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Page | 3/3 | Date | 02.06.2018 | Size | 168.41 Kb. | | #52736 |
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) J-260, BHOSARI, PUNE 411026. E-mail: manartools@gmail.com, Web: www.manartools.com
LIST OF MEASURING INSTRUMENT
Sr.No
|
Description
|
Range
|
Least Count
|
01
|
Profile Projector
|
50 X, 20 X, 10 X
|
|
02
|
Vernier Caliper
|
0-300
|
0.02 mm
|
03
|
Digital Vernier Caliper
|
0-200
|
0.001mm
|
04
|
Snap Guage
|
0-500
|
0.001mm
|
05
|
Slip Guage
|
0-100
|
0.000 mm
|
06
|
Micrometer
|
0-300
|
0.01 mm
|
07
|
Dial
|
0-10
|
0.01 mm
|
08
|
Dial
|
0-5
|
0.002 mm
|
09
|
Lever Dial
|
0-1
|
0.002
|
10
|
ZOLLER MACHINE
|
Z=450mm(17.72”)
D=350 mm (13.78”)
|
-
|
For
MANAR TOOLS PVT LTD
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) J-260, BHOSARI, PUNE 411026. E-mail: manartools@gmail.com, Web: www.manartools.com
OUR MAJOR CUSTOMER LIST
Sr no
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Company Name
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01
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Mahindra & Mahindra Ltd
|
02
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Keihin Fie Pvt Ltd
|
03
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Bajaj Auto Ltd
|
04
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AVTEC LTD
|
05
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Tal Manufacturing Solutions Ltd
|
06
|
Hero Honda Motors
|
07
|
Tata Motors
|
08
|
Alicon Castalloy Ltd
|
09
|
Atlas Castalloy Ltd
|
10
|
Bharat Forge Ltd
|
11
|
Mahindra Forging Ltd
|
12
|
Larson & Toubro Ltd
|
13
|
Semco Electric Co Ltd
|
14
|
Bajaj Steel Ltd
|
15
|
Spaco Technologies (I) Pvt Ltd
|
16
|
Sandeep Metal Craft Pvt Ltd
|
17
|
Precision Camshaft Pvt Ltd
|
18
|
Menon Piston Ltd
|
19
|
Menon & Menon Ltd
|
For
MANAR TOOLS PVT LTD
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