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ACEITAR E FECHAR

Programa de Difusão de Tecnologia (eventos)

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Visita Técnica Safra 2021

14 e 15 de janeiro em Sorriso. 21, 22 de janeiro em Nova Mutum e 27, 28 e 29 de janeiro em Itiquira/MT

<p><span style="font-family: " cerebri="" sans";"="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style="">Dia de campo com duração de sete dias, conduzido por Pesquisadores da Fundação MT e Especialistas convidados para apresentação dos resultados de pesquisa, visita de ensaios a campo, demonstração de máquinas e posicionamento da Fundação MT, com foco nos principais problemas e soluções para o cultivo e manejo da cultura da soja.</font></span></p><p><span style="font-family: " cerebri="" sans";"="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style="">*Edição especial em parceria com o Senar/MT.</font></span></p><p><span style="font-family: " cerebri="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style=""><br></font></span></p><p><span style="font-family: " cerebri="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style=""><b>Datas</b></font></span></p><p style="text-align: justify; "><span style="font-family: " cerebri="" sans";"=""><font color="#000000">14 e 15 de janeiro: CAD Norte (Sorriso-MT)</font></span></p><p style="text-align: justify; "><span style="font-family: " cerebri="" sans";"=""><font color="#000000">21 e 22 de janeiro: CAD Médio Norte (Nova Mutum-MT)</font></span></p><p style="text-align: justify; "><span style="font-family: " cerebri="" sans";"=""><font color="#000000">27, 28 e 29 de janeiro: CAD Sul (Itiquira-MT)</font></span></p><p><span style="font-family: " cerebri="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style=""><br></font></span></p><p><span style="font-family: " cerebri="" sans";"="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style=""><b>Alcance</b></font></span></p><p><span style="font-family: " cerebri="" sans";"="" sans";="" text-align:="" justify;="" font-size:="" 0.9375rem;"=""><font color="#000000">Região Norte, Médio Norte, Sul do Mato Grosso</font></span></p><p><span style="font-family: " cerebri="" sans";"="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000"><b><br></b></font></span></p><p><span style="font-family: " cerebri="" sans";"="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000"><b>Grupos</b></font></span></p><p style="text-align: justify; "><font color="#000000"><span style="font-family: " cerebri="" sans";"=""><span style="font-family: " cerebri="" sans";"="">CAD Norte:</span><span style="font-family: " cerebri="" sans";"=""> </span></span><span style="font-size: 0.9375rem; text-align: left; font-family: " cerebri="" sans";"="">COOAMI, Ass. Eng. Agrônomos, Coacen, Coanorte, Coap, produtores e consultores convidados</span></font></p><p class="MsoNormal"><o:p></o:p></p><p style="text-align: left;"><font color="#000000"><span style="font-family: " cerebri="" sans";"="">CAD Médio Norte: </span><span style="font-size: 0.9375rem; font-family: " cerebri="" sans";"="">Sindicato Rural de Nova Mutum, Mulheres do Agro, Produtores e Profissionais da Área Técnica convidados</span></font></p><p style="text-align: left;"><font color="#000000">CAD Sul: <span style="font-size: 0.9375rem;">Aeagro, Agroligadas, Centro Pool, Coopercotton, Cooperfibra, Grupo Guará, Sindicato Rural de Rondonópolis, Unicotton, produtores e consultores convidados</span></font></p><p style="text-align: left;"><font color="#000000"><span style="font-size: 0.9375rem;"><br></span></font></p><p style="text-align: left;"><font color="#000000"><span style="font-size: 0.9375rem;"><b>Público</b></span></font></p><p class="MsoNormal"><font color="#000000"><o:p></o:p></font></p><p class="MsoNormal"><font color="#000000"><o:p></o:p></font></p><p><span style="font-family: " cerebri="" sans";"="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style="">CAD Norte: 220 pessoas</font></span></p><p><span style="font-family: " cerebri="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style=""><span style="font-family: " cerebri="" sans";"="">CAD Médio Norte: 180 pessoas</span></font></span></p><p><span style="font-family: " cerebri="" sans";="" font-size:="" 18px;="" text-align:="" justify;"=""><font color="#000000" style=""><span style="font-family: " cerebri="" sans";"="">CAD Norte: 250 pessoas</span></font></span><br></p>

