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)
Festool Domino Rail Adaptor - DF 500 to Festool/Makita Guide Track Rail Connector Ships: Fast and Free Features: - Adapts Festool DM-500 to Festool and Makita rails for consistent straight cuts.
- Fits straight on to Domino, with thumb nuts (provided)
- Ideal for consistent cuts like furniture making
Supplied with: - 1 plate adaptor
- 2 thumb nuts
Note: This is not a (OEM) genuine original manufacturer part, this is an aftermarket alternative. Domino, and guide rails NOT INCLUDED! Postage: Postage and Packing is included in the price. Most items are shipped within 24hrs with Royal Main first class; however, some items can be within 3 days. Shipping to UK only. If outside of UK, please message for an enquiry. All customers should expect to receive their orders within 2-3 days maximum. If goods have not been delivered after 3 days, please contact us and we will be able to advise you of remedial action. Payment: Payment for item must be made within 7 days of sale or a dispute will be opened. Messages: We always respond to messages as promptly as possible. Messages sent when we are out of office evenings, weekends and Bank Holidays may not be answered until we return so do not think you are being ignored! 30 Day Returns/ Warranty: Items must be returned in a resaleable condition. Any parts returned under warranty will not be exchanged /refunded if found to be tampered with or stripped. If a part is reported to be faulty or broken, we will only give a refund or replacement once we have received the old item back and tested it. If a part number is supplied by the customer and is found to be the incorrect part number, postage will be charged again for return part to be dispatched. All damages/ shortages/ incorrect parts must be reported to us on receipt of goods. Any parts that become surplus to requirements, a re-stocking fee will be charged (plus all postage fees). Design: This is a registered design protected by the UK Patent office. Please do not copy our designs or we will take legal action if necessary. Copyright: The images in this listing belong to Adaptool Ltd. Please do not use our images. By purchasing this item you agree to the terms above. Adaptool Ltd reserves the right to change the terms, set out above, at any time. |