CINGHIE TRAPEZOIDALI LISCE
A23 13X587 LI
CARATTERISTICHE DIMENSIONALI SEZIONE A:
13mm (spessore) X 8mm (altezza) X la lunghezza nominale interna
* IL MARCHIO PUO' VARIARE IN BASE ALLE NOSTRE DISPONIBILITA' (COMUNQUE ENTRAMBI DI OTTIMA QUALITA')
N.B. DISPONIBILI ALTRE MISURE E TIPOLOGIE, NON ESITATE A CHIEDERE
N.B. : Le
foto sono a solo scopo illustrativo; non sono in alcun modo
riconducibili alle specifiche dell'oggetto in vendita come ad esempio
misura, colore, marchio,etc.
SPECIFICHE
TRASPORTO
Qualora
siete intenzionati ad acquistare più prodotti e le credete che le spese di
spedizione sono elevate, ci occuperemo noi di calcolare il trasporto al kg/peso
volume.
Voi dovrete
solo inserire gli oggetti nel carrello, entrare nella schermata del carrello e
cliccare richiedi totale.
ESEMPIO:
![](data:image/png;base64,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)
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Termini e condizioni di vendita
Le nostre forniture sono regolate esclusivamente dalle seguenti Condizioni Generali di vendita. Qualsiasi clausola o condizione stabilita dalla controparte è da ritenersi nulla e senza effetto nei nostri riguardi quando sia in contrasto con una qualsiasi delle condizioni sotto elencate, se non preventivamente concordata tra le parti.
Offerte e ordini:
- Salvo quando diversamente specificato, le nostre offerte conservano la propria validità per un termine di 30 giorni. Non si accettano ordinazioni che comportino penalità.
Immagini:
- Le immagini dei prodotti sono puramente indicative, a scopo illustrativo, e potrebbero pertanto non essere perfettamente rappresentative del packaging delle caratteristiche del prodotto.
Resa:
- La resa della merce è sempre da intendersi franco nostro magazzino, fatte salve diverse indicazioni riportate in sede di offerta o di conferma d?ordine.
Spedizioni:
- La merce viaggia sempre a rischio e pericolo del committente, anche quando spedita in porto franco.
Imballi:
- Imballi particolari, qualora siano presenti, sono addebitati al costo.
Termini di consegna:
- I termini di consegna sono sempre da considerarsi indicativi, eventuali variazioni sono puntualmente comunicate in sede di conferma d?ordine, e non possono essere impugnati per la richiesta di danni o altro.
Importo minimo di fornitura:
- L?importo minimo di fornitura per fatturazione è di ? 50,00?* (I.V.A. esclusa). Ordini di importo inferiore potranno essere evasi unicamente con scontrino. In deroga, potranno essere effettuate forniture di importo inferiore, con addebito in fattura di ? 20,00* quali spese di gestione amministrative per fatturazione di piccoli importi. Tale addebito non avrà luogo qualora nel corso del mese vengano effettuate altre forniture tali da superare complessivamente l?importo minimo di fornitura.
Pagamenti:
- I pagamenti devono essere effettuati presso il nostro domicilio,o con Paypal, o con Bonifico Bancario valuta fissa beneficiario, alle scadenze pattuite. Eventuali ritardi oltre i 10 gg. comporteranno oltre al blocco delle forniture, l?addebito degli interessi di mora così come previsto dal D.LGS. 9/10/2002 n° 231/2002 in attuazione della direttiva 2000/35CE, oltre all?addebito di tutte le spese sostenute (di insoluto, postali e legali). Si precisa che l?addebito degli interessi, in deroga a quanto previsto dall?art.4 comma 1 del sopra citato D.LGS., non avverrà in automatico ma bensì solo in seguito alla nostra messa in mora inoltrata per iscritto, ovvero a mezzo fax o e-mail.
Garanzia:
- Tutti gli articoli oggetto delle nostre vendite, sono garantiti dalle case produttrici, per la loro originalità, qualità dei materiali ed eventuali lavorazioni. La garanzia è limitata esclusivamente alla riparazione o sostituzione gratuita dei pezzi riconosciuti dalla casa costruttrice come difettosi, per mancanza di qualità essenziali o per deficienza di lavorazione. Eventuali reclami devono essere effettuati entro 7 giorni dal ricevimento della merce, trascorso tale termine le merci si considerano accettate. La garanzia decade se i pezzi resi come difettosi sono stati manomessi, riparati o modificati. La garanzia non copre danni dovuti ad agenti esterni, deficienza di manutenzione, sovraccarico, usura naturale, scelta della tipologia inesatta per l?applicazione, errore di montaggio o altre cause a noi non imputabili. Poiché la merce da noi fornita è suscettibile di usi ed applicazioni diverse, non ci assumiamo alcuna responsabilità per danni derivanti da accidenti di qualsiasi natura, che si verificassero durante l?impiego dei prodotti da noi acquistati, sia che questi siano dai nostri costruttori riconosciuti difettosi o meno, sia che questi siano stati da noi consigliati per l?impiego in questione.
Resi:
- Eventuali restituzioni di merci potranno essere accettate solo dietro nostra preventiva autorizzazione. Al fine di facilitare la gestione del reso si richiede di allegare al Vs. DDT il documento di autorizzazione al reso (RMA) debitamente compilato e autorizzato. Qualora oggetto della restituzione siano articoli normalmente tenuti a magazzino, e la restituzione sia effettuata nello stesso mese dell?avvenuta consegna, ovvero la merce non sia stata ancora fatturata, nessun addebito sarà calcolato, salvo eventuali spese di spedizione o imballo. Qualora invece trattasi di merce ordinata espressamente, la restituzione è subordinata al benestare del nostro fornitore, ed è soggetta all? addebito richiesto dal nostro fornitore per la restituzione.