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XIII Encontro Técnico Algodão

01, 02 e 03 de Setembro - online

<p><b><font color="#636363">Evento técnico online, com duração de 3 manhãs, conduzido por Pesquisadores e Especialistas convidados da Fundação MT. Este evento <span style="text-align: justify; text-indent: 35.4pt;">t</span><span style="text-align: justify; text-indent: 35.4pt;">em por objetivo discutir assuntos referentes à cultura do algodão da safra 2020/2021 e também das safras futuras. A escolha dos temas e também dos participantes convidados é realizada devido a relevância destes no cenário da cultura do algodão.</span></font></b></p><p class="MsoNormal" style="text-align:justify;text-indent:35.4pt"><o:p></o:p></p><p> <b style="font-size: 0.9375rem; color: rgb(0, 0, 0);">Formato do evento</b></p><p><font color="#000000">Online<br></font></p><p><b style="font-size: 0.9375rem;"><font color="#000000">Alcance*</font></b><br></p><p class="MsoNormal"><font color="#000000">Acre, Bahia, Goiás, Maranhão, Mato Grosso, Mato Grosso do Sul, Minas Gerais, Paraná, Rio Grande do Sul, Santa Catarina e São Paulo.</font></p><p class="MsoNormal"><font color="#636363">*<span style="font-size: 0.9375rem;">informações com base nos participantes da última edição.</span></font></p><p class="MsoNormal"><b style="font-size: 0.9375rem;"><font color="#000000">Público-alvo</font></b><br></p><p class="MsoNormal"><span style="font-size: 11pt; line-height: 107%; font-family: " cerebri="" sans";"=""><font color="#000000">Produtores, Engenheiros Agrônomos, Equipes Técnicas e Consultores</font></span></p><p class="MsoNormal"><span style="font-size: 11pt; line-height: 107%; font-family: " cerebri="" sans";"=""><font color="#000000"><br></font></span></p><p class="MsoNormal"><span style="color: rgb(0, 0, 0); font-size: 0.9375rem; font-weight: 600;">Disponibilidade do evento gravado na íntegra</span><br></p><p class="MsoNormal"><span style="font-size: 11pt; line-height: 107%; font-family: " cerebri="" sans";"=""></span></p><p class="MsoNormal"><span cerebri="" sans";"="" style="font-size: 11pt; line-height: 15.6933px;"><font color="#000000">O evento será disponibilizado somente para o público inscrito até 15 dias após o evento e somente pelo aplicativo da Fundação MT na pasta eventos</font></span></p><p class="MsoNormal"><span cerebri="" sans";"="" style="font-size: 11pt; line-height: 15.6933px;"><font color="#000000"><br><div style="text-align: center;"><img 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" data-filename="certificado2.png" style="color: rgb(18, 38, 63); font-size: 0.9375rem; width: 450px; height: 76.9335px;"></div><div style="text-align: center;"><a href="https://site.fundacaomt.com.br/eta-2021/" target="_blank">Clique aqui</a><br></div></font></span></p><p class="MsoNormal"><span style="color: rgb(0, 0, 0); font-weight: 600; font-size: 0.9375rem;"><br></span></p><p class="MsoNormal"><span style="color: rgb(0, 0, 0); font-weight: 600; font-size: 0.9375rem; font-family: " arial="" black";"="">CONFIRA A PROGRAMAÇÃO DO EVENTO</span><br></p><p class="MsoNormal"><o:p></o:p></p>

