Description- Easy to Use
- Unit remains cleaner
- Excellent heat storage
- Protects the control elements from dirt.
- Even temperature throughout the pot.
- Operates both in Celsius or Fahrenheit (°C/°F).
- This wax pot is designed to melt a variety of wax.
- Excellent heat conductivity, long lasting, and easy to use.
- Adjustable temperature setting from 60°C to 110°C (110-230°F)
- The sloping edge of the pot permits wax to drip back into the pot
- Built-in memory chip to memorize the previous working temperature even after turning off power
- It can quickly heat the wax and keep in its liquid condition without changing its physical properties.
Details
Power voltage: 220V or 110V 50HZ /60HZ
Rated input power:120w
Protection class:IP20
Gross weight: 0.50KG
Size: 14×10.5×7.5CM
Dental Lab Equipment Portable Wax Heater Pot LED Melting Dipping
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)
Shipping
- Your product will be dispatched within 48 hours of receipt of payment. We only ship to confirmed PAYPAL address. Please ensure your PAYPAL address match your shipping address. If you have not received your shipment within 30 days from payment, please contact us firstly. We will track the shipment and get back to you as soon as possible with a reply. Our goal is customer satisfaction! We don’t responsible for failure delivery due to wrong shipping address
- We guarantee all of our items are brand new and are of high quality. Please contact us as soon as possible in the event your product is damaged or defective due to shipping or packing error. Our service team is willing to solve the problem for you. Please do not leave the negative feedback directly. Negative feedback does not help to solve your problem. We hope all our customer have a happy purchase in our store.
Sales Policy
- We accept payment by PayPal only. PayPal enables you to send payment quickly and securely online.
Return & Refund policy
- We accept returned in some exceptional cases, please contact us before return item(s) otherwise returned item(s) will not be accepted. Buyer is responsible for return shipping cost and we will ship the replacement or make the refund within 2 days after returned item is received. If it is our fault, we will be responsible for the return postage. Return item must be shipped within 5 days.
- Please note: Please return the product in good condition. It is better returned in original condition.
At Shaind Center store,our customers always come first. If you satisfy with our product, please don’t hesitate to leave your Positive Feedback.
Your Satisfaction is what most we are willing to see ! ! !