Polo Tecnológica
REF: V24MPDC03350
R$ 199,99
ou 3x de R$ 66,66Tamanho:
'%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)
A loja TNG é operada pela After Click CNPJ: 53.966.834/0360-60 - Endereço: Avenida Joaquim Lourenço de Lima, 2150 / G5-9 - Vargem do João Pinto, Extrema/MG - CEP: 37644-032.
REF: V24MPDC03350
Tamanho:
A loja TNG é operada pela After Click CNPJ: 53.966.834/0360-60 - Endereço: Avenida Joaquim Lourenço de Lima, 2150 / G5-9 - Vargem do João Pinto, Extrema/MG - CEP: 37644-032.