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II Encontro Técnico Milho

18 e 19 de Novembro - online

<p>Evento online com 4 horas de duração, conduzido por Pesquisadores da Fundação MT e Especialistas convidados para apresentação de resultados de pesquisa, com a finalidade de prover discussões técnicas para a cultura do milho.</p><p><br></p><p><font color="#000000"><span style="font-weight: 600;">Formato do evento</span></font></p><p><font color="#000000">Online<br></font></p><p><font color="#000000"><br></font></p><p><span style="font-weight: 600;"><font color="#000000">Alcance*</font></span></p><p class="MsoNormal"><font color="#000000">Acre, Bahia, Goiás, Maranhão, Mato Grosso, Mato Grosso do Sul, Minas Gerais, Paraná, Rio Grande do Sul, Santa Catarina e São Paulo.</font></p><p class="MsoNormal"><font color="#636363">*<span style="font-size: 0.9375rem;">informações com base nos participantes da última edição.</span></font></p><p class="MsoNormal"><font color="#636363"><br></font></p><p class="MsoNormal"><span style="font-size: 0.9375rem;"><span style="font-weight: 600;"><font color="#000000">Público-alvo</font></span></span></p><p class="MsoNormal"><span cerebri="" sans";"="" style="font-size: 11pt; line-height: 15.6933px;"><font color="#000000">Produtores, Engenheiros Agrônomos, Equipes Técnicas e Consultores</font></span></p><p class="MsoNormal"><font color="#000000"><br></font></p><p class="MsoNormal"><span style="font-weight: 600;"><font color="#000000">Expectativa</font></span></p><p class="MsoNormal"><font color="#000000">400 pessoas</font></p>

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Dia de Campo - Gergelim

08 de dezembro em Primavera do Leste/MT

<p>A Fundação MT&nbsp;e a Sebra realizam o Dia de campo do gergelim, com o objetivo de debater&nbsp;a melhor alternativa de <b>baixo risco para a safrinha</b>!<br style=""><br style="">A alta tecnologia presente no agronegócio Brasileiro garante eficiência na produção em larga escala de grãos. Essa tecnologia somada à competência dos produtores rurais e condições naturais, coloca o Brasil no ponto para alcançar posições de liderança nos principais rankings mundiais em poucos anos.<br style=""><br style="">Participe e entenda melhor o cultivo da cultura.</p><p style=""><b>Data:</b></p><p style="">08 de dezembro: CAD PRIMAVERA (Primavera do Leste-MT)</p><p style="">Mapa para chegar ao evento:&nbsp;<a href="https://goo.gl/maps/kGSnDHzjNzv47Jqi7" target="_blank">https://goo.gl/maps/kGSnDHzjNzv47Jqi7</a></p><p style=""><br></p><p style=""><b>Público:</b></p><p style="">Evento fechado para convidados</p><p style=""><br></p><p style=""><b>Sugestões de hotéis:</b></p><p style="">Agulhon Hotel: <a href="http://agulhonhotel.com.br/" target="_blank">www.agulhonhotel.com.br</a></p><p style="">Fit Transamérica:<a href="https://www.transamericagroup.com.br/fit-transamerica-primavera-do-leste" target="_blank"> www.transamericagroup.com.br/fit-transamerica-primavera-do-leste</a></p><p style="">Tezla hotel:&nbsp;<a href="http://www.tezlahotel.com.br" target="_blank">www.tezlahotel.com.br</a><span style="font-size: 0.9375rem;"></span></p><p style=""><span style="font-size: 0.9375rem;"><br></span></p><p><br></p>

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Fundação em Campo 1° Safra - 2022

12 e 13 de janeiro em Sorriso/MT - 26 de Janeiro em Nova Mutum/MT - 03 e 04 de Fevereiro em Itiquira/MT

