Análise de tecidos humanos de diversas tonalidades mostra que a luz não consegue chegar com alta intensidade em peles mais escuras, podendo afetar terapias e diagnósticos
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)
Diagnóstico usando o oxímetro, dispositivo que aplica feixes de luz na pele para medir a saturação de oxigênio do sangue; o pigmento melanina absorve e barra a entrada da luz sob a pele, podendo interferir no resultado do exame – Foto: Wikimedia Commons
Na Faculdade de Filosofia, Ciências e Letras de Ribeirão Preto (FFCLRP), pesquisadores do Departamento de Física analisaram tecidos humanos de diversas tonalidades obtidos em cirurgias e verificaram que a luz não consegue chegar com alta intensidade em peles mais escuras, podendo afetar terapias e também diagnósticos. Os estudos renderam dois artigos científicos. O primeiro relatando as descobertas da pesquisa, e o segundo propondo um algoritmo para estimar a absorção de luz pela pele em função de sua pigmentação, com potencial para auxiliar futuramente na realização de tratamentos.
“Em procedimentos diagnósticos e terapêuticos envolvendo radiação óptica, quer dizer, a luz fornecida por lâmpadas, lasers ou LEDs, os efeitos são dependentes da quantidade de luz que o equipamento entrega”, explica ao Jornal da USP o professor Luciano Bachmann, coordenador da pesquisa. “Assim, um procedimento empregando lasers vermelhos e infravermelho para diminuição da dor ou para reduzir a inflamação precisa entregar uma certa quantidade de luz sob a pele para atingir aquele efeito.”
De acordo com o professor, estes procedimentos são utilizados regularmente em consultórios odontológicos e fisioterápicos e têm o nome popular de fotobiomodulação. “Agora, se o paciente tiver uma pele mais pigmentada, este pigmento, que é a melanina, vai absorver e barrar a entrega da luz sob a pele e, como consequência, o efeito talvez não seja atingido’, ressalta. “Uma solução é irradiar por mais tempo ou com uma potência de luz maior, mas isto nem sempre é possível.”
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)
Luciano Bachmann – Foto: Arquivo pessoal
Profundidade
No estudo descrito pelo artigo publicado na revista Photobiomodulation, Photomedicine, and Laser Surgery, foram usados tecidos de pacientes que fizeram cirurgia de abnoplastia para remoção de peles excedentes no Hospital das Clínicas de Ribeirão Preto (HCRP) da USP.
“A pesquisa mediu a cor da pele, calculando uma grandeza chamada profundidade de penetração óptica”, relata o pesquisador Luismar Barbosa da Cruz Junior, primeiro autor dos artigos. “Ela considera o coeficiente de absorção da pele, que indica o quando a luz é absorvida pelos cromóforos, que são moléculas da pele sensíveis a luz, como a melanina, e o coeficiente de espalhamento, que aponta o quanto a luz espalha e não penetra na pele.”
“Esse estudo é importante pois indica que em peles escuras a luz não consegue chegar com alta intensidade, podendo limitar tratamentos baseados em luz, como fotomodulação, fotoacústica, oximetria, entre outros”, salienta Cruz Junior. “Com isto, podemos mensurar ou estimar quanto de luz chega no tecido alvo e aprimorar o procedimento terapêutico para uma maior potência ou um maior tempo de exposição quando o paciente tem a pele pigmentada, como pretos e pardos”, acrescenta o professor Bachmann.
No trabalho publicado pelo Journal of the Optical Society of America, os pesquisadores apresentam um modelo matemático, elaborado a partir dos dados experimentais, para uso em um algoritmo que consegue estimar a absorção da luz em função da cor. “Isso pode ajudar a estimar a fluência necessária em alguns tratamentos e reduzir erros em equipamentos também”, afirma Cruz Junior. “Esse estudo está em fase de implementação, no HCRP, visando o uso futuro na clínica.”
