tag:blogger.com,1999:blog-56010977159198787602024-03-14T09:36:41.654-07:00Dividendos para uma vida toda“Em época de crise, uns choram e outros vendem lenços.”Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.comBlogger47125tag:blogger.com,1999:blog-5601097715919878760.post-25248725584832071142024-03-12T04:11:00.000-07:002024-03-12T04:11:49.466-07:00Fechamento do Mês<p>Olá, investidores. Tudo bom?</p><p><br /></p><p>Esse mês recebi uma notícia de provável convocação em outro concurso que fiz. QUando me dei conta, vi que meu dinheiro tá praticamente todo imobilizado. 😑😑</p><p><br /></p><p>Todo mundo sempre fala de reserva de emergência e eu sempre enrolei pra começar, mas esse mês destinei 4k para investimentos. Mandei 2 pra um cdb com liquidez diária e 2k pra um cdb atrelado a inflação. O restante do dinheiro deixei na poupança pra ganhar liquidez. Provável que esse mes e o próximo essa estratégia se mantenha, caso realmente vá me mudar, os gastos são enormes. </p><p>Hj concentro meus gastos todos em cartão, mas ter dinheiro a mão é sempre bom e importante (lembro de um amigo que teve que dar 3 meses de caução num apartamento). </p><p> </p><p>RV = 43349,80 (ações)+22126,44 (fii) = 65476,24<br /></p><p> RF = 33980,21</p><p>Caixa = 9000</p><p>Total = 108456,45<br /></p><p>Próxima meta, 200k. <br /></p><p>Bom, segue o jogo. TOrcer pra escolher de forma correta. Bom mês a todos. Abraços<br /></p>Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com0tag:blogger.com,1999:blog-5601097715919878760.post-38170332998602884622024-02-22T04:01:00.000-08:002024-02-22T04:01:40.982-08:00Fechamento de fevereiro<p> Fala, galera!! Beleza? </p><p>Mês normal, nada de muita ousadia. Comprei uns cdb/lc que apareceram atrelados a inflação e entradas em gerdau, irani, auren e wiz. Estratégia segue ser manter um equilíbrio entre os ativos.</p><p>Outro dia um colega veio perguntar sobre manter a carteira dolarizada. É algo que penso em fazer, mas ainda não estudei a melhor forma de fazer. Não sei se vale a pena ficar entrando em ETF (vide ivvb11) ou abrir conta na avenue e começar a conhecer empresas lá. Essa última me faria ter q conhecer o mercado em si e aprender a estudar as empresas lá.. vai ser mais trabalhoso. Sei que uma hora ou outra eu vou ter que começar a dolarizar as coisas. </p><p>Na vida pessoal, tenho focado na saúde. Seguindo planejamento de dieta e academia. Já se foram 4kg e desci meu percentual de gordura de 22% pra aproximadamente 17~18%. Objetivo é chegar nos 13 até final do ano. Jiu jitsu ainda estou meio parado, mas vou voltar.</p><p><br /></p><p>RF = 29826,72<br /></p><p>RV = 66855,67<br /></p><p>Total = 96.682,39</p><p><br /></p><p>Os 100k chegam em março, se tudo der certo !!<br /></p>Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com1tag:blogger.com,1999:blog-5601097715919878760.post-3230196779887831332023-12-29T11:26:00.000-08:002023-12-30T04:33:07.078-08:00Fechamento do ano<p> Fala , guerreiros. Tdo bom ? </p><p>Mais um fechamento! Nesse caso resolvi colocar o fechamento logo do ano. </p><p>Fechei o ano com crescimento de 14,58% . Bati o CDI por pouco. As vezes me pergunto se compensa o risco, mas tenho que parar de pensar isso.</p><p>Fiz algumas compras de ações , subscrição na mxrf e comprei mais uns cdb do bradesco. </p><p>Segue como está a posição</p><p><img alt="" 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" 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" /></p><p> </p><p>De CDB eu estou com R$ 19.536,88. Na RV estou com 59,616,94. </p><p>Objetivo do ano eram 80k. Cheguei bem próximo da meta. Ano que vem vou buscar os 200k. Difícil, mas possível. </p><p>Bons investimentos a todos. Abraços <br /></p><p> </p><p><img alt="" 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/> <br /></p><p> </p><p> </p><p> </p><p> <br /></p>Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com1tag:blogger.com,1999:blog-5601097715919878760.post-27062814794202194192023-11-07T10:01:00.002-08:002023-11-09T03:48:06.117-08:00Compras do mês de Novembro 2023<p> </p><p> </p><p> </p><p>Bora, rapaziada. Muito tempo parado, mas pretendo voltar a postar como forma de manter a disciplina nos aportes. Hoje, finalmente, no concurso que busquei, vou conseguir aportar um pouco melhor do que na época que iniciei o blog (na faculdade ainda, vide o nome ).</p><p>Atualizei as guias acima com os dividendos recebidos, carteira e metas. Depois faço um post mais completo.<br /></p><p>Aporte de R$7k distribuídos em: </p><p>100 wiz3</p><p>100 aure3</p><p>100 rani3<br /></p><p>100 snag11</p><p>CDB do bradesco <br /></p><p> Dividendos na faixa de R$ 112 <span></span></p><a name='more'></a><br /><p></p><p><span style="font-size: large;">Patrimônio Ações/fii + CDB = 46.413,53 + 11.386,90= <b><u>R$ 57.800,43</u></b></span><br /></p><p> <br /></p><p> Rentabilidade vou começar a fazer a partir do próximo mês<br /></p><p>Abraços<br /></p>Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com0tag:blogger.com,1999:blog-5601097715919878760.post-13968645805661066472020-04-30T07:24:00.002-07:002020-04-30T07:26:29.110-07:00O que você está fazendo nessa Quarentena?E aí, galera. Tudo bem? Perguntinha simples, mas pertinente.<br />
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O que vocês têm feito?</h3>
Vocês já pararam pra pensar que até um tempinho atrás, a gente postergava/jogava pra frente as coisas porque não tinha tempo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNwWieMQpf6O7MmU9fsePQI4jfpMg9iC4PSJlEQrR0Rz9cbneO4mUki8xZpM5g9EZIOLzjFrC_7fpKYYFLrvS6EUXq4pxTD6m7iKSagiuZAmrIpvTTXnAuY8iCMlr8NcpQij1uHYQDsJAl/s1600/quarantine.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="640" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNwWieMQpf6O7MmU9fsePQI4jfpMg9iC4PSJlEQrR0Rz9cbneO4mUki8xZpM5g9EZIOLzjFrC_7fpKYYFLrvS6EUXq4pxTD6m7iKSagiuZAmrIpvTTXnAuY8iCMlr8NcpQij1uHYQDsJAl/s320/quarantine.jpg" width="320" /></a></div>
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E agora? Qual a desculpa que você está dando?<br />
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Eu acho que temos duas opções de passar esse período de descanso forçado. Podemos ver o copo meio cheio ou meio vazio. Podemos aproveitar o tempo "livre" pra aprender novas habilidades ou reforçar alguma que já estava enferrujada. Ou simplesmente ficar vendo netflix o dia todo..<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhT3YEtaUBBAncH28EHcC49HfC11edOx9QTig7tS2kiUi-Ldl0Lj3J29y7cAtkIpDPl2qqFVV__iKL7HV7lOkjYYr5EnDZsJt86_ea6dkNvn4D5RUvzlZ2I9vB6270jVd1lHXbhs9Yc1HbX/s1600/copo.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="208" data-original-width="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhT3YEtaUBBAncH28EHcC49HfC11edOx9QTig7tS2kiUi-Ldl0Lj3J29y7cAtkIpDPl2qqFVV__iKL7HV7lOkjYYr5EnDZsJt86_ea6dkNvn4D5RUvzlZ2I9vB6270jVd1lHXbhs9Yc1HbX/s1600/copo.jpeg" /></a></div>
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Veja bem, assistir netflix não é um problema. O problema é depois você não evoluir em algo e jogar a culpa na "falta de tempo".<br />
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Eu estou aproveitando esse "novo" tempo extra pra tirar a poeira do violão e pra evoluir no alemão. Separei entre 30min a 1 hora de estudo/prática diária.<br />
Eu coloquei prática diária pra virar hábito de uma vez, além disso, separei horários específicos <b><u>certos</u></b>.<br />
pra essa prática. Eu já percebi que, quando não tenho horário fixado, eu me perco, logo horários <br />
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Eu sempre fui um cara de praticar algum esporte. Atualmente faço corrida, jiu jitsu e musculação. Com a quarentena tive que parar, mas sigo uma galera que posta uns exercícios pra fazer em casa. Na real, me surpreendi.. alguns realmente bem puxados, até pq vc muda o estilo né. Na academia faço mais "peso" e em casa é mais circuito.<br />
Ahh, quase esqueci. Comecei a ler esse livro <b><a href="https://amzn.to/3bQOS2n">AQUI</a></b> esse mês <br />
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E aí? O que como vocês estão passando o tempo nessa quarentena?<br />
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Dicas do que fazer:<br />
Livros, a amazon está com a <a href="https://amzn.to/2VQBvti">kindle unlimited</a> grátis por 1 mês de teste<br />
<a href="http://www.udemy.com.br/">Udemy</a>, cursos online. Já comprei várias paradas por menos de 30 reais; Inclusive, estou fazendo um curso de alemão por lá<br />
Youtube aqui é bom filtrar o conteúdo. Muita coisa boa gratuita e muita gente pincelando material pra vender algo dps<br />
<a href="https://www.cnnbrasil.com.br/business/2020/04/11/20-cursos-gratuitos-da-bolsa-de-valores-para-comecar-a-investir-sem-sair-de-casa">B3</a>- Mais de 20 cursos gratuitos pra começar a operar na bolsa. Nunca fiz, mas pode ser interessante pra quem tá começando<br />
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Aqui vai uma coisa pessoal. Não sei se vocês estão levando a sério ou não esse período, mas há 3 dias eu perdi minha avó devido ao COVID. Eu sei que não é o intuito do blog falar disso, mas eu achei importante pq quero reforçar o pedido pra evitarem de sair de suas casas e cumprir a quarentena. Doencinha filha da puta essa, então, por favor, fiquem em casa<br />
AbraçosDividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com7tag:blogger.com,1999:blog-5601097715919878760.post-91363718594052848032020-03-17T06:38:00.001-07:002020-03-17T06:38:23.874-07:00Onde estão os analistas e vendedores de cursos agora?<h2>
Sumiram?</h2>
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Eu estava sentado outro dia e comecei a perceber que todos aqueles que ficavam enfiando cursos goela abaixo deram uma grande sumida. Antes dos circuit break, a gente era bombardeado por ads no youtube, insta, fb. "Do nada" somem.<br />
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A minha grande revolta não é com a galera querer levantar uma grana vendendo curso, mas sim com a manipulação da vida dos outros. Eu vi galera vendendo carro pra começar a aportar pq a bolsa tava subindo mais do que pirâmide, e esses vendedores quase que garantiam isso.<br />
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Acho que o mais sensato é jogar de forma aberta. Bolsa varia tanto pra cima qt pra baixo. Reserva de emergência e hedge em renda fixa. Tivemos um boom de 600k pessoas pra 1.6kk de pessoas, talvez 50% nunca tenha visto um crack na vida e, do nada, veem talvez o pior.<br />
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Eu estava olhando uma página que sigo e achei um dado interessante. No google trends, uma das coisas mais pesquisadas era frases relacionados a buy and hold do buffet. Incrível, né. Até pouco tempo muita gente criticava o velhinho por ter quase 50% guardado em caixa, agora é de volta o mais procurado e citado.<br />
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Foi só um desabafo msm. Eu, não sou e nunca fui especialista em ações, aprendi alguma coisa tomando porrada desde 2015. Eu tento ajudar familiares e amigos que me procuram mostrando o que de fato eu olho e indicando o RI das empresas pra conhecer melhor onde vai colocar a grana. Tem gente que gasta mais de mês olhando info técnica de um celular, mas pra olhar um balanço tem preguiça.<br />
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Sei lá, vamos torcer pra uma recuperação e seguir forte nos aportes. Mantenho minha ideia de empresas dividendeiras, até pq sempre foi o meu plano.<br />
E vocês? Mudaram os planos e estratégias ou seguem firme no jogo?<br />
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AbraçoDividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com12tag:blogger.com,1999:blog-5601097715919878760.post-55755506465778863892020-03-01T04:26:00.002-08:002020-03-01T11:35:15.353-08:00E aí? Você é realmente Buy and Holder?<div class="separator" style="clear: both; text-align: center;">
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<h2>
Essa é uma pergunta bem pertinente agora, não acham?</h2>
Desde o boom das ações, subindo de 600k investidores para 1,5milhão essa foi a primeira porrada que tomamos. Chegamos a 120k pontos e baixamos até menos de 100k.<br />
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Todo mundo se diz buy and holder até começar a derreter o patrimônio. Via gente comprando qualquer coisa, diga-se "Oi", com zero fundamento. Não sou o melhor investidor, LONGE DISSO, mas comecei a ver gente próxima comprando qualquer coisa pq tava tudo subindo. Quero ver qual foi a reação delas nesse momento.<br />
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A porrada machuca, lembro da minha primeira ação que comprei (CMIG3), paguei por volta de 13 reais. No mesmo ano, ela chegou a bater 5 reais. Lembro de ter entrado nela mais 2x na casa dos 9 e 8. Não via o fundamento dela cair tanto para isso..<br />
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<h3>
Estratégias</h3>
Eu vejo muita gente falando que o que importa é o valor e não preço. Acho que depende da sua estratégia. Se você é um Barsista, que se importa mais com dividendos do que evolução de patrimônio, isso pode estar certo. O negócio é cair o dinheiro lá pra você viver a sua vida, independente de ter 1 ou 10 milhões. Agora quem quer ser alavancar, acho que importa um pouco sim.<br />
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No meu caso, eu gosto de dividendos. Nunca comprei uma empresa de rápido crescimento. Só que por estar estudando pra concurso, logo, com pouco dinheiro, não tenho aportado qt gostaria. E, então, uso uma estratégia de oportunidades para poder me "alavancar". Faço de certa forma um giro de ações, qd estou com elas, aproveito o dividendos (até pq gosto da empresa), qd acho que consigo vende-la bem, troco e pego outra oportunidade.<br />
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O meu mais recente movimento foi com ambev. Tinha Preço médio na faixa dos 15 reais e pouco. Vendi a 19. Comprei de novo a 14,30.<br />
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Ah, mas o balanço da ambev veio ruim. Heineken está dominando o mercado. SIM, companheiros. Concordo que houve um balanço desfavorável. Mas, acredito no Lehmann e seus amigos. Mais do que comprovado que eles se viraram bem ao longo dos anos, e, ainda peguei um preço descontado para uma empresa que, para mim, tem um grande valor.<br />
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Outra estratégia que gosto é a do Nigro, estipula um valor percentual de qt quer ter em cada ativo (fii, RF, ações,BDR), e vai rebalanceando com as oportunidades até ficar tudo igual. Achei legal isso, pq tive amigos me ligando que estavam queimando o TD deles todos pra comprar as oportunidades. Mas aí pensei, será que essas oportunidades já estão no piso? Será que podem melhorar ou piorar? Então é legal esse rebalanceamento para a ganância não te surpreeender.<br />
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Em breve em todas as corretoras </div>
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<h3>
E vocês? </h3>
Quais foram suas "jogadas" nesse caos da última semana? Compraram, venderam?<br />
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Abraços<br />
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Meu ego e o Ibovespa</h2>
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com4tag:blogger.com,1999:blog-5601097715919878760.post-20747894098342573252020-01-28T13:57:00.001-08:002020-01-28T13:57:47.566-08:00Os pequenos gastos realmente interferem?<h2>
Pequenos gastos são os grandes vilões? Será? Será?</h2>
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</h2>
Na terça feira eu estava escutando o Primo Rico falando sobre esse assunto. Daí, parei e pensei um pouco sobre o assunto.<br />
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<h4>
Será que é economizando no cafézinho que vai te deixar rico?</h4>
Acho que a resposta não é bem se vai deixar rico ou não, e sim se vai contribuir mais ou não para poder investir. Explico<br />
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Num universo de uma pessoa que ganha seus 10k, não vai ser um cafézinho que vai influir diretamente no potencial investimento. Agora, se uma pessoa vive com 1 salário mínimo, vive no limite, esse dinheiro do cafézinho VAI fazer a diferença.<br />
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<h4>
Ponto de vista do Primo Rico </h4>
O Thiago Nigro explicou que o que deixa rico é o trabalho, deu exemplos. Todos os caras milionário conseguiram grana com trabalho + side jobs + empresas + qualquer forma que faça entrar mais grana.<br />
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Você consegue ter mais dinheiro "líquido" qd você diminui despesas ou qd aumenta receitas ou os dois, né.<br />
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E, realmente, parei pra pensar nas pessoas que conheço que tem uma "condição" melhor. Todas elas fizeram mais grana do que ficavam economizando em qualquer coisa. Digo que saber usar o dinheiro, milhas, pesquisas é organização e contribui; mas não foi deixar de fazer um jantar num lugar top ou pegar só comida mais barata que os deixaram melhor.<br />
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Achei interessante o ponto de vista dele, mas são casos e casos. Cada um conta com uma realidade diferente, sabemos que o salário mínimo do brasileiro não ter permitiria tomar café todo dia tb, né. Não que isso seja desculpa, se está insatisfeito ou ganhando mal, cabe só a nós msm mudar isso.<br />
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E vocês? Concordam ou tem uma opinião diferente?<br />
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<h4>
Parte pessoal</h4>
Voltei a correr, sempre quis correr a meia maratona do Rio. Já consegui fazer alguns percursos de 15km, mas por causa do Jiu jitsu torci o pé não fui fazer a meia. Comprei um <a href="https://redir.lomadee.com/v2/28796c4b16">tênis</a> e voltei devagar, 5km pra acostumar e perder o sobrepeso do final do ano<br />
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E segue a primeira vítima do corona vírus no Brasil<br />
