
Astrak uk ltd
Bottom Roller Bolt for Case CX130B
Reviewed byOrganicDiscount TeamUpdated 4 Jun 2026
Best price available
£2.00
From £2.00 across 1 merchant
Designed to fit the Case CX130B, our Hardware is the ideal choice for all operators looking for quality and value Coarse pitch 10.9 grade High tensile Specification Machine Case Model CX130 Product Undercarriage Hardware Size M16 Torque Value 350Nm or 258Ft Lb
Price Analysis
Fair Price
The current price is around the average. It's a reasonable time to buy.
Current Best
£2.00
Average Price
£2.08
Lowest Ever
—
Highest Ever
—
Compare Prices (1 merchant)
Compare prices for Bottom Roller Bolt for Case CX130B
| Merchant | Price | Shipping | Total | Status | |
|---|---|---|---|---|---|
Ep Epd Uk Best Price | £2.00 | — | £2.00 | Out of Stock | Go to Store |
Price Alert
Get notified when the price drops. No account required.
Product Details
| Brand | Astrak uk ltd |
| Merchant | Epd Uk |
| MPN | BL016/060/2.0 |
You might also like
Browse all products →Frequently Asked Questions
What is the best price for Bottom Roller Bolt for Case CX130B?+
The best price for Bottom Roller Bolt for Case CX130B is currently £2.00 from Epd Uk. We compare prices across 1 merchant to find you the lowest price.
How do I get notified when Bottom Roller Bolt for Case CX130B drops in price?+
You can set a free price alert on this page — just enter your email and your target price. We'll email you as soon as the price drops to that level. No account needed.
Is Astrak uk ltd a good brand?+
We compare Astrak uk ltd products across multiple UK merchants to help you find the best deals. Check our Astrak uk ltd brand page for more products and price comparisons.
How we make money
OrganicDiscount is free to use. When you click a link to a merchant and make a purchase, we may earn a small affiliate commission at no extra cost to you. This helps us keep the site running and continue comparing prices across UK retailers. Our rankings and recommendations are never influenced by commission — we always show the lowest price first.

