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. Jimmy Choo
  4. Jimmy Choo ELIA/S 807/FQ-53
Jimmy Choo ELIA/S 807/FQ-53
Jimmy Choo ELIA/S 807/FQ-53
  • Jimmy Choo ELIA/S 807/FQ-53
  • Jimmy Choo ELIA/S 807/FQ-53
Atualizando informações ...

Jimmy Choo ELIA/S 807/FQ-53

Modelo: ELIA/S807FQ53 Referência: 11020407
Seja o primeiro a opinar
Tabela de Medidas

Por:
R$ 1.330,00

R$ 1.263,50 à vista com desconto
ou 10x de R$ 133,00 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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
Formas de Pagamento
Avaliações
Jimmy Choo ELIA/S 807/FQ-53
Jimmy Choo ELIA/S 807/FQ-53

Por:
R$ 1.330,00

R$ 1.263,50 à vista com desconto
ou 10x de R$ 133,00 Sem juros

Produtos relacionados

Jimmy Choo MARILIA/G/06JHA63 Jimmy Choo MARILIA/G/06JHA63

Jimmy Choo MARILIA/G/06JHA63

R$ 1.318,00
R$ 1.252,10 à vista com desconto
ou 10x de R$ 131,80 Sem juros
Comprar pelo Whats
Jimmy Choo ZELMA/S

Jimmy Choo ZELMA/S

R$ 2.355,00
R$ 2.237,25 à vista com desconto
ou 10x de R$ 235,50 Sem juros
Comprar pelo Whats
Jimmy Choo BELINDA-S-JQ4GB

Jimmy Choo BELINDA-S-JQ4GB

R$ 1.400,00
R$ 1.330,00 à vista com desconto
ou 10x de R$ 140,00 Sem juros
Comprar pelo Whats
Jimmy Choo RIKKI/G/S

Jimmy Choo RIKKI/G/S

R$ 1.280,00
R$ 1.216,00 à vista com desconto
ou 10x de R$ 128,00 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