Etymologie, Etimología, Étymologie, Etimologia, Etymology, (griech.) etymología, (lat.) etymologia, (esper.) etimologio
_e Einleitung, Introducción, Introduction, Introduzione, Introduction
Glossar, Glosario, Glossaire, Glossario, Glossary, (esper.) glosaroj
Glossar, Abkürzungen

Glossar

Zeichen Bedeutung
@_ Welt (eigene Festlegung, da die Welt kein Domain-Kennzeichen besitzt.)
@f Afrika (eigene Festlegung, da Afrika kein Domain-Kennzeichen besitzt.)
@m Amerika (eigene Festlegung, da Amerika kein Domain-Kennzeichen besitzt.)
@s Asien (eigene Festlegung, da die Welt kein Domain-Kennzeichen besitzt.)
@u Australien (als Kontinent)
@z Ozeanien (eigene Festlegung, da Ozeanien kein Domain-Kennzeichen besitzt.)
(En) "E" steht für "Etymologie" und "n" ist eine Bewertung nach Schulnoten von 1 bis 6.
(Ln) "L" steht für "Link" und "n" ist eine Bewertung nach Schulnoten von 1 bis 6.
(Wn) "W steht für "Wort" und "n" ist eine Bewertung nach Schulnoten von 1 bis 6.
* konstruierte Wortform
® Warenzeichen (Etwaiges Fehlen dieses Zeichens besagt nicht, dass ein Wort von jedermann frei benutzt werden kann.)
%25C3%25BC ü
%25C3%259F ß
%25C3%25B6 ö
%25C3%25A4 ä
%2F /
%3A :
%C3%89 É
%C3%BC ü
=0A BLANK
=2E .
=3D
=92 '
=96 -
=C3 Ã
=C3=80 À
=C3=83
=C3=84 Ä
=C3=85 Å
=C3=89 É
=C3=96 Ö
=C3=9C Ü
=C3=9F ß
=C3=A0 à
=C3=A1 á
=C3=A2 â
=C3=A3 ã
=C3=A4 ä
=C3=A6 æ
=C3=A7 ç
=C3=A8 è
=C3=A9 é
=C3=AA ê
=C3=AB ë
=C3=AD í
=C3=AE î
=C3=B0
=C3=B1 ñ
=C3=B3 ó
=C3=B4 ô
=C3=B6 ö
=C3=B8
=C3=B9 ù
=C3=BB û
=C3=BC ü
=C3=BE
=C4 Ä
=C5=93 œ
=D6 Ö
=DC Ü
=DF ß
=E0 à
=E1 á
=E2 â
=E2=80=93 -
=E2=80=99 '
=E4 ä
=E5 å
=E6 æ
=E7
=E8 è
=E9 é
=EA ê
=EC
=ED í
=EF ï
=F2 ò
=F3 ó
=F6 ö
=FA
=FC ü
=FE þ
A=CC=80 À
a=CC=80 à
a=CC=88 ä
e=CC=80 è
e=CC=81 é
o=CC=88 ö
u=CC=88 ü
§
© ©
©® ê
Ã" unterschiedlich !!!???
Ã- Ö
Ã
àö
Ü Ü
ã ã
ä ä
ç ç
é é
ñ ñ
ö ö
ü ü
ÃÅ" Ü
Ä Ä
É É
Ñ Ñ
Ó Ó
Ú Ú
Ãœ Ü
ß ß
á á
â â
ã ã
ä ä
Ã¥ å
æ æ
ç ç (ç)
è è
é é
ê ê
ë ë
ì ì
í í
î î
ð ð
ñ ñ
ó ó
ö ö
ú ú
û û
ü ü
ý ý
þ þ
ă-
Ä• e mit umgekehrtem Hütchen
Ä­ i mit umgekehrtem Hütchen
Å™ r mit umgekehrtem Hütchen
Å¡ s mit umgekehrtem Hütchen
ů u mit Kringel
ʹ '
‘ '
Å‘
ï
Ä“
�
' '
ľ
° °
Å«
′ '
″ ''

A

B

C

D

E

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

w3.org
Character entity references in HTML 4

(E?)(L?) http://www.w3.org/TR/REC-html40/sgml/entities.html

 
 
 
 
 
 
 
 
