FontZip

Download Font Ancient Geek

Updated 12/20/2017 8:46:52 PM

Release note:

Have you ever tried to read Greek lettering (like the name of a
fraternity) pronouncing each letter like the Latin letter it looks
like instead of how the Greek letter is supposed to be pronounced?
That is what this font is based on. I took all the Greek letters
and matched them up with the Latin alphabet letters they look like.
Delta, for instance, shows up as an A. I threw out all the Greek
letters that didn't look like anything and filled in the remaining
characters with the regular Latin alphabet. The result is that you
can type out a phrase and it will look like Greek lettering while
being perfectly readable English.

Ancient Geek fontis licensed as Freeware

Download (93.85 KB)
Files In Archived
1GEEK.TTF
2webGEEK.ttf
3GEEK.TXT
4Ancient Geek_1.png
5webGEEK.css
6webGEEK.eot
7webGEEK.woff

Using Ancient Geek font on your website

Customize preview Ancient Geek Font

Ancient Geek Font Sample Character

Ancient Geek Font Character

Ancient Geek Font Character Map

Basic Latin

!

!

!
"

"

"
#

#

#
$

$

$
%

%

%
&

&

&
'

'

'
(

(

(
)

)

)
*

*

*

+
,

,

,
-

-

-
.

.

.
/

/

/
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
:

:

:
;

;

&#59;
<

<

&#60;
=

=

&#61;
>

>

&#62;
?

?

&#63;
@

@

&#64;
A

A

&#65;
B

B

&#66;
C

C

&#67;
D

D

&#68;
E

E

&#69;
F

F

&#70;
G

G

&#71;
H

H

&#72;
I

I

&#73;
J

J

&#74;
K

K

&#75;
L

L

&#76;
M

M

&#77;
N

N

&#78;
O

O

&#79;
P

P

&#80;
Q

Q

&#81;
R

R

&#82;
S

S

&#83;
T

T

&#84;
U

U

&#85;
V

V

&#86;
W

W

&#87;
X

X

&#88;
Y

Y

&#89;
Z

Z

&#90;
[

[

&#91;
\

\

&#92;
]

]

&#93;
^

^

&#94;
_

_

&#95;
`

`

&#96;
a

a

&#97;
b

b

&#98;
c

c

&#99;
d

d

&#100;
e

e

&#101;
f

f

&#102;
g

g

&#103;
h

h

&#104;
i

i

&#105;
j

j

&#106;
k

k

&#107;
l

l

&#108;
m

m

&#109;
n

n

&#110;
o

o

&#111;
p

p

&#112;
q

q

&#113;
r

r

&#114;
s

s

&#115;
t

t

&#116;
u

u

&#117;
v

v

&#118;
w

w

&#119;
x

x

&#120;
y

y

&#121;
z

z

&#122;