home
***
CD-ROM
|
disk
|
FTP
|
other
***
search
/
AOL File Library: 9,300 to 9,399
/
9300.zip
/
AOLDLs
/
HTML & Web Tools (MAC)
/
RTF_ RTFtoHTML v 3.9.3
/
R2HPPC.sit
/
r2h
/
html-map.v4
< prev
next >
Wrap
Text File
|
1997-09-05
|
6KB
|
392 lines
SilentlyIgnored ""
ETH Ð
eth ð
THORN Þ
thorn þ
A A
a a
aacute á
Aacute Á
acircumflex â
Acircumflex Â
acute ´
Adieresis Ä
adieresis ä
AE Æ
ae æ
agrave à
Agrave À
aleph ℵ
Alpha Α
alpha α
ampersand &
angle ∠
angleleft 〈
angleright 〉
apostrophe "'"
apple "[apple]"
approxequal ≈
aring å
Aring Å
arrowboth ↔
arrowdblboth ⇔
arrowdbldown ⇓
arrowdblleft ⇐
arrowdblright ⇒
arrowdblup ⇑
arrowdown ↓
arrowhorizex "-"
arrowleft ←
arrowright →
arrowup ↑
arrowvertex "|"
asciicircum ^
asciitilde ~
asterisk *
at @
atilde ã
Atilde Ã
B B
b b
backslash \
bar |
Beta Β
beta β
braceleft {
braceright }
bracketleft [
bracketright ]
breve ˘
brvbar ¦
bullet •
C C
c c
caron ˇ
carriagereturn "[carriagereturn]"
carriagereturnmark ↵
Ccedilla Ç
ccedilla ç
cedilla ¸
cent ¢
Chi Χ
chi χ
circlemultiply ⊗
circleplus ⊕
circumflex ˆ
club ♣
colbrk "[colbrk]"
colon :
comma ,
congruent ≅
copyright ©
copyrightsans ©
currency ¤
D D
d d
dagger †
daggerdbl ‡
degree °
delta δ
Delta Δ
Dhatch Ð
dhatch ð
diamond ♦
dieresis ¨
divide ÷
dollar $
dotaccent ˙
dotlessi ı
E E
e e
Eacute É
eacute é
Ecircumflex Ê
ecircumflex ê
Edieresis Ë
edieresis ë
Egrave È
egrave è
eight 8
element ∈
ellipsis ...
emdash —
emptyset ∅
endash –
Epsilon Ε
epsilon ε
equal =
equivalence ≡
Eta Η
eta η
exclam !
exclamdown ¡
existential ∃
F F
f f
fi fi
five 5
fl fl
florin ƒ
formula "[formula]"
four 4
fraction ⁄
G G
g g
Gamma Γ
gamma γ
germandbls ß
greater >
greaterequal ≥
GreekJ ϑ
Greekj ϕ
guillemotleft «
guillemotright »
guilsinglleft ‹
guilsinglright ›
H H
h h
half ½
hammer ϒ
heart ♥
hungarumlaut ˝
hyphen -
I I
i i
Iacute Í
iacute í
Icircumflex Î
icircumflex î
Idieresis Ï
idieresis ï
Ifraktur ℑ
Igrave Ì
igrave ì
infinity ∞
integral ∫
integralbot ⌡
integralmid "[integralmid]"
integraltop ⌠
intersection ∩
invtee ⊥
Iota Ι
iota ι
J J
j j
K K
k k
Kappa Κ
kappa κ
L L
l l
Lambda Λ
lambda λ
lbracebot "[lbracebot]"
lbracemid "[lbracemid]"
lbracetop "[lbracetop]"
lbrackbot ⌊
lbrackmid "[lbrackmid]"
lbracktop ⌈
less <
lessequal ≤
logicaland ∧
logicalnot ¬
logicalor ∨
longbar |
lozenge ◊
lparenbot "[lparenbot]"
lparenmid "[lparenmid]"
lparentop "[lparentop]"
M M
m m
macron ¯
mathasterisk *
mathdot ⋅
mathequal =
mathminus -
mathnumbersign #
mathplus +
mathtilde ~
micro µ
minute ′
mu μ
Mu Μ
multiply ×
N N
n n
newline <br>
nine 9
nobrkhyphen -
nobrkspace
notelement ∉
notequal ≠
notsubset ⊄
Ntilde Ñ
ntilde ñ
Nu Ν
nu ν
numbersign #
O O
o o
Oacute Ó
oacute ó
Ocircumflex Ô
ocircumflex ô
Odieresis Ö
odieresis ö
OE Œ
oe œ
ogonek ˛
Ograve Ò
ograve ò
Omega Ω
omega ω
omegahat ϖ
Omicron Ο
omicron ο
one 1
opthyphen
ordfeminine ª
ordfemininebar ª
ordmasculine º
ordmasculinebar º
Oslash Ø
oslash ø
otilde õ
Otilde Õ
P P
p p
pagebrk "<!--PAGE-->"
paragraph <p>
paramark ¶
parenleft (
parenright )
partialdiff ∂
percent %
period .
periodcentered ·
perthousand ‰
Phi Φ
phi φ
Pi Π
pi π
plus +
plusminus ±
product ∏
propersubset ⊂
propersuperset ⊃
proportional ∝
Psi Ψ
psi ψ
Q Q
q q
quarter ¼
question ?
questiondown ¿
quotedbl '"'
quotedblbase „
quotedblleft “
quotedblright ”
quoteleft ‘
quoteright ’
quotesinglbase ‚
R R
r r
radical √
raisea <sup>a</sup>
raiseone ¹
raisethree ³
raisetwo ²
rbracebot "[rbracebot]"
rbracemid "[rbracemid]"
rbracetop "[rbracetop]"
rbrackbot ⌋
rbrackmid "[rbrackmid]"
rbracktop ⌉
reflexsubset ⊆
reflexsuperset ⊇
registered ®
registersans ®
Rfraktur ℜ
Rho Ρ
rho ρ
ring ˚
rparenbot "[rparenbot]"
rparenmid "[rparenmid]"
rparentop "[rparentop]"
S S
s s
script_phi ϕ
second ″
section §
semicolon ;
seven 7
shy
Sigma Σ
sigma σ
Sinvcircumflex Š
sinvcircumflex š
six 6
slash /
smp þ
smpbold Þ
space " "
spade ♠
sterling £
subset ⊂
suchthat ∋
summation ∑
superset ⊃
T T
t t
tab "\t"
Tau Τ
tau τ
therefore ∴
Theta Θ
theta θ
three 3
threequarter ¾
tilde ˜
trademark ™
trademarksans ™
triangle ∇
two 2
U U
u u
Uacute Ú
uacute ú
Ucircumflex Û
ucircumflex û
Udieresis Ü
udieresis ü
Ugrave Ù
ugrave ù
underscore _
union ∪
universal ∀
uppscore ¯
Upsilon Υ
upsilon υ
V V
v v
varsigma ς
W W
w w
weierstrass ℘
X X
x x
Xi Ξ
xi ξ
Y Y
y y
yacute ý
Yacute Ý
ydieresis ÿ
Ydieresis Ÿ
yen ¥
Z Z
z z
zero 0
Zeta Ζ
zeta ζ