	 horizontal tab

 line feed



 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
  space
! ! ! exclamation mark
" " " " double quotation mark U+0022 isonum
# # # number sign
$ $ $ dollar sign
% % % percent sign
& & & & ampersand U+0026 isonum
' ' ' apostrophe
( ( ( left parenthesis
) ) ) right parenthesis
* * * asterisk
+ + + plus sign
, , , comma
- - - hyphen
. . . period
/ / / slash
0 0 0
1 1 1
2 2 2
3 3 3
4 4 4
5 5 5
6 6 6
7 7 7
8 8 8
9 9 9
: : : colon
; &#59; ; semicolon
&lt; < &#60; < less-than sign U+003c isonum
= &#61; = equals sign
&gt; > &#62; > greater-than sign U+003e isonum
? &#63; ? question mark
@ &#64; @ at sign
A &#65; A
B &#66; B
C &#67; C
D &#68; D
E &#69; E
F &#70; F
G &#71; G
H &#72; H
I &#73; I
J &#74; J
K &#75; K
L &#76; L
M &#77; M
N &#78; N
O &#79; O
P &#80; P
Q &#81; Q
R &#82; R
S &#83; S
T &#84; T
U &#85; U
V &#86; V
W &#87; W
X &#88; X
Y &#89; Y
Z &#90; Z
[ &#91; [ left square bracket
\ &#92; \ backslash
] &#93; ] right square bracket
^ &#94; ^ caret
_ &#95; _ horizontal bar (underscore)
` &#96; ` grave accent
a &#97; a
b &#98; b
c &#99; c
d &#100; d
e &#101; e
f &#102; f
g &#103; g
h &#104; h
i &#105; i
j &#106; j
k &#107; k
l &#108; l
m &#109; m
n &#110; n
o &#111; o
p &#112; p
q &#113; q
r &#114; r
s &#115; s
t &#116; t
u &#117; u
v &#118; v
w &#119; w
x &#120; x
y &#121; y
z &#122; z
{ &#123; { left curly brace
| &#124; | vertical bar
} &#125; } right curly brace
~ &#126; ~ tilde
&#127; 
&#128;
&#129; 
&#130;
&#131; ƒ
&#132;
&#133;
&#134;
&#135;
&#136; ˆ
&#137;
&#138; Š
&#139;
&#140; Œ
&#141; 
&#142; Ž
&#143; 
&#144; 
&#145;
&#146;
&#147;
&#148;
&#149;
&#150;
&#151;
&#152; ˜
&#153;
&#154; š
&#155;
&#156; œ
&#157; 
&#158; ž
&#159; Ÿ
&nbsp;   &#160;   no-break space = non-breaking space U+00A0 isonum
&iexcl; ¡ &#161; ¡ inverted exclamation mark U+00A1 isonum
&cent; ¢ &#162; ¢ cent sign U+00a2 isonum
&pound; £ &#163; £ pound sign U+00a3 isonum
&curren; ¤ &#164; ¤ currency sign U+00a4 isonum
&yen; ¥ &#165; ¥ yen sign = yuan sign U+00a5 isonum
&brvbar; ¦ &#166; ¦ broken bar = broken vertical bar U+00a6 isonum
&brkbar; ¦ &#166; ¦ broken bar = broken vertical bar U+00a6 isonum
&sect; § &#167; § section sign U+00a7 isonum
&uml; ¨ &#168; ¨ diaeresis = spacing diaeresis U+00a8 isodia
&die; ¨ &#168; ¨ diaeresis = spacing diaeresis U+00a8 isodia
&copy; © &#169; © copyright sign U+00a9 isonum
&ordf; ª &#170; ª feminine ordinal indicator U+00aa isonum
&laquo; « &#171; « left-pointing double angle quotation mark = left pointing guillemet U+00ab isonum
&not; ¬ &#172; ¬ not sign U+00ac isonum
&shy; ­ &#173; ­ soft hyphen = discretionary hyphen U+00ad isonum
&reg; ® &#174; ® registered sign = registered trade mark sign U+00ae isonum
&macr; ¯ &#175; ¯ macron = spacing macron = overline = apl overbar U+00af isodia
&hibar; ¯ &#175; ¯ macron = spacing macron = overline = apl overbar U+00af isodia
&deg; ° &#176; ° degree sign U+00b0 isonum
&plusmn; ± &#177; ± plus-minus sign = plus-or-minus sign U+00b1 isonum
&sup2; ² &#178; ² superscript two = superscript digit two = squared U+00b2 isonum
&sup3; ³ &#179; ³ superscript three = superscript digit three = cubed U+00b3 isonum
&acute; ´ &#180; ´ acute accent = spacing acute U+00b4 isodia
&micro; µ &#181; µ micro sign U+00b5 isonum
&para; &#182; pilcrow sign = paragraph sign U+00b6 isonum
&middot; · &#183; · middle dot = georgian comma = greek middle dot U+00b7 isonum
&cedil; ¸ &#184; ¸ cedilla = spacing cedilla U+00b8 isodia
&sup1; ¹ &#185; ¹ superscript one = superscript digit one U+00b9 isonum
&ordm; º &#186; º masculine ordinal indicator U+00ba isonum
&raquo; » &#187; » right-pointing double angle quotation mark = right pointing guillemet U+00bb isonum
&frac14; ¼ &#188; ¼ vulgar fraction one quarter = fraction one quarter U+00bc isonum
&frac12; ½ &#189; ½ vulgar fraction one half = fraction one half U+00bd isonum
&frac34; ¾ &#190; ¾ vulgar fraction three quarters = fraction three quarters U+00be isonum
&iquest; ¿ &#191; ¿ inverted question mark = turned question mark U+00bf isonum
&Agrave; À &#192; À latin capital letter a with grave = latin capital letter a grave U+00c0 isolat1
&Aacute; Á &#193; Á latin capital letter a with acute U+00c1 isolat1
&Acirc; Â &#194; Â latin capital letter a with circumflex U+00c2 isolat1
&Atilde; Ã &#195; Ã latin capital letter a with tilde U+00c3 isolat1
&Auml; Ä &#196; Ä latin capital letter a with diaeresis U+00c4 isolat1
&Aring; Å &#197; Å latin capital letter a with ring above = latin capital letter a ring U+00c5 isolat1
&Aelig; Æ &#198; Æ latin capital letter ae = latin capital ligature ae U+00c6 isolat1
&Ccedil; Ç &#199; Ç latin capital letter c with cedilla U+00c7 isolat1
&Egrave; È &#200; È latin capital letter e with grave U+00c8 isolat1
&Eacute; É &#201; É latin capital letter e with acute U+00c9 isolat1
&Ecirc; Ê &#202; Ê latin capital letter e with circumflex U+00ca isolat1
&Euml; Ë &#203; Ë latin capital letter e with diaeresis U+00cb isolat1
&Igrave; Ì &#204; Ì latin capital letter i with grave U+00cc isolat1
&Iacute; Í &#205; Í latin capital letter i with acute U+00cd isolat1
&Icirc; Î &#206; Î latin capital letter i with circumflex U+00ce isolat1
&Iuml; Ï &#207; Ï latin capital letter i with diaeresis U+00cf isolat1
&Eth; Ð &#208; Ð latin capital letter eth U+00d0 isolat1
&Ntilde; Ñ &#209; Ñ latin capital letter n with tilde U+00d1 isolat1
&Ograve; Ò &#210; Ò latin capital letter o with grave U+00d2 isolat1
&Oacute; Ó &#211; Ó latin capital letter o with acute U+00d3 isolat1
&Ocirc; Ô &#212; Ô latin capital letter o with circumflex U+00d4 isolat1
&Otilde; Õ &#213; Õ latin capital letter o with tilde U+00d5 isolat1
&Ouml; Ö &#214; Ö latin capital letter o with diaeresis U+00d6 isolat1
&times; × &#215; × multiplication sign U+00d7 isonum
&Oslash; Ø &#216; Ø latin capital letter o with stroke = latin capital letter o slash U+00d8 isolat1
