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Swarovski SK5452
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Swarovski SK5452

Modelo: SK545202052 Disponibilidade: Disponível em 10 dias úteis Referência: 11015563
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Disponibilidade: Disponível em 10 dias úteis
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Por:
R$ 1.140,00

R$ 1.083,00 à vista com desconto
ou 10x de R$ 114,00 Sem juros
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Garantia
Formas de Pagamento
Avaliações
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R$ 399,00
R$ 379,05 à vista com desconto
ou 10x de R$ 39,90 Sem juros
Armani Exchange AX4008L 802087 Armani Exchange AX4008L 802087
Armani Exchange AX4008L 802087
R$ 430,00
R$ 408,50 à vista com desconto
ou 10x de R$ 43,00 Sem juros
Vogue vo5410s W44/7156
Vogue vo5410s W44/7156
R$ 430,00
R$ 408,50 à vista com desconto
ou 10x de R$ 43,00 Sem juros
Armani Exchange - AX4058SL
Armani Exchange - AX4058SL
R$ 430,00
R$ 408,50 à vista com desconto
ou 10x de R$ 43,00 Sem juros
Love Moschino Mol004/S 9Qbm2 - Óculos De Sol Love Moschino Mol004/S 9Qbm2 - Óculos De Sol
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
Aramis VAR 108
Aramis VAR 108
Esse acabou :( Avise-me quando chegar Esgotado
Armani Exchange AX4070 Armani Exchange AX4070
Armani Exchange AX4070
Esse acabou :( Avise-me quando chegar Esgotado
Armani Exchange Ax4114s-80786g 51 Armani Exchange Ax4114s-80786g 51
Armani Exchange Ax4114s-80786g 51
Esse acabou :( Avise-me quando chegar Esgotado
Mormaii San Juan M0146a1471 Mormaii San Juan M0146a1471
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
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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