Fechar
Carrinho de Compras

Adicione produtos ao carrinho e eles aparecerão aqui.

Parcele suas compras em até 10x sem juros
Frete Grátis Para Todo o Brasil
10% de desconto no PIX
Melhores Marcas Melhores Preços
Atendimento
Whatsapp: (19) 99687-9727
0
0
  1. Home
  2. Marcas
  3. Armani Exchange
  4. Armani Exchange AX3119 8181-55
Armani Exchange AX3119 8181-55
Atualizando informações ...

Armani Exchange AX3119 8181-55

Modelo: AX3119818155 Disponibilidade: Disponível em 10 dias úteis Referência: 11028629
Seja o primeiro a opinar
Disponibilidade: Disponível em 10 dias úteis
Tabela de Medidas

Por:
R$ 570,00

R$ 541,50 à vista com desconto
ou 10x de R$ 57,00 Sem juros
Comprar pelo Whats
Simulador de Frete
- Calcular frete
Frete e prazo de entrega
Descrição Geral
<p><img alt="" src="data:image/png;base64,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
Garantia
Formas de Pagamento
Avaliações
Armani Exchange AX3119 8181-55
Armani Exchange AX3119 8181-55

Por:
R$ 570,00

R$ 541,50 à vista com desconto
ou 10x de R$ 57,00 Sem juros

Produtos relacionados

Armani Exchange AX2050S Armani Exchange AX2050S

Armani Exchange AX2050S

Esgotado :( Avise-me quando chegar Esgotado
Armani Exchange AX4160S Armani Exchange AX4160S

Armani Exchange AX4160S

Esgotado :( Avise-me quando chegar Esgotado
Armani Exchange AX4041SL Armani Exchange AX4041SL

Armani Exchange AX4041SL

Esgotado :( Avise-me quando chegar Esgotado
Armani Exchange AX4165S Armani Exchange AX4165S

Armani Exchange AX4165S

Esgotado :( Avise-me quando chegar Esgotado

Produtos visualizados

Carregando ...

Compre também

Oakley Garage Rock Polarised Oakley Garage Rock Polarised
Oakley Garage Rock Polarised
Esse acabou :( Avise-me quando chegar Esgotado
Armani Exchange AX 3028 Armani Exchange AX 3028
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
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

Utilizamos cookies para melhorar a sua experiência em nosso site. Ao continuar navegando você concorda com a nossa política de privacidade

Continuar e Fechar