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UAObD5lunifQUwG1ktopLUml0Dbm9SrQ964iCN6N+svlJCdWCkgfp8gwiU7f2XrgYwEZsJC0nEVUlP6gi4YhRfdgYzdUcWPDGfe9Hrgnv7Q6UTBkPlMkIZBShXtGIfEKvLgWvfl+Fq92tT78l4KalzDKNcS9KL5SgClJ8yZyyvLV6WEC1VOrLADiQs0BY3NvjDoeIEBCbLe2gBetXUC+uvFthwY+WbcUwXaYxC+DhTyoU2OPphoiijXtdrFx4Jsr51zr7B/ZrWiQLaNUT7LJeM4Mhc6Ut9zX34c23sSwa5WfeguVGmV7qyxs7rSJxo5Q2ymQF+IAYiz/ysZcQ3CIlUetd2Q4QzpSzD/fHQmwsfghL16PIkuFaBA16jYLopF8xP38CI2/7FWT8bCA3wyCDwLvdM4ET9ebCtzY531YPyt6iJsZvxhH7rI6ip2Oi1PKlI0tLF6OfaENwE6RXw3Yp/KRAXN6P6Ddr2DEKrCZnLb63mOaUBEnXneVu+qe733CvzlAoAG90XzWhG+JjtBFG5f3p0CoABOapl1TBjbhK+c0vi26mP+FUE3DxZlFAgVkIr2tU6yq3R+HvbLL6DYxDE02UpPM/gRMzOyrem0vLzSVFkOIa2HPlCBN3LnwEcO0bMasF/oqn8LbC7CMGQ6D/oCO9uAw9d6+sM4KF2i7r0vGt3Qb4E/hdCV6fDbNW/Dsa1NMY2FBIBW0864fqCfiGy2OtC0U61Nh6fFn1hnuZs8bpR4By8AKb7YWeCsuMXEQCQJKEL6Q2dtDZgvQ+Fh4had0DHYzDvRVHk+jlzXYPgz1sakYpfVlzkLskcb+xdCrRC4ojHrq2EX7UyFkjQ1KjNUInGGbMCODH93d1wB1rDAnwqzGozX2zYFv+wC6/02ZFiW3K5JQimdApj2ps6iSMdVKJAAAmsKOjWMa0g95V4okqdww9rwRkibKbQgb4JoQkn3DArOXC6KVDNaeyAWbwI0THe9aFblkEjZ1CFo165WiaAwr/UYwH4L5dZLVshO9i+cblrCXbil/4cC+tKFY1dDzmhpMDjM/P3YCnibX90u7SmG8a2Jlg5h9L65z1H/tGzeeg6kUJ3aFvbQXL1EatwgRBqidkYTcEkWRlNxPFksWiZU0Cqy6YS+H/UpDPEUO9WrrKRj5TpPfWkiCKLMPCZBOhL+8WqD830AhFtglktbOvUeWdo6KEHVpUptnwSUVun8T7edBnYAypRNC0/GspSKRTI3sbSmHA18xFPv0gdN0vEBK5z+8RShsK2dJTsCFFOd9DAFQ1hM/0l/wd2LnWBTvfk6NsOKy8e/vy4Ck/lCW7J9bbrO3GZ9NrSmvS6qjFXM2i0nKBgQyjJVBDiumH27Gcy+VNL9lw7Op0zK7zPQxyV6eJMzzm6NAOTTgpN0m+E1iKY03JsL6bacGk28OO5xzfZ0WpxDD1O3w+J5KmokhyA0szp7xZr6Lui5/tlbj55PtNYnwLp6iVxqHvPodcsYHP8lbrB/vgi8xzHf8d08sk8AaMkZeTZkoqb6bvZFW/gFGlfXMfOdJyIMP3++Pz/sTcwdKPYeC8UMzSGokTL909CU28Smw+Ad3JGVtWdJeB4Db/1CqSTDrurGnPrr0ABx09HDSD2M+pJQyFQlYTLwLVQcHsB2RLHuOYpZZPMgA5YQfvwMI5nT1615o8wawARLF7yHuIXkb+PDQPMfBwrOIElsxWkQvKi7WgcttYc270VqrQ61MC4mro2Xf249vN3yt+U9FwxaZ5cA0mwnWcDMQ+/syzYSyN1CZ+OnIXF9GEOzX+342BizR9/Ao3L8tiQL/vIGAdyxs9hH9t295BiYfgtg4RSSYyHvX+2y6Kd8hg0O9tbiwIgdgMCfCDPcGLqnGHcBrwh8Rx1yK2IjwEigUKxPwdl+Yf5Axk9RggJWiV0qFW2T/p3REDuClur31cvg75eu9COQE+5deWp3DPsNff6Mqdhgu/kbh3/RRQoIoKpfUrzwRWaKPiE9jUMgwxtMA