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  4. Just Cavalli VJC045V 0981
Just Cavalli VJC045V 0981
Just Cavalli VJC045V 0981
Just Cavalli VJC045V 0981
  • Just Cavalli VJC045V 0981
  • Just Cavalli VJC045V 0981
  • Just Cavalli VJC045V 0981
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Just Cavalli VJC045V 0981

Modelo: VJC045VCOL.0981 Disponibilidade: Disponível em 10 dias úteis Referência: 11030244
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Disponibilidade: Disponível em 10 dias úteis
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Por:
R$ 980,00

R$ 931,00 à vista com desconto
ou 10x de R$ 98,00 Sem juros
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
Garantia
Formas de Pagamento
Avaliações
Just Cavalli VJC045V 0981
Just Cavalli VJC045V 0981

Por:
R$ 980,00

R$ 931,00 à vista com desconto
ou 10x de R$ 98,00 Sem juros

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R$ 1.180,00
R$ 1.121,00 à vista com desconto
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Oakley Garage Rock Polarised Oakley Garage Rock Polarised
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Esse acabou :( Avise-me quando chegar Esgotado
Armani Exchange AX 3028 Armani Exchange AX 3028
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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
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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
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R$ 449,00
R$ 426,55 à vista com desconto
ou 10x de R$ 44,90 Sem juros
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
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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
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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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