<p><span style="text-align: justify;">Dia de campo com duração de cinco dias, conduzido por Pesquisadores da Fundação MT e Especialistas convidados para apresentação dos resultados de pesquisa, visita de ensaios a campo, demonstração de máquinas e posicionamento da Fundação MT, com foco nas principais soluções para o cultivo e manejo da cultura da soja.</span></p><p><b style="text-align: justify; font-size: 0.9375rem;"><font color="#4a1031"><br></font></b></p><p><b style="text-align: justify; font-size: 0.9375rem;"><font color="#4a1031">Programação  em SORRISO (12 e 13 de janeiro)</font></b><br></p><p><span style="font-weight: 600;"><u>Endereço: Sentido Trevo do Pontal do Verde - MT 242</u></span></p><p><span style="font-weight: 600;">*Não será servido almoço no local.</span></p><p style="text-align: justify; "><b>Dinâmica de máquinas </b>(Jacto)</p><p><b style="text-align: justify; font-size: 0.9375rem;">Manejo de sugadores no sistema soja/milho: Mosca Branca/Percevejo</b><span style="text-align: justify; font-size: 0.9375rem;"> (</span><span style="text-align: justify; font-size: 0.9375rem;">Lúcia Vivan / Mariana Ortega - Fundação MT)</span></p><p style="text-align: justify; "><b>Manejo de plantas daninhas no sistema de produção</b> (<span style="font-size: 0.9375rem;">Lucas Barcellos - Fundação MT)</span></p><p style="text-align: justify; "><b>Manejo de mancha alvo na cultura da soja</b> (<span style="font-size: 0.9375rem;">João Ascari / Karla Kudlawiec / Mônica Müller - Fundação MT)</span></p><p style="text-align: justify; "><b>Critérios para redução da adubação em anos de alto custo de fertilizantes </b>(<span style="font-size: 0.9375rem;">Felipe Bertol / Josimar Lessa / Nivaldo Almeida - Fundação MT)</span></p><p style="text-align: justify; "><b>Vitrine de cultivares </b>(<span style="font-size: 0.9375rem;">Felipe Araújo - Fundação MT)</span></p><p style="text-align: justify; "><b>Anomalia das vagens</b> (<span style="font-size: 0.9375rem;">Equipe Fundação MT)</span></p><p><br></p><p><span style="text-align: justify;"><span style="font-weight: 600;"><font color="#4a1031">Programação  em NOVA MUTUM (26 de janeiro)</font></span></span></p><p><span style="font-weight: 600;"><u>Endereço: Sentido Lucas do Rio Verde - ROD.BR 163, KM 163</u></span></p><p><span style="font-weight: 600;">*Não será servido almoço no local.</span></p><p><span style="font-size: 0.9375rem; font-weight: 600; text-align: justify;">Dinâmica de máquinas</span><span style="font-size: 0.9375rem; font-weight: 600; text-align: justify;"> </span><span style="font-size: 0.9375rem; text-align: justify;">(Jacto)</span><br></p><p style="text-align: justify;"><span style="font-weight: 600;">Manejo de sugadores no sistema soja/milho: Mosca Branca/Percevejo</span> (<span style="font-size: 0.9375rem;">Lúcia Vivan / Mariana Ortega - Fundação MT)</span></p><p style="text-align: justify;"><span style="font-weight: 600;">Manejo de plantas daninhas no sistema de produção</span> (<span style="font-size: 0.9375rem;">Lucas Barcellos - Fundação MT)</span></p><p style="text-align: justify;"><span style="font-weight: 600;">Manejo de mancha alvo na cultura da soja</span> (<span style="font-size: 0.9375rem;">João Ascari / Karla Kudlawiec / Mônica Müller - Fundação MT)</span></p><p style="text-align: justify;"><span style="font-size: 0.9375rem;"><span style="font-weight: 600;">Aphelenchoides no sistema de produção</span> (Rosangela Silva / Juliana Oliveira - Fundação MT/ Santino Aleandro - Iapar Londrina)</span></p><p style="text-align: justify;"><span style="font-size: 0.9375rem; font-weight: 600;">Vitrine de cultivares </span><span style="font-size: 0.9375rem;">(</span><span style="font-size: 0.9375rem;">Felipe Araújo - Fundação MT)</span><br></p><p style="text-align: justify;"><span style="font-weight: 600;">Anomalia das vagens</span> (<span style="font-size: 0.9375rem;">Equipe Fundação MT)</span></p><p><span style="text-align: justify;"><br></span></p><p><span style="text-align: justify;"><span style="font-weight: 600;"><font color="#4a1031">Programação  em ITIQUIRA (03 e 04 de janeiro)</font></span></span></p><p><span style="font-weight: 600;"><u>Endereço: Sentido Ouro Branco - ROD. BR 163, KM 40</u></span></p><p><span style="font-weight: 600;">*Não será servido almoço no local.</span></p><p><span style="font-weight: 600; text-align: justify; font-size: 0.9375rem;">Dinâmica de máquinas </span><span style="font-size: 0.9375rem; text-align: justify;">(Jacto)</span><br></p><p style="text-align: justify;"><span style="font-weight: 600; font-size: 0.9375rem;">Torrãozinho, Lagarta e Percevejo barriga verde</span> (<span style="font-size: 0.9375rem;">Lúcia Vivan / Mariana Ortega - Fundação MT)</span></p><p style="text-align: justify;"><span style="font-weight: 600;">Manejo de plantas daninhas no sistema de produção</span> (<span style="font-size: 0.9375rem;">Lucas Barcellos - Fundação MT)</span></p><p style="text-align: justify;"><span style="font-size: 0.9375rem;"><b>Rotação de Cultura - RCS 14 anos </b></span><span style="font-size: 0.9375rem;">(Rosangela Silva / Juliana Oliveira - Fundação MT)</span></p><p style="text-align: justify;"><span style="font-weight: 600; font-size: 0.9375rem;">Critérios para redução da adubação em anos de alto custo de fertilizantes</span><span style="font-size: 0.9375rem;"> </span><span style="font-size: 0.9375rem;">(</span><span style="font-size: 0.9375rem;">Felipe Bertol / Josimar Lessa - Fundação MT)</span><br></p><p style="text-align: justify;"><span style="font-size: 0.9375rem; font-weight: 600;">Vitrine de cultivares </span><span style="font-size: 0.9375rem;">(</span><span style="font-size: 0.9375rem;">Felipe Araújo - Fundação MT)</span><br></p><p style="text-align: justify;"><br></p>