&Ugrave; Ù &#217; Ù latin capital letter u with grave U+00d9 isolat1
&Uacute; Ú &#218; Ú latin capital letter u with acute U+00da isolat1
&Ucirc; Û &#219; Û latin capital letter u with circumflex U+00db isolat1
&Uuml; Ü &#220; Ü latin capital letter u with diaeresis U+00dc isolat1
&Yacute; Ý &#221; Ý latin capital letter y with acute U+00dd isolat1
&Thorn; Þ &#222; Þ latin capital letter thorn U+00de isolat1
&szlig; ß &#223; ß latin small letter sharp s = ess-zed U+00df isolat1
&agrave; à &#224; à latin small letter a with grave = latin small letter a grave U+00e0 isolat1
&aacute; á &#225; á latin small letter a with acute U+00e1 isolat1
&acirc; â &#226; â latin small letter a with circumflex U+00e2 isolat1
&atilde; ã &#227; ã latin small letter a with tilde U+00e3 isolat1
&auml; ä &#228; ä latin small letter a with diaeresis U+00e4 isolat1
&aring; å &#229; å latin small letter a with ring above = latin small letter a ring U+00e5 isolat1
&aelig; æ &#230; æ latin small letter ae = latin small ligature ae U+00e6 isolat1
&ccedil; ç &#231; ç latin small letter c with cedilla U+00e7 isolat1
&egrave; è &#232; è latin small letter e with grave U+00e8 isolat1
&eacute; é &#233; é latin small letter e with acute U+00e9 isolat1
&ecirc; ê &#234; ê latin small letter e with circumflex U+00ea isolat1
&euml; ë &#235; ë latin small letter e with diaeresis U+00eb isolat1
&igrave; ì &#236; ì latin small letter i with grave U+00ec isolat1
&iacute; í &#237; í latin small letter i with acute U+00ed isolat1
&icirc; î &#238; î latin small letter i with circumflex U+00ee isolat1
&iuml; ï &#239; ï latin small letter i with diaeresis U+00ef isolat1
&eth; ð &#240; ð latin small letter eth U+00f0 isolat1
&ntilde; ñ &#241; ñ latin small letter n with tilde U+00f1 isolat1
&ograve; ò &#242; ò latin small letter o with grave U+00f2 isolat1
&oacute; ó &#243; ó latin small letter o with acute U+00f3 isolat1
&ocirc; ô &#244; ô latin small letter o with circumflex U+00f4 isolat1
&otilde; õ &#245; õ latin small letter o with tilde U+00f5 isolat1
&ouml; ö &#246; ö latin small letter o with diaeresis U+00f6 isolat1
&divide; ÷ &#247; ÷ division sign U+00f7 isonum
&oslash; ø &#248; ø latin small letter o with stroke = latin small letter o slash U+00f8 isolat1
&ugrave; ù &#249; ù latin small letter u with grave U+00f9 isolat1
&uacute; ú &#250; ú latin small letter u with acute U+00fa isolat1
&ucirc; û &#251; û latin small letter u with circumflex U+00fb isolat1
&uuml; ü &#252; ü latin small letter u with diaeresis U+00fc isolat1
&yacute; ý &#253; ý latin small letter y with acute U+00fd isolat1
&thorn; þ &#254; þ latin small letter thorn U+00fe isolat1
&yuml; ÿ &#255; ÿ latin small letter y with diaeresis U+00ff isolat1
&#256; Ā
&#257; ā "a" mit oberem Querstrich
&#258; Ă
&#259; ă
&#260; Ą
&#261; ą
&#262; Ć
&#263; ć
&#264; Ĉ
&#265; ĉ
&#266; Ċ
&#267; ċ
&#268; Č
&#269; č
&#270; Ď
&#271; ď
&#272; Đ
&#273; đ
&#274; Ē
&#275; ē "e" mit oberem Querstrich
&#276; Ĕ
&#277; ĕ
&#278; Ė
&#279; ė
&#280; Ę
&#281; ę
&#282; Ě
&#283; ě
&#284; Ĝ
&#285; ĝ
&#286; Ğ
&#287; ğ
&#288; Ġ
&#289; ġ
&#290; Ģ
&#291; ģ
&#292; Ĥ
&#293; ĥ
&#294; Ħ
&#295; ħ
&#296; Ĩ
&#297; ĩ
&#298; Ī
&#299; ī "i" mit oberem Querstrich
&#300; Ĭ
&#301; ĭ
&#302; Į
&#303; į
&#304; İ
&#305; ı
&#306; IJ
&#307; ij
&#308; Ĵ
&#309; ĵ
&#310; Ķ
&#311; ķ
&#312; ĸ
&#313; Ĺ
&#314; ĺ
&#315; Ļ
&#316; ļ
&#317; Ľ
&#318; ľ
&#319; Ŀ
&#320; ŀ
&#321; Ł
&#322; ł
&#323; Ń
&#324; ń
&#325; Ņ
&#326; ņ
&#327; Ň
&#328; ň
&#329; ʼn
&#330; Ŋ
&#331; ŋ
&#332; Ō
&#333; ō "o" mit oberem Querstrich
&#334; Ŏ
&#335; ŏ
&#336; Ő
&#337; ő
Π&#338; Πlatin capital ligature oe U+0152 isolat2
&oelig; œ &#339; œ latin small ligature oe U+0153 isolat2
&#340; Ŕ
&#341; ŕ
&#342; Ŗ
&#343; ŗ
&#344; Ř
&#345; ř
&#346; Ś
&#347; ś
&#348; Ŝ
&#349; ŝ
&#350; Ş
&#351; ş
&Scaron; Š &#352; Š latin capital letter s with caron U+0160 isolat2
&scaron; š &#353; š latin small letter s with caron U+0161 isolat2
&#354; Ţ
&#355; ţ
&#356; Ť
&#357; ť
&#358; Ŧ
&#359; ŧ
&#360; Ũ
&#361; ũ
&#362; Ū
&#363; ū u mit oberem Querstrich
&#364; Ŭ
&#365; ŭ
&#366; Ů
&#367; ů
&#368; Ű
&#369; ű
&#370; Ų
&#371; ų
&#372; Ŵ
&#373; ŵ
&#374; Ŷ
&#375; ŷ
&Yuml; Ÿ &#376; Ÿ latin capital letter y with diaeresis U+0178 isolat2
&#377; Ź
&#378; ź
&#379; Ż
&#380; ż
&#381; Ž
&#382; ž
&#383; ſ
&#384; ƀ
&#385; Ɓ
&#386; Ƃ
&#387; ƃ
&#388; Ƅ
&#389; ƅ
&#390; Ɔ
&#391; Ƈ
&#392; ƈ
&#393; Ɖ
&#394; Ɗ
&#395; Ƌ
&#396; ƌ
&#397; ƍ
&#398; Ǝ
&#399; Ə
&#400; Ɛ
&#401; Ƒ
ƒ &#402; ƒ
&#403; Ɠ
&#404; Ɣ
&#405; ƕ
&#406; Ɩ
&#407; Ɨ
&#408; Ƙ
&#409; ƙ
&#410; ƚ
&#411; ƛ
&#412; Ɯ
&#413; Ɲ
&#414; ƞ
&#415; Ɵ
&#416; Ơ
&#417; ơ
&#418; Ƣ
&#419; ƣ
&#420; Ƥ
&#421; ƥ
&#422; Ʀ
&#423; Ƨ
&#424; ƨ
&#425; Ʃ
&#426; ƪ
&#427; ƫ
&#428; Ƭ
&#429; ƭ
&#430; Ʈ
&#431; Ư
&#432; ư
&#433; Ʊ
&#434; Ʋ
&#435; Ƴ
&#436; ƴ
&#437; Ƶ
&#438; ƶ
&#439; Ʒ
&#440; Ƹ
&#441; ƹ
&#442; ƺ
&#443; ƻ
&#444; Ƽ
&#445; ƽ
&#446; ƾ
&#447; ƿ
&#448; ǀ
&#449; ǁ
&#450; ǂ
&#451; ǃ
&#452; DŽ
&#453; Dž
&#454; dž
&#455; LJ
&#456; Lj
&#457; lj
&#458; NJ
&#459; Nj
&#460; nj
&#461; Ǎ
&#462; ǎ
&#463; Ǐ
&#464; ǐ
&#465; Ǒ
&#466; ǒ
&#467; Ǔ
&#468; ǔ
&#469; Ǖ
&#470; ǖ
&#471; Ǘ
&#472; ǘ
&#473; Ǚ
&#474; ǚ
&#475; Ǜ
&#476; ǜ
&#477; ǝ umgedrehtes "e"
&#478; Ǟ
&#479; ǟ
&#480; Ǡ
&#481; ǡ
&#482; Ǣ
&#483; ǣ
&#484; Ǥ
&#485; ǥ
&#486; Ǧ
&#487; ǧ
&#488; Ǩ
&#489; ǩ
&#490; Ǫ
&#491; ǫ
&#492; Ǭ
&#493; ǭ
&#494; Ǯ
&#495; ǯ
&#496; ǰ
&#497; DZ
&#498; Dz
&#499; dz
&#500; Ǵ
&#501; ǵ
&#502; Ƕ
&#503; Ƿ
&#504; Ǹ
&#505; ǹ
&#506; Ǻ
&#507; ǻ
&#508; Ǽ
&#509; ǽ
&#510; Ǿ
&#511; ǿ
&#512; Ȁ
&#513; ȁ
&#514; Ȃ
&#515; ȃ
&#516; Ȅ
&#517; ȅ
&#518; Ȇ
&#519; ȇ
&#520; Ȉ
&#521; ȉ
&#522; Ȋ
&#523; ȋ
&#524; Ȍ
&#525; ȍ
&#526; Ȏ
&#527; ȏ
&#528; Ȑ
&#529; ȑ
&#530; Ȓ
&#531; ȓ
&#532; Ȕ
&#533; ȕ
&#534; Ȗ
&#535; ȗ
&#536; Ș
&#537; ș
&#538; Ț
&#539; ț
&#540; Ȝ
&#541; ȝ
&#542; Ȟ
&#543; ȟ
&#544; Ƞ
&#545; ȡ
&#546; Ȣ
&#547; ȣ
&#548; Ȥ
&#549; ȥ
