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  4. Armani Exchange Exchange Vibes Chumbo AX1073 6003-56
Armani Exchange Exchange Vibes Chumbo AX1073 6003-56
Armani Exchange Exchange Vibes Chumbo AX1073 6003-56
  • Armani Exchange Exchange Vibes Chumbo AX1073 6003-56
  • Armani Exchange Exchange Vibes Chumbo AX1073 6003-56
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Armani Exchange Exchange Vibes Chumbo AX1073 6003-56

Modelo: AX1073600356 Referência: 11029804
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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
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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