Per ulteriori informazioni, foto e dettagli, contattaci.
Il prezzo indicato si riferisce ad un solo oggetto.
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)
Folding chair with fixed backrest and folding seat.
"I designed Miss Coco for Cassina in 1998, it's not that long
it is just a small armchair that is discreet, small, comfortable and practical
it folds and takes up the folding system a little
I invented it when I was 18"
Philippe Starck
Seat and backrest in cream white thermoplastic material.
Embossed gray painted cast aluminum structure.
Present Cassina branding under the seat.
Design: Philippe Starck 1998
Measurements: Open 80x41x46cm Closed 80x53x15cm
Excellent aesthetic condition.
Miss C.O.C.O. Modified
It is identical to the others but has been added
a modification on the session which consists
in the insertion of screws passing flush into the supports
For more info, photos and details, contact us.
The price refers to a single object.
______________________________________________________________________________________
PAGAMENTO
Il pagamento può essere effettuato con i seguenti metodi:
Bonifico bancario, con tempo di accredito medio di 3 giorni lavorativi.
PayPal
Nel caso di asta entro 4 giorni dalla fine
(dilazioni di tempo devono essere concordati, salvo per più acquisti a scadenza diversa).
SPEDIZIONE
Spediremo l'oggetto acquistato massimo entro 3 giorni lavorativi dalla ricezione del pagamento.
Facciamo spedizioni uniche per più oggetti senza aumentare le spese di spedizione (se la spedizione non vada fuori standard).
Costi di spedizione validi per questa inserzione:
ITALIA: €9,00 Pacco Ordinario €15,00 Pacco Celere 1
EUROPA: Please ask for the shipping rates
ANOTHER COUNTRY: Please ask for the shipping rates
Spedizione Assicurata
Per tutti i tipi di spedizione è possibile sempre assicurare i vostri pacchi.
Dovrete comunicarcelo anticipatamente per potervi modificare il prezzo di spedizione a secondo delle misure e peso.
La spedizione in questo caso sarà oltre che tracciabile anche assicurata.
IMBALLO
Dove
non sia disponibile la confezione originale l’oggetto verrà imballato
nel miglior modo possibile utilizzando materiali idonei alla spedizione.
IMPORTANTE
L'articolo in asta è come descritto nella scheda e nelle fotografie allegate.
Disponibili per ulteriori informazioni e foto relative all’oggetto.
L'acquirente
accetta, senza riserve, l'esclusione di qualsiasi forma di garanzia o
restituzione, salvo accordi diversi da definirsi prima della chiusura
dell'asta.
In caso di restituzione, le spese di spedizione sono a carico dell’acquirente.
PAYMENT & SHIPPING
For
the foreign country we accept payments with banking discount, the
coordinates will come supplied to the end of the auction, or with
Paypal.
We will send the object acquired max within 3 work days to you from the reception of the payment.
We
make only one shipment also for more objects without to increase
shipment expenses less (than the shipment it is not outside standard).