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Une belle commode HAPPY ANIMAL pratique et élégante , dont le design saura apporter de la tendresse aux plus jeunes, des meubles dont la sécurité et la beauté ont été les maîtres mots de la conception jusqu'à la fabrication. Ces meubles HAPPY ANIMAL répondent aux dernières normes en vigueur en Europe.
Largeur (mm): 600
Profondeur (mm): 450
Hauteur (mm): 890
Propriétés:
Façades MDF peinture mat traitement anti UV
Gravure 3D unique
Panneau stratifié résistant à l'usure.
Coins arrondis pour une sécurité accrue
BLUM® système de fermeture "soft closing" pour la sécurité des mains des enfants
Matériaux:
MDF 16mm (avant), panneau stratifié 18mm (corps principal), HDF 3,5mm (paroi arrière)
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Commode MINNIE MOUSE
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Commode ORCHID VIOLET, 90cm
Commode MAGIC PRINCESS, 90cm
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int(46680527995305)
[174]=>
int(98593888638294)
[175]=>
int(246400203347701)
[176]=>
int(141112385262864)
[177]=>
int(36641030835723)
[178]=>
int(26113110656225)
[179]=>
int(155480205207772)
[180]=>
int(52140550217618)
[181]=>
int(242212498822913)
[182]=>
int(252662493663733)
[183]=>
int(121171359902406)
[184]=>
int(16916271284068)
[185]=>
int(199592906140745)
[186]=>
int(149349614683782)
[187]=>
int(280376185872283)
[188]=>
int(6225569950210)
[189]=>
int(43951725892108)
[190]=>
int(230986292574984)
[191]=>
int(19856464351525)
[192]=>
int(190172862455723)
[193]=>
int(139181668820919)
[194]=>
int(92620113139045)
[195]=>
int(219782994140472)
[196]=>
int(87427841862796)
[197]=>
int(247856907716285)
[198]=>
int(203637898618967)
[199]=>
int(224345468628213)
[200]=>
int(146938791847902)
[201]=>
int(227083024820855)
[202]=>
int(9179529136228)
[203]=>
int(159362642857941)
[204]=>
int(224192783533134)
[205]=>
int(187589292302862)
[206]=>
int(6901326930332)
[207]=>
int(176581857844095)
[208]=>
int(14928150613786)
[209]=>
int(43166748159540)
[210]=>
int(151792680414648)
[211]=>
int(48016031406368)
[212]=>
int(278041836610768)
[213]=>
int(151296617561908)
[214]=>
int(59189422193167)
[215]=>
int(263454294408560)
[216]=>
int(267071647398890)
[217]=>
int(180790183173274)
[218]=>
int(245306254695091)
[219]=>
int(206431758158317)
[220]=>
int(147209239212929)
[221]=>
int(138267430671772)
[222]=>
int(219460337677275)
[223]=>
int(46351012352628)
[224]=>
int(183192062131157)
[225]=>
int(180931609704139)
[226]=>
int(373003891643535)
[227]=>
int(249696551093794)
[228]=>
int(179061004778572)
[229]=>
int(341004621441691)
[230]=>
int(306576222611188)
[231]=>
int(184552937332730)
[232]=>
int(317897787630098)
[233]=>
int(283166881176111)
[234]=>
int(499134213067178)
[235]=>
int(414990989643310)
[236]=>
int(418082604508968)
[237]=>
int(197101206620049)
[238]=>
int(255910947631050)
[239]=>
int(530090940772809)
[240]=>
int(21424688196928)
[241]=>
int(337166685060644)
[242]=>
int(401839070759766)
[243]=>
int(169502927105632)
[244]=>
int(19154363541794)
[245]=>
int(83145509799485)
[246]=>
int(212456726254289)
[247]=>
int(70092856911037)
[248]=>
int(395777175745014)
[249]=>
int(443559853582277)
[250]=>
int(328828541268301)
[251]=>
int(54220225227267)
[252]=>
int(334586274122154)
[253]=>
int(379290922605519)
[254]=>
int(336016925755885)
[255]=>
int(500882294370161)
}
}
["_iv"]=>
NULL
["_unpackMode":protected]=>
int(1)
}
["_modified":protected]=>
bool(false)
["_allow_writing":protected]=>
bool(true)
["_salt":protected]=>
string(8) "BvHvct2S"
["_standalone":protected]=>
bool(false)
["_secure":protected]=>
bool(true)
}