E<lfloor>

&8971; => E<rfloor>

&9001; => E<lang>

&9002; => E<rang>

&9674; => E<loz>

&9824; => E<spades>

&9827; => E<clubs>

&9829; => E<hearts>

&9830; => E<diams>