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  Catalog » Naildesign » Gummy base WHITE elastic repair system LED & UV 8ml - new Collection 2026 TPO & Hema free
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Gummy base WHITE elastic repair system LED & UV 8ml - new Collection 2026 TPO & Hema free
Your Price: 4,25 EUR
4,25 EUR
Quantity:  
Gummy base WHITE elastic repair system LED & UV 8ml  - new Collection 2026 TPO & Hema free
Catalog Number Gummy base candy
Manufacturer Info Titan Nail Design
Availability Available
Description
Links
 
 BUILD BASE Repair

- new Collection 2026 TPO & Hema free

gel polish BASE

HOT SELLER



 

can be used as:

base for Gel Polishapply alone - you get the natural shade of the nail plate
ideal for french style
ideal for baby boomer style medium thick - perfect creamy consistency

self-leveling


STEP BY STEP:

matt, apply the primer to the nail plate (or not - it is optional), wait a moment and apply Build Base

harden in a lamp, apply the second layer, apply a colour, or make French or other nail art  

here are the next steps up to you 


CURING

  LED - 60 sec.
  UV - 120 sec.
 

This product was added to our catalog on Friday 08 October, 2021.
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', '2026-03-11 21:50:49')

[TEP STOP]