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B
BR
RI
IG
GH
HT
T
L
LE
ED
D
E
EL
LE
EC
CT
TR
RO
ON
NI
IC
CS
S
C
CO
OR
RP
P.
.
B
BM
M-
-1
12
24
48
88
8N
ND
D
Ver.2.0 Page 1 of 3
SINCE 1981
● Package Dimensions :
Notes:
1. All dimensions are in millimeters(inches).
2. Tolerance is ±0.25mm(.01")unless otherwise
specified.
3. Specifications are subject to change without
notice.
● Features :
1. 1.9 inch (47.7mm) matrix height.
2. Dot size 5.00mm.
3. Low power requirement.
4. Excellent characters appearance.
5. Solid state reliability.
6. Multiplex drive , column a cathode com.
and row anode com.
7. Single color available.
8. Categorized for luminous intensity.
9. Stackable vertically and horizontally.
● Description :
1. The BM-12488ND is a 47.7mm(1.9")
matrix height 8×8 dot matrix display.
2. This product use hi-eff red chips, which
are made from GaAsP on GaP substrate.
3. This product have a black face and 0
white dots.
4. This product doesn't contain restriction
substance, comply ROHS standard.
● Internal Circuit Diagram :
`
佰鴻工業股份有限公司
http://www.brtled.com