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Gel Polish Sealer Relax * Satin * TOP - satin delicate gloss
3 weeks shelf life are no longer a problem !
TOP Special Satin Gel for relaxation Hybryd products is a special protective gel dünnviskoses .
It forms a solid , durable retaining protective layer in front of your manicure
Scratches and fading under the action of UV rays.
It can absorb Relax gel can be applied.
The gel is applied very easily - there is already the brush in the bottle.
One advantage they get a high polymerization rate :
only 2 minutes in the 36 W lamp.
The specialty is thin viscous gel it takes is a thin layer applied .
** New **
- UV - gel coated in opaque bottle brush
- The perfect complement as the base and final layer of our Gel Polish -
- Satin TOP Special gel for rest and relaxation products Hybryd
- Satin TOP can also be used as a finishing gel for acrylic or gel nail sets are
- Perfect Satin gloss after curing
- TOP Satin is self-smoothing
- 2 minutes in the 36 W lamp
- Can be integrated in the handle of the brush easily ( recommended for beginners )

Zapisz ZapiszZapiszZapisz |
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This product was added to our catalog on Tuesday 26 June, 2018. |
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Product 65 of 65
by manufacturer TITAN COSMETICS |
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Glass bottle, 8 ml, black |
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| Glass bottle
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Height with cap: 82mm
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145 - Table './naildesign_roboczy/counter' is marked as crashed and should be repaired
select startdate, counter from counter
[TEP STOP]
1062 - Duplicate entry '1_usucache_cPath' for key 'PRIMARY'
INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('1_usucache_cPath', 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', '2026-02-13 16:37:53')
[TEP STOP]
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