&#550; Ȧ
&#551; ȧ
&#552; Ȩ
&#553; ȩ
&#554; Ȫ
&#555; ȫ
&#556; Ȭ
&#557; ȭ
&#558; Ȯ
&#559; ȯ
&#560; Ȱ
&#561; ȱ
&#562; Ȳ
&#563; ȳ
&#564; ȴ
&#565; ȵ
&#566; ȶ
&#567; ȷ
&#568; ȸ
&#569; ȹ
&#570; Ⱥ
&#571; Ȼ
&#572; ȼ
&#573; Ƚ
&#574; Ⱦ
&#575; ȿ
&#576; ɀ
&#577; Ɂ
&#578; ɂ
&#579; Ƀ
&#580; Ʉ
&#581; Ʌ
&#582; Ɇ
&#583; ɇ
&#584; Ɉ
&#585; ɉ
&#586; Ɋ
&#587; ɋ
&#588; Ɍ
&#589; ɍ
&#590; Ɏ
&#591; ɏ
&#592; ɐ
&#593; ɑ
&#594; ɒ
&#595; ɓ
&#596; ɔ
&#597; ɕ
&#598; ɖ
&#599; ɗ
&#600; ɘ
&#601; ə
&#602; ɚ
&#603; ɛ
&#604; ɜ
&#605; ɝ
&#606; ɞ
&#607; ɟ
&#608; ɠ
&#609; ɡ
&#610; ɢ
&#611; ɣ
&#612; ɤ
&#613; ɥ
&#614; ɦ
&#615; ɧ
&#616; ɨ
&#617; ɩ
&#618; ɪ
&#619; ɫ
&#620; ɬ
&#621; ɭ
&#622; ɮ
&#623; ɯ
&#624; ɰ
&#625; ɱ
&#626; ɲ
&#627; ɳ
&#628; ɴ
&#629; ɵ
&#630; ɶ
&#631; ɷ
&#632; ɸ
&#633; ɹ
&#634; ɺ
&#635; ɻ
&#636; ɼ
&#637; ɽ
&#638; ɾ
&#639; ɿ
&#640; ʀ
&#641; ʁ
&#642; ʂ
&#643; ʃ
&#644; ʄ
&#645; ʅ
&#646; ʆ
&#647; ʇ
&#648; ʈ
&#649; ʉ
&#650; ʊ
&#651; ʋ
&#652; ʌ
&#653; ʍ
&#654; ʎ
&#655; ʏ
&#656; ʐ
&#657; ʑ
&#658; ʒ
&#659; ʓ
&#660; ʔ
&#661; ʕ
&#662; ʖ
&#663; ʗ
&#664; ʘ
&#665; ʙ klein geschriebenes "B" bei oach. Wörtern
&#666; ʚ
&#667; ʛ
&#668; ʜ
&#669; ʝ
&#670; ʞ
&#671; ʟ
&#672; ʠ
&#673; ʡ
&#674; ʢ
&#675; ʣ
&#676; ʤ
&#677; ʥ
&#678; ʦ
&#679; ʧ
&#680; ʨ
&#681; ʩ
&#682; ʪ
&#683; ʫ
&#684; ʬ
&#685; ʭ
&#686; ʮ
&#687; ʯ
&#688; ʰ hochgestelltes "h" bei ide. Wurzeln
&#689; ʱ
&#690; ʲ
&#691; ʳ
&#692; ʴ
&#693; ʵ
&#694; ʶ
&#695; ʷ
&#696; ʸ
&#697; ʹ
&#698; ʺ
&#699; ʻ
&#700; ʼ
&#701; ʽ
&#702; ʾ
&#703; ʿ
&#704; ˀ
&#705; ˁ
&#706; ˂
&#707; ˃
&#708; ˄
&#709; ˅
&circ; ˆ &#710; ˆ modifier letter circumflex accent U+02c6 isopub
&#711; ˇ
&#712; ˈ
&#713; ˉ
&#714; ˊ
&#715; ˋ
&#716; ˌ
&#717; ˍ
&#718; ˎ
&#719; ˏ
&#720; ː
&#721; ˑ
&#722; ˒
&#723; ˓
&#724; ˔
&#725; ˕
&#726; ˖
&#727; ˗
&#728; ˘
&#729; ˙
&#730; ˚
&#731; ˛
&tilde; ˜ &#732; ˜ small tilde U+02dc isodia
&#733; ˝
&#734; ˞
&#735; ˟
&#736; ˠ
&#737; ˡ
&#738; ˢ
&#739; ˣ
&#740; ˤ
&#741; ˥
&#742; ˦
&#743; ˧
&#744; ˨
&#745; ˩
&#746; ˪
&#747; ˫
&#748; ˬ
&#749; ˭
&#750; ˮ
&#751; ˯
&#752; ˰
&#753; ˱
&#754; ˲
&#755; ˳
&#756; ˴
&#757; ˵
&#758; ˶
&#759; ˷
&#760; ˸
&#761; ˹
&#762; ˺
&#763; ˻
&#764; ˼
&#765; ˽
&#766; ˾
&#767; ˿
&#768; ̀ accent grave
&#769; ́ accent aigu auf dem Buchstaben davor
&#770; ̂
&#771; ̃ "ungefähr" über dem Buchstaben
&#772; ̄ kleiner Querstrich oben
&#773; ̅
&#774; ̆
&#775; ̇ "ungefähr" und "punkt" über dem Buchstaben
&#776; ̈
&#777; ̉
&#778; ̊
&#779; ̋
&#780; ̌
&#781; ̍
&#782; ̎
&#783; ̏
&#784; ̐
&#785; ̑
&#786; ̒
&#787; ̓
&#788; ̔
&#789; ̕
&#790; ̖
&#791; ̗
&#792; ̘
&#793; ̙
&#794; ̚
&#795; ̛
&#796; ̜
&#797; ̝
&#798; ̞
&#799; ̟
&#800; ̠
&#801; ̡
&#802; ̢
&#803; ̣
&#804; ̤
&#805; ̥ kleiner Kreis unter dem Buchstaben
&#806; ̦
&#807; ̧
&#808; ̨ kleiner Punkt unter dem Buchstaben
&#809; ̩
&#810; ̪
&#811; ̫
&#812; ̬
&#813; ̭
&#814; ̮
&#815; ̯ accent circonflexe unter dem Buchstaben
&#816; ̰
&#817; ̱
&#818; ̲
&#819; ̳
&#820; ̴
&#821; ̵
&#822; ̶
&#823; ̷
&#824; ̸
&#825; ̹
&#826; ̺
&#827; ̻
&#828; ̼
&#829; ̽
&#830; ̾
&#831; ̿
&#832; ̀
&#833; ́
&#834; ͂
&#835; ̓
&#836; ̈́
&#837; ͅ
&#838; ͆
&#839; ͇
&#840; ͈
&#841; ͉
&#842; ͊
&#843; ͋
&#844; ͌
&#845; ͍
&#846; ͎
&#847; ͏
&#848; ͐
&#849; ͑
&#850; ͒
&#851; ͓
&#852; ͔
&#853; ͕
&#854; ͖
&#855; ͗
&#856; ͘
&#857; ͙
&#858; ͚
&#859; ͛
&#860; ͜
&#861; ͝
&#862; ͞
&#863; ͟
&#864; ͠
&#865; ͡
&#866; ͢
&#867; ͣ
&#868; ͤ
&#869; ͥ
&#870; ͦ
&#871; ͧ
&#872; ͨ
&#873; ͩ
&#874; ͪ
&#875; ͫ
&#876; ͬ
&#877; ͭ
&#878; ͮ
&#879; ͯ
&#880; Ͱ
&#881; ͱ
&#882; Ͳ
&#883; ͳ
&#884; ʹ
&#885; ͵
&#886; Ͷ
&#887; ͷ
&#888; ͸
&#889; ͹
&#890; ͺ
&#891; ͻ
&#892; ͼ
&#893; ͽ
&#894; ;
&#895; Ϳ
&#896; ΀
&#897; ΁
&#898; ΂
&#899; ΃
&#900; ΄
&#901; ΅
&#902; Ά
&#903; ·
&#904; Έ
&#905; Ή
&#906; Ί
&#907; ΋
&#908; Ό
&#909; ΍
&#910; Ύ
&#911; Ώ
&#912; ΐ
&Alpha; Α &#913; Α greek capital letter alpha U+0391
&Beta; Β &#914; Β greek capital letter beta U+0392
&Gamma; Γ &#915; Γ greek capital letter gamma U+0393 isogrk3
&Delta; Δ &#916; Δ greek capital letter delta U+0394 isogrk3
&Epsilon; Ε &#917; Ε greek capital letter epsilon U+0395
&Zeta; Ζ &#918; Ζ greek capital letter zeta U+0396
&Eta; Η &#919; Η greek capital letter eta U+0397
&Theta; Θ &#920; Θ greek capital letter theta U+0398 isogrk3
&Iota; Ι &#921; Ι greek capital letter iota U+0399
&Kappa; Κ &#922; Κ greek capital letter kappa U+039a
&Lambda; Λ &#923; Λ greek capital letter lambda U+039b isogrk3
&Mu; Μ &#924; Μ greek capital letter mu U+039c
&Nu; Ν &#925; Ν greek capital letter nu U+039d
&Xi; Ξ &#926; Ξ greek capital letter xi U+039e isogrk3
&Omicron; Ο &#927; Ο greek capital letter omicron U+039f
&Pi; Π &#928; Π greek capital letter pi U+03a0 isogrk3
&Rho; Ρ &#929; Ρ greek capital letter rho U+03a1
&#930; ΢
&Sigma; Σ &#931; Σ greek capital letter sigma U+03a3 isogrk3
&Tau; Τ &#932; Τ greek capital letter tau U+03a4
&Upsilon; Υ &#933; Υ greek capital letter upsilon U+03a5 isogrk3
&Phi; Φ &#934; Φ greek capital letter phi U+03a6 isogrk3
&Chi; Χ &#935; Χ greek capital letter chi U+03a7
&Psi; Ψ &#936; Ψ greek capital letter psi U+03a8 isogrk3
&Omega; Ω &#937; Ω greek capital letter omega U+03a9 isogrk3
&#938; Ϊ
&#939; Ϋ
&#940; ά
&#941; έ
&#942; ή
&#943; ί
&#944; ΰ
&alpha; α &#945; α greek small letter alpha U+03b1 isogrk3
&beta; β &#946; β greek small letter beta U+03b2 isogrk3
&gamma; γ &#947; γ greek small letter gamma U+03b3 isogrk3
&delta; δ &#948; δ greek small letter delta U+03b4 isogrk3
&epsilon; ε &#949; ε greek small letter epsilon U+03b5 isogrk3
&zeta; ζ &#950; ζ greek small letter zeta U+03b6 isogrk3
&eta; η &#951; η greek small letter eta U+03b7 isogrk3
&theta; θ &#952; θ greek small letter theta U+03b8 isogrk3
&iota; ι &#953; ι greek small letter iota U+03b9 isogrk3
&kappa; κ &#954; κ greek small letter kappa U+03ba isogrk3
&lambda; λ &#955; λ greek small letter lambda U+03bb isogrk3
&mu; μ &#956; μ greek small letter mu U+03bc isogrk3
&nu; ν &#957; ν greek small letter nu U+03bd isogrk3
