| Tips: | Izvelkami stūra dīvāni |
| Materiāls: | Velūrs |
| Preces ID: | 39361492 |
Uzmanību! Piegādes nosacījumi ir provizoriski, jo noteikumi tiek atjaunināti atkarībā no faktiskā pasūtījuma veikšanas laika un apmaksas. Galīgais piegādes termiņš tiek norādīts, kad 220.lv apstiprina pasūtījumu.
Uzmanību! Piegādes nosacījumi ir provizoriski, jo noteikumi tiek atjaunināti atkarībā no faktiskā pasūtījuma veikšanas laika un apmaksas. Galīgais piegādes termiņš tiek norādīts, kad 220.lv apstiprina pasūtījumu.
<img title="MATT VELVET 06.png" src="data:image/png;base64,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
Mīksto mēbeļu izmēri, kas norādīti aprakstā, ir aptuveni. Mēbeļu ražošanā tiek izmantoti šādi mīkstie matriāli kā poliuretāna putas, līdz ar to faktiskais izmērs var atšķirties par +/- 4 cm no aprakstā norādītā. Ja gobelēns uz mēbeles ir ar rakstu, tad raksts var atšķirties no attēlā redzamā. Pievērsiet uzmanību, ka preces interneta veikalā var neatbilst realājām preces īpašībām kā krāsai, formai vai citiem parametriem sakarā ar atšķirībām pircēja izmantotajos displeja iestatījumos.
Velūrs – tas ir ļoti daudzpusīgs un populārs materiāls, kas nāk no franču valodas vārda velours, kas nozīmē ""pinkains"". Šis materiāls kādreiz rotāja ne tikai teātra skatuvi un bija ne tikai aizkaru materiāls, bet no tā ražoja arī cepures, kurpes, kleitas un pat izsmalcinātus cimdus. Tas ir audums, kuru raksturo īsa, blīva un mīksta šķiedra auduma iekšējā pusē. Nav nepareizi teikt, ka velūrs atgādina samta un vilnas kombināciju.
Velūrs tiek izmantots ne tikai apģērbu vai mājas tekstila ražošanā – to bieži izmanto arī automašīnu salona daļu dekorēšanā, un tas ir ļoti populārs arī mēbeļu industrijā, jo tas ir slavens ar savu izturību un ilgmūžību. Velūrs lielākoties ir izgatavots no kokvilnas, tomēr poliestera piemaisījums, kas nodrošina auduma vitalitāti un izturību, bieži ir pamanāms, jo tas piešķir audumam spilgtumu un stingrību.
Tas nav noslēpums, ka šogad mēbeļu mode – tiecās uz eklektiku. Velūra un rūpnieciskā stila duets nosaka mājas stila tendences: masīvs metāls un neapstrādātas, asas formas atrod patvērumu mīkstā un samtainā velūra apvalkā. Tas rada īpaši pievilcīgu interjeru mūsdienīgās mājās, un velūrs atdzīvina apkārtesošo harmoniju.
Fotogrāfijai ir tikai aprakstoša nozīme, tā paredzēta preču īpašību demonstrēšanai. Fotogrāfijā parādītā prece neatspoguļo konkrētu preces modeli.
Tiem, kuri novērtē funkcionālus risinājumus, patiks mēbeles ar gulēšanas funkciju. Izvēršot šādus produktus, tiek izveidota vēl viena ērta guļamvieta, tāpēc šīs mēbeles piedāvā iespēju ne tikai sēdēt, bet arī gulēt.
Viena no acīmredzamākajām šī tipa mēbeļu priekšrocībām ir vietas taupīšana: kamēr mēbeles nav izvērstas, tās aizņems daudz mazāk istabas telpas. Šī iemesla dēļ mēbeles ar gulēšanas funkciju parasti izvēlas tie, kuriem rūpīgi jārēķina brīvās telpas centimetri. Taču Mīkstināts stūra dīvāns Combo Sofa Maiami, krāsa tieši tāpat būs piemērotas arī lielākām telpām: šādā veidā vairāk vietas paliks istabas detaļām. Liela daļa šādu mēbeļu ir ar veļas kasti – vienlaikus atrisināts arī mantu uzglabāšanas jautājums.
Šīs mēbeles izceļas ar skaistu, ar neko neizceļošos izskatu – tās ieraugot, grūti pateikt, vai miega funkcija ir, vai nav. Citiem vārdiem sakot, šī papildiespēja neietekmē mēbeļu dizainu. Tāpēc šāda tipa mēbeles būs piemērotas jebkādiem stilistiskiem risinājumiem un dienas laikā varēs kļūt par skaistu akcentu, bet naktī viegli transformēsies par gultu. Šādu variantu ieteicams izvēlēties tad, kad bieži sagaidām viesus, kuri paliek arī nakšņot, taču tiem nav iespējams piedāvāt papildistabu.
Pateicoties universālajam stilam, mēbeles ar gulēšanas funkciju var novietot jebkurā istabā, sākot ar viesistabu un beidzot ar pusaudžu istabu. Šis variants ļoti populārs, jo divu mēbeļu vietā pietiek iegādāties vienu – tas nozīmē, ka izdevumi būs daudz mazāki.
Fotogrāfijai ir tikai aprakstoša nozīme, tā paredzēta preču īpašību demonstrēšanai. Fotogrāfijā parādītā prece neatspoguļo konkrētu preces modeli.
| Preces ID: | 39361492 |
| Kategorija: | Stūra dīvāni |
| Preču iepakojumu skaits: | 2 gab. |
| Iepakojuma izmēri un svars (1): | 2,05 x 1 x 0,63 m, 75 kg |
| Iepakojuma izmēri un svars (2): | 1,8 x 1 x 0,65 m, 70 kg |
| Guļamvietas funkcija: | Ir |
| Krāsa: | Pelēka |
| Skats: | Combo Sofas, pelēka stūra dīvāni |
| Veļas kaste: | Jā |
| Viegli tīrams gobelēns: | Jā |
| Stils: | Moderns |
| Preču zīme: | Combo Sofas |
| Aizmugurējā daļa ir ar pārklājumu: | Jā |
| Augstums: | 70 cm |
| Dziļums: | 218 cm |
| Guļamvietas izmēri: | 135x200 cm |
| Izturība pret nodilumu (Martindale): | 100000 |
| Izturība pret izbalēšanu: | 4 |
| Garantija: | 24 mēn. |
| Tips: | Izvelkami stūra dīvāni |
| Materiāls: | Velūrs |
| Visas šī zīmola preces: | Visas Combo Sofas preces |
| Produkta kopšanas noteikumi: | Instrukcija |
Produktu attēliem ir ilustratīva nozīme un tie ir kā piemēri. Produkta aprakstā esošie video ir paredzēti tikai informatīviem nolūkiem, tāpēc tajos iekļautā informācija var atšķirties no paša produkta. Krāsas, piezīmes, parametri, izmēri, izmēri, funkcijas, un/vai jebkuras citas oriģinālo izstrādājumu īpašības var atšķirties no to faktiskā izskata, tāpēc, lūdzu, skatiet produkta specifikācijās norādīto produkta aprakstu.
.png)
Skaistuma nedēļas! No smaržām līdz elektronikai, apģērbam un vēl vairāk! Līdz -40%*! 
