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)
Useful with a variety of Shimadzu electronic balances Easily connects to a balance using the provided cable.
![](https://www.shimadzu.com/an/sites/shimadzu.com.an/files/d7/ckeditor/an/balance/printer/n9j25k00000m0utp-img/n9j25k00000m0v4a.jpg)
Features
|
8-pin reciprocating impact dot matrix |
Speed Approx. 1.7 lines/sec |
Printer head life : 1 million lines |
Character size : Approx. W1.7 mm × H2.6 mm |
Built-In Clock |
Enhanced Support for ISO/GLP |
Automatically sets the appropriate communication with a balance |
Includes statistic calculation functions |
Display OLED 128 × 64 Dot Matrix Display |
Specifications
|
Print Method |
Dot impact |
Inking |
Ink ribbon black print |
Print Format |
24 digits/line (5 x 7 dot matrix) |
Print Speed |
2.7 lines/sec. (mechanical printing performance) |
Character Size |
Approx. 1.7 mm (W) x 2.6 mm (H) |
Printer Paper |
W57.5 mm x dia 50 m standard paper / Labelling |
Printer Mechanism Durability |
1 million lines |
Operating Temperature |
5 °C to 40 °C |
Power Source |
AC adaptor (9 V DC/2 A) or alkaline dry cells (6 AA batteries) Battery life: Approx. 10 hours (printing 1 line/5 sec.) |
Interface |
RS-232 DB9 |
Dimensions |
154 mm (W) x 215 mm (D) x 78.5 mm (H) |
Weight |
Approx. 630 g |
Functions |
Statistic calculations (no. of data points, total, maximum value, |
minimum value, range, average value, standard deviation) |
Turns ON/OFF balance’s autoprint function |
PRINT command |
TARE command |
WindowsDirect function compatibility |
Accessories |
AC adaptor, paper roll (1 roll), ink ribbon cartridge (1), connection cable |
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