Older browsers may not support all the HTML5 entities in the table below.
Chrome has good support. But (currently) only IE 11+ and Firefox 35+ support all the entities.
| Character | Entity Name | Hexadecimal |
|---|---|---|
| É | Eacute | 000C9 |
| é | eacute | 000E9 |
| ⩮ | easter | 02A6E |
| Ě | Ecaron | 0011A |
| ě | ecaron | 0011B |
| ≖ | ecir | 02256 |
| Ê | Ecirc | 000CA |
| ê | ecirc | 000EA |
| ≕ | ecolon | 02255 |
| Э | Ecy | 0042D |
| э | ecy | 0044D |
| ⩷ | eDDot | 02A77 |
| Ė | Edot | 00116 |
| ≑ | eDot | 02251 |
| ė | edot | 00117 |
| ⅇ | ee | 02147 |
| ≒ | efDot | 02252 |
| 𝔈 | Efr | 1D508 |
| 𝔢 | efr | 1D522 |
| ⪚ | eg | 02A9A |
| È | Egrave | 000C8 |
| è | egrave | 000E8 |
| ⪖ | egs | 02A96 |
| ⪘ | egsdot | 02A98 |
| ⪙ | el | 02A99 |
| ∈ | Element | 02208 |
| ⏧ | elinters | 023E7 |
| ℓ | ell | 02113 |
| ⪕ | els | 02A95 |
| ⪗ | elsdot | 02A97 |
| Ē | Emacr | 00112 |
| ē | emacr | 00113 |
| ∅ | empty | 02205 |
| ∅ | emptyset | 02205 |
| ◻ | EmptySmallSquare | 025FB |
| ∅ | emptyv | 02205 |
| ▫ | EmptyVerySmallSquare | 025AB |
| emsp | 02003 | |
| emsp13 | 02004 | |
| emsp14 | 02005 | |
| Ŋ | ENG | 0014A |
| ŋ | eng | 0014B |
| ensp | 02002 | |
| Ę | Eogon | 00118 |
| ę | eogon | 00119 |
| 𝔼 | Eopf | 1D53C |
| 𝕖 | eopf | 1D556 |
| ⋕ | epar | 022D5 |
| ⧣ | eparsl | 029E3 |
| ⩱ | eplus | 02A71 |
| ε | epsi | 003B5 |
| Ε | Epsilon | 00395 |
| ε | epsilon | 003B5 |
| ϵ | epsiv | 003F5 |
| ≖ | eqcirc | 02256 |
| ≕ | eqcolon | 02255 |
| ≂ | eqsim | 02242 |
| ⪖ | eqslantgtr | 02A96 |
| ⪕ | eqslantless | 02A95 |
| ⩵ | Equal | 02A75 |
| = | equals | 0003D |
| ≂ | EqualTilde | 02242 |
| ≟ | equest | 0225F |
| ⇌ | Equilibrium | 021CC |
| ≡ | equiv | 02261 |
| ⩸ | equivDD | 02A78 |
| ⧥ | eqvparsl | 029E5 |
| ⥱ | erarr | 02971 |
| ≓ | erDot | 02253 |
| ℰ | Escr | 02130 |
| ℯ | escr | 0212F |
| ≐ | esdot | 02250 |
| ⩳ | Esim | 02A73 |
| ≂ | esim | 02242 |
| Η | Eta | 00397 |
| η | eta | 003B7 |
| Ð | ETH | 000D0 |
| ð | eth | 000F0 |
| Ë | Euml | 000CB |
| ë | euml | 000EB |
| € | euro | 020AC |
| ! | excl | 00021 |
| ∃ | Exists | 02203 |
| ∃ | exist | 02203 |
| ℰ | expectation | 02130 |
| ⅇ | ExponentialE | 02147 |
| ⅇ | exponentiale | 02147 |