5f5JlLENC7FrDYmmO17pwqRBblLfgBav6CKwAAdSU/awkw+WlfN9+4iwt7rvCGs/8sxm+Eb16nnjK+x+lMoOReQZHt4yqZflhdJ+gL5HbOXLaZzDPOEyuDrwrgLYmu21YUP9VkEkyJfVycwZbTCvTtnS/m/gYTPujmsAXcQALAxaUiHJrvHd36CoyuqtKY2ljvjjoDpJKQ0u3ydWGkDW24/qLVfrZ0QI7e/AvhQpPc8US1ey4r/8H1aVnNHYEQRbZjzJWjw0kNXwJHUDAdKq7BYWdf6u9BnBL+b/bWpy3r+M/3T6TyZl62YXGB3NebTN6jZvUWyfleNDrYB+fhoN49rUhgmhr/BAnlzGNbexqh79uIULgoAAGdePQyHRo2W7ZeHDBxBA0oHxro74wxl7MkGiq7zh7SAXbHBwRL9xPLrVLIB7P15RDid8Zrj9us0u1yXXVjNPN6+Z6S/z+6nZ2JUoVzacfOnbE/rJURX4pkMm3NHG4K1SqH+FC/xm48jaSUYpWHEhuX26YGeOiYfr4IDLOFsbPn6uoh0ATZ9sFOEE2gCisb6UERSk9gNmutT3kgVFnuo1Q6cna3ytdO/BV314X+ZH2+bZgdLz8Z21zA3DRBalgVWGt+KjtnbXJEkAA8MPGv2PEY35/2ck33f82TmEFEBqyIdG2Ozac7r1mcovqXVukzWlAZbgGsgACwvC+wQIFvLf0kJvj4ybDJSD+ZUxoC8KLGht315bfN9K8O7m8Ent32knF7o3PltAgmns2LmrACu37a5cA22376BxpYSgaG/3Sr6iJm1fn9VqWOLzmQV6PI85p2jbfFkDmYk0X5DVX9vK5MWwwk3hL8506wwoasRLNS99XrSnLaO50KPVsVkFdZrK0QLr3WgAJQzqsE0Ud0ZEIL3llESUEiXly956cCI4gions1K7PYUekFvwgGWRa2kjvyULbnhp4ISTwTjAVcuFWhOhrLRYY35WpMQAABVwT6bQ0erbq5B+JH5oYO8GaQu3k34jV/WHj9htN6N6MegEoXsGb2sS7Hurqn8HgHfLsF3b1dL3X0C2NMKNAYDJXPlzW6L+Tk7V6qXllIdzAN7N8iiMUtwBDy/Jf3wZ7Y/wgTMpvZzYftmF67s4R+vP3lzUlnTTRf8DQw230qHBqX+nVBR+SqhRpfv3i4g1SBzcjvVpkotkG86uvQ13icfZqmoLVudv0SgUhAOf5y84ibd09qZnXSa08d5OAssMbx6Qgz3NvHT5WtmmZn1+8XEM2e+cxUvvUPxTFr1cw5Cwl1CflKXPL5oBqfFjjGPfBSjkYGNzNf/lZC6iKkPku45fTGgvVpBa15zPcghk9rWH1qldMtCTnx6cIXD8+IndagmrhNtozMSJsWAoFiCBw+4ZtOCTJHkAZqSedUjfCwwIpRlzShgXfuA2nnVIWxTxr1i7cNfy++44j1tr+I16lAyAiq+l3Ugd084wEKrcZXCpE5iQDDd6PFbew+yCWZmQtFJvAQlFtVpjyMhZG3nEI+VXqYcWacR2wWF2lXcu7Nrnk9AcIHvXxhvl72JQaWIogCejt42RVFzb3vw30TEh0RMsTRs3uSxotk81FeEa/+B6ntRPmzYWdf8B3p8pbe/sqk3t0ZlNkdX0G8B0LeFCBGnZPYkmAgui3GZJwSmMdlqXDk0qyE/aIRHhA8A0JyuCP9tPqeKHhKkaMusNr76Eh2n/eZ/siiWzfEo6laWrqChJhX2YNVDGdqAZyPIcg+wkWAOmWi/Fi/CH7uv4b90yAD7pS/nDOBZlp7pOIgrSCilCfMtIUNosddof2oUvXa81Nye66vxNmEeI9qCMf963wJu2UnT46jVZ9T22jZBrsLNInTH3qSUFEyArun+EQyEIKLmNUAXUfaybCrain0QLeEue3jTB0eKLe/C+yo7W65POstsuRYzZSzM8S3E2+quItp0dIXb/+kniV+RDCfrHkQBF6xayZWr9yWKnxFANY6xrsdm72VSJ/031dEikLDNL17qzc8LLrQXIqg/SHbAOPLGYQZZGGcZTjjs4x8FaSA/mbfdrZkg2m/