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. Moschino
  4. Love Moschino MOL002/S 086/HA-54
Love Moschino MOL002/S 086/HA-54
Love Moschino MOL002/S 086/HA-54
Love Moschino MOL002/S 086/HA-54
  • Love Moschino MOL002/S 086/HA-54
  • Love Moschino MOL002/S 086/HA-54
  • Love Moschino MOL002/S 086/HA-54
Atualizando informações ...

Love Moschino MOL002/S 086/HA-54

Modelo: MOL002/S086HA54 Disponibilidade: Disponível em 10 dias úteis Referência: 11015354
Seja o primeiro a opinar
Disponibilidade: Disponível em 10 dias úteis
Tabela de Medidas

Por:
R$ 1.200,00

R$ 1.140,00 à vista com desconto
ou 10x de R$ 120,00 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
Love Moschino MOL002/S 086/HA-54
Love Moschino MOL002/S 086/HA-54

Por:
R$ 1.200,00

R$ 1.140,00 à vista com desconto
ou 10x de R$ 120,00 Sem juros

Produtos relacionados

Love Moschino MOS015-S-8079O Love Moschino MOS015-S-8079O

Love Moschino MOS015-S-8079O

R$ 1.490,00
R$ 1.415,50 à vista com desconto
ou 10x de R$ 149,00 Sem juros
Comprar pelo Whats
Moschino Love MOL037/S DDB/9O

Moschino Love MOL037/S DDB/9O

R$ 675,00
R$ 641,25 à vista com desconto
ou 10x de R$ 67,50 Sem juros
Comprar pelo Whats
Moschino Love MOL590 LHF Moschino Love MOL590 LHF

Moschino Love MOL590 LHF

R$ 648,00
R$ 615,60 à vista com desconto
ou 10x de R$ 64,80 Sem juros
Comprar pelo Whats
Moschino Love MOL047/S 2M2/9O

Moschino Love MOL047/S 2M2/9O

R$ 780,00
R$ 741,00 à vista com desconto
ou 10x de R$ 78,00 Sem juros
Comprar pelo Whats

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 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

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

Continuar e Fechar