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Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
  • Ray-Ban RB5447 OPTICS
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Ray-Ban RB5447 OPTICS

Modelo: RB5447 2034 51-19 Disponibilidade: Disponível em 10 dias úteis Referência: 11029822
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Disponibilidade: Disponível em 10 dias úteis
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Por:
R$ 800,00

R$ 760,00 à vista com desconto
ou 10x de R$ 80,00 Sem juros
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
Itens Inclusos
Itens inclusos: Acompanha Kit.
Garantia
Formas de Pagamento
Avaliações
Ray-Ban RB5447 OPTICS
Ray-Ban RB5447 OPTICS

Por:
R$ 800,00

R$ 760,00 à vista com desconto
ou 10x de R$ 80,00 Sem juros

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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

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