Kovacik Guitars and Fretted Instrument Repair

  • Website: http://www.guitar-repair.com
  • Contact:
  • Location:

    • Scotia  NY, 12302
      USA
    • If you expect you'll need to drop by please email and we'll get you the directions you need.
  • Bio: Kovacik Guitars and Fretted Instrument Repair was founded in 1995 by luthier Steve Kovacik. At Kovacik Guitars you can order a custom flat top acoustic guitar, have your new or vintage/collectible guitar repaired, have CF Martin warranty repairs done, and select from an ever changing selection of fine vintage flat top guitars. Steve Kovacik has been building and repairing guitars for 20 years. The shop is always looking for fine quality vintage flat top guitars to buy, so if you've got something to sell send an email! OVERSEAS CUSTOMERS WELCOME!
  • Brands: CF Martin, Gibson, Larson Bros, Epiphone, Regal, Vega, etc...any and all quality made flat top guitars serviced, bought and sold.
  • Comments:
  • Policies:
    • Payment: Money order, personal check (must clear before item ships), cashier check, wire transfer, Paypal.
    • Shipping: I generally ship by UPS and will ship an item within 48 hours (usually the next day) of having received or cleared payment. Exact shipping costs will be added to the total for the buyer once the buyer has provided a shipping address. I insure everything for fulll purchase price.
    • Returns: Items are sold with a 48 hour approval period unless clearly marked "AS IS" in the listing. AS IS items are not returnable. If an item is going to be returned it is at the buyer's expense and the item must be shipped within 24 hours of the buyer notifying Kovacik Guitars of intent to return. Any returned items must be shipped in the original packaging and MUST be fully insured when returned. Once an item is returned to Kovacik Guitars and judged to be in the same condition as when originally sold a full refund will be issued.
  • Got questions or need more information?

    Request Gear Information








    Please add 5 and 4 and type the answer here: