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Marc Jacobs MJ 1060 05L 52
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Marc Jacobs MJ 1060 05L 52

Modelo: MJ106005L52 Disponibilidade: Disponível em 10 dias úteis Referência: 11025627
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Disponibilidade: Disponível em 10 dias úteis
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Por:
R$ 1.440,00

R$ 1.368,00 à vista com desconto
ou 10x de R$ 144,00 Sem juros
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Garantia
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Avaliações
Marc Jacobs MJ 1060 05L 52
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Por:
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Armani Exchange AX 3028
Esse acabou :( Avise-me quando chegar Esgotado
Victor Hugo Original Roxo Vh1634 Victor Hugo Original Roxo Vh1634
Victor Hugo Original Roxo Vh1634
R$ 390,00
R$ 370,50 à vista com desconto
ou 10x de R$ 39,00 Sem juros
VOGUE VO5122SL W6565A-54 VOGUE VO5122SL W6565A-54
VOGUE VO5122SL W6565A-54
R$ 390,00
R$ 370,50 à vista com desconto
ou 10x de R$ 39,00 Sem juros
Óculos Solar Infantil Mormaii Athlon Nxt M0081aad85
Óculos Solar Infantil Mormaii Athlon Nxt M0081aad85
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
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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
Armani Exchange AX4070 Armani Exchange AX4070
Armani Exchange AX4070
Esse acabou :( Avise-me quando chegar Esgotado
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
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
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
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
Armani Exchange AX4165S Armani Exchange AX4165S
Armani Exchange AX4165S
Esse acabou :( Avise-me quando chegar Esgotado
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 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
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
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 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
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 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
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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