'%3E%3Cpath d='M6.5 11C9.26142 11 11.5 8.76142 11.5 6C11.5 3.23858 9.26142 1 6.5 1C3.73858 1 1.5 3.23858 1.5 6C1.5 8.76142 3.73858 11 6.5 11Z' stroke='%23353a3d' stroke-width='1.3' stroke-linecap='round' stroke-linejoin='round'/%3E%3Cpath d='M6.5 3V6L8.5 7' stroke='%23353a3d' stroke-width='1.3' stroke-linecap='round' stroke-linejoin='round'/%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='clip0_22651_17631'%3E%3Crect width='12' height='12' fill='white' transform='translate(0.5)'/%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E%0A){kind=small}
agora mesmo
Foto real compartilhada pela comunidade
Foto real compartilhada pela comunidade
![Ícone de em alta](data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='10' style="rotate:180deg;" height='8' fill='none'%3E%3Cpath stroke='%23353a3d' stroke-linecap='round' stroke-linejoin='round' d='M1.333 2 4.5 5.167 6.167 3.5l2.5 2.5'/%3E%3Cpath stroke='%23353a3d' stroke-linecap='round' stroke-linejoin='round' d='M3.333 2h-2v2'/%3E%3C/svg%3E)
Kit Tênis Masculino Caminhada 3 Pares Easy Confortável Combo
agora mesmoR$229
R$ 127
![Icone ir à loja](data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='18' height='18' stroke-width="2px" fill='none'%3E%3Cpath stroke='%23fff' d='M10.125 7.875 15.75 2.25m-3.75 0h3.75V6m0 4.5v3.75a1.5 1.5 0 0 1-1.5 1.5H3.75a1.5 1.5 0 0 1-1.5-1.5V3.75a1.5 1.5 0 0 1 1.5-1.5H7.5'/%3E%3C/svg%3E)
O preço dos produtos podem variar de acordo com a disponibilidade da loja. As ofertas são por tempo limitado e determinado pelas lojas.
Menor preçoR$ 127
Pechinchouuu! Menor preço hojeDe acordo com os preços nos últimos 90 dias, consideramos R$ 127 😱 uma excelente compra!
Renikson96
Promoção Verificada
Cupom: ESTILO20
Forma de pagamento: À vista
Ganhe desconto e Frete Grátis sendo Meli+ no Mercado Livre: https://pechinchou.com.br/meli+
❗ 3 Pares, saindo a R$ 42,40 cada
- Confortável e durável
- Ideal para caminhadas
- Leve e resistente
- Estilo esportivo moderno
' d='M0 14.98h14v-14H0v14Z'/%3E%3Cdefs%3E%3Cpattern id='a' width='1' height='1' patternContentUnits='objectBoundingBox'%3E%3Cuse xlink:href='%23b' transform='scale(.01563)'/%3E%3C/pattern%3E%3Cimage xlink:href='data:image/png;base64,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' id='b' width='64' height='64'/%3E%3C/defs%3E%3C/svg%3E){kind=small}
Foto real do produto:
'%3E%3Cpath d='M9 4a3 3 0 1 0-6 0c0 3.5-1.5 4.5-1.5 4.5h9S9 7.5 9 4ZM6.865 10.5a1 1 0 0 1-1.73 0'/%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='a'%3E%3Cpath fill='%23fff' d='M0 0h12v12H0z'/%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E){kind=small}
Crie um alerta
Avisamos a você quando uma promoção estiver em promoção no Pechinchou!
Adicione na sua lista os termos relacionados e seja notificado!
![Icone de estrela](data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='18' height='17' stroke-width="1.5px" fill='none'%3E%3Cpath fill='%23none' stroke='%23353a3d' d='m9 1.5 2.318 4.695 5.182.757-3.75 3.653.885 5.16L9 13.327l-4.635 2.438.885-5.16L1.5 6.952l5.183-.757L9 1.5Z'/%3E%3C/svg%3E)
![arrow](data:image/svg+xml,%3Csvg width='12' height='8' viewBox='0 0 12 8' fill='none' style="rotate:90deg;" xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 6.29688L6 0.296875L12 6.29688L10.5938 7.70313L6 3.10938L1.40625 7.70312L0 6.29688Z' fill='%23353A3D'/%3E%3C/svg%3E){kind=small}
