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Formed in 1971, Labfacility
specialize in the field of
Quality and Service are key
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Technical support is always freely
experienced technical sales teams
and the company has ISO9001
temperature and process technology
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Thin Film (Pt100 & Pt1000 Ohm)
Dimensions & Tolerance Class
Pt100, 2 x 5.0mm, Class A
Pt100, 2 x 5.0mm, Class B
Pt100, 2 x 5.0mm, 1/3 din
Pt100, 2.0 x 10mm, 1/3DIN
Pt100, 2.0 x 2.3mm, Class A
Pt100, 2.0 x 2.3mm, Class B
Pt100, 2.0 x 2.3mm, 1/3DIN
Pt100, 1.2 x 4.0mm, Class A
Pt100, 1.2 x 4.0mm, Class B
Pt100, 1.2 x 1.6mm, Class A
Pt100, 1.2 x 1.6mm, Class B
Pt100, 1.0 x 3.0mm, Class A
Pt100, 1.0 x 3.0mm, Class B
Pt100 Elements, Thin Film (100 Ohm)
Pt100 elements to IEC751 Class A , B and
Suitable for surface & immersion
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Fundamental interval (0°C to 100°C):