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Escola de Herbicidas II edição

05 a 08 de abril

<p style="text-align: left; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><span style="font-size:17.3pt; font-family:Amelia-Basic;mso-ascii-font-family:Amelia-Basic;mso-fareast-font-family: +mn-ea;mso-bidi-font-family:+mn-cs;mso-fareast-theme-font:minor-fareast; mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;mso-font-kerning: 12.0pt;language:pt-BR;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor: text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">A Escola de Herbicidas é um novo conceito de treinamento onde o objetivo é levar informações técnicas da área de Herbicidas e Plantas Daninhas de forma dinâmica e interativa.</span></p><p style="language:pt-BR;margin-top:0pt;margin-bottom:0pt;margin-left:0in; text-align:center;direction:ltr;unicode-bidi:embed;mso-line-break-override: none;word-break:normal;punctuation-wrap:hanging"></p><p> </p><p style="text-align: left; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><span style="font-size:17.3pt; font-family:Amelia-Basic;mso-ascii-font-family:Amelia-Basic;mso-fareast-font-family: +mn-ea;mso-bidi-font-family:+mn-cs;mso-fareast-theme-font:minor-fareast; mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;mso-font-kerning: 12.0pt;language:pt-BR;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor: text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">Prepare-se para uma imersão de 4 horas no mundo dos herbicidas e das plantas daninhas. </span></p><p style="language:pt-BR;margin-top:5.72pt;margin-bottom:0pt;margin-left:0in; text-indent:0in;text-align:center;direction:ltr;unicode-bidi:embed;mso-line-break-override: none;word-break:normal;punctuation-wrap:hanging"><span style="font-size:23.8pt; font-family:" amelia="" oblicua="" bold";mso-ascii-font-family:"amelia="" bold";="" mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-fareast-theme-font:="" minor-fareast;mso-bidi-theme-font:minor-bidi;color:#4d672b;mso-font-kerning:="" 12.0pt;language:pt-br;font-weight:bold;mso-style-textfill-type:solid;="" mso-style-textfill-fill-color:#4d672b;mso-style-textfill-fill-alpha:100.0%"=""><br></span></p><p style="language:pt-BR;margin-top:5.72pt;margin-bottom:0pt;margin-left:0in; text-indent:0in;text-align:center;direction:ltr;unicode-bidi:embed;mso-line-break-override: none;word-break:normal;punctuation-wrap:hanging"><span style="font-size:23.8pt; font-family:" amelia="" oblicua="" bold";mso-ascii-font-family:"amelia="" bold";="" mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-fareast-theme-font:="" minor-fareast;mso-bidi-theme-font:minor-bidi;color:#4d672b;mso-font-kerning:="" 12.0pt;language:pt-br;font-weight:bold;mso-style-textfill-type:solid;="" mso-style-textfill-fill-color:#4d672b;mso-style-textfill-fill-alpha:100.0%"=""><font color="#000000">O que a Escola de Herbicidas oferecerá no campo:</font></span></p><p style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;"><br></span></font></p><ul><li style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Aplicação em dois estágios de desenvolvimento das plantas daninhas;</span></font></li><li style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Aplicação em área gradeada para observação de residual de herbicidas;</span></font></li><li style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Aplicação em pré-emergência de 5 espécies visando avaliar a seletividade em pré-emergência;</span></font></li><li style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Aplicação em pós-emergência de 5 espécies visando avaliar a seletividade em pós-emergência;</span></font></li><li style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Aplicação de herbicidas do mercado com registro para soja, milho e algodão;</span></font></li><li style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Serão abordados 12 mecanismos de ação.</span></font></li></ul><p style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;"><br></span></font></p><p style="text-align: justify; margin-top: 5.72pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><font color="#262626" face="ameliaup"><span style="font-size: 23.0667px;">Carga horária: 4 horas</span></font></p>