&xi; ξ &#958; ξ greek small letter xi U+03be isogrk3
&omicron; ο &#959; ο greek small letter omicron U+03bf new
&pi; π &#960; π greek small letter pi U+03c0 isogrk3
&rho; ρ &#961; ρ greek small letter rho U+03c1 isogrk3
&sigmaf; ς &#962; ς greek small letter final sigma U+03c2 isogrk3
&sigma; σ &#963; σ greek small letter sigma U+03c3 isogrk3
&tau; τ &#964; τ greek small letter tau U+03c4 isogrk3
&upsilon; υ &#965; υ greek small letter upsilon U+03c5 isogrk3
&phi; φ &#966; φ greek small letter phi U+03c6 isogrk3
&chi; χ &#967; χ greek small letter chi U+03c7 isogrk3
&psi; ψ &#968; ψ greek small letter psi U+03c8 isogrk3
&omega; ω &#969; ω greek small letter omega U+03c9 isogrk3
&#970; ϊ
&#971; ϋ
&#972; ό
&#973; ύ
&#974; ώ
&#975; Ϗ
&#976; ϐ
&thetasym; ϑ &#977; ϑ greek small letter theta symbol U+03d1 new
&upsih; ϒ &#978; ϒ greek upsilon with hook symbol U+03d2 new
&#979; ϓ
&#980; ϔ
&#981; ϕ
&piv; ϖ &#982; ϖ greek pi symbol U+03d6 isogrk3
&#983; ϗ
&#984; Ϙ
&#985; ϙ
&#986; Ϛ
&#987; ϛ
&#988; Ϝ
&#989; ϝ
&#990; Ϟ
&#991; ϟ
&#992; Ϡ
&#993; ϡ
&#994; Ϣ
&#995; ϣ
&#996; Ϥ
&#997; ϥ
&#998; Ϧ
&#999; ϧ
&#1000; Ϩ
&#1001; ϩ
&#1002; Ϫ
&#1003; ϫ
&#1004; Ϭ
&#1005; ϭ
&#1006; Ϯ
&#1007; ϯ
&#1008; ϰ
&#1009; ϱ
&#1010; ϲ
&#1011; ϳ
&#1012; ϴ
&#1013; ϵ
&#1014; ϶
&#1015; Ϸ
&#1016; ϸ
&#1017; Ϲ
&#1018; Ϻ
&#1019; ϻ
&#1020; ϼ
&#1021; Ͻ
&#1022; Ͼ
&#1023; Ͽ
&#1024; Ѐ
&#1025; Ё
&#1026; Ђ
&#1027; Ѓ
&#1028; Є
&#1029; Ѕ
&#1030; І
&#1031; Ї
&#1032; Ј
&#1033; Љ
&#1034; Њ
&#1035; Ћ
&#1036; Ќ
&#1037; Ѝ
&#1038; Ў
&#1039; Џ
&#1040; А
&#1041; Б
&#1042; В
&#1043; Г
&#1044; Д
&#1045; Е
&#1046; Ж
&#1047; З
&#1048; И
&#1049; Й
&#1050; К
&#1051; Л
&#1052; М
&#1053; Н
&#1054; О
&#1055; П
&#1056; Р
&#1057; С
&#1058; Т
&#1059; У
&#1060; Ф
&#1061; Х
&#1062; Ц
&#1063; Ч
&#1064; Ш
&#1065; Щ
&#1066; Ъ
&#1067; Ы
&#1068; Ь
&#1069; Э
&#1070; Ю
&#1071; Я
&#1072; а
&#1073; б
&#1074; в
&#1075; г
&#1076; д
&#1077; е
&#1078; ж
&#1079; з
&#1080; и
&#1081; й
&#1082; к
&#1083; л
&#1084; м
&#1085; н
&#1086; о
&#1087; п
&#1088; р
&#1089; с
&#1090; т
&#1091; у
&#1092; ф
&#1093; х
&#1094; ц
&#1095; ч
&#1096; ш
&#1097; щ
&#1098; ъ
&#1099; ы
&#1100; ь
&#1101; э
&#1102; ю
&#1103; я
&#1104; ѐ
&#1105; ё
&#1106; ђ
&#1107; ѓ
&#1108; є
&#1109; ѕ
&#1110; і
&#1111; ї
&#1112; ј
&#1113; љ
&#1114; њ
&#1115; ћ
&#1116; ќ
&#1117; ѝ
&#1118; ў
&#1119; џ
&#1120; Ѡ
&#1121; ѡ
&#1122; Ѣ
&#1123; ѣ
&#1124; Ѥ
&#1125; ѥ
&#1126; Ѧ
&#1127; ѧ
&#1128; Ѩ
&#1129; ѩ
&#1130; Ѫ
&#1131; ѫ
&#1132; Ѭ
&#1133; ѭ
&#1134; Ѯ
&#1135; ѯ
&#1136; Ѱ
&#1137; ѱ
&#1138; Ѳ
&#1139; ѳ
&#1140; Ѵ
&#1141; ѵ
&#1142; Ѷ
&#1143; ѷ
&#1144; Ѹ
&#1145; ѹ
&#1146; Ѻ
&#1147; ѻ
&#1148; Ѽ
&#1149; ѽ
&#1150; Ѿ
&#1151; ѿ
&#1152; Ҁ
&#1153; ҁ
&#1154; ҂
&#1155; ҃
&#1156; ҄
&#1157; ҅
&#1158; ҆
&#1159; ҇
&#1160; ҈
&#1161; ҉
&#1162; Ҋ
&#1163; ҋ
&#1164; Ҍ
&#1165; ҍ
&#1166; Ҏ
&#1167; ҏ
&#1168; Ґ
&#1169; ґ
&#1170; Ғ
&#1171; ғ
&#1172; Ҕ
&#1173; ҕ
&#1174; Җ
&#1175; җ
&#1176; Ҙ
&#1177; ҙ
&#1178; Қ
&#1179; қ
&#1180; Ҝ
&#1181; ҝ
&#1182; Ҟ
&#1183; ҟ
&#1184; Ҡ
&#1185; ҡ
&#1186; Ң
&#1187; ң
&#1188; Ҥ
&#1189; ҥ
&#1190; Ҧ
&#1191; ҧ
&#1192; Ҩ
&#1193; ҩ
&#1194; Ҫ
&#1195; ҫ
&#1196; Ҭ
&#1197; ҭ
&#1198; Ү
&#1199; ү
&#1200; Ұ
&#1201; ұ
&#1202; Ҳ
&#1203; ҳ
&#1204; Ҵ
&#1205; ҵ
&#1206; Ҷ
&#1207; ҷ
&#1208; Ҹ
&#1209; ҹ
&#1210; Һ
&#1211; һ
&#1212; Ҽ
&#1213; ҽ
&#1214; Ҿ
&#1215; ҿ
&#1216; Ӏ
&#1217; Ӂ
&#1218; ӂ
&#1219; Ӄ
&#1220; ӄ
&#1221; Ӆ
&#1222; ӆ
&#1223; Ӈ
&#1224; ӈ
&#1225; Ӊ
&#1226; ӊ
&#1227; Ӌ
&#1228; ӌ
&#1229; Ӎ
&#1230; ӎ
&#1231; ӏ
&#1232; Ӑ
&#1233; ӑ
&#1234; Ӓ
&#1235; ӓ
&#1236; Ӕ
&#1237; ӕ
&#1238; Ӗ
&#1239; ӗ
&#1240; Ә
&#1241; ә
&#1242; Ӛ
&#1243; ӛ
&#1244; Ӝ
&#1245; ӝ
&#1246; Ӟ
&#1247; ӟ
&#1248; Ӡ
&#1249; ӡ
&#1250; Ӣ
&#1251; ӣ
&#1252; Ӥ
&#1253; ӥ
&#1254; Ӧ
&#1255; ӧ
&#1256; Ө
&#1257; ө
&#1258; Ӫ
&#1259; ӫ
&#1260; Ӭ
&#1261; ӭ
&#1262; Ӯ
&#1263; ӯ
&#1264; Ӱ
&#1265; ӱ
&#1266; Ӳ
&#1267; ӳ
&#1268; Ӵ
&#1269; ӵ
&#1270; Ӷ
&#1271; ӷ
&#1272; Ӹ
&#1273; ӹ
&#1274; Ӻ
&#1275; ӻ
&#1276; Ӽ
&#1277; ӽ
&#1278; Ӿ
&#1279; ӿ
&#1280; Ԁ
&#1281; ԁ
&#1282; Ԃ
&#1283; ԃ
&#1284; Ԅ
&#1285; ԅ
&#1286; Ԇ
&#1287; ԇ
&#1288; Ԉ
&#1289; ԉ
&#1290; Ԋ
&#1291; ԋ
&#1292; Ԍ
&#1293; ԍ
&#1294; Ԏ
&#1295; ԏ
&#1296; Ԑ
&#1297; ԑ
&#1298; Ԓ
&#1299; ԓ
&#1300; Ԕ
&#1301; ԕ
&#1302; Ԗ
&#1303; ԗ
&#1304; Ԙ
&#1305; ԙ
&#1306; Ԛ
&#1307; ԛ
&#1308; Ԝ
&#1309; ԝ
&#1310; Ԟ
&#1311; ԟ
&#1312; Ԡ
&#1313; ԡ
&#1314; Ԣ
&#1315; ԣ
&#1316; Ԥ
&#1317; ԥ
&#1318; Ԧ
&#1319; ԧ
&#1320; Ԩ
&#1321; ԩ
&#1322; Ԫ
&#1323; ԫ
&#1324; Ԭ
&#1325; ԭ
&#1326; Ԯ
&#1327; ԯ
&#1328; ԰
&#1329; Ա
&#1330; Բ
&#1331; Գ
&#1332; Դ
&#1333; Ե
&#1334; Զ
&#1335; Է
&#1336; Ը
&#1337; Թ
&#1338; Ժ
&#1339; Ի
&#1340; Լ
&#1341; Խ
&#1342; Ծ
&#1343; Կ
&#1344; Հ
&#1345; Ձ
&#1346; Ղ
&#1347; Ճ
&#1348; Մ
&#1349; Յ
&#1350; Ն
&#1351; Շ
&#1352; Ո
&#1353; Չ
&#1354; Պ
&#1355; Ջ
&#1356; Ռ
&#1357; Ս
&#1358; Վ
&#1359; Տ
&#1360; Ր
&#1361; Ց
&#1362; Ւ
&#1363; Փ
&#1364; Ք
&#1365; Օ
&#1366; Ֆ
&#1367; ՗
&#1368; ՘
&#1369; ՙ
&#1370; ՚
&#1371; ՛
&#1372; ՜
&#1373; ՝
&#1374; ՞
&#1375; ՟
&#1376; ՠ
&#1377; ա
&#1378; բ
&#1379; գ
&#1380; դ
&#1381; ե
&#1382; զ
&#1383; է
&#1384; ը
&#1385; թ
&#1386; ժ
&#1387; ի
&#1388; լ
&#1389; խ
&#1390; ծ
&#1391; կ
&#1392; հ
&#1393; ձ
&#1394; ղ
&#1395; ճ
&#1396; մ
&#1397; յ
&#1398; ն
&#1399; շ
&#1400; ո
&#1401; չ
&#1402; պ
&#1403; ջ
&#1404; ռ
&#1405; ս
&#1406; վ
&#1407; տ
&#1408; ր
&#1409; ց
&#1410; ւ
&#1411; փ
&#1412; ք
&#1413; օ
&#1414; ֆ
&#1415; և
&#1416; ֈ
&#1417; ։
&#1418; ֊
&#1419; ֋
&#1420; ֌
&#1421; ֍
&#1422; ֎
&#1423; ֏
&#1424; ֐
&#1425; ֑
&#1426; ֒
&#1427; ֓
&#1428; ֔
&#1429; ֕
&#1430; ֖
&#1431; ֗
&#1432; ֘
&#1433; ֙
&#1434; ֚
&#1435; ֛
&#1436; ֜
&#1437; ֝
&#1438; ֞
&#1439; ֟
&#1440; ֠
&#1441; ֡
&#1442; ֢
&#1443; ֣
&#1444; ֤
&#1445; ֥
&#1446; ֦
&#1447; ֧
&#1448; ֨
&#1449; ֩
&#1450; ֪
&#1451; ֫
&#1452; ֬
&#1453; ֭
&#1454; ֮
&#1455; ֯
&#1456; ְ
&#1457; ֱ
&#1458; ֲ
&#1459; ֳ
&#1460; ִ
&#1461; ֵ
&#1462; ֶ
&#1463; ַ
&#1464; ָ
&#1465; ֹ
&#1466; ֺ
&#1467; ֻ
&#1468; ּ
&#1469; ֽ
&#1470; ־
&#1471; ֿ
