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COMISSÃO IMPERDÍVEL [Risco de Previdência] >> 400% na primeira contribuição* + 30% nas demais!

<html> <head> <meta http-equiv="Content-Type" content="text/html; charset=utf-8"> <meta name="Generator" content="Microsoft Word 15 (filtered medium)"> <!--[if !mso]><style>v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style><![endif]--><style><!-- /* Font Definitions */ @font-face {font-family:"Cambria Math"; panose-1:2 4 5 3 5 4 6 3 2 4;} @font-face {font-family:Calibri; panose-1:2 15 5 2 2 2 4 3 2 4;} @font-face {font-family:Aptos;} @font-face {font-family:"Segoe UI Emoji"; panose-1:2 11 5 2 4 2 4 2 2 3;} @font-face {font-family:Roboto;} @font-face {font-family:"Roboto Light";} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {margin:0cm; font-size:12.0pt; font-family:"Aptos",sans-serif; mso-ligatures:standardcontextual; mso-fareast-language:EN-US;} a:link, span.MsoHyperlink {mso-style-priority:99; color:#467886; text-decoration:underline;} span.EstiloDeEmail18 {mso-style-type:personal-compose; font-family:"Calibri",sans-serif; color:#104862;} .MsoChpDefault {mso-style-type:export-only; font-size:10.0pt; mso-ligatures:none;} @page WordSection1 {size:612.0pt 792.0pt; margin:70.85pt 3.0cm 70.85pt 3.0cm;} div.WordSection1 {page:WordSection1;} --></style><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1026" /> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1" /> </o:shapelayout></xml><![endif]--> </head> <body lang="PT-BR" link="#467886" vlink="#96607D" style="word-wrap:break-word"> <div class="WordSection1"> <p class="MsoNormal" style="margin-bottom:12.0pt"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Olá Corretor,<o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:12.0pt"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Até 31/12/2025 você poderá vender planos de <b>Risco de Previdência</b> com condições exclusivas, focando nas coberturas de <b> Morte</b> e <b>Invalidez</b>.<o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:12.0pt"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Os produtos <b>Atitude</b> e <b>Atitude+Simples</b> permitem a contratação de planos <b>somente de Risco</b>, sem acumulação. Ou seja, <b>não será necessário contratar PGBL ou VGBL</b> para aproveitar esta oportunidade.<br> <br> Benefícios para você:<o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:12.0pt"><span style="font-size:11.0pt;font-family:&quot;Segoe UI Emoji&quot;,sans-serif;color:#104862">✅</span><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Comissão <b>Diferenciada</b> (*4 parcelas de 100% + 30% nas demais);<br> </span><span style="font-size:11.0pt;font-family:&quot;Segoe UI Emoji&quot;,sans-serif;color:#104862">✅</span><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Contratação rápida e simplificada, <b>sem preenchimento de DPS</b> (Declaração Pessoal de Saúde);<br> </span><span style="font-size:11.0pt;font-family:&quot;Segoe UI Emoji&quot;,sans-serif;color:#104862">✅</span><b><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Reconhecimento e bonificações</span></b><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862"> nas ações de incentivo da cia;<br> <br> <o:p></o:p></span></p> <p class="MsoNormal"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Vantagens para seu cliente:</span><span style="color:#104862"> <br> <br> </span><span style="font-size:11.0pt;font-family:&quot;Segoe UI Emoji&quot;,sans-serif;color:#104862">✅</span><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Complemento ideal para que seu cliente que já conta com o Super Ap;<o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:12.0pt"><span style="font-size:11.0pt;font-family:&quot;Segoe UI Emoji&quot;,sans-serif;color:#104862">✅</span><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862">Valores acessíveis: contribuição é calculada com base no benefício desejado;<br> </span><span style="font-size:11.0pt;font-family:&quot;Segoe UI Emoji&quot;,sans-serif;color:#104862">✅</span><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#104862"> Carência: 12 meses (Atitude+Simples) - A carência é aplicada apenas para eventos por doença. Em caso de acidente, não há carência;</span><o:p></o:p></p> <p class="MsoNormal"><span style="mso-ligatures:none"><img width="480" height="800" style="width:5.0in;height:8.3333in" id="_x0000_i1028" 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

Data de divulgação:
17/11/2025