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Abraços!<br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com11tag:blogger.com,1999:blog-5601097715919878760.post-19544825682070698092020-01-13T12:51:00.001-08:002020-01-15T05:32:00.093-08:00Mudança de EstratégiaFala, galera. Tranquilidade?<br />
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Bom, eu há um bom tempo falo de colchão de segurança, mas acabou que nunca apliquei. Sempre gostei de comprar empresas, ainda mais porque comecei a comprar tudo qd o ibov tinha seus 45k pontos. Consequentemente peguei uma alta absurda, só que agora eu vejo os preços mais altos e bate certo medo de ficar 100% na variável.<br />
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A minha ideia é ter por volta de 40-50% em RV brazuca (fii e ações ). E, os outros 50%, em fundo de renda fixa e outra parte dolarizada. Explico.<br />
Não vou comprar TD pq tá muito ruim, alguns fundos de RF conseguem bate-lo. Vou escolher um com D+1 (pra dar liquidez).<br />
Já a parte dolarizada é como se fosse um Hedge(ou proteção). Existe uma certa correção qd a bolsa brasileira cai, o dolár foge daqui. Muitas vezes vai para os eua e pode gerar um aumento da sua bolsa. Como sou pequeno, decidi operar por fundo de índice. O mais conhecido é o IVVB11.<br />
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Sei que a alta exposição a RV é complicada, mas eu espero proteger meu capital com essa exposição na gringa e mais o colchão. Esse colchão vai ser aplicado em "oportunidades" na bolsa brasileira.<br />
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Vendi minha participação da ABEV, acho que foi a minha segunda ação que comprei, mas foi mais por funcionar como um swing trade. Eu tinha um preço médio de 16 nela, e sempre a vejo oscilando entre 15~21. Optei por vende-la a 19 e caso caia de novo pra essa faixa eu penso em recomprar o papel. A situação da ambev está dando uma complicada com a Heineken chegando forte, vou acompanhar os próximos boletins pra ver qual vai ser a próxima tacada do titio Lehmann.<br />
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Acho que isso é tudo. Na parte pessoal, continuo estudando pra um concurso ( que não sai). Saindo bem pouco de casa, basicamente malhando e lutando no Jiu jitsu.<br />
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Abraços <br />
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Aquisição do mês-> <a href="http://s.click.aliexpress.com/e/4cnG3lMc">Suporte de Tablet</a> Parece idiota, mas pra quem estuda com tablet isso aqui faz uma diferença ABSURDA! Comprei esse da China, dps que vi tinha na <a href="https://amzn.to/386UseK">Amazon</a> -.-'<br />
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Enquanto isso o radar tá ligado, procurando oportunidades igual no vídeo abaixo<br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com6tag:blogger.com,1999:blog-5601097715919878760.post-11170726647429773172019-12-30T10:46:00.003-08:002019-12-30T11:25:18.510-08:00Metas x ObjetivosFala, galera. Tranquilo?<br />
<br />
Chegando final de ano e todos nós acabamos por entrar na mesma história de fazer novas metas pro próximo ano. Será que estamos fazendo certo?<br />
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Já dizia um ditado:<br />
<h4>
<i> "uma ideia sem plano é apenas um sonho"</i></h4>
Para realizarmos o que desejamos nós temos que metrificar, por números, tornar palpável. Vamos lá.<br />
<br />
"Eu quero emagrecer "<br />
Isso é apenas um objetivo, mas temos que por no papel o quanto queremos perder, como vamos perder e um prazo. A partir disso, você tem um plano e deve segui-lo para conseguir.<br />
<br />
Quando não fazemos isso, fica tudo muito subjetivo e suscetível a você dizer aquela frase "ah, é muito difícil. Faço na segunda feira".<br />
<br />
Eu senti isso qd voltei para o Jiu Jitsu. Chegava na segunda e eu não ia. Pensava "ahh, vou amanhã". Esse amanhã se tornava depois, depois.. e já era. O que fiz foi estipular que segunda e quarta são os meus dias de treino. Eu tenho que ir e não vou mudar. Depois de ter claro isso na cabeça não faltei mais.<br />
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Vamos por objetividade, até porque quando chegar o final de 2020 você vai poder chegar e usar algo para se apoiar e ver se atingiu o objetivo. Se você não estabelece meta e números, você poderia ter chegado e emagrecido 1kg em um ano. E aí? Foi ótimo? Não, né..<br />
<br />
<br />
Eu vou parar um dia e atualizar certinho as metas do blog (não atualizo há anos) e, inclusive, caí nesse erro de confundir a meta e os objetivos, não estipulando isso que falei. Falhei.<br />
<br />
E vocês? Usam algo parecido pra medir seu progresso? E o que vão fazer no ano de 2020?<br />
<br />
Boas festas, galera!<br />
<br />
Dicas de Livros:<br />
<ul>
<li><a href="https://amzn.to/2sygasM" target="_blank"> Bora Vender</a></li>
<li><a href="https://amzn.to/2ZB9Ahe" target="_blank"> Os segredos da Mente Milionária</a></li>
</ul>
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com2tag:blogger.com,1999:blog-5601097715919878760.post-43390945569704523362019-12-20T04:50:00.000-08:002019-12-20T04:50:51.635-08:00É por isso que você deve agregar valor ao seu Cliente<h2>
<i>"Leva-se dez anos para construir uma reputação e menos de 5min para destrui-la"</i></h2>
Acho que todos nós já escutamos essa frase, né?<br />
<br />
Queria compartilhar uma história com vocês que aconteceu no último final de semana, para mim, mostra o como algo simples pode fazer você falar mal e nunca mais contratar uma empresa.<br />
<br />
Eu fui fazer uma prova em Porto Alegre e comprei uma passagem pela Latam. Até aí tudo bem. Acho que hoje em dia as pessoas não se fidelizam a empresas aéreas, nós, basicamente, buscamos PREÇO. E preço foi o motivo da escolha.<br />
<br />
Já na ida, meu voo acabou por atrasar 2horas (DELÍCIA). Mas até aí OK, imprevistos acontecem. O meu grande problema foi a volta! Não por espera ou atrasos, mas sim pela falta de jogo de cintura e de querer ajudar o seu cliente.<br />
<br />
Na volta eu tinha comprado meu voo para as 19hrs. Como ia ter que esperar um bom tempo no aeroporto eu tentei adiantar o voo, fui buscar informações e descobri que deveria pagar <u>100 reais.</u><br />
<br />
Cara, já tinha pago a passagem. Se tinha vaga em qualquer voo mais cedo, porque não fazer algo pelo seu cliente e adianta-lo? Seria um jogo de ganha-ganha.<br />
Pensem comigo: eu sairia feliz e a empresa teria mais tempo para vender o "lugar" do meu voo já que eu seria realocado e eles perderiam aquela vaga.<br />
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Eu quando posso escolher eu vou de Azul, ótimo atendimento, jogo de cintura e até a comida é boa. Na latam eu ganhei 2 biscoitos. DOIS! Eu não voo por causa de comida, mas sério.. tem coisas que porraa.<br />
<br />
E vocês? Já passaram por algo parecido com alguma empresa que vão evitar e falar mal sempre que puderem?<br />
<br />
AbraçosDividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com2tag:blogger.com,1999:blog-5601097715919878760.post-85234783218801080762019-11-26T11:13:00.003-08:002019-11-26T11:25:28.646-08:00Educação financeira e longo prazo até no futebol. Olha o Flamengo!<h2>
Planejamento é tudo </h2>
<br />
Fala, galera. Beleza?<br />
<br />
Acho que já é fato que a educação financeira na nossa vida cotidiana é um fator mais do que necessário, concordam?<br />
E se pudéssemos extrapolar isso para outros lugares... como o futebol.<br />
Hoje se você liga a tv ou pega um jornal garanto que só vai ler sobre o flamengo, mas vocês acham que essa subida foi repentina?<br />
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<br />
Há uns anos atrás eles tiveram um presidente que era um "fanático" por pagamento de dívidas, controle nas despesas e aumento em receitas (parece familiar ?). Parece top, né? Quantos títulos esse cara deu pro time? ZERO!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFHqLaIHkCi0mdssVm5cTlEIXcLvj4JD_-X5ilx_Llu9EJVoWu4HPaqICz68lywVMF9NftCbduruVCv_RIZNqH_q7u8MvAzUI7OOVF01c4aOs_rydJsa9dAtqfuvTDNfbhu4TcWOYA_H-g/s1600/duvidas-e1569954879562.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="251" data-original-width="438" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFHqLaIHkCi0mdssVm5cTlEIXcLvj4JD_-X5ilx_Llu9EJVoWu4HPaqICz68lywVMF9NftCbduruVCv_RIZNqH_q7u8MvAzUI7OOVF01c4aOs_rydJsa9dAtqfuvTDNfbhu4TcWOYA_H-g/s320/duvidas-e1569954879562.png" width="320" /></a></div>
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O mais legal disso é que, mesmo sem títulos, isso foi muito bom para o clube. O cara conseguiu pagar muito das dívidas, trazer patrocinador, reformas e construções de CT..<br />
<br />
Mas será que quem vai ser lembrado é ele ou o presidente que entrou agora começou a gastar o que conseguiu ser poupado?<br />
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<br />
A lição que temos que tirar disso é que se você começa a plantar algo bom, pode levar um tempo, você pode até não ter o reconhecimento, mas o resultado vem! Os flamenguistas deveriam fazer uma estátua do Bandeira de Melo pelo que ele conseguiu fazer pelas finanças do clube e assim dar vida a um clube que, gigante em torcedores, mas que era "mal aproveitado".<br />
