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  4. Prada PR A50S 5AK01T
Prada PR A50S 5AK01T
Prada PR A50S 5AK01T
Prada PR A50S 5AK01T
  • Prada PR A50S 5AK01T
  • Prada PR A50S 5AK01T
  • Prada PR A50S 5AK01T
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Prada PR A50S 5AK01T

Modelo: SPRA505AK-01T59 Disponibilidade: Disponível em 10 dias úteis Referência: 11029945
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Disponibilidade: Disponível em 10 dias úteis
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Por:
R$ 3.300,00

R$ 3.135,00 à vista com desconto
ou 10x de R$ 330,00 Sem juros
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
Itens Inclusos
Itens inclusos: Acompanha Kit.
Garantia
Formas de Pagamento
Avaliações
Prada PR A50S 5AK01T
Prada PR A50S 5AK01T

Por:
R$ 3.300,00

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ou 10x de R$ 330,00 Sem juros

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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

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