PLAIN PLUG GAUG DIA 12+0.01/+0.06

PLAIN PLUG GAUG DIA 12+0.01/+0.06

Brand : GENERIC
PLAIN PLUG GAUG DIA 12+0.01/+0.06

IL PART NO: 12941

ARTICLE / MANUFACTURER PART NO:
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1A Micro Ohms Meter

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DIGITAL VERNIER CALIPER 0-300 MM

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COATING THICKNESS GAUGE 0-2000UM MATRIX

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PORTABLE WEIGHING SCALE 500x500mm , Max Weight: 300kg, Min weight: 1kg, Accuracy: 50grm

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PLAIN PLUG GAUG DIA 12+0.01/+0.06

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PLAIN PLUG GAUG DIA 4.0+0.01/+0.08

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PLAIN PLUG GAUGE DIA 4.0+0.01/+0.06

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DIGITAL VERNIER 0-300MM BT SMART

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Digital Vernier Caliper 0-300 mm LC 0.01 inch/matrix with data output

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Anemometer

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15 Mtr Measuring Tape fiber

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Lab Equipments

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DIAMOND-BLACK BALL INDENTOR(HARDNESS TESTER ROCKWELL)

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HRB-1/16 INCH BALL (RED) INDENTOR (ROCK WELL)

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High & Low Setting Rings to check ID. 50.000/50.100mm (0.001mm)

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AIR PLUG GAUGE 50.05 (+0.05,- 0.05)mm

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Engine hour meter assly

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Steel Rule - 2000mm, Width 35mm x Thickness 2.0mm

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Steel Rule Scale - 15, 30 ,60 cm (Pack of 3)

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Vertex Zero setter

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Coating Thickness Gauge

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Coating Thickness Gauge with Calibration

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Cross Hatch Tester

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MACHINIST SQUARE WITH WIDE BASE, DIN875 grade 2

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Go No-Go Gage GO .625 NO-GO .632

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Go No-Go Gage GO .428 NO-GO .435

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Tubular Inside Micrometer (Plain Face)

50M LASER DISTANCE METER

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TRUE RMS MULTIMETER

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Plunger Type Dial Gauge 0.01 mm x 10 mm

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LINEAR GUIDE

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Sharp Edge Tester Kit

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External Micrometer

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Diesel Measurement Scale

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ELECTRONIC WEIGHING BALANCE

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THREAD PITCH GAUGE

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FILLET WELD GAGE

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FILLET WELD GAUGE

M3X0.5 TRG NOGO 6H

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50 Mtr. Measuring Tape

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COATING TICKNESS METER

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Vernier caliper 0-1000 mm

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DIGITAL LEVEL BEVEL PROTRACTER 4X90°

DIGITAL LEVELER (GLL 3-15X), Working Range: 15m

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DIGIMATIC CALIPER SPC OUTPUT

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Master Ring gauge M8

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Master Ring gauge M6

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Master Ring gauge M5

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Master Ring gauge M4

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Master Ring gauge M3

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Thread Plug Gauge M8X1.25-6G

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

Thread Plug Gauge M6X1-6G

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

Thread Plug Gauge M5X0.8-6H

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

Thread Plug Gauge M2X0.45-6H

M2.5X0.45 TRG NOGO 6H

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Scriber For Height Guage

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Measuring Tape 5 mtr

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LONG JAW VERNIER CALIPER (0-1000MM)

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Digimatic Caliper with SPC output

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Spirit level 300mm

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2 Khz Precision LCR Meter

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EXTENSION FOR BAKER DIAL - 10MM

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EXTENSION FOR BAKER DIAL - 20MM

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STEEL STRAIGHT EDGES 1000x50x12MM HARDENED

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Straight Edge 600x40x8MM

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Straight Edges 0-1000mm

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Straight Edge - 0.9 Meter

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Cross hatch test instrument

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Scriber for Height Gauge

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Digimatic Indicator

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BLADE MICROMETER 0 to 25MM Mode

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DIGITAL CALIPER 0-200

LEVEL GAUGE - SLM 1012

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Radius Guage 1-7mm

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Radius Guage 1-7mm

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Radius Guage 15.5-25mm

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/9k=

Portable surface roughness tester SJ210

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1000V Megger,Analog, 200megha ohms

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TRY SQUARE - 200/150mm

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Digimatic Height Gauge Single Column

FORCE GAUGE (PUSH PULL GAUGE) FB-30K

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NF 10433 HOLDING SYSTEM

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Digital point micro meter

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Distance measuring unit