<br />
<br />
<h4>
Conclusão</h4>
<br />
Eu tenho um tio que diz o seguinte:<br />
"Se eu tenho uma empresa eu tenho ralar pra fazer dinheiro. Em um clube ou determinado setor público, eles tem que ralar pra gastar o dinheiro que entra"<br />
<br />
Planejamento é tudo. Depois que você abre uma empresa ou começa a investir, você acaba vendo esses detalhes em tudo. De certa forma você começa a esquecer o imediatismo e vislumbrar um prazo médio/ longo.<br />
<br />
<br />
Pessoal:<br />
Resolvi deixar de prorrogar e comprei meu <a href="https://sites.google.com/view/cursodeukulele/home" target="_blank">ukulele</a> e comecei <a href="https://sites.google.com/view/cursodeukulele/home" target="_blank">um curso</a>.<br />
Ritmo intenso de provas, viajando o país. Uma hora vai!<br />
Li um livro só no mês, queria dois...<br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com1tag:blogger.com,1999:blog-5601097715919878760.post-50581759486957264012019-11-11T10:58:00.000-08:002019-11-11T10:58:27.680-08:00Como comprar barato na Black Friday<h2>
Você sabe comprar barato ou compra por impulso? Saiba como aproveitar a BlackFriday</h2>
Fala, galera. Beleza?<br />
<br />
Hoje resolvi falar de um assunto que já está estourando nas mídias por esse mês: A Famosa Black Friday.<br />
<br />
Para muitos, sinônimo de fraude, para outros, oportunidades.<br />
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E você? Consegue economizar ou só leu a "promoção" e já acha que está de graça?<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwpKYYbDUc7MTctih_bl-lKyZA2YK6LHTUABasahfPz4rp8XkZlFeKfXGtwCR7nVJIG38VJk2ZctuIGIKI101ORsYMyMs05Xsn6asfAX1A82sCvvhZTANOxK7KFWSPzyo06AWPTGxS4AlE/s1600/julius.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="554" data-original-width="554" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwpKYYbDUc7MTctih_bl-lKyZA2YK6LHTUABasahfPz4rp8XkZlFeKfXGtwCR7nVJIG38VJk2ZctuIGIKI101ORsYMyMs05Xsn6asfAX1A82sCvvhZTANOxK7KFWSPzyo06AWPTGxS4AlE/s320/julius.jpeg" width="320" /></a></div>
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<h3>
Fases para as compras </h3>
Eu, atualmente, uso uma metodologia de esperar 7 dias pra compra qualquer coisa. Com isso eu evito a compra por impulso, consigo analisar e ver se é realmente necessário aquilo.<br />
<br />
Por exemplo, eu estava doido pra comprar aqueles <a href="https://amzn.to/2NDpseX" target="_blank">fones sem fio</a> (da Xiaomi mesmo). Fiquei namorando eles um tempinho, vi que realmente queria, então fui ao passo 2<br />
<br />
Usar Buscadores de preços<br />
Já ouviram falar do site Bondfaro ou Buscapé? Nele eu consigo comparar o preço do mesmo produto nas principais lojas e commerce do Brasil e ver qual que está mais barato.<br />
<br />
É só isso?<br />
Não, meus amigos.<br />
<br />
Nesses sites há diferença de valor caso compre a vista ou parcelado, geralmente 10% de desconto. Fiquem ligado nisso.<br />
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Outro fator que devemos ficar atentos. FRETE<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs4_g7tIjKnUs_QHcxoIbkb5j5KzNHuxa8MjGYBQ6fT6A1_q79zTVk_y65oq8ip0mBZMb5MiMz6gXdJiWokfUzNEIvxcxykt7jxDorMDRmrjDvV8sRPh8ONaUSUbP3lroAdjBYqnJjSDst/s1600/ferete.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="409" data-original-width="749" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs4_g7tIjKnUs_QHcxoIbkb5j5KzNHuxa8MjGYBQ6fT6A1_q79zTVk_y65oq8ip0mBZMb5MiMz6gXdJiWokfUzNEIvxcxykt7jxDorMDRmrjDvV8sRPh8ONaUSUbP3lroAdjBYqnJjSDst/s320/ferete.png" width="320" /></a></div>
Agora que assinei meu <a href="https://amzn.to/2X49xJp" target="_blank">Amazon Prime</a> , vou aproveitar esse frete grátis. E isso é importante porque o frete pode chegar até 15% do valor do produto dependendo das lojas.<br /><br />
<h3>
Mas beleza, como saber se é ou não fraude</h3>
Nesses sites buscadores de preço, eles disponibilizam um HISTÓRICO de preços!! Isso é bem legal porque você vê a evolução do preço ao longo do tempo e aí sabe se está fazendo um bom negócio ou não<br />
<br />
<h3>
Conclusão</h3>
Acho que era isso, prestem atenção. Não caiam na asneira de comprar tudo por impulso, você só perde dinheiro assim. Comprar não é ruim, mas devemos tentar comprar com economia e consciência, até porque o trocado que sobrar pode virar o aporte do FII do mês que vem :)<br />
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Abraço e boas compras<br />
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Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com4tag:blogger.com,1999:blog-5601097715919878760.post-14805359003052866932019-10-11T13:19:00.000-07:002019-10-12T05:17:55.618-07:00Minha experiência de acordar as 5 da manhã por uma semana<h2 style="text-align: center;">
5 am club funciona?</h2>
<h3>
Experiência de 1 semana</h3>
Fala, galera. Beleza?<br />
<br />
Há um bom tempo venho acompanhando uma galera que se diz parte de uma nova seita (5 am club), parece até com os crossfiteiros, só falam disso. Só sei que o copy de vendas deles funcionou comigo porque fiquei curioso pra entender a lógica disso.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdVREYrIVS0QWzIvRdnKQtLznnXO6WxKJr1UJrOmUn3JM4rvKiH3HpvDbDnbHLoBSKq84OJbrZkXX2DNtOfg9SuUq-FPWLZKWX3Fiwdul5e89WFvCnmQc5fF9MbaVlgDjevhfIhrXaw7rO/s1600/curioso.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdVREYrIVS0QWzIvRdnKQtLznnXO6WxKJr1UJrOmUn3JM4rvKiH3HpvDbDnbHLoBSKq84OJbrZkXX2DNtOfg9SuUq-FPWLZKWX3Fiwdul5e89WFvCnmQc5fF9MbaVlgDjevhfIhrXaw7rO/s1600/curioso.jpeg" /></a></div>
Bom, basicamente se resume a acordar uma hora mais cedo do que normalmente acordamos (via de regra), e, durante esse tempo, fazer coisas produtivas. Exemplo: leitura, exercícios, desenvolvimento pessoal, reflexão, etc.<br />
<br />
Tudo isso conceito de um cara de um livro chamado <a href="https://amzn.to/2MBIm3N" target="_blank">Milagre da Manhã.</a><br />
<h4>
</h4>
<h4>
Jornada da semana </h4>
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Sempre fui um cara matinal, gosto de acordar cedo, maaaaaaaaaas 5 da manhã é pesado. Vamos lá<br />
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<u>Segunda </u><br />
Primeiro dia, animação de começar um projeto paralelo. Acabou que acordei de boa, fui fazer umas flexões, agachamentos, meditei (tentei muito) e fui estudar<br />
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<u>Terça</u><br />
Então, tinha ido dormir um pouco mais tarde então foi tenso levantar.<br />
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<u>Quarta, quinta e sexta</u><br />
Um Mau Humor desgraçado, dormindo pouco. Culpa minha, deveria deitar mais cedo. E eu tava errando em uma coisa que pra mim é o principal, já chego nela.<br />
<u> </u><br />
<u>Sabado e Domingo</u><br />
Aqui já não tive problema, tava tão cansado, cheio de olheira nos outros dias que acabei dormindo cedo e fui compensando.<br />
<u> </u><br />
<h2>
<u>Conclusão</u></h2>
Os primeiros dias foram lixo total, mas uma semana é um tempo muito curto pra fazer disso um hábito.<br />
Principal erro foi não ter definido EXATAMENTE o que deveria fazer de manhã.<br />
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Eu peguei que a ideia principal é você acordar e fazer algo pré definido na noite anterior ou num outro dia. Eu caí na ideia de acordar e decidir o que fazer. PURA ILUSÃO.<br />
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A ideia é bem legal, mas se você não é da manhã ou não tem nem vontade de tentar ainda há solução pra você. Eu fiz um curso de produtividade do Geronimo Theml que ele fala de programar sua semana no domingo e já agir no modo automático. Essa uma hora a mais que você ganha só vale a pena se você sabe o que fazer com ela, senão vai ser só acordar mais cedo para nada.<br />
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E vocês? Já tentaram? Vão tentar?<br />
Abraços <br />
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Link do Livro: <a href="https://amzn.to/2MBIm3N" target="_blank">Aqui</a><br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com10tag:blogger.com,1999:blog-5601097715919878760.post-23016475254223409772019-08-30T04:45:00.001-07:002019-08-30T04:46:56.736-07:00Vamos Falar sobre Subscrição? Você sabe o que é?<h2>
Subscrição: o que é, pra que serve e pra onde vai? </h2>
Fala galera, como vão esses investimentos?<br />
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Estou fazendo esse post pois esse mês me deparei com algo "novo" para mim. Abri meu <i>home-broker</i> para dar aquela avaliada nas minhas posições e me deparo com um papel que não estava lá anteriormente "TIET2". A primeira coisa que pensei foi que p**** é essa de TIET2 que eu não me lembro de ter comprado em momento nenhum.<br />
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Depois de uma breve pesquisa vi que se tratavam de ações as quais eu tinha direito à subscrição.<br />
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Esse nome não me era estranho, inclusive já havia lido a respeito, mas nunca tive, até então, a oportunidade prática de exercer esse direito...<br />