16nipyUByQfEvCO7xwHtgXBrNkMWCS2BxPXq87Q1QI8NhaTYiVykH9I0HZxb+wJ9cim545QVExFuTz0KGifBUiocUpkWgEHliYMpRRKkeKuE8DopZrY72wjAHXR/HX3jqYfCvi30rszZNwbvx0B+O7tEi+fEhfw1xlDDgZFf1hQc4GYhpFwrtZ2E0EQf/7fgCyIX+9EU/26cm5xrcPQg2XscAY8Xoi1x2mVx80zkwcGZjn3a1LVJ/1UKy3Evq5ATtjicU/JWks/qIZt/7ox72eldkagG2nA4GfJYDoAABPdpXPDdK88B9slzs3QfLAn9I2SlpGUkqWxm71rl565f+gqHmeLzLTD1/WSDgemA3NEsvSAL2uqFwmQdzOVmmM+aBNw+Y7T0otM1BGNbtg4YdyKfUn1YoC6hBQNPJKAR4ZJr+pQYglvS7M0vuY2JlKNgg6YWD5yGZ8KR/F5U/5bYgMV6IXp/RQq0tHkDPOgknnbGIOxbx/LM1njeO8Z1eYcThd5Sth2ZyJU2vT9hUqdn586lUWowOp7CAKxLuGQldFk1cFz1h2147J+FD8rn/4WpBF3qKHDKqdeUyhCbpEm7gjMJeb4zh+HUpVI6VkW9tqy5tqlAWUzlTz/ez56WHA+SSwrRv1LvSIVs93S/T22+c+ijepdIdH8ycQNocKsxFBjUZOZjhu6Ojk2L7xu3HT0o3mwRgsnUj8OMlRYiOwPm6vPUd/G73zhimuSGlOAFnxyGQA/fgan4aHw9cJ7ctfbodzuoWcsF38DG3IwPGfQa8AqrLgABLVO5X7NmJlI3UVm0V35akrVKJODvQyVkpNX6wtUKTOPppA8KdDfNrvnhIxfr8Q7Dm/ATgH/gZ1ammd/xbQ3DoNdbj8Uog1DiWaI9PSew/LSyoZ/zMUMR9RY4Ew7BN5SC+5p2D4TbWsjbZU7hR1gnU96m7/gmtJ7WwgVWSNlVS+CTki1SNVr+dvRVyCGzMGfG5Bt/RwbEi3Uzxk7T5QqQ8fY6BE5XQOdYLdBX3FF1pYuJR8vtysT61OsKAlFeZyCnaLte15Zdd8TzjP1GxCKlb+tk9Mn1+zTDI+AP5lmKkzb3gP6KB44FTzF3/VjQrpu9t3JMs3vNibaVUvWJ6TXC77v44ihgJk6jYubjgXC5JkgAAcaADoYBIZjUSzfuo//0QkL/XJ2jyIxJMFndOIt2ZhpKM0LJ578GNycjs1IzqoE1o6DqcUiHzr+e7r6mjdhFBGqiuovGEfxTc/OMmAfiWRtse74oaGt6a/0051hqtKUErGiV7/RkEx3uFg05Bt+HDFDdVN0PF1FhRWHpks983JNug+HwT9QLj6CTsuDlb6GEF9r3BqS3sOIP69L37Yi6Yta6Jf1DU5fFaoFjGSlKPCyUmf+d0sId7jd15eLqIyalIs1BgX7iEij4GfZon4mOwIm8zJNWJ0ZbmrIKbx3LpDSLSxYn9YgR+jWF7Tvw1BcI6VkOigobMrTjvNcyrDnlK+eSXmbeY/Ip1aPqv4xS6acjn0x9sDWnj1GuyiXVL6064Lgvs78nO/MpKWS7fWe/xV1v39VbJnLFkNBzfF1/GwQhrjI8qgIQZxdcGXKGWogKEpNx+MJtUUqPq05qnjfO6ySpzROtpcEaxTfV2FH5wR/jsTTj3xDbuGCANiEXcOzEGQ1WQqBSxV/a25dUK0S3WEoxskbxSirKLRqVsmLU+cQxGyZZRLsGMJCp0kbekYa7df97bf7VYVAY3VjvxW9/jE00O9qiVsYoBHfLx5zIrIDQ1AgVjRiMfpx5Q8SGkPpfVwd8GVd5ORF7dqPYbAjXa0iKA2jjIkmdlJVwSlPAkUS5wFdBVx90jwIWv661e3qW6CMpbWDtZxjWiNVnrbBvCEjhsMaMGPpi6w0am5lY9nZgn9teKCYWMrBUmaqELIGnsfXa3HCMIfO4buvRKWNaL2Gs44E85yW6I4uUibP8Mo2dlGnzcctsCwmat9HifcugBBYf//cowX6ueu0NqHO/ndgx8c6GeoHznBQq+Npdz95YFbBZePr2Uz3PGd/NTU24uMjRISk8gYlacKp5fEsFzWeHRq/SUhTkHOhUTga1onfaTQO7hpPoarxYEyQTlHFKCf6KwVdCF9MTRKiG6/FVUzuRnXw1V3CAMhxh8q+WZVKK6BylURkBB785yt7LkibexSyRzaLEVF8QZVxgXn2lqFZgmmprk1Y14/lUsiBnHCXLolIgSv7yStFCcaTdl/YsUxyIRlMAodHTI2B1c/m6H5yofglBFve/E3K0cCUbp+/kV4eWNN9639GxIWp3fwGcVpUZEzwlQSIRu2V0NIAezbz5lMqBFADSJdg2cDeIMMAnn0N0HUgcEu7inUoZM/heb4OR5TvGzG3xkWOLyBnkCB97x241yWPhVizw1JWCd9HjdO/lt2iUJJgLh3uQGQuYL8jdSS06ebSAiRtwS936BIFgFVXwGHAWh5cZ/T5MyCMdECx17cQg7FNeHjrGzpGvZeWU2z9Ui9ZZ2bQE7bPEVbxNWSQBtNqkcHeO+2Ly+OzNIWk3RbRaLzXvjX7f+84gwdrAASeFAjBXKVy4AOveKPxBiC9blqb+IhMkjygsFNH2L0Jd5JSZyUHaZPc+W5ztSRCZLjpC/iKRv1i4v/yWvu3RlytHWeaINaZe01LB24FUyzuJIDbxRgHxaJsmIBHJzZRNAanq/4cH2mK8A0RF2L8QZsIjQshcWN1TPjg356OMnry4j7DNXQi0Yo3uZiF0uyf4/LbFv9X/YbVYRUTUzR+tiz+BQ9sI8wu9SdPAEQ/I1RCxtNAmZpBgl4pQYFfqFnvAJHHjMwstdtD8UVv83cPQEw56IkbFQpGQyREflpC2clP8KFvopfSnpVY4CiAWjbV1P9EiPeE7irXK7/WAMJXACF+DdDOhtBuj2P6sBxQmjPPrYAYLwOoABrmqYazej8YYWAWLKQ4B0PaUSU/PbG6hmxNhVXp8kGYiwCWLXSZJJGu3/2EzImUlAhskJX8xf6/SSNQ4hqC1GUj73/Yv2yjfFFz73nhSG+tSfq5f2tDFcwAElSYEXioMcl2HD4ro4PEDf76XgSgSP+dLavsVfNXlxBlU80uH+bD4DBq/iU/4r01k9mjHRqVe8xlXdLYeHkSt431smDqJ6ZDIlUIVbUivOxc/fb3vKk14yfIuiaGf6X5H4fXk9Fhyu7brnkHOF3EG1gNtaAA0m0YMrr7iyHAAIF0MJHN/9jrTbvw/JGc2Vhwj+toYPBLaPQUEzchYSAIFC1x6yO9y1giSiR/nV7ai7VdO7Q3C3S/EwzEPymRkb0wm1TP2N6li9a/J7nFuAXX0TuGsdWQeNJa/agz6sYijGvidNI2GJSJ6Zh/noy6smkP6qlKuc/5wQ27RFR3FVQxFcGbhYKf5tfcZUcUP3P/JxpHCnCkYejp6Tsy8ypGwZ+Vx+UwmOVgLxNU3tTMk/x0g6Olk/4yiUHt8fHeu0ZBRKPXKCdguwCVkiRr5c3wCPusWL0pHXwXdGi8g9Ot5WKP3T6kAZgKPaYJRE88pHlc+BKJT/rR0nYltdhQZtuFf7twZcAUZsLnRK4blTBHYC6Z4ByPf/5Wn6LIh92zihsl4vOVxjODwQRXhRTn4ZxS6/TPYpQM7CE+yIbFUCO0WZ0eYM72resnVgI4/fzOfXpniRdA6aE5FaviP0vxlw2ABD/jIlvEg9f1DIG1+ha4UuHOfBA2z/0eEuWszQBFcT/YcQE06LCzQIXhphwFySipoZWNO9BA6HvMb2yZsbRSpzLr6gB+OLTSlfovljJlu1C6VpGM/Xg6/ztMozy8kuqXUIRd2IM4qDdvj4Nil3JfaTx3ZpKAiQoBuY66T0vtPzZCYxnRfjVgpqShXphJK4gEAT+YnU9vGvCZaafUZU0wZWCDgD6vr8ozenajsLxoYwaES+cvLVP6z8TH83jXyohjiUty6d0P9DcFUXo3SiyGcFncLZCN4VSgtrrA/fIy596ogPoJgDC0N6frVNr6OfqKwG1XtJc3p6cd1PTSZEq/DVLldpK2CBGQyeXO/7I6k88kvjCsj8Vsz0xLDNgxZ1wtvm1KgKj553Z3fB6c44pM+UNjIhYGO+SzLuEMA8tPdJeXir8PBDi2I9Z9J2qsLHmE+EjazxK38W1HDh2GioDfDfKTtQ3BHuH3ermHLIUZbCI7pBQFw7Z7wIQZhEmpyv5KuIGPkNnSqMWTBD5e4s5+tHd/u3JB9uPqgoocFfqIRqU47C3qoBJCP/ugHUCwfx0X8IjgwSo9stc8h5JdgYcwgNCWZthzYdH0Uh8DyGHB9oLsVcO3RIvp3PwQEcxLaHrU4kXsGKKPNOqulGjLYvvaOr+UhpqdgaR96hanL6oY29URMEUHNk51+v8k79bf8+NsG3gWt7f8z5b9QigSChQgrv1uSn1aIurRPMUl6D+szR1ekALlwy+3Uym9XKkAyugnguDOxY9A+RmAyRUcX72Bt650p3zu4djcZvBdbmPepZP6jgHRvE5rP743hS1OonFeQ6iNzrAApfo9V/IHOgMQHXUPsIF2qhCGx56BYlqj8oXaYQ6JdPPAYhkDqu6rlvRt/s2emAAGWnr5vU9ajsNKspqoWSQ5ZaYId7Vg2NYyjG7id3p4UzIazN1M3EQH2e8zrUL7F2IXkHNNKl6+rD/fODyKXQOc7BZmOqAFx6oumFm1+ZNB2oHMNOT8hZbQKxsPOIk4eQF3+T4C1f5D/BurcHu3/LwaU8d2F9mSwGWw2O47akrsUeyT64K7V7NBp8rmkY6viLyvu0mVkKoRf4yP16uwqT+fq6ChuII08kSreJZtX5/sP/Wfj0QsocRZqBYWp3yG0VilaKWV85Abhe25zlDwK/tiVipxbkdsDGxcvyVrOcC/pJmAjgRA7pSa79vBxTCTEZ9tV2ZyW+cVEB+tOfuPkv8U8plqNCck/HfwScmrRtGQJ7r8NOGgTH8sdwsBdmxowm99W8Hy8kmF8kL3+Igtj1HfKYYbSIfJCwePrxl0e2X2ICYH7Xafej38ewNvwWi1VXsKaXaT+6+HWtVXFThsJgobIf7QtrL8piszIhgTXH05zR4tF6LHYAazywSoT5pNWoMjroVKh5bn86bWk7fwuI+Gb+HWLIlZbzMRANkB8qTud7oU/5N9/o8eOgoVZCaM1c23X45VYiOYPIo+f1ECVDvFU7664cE1I9c8XeXTvO7BIezRNpt3M8Wmsp4AM9NYxvUbj4gt4NwnprG/voCswdqMldmbEHX4B/z3VRUeI3f7wRIvmkpigubJAFWCf9Q+D2AGt62zz3etfDZXw0SCfWevwB2bWZqvQJqBQx7Nn3TJ9KNAQei3WIWZtmuDSJQN3dJBO4IF4WA3xdkRZaEllEK3hzMQTcuKgRbCDhr58TAMLx+wxfcwXvGRvNQ84yAAiZGGdZjNEb7I+xFjZX5EHyQWTEq16o1vs5k1z8eSCgOWd84I4Fu46TrbUEEN9qzvPfOxiewl3mVJJOMsqD0Qf9ox5AE3l03tpvF7u8KlFmw8iefdCONthqlYz3xv4OZEiN50hrpgsl0ui4msEeHFlVL7nNdyFLFDPjNzGF57zOyZvhEOCOS+RYjhS6yzZfQ6SfaaDfu5WlIg90Y8CcPu/nDMhBuXLwKycN6o+t9Phm5ln9J5XVSgUPrpbdbEv8Rfc30lfCTFrox96oDxqgd67gfveDPHWlvH/OfKcAxgfoRMT/Vtu4xgGGoJu6Wr47xkFFcLVh1nRbpkDqRyMoM7fG1efD2HaNkJnRGwcIKlAaNf5C7PT/1qFqpmMvivN+d00obq+PmK0IcjcGRYr/NCV4mvWJBeUX7Z+UYCYWurG0gRkDAQjEOyhiiuIECmzLC3vLjwJXX0Xdnu9H4w1cr1RvF11DxIN5zlkq6LQCageaiBcBUYg8O3Vsm0KvBq+ojaK+eqF4tjegW5u86EqjL+l8AZD99V3lu/EDmaV7S7ci255QzIQg/SakcR6WAQO3LFA+tDkVsQ9wkECfftXFCtOy5pM88nzJhgMaAZJHkEp8Xk2TDHpq33Q8C74wM4tTBc3+wq/PxYeXcn7e/ktjWk1vEkXWbA/CefunC7MM7NvpO/Qz5VvzdCrRsI1ksCoFDHg8RZm0hSwOeBXVvli70x81aFbpNN7lh/sCXX5XgomZ/a8PG6