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![](https://ti2.auctiva.com/ti/itemplate/curve_tp.gif)
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![](https://ti2.auctiva.com/ti/itemplate/curve_tprt.gif) |
![](https://ti2.auctiva.com/ti/itemplate/curve_lft.gif) |
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Coax Cable Jumpers | 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)
| RG-213 Coaxial Cable Jumper
| | RG-213 cable with black sheath, Hand soldered Amphenol™ PL-259 connectors. - 98% Braided copper shield
- Stranded Copper center conductor
- Polyethylene dielectric
- Extra-flexible jacket
- Nominal Impedance 50 Ohm
- Velocity of propagation 66%
- Outer diameter .405"
- High quality
- Hand soldered
- Amphenol® connectors.
- Handmade in the U. S. A.
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Payment expected to be received within 7 days of listing close.
We ship usually within 48 hours of placing the order during business days. Orders placed over the weekend, Mondays or on holidays will be processed the next business day.
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International: Shipments via USPS to Canada and select additional countries. Any duties, tariffs or other government fees are the responsibility of the buyer.
Shipping may be combined with other auctions, bid and win each auction and then pay ONCE under one invoice to receive combined shipping.
Feedback: If you are unhappy with your shopping experience please contact us before leaving feedback so that we can correct any problems and make you happy.
Refunds & Returns: We offer a 30 day return policy on unopened or defective items. Once the return item has been received we will first try to resolve the problem, if we cannot we will ship you a new item or we will credit your card/PayPal account, or issue you a store credit (your preference). All shipping & handling charges are non-refundable. No refunds will be given if there are alterations or modifications to the item or if 30 days past the purchase date. Please contact us in advance to obtain Return Authorization.
We are a CB Radio and Electronics shop operating in South Florida and been in this business for ** 39 years **. We are a REAL store, with a REAL storefront and a REAL repair facility. We have REAL people here and REAL licenses and all the proper credentials. We are not an imaginary Internet fly by night business. We sell, install and service CB radios and like equipment.
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BellsCB a div of CAT Enterprises 5051 NE 12Th Ave. Oakland Park FL. 33334 954-771-8161 | | |
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