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Fundação em Campo 2° Safra - 2022

25 e 26 de maio em Sorriso e 08 e 09 de junho em Sapezal/ MT

<p><br></p><p>Dia de campo com duração de meio período, conduzido pelos Pesquisadores da Fundação MT e Especialistas convidados, para apresentação do posicionamento da Fundação MT referente aos resultados de pesquisa, na ocasião faremos visitas de ensaios a campo, com foco nos principais problemas e soluções para o cultivo e manejo das culturas de milho e algodão 2ª safra nas cidades de Sorriso e Sapezal.</p><p><br></p><p style="text-align: left;"><span style="background-color: rgb(107, 165, 74);"><font color="#ffffff"><b>Programação Sapezal:</b></font></span><img 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Live mesa redonda XXII Encontro Técnico de Soja

Transmissão ao vivo pelo youtube

<p> Tem dúvidas sobre:</p><h1><p></p><p></p><blockquote><h3></h3><h4><ul><li><span style="color: rgb(0, 0, 0); font-family: " arial="" black";="" font-size:="" 13px;="" white-space:="" pre-wrap;"=""><b>Incidência de Coleópteros na Soja (Cascudinho e Cerotoma) e Manejo de sugadores no sistema Soja-Milho.</b></span></li></ul><ul><li><span style="color: rgb(0, 0, 0); font-family: " arial="" black";="" font-size:="" 13px;="" white-space:="" pre-wrap;"=""><b>Desafios no Manejo de Plantas Daninhas.</b></span></li></ul><ul><li><b><span style="color: rgb(0, 0, 0); font-family: " arial="" black";="" font-size:="" 13px;="" white-space:="" pre-wrap;"="">Prejuízos causados pelos nematoides no cerrado.</span></b></li></ul></h4></blockquote></h1><p></p><p></p><p><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 13px; white-space: pre-wrap;">Participe da Mesa Redonda com os Pesquisadores da Fundação MT .</span></p><p><font color="#000000" face="Arial"><span style="font-size: 13px; white-space: pre-wrap;">Aproveite</span></font><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 13px; white-space: pre-wrap;"> para:</span></p><ul><li><font color="#000000" face="Arial"><span style="font-size: 13px; white-space: pre-wrap;">Obter mais conhecimento técnico e aplicável a sua lavoura;</span></font></li><li><font color="#000000" face="Arial"><span style="font-size: 13px; white-space: pre-wrap;">Atualizar-se quanto ao manejo no campo;</span></font></li><li><font color="#000000" face="Arial"><span style="font-size: 13px; white-space: pre-wrap;">Obter mais praticidade no dia a dia.</span></font></li></ul><p>Vamos rever ao vivo alguns dos temas principais do XXII Encontro Técnico Soja. </p><p>Vem com a gente!!!!<br></p>

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