Ea8N0jNhT2nDvG4d/V/0W9yyqz4Qvmpc7tG5MI4zAmF8dEb5nWU2G6Hjrv9hXkCcKlgyZAwy0zExOEAj6UI9P0pkgjO9d5aBh1og1f/42bU5Axf95eWe7mg6ea4BXcRctNQM8SeX6Drbw9bw7ec5cAFwqhWMLgXFd40wkuLwzkvl6UIrwM8Kgh5X9OzOepoRCi2totBHlraJD/gmCpOZhUicpAwyRT6a0ONfCLFeqHpgyh9TKWqNddQ5LNbEMgPba/5+1Yf0Ks7QpWKliasfwZPF052rSbQv87wGnaabWw7it7eK34dq2cPTPCt5fwyT2p1IGlIuqilKuJS45BCX3j5vespobgFOHT87jUp33clygtIIWfr2/R1c/Q7qIMH9fm7O/3dkLeLotoanZGTLQrSH5egvnOHxhjFljF4e3pdHz5CoTM7H5++lmR1PTwk0/H+28z9zP1vffEdPMTI8+Y7GZ2Es2pQ4E9pNDljwwfG/5liKyCUfve9GHlX5wBmRtgZojMLKzufMX5xEXnaTW5N/09x1TVntRaaz1mp5dZoZ00S2A8Jg+GZPor8ZvXn/CZGZVDtL09agM2/S1D5q8HNtJPCVhLY67vnkQVb16MJ0kGQCrglnfDyKH8eLJ6PjYUsnbObH5mMJohBH7KrjdBkbEB9bDfQA3LJk/W3PW+c/TTvEJ4Pljp/HX7i2h8HnRPU0tUhn9e4PS6+h7pvVL4XK+IXEbRAbFHL2L1xy1v9H/avrjoR6pm+4Ty/6jyGarDVAJ49k8HLofLzop3+4+Cr3qpFDn+CdXm64WVlKCpURZzUqH4KioKTfgzEtx/Os9GGQkjldJo7EsHRHqT+pwW5rJ8rjYvQr/Dxmbm9d8fyfJPPxa2ik5VMyHxWJKT7fcMU1SF9QgVFmrLlcMUtLRgaGZXFmqoezKOK7nQAaC+azujY7eWHd4pbg9lRa7+gix5mUzrF0NoI22jJbppPmg9iyu/fb0xS4FZweauzE4p6Mdc/HQgtcHv1qrAuMnk9buwR9e4o87UhumcEMwy3J9OzjIEOkVNhajsSMfaRNqjciACO/AG6AQTWrQ6yJD8iVGq/UdLxxD0UHB3Na75AK4ENARYrgXF/soolDyBtnBjt/lfWm/JLjfK5YflKjhLuupOkOf/mAz9y/3soyP65P8NxutLFVs+ja+PY0eoc0SsEAm8GR/7DwcuAGNrqH9Pj8z6TE0VR6s8Gxjeng6UiFU0pa2ZjgDLu3C81bHMLde10/3yJvDPyPLI1q9SxeJsrP1y7jXk4HM0QyaaXpgbeto90IikK65FUn6oxoXxinV3z7HEU8n0+M1mTAFt3m8m99EHpDaX/CiUFnSaZc9uT9fDdVWOKeav7IU4AWouAgNT9W+/x+TGrnAR23TOSLHvbwPIFyKgAhiABVVTMbkSW47pCfSIh4jVNOjzGCQvRk4cQSoJdEJmGsLUcAH4PccACsWgkaqmpcBZqWqDqUxDAFLmUlGGDkTxIWNY6wBbtGizTOENhbG+YrC3uJggi/l6xytrNQda86XQ1tzQk91BbwnFkRstWMrvS+AqrGBU0WsJXCr+6dm1TQqDP9YuUhjZOXCInWdW7/pgoeudTRRm7wfFmUCYkeZCnk5O/tmABGM0ZNKwimHyGaDq4rc8AggkMyw5cDnOVPEKjVpwBV4TROKeP9zCVEMT/319ZsYP3rRhs2PqgY3OV3zb4xFKKeXFFQDd05t1CRlB7L8QmgCZM7fLeaBlHgBWgjq9jjewgLAlVsLWoChXBMPVfyq602uvq2QrYHzVu0jSJXW/yYabRXSSMbd+14L1fmCks04ix16+sETo7o1GceBdHMXTKv8oaQNGSrpfmEXdGBvU8chH6Yi6uEmoZ21w7TNiC1gtBiElRQZ89lLrGMMyySQFC2mfddeXNiB6AghUlC8gJmcw1CV0cAZl69Cbdqx9LyAZWQcGSOiEzGyygVP1k259oD+XGoloHCg6dAu24zsLxNC12hlJvZ7RvEjSsrUhasHPLNFZR2chZ9OYQ43yixbPIjLSoCl5P/Qwj8HJjN04