Super Lowest Price Tire Puncture Seal - 2-PC SHORT DUALIE ACORN 1.20’’ Tall 13/16’’ HEX – Fortune
Super Lowest Price Tire Puncture Seal - 2-PC SHORT DUALIE ACORN 1.20’’ Tall 13/16’’ HEX – Fortune Detail:
Product Details
● 13/16’’ HEX
● 1.20’’ Overall Length
● 60 Degree Conical Seat
● 2 piece design: Lug nuts prevent incorrect torque readings due to the wheel bolt contacting the inside of the lug nut before it is in position with the wheel.
● Durable construction
Multiple thread size available
|
2-PC SHORT DUALIE |
|
|
Thread Size |
Part# |
|
7/16 |
1552S |
|
1/2 |
1554S |
|
12mm 1.25 |
1556S |
|
12mm 1.50 |
1557S |
How often should you replace lug nuts?
Lug nuts should be re-tightened during scheduled maintenance or every 10,000 miles as recommended by the manufacturer. As far as replacement is concerned, when your lug nuts fall off or show the first signs of damage, replace them.
Product detail pictures:
Related Product Guide:
Our organization sticks to your principle of "Quality may be the life of your organization, and reputation will be the soul of it" for Super Lowest Price Tire Puncture Seal - 2-PC SHORT DUALIE ACORN 1.20’’ Tall 13/16’’ HEX – Fortune , The product will supply to all over the world, such as: Belarus, Israel, Ghana, It using the world's leading system for reliable operation, a low failure rate, it suitable for Argentina customers choice. Our company is situated within the national civilized cities, the traffic is very convenient, unique geographical and economic conditions. We pursue a people-oriented, meticulous manufacturing, brainstorm, build brilliant" business philosophy. Strict quality management, perfect service, reasonable price in Argentina is our stand on the premise of competition. If necessary, welcome to contact us by our website or phone consultation, we'll be happy to serve you.
By EliecerJimenez from Orlando - 2017.04.28 15:45
This is a very professional and honest Chinese supplier, from now on we fell in love with the Chinese manufacturing.
By Kim from Stuttgart - 2017.09.29 11:19
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