&#1472; ׀
&#1473; ׁ
&#1474; ׂ
&#1475; ׃
&#1476; ׄ
&#1477; ׅ
&#1478; ׆
&#1479; ׇ
&#1480; ׈
&#1481; ׉
&#1482; ׊
&#1483; ׋
&#1484; ׌
&#1485; ׍
&#1486; ׎
&#1487; ׏
&#1488; א
&#1489; ב
&#1490; ג
&#1491; ד
&#1492; ה
&#1493; ו
&#1494; ז
&#1495; ח
&#1496; ט
&#1497; י
&#1498; ך
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&#3519; ඿
&#3520;
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&#3583; ෿
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&#3711; ๿
&#3712;
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&#3775; ຿
&#3776;
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&#3839; ໿
&#3840;
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&#3903; ༿
&#3904;
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&#3964;
&#3965;
&#3966;
&#3967; ཿ
&#3968;
&#3969;
&#3970;
&#3971;
&#3972;
&#3973;
&#3974;
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&#4096; က
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&#4719;
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&#4771;
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&#7615; ᶿ
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&#8063; ὿
&#8064;
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&#8127; ᾿
&#8128;
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&#8179;
&#8180;
&#8181;
&#8182;
&#8183;
&#8184;
&#8185;
&#8186;
&#8187;
&#8188;
&#8189;
&#8190;
&#8191; ῿
&#8192;  
&#8193;
&ensp; &#8194; en space U+2002 isopub
&emsp; &#8195; em space U+2003 isopub
&#8196;
&#8197;
&#8198;
&#8199;
&#8200;
&thinsp; &#8201; thin space U+2009 isopub
&#8202;
&#8203;
&zwnj; &#8204; zero width non-joiner U+200c new rfc 2070
&zwj; &#8205; zero width joiner U+200d new rfc 2070
&lrm; &#8206; left-to-right mark U+200e new rfc 2070
&rlm; &#8207; right-to-left mark U+200f new rfc 2070
&#8208;
&#8209; -
&#8210;
&ndash; &#8211; en dash U+2013 isopub
&mdash; &#8212; em dash U+2014 isopub
&#8213;
&#8214;
&#8215;
&lsquo; &#8216; left single quotation mark U+2018 isonum
&rsquo; &#8217; right single quotation mark U+2019 isonum
&sbquo; &#8218; single low-9 quotation mark U+201a new
&#8219;
&ldquo; &#8220; left double quotation mark U+201c isonum
&rdquo; &#8221; right double quotation mark U+201d isonum
&bdquo; &#8222; double low-9 quotation mark U+201e new
&#8223;
&dagger; &#8224; dagger U+2020 isopub
&Dagger; &#8225; double dagger U+2021 isopub
&bull; &#8226; bullet = black small circle U+2022 isopub
&#8227;
&#8228;
&#8229;
&hellip; &#8230; horizontal ellipsis = three dot leader U+2026 isopub
&#8231;
&#8232;
&#8233;
&#8234;
&#8235;
&#8236;
&#8237;
&#8238;
&#8239;
&permil; &#8240; per mille sign U+2030 isotech
&#8241;
&prime; &#8242; prime = minutes = feet U+2032 isotech
&Prime; &#8243; double prime = seconds = inches U+2033 isotech
&#8244;
&#8245;
&#8246;
&#8247;
&#8248;
&lsaquo; &#8249; single left-pointing angle quotation mark U+2039 iso proposed
&rsaquo; &#8250; single right-pointing angle quotation mark U+203a iso proposed
&#8251;
&#8252;
&#8253;
&oline; &#8254; overline = spacing overscore U+203e new
&#8255;
&#8256;
&#8257;
&#8258;
&#8259;
&frasl; &#8260; fraction slash U+2044 new
&#8261;
&#8262;
&#8263;
&#8264;
&#8265;
&#8266;
&#8267;
&#8268;
&#8269;
&#8270;
&#8271;
&#8272;
&#8273;
&#8274;
&#8275;
&#8276;
&#8277;
&#8278;
&#8279;
&#8280;
&#8281;
&#8282;
&#8283;
&#8284;
&#8285;
&#8286;
&#8287;
&#8288;
&#8289;
&#8290;
&#8291;
&#8292;
&#8293;
&#8294;
&#8295;
&#8296;
&#8297;
&#8298;
&#8299;
&#8300;
&#8301;
&#8302;
&#8303;
&#8304;
&#8305;
&#8306;
&#8307;
&#8308;
&#8309;
&#8310;
&#8311;
&#8312;
&#8313;
&#8314;
&#8315;
&#8316;
&#8317;
&#8318;
&#8319;
&#8320;
&#8321;
&#8322;
&#8323;
&#8324;
&#8325;
&#8326;
&#8327;
&#8328;
&#8329;
&#8330;
&#8331;
&#8332;
&#8333;
&#8334;
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&#8336;
&#8337;
&#8338;
&#8339;
&#8340;
&#8341;
&#8342;
&#8343;
&#8344;
&#8345;
&#8346;
&#8347;
&#8348;
&#8349;
&#8350;
&#8351;
&#8352;
&#8353;
&#8354;
&#8355;
&#8356;
&#8357;
&#8358;
&#8359;
&#8360;
&#8361;
&#8362;
&#8363;
&euro; &#8364; euro sign U+20ac new
&#8365;
&#8366;
&#8367;
&#8368;
&#8369;
&#8370;
&#8371;
&#8372;
&#8373;
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&#8455;
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&#8457;
&#8458;
&#8459;
&#8460;
&#8461;
&#8462;
&#8463;
&#8464;
&image; &#8465; blackletter capital i = imaginary part U+2111 isoamso
&#8466;
&#8467;
&#8468;
&#8469;
&#8470;
&#8471;
&weierp; &#8472; script capital p = power set = weierstrass p U+2118 isoamso
&#8473;
&#8474;
&#8475;
&real; &#8476; blackletter capital r = real part symbol U+211c isoamso
&#8477;
&#8478;
&#8479;
&#8480;
&#8481;
&trade; &#8482; trade mark sign U+2122 isonum
&#8483;
&#8484;
&#8485;
&#8486;
&#8487;
&#8488;
&#8489;
&#8490;
&#8491;
&#8492;
&#8493;
&#8494;
&#8495;
&#8496;
&#8497;
&#8498;
&#8499;
&#8500;
&alefsym; &#8501; alef symbol = first transfinite cardinal U+2135 new
&#8502;
&#8503;
&#8504;
&#8505;
&#8506;
&#8507;
&#8508;
&#8509;
&#8510;
&#8511;
&#8512;
&#8513;
&#8514;
&#8515;
&#8516;
&#8517;
&#8518;
&#8519;
&#8520;
&#8521;
&#8522;
&#8523;
&#8524;
&#8525;
&#8526;
&#8527;
&#8528;
&#8529;
&#8530;
&#8531;
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&#8533;
&#8534;
&#8535;
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&#8537;
&#8538;
&#8539;
&#8540;
&#8541;
&#8542;
&#8543;
&#8544;
&#8545;
&#8546;
&#8547;
&#8548;
&#8549;
&#8550;
&#8551;
&#8552;
&#8553;
&#8554;
&#8555;
&#8556;
&#8557;
&#8558;
&#8559;
&#8560;
&#8561;
&#8562;
&#8563;
&#8564;
&#8565;
&#8566;
&#8567;
&#8568;
&#8569;
&#8570;
&#8571;
&#8572;
&#8573;
&#8574;
&#8575;
&#8576;
&#8577;
&#8578;
&#8579;
&#8580;
&#8581;
&#8582;
&#8583;
&#8584;
&#8585;
&#8586;
&#8587;
&#8588;
&#8589;
&#8590;
&#8591;
&larr; &#8592; leftwards arrow U+2190 isonum
&uarr; &#8593; upwards arrow U+2191 isonum
&rarr; &#8594; rightwards arrow U+2192 isonum
&darr; &#8595; Pfeil unten