m0ozRaEZ9oPhAxi4qAIKrh+ckA+htzagjesqXa7NmmCQrVT4+8NESAwKChv2O440dn51HL6cKxuWInzMBj4G9xZ5AgHBdVMydU/HvihUAcsL+K1OISsyQtDSdBpNgfQbtadT/p1pa+/cDw4sQ50yZhD4HJ5Fh7031br6Zpz3jbmqjzfZPtT8EzK7TlhykGOgGlNxjddE0y1CEH6g4pMohA1kfzJlrlqYJQuV5Sq+DGKQLc3N+Pv/h35P2VKS6PFC+zQjdkMHGJOx7SRVIeN/Gmmdo6Fy0AbD+Gp6tdIBTYIVsNlpFhDaDwT9Ww9NxdM1LS2ZWnQnC2LItf3tBmMUjlROSyaNjbYgw27PtSXrcB308GyH4W+T3kR+lZmApKn0O4eGw8Gr7C1tLTRGvfgqR5qUFup+m8FLibIBCztc5MRWs2ifnZkT+kJvIWkJqhMmSXJMG+1hGatAXnjKGNos7z0odtxXlE14gIsX2h3nt/YCZMFP77rj9tP12kRfKC5grxcW3ncLpsW++jUmJdfxvarhf0sws321dXtoiazYwyinSV6H4knHyLZwEv8L34eaexju2sZd8dfRCKN9eUFQgWh09rSGt8Kd2vREnTdY5OwwedoytnPJG1Cclw3VayZ/+I5a20a4LHrTyFPiBhslGa7Hdfao8IEdTzH0UTOvcwOtTNVOpvCcZX54Yqv9iIEY3lkqr5E0SUPggxIYTT1wf4guLUJ7ALU6GSgCaNE4bi9AeDiHLLuPg0P5/OkyyYCUEvnd933IQ/UwVLGF2oY8EylGinG3CeS5q2ehqddQbeaETYv6dcgsR7yOL67Px8UCFmf6da8R3kdJEUmJRQVsECdea5GmGyGbFCZnUTFB4v1jlYOuv0dEEC4wqPaLZI8XJvPOTGTOZYQ3VuNrvap3tor2vV5nKFrFYuB8im1rlYJjhd+3iV7NjZanLHnDOkCDZ/yIfvFPjhOjXpkVFbwwnfQmrTcjx5nedcx4mgaLg7uMYtNg6hRpYzljwUAaUlWuyXjcd7RcuE/mSLuAAsmOz/nShDguSwrTBgq4YBkxZf1ZIQLVOcl7M+7p8GIcA5bhaYdiI0gC1Mux9/it1CW/0OD5PH5RyQSpZMslF2UpuMn+/aFRva1/SlKKFefIBpCtoNMMnVNcqm2qGTARyY2MbSzfQgQh8hNDoZmzLBoQGKAv2eKn7mQoUhAVzXccPL1asVViL+L8tLz5UxmNKWj54AAXBkLXAArShooIxezv9BlHcNyutOqxdwOI1ky7Ird5nonqTMK1O6u2iM8092ywtfJjOfRXI99NR5qclpB75re7CSuPvD+UCSBNORfREMUGME1OPeVYDb6uGCrE7OVVe8VTiC8UUcelFXXepWaSWylufV/Bdk5pNFTCU+839m7S6zM6DnJO8wOdAIPvRn4h8G27vifwaaskLKlFOAAA)
Luismar Barbosa – Foto: Arquivo pessoal
O artigo Optical Properties of Human Skin Phototypes and Their Correlation with Individual Angle Typology foi publicado na revista científica Photobiomodulation,Photomedicine, and Laser Surgery em 17 de abril. O trabalho Absorption and reduced scattering coefficient estimation in pigmented human skin tissue by experimental colorimetric fitting, saiu no Journal of the Optical Society of America em 8 de agosto. Luismar Barbosa da Cruz Júnior concluiu doutorado no grupo de Fotobiofísica do Departamento de Física da FFCLRP, sob orientação do professor Luciano Bachmann.