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Mas afinal o que é a tal subscrição???</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3PO6FAX6jWbFc6EV7-hXzFEzn_0_-egwVatgg-SyK3GIa87o5y0JBwsTolpqtSiMbpom95yfD4FXVKNu0kIjpDyPSUypntjAe0oe4UIRXKH1I4OrP12hqkGOOPu3-6Ypf0rxNBa1nZ8zO/s1600/duvida.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="626" data-original-width="626" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3PO6FAX6jWbFc6EV7-hXzFEzn_0_-egwVatgg-SyK3GIa87o5y0JBwsTolpqtSiMbpom95yfD4FXVKNu0kIjpDyPSUypntjAe0oe4UIRXKH1I4OrP12hqkGOOPu3-6Ypf0rxNBa1nZ8zO/s320/duvida.jpg" width="320" /></a></div>
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Colocando de forma simples é um direito, que as pessoas que já possuem uma posição em ações de uma determinada empresa têm de exercer. Esse tipo de evento ocorre pois a empresa está emitindo novas ações e expandido o seu capital social, eu particularmente encaro isso de forma bastante positiva pois mais recursos trazem novos investimentos consequentemente um crescimento da empresa. No meu caso particular a subscrição foi a compra de papéis da AES Tietê (TIET2) a um preço pré-definido (R$2,06), que atualmente é mais barato do que comprar as ações preferenciais (TIET4) no mercado secundário (hoje fechou a 2,30).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2OsucVPzc40sGTL7R49M6q0qQbhbwwbuV7geyPc1e6hutJ6QKEdYUXcci0zivxcnuTwMgcFOSnLrQlpx94RcIwlVySvmpIOotgbxF2_ayafNmp6FZQxx4eLZix_Qp01WQu6xGBA4amBaF/s1600/subscriv.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="248" data-original-width="474" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2OsucVPzc40sGTL7R49M6q0qQbhbwwbuV7geyPc1e6hutJ6QKEdYUXcci0zivxcnuTwMgcFOSnLrQlpx94RcIwlVySvmpIOotgbxF2_ayafNmp6FZQxx4eLZix_Qp01WQu6xGBA4amBaF/s320/subscriv.jpeg" width="320" /></a></div>
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A partir dai me surgiram algumas dúvidas, que eu creio sejam comuns para qualquer marinheiro de primeira viagem no assunto e essas foram: quantas ações eu posso comprar nessa subscrição, vale a pena fazer essa compra e será que eu serei cobrado pela minha corretora alguma taxa por essa transação.<br />
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Vou responder essas perguntas de acordo com o que li e o feedback do pessoal da minha corretora.<br />
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Com relação a quantidade de ações que posso comprar esse número se limita a aproximadamente 1,43% sobre o número de cotas (TIET4) que eu detenho. O preço é de R$2,06 por ação e o direito de preferência pode ser feito até as 12 h do dia 12/09/2019. Essas informações eu retirei de um aviso ao cotista.<br />
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Quanto isso vai me custar? A taxa segundo a minha corretora não é cobrada para realizar esse tipo de transação. Sinceramente eu não sei se esse tipo de política se estende as demais corretoras, logo, acredito que seja interessante você que também ficou com essa dúvida entrar em contato com a sua.<br />
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Por último, vale a pena ou não a compra? Sinceramente eu fiz a compra, já que o valor do papel estava em "promoção" se compararmos com o mercado secundário e pelo fato de que eu acredito nos números da empresa até porque é por isso que eu detenho ações dela. =)) Mas, obviamente cabe a você avaliar..<br />
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Em resumo é isso, espero que tenha de alguma forma contribuído para responder algumas perguntas suas que eu também me fiz há alguns dias atrás.<br />
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Bons investimentos!!<br />
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<h4>
<u>Agora só pra quem Gosta de ler.</u></h4>
PUTA OBS: Só hoje tá tendo a <a href="https://amzn.to/2ZFFxTU" target="_blank">BOOK FRIDAY</a> da <a href="https://amzn.to/2ZFFxTU" target="_blank">Amazon</a>. Um monte de livro com até 80% de desconto e frete grátis.<br />
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Ahhhh e o <a href="https://amzn.to/2NFIa5V" target="_blank">Kindle Unlimited</a> tá a 1,99 por 3 MESES. Esse tá de graça. Lembrando que não precisa ter Kindle pra aproveitar<br />
<br />
Quem quiser Conferir <a href="https://amzn.to/2ZFFxTU" target="_blank">Clique Aqui</a><br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com2tag:blogger.com,1999:blog-5601097715919878760.post-34277969170978191492019-08-14T17:21:00.000-07:002019-08-14T17:21:48.508-07:00Minha experiência com a Xiaomi<h2>
Comprei um celular Xing Ling</h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhT1hE8chbAn6SXTEewDuo77-vqlXiU-XEFuuDHz4WPQqidA2RIdxy68iLNv1lg7TzzADqdiKCRaz-ntWscav0qj7OmBnJDTiK5SwjlVRayAI8s1o8pF-96gTCRMob1BGPn8orAPQN9RZ2V/s1600/chines.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="190" data-original-width="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhT1hE8chbAn6SXTEewDuo77-vqlXiU-XEFuuDHz4WPQqidA2RIdxy68iLNv1lg7TzzADqdiKCRaz-ntWscav0qj7OmBnJDTiK5SwjlVRayAI8s1o8pF-96gTCRMob1BGPn8orAPQN9RZ2V/s1600/chines.jpeg" /></a></div>
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Ok, ok. Não era tããão desse jeito. Na verdade, meu celular tinha dado pau e eu precisava de um novo. Quem nunca? Mas vocês já pararam pra analisar preços? Tudo muito caro.</div>
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Discutindo isso com um amigo, ele me chega e fala: "cara, já ouviu falar de Xiaomi?".</div>
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Menor ideia do que era. Fui googlar e procurar reviews. Simplesmente me surpreendi de como nunca tinha ouvido falar.</div>
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A empresa é uma gigante Chinesa que trabalha com uma margem não tão alta de lucro (filosofia do seu CEO) e fabrica desde celular, carro a aspirador de pó. Conclusão. Comprei um <a href="https://amzn.to/33rTFDo" target="_blank">Xiaomi A2</a></div>
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Simplesmente fantástico pelo preço, não vai ser um S10, logicamente, mas pelo preço tá valendo muito. E o melhor que o android não veio cheio daqueles programas que tu não consegue deletar nem a pau. Conclusão. Comprei um Tablet também. </div>
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Descobri que essa empresa é muito querida entre a galera Geek. Isso porque eles conseguem oferecer um Puta produto com preço Bom. Hoje posso ser considerado um Xiaominion e tô nem aí pra outras marcas.</div>
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<h2>
Conclusão</h2>
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Infelizmente, rola um preconceito gigante com marcas chinesas. O que é, de fato, verdade em alguns produtos, mas não podemos generalizar. Exemplo é a Lenovo que comprou a Motorola e ainda patrocinava a Ferrari na F1. Tem como ser vagabundo?</div>
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Só sei que, pro que me proponho a usar, eles tem me servido MUITO além da expectativa. Acho que vale abrir a mente e não só ficar pensando em marcas X,Y,Z porque são as mais famosas. Querendo ou não nós temos que procurar por Qualidade e Preço, até porque, não tá fácil pra ninguém.</div>
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E você? Compraria alguma coisa mais cara chinesa?</div>
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Abraços</div>
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Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com10tag:blogger.com,1999:blog-5601097715919878760.post-12895528199454326802019-08-07T03:12:00.000-07:002019-08-10T10:20:18.229-07:00Já ouviram falar dos 3C's da Produtividade?<div class="separator" style="clear: both; text-align: center;">
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<h2>
E aí, vocês são produtivos?</h2>
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<h3>
C's da Produtividade</h3>
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Fala, galera. Tudo bom?</div>
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Eu estava um dia em casa refletindo de como tenho o péssimo hábito de começar coisas e não termina-las. E, por algum motivo, lembrei de um vídeo que tinha assistido que tinha falado sobre os C's.<br />
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O significado deles é simples.<br />
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"Comece, Continue e Conclua"</h3>
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Parece bobo, né?<br />
Mas a verdade é que eu fui pegar uma<span style="font-family: inherit;"> folha e come</span>cei a anotar tudo que tinha começado e não tinha acabado. Galera, eu me surpreendi MUITO!<br />
<a href="https://www.blogger.com/blogger.g?blogID=5601097715919878760" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5601097715919878760" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="Resultado de imagem para tarefas inacabadas" height="151" src="https://gersonrodrigues.com.br/wp-content/uploads/2019/01/tarefas-inacabadas-845x321.jpg" width="400" /><br />
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curso de alemão, curso de marketing digital, livro de persuasão, start up enxuta, projeto maratona.... por aí vai.<br />
