ESD-Safe Semi-Firm Brush Flat 1/2" Conductive Fibers with Polypropylene Handle, Nylon Bristle, 6.1"L
Hisco #:35694-34174
MFG #:35694
Our Price: $18.40 EA
List Price: Availability: 57 In Stock
Manufacturer Estimated Lead Time When Not In Stock: 15 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
| Quantity | Price | Save |
|---|---|---|
| 1 | 18.40 | |
| 3 | 17.70 | Save |
The Menda 35694 is a flat conductive brush with conductive yarn and horse hair bristles.
Menda 35694 Features:- Product Type: Conductive Brush
- Color: Black
- Primary Color: Black
- Shape: Flat
- Bristle Material: Conductive Yarn Horse Hair
- Handle Material: Polypropylene
- Material Category: Plastic
- Overall Length: 6.1in
- Bristle Length: 0.5in
- Bristle Width: 0.59in
- Product Type: Conductive Brush
- Color: Black
- Primary Color: Black
- Shape: Flat
- Bristle Material: Conductive Yarn Horse Hair
- Handle Material: Polypropylene
- Material Category: Plastic
- Overall Length: 6.1in
- Bristle Length: 0.5in
- Bristle Width: 0.59in
Product Description
Technical Information
SDS/TDS
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Product Description
The Menda 35694 is a flat conductive brush with conductive yarn and horse hair bristles.
Menda 35694 Features:- Product Type: Conductive Brush
- Color: Black
- Primary Color: Black
- Shape: Flat
- Bristle Material: Conductive Yarn Horse Hair
- Handle Material: Polypropylene
- Material Category: Plastic
- Overall Length: 6.1in
- Bristle Length: 0.5in
- Bristle Width: 0.59in
- Product Type: Conductive Brush
- Color: Black
- Primary Color: Black
- Shape: Flat
- Bristle Material: Conductive Yarn Horse Hair
- Handle Material: Polypropylene
- Material Category: Plastic
- Overall Length: 6.1in
- Bristle Length: 0.5in
- Bristle Width: 0.59in
Technical Information
Brand: Menda
Availability: In Stock
Weight: 0.029
Country Of Origin: IL
Harmonized Code: 9603.90.8050
UPC Code: No UPC
Additional Resources
Our Price: $18.40 EA
List Price: Availability: 57 In Stock
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1