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<div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px; text-align: center;"><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; font-size: 36px;"><b style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;">Kanban para Times (TKP)</b></span></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px; text-align: center;"><b style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;"><span style="margin: 0px; padding: 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falar com a equipe de Vendas clique </span><a href="https://wa.me/message/IMFMVON3V75VB1" rel="nofollow noopener noreferrer" style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;" target="_blank"><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; font-size: 18px;">aqui</span></a><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; font-size: 18px;">!</span></span></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px; text-align: center;"><img alt="" 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"></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"> </div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><b style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;">Agenda:</b></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;">28/Set./2024 das 09:00 as 18:00</div></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"> </div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><p class="p1" style="margin-bottom: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; line-height: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; background-color: transparent !important;"><b style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;"><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; font-size: 15px; color: rgb(14, 14, 14); letter-spacing: 0px;">Descubra o Poder do Kanban</span></b></p><p class="p1" style="margin-bottom: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; line-height: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; background-color: transparent !important;"> </p><p class="p1" style="margin-bottom: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; line-height: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; background-color: transparent !important;"><font color="#0e0e0e" style="background-color: transparent !important;"><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; font-size: 15px;">O Método Kanban é uma abordagem de gestão do trabalho do conhecimento para equipes e organizações que buscam uma forma humanizada de aprimorar seus produtos e serviços. Ele ensina às organizações como entender, visualizar e medir seus sistemas de trabalho, promovendo uma melhoria contínua e a entrega de resultados eficazes de maneira consistente.</span></font></p><p class="p1" style="margin-bottom: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; line-height: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; background-color: transparent !important;"> </p><p class="p1" style="margin-bottom: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; line-height: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; background-color: transparent !important;"><font color="#0e0e0e" style="background-color: transparent !important;"><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; font-size: 15px;">O treinamento Team Kanban Practitioner (TKP) é uma excelente maneira de iniciar a organização do trabalho de equipes e líderes como você. Ao compreender os principais conceitos do Método Kanban e ao educar os colaboradores para serem “bons cidadãos Kanban”, você melhorará a visibilidade, a comunicação e a colaboração dentro de sua equipe.</span></font></p><p class="p1" style="margin-bottom: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; line-height: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; background-color: transparent !important;"> </p></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><b style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;">Treinamento Certificado pela Kanban University:</b></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;">Os participantes receberão um certificado de conclusão para o curso <span style="box-sizing: border-box; font-weight: 700; color: rgb(0, 0, 0); font-family: "open sans", Roboto, "helvetica neue", Helvetica, Arial, sans-serif; font-size: 14px; outline: 0px !important;">TEAM KANBAN PRACTITIONER</span>.</div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"> </div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><span style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important; letter-spacing: 0px;"><b style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;">Instrutor:</b></span></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><a href="https://www.linkedin.com/in/avieirajr/" rel="nofollow noopener noreferrer" style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;" target="_blank">Alcides Vieira Junior</a></div><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: rgb(245, 247, 248); color: rgb(25, 31, 40); font-family: "Open Sans", sans-serif; font-size: 16px;"><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;"><div style="margin: 0px; padding: 0px; border: 0px; box-sizing: border-box; scroll-behavior: smooth; background-color: transparent !important;">Alcides atua fortemente na agilidade e no treinamento em contextos multiculturais e multidisciplinares, focando efetivamente na liderança "além das equipes" para obter um gerenciamento assertivo do fluxo de trabalho. Ele busca continuamente a relação entre o propósito do cliente e a entrega de produtos ou serviços em cenários onde equilibrar demandas e capacidades é o principal desafio.</div></div></div><p> </p>
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-23.620939, -46.684295
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7
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