Download Font Big Easy

Updated 12/20/2017 4:07:06 PM


Release note:


http://www.youtube.com/tattoowoo

You may use this version of 'Big Easy' for personal use only but if you wish to use it commercially you will need to purchase a license. Please visit http://www.tattoowoo.com for details. Or alternatively contact me at [email protected]

Big Easy font is licensed as Freeware, Non-Commercial, created by Jonathan S. Harris If this font helpful and you want contact to author or donate to author via paypal.

Download (543.56 KB)
Files In Archived
1Big Easy.ttf
2webBig Easy.ttf
3License - READ THIS.txt
4Big Easy.png
5webBig Easy.css
6webBig Easy.eot
7webBig Easy.woff

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Big Easy Font Sample Character

Big Easy Font Character

Big Easy 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;
{

{

&#123;
|

|

&#124;
}

}

&#125;
~

~

&#126;

Latin-1 Supplement

©

©

&#169;
­

­

&#173;
®

®

&#174;
×

×

&#215;
´

´

&#180;
·

·

&#183;
÷

÷

&#247;

Greek and Coptic

;

;

&#894;

General Punctuation

&#8216;

&#8217;

&#8220;

&#8221;

&#8218;

&#8222;

Mathematical Operators

&#8722;

&#8729;