ESQUENTA BLACK NOVEMBER: FRETE GRÁTIS EM TODO O SITE. SÓ ATÉ DOMINGO!
Novidades
Categorias
Polos
Calças
Camisas
Bermudas e Shorts
Camisetas
Casacos e Jaquetas
Tricots
Acessórios
Trajes
Blazers
Ver tudo
Alfaiataria
Camisas
Calças
Trajes
Blazers
Ver tudo
Linha Tech
Camisetas
Camisas
Polos
Calças
Ver tudo
Outlet
Calças
Polos
Bermudas
Camiseta
Casacos
Ver tudo
Óculos Retangular
REF: V24MAOC80570
R$ 159,99
R$ 79,99
-50%
Tamanho:
U
Guia de tamanho
Adicionar à sacola
Descrição
Entrega e retirada
'%3E%3Cpath d='M24.5 12C24.5 5.37188 19.1281 0 12.5 0C5.87188 0 0.5 5.37188 0.5 12C0.5 18.6281 5.87188 24 12.5 24C12.5703 24 12.6406 24 12.7109 23.9953V14.6578H10.1328V11.6531H12.7109V9.44062C12.7109 6.87656 14.2766 5.47969 16.5641 5.47969C17.6609 5.47969 18.6031 5.55938 18.875 5.59688V8.27813H17.3C16.0578 8.27813 15.8141 8.86875 15.8141 9.73594V11.6484H18.7906L18.4016 14.6531H15.8141V23.5359C20.8297 22.0969 24.5 17.4797 24.5 12Z' fill='black'%3E%3C/path%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='clip0_121_1114'%3E%3Crect width='24' height='24' fill='white' transform='translate(0.5)'%3E%3C/rect%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E)
'%3E%3Cpath d='M14.7969 12C14.7969 13.2686 13.7686 14.2969 12.5 14.2969C11.2314 14.2969 10.2031 13.2686 10.2031 12C10.2031 10.7314 11.2314 9.70312 12.5 9.70312C13.7686 9.70312 14.7969 10.7314 14.7969 12Z' fill='black'%3E%3C/path%3E%3Cpath d='M17.8713 7.93573C17.7609 7.63654 17.5848 7.36572 17.3559 7.14343C17.1336 6.91455 16.863 6.7384 16.5636 6.62799C16.3208 6.53369 15.9561 6.42145 15.2842 6.39087C14.5575 6.35773 14.3396 6.35059 12.4998 6.35059C10.6597 6.35059 10.4418 6.35754 9.71527 6.39069C9.04346 6.42145 8.67853 6.53369 8.43591 6.62799C8.13654 6.7384 7.86572 6.91455 7.64362 7.14343C7.41473 7.36572 7.23859 7.63635 7.12799 7.93573C7.03369 8.17853 6.92145 8.54346 6.89087 9.21527C6.85773 9.94183 6.85059 10.1597 6.85059 11.9998C6.85059 13.8396 6.85773 14.0575 6.89087 14.7842C6.92145 15.4561 7.03369 15.8208 7.12799 16.0636C7.23859 16.363 7.41455 16.6336 7.64343 16.8559C7.86572 17.0848 8.13635 17.2609 8.43573 17.3713C8.67853 17.4658 9.04346 17.5781 9.71527 17.6086C10.4418 17.6418 10.6595 17.6487 12.4996 17.6487C14.3398 17.6487 14.5577 17.6418 15.2841 17.6086C15.9559 17.5781 16.3208 17.4658 16.5636 17.3713C17.1646 17.1395 17.6395 16.6646 17.8713 16.0636C17.9656 15.8208 18.0779 15.4561 18.1086 14.7842C18.1418 14.0575 18.1487 13.8396 18.1487 11.9998C18.1487 10.1597 18.1418 9.94183 18.1086 9.21527C18.0781 8.54346 17.9658 8.17853 17.8713 7.93573ZM12.4998 15.5379C10.5455 15.5379 8.96124 13.9539 8.96124 11.9996C8.96124 10.0453 10.5455 8.46124 12.4998 8.46124C14.4539 