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É impressionante como a gente tem o poder de ficar facilmente estimulado por algo e, de repente, você meio que perde o tesão e larga de lado. Coisas que você investiu seu tempo e parou no meio do caminho.<br />
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Desse dia em diante eu comecei a me forçar sobre terminar as coisas. O problema de você ter muita informação é que você fica perdido, não sabe por onde começar. Peguei uma outra folha de papel e fui escrevendo o que que tinha ordem de importância pra mim. Eu diria o seguinte, você faz por hobby ou é uma prioridade aquilo?<br />
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<a href="https://www.blogger.com/blogger.g?blogID=5601097715919878760" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5601097715919878760" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Dependendo da sua resposta, vai pro topo da lista. Você só passa pra próxima tarefa quando acabar aquela. É bobo? Muito. É eficiente? Demais!<br />
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Tenho aplicado essa regrinha associada a um fluxo de processo de GTD (getting things done) e eu tenho alcançado uma produtividade melhor. Ou pelo menos venho acabando de fazer o que estava me propondo.<br />
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E vocês? Tem alguma forma melhor pra acabar as coisas que começaram?<br />
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Abraços!</div>
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Leitura da semana: <a href="https://amzn.to/2YOYPpE" target="_blank">Aqui</a></div>
Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com6tag:blogger.com,1999:blog-5601097715919878760.post-15862532621578460902019-07-25T08:40:00.000-07:002019-07-25T09:42:57.975-07:00O meu melhor ativo é..Fala rapaziada, beleza?<br />
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Desde que comecei a ficar fulltime estudando pra concurso parei pra refletir e cheguei a uma analogia interessante. Que tem tudo a ver com mercado financeiro. É mais ou menos assim.<br />
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Vocês já pararam pra pensar qual o seu melhor ativo? Se é aquele super bancão ou aquela hidrelétrica top ou a nova fintech que abriu capital?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZzNZo7kJbeQFH7ytr0cVAT71vJYkMswqSjEAZuQbxCR_TO0G10NdU2fQsiC_cvf4OpcE7snCqbHvfb2qqeyO0nb46Ts_siP7He8rfyeFkESiutvpAhyQI5B0S9nI74EB4GwQrtVbLJhzh/s1600/ibov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZzNZo7kJbeQFH7ytr0cVAT71vJYkMswqSjEAZuQbxCR_TO0G10NdU2fQsiC_cvf4OpcE7snCqbHvfb2qqeyO0nb46Ts_siP7He8rfyeFkESiutvpAhyQI5B0S9nI74EB4GwQrtVbLJhzh/s1600/ibov.jpg" /></a></div>
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Pois é.. Isso é bem relativo e pessoal, concordam?<br />
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Mas e se vocês começassem a pensar por um outro lado. Bora lá?<br />
Já pararam pra pensar que um ótimo ativo é o tempo? Que se você parar e analisar, ele foi ,DEFINITIVAMENTE, o ativo que mais se valorizou. Duvida?<br />
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Ué, não importa se uma magazine luiza cresceu 800%. Veja só, quando você é mais novo e tem tempo de sobra ele tá la desvalorizado, underated total. Só que você vai ficando mais velho e do nada você vê o efeito bola de neve nesse ativo. BOOM!<br />
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Explodiu quantos porcento? Você começa a ver valor nele e começa a precifica-lo bem agora. Cuida melhor dele, analisa no balanço anual se teve um resultado positivo ou negativo.<br />
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Viu? Você começa a entender que esse ativo é top. Passado mais um tempo, você vê que ele cresceu MUITO de novo. De tal forma que você não consegue comprar mais "cotas" dele.<br />
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Conseguiram sacar a analogia? Parece meio boba e talz, eu sei. Mas se parar e pensar é a nossa vida em jogo. Então porque não começar a ver com mais frequência o balanço desse super ativo? Tá dando lucro ou prejuízo?<br />
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Não acho que devemos largar tudo e aproveitar ao máximo, sou a favor de um equilíbrio. Então se você só foca em algo tente reavaliar da mesma forma que você olha suas ações no final de cada ano ou com frequência maior, você que sabe.<br />
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E vocês? Qual o seu maior ativo?<br />
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Abraços<br />
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Leitura da semana: <a href="https://amzn.to/2LHq9nE" target="_blank">Como convencer alguém em 90 segundos</a>Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com7tag:blogger.com,1999:blog-5601097715919878760.post-85171719755682328912019-07-15T06:50:00.002-07:002019-07-18T03:25:14.746-07:00Pechincha no Ibov?<div class="separator" style="clear: both; text-align: center;">
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E aí, pessoal? Será que tem?</h2>
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Mês passado andei fazendo algumas pesquisas e tentando achar algo que pudesse comprar a um preço razoável. Nessa procura eu queria buscar algo que estivesse abaixo de 10 Bolsos pra poder pegar lotes de 100. Fique claro que, não é porque está abaixo de 10 que é barato, foi só um critério a mais que escolhi.</div>
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Procurei, procurei e procurei e decidi entrar em 3 ações que achei um valor justo. Abaixo vou dizer o porquê que entrei.</div>
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Ações Escolhidas</h3>
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1) Cielo</h4>
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<img alt="Resultado de imagem para cielo" src="https://br.mobiletransaction.org/wp-content/uploads/2017/04/cielo-maquinas-movel-mobile-lio-1200x650-600x325.jpg" /></div>
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Era uma ação que eu tinha um certo preconceito. Isso porque eu tento usar nos meus critérios o fator valor agregado ao cliente. No caso da Cielo, ela era uma puta ação para o investidor. Ótimos resultados e dividendos, só que para o lojista não era tão boa. Só trabalhava com aluguel e taxas não tão atrativas, só que com a concorrência acirrada fez as coisas mudarem.</div>
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Sum up, pagseguro, stone, safra. Tudo corrento atrás dela. O marketshare caiu bem, junto com seu lucro. Eu, se tivesse como, entraria na pagseguro. Meus pais são comerciantes e eu realmente gostei do que ela oferece e agrega pra gente, mas o capital é aberto só nos eua..(paciência). De fato, o valor da ação caiu muito! Aí parei e pensei, será que temos uma oportunidade?</div>
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Vejo que Cafarelli vai ter muito trabalho pela frente, só que eu já vejo umas movimentações. Reinvestimento pesado em marketing e diminuição dos dividendos. Hoje, tenho visto cielo em tudo que é canto, taxas melhores, mais produtos (maquininhas) e etc.</div>
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Ela vai se reerguer? </div>
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Não sei. No entanto, acho que pelo valor que paguei (6,60) valeu a pena. Acredito que não vai chegar ao nível que já foi um dia, mas que tem potencial pra melhorar e se manter por cima.</div>
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2) Klabin</h4>
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Eu até um tempo atrás não curtia empresas endividadas. Só que o tempo passa e você vê que radicalismo é ruim. Endividamento tem o fator positivo quando bem administrado, pois pode servir para uma expansão e talz.</div>
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Empresa ultra antiga, que tem mostrado resiliência ao se manter durante todas as crises. Sempre pagando dividendos atrativos e buscando se expandir, acionistas da família com muitos papéis da empresa (me faz acreditar que vão dar o sangue pela empresa) . Apesar de ser um setor com algumas empresas empresas de concorrentes, ela trabalha meio que por fora..focada em papelão em si. </div>
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Enquanto buscava mais informações sobre, acabei descobrindo que é uma das queridinhas do Barsi. Não que isso deva influenciar em algo, mas sei lá, né. É o Barsi.</div>
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Paguei por volta de 2,93. Achei interessante e também não tinha nada nesse setor de celulose. Resolvi diversificar pra esse lado também.</div>
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3) AES Tiete</h4>
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<img alt="Resultado de imagem para aes tiete" src="https://www.sunoresearch.com.br/wp-content/uploads/2018/11/aes-tiete.jpg" /></div>
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Essa, confesso que, apesar de ter pesquisado, foi uma das que olhei menos. Vi que tinha um lucro absurdo até uns anos atrás mas que por uma perda de contrato o lucro desabou.</div>