&harr; &#8596; left right arrow U+2194 isoamsa
&#8597;
&#8598;
&#8599;
&#8600;
&#8601;
&#8602;
&#8603;
&#8604;
&#8605;
&#8606;
&#8607;
&#8608;
&#8609;
&#8610;
&#8611;
&#8612;
&#8613;
&#8614;
&#8615;
&#8616;
&#8617;
&#8618;
&#8619;
&#8620;
&#8621;
&#8622;
&#8623;
&#8624;
&#8625;
&#8626;
&#8627;
&#8628;
&crarr; &#8629; downwards arrow with corner leftwards = carriage return U+21b5 new
&#8630;
&#8631;
&#8632;
&#8633;
&#8634;
&#8635;
&#8636;
&#8637;
&#8638;
&#8639;
&#8640;
&#8641;
&#8642;
&#8643;
&#8644;
&#8645;
&#8646;
&#8647;
&#8648;
&#8649;
&#8650;
&#8651;
&#8652;
&#8653;
&#8654;
&#8655;
&lArr; &#8656; leftwards double arrow U+21d0 isotech
&uArr; &#8657; upwards double arrow U+21d1 isoamsa
&rArr; &#8658; rightwards double arrow U+21d2 isotech
&dArr; &#8659; downwards double arrow U+21d3 isoamsa
&hArr; &#8660; left right double arrow U+21d4 isoamsa
&#8661;
&#8662;
&#8663;
&#8664;
&#8665;
&#8666;
&#8667;
&#8668;
&#8669;
&#8670;
&#8671;
&#8672;
&#8673;
&#8674;
&#8675;
&#8676;
&#8677;
&#8678;
&#8679;
&#8680;
&#8681;
&#8682;
&#8683;
&#8684;
&#8685;
&#8686;
&#8687;
&#8688;
&#8689;
&#8690;
&#8691;
&#8692;
&#8693;
&#8694;
&#8695;
&#8696;
&#8697;
&#8698;
&#8699;
&#8700;
&#8701;
&#8702;
&#8703;
&forall; &#8704; for all U+2200 isotech
&#8705;
&part; &#8706; partial differential U+2202 isotech
&exist; &#8707; there exists U+2203 isotech
&#8708;
&empty; &#8709; empty set = null set = diameter U+2205 isoamso
&#8710;
&nabla; &#8711; nabla = backward difference U+2207 isotech
&isin; &#8712; element of U+2208 isotech
&notin; &#8713; not an element of U+2209 isotech
&#8714;
&ni; &#8715; contains as member U+220b isotech
&#8716;
&#8717;
&#8718;
&prod; &#8719; n-ary product = product sign U+220f isoamsb
&#8720;
&sum; &#8721; n-ary sumation U+2211 isoamsb
&minus; &#8722; minus sign U+2212 isotech
&#8723;
&#8724;
&#8725;
&#8726;
&lowast; &#8727; asterisk operator U+2217 isotech
&#8728;
· &#8729;
&radic; &#8730; square root = radical sign U+221a isotech
&#8731;
&#8732;
&prop; &#8733; proportional to U+221d isotech
&infin; &#8734; infinity U+221e isotech
&#8735;
&ang; &#8736; angle U+2220 isoamso
&#8737;
&#8738;
&#8739;
&#8740;
&#8741;
&#8742;
&and; &#8743; logical and = wedge U+2227 isotech
&or; &#8744; logical or = vee U+2228 isotech
&cap; &#8745; Durchschnitt der Mengen U+2229 isotech
&cup; &#8746; Vereinigung der Mengen U+222a isotech
&int; &#8747; integral U+222b isotech
&#8748;
&#8749;
&#8750;
&#8751;
&#8752;
&#8753;
&#8754;
&#8755;
&there4; &#8756; therefore U+2234 isotech
&#8757;
&#8758;
&#8759;
&#8760;
&#8761;
&#8762;
&#8763;
&sim; &#8764; tilde operator = varies with = similar to U+223c isotech
&#8765;
&#8766;
&#8767;
&#8768;
&#8769;
&#8770;
&#8771;
&#8772;
&cong; &#8773; approximately equal to U+2245 isotech
&#8774;
&#8775;
&asymp; &#8776; almost equal to = asymptotic to U+2248 isoamsr
&#8777;
&#8778;
&#8779;
&#8780;
&#8781;
&#8782;
&#8783;
&#8784;
&#8785;
&#8786;
&#8787;
&#8788;
&#8789;
&#8790;
&#8791;
&#8792;
&#8793;
&#8794;
&#8795;
&#8796;
&#8797;
&#8798;
&#8799;
&ne; &#8800; not equal to U+2260 isotech
&equiv; &#8801; identical to U+2261 isotech
&#8802;
&#8803;
&le; &#8804; less-than or equal to U+2264 isotech
&ge; &#8805; greater-than or equal to U+2265 isotech
&#8806;
&#8807;
&#8808;
&#8809;
&#8810;
&#8811;
&#8812;
&#8813;
&#8814;
&#8815;
&#8816;
&#8817;
&#8818;
&#8819;
&#8820;
&#8821;
&#8822;
&#8823;
&#8824;
&#8825;
&#8826;
&#8827;
&#8828;
&#8829;
&#8830;
&#8831;
&#8832;
&#8833;
&sub; &#8834; subset of U+2282 isotech
&sup; &#8835; superset of U+2283 isotech
&nsub; &#8836; not a subset of U+2284 isoamsn
&#8837;
&sube; &#8838; subset of or equal to U+2286 isotech
&supe; &#8839; superset of or equal to U+2287 isotech
&#8840;
&#8841;
&#8842;
&#8843;
&#8844;
&#8845;
&#8846;
&#8847;
&#8848;
&#8849;
&#8850;
&#8851;
&#8852;
&oplus; &#8853; circled plus = direct sum U+2295 isoamsb
&#8854;
&otimes; &#8855; circled times = vector product U+2297 isoamsb
&#8856;
&#8857;
&#8858;
&#8859;
&#8860;
&#8861;
&#8862;
&#8863;
&#8864;
&#8865;
&#8866;
&#8867;
&#8868;
&perp; &#8869; up tack = orthogonal to = perpendicular U+22a5 isotech
&#8870;
&#8871;
&#8872;
&#8873;
&#8874;
&#8875;
&#8876;
&#8877;
&#8878;
&#8879;
&#8880;
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&#8886;
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&#8888;
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&#8891;
&#8892;
&#8893;
&#8894;
&#8895;
&#8896;
&#8897;
&#8898;
&#8899;
&#8900;
&sdot; &#8901; dot operator U+22c5 isoamsb
&#8902;
&#8903;
&#8904;
&#8905;
&#8906;
&#8907;
&#8908;
&#8909;
&#8910;
&#8911;
&#8912;
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&#8951;
&#8952;
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&#8954;
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&#8956;
&#8957;
&#8958;
&#8959;
&#8960;
&#8961;
&#8962;
&#8963;
&#8964;
&#8965;
&#8966;
&#8967;
&lceil; &#8968; left ceiling = apl upstile U+2308 isoamsc
&rceil; &#8969; right ceiling U+2309 isoamsc
&lfloor; &#8970; left floor = apl downstile U+230a isoamsc
&rfloor; &#8971; right floor U+230b isoamsc
&#8972;
&#8973;
&#8974;
&#8975;
&#8976;
&#8977;
&#8978;
&#8979;
&#8980;
&#8981;
&#8982;
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&#8984;
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&#8988;
&#8989;
&#8990;
&#8991;
&#8992;
&#8993;
&#8994;
&#8995;
&#8996;
&#8997;
&#8998;
&#8999;
&#9000;
&lang; &#9001; left-pointing angle bracket = bra U+2329 isotech
&rang; &#9002; right-pointing angle bracket = ket U+232a isotech
&#9003;
&#9004;
&#9005;
&#9006;
&#9007;
&#9008;
&#9009;
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&loz; &#9674; lozenge U+25ca isopub
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&spades; &#9824; black spade suit U+2660 isopub
&#9825;
&#9826;
&clubs; &#9827; black club suit = shamrock U+2663 isopub
&#9828;
&hearts; &#9829; black heart suit = valentine U+2665 isopub
