Dag: 24 augusti, 2010

Å Ä Ö – HTML (Och HTML-Kod för massor av andra tecken)

Å Ä Ö – HTML (Och HTML-Kod för massor av andra tecken)

Tecken Text Numerisk
     
¡ ¡ ¡
¢ ¢ ¢
£ £ £
¤ ¤ ¤
¥ ¥ ¥
¦ ¦ ¦
§ § §
¨ ¨ ¨
© © ©
ª ª ª
« « «
¬ ¬ ¬
­ ­ ­
® ® ®
¯ ¯ ¯
° ° °
± ± ±
² ² ²
³ ³ ³
´ ´ ´
µ µ µ
¶ ¶
· · ·
¸ ¸ ¸
¹ ¹ ¹
º º º
» » »
¼ ¼ ¼
½ ½ ½
¾ ¾ ¾
¿ ¿ ¿
À À À
Á Á Á
  Â
à à Ã
Ä Ä Ä
Å Å Å
Æ Æ Æ
Ç Ç Ç
È È È
É É É
Ê Ê Ê
Ë Ë Ë
Ì Ì Ì
Í Í Í
Î Î Î
Ï Ï Ï
Ð Ð Ð
Ñ Ñ Ñ
Ò Ò Ò
Ó Ó Ó
Ô Ô Ô
Õ Õ Õ
Ö Ö Ö
× × ×
Ø Ø Ø
Ù Ù Ù
Ú Ú Ú
Û Û Û
Ü Ü Ü
Ý Ý Ý
Þ Þ Þ
ß ß ß
à à à
á á á
â â â
ã ã ã
ä ä ä
å å å
æ æ æ
ç ç ç
è è è
é é é
ê ê ê
ë ë ë
ì ì ì
í í í
î î î
ï ï ï
ð ð ð
ñ ñ ñ
ò ò ò
ó ó ó
ô ô ô
õ õ õ
ö ö ö
÷ ÷ ÷
ø ø ø
ù ù ù
ú ú ú
û û û
ü ü ü
ý ý ý
þ þ þ
ÿ ÿ ÿ
Tecken Text Numerisk
" " "
& & &
< &lt; &#60;
> &gt; &#62;
' &apos; &#39;
Π&OElig; &#338;
œ &oelig; &#339;
Š &Scaron; &#352;
š &scaron; &#353;
Ÿ &Yuml; &#376;
ˆ &circ; &#710;
˜ &tilde; &#732;
  &ensp; &#8194;
  &emsp; &#8195;
  &thinsp; &#8201;
‌ &zwnj; &#8204;
‍ &zwj; &#8205;
‎ &lrm; &#8206;
‏ &rlm; &#8207;
– &ndash; &#8211;
— &mdash; &#8212;
‘ &lsquo; &#8216;
’ &rsquo; &#8217;
‚ &sbquo; &#8218;
“ &ldquo; &#8220;
” &rdquo; &#8221;
„ &bdquo; &#8222;
† &dagger; &#8224;
‡ &Dagger; &#8225;
‰ &permil; &#8240;
‹ &lsaquo; &#8249;
› &rsaquo; &#8250;
€ &euro; &#8364;
Tecken Text Numerisk
ƒ &fnof; &#402;
Α &Alpha; &#913;
Β &Beta; &#914;
Γ &Gamma; &#915;
Δ &Delta; &#916;
Ε &Epsilon; &#917;
Ζ &Zeta; &#918;
Η &Eta; &#919;
Θ &Theta; &#920;
Ι &Iota; &#921;
Κ &Kappa; &#922;
Λ &Lambda; &#923;
Μ &Mu; &#924;
Ν &Nu; &#925;
Ξ &Xi; &#926;
Ο &Omicron; &#927;
Π &Pi; &#928;
Ρ &Rho; &#929;
Σ &Sigma; &#931;
Τ &Tau; &#932;
Υ &Upsilon; &#933;
Φ &Phi; &#934;
Χ &Chi; &#935;
Ψ &Psi; &#936;
Ω &Omega; &#937;
α &alpha; &#945;
β &beta; &#946;
γ &gamma; &#947;
δ &delta; &#948;
ε &epsilon; &#949;
ζ &zeta; &#950;
η &eta; &#951;
θ &theta; &#952;
ι &iota; &#953;
κ &kappa; &#954;
λ &lambda; &#955;
μ &mu; &#956;
ν &nu; &#957;
ξ &xi; &#958;
ο &omicron; &#959;
π &pi; &#960;
ρ &rho; &#961;
ς &sigmaf; &#962;
σ &sigma; &#963;
τ &tau; &#964;
υ &upsilon; &#965;
φ &phi; &#966;
χ &chi; &#967;
ψ &psi; &#968;
ω &omega; &#969;
ϑ &thetasym; &#977;
ϒ &upsih; &#978;
ϖ &piv; &#982;
• &bull; &#8226;
… &hellip; &#8230;
′ &prime; &#8242;
″ &Prime; &#8243;
‾ &oline; &#8254;
⁄ &frasl; &#8260;
℘ &weierp; &#8472;
ℑ &image; &#8465;
ℜ &real; &#8476;
™ &trade; &#8482;
ℵ &alefsym; &#8501;
← &larr; &#8592;
↑ &uarr; &#8593;
→ &rarr; &#8594;
↓ &darr; &#8595;
↔ &harr; &#8596;
↵ &crarr; &#8629;
⇐ &lArr; &#8656;
⇑ &uArr; &#8657;
⇒ &rArr; &#8658;
⇓ &dArr; &#8659;
⇔ &hArr; &#8660;
∀ &forall; &#8704;
∂ &part; &#8706;
∃ &exist; &#8707;
∅ &empty; &#8709;
∇ &nabla; &#8711;
∈ &isin; &#8712;
∉ &notin; &#8713;
∋ &ni; &#8715;
∏ &prod; &#8719;
∑ &sum; &#8721;
− &minus; &#8722;
∗ &lowast; &#8727;
√ &radic; &#8730;
∝ &prop; &#8733;
∞ &infin &#8734;
∠ &ang; &#8736;
∧ &and; &#8743;
∨ &or; &#8744;
∩ &cap; &#8745;
∪ &cup; &#8746;
∫ &int; &#8747;
∴ &there4; &#8756;
∼ &sim; &#8764;
≅ &cong; &#8773;
≈ &asymp; &#8776;
≠ &ne; &#8800;
≡ &equiv; &#8801;
≤ &le; &#8804;
≥ &ge; &#8805;
⊂ &sub; &#8834;
⊃ &sup; &#8835;
⊄ &nsub; &#8836;
⊆ &sube; &#8838;
⊇ &supe; &#8839;
⊕ &oplus; &#8853;
⊗ &otimes; &#8855;
⊥ &perp; &#8869;
⋅ &sdot; &#8901;
⌈ &lceil; &#8968;
⌉ &rceil; &#8969;
⌊ &lfloor; &#8970;
⌋ &rfloor; &#8971;
⟨ &lang; &#9001;
⟩ &rang; &#9002;
◊ &loz; &#9674;
♠ &spades; &#9824;
♣ &clubs; &#9827;
♥ &hearts; &#9829;
♦ &diams; &#9830;