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Só que, na crise uns choram e outros vendem lenços. Ela se mostrou capaz de voltar a crescer. Se olhar os lucros dos últimos anos, ela vem se reinventando. Diversificando em setor eólico, e acaba que o lucro voltou a subir. Longe do que já foi, de fato.</div>
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Maaaas os dividendos são recorrentes e atrativos. Cheguei a pagar por volta de 2,12 acho.</div>
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<h3>
Conclusão.</h3>
<div>
Eu comecei a investir em 2015. A bolsa beirava seus humildes 46k, hoje acho tudo muito caro. Apesar disso, fiz entrada nessas empresas que listei acima. São realmente pechinchas? </div>
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Eu cheguei a conclusão que eram, pelo menos na minha opinião. Fiz entrada nelas e vou ver o que vai rolar.</div>
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Até hoje, elas subiram bem, só que não vou usar isso de parâmetro. Até por que ibov bateu topo histórico, ou seja, qualquer porra tá subindo. Mas acredito que os preços foram justos.</div>
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OBS: não é uma indicação, eu fiz uma análise e ACHEI isso. Não sou profissional nem nada. Até por que eu até queria entender como a galera precifica as paradas. Procurei uns cursos no <a href="https://click.linksynergy.com/fs-bin/click?id=H5O*c88kxqw&offerid=679157.12&type=3&subid=0" target="_blank"><b>Udemy</b> </a>e Hotmart sobre. Acabei achando esse no <a href="https://go.hotmart.com/R14837394A" target="_blank"><b>Hotmart</b></a>, alguém já fez? Vale a pena?<br />
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E aí, galera? Acharam alguma pechincha na bolsa?<br />
Abraços</div>
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OBS: pra quem curte livro a <a href="https://amzn.to/2lx8pzx" target="_blank"><b>Amazon </b></a>tá com 2 dias de frete grátis =)</div>
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Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com4tag:blogger.com,1999:blog-5601097715919878760.post-46027725919433376462019-07-08T09:46:00.000-07:002019-07-09T10:20:15.291-07:00O Famoso Quem Indica (QI)Olá investidores, como estão?<br />
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Hoje resolvi falar de um assunto que sempre foi meio que um tabu, o famoso QUEM INDICA.<br />
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Cara, eu lembro de passar a faculdade e mesmo um tempo depois escutando vários amigos meus reclamando disso. Na real, um monte de bullshit. Depois de ver meus pais como empreendedores eu percebi que o QI é muito importante e é BOM.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRlZvOFxwmxqCdc_BcObC-CwXnQjxX1mrfIyodygYJ2WiZMzYOYdRrgMsIh-5Xrg9aQMS5TdHUXVRHd8cGIrFurbNjSGbh6QYHoLECwopKGtq5zjnD85pdwUSnfwF9vtn8cqSNLlkRUSh6/s1600/socila-network.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="437" data-original-width="960" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRlZvOFxwmxqCdc_BcObC-CwXnQjxX1mrfIyodygYJ2WiZMzYOYdRrgMsIh-5Xrg9aQMS5TdHUXVRHd8cGIrFurbNjSGbh6QYHoLECwopKGtq5zjnD85pdwUSnfwF9vtn8cqSNLlkRUSh6/s320/socila-network.jpg" width="320" /></a></div>
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Aí você pode chegar e me perguntar. Como assim bom?<br />
1) Em relação ao empregado<br />
O cara que tem QI, geralmente, fez essa rede de contatos. Lógico, alguns herdam pela influência dos pais e etc. Mas, na sua grande maioria, eu vejo que são pessoas que buscaram conhecer gente ao longo da vida. São aquelas pessoas que sabem se comunicar/expressar e trabalhar em grupo. Eu prefiro uma pessoa assim do que uma que não fala, se esconde, se omite. Pessoas que tem QI, tem por natureza, a habilidade de oferecer algo de valor para que depois consiga algo de volta (a indicação de uma vaga, por exemplo). E isso é importante para um CARALHO! Buscar pessoas que queiram agregar a outras, não de forma de interesse mas sim por querer mesmo. A reciprocidade vem de graça<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCD24nUOm4xILQvVmRD9BYoO-BwDXyyGneQ4h-qEGapLBGwS0b1_BZJtGu221EUCk9qOMMOpiARKEx5B36KVf2aH-tach9WbAIIrkQyvlzaD6bImbyqrAFAWZfn2lPz8iPlQBL-rYuWRHF/s1600/Reciprocidade.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="448" data-original-width="1024" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCD24nUOm4xILQvVmRD9BYoO-BwDXyyGneQ4h-qEGapLBGwS0b1_BZJtGu221EUCk9qOMMOpiARKEx5B36KVf2aH-tach9WbAIIrkQyvlzaD6bImbyqrAFAWZfn2lPz8iPlQBL-rYuWRHF/s320/Reciprocidade.jpg" width="320" /></a></div>
2) Lado do Empregador<br />
Veja bem, concordamos que tempo é dinheiro?<br />
Se sim, vamos lá. Na época que eu buscava estágio, eu via por dentro como o processo seletivo é LENTO. Não por burocracia, mas por que o pessoal do RH busca o candidato "perfeito". O que pra mim é furada, já que muitos treinam e vivem personagens ali. O QI faria com que esse processo fosse altamente agilizado, isso porque.<br />
Imagina você como estagiário ou funcionário da empresa X. E aí seu chefe chega pra você e pede uma indicação pra cobrir uma vaga que vai ser aberta. O que você faria?<br />
a) Indicaria qualquer amigo<br />
b) Indicaria um amigo que se enquadrasse na vaga e que você confia<br />
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Acredito que todo mundo marcaria a "b". Isso porque nós colocamos o nosso na reta, nossa credibilidade vai ser testada. Se o cara faz merda, já era. Sua reputação foi ralo a baixo.<br />
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Frase: Você pode demorar 10 anos pra fazer uma reputação e apenas 5minutos para destruí- la<br />
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Então eu meio que penso dessa forma. O QI é bom e importante para o empregador e ainda mostra de certa forma as habilidades sociais da pessoa em questão. De fato, TODAS as pessoas que conheço que reclamam de QI são aquelas que, justamente, não possuem um QI.<br />
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Esse post foi mais um desabafo pra essa galera que só reclama em vez de levantar e mudar.<br />
E vocês? Tem alguma história de QI pra compartilhar?<br />
Abraço e ótimos investimentos<br />
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OBS: seguem dois links relacionados a network. Um é o ted do Raiam e outro é o livro dele. Esse cara é super conectado internacionalmente. Fez uma fortuna passando aparência de babaca no instagram, mas é o personagem que ele vende e que dá dinheiro. Justíssimo.<br />
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<br />
<a href="https://amzn.to/2LEfr0p" target="_blank">Livro: Hackeando tudo </a><br />
<a href="https://www.youtube.com/watch?v=TfTl3HLedw0" target="_blank">TED Raiam</a><br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com2tag:blogger.com,1999:blog-5601097715919878760.post-75410152038472027552019-06-28T09:40:00.000-07:002019-07-08T09:46:25.166-07:00NuBank, banco do futuro?Olá, investidores. Como foi o mês? Rolou aquele azul ou vermelho?<br />
Bom, por aqui o mês foi positivo!<br />
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Voltando ao assunto do tópico. Hoje, resolvi falar um pouco sobre esse banco ( na verdade, ainda não é banco e sim fintech) que me chamou a atenção há alguns anos. No início, eu fiquei meio receoso por ser algo novo e que REALMENTE facilitava a vida e não cobrava taxas estratosféricas.<br />
<img alt="Resultado de imagem para nubank" src="https://abrilexame.files.wordpress.com/2018/10/nubank-unboxing.jpg" /><br />
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Só sei que pedi o "roxinho"e ele chegou de forma bem rápida, e uma coisa que achei interessante foi a embalagem que veio. Não era uma simples carta com um cartão preso, mas sim uma embalagem toda trabalhada no design, com porta cartão, adesivo e uma hashtag. Sério, o gênio por trás disso foi alguém que amava a apple.. ele fez de algo simples uma ótima experiência.<br />
<img alt="Resultado de imagem para nubank" src="https://images.immedia.com.br//27/27763_2_EL.jpg?c=201810081141" /><br />
Bom, vamos além. Aplicativo super SIMPLES, forma sucinta e objetiva, digamos que até meu pai consegue mexer nele.<br />
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Falei de forma mais estética até agora. Em relação as taxas, eles não cobram! Nem de TED, nem de manutenção da NuConta. Só de saque em 24 hrs que você paga 6,50. Todo dinheiro que você deixa parado na NuConta rende 100% do CDI, ou seja, eles realmente querem que você ganhe dinheiro e aproveite. Não é igual aos "bancões" que tem que jogar da conta pra poupança, da conta pro investimento X e etc. Ahhhh e ele ainda diz quanto que rendeu, o que facilita o seu acompanhamento, o rendimento é diário, não é igual poupança que só ganha no aniversário da poupança.<br />
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Vocês devem estar se perguntando como que eles ganham dinheiro. Bom, foi o que eu me perguntei também. Eles basicamente ganham dinheiro com os juros de atraso da fatura (que é menor do que o dos outros players) e através das compras que ganham uma %.<br />
