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  4. Dolce&Gabbana DG4430
Dolce&Gabbana DG4430
Dolce&Gabbana DG4430
Dolce&Gabbana DG4430
Dolce&Gabbana DG4430
Dolce&Gabbana DG4430
  • Dolce&Gabbana DG4430
  • Dolce&Gabbana DG4430
  • Dolce&Gabbana DG4430
  • Dolce&Gabbana DG4430
  • Dolce&Gabbana DG4430
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Dolce&Gabbana DG4430

Modelo: DG4430501/8754 Disponibilidade: Disponível em 10 dias úteis Referência: 11030201
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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
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Descrição Geral
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Garantia
Formas de Pagamento
Avaliações
Dolce&Gabbana DG4430
Dolce&Gabbana DG4430

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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ou 10x de R$ 45,00 Sem juros
Vogue Eyewear VO4158S 548/13
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
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
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
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
Armani Exchange AX4165S Armani Exchange AX4165S
Armani Exchange AX4165S
Esse acabou :( Avise-me quando chegar Esgotado
Vogue VO5352S W65613 56-16 Vogue VO5352S W65613 56-16
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 Vogue Vo5361s W44/87 55 Preto Brilho 5361 Vo W44
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 ARAMIS 112 C06
ARAMIS 112 C06
R$ 500,00
R$ 475,00 à vista com desconto
ou 10x de R$ 50,00 Sem juros
VAR109 C03 - Cinza 53 VAR109 C03 - Cinza 53
VAR109 C03 - Cinza 53
Esse acabou :( Avise-me quando chegar Esgotado
Tommy Hilfiger TH1762/RE DQ2-53
Tommy Hilfiger TH1762/RE DQ2-53
Esse acabou :( Avise-me quando chegar Esgotado
ARAMIS VAR089 C02 ARAMIS VAR089 C02
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 Aramis VAR090 C02 - Marrom 56
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 VOGUE VO5376S W65613 51
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 Vogue Vo5339s Marrom W65613 52 18
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
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
Vogue Eyewear VO5327S 282071
R$ 510,00
R$ 484,50 à vista com desconto
ou 10x de R$ 51,00 Sem juros
Armani Exchange AX4145S 57 - 80789A Armani Exchange AX4145S 57 - 80789A
Armani Exchange AX4145S 57 - 80789A
Esse acabou :( Avise-me quando chegar Esgotado

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