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Dolce & Gabbana DG4462 501/87

Modelo: DG4462501/8752 Disponibilidade: Disponível em 10 dias úteis Referência: 11030423
Disponibilidade: Disponível em 10 dias úteis
Tabela de Medidas

Por:
R$ 2.400,00

R$ 2.280,00 à vista com desconto
ou 10x de R$ 240,00 Sem juros
Simulador de Frete
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Frete e prazo de entrega
Descrição Geral
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
Garantia
Formas de Pagamento
Avaliações
Dolce & Gabbana DG4462 501/87
Dolce & Gabbana DG4462 501/87

Por:
R$ 2.400,00

R$ 2.280,00 à vista com desconto
ou 10x de R$ 240,00 Sem juros

Produtos visualizados

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R$ 408,50 à vista com desconto
ou 10x de R$ 43,00 Sem juros
Love Moschino Mol004/S 9Qbm2 - Óculos De Sol
R$ 449,00
R$ 426,55 à vista com desconto
ou 10x de R$ 44,90 Sem juros
Mormaii San Juan M0146a1471
R$ 450,00
R$ 427,50 à vista com desconto
ou 10x de R$ 45,00 Sem juros
Vogue Eyewear VO4158S 548/13
R$ 470,00
R$ 446,50 à vista com desconto
ou 10x de R$ 47,00 Sem juros
Vogue Eyewear VO5427S W44/11
R$ 470,00
R$ 446,50 à vista com desconto
ou 10x de R$ 47,00 Sem juros
Moschino Love MOL021/S FWM/KU
R$ 489,00
R$ 464,55 à vista com desconto
ou 10x de R$ 48,90 Sem juros
Armani Exchange Fashion Men's Black Round Opticals
R$ 490,00
R$ 465,50 à vista com desconto
ou 10x de R$ 49,00 Sem juros
Vogue VO5352S W65613 56-16
R$ 490,00
R$ 465,50 à vista com desconto
ou 10x de R$ 49,00 Sem juros
Vogue Vo5361s W44/87 55 Preto Brilho 5361 Vo W44
R$ 490,00
R$ 465,50 à vista com desconto
ou 10x de R$ 49,00 Sem juros
ARAMIS 112 C06
R$ 500,00
R$ 475,00 à vista com desconto
ou 10x de R$ 50,00 Sem juros
ARAMIS VAR089 C02
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros
Aramis VAR090 C02 - Marrom 56
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros
VOGUE VO5376S W65613 51
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros
Vogue Vo5339s Marrom W65613 52 18
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros
Vogue VO5294SL W44/11 Preto Lente Cinza Degradê
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros
Vogue Eyewear VO5327S 282071
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros

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