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Então Div, só tem vantagem?<br />
Cara, até agora só vi 2 coisas ruins que li a respeito deles: 1) não são banco, por causa da famosa burocracia brasileira e assim não tem proteção do FGC; 2) Eles vem de sucessivos prejuízos.<br />
Então, não vale?<br />
Por ser um fintech em fase "inicial", acredito que seja comum isso. No entanto, pelo que pesquisei no s balanços, eles dobraram a receita e diminuiram a dívida, além de terem recebido uma porrada de dinheiro de uns chineses aí da Tercent. Notícia <a href="https://www.infomoney.com.br/negocios/grandes-empresas/noticia/8070388/nubank-fecha-2018-com-prejuizo-de-r-1003-milhoes-e-o-dobro-de-receita" target="_blank">aqui</a><br />
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Bom, eu sei que comprei a ideia deles. Aqui na família já convenci mais 3 pessoas a conhecerem o produto. Eu acho que uma empresa é muito FODA quando consegue ganhar o seu dinheiro ao mesmo tempo que agrega valor ao cliente, te facilita, joga limpo. O fato de não esconder taxas e ser transparente me ganhou como cliente. Falando em transparência, eles tem um sistema de pontos (NuRewards) e que falam pra você se vale ou não entrar. Quando seu gerente chegou pra você e falou se era algo bom ou ruim?<br />
Acho que é isso pessoal, espero ter esclarecido algumas dúvidas.<br />
Abraço e até a próxima<br />
<img alt="Resultado de imagem para nubank" src="https://marketingdegentileza.com.br/wp-content/uploads/2016/12/the-future-is-purple-NUBANK.png" /><br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com5tag:blogger.com,1999:blog-5601097715919878760.post-40060876652327501682019-05-17T03:41:00.000-07:002019-05-17T03:41:34.018-07:009 bilhões são pagos pelo Tesouro DiretoÉééé, gente!<br />
É muita grana, e sabe o que isso significa? Que mais gente está investindo em TD!!<br />
Ainda temos um número absurdo de 62,3 milhões de contas de poupança. Sendo ainda a preferida da população mas como diria o poeta Chorão "mas essa porra um dia vai mudar".<br />
O principal motivo das pessoas continuarem na poupança é a famosa "segurança". Oras, com esse recorde de pagamento mostra tb a segurança de investir em TD.<br />
Só que é cultural.. aquele ditado diz "casa de ferreiro, espeto de pau" e é verdade.. aqui em casa eu tento convencer todos os dias e provar que estão fazendo um PÉSSIMO negócio e nada. Esse pagamento bilionário tá aí pra comprovar que eles realmente pagam!!!<br />
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Bom, no meu caso eu comprei o IPCA+ 2x em 2015 e 1x em 2016. Hoje vai cair na minha conta e eu já estou na expectativa de como reinvestir. Como investi numa época de crise das brabas, eu consegui pegar umas taxas bem boas.. meu melhor ipca pagava 6,84+IPCA. Nessa mesma época eu cheguei a achar um préfixado que pagava incríveis 16%!!!<br />
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Fato é que, sigo estudando pra ver em que que vou abrir posição. Estou muito tentado em deixar em algum fundo de liquidez diária, mas ainda não decidi.<br />
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"Se quiser derrubar uma arvore na metade do tempo, passe o dobro do tempo amolando o machado"<br />
Provérbio chinês.Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com1tag:blogger.com,1999:blog-5601097715919878760.post-19427371950015617132019-05-12T16:25:00.001-07:002019-05-12T16:31:35.113-07:00Dicas para quem quiser ler mais sobre investimentos<div style="text-align: justify;">
A cada dia que passa me torno mais convicto de que mudar a minha forma de pensar, sair do comodismo de investir nos bancos tradicionais e buscar informações e novas maneiras de investir, vai ser o caminho para que no futuro eu consiga atingir a tão desejada independência financeira e viva de dividendos.</div>
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Se você chegou nesse blog então, muito provavelmente, concorda com esse tipo de pensamento.</div>
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Não é fácil dar o primeiro passo e ir de encontro com tudo que as pessoas mais tradicionais massificaram na cabeça como a forma certa de se investir.</div>
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Como ainda sou iniciante nessa caminhada e tenho a humildade de reconhecer que ainda tenho muito a aprender, venho buscando mais informações para me ajudar a tomar a decisão "certa". Não tem para onde correr, infelizmente, a solução é continuar estudando para ser capaz de tomar as minhas próprias decisões.</div>
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Sem me delongar mais, trouxe um link para compartilhar com vocês onde é possível baixar alguns e-books gratuitos sobre investimento e educação financeira.</div>
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<a href="https://lp.infomoney.com.br/ebooks-gratuitos-investimentos">https://lp.infomoney.com.br/ebooks-gratuitos-investimentos</a><br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
"O conhecimento é mais lucrativo que a prata, e seu salário, melhor do que ouro. Nada que você deseje pode ser comparado a ele."<br />
Provérbios, 3:14-15 (NLT)<br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com1tag:blogger.com,1999:blog-5601097715919878760.post-20750572169077077232019-05-09T10:26:00.000-07:002019-05-09T10:26:02.564-07:00Volta!Faaaala, investidores!! Tudo bem?<br />
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Fiquei um bom tempo afastado da blogosfera, mas devido ao boom do mercado financeiro (Valeu, Betina!) eu decidi voltar a escrever e aportar.<br />
Na verdade, eu nunca parei de aportar e acompanhar todos os parceiros de investimentos. O que acontece é que, como todo concurseiro, a motivação vive um ciclo (talvez até maior que os das ações) e acabei desanimando de escrever.<br />
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Bom, já voltei num mês totalmente místico para os brasileiros. Maio, o <u>pesadelo</u>. Já são dez anos de ferro atrás de ferro nesse mês. Já tivemos uma falinha do Trump, nossa reforma que não sai e sei lá o que mais pode surgir.<br />
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A princípio vou atualizar como está minha carteira e pretendo nas próximas semanas escrever sobre o NuBank, que me pareceu uma ÓTIMA opção.<br />
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Segue o baile e ótimos dividendos a todos.<br />
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Volume total investido: R$17.754,53.<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com2tag:blogger.com,1999:blog-5601097715919878760.post-51752565201731823112017-01-03T03:35:00.000-08:002017-01-03T03:35:08.473-08:00Resultado das metas estipuladasOlá investidores, primeiramente venho desejar um ótimo ano de 2017!<br />
Que nele consigamos muita paz, saúde, viagens e, é claro, dividendos.<br />
Há alguns posts atrás eu lembro ter comentado sobre a importância de estabelecer metas e objetivos para poder se guiar e em 2016 não foi diferente, e hj venho fazer um balanço.<br />
Eu tinha estipulado algumas metas como alcançar 12k de patrimônio e uma média (curto prazo) de 30 reais de proventos. Não posso dizer que infelizmente não conseguir pq eu só não alcancei esse objetivo pq tive que retirar dinheiro e deixar de aportar para poder fazer uma viagem. Essa viagem era um sonho que eu tinha e que como minha irma estava viajando tive essa oportunidade de ir.Foi um mochilão na Europa por 30 dias, viajei por 7 países, bebi mais de 40 cervejas diferentes, conheci culturas e pessoas diferentes. O que pra mim é um investimento tão importante quanto este que falo no blog. Caso não viajasse e continuasse aportando conseguiria alcancar as 2 metas, no entanto a de 30 reais mensais eu passei perto, fiquei com média de 27 =(. Mas eu gostei de ver a evolução, qd comecei a investir ano passado (devo considerar q comecei no meio do ano) fiz um acumulado de dividendos de 51,79. Esse ano eu fiz as contas e fiz um acumulado de 328,60.<br />
As outras metas eram relacionadas a correr a meia maratona do rio (21km) eu estava treinando bem para ela, cheguei a correr 15km mas me machuquei no jiu jitsu e fiquei de molho e perdi a oportunidade. Falando em jiu jitsu já alcancei o quarto grau na faixa branca, não tem jeito, o próximo passo é a azul =). Essa meta está bem encaminhada!!<br />
Em relação aos concursos eu estou firme e forte desde fevereiro num ritmo bem legal. Como tudo na vida o estudo sofre oscilações, uma hora estudo menos mas na semana seguinte tenho mais vontade e compenso..Estou torcendo para que esse ano seja bom para os fiscos estaduais e municipais que estou louco pra ganhar dinheiro<br />
Eu vou analisar e postar novas metas para 2017, o importante é que essas metas sejam desafiadoras e ao mesmo tempo possíveis. Pois só assim você conseguirá manter o foco e objetivo<br />
Forte abraço!!<br />
<br />
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<br />Dividendos ufrjhttp://www.blogger.com/profile/13787961737218801427noreply@blogger.com8