8.46124 16.0381 10.0453 16.0381 11.9996C16.0381 13.9539 14.4539 15.5379 12.4998 15.5379ZM16.178 9.14825C15.7213 9.14825 15.3511 8.77802 15.3511 8.32135C15.3511 7.86469 15.7213 7.49445 16.178 7.49445C16.6346 7.49445 17.0049 7.86469 17.0049 8.32135C17.0047 8.77802 16.6346 9.14825 16.178 9.14825Z' fill='black'%3E%3C/path%3E%3Cpath d='M12.5 0C5.8736 0 0.5 5.3736 0.5 12C0.5 18.6264 5.8736 24 12.5 24C19.1264 24 24.5 18.6264 24.5 12C24.5 5.3736 19.1264 0 12.5 0ZM19.3491 14.8409C19.3157 15.5744 19.1991 16.0752 19.0288 16.5135C18.6708 17.4391 17.9391 18.1708 17.0135 18.5288C16.5754 18.6991 16.0744 18.8156 15.3411 18.8491C14.6063 18.8826 14.3715 18.8906 12.5002 18.8906C10.6287 18.8906 10.3941 18.8826 9.65912 18.8491C8.92578 18.8156 8.4248 18.6991 7.98663 18.5288C7.52667 18.3558 7.11029 18.0846 6.76605 17.7339C6.41559 17.3899 6.14441 16.9733 5.97137 16.5135C5.80109 16.0754 5.68445 15.5744 5.65112 14.8411C5.61725 14.1061 5.60938 13.8713 5.60938 12C5.60938 10.1287 5.61725 9.89392 5.65094 9.15912C5.68427 8.4256 5.80072 7.9248 5.97101 7.48645C6.14404 7.02667 6.41541 6.61011 6.76605 6.26605C7.11011 5.91541 7.52667 5.64423 7.98645 5.47119C8.4248 5.3009 8.9256 5.18445 9.65912 5.15094C10.3939 5.11743 10.6287 5.10938 12.5 5.10938C14.3713 5.10938 14.6061 5.11743 15.3409 5.15112C16.0744 5.18445 16.5752 5.3009 17.0135 5.47101C17.4733 5.64404 17.8899 5.91541 18.2341 6.26605C18.5846 6.61029 18.856 7.02667 19.0288 7.48645C19.1993 7.9248 19.3157 8.4256 19.3492 9.15912C19.3828 9.89392 19.3906 10.1287 19.3906 12C19.3906 13.8713 19.3828 14.1061 19.3491 14.8409Z' fill='black'%3E%3C/path%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='clip0_121_1116'%3E%3Crect width='24' height='24' fill='white' transform='translate(0.5)'%3E%3C/rect%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E)
'%3E%3C/rect%3E%3Crect x='96' width='89' height='48' fill='url(%23pattern1)'%3E%3C/rect%3E%3Cdefs%3E%3Cpattern id='pattern0' patternContentUnits='objectBoundingBox' width='1' height='1'%3E%3Cuse xlink:href='%23image0_121_1199' transform='translate(-0.031746 -0.0350877) scale(0.00529101 0.00877193)'%3E%3C/use%3E%3C/pattern%3E%3Cpattern id='pattern1' patternContentUnits='objectBoundingBox' width='1' height='1'%3E%3Cuse xlink:href='%23image1_121_1199' transform='scale(0.011236 0.0208333)'%3E%3C/use%3E%3C/pattern%3E%3Cimage id='image0_121_1199' width='200' height='126' xlink:href='data:image/png;base64,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'%3E%3C/image%3E%3Cimage id='image1_121_1199' width='89' height='48' xlink:href='data:image/png;base64,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'%3E%3C/image%3E%3C/defs%3E%3C/svg%3E)