&diams; &#9830; black diamond suit U+2666 isopub
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&and; Aussage und Aussage U+2227
&ang; Winkel mit den Schenkeln und U+2220
&Aopf; 𝔸 algebraische Zahlen U+1D538
&asymp; die Zufallsvariable folgt approximativ der Verteilung U+2248
&asymp; die Zufallsvariable folgt fast sicher der Verteilung U+2248
&asymp; die Zufallsvariable folgt nicht der Verteilung U+2241
&asymp; ist ungefähr gleich U+2248
&bdquo;
&bull; U+2219
&clubs;
&cong; U+2245
&Copf; komplexe Zahlen U+2102
&dagger;
&Dagger;
&dagger; U+2020
&darr;
&darr; U+2193
&deg; ° Inneres der Menge U+02DA
&Delta; Δ Laplace-Operator der Funktion U+2206
&Delta; Δ &#916; Δ symmetrische Differenz der Mengen U+2206
&divide; ÷ U+00F7
&equiv; ist identisch mit U+2261
&equiv; und sind kongruent modulo U+2261
&exist; es existiert genau ein Element U+2203
&exist; es existiert mindestens ein Element U+2203
&forall; für alle Elemente U+2200
&frasl; U+2215
&frasl; Erweiterung des Körpers über den Körper U+002F
&frasl; Faktorgruppe der Gruppe nach dem Normalteiler U+002F
&frasl; Faktormenge der Menge nach der Äquivalenzrelation U+002F
&frasl; Faktorraum des Vektorraums nach dem Untervektorraum U+002F
&frasl; Faktorring des Rings nach dem Ideal U+002F
&ge; ist größer als oder gleich U+2265
&gt; > ist größer als U+003E
&harr; U+2194
&hArr; Aussage folgt aus Aussage und umgekehrt U+21D4
&hearts;
&Hopf; Quaternionen U+210D
&infin; strebt nach unendlich U+221E
&int; bestimmtes Integral zwischen und bzw. über das Gebiet U+222B
&Iopf; 𝕀 irrationale Zahlen U+1D540
&isin; &#8712; das Element ist in der Menge enthalten U+2208
&lang; U+27E8
&lang; lineare Hülle der Menge von Vektoren U+27E8
&lang; Mittelwert aller Werte einer Funktion (in der Physik) U+27E8
&lang; Untergruppe, die durch die Menge erzeugt wird U+27E8
&larr;
&lArr;
&lceil; kleinste ganze Zahl größer oder gleich U+2308
&ldquo;
&le; ist eine Untergruppe der Gruppe U+2264
&le; ist kleiner als oder gleich U+2264
&le; Ordnungsrelation zwischen den Elementen und U+2264
&lfloor; U+230A
&lowast; U+002A
&lowast; U+002A
&lowast; U+2217
&lowast; Adjungierter Operator des linearen Operators U+002A
&lowast; Dualraum des Vektorraums U+002A
&lowast; Einheitengruppe des Rings U+2217
&lowast; Faltung der Funktionen und U+2217
&lowast; Reflexiv-transitive Hülle der Relation U+002A
&lsaquo;
&lsquo;
&lt; < ist eine echte Untergruppe der Gruppe U+003C
&lt; < ist kleiner als U+003C
&middot; · Produkt der Matrizen und U+22C5
&middot; · Skalarprodukt der Vektoren und U+22C5
&middot; · und werden multipliziert U+22C5
&minus; negative Zahl oder additiv Inverses von U+2212
&minus; wird von subtrahiert U+2212
&nabla; Gradient der Funktion U+2207
&ne; ist nicht gleich U+2260
&ni; U+220B
&Nopf; natürliche Zahlen U+2115
&not; ¬ nicht Aussage U+00AC
&notin; das Element ist nicht in der Menge enthalten U+2209
&Omega; Ω die Funktion wächst nicht wesentlich langsamer als U+03A9
&omega; ω die Funktion wächst schneller als U+03C9
&oplus; direkte Summe der Vektorräume und U+2295
&oplus; entweder Aussage oder Aussage U+2295
&or; Aussage oder Aussage (oder beide) U+2228
&otimes; dyadisches Produkt der Vektoren und U+2297
&otimes; Kronecker-Produkt der Matrizen und U+2297
&otimes; Tensorprodukt der Vektorräume und U+2297
&part; partielle Ableitung der Funktion nach U+2202
&part; Rand der Menge U+2202
&permil;
&perp; Aussage ist widersprüchlich U+22A5
&perp; die Geraden und stehen senkrecht aufeinander U+22A5
&perp; orthogonales Komplement des Untervektorraums U+27C2
&perp; und sind teilerfremd U+22A5
&phi; φ goldener Schnitt U+03C6
&pi; π Kreiszahl U+03C0
&plusmn; ± plus oder minus U+00B1
&prime; erste bzw. zweite Ableitung der Funktion U+2032
&prime; topologischer Dualraum des topologischen Vektorraums U+2032
&prod; Produkt von bis bzw. über alle in der Menge U+220F
&prop; U+221D
&Qopf; rationale Zahlen U+211A
&radic; Wurzel aus U+221A
&rang; U+27E9
&rang; lineare Hülle der Menge von Vektoren U+27E9
&rang; Mittelwert aller Werte einer Funktion (in der Physik) U+27E9
&rang; Untergruppe, die durch die Menge erzeugt wird U+27E9
&rarr;
&rarr; U+2192
&rArr; aus Aussage folgt Aussage U+21D2
&rarr; beidseitiger Grenzwert der Funktion für gegen U+2192
&rarr; die Folge konvergiert gegen den Grenzwert U+2192
&rarr; die Funktion bildet von der Menge in die Menge ab U+2192
&rarr; Konvergenz im quadratischen Mittel für gegen U+2192
&rarr; Konvergenz in Distribution für gegen U+2192
&rarr; Konvergenz in Wahrscheinlichkeit für gegen U+2192
&rceil; kleinste ganze Zahl größer oder gleich U+2309
&rdquo;
&rfloor; U+230B
&rho; ρ Korrelation der Zufallsvariablen und U+03C1
&rho; ρ Quadrat der Korrelation zwischen den Zufallsvariablen und U+03C1
&Ropf; hyperreelle Zahlen U+211D
&Ropf; reelle Zahlen U+211D
&rsaquo;
&rsquo;
&sbquo;
&sim; die Funktion ist asymptotisch gleich der Funktion U+223C
&sim; die Zufallsvariable folgt der Verteilung U+223C
&sim; die Zufallsvariable folgt unter der Nullhypothese der Verteilung U+223C
&sim; ist proportional zu U+223C
&sim; Äquivalenzrelation zwischen den Elementen und U+223C
&spades;
&sub; &#8834; ist echte Teilmenge von U+2282
&sube; &#8838; ist Teilmenge von U+2286
&sum; Summe von bis bzw. über alle in der Menge U+2211
&sup; &#8835; ist echte Obermenge von U+2283
&supe; &#8839; ist Obermenge von U+2287
&Theta; Θ die Funktion wächst genauso schnell wie U+0398
&times; × U+2A2F
&times; × U+2A2F
&times; × Direktes Produkt der Gruppen und U+2A2F
&times; × direktes Produkt der Vektorräume und U+2A2F
&times; × kartesisches Produkt der Mengen U+2A2F
&times; × Kreuzprodukt (Vektorprodukt) der Vektoren und U+2A2F
&trade;
&uarr;
&uarr; linksseitiger Grenzwert der Funktion für gegen U+2191
&Zopf; ganze Zahlen U+2124



Erstellt: 2011-07

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