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Solidea Wonder Model 70 Sheer Nero Taglia 2
Disponibilità Non Disponibile
Prezzo Amicafarmacia 24,84 € -16% Prezzo al pubblico 29,50 €
Prima era: 24,84 €
Disponibilità Non Disponibile
Codice Minsan
900268879
Solidea
Collant 70 denari, velato, a maglia liscia
PROMO DEL MOMENTO
fino alle 12:00 del 18/06
Codice
900268879
Solidea
Collant 70 denari, velato, a maglia liscia
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Descrizione e Modo d'Uso Solidea Wonder Model 70 Sheer Nero Taglia 2
Collant 70 denari, velato, a maglia liscia. Il corpino anatomico high-tech snellisce la figura, contiene il ventre e modella i fianchi. La compressione graduata 12/15 mmHg migliora la circolazione e offre un sollievo alle gambe. Tassello igienico in cotone, cuciture morbide e soffice plantare. Con funzione igienica Sanitized®.
Composizione
78% POLIAMMIDE 20% ELASTAN 2% COTONE
Colore
Nero
Taglia
2 - M
Come si identifica la taglia giusta
Per scegliere la taglia più appropriata si consiglia di fare riferimento alla tabella in cui le varie taglie vengono definite a seconda del rapporto fra altezza in centimetri (HEIGHT CM) e il peso in chilogrammi (WEIGHT KG).
Per esempio, considerando una persona alta 163 cm, CHE PESA 60 Kg agiremo così:
troviamo l’altezza corrispondente sulla colonna a sinistra della tabella (HEIGHT CM), in questo caso, 163 cm corrisponderà all’altezza corrisponderà all’altezza compresa fra i 160 e i 165 cm.
cerchiamo il peso corrispondente in Kg sulla riga in alto della tabella (WEIGHT KG), in questo caso prenderemo in considerazione la casella che arriva fino a 60 Kg.
Dall’intersezione fra la colonna corrispondente al peso e la riga corrispondente all’altezza risulterà la taglia consigliata, in questo caso è la taglia 2 o M (medium).
Pagamenti
CARTA DI CREDITO:
Paga in totale sicurezza con la tua carta di credito (anche prepagata).
PAYPAL, SATISPAY E SCALAPAY:
Paga il tuo ordine con l'account Paypal, oppure effettua pagamenti automatici in un solo click con Paypal Reference Transaction. Puoi anche effettuare il pagamento utilizzando l'app di Satispay oppure scegliendo di pagare a rate, con Scalapay.
BONIFICO BANCARIO:
Puoi pagare il tuo ordine tramite bonifico bancario, inserendo i dati ricevuti nella mail di conferma dell'ordine. Importante - come CAUSALE inserire il numero di "Riferimento".
CONTRASSEGNO:
Pagamento alla consegna con supplemento extra di 6,00€.
Per ulteriori dettagli sulle modalità di pagamento, clicca qui.
ORDINI SUPERIORI A 19,99€:
ORDINI SUPERIORI A 29,99€:
Spedizione gratuita e veloce 24/48h
ORDINI INFERIORI A 19,99€:
ORDINI INFERIORI A 29,99€:
- Spedizione ESPRESSA 24/48 ore (Corriere PDB, BARTOLINI): 5,49€
- Spedizione presso punto di ritiro: 5,49€
SPEDIZIONE IN CONTRASSEGNO:
Pagamento in contanti alla consegna con supplemento extra di 6,00€
Per ulteriori dettagli sulle modalità di spedizione, clicca qui.
Altri hanno acquistato
- Solidea Relax Unisex 70denari compressione graduata 12/15 mmHg TG M Blu scuroPrezzo Amicafarmacia 14,55 € -23% Prezzo al pubblico 18,90 €Prima era: 14,55 €Non Disponibile
- Solidea Venere 70 Denari Collant TG. 2M Colore GlacePrezzo Amicafarmacia 20,04 € -17% Prezzo al pubblico 24,00 €Prima era: 17,21 €Non Disponibile
- Solidea Relax Unisex Gambaletti 70 denari colore Nero Taglia M 1 paioPrezzo Amicafarmacia 18,88 € Prezzo al pubblico 18,90 €Prima era: 17,88 €Non Disponibile
- Solidea Marylin Calza autoreggente 140 denari con punta aperta colore Camel taglia 3 M-LPrezzo Amicafarmacia 30,42 € -21% Prezzo al pubblico 38,50 €Prima era: 30,42 €Non Disponibile
- Solidea Marylin Calza autoreggente 140 denari con punta aperta colore Camel taglia 2 MPrezzo Amicafarmacia 30,42 € -21% Prezzo al pubblico 38,50 €Prima era: 30,42 €Non Disponibile
- SOLIDEA Red wellness taglia 1-S NEROPrezzo Amicafarmacia 29,67 € -16% Prezzo al pubblico 35,50 €Prima era: 29,67 €Non Disponibile
- Solidea Venere 70 Denari Collant TG. 1 S Colore Nero SM09Prezzo Amicafarmacia 23,87 € -1% Prezzo al pubblico 24,00 €Prima era: 22,98 €Non Disponibile
- Solidea Gambaletto Relax Unisex Class 2 Therapeutic Natur taglia LPrezzo Amicafarmacia 42,86 € -18% Prezzo al pubblico 52,00 €Prima era: 42,86 €Non Disponibile
https://www.amicafarmacia.com/wonder-model-70-sheer-nero-2-af900268879-1.html 900268879 Solidea Wonder Model 70 Sheer Nero Taglia 2 <p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Collant 70 denari, velato, a maglia liscia. Il corpino anatomico high-tech snellisce la figura, contiene il ventre e modella i fianchi. La compressione graduata 12/15 mmHg migliora la circolazione e offre un sollievo alle gambe. Tassello igienico in cotone, cuciture morbide e soffice plantare. Con funzione igienica Sanitized®.</span></p><p><br></p><p><strong style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Composizione</strong></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">78% POLIAMMIDE 20% ELASTAN 2% COTONE</span></p><p><br></p><p><strong style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Colore</strong></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Nero</span></p><p><br></p><p><strong style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Taglia</strong></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">2 - M</span></p><p><br></p><p><strong style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Come si identifica la taglia giusta</strong></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Per scegliere la taglia più appropriata si consiglia di fare riferimento alla tabella in cui le varie taglie vengono definite a seconda del rapporto fra altezza in centimetri (HEIGHT CM) e il peso in chilogrammi (WEIGHT KG).</span></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Per esempio, considerando una persona alta 163 cm, CHE PESA 60 Kg agiremo così:</span></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">troviamo l’altezza corrispondente sulla colonna a sinistra della tabella (HEIGHT CM), in questo caso, 163 cm corrisponderà all’altezza corrisponderà all’altezza compresa fra i 160 e i 165 cm.</span></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">cerchiamo il peso corrispondente in Kg sulla riga in alto della tabella (WEIGHT KG), in questo caso prenderemo in considerazione la casella che arriva fino a 60 Kg.</span></p><p><span style="color: rgb(0, 0, 0); font-family: Lato, Helvetica, Arial, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255);">Dall’intersezione fra la colonna corrispondente al peso e la riga corrispondente all’altezza risulterà la taglia consigliata, in questo caso è la taglia 2 o M (medium).</span></p><p><br></p><h1><img 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