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| Tanning Canopy - SunQuest 2000s |
$1069.00 |
| SunQuest 2000s - 10 Bulb Tanning Canopy Featuring Wolff Tanning Bulbs |
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To read about the SunQuest Tanning Canopies, please go to our "Tanning Canopies" page.
Click on the button at the top of the page that reads, "Tanning Canopies"
Safe Delivery Guarantee: our company (Saidel Incorporated & SummerTan.com) guarantees safe and undamaged delivery of your SunQuest tanning canopy. If there is any damage done to your canopy during shipping it will be promptly repaired or replaced. These units are very well built and are packaged very well, so it is very rare that damage would occur, but if it does we will take care of it. Order Cancellation or Delivery Refusal: these are large items that are expensive to ship, so please be sure of your decision to purchase before placing your order. Orders that are cancelled or refused (change your mind and don't accept the delivery) are subject to a 20% restocking fee, and you must pay for the shipping fees to and from the warehouse. Once the canopy has left the warehouse (shipped out) the 20% restocking fee, plus shipping fees, will apply if you cancel the order or refuse delivery. If your order is placed with us and subsequently cancelled prior to shipping, a 5% order cancellation fee will be applied. Return Policy: we cannot accept used units back into stock so there are no returns accepted. We remind you that all SunQuest tanning canopies come with a manufacturers warranty to cover you in the very rare event there are problems or defects with your canopy. These are high quality units with an excellent reputation in the tanning industry, but we only sell new units - therefore we cannot accept used units back. With the high expense of shipping, factory inspection & testing, replacing used bulbs with new, and reinstating the manufacturers warranty, it makes returns unfeasible.
Price: $1,069.00
CANCELATION OR REFUSAL OF DELIVERY FEE: if you refuse delivery or cancel your order after it has shipped there is a 20% factory restocking fee, plus the cost of shipping both ways.
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