tag:blogger.com,1999:blog-4073625759491829862024-03-13T15:58:19.852-03:00HomopaterHomem e pai com relacionamento homoafetivoVera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.comBlogger70125tag:blogger.com,1999:blog-407362575949182986.post-26669291039936271542017-08-22T15:49:00.000-03:002017-08-22T15:53:18.693-03:00MAIS ALÉM DA REVELAÇÃO<div class="p0" style="margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="font-family: "arial";"><span style="font-size: 18.6667px;">SÁBADO DIA 26 DE AGOSTO DE 2017 </span></span></div>
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<span style="font-family: "arial";"><span style="font-size: 18.6667px;">REUNIÃO ABERTA DO GRUPO DE PAIS HOMOPATER</span></span></div>
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<span style="font-family: "arial"; font-size: 14pt;">No dia dos pais a Globo News veiculou uma reportagem especial falando dos pais diferentes - porque n<span style="font-family: "times new roman";">ã</span><span style="font-family: "arial";">o h</span><span style="font-family: "times new roman";">é</span><span style="font-family: "arial";">teros, ou cuidadores diretos - que </span><span style="font-family: "times new roman";">é </span><span style="font-family: "arial";">o perfil do nosso grupo. Dois dos entrevistados, com seus filhos, s</span><span style="font-family: "times new roman";">ã</span><span style="font-family: "arial";">o do nosso grupo, o</span></span><span style="font-family: "arial"; font-size: 14pt;"> H</span><span style="font-family: "arial"; font-size: 14pt;">OMOPATER. Eles s<span style="font-family: "times new roman";">ã</span><span style="font-family: "arial";">o os veteranos, os que est</span><span style="font-family: "times new roman";">ã</span><span style="font-family: "arial";">o no grupo h</span><span style="font-family: "times new roman";">á </span><span style="font-family: "arial";">mais tempo.</span></span><span style="font-family: "arial"; font-size: 14pt;"> </span><span style="font-family: "arial"; font-size: 14pt;">E trazem outras quest<span style="font-family: "times new roman";">õ</span><span style="font-family: "arial";">es, algumas dificuldades ou os desafios de hoje com a carreira dos filhos, com o cuidado pr</span><span style="font-family: "times new roman";">ó</span><span style="font-family: "arial";">ximo dos filhos e at</span><span style="font-family: "times new roman";">é </span><span style="font-family: "arial";">netos. S</span><span style="font-family: "times new roman";">ã</span><span style="font-family: "arial";">o aspectos da paternidade e da familia homoafetiva que sempre est</span><span style="font-family: "times new roman";">ã</span><span style="font-family: "arial";">o presentes.</span></span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial"; font-size: 14pt;">Muitos homens e pais também já trilharam cada etapa da suto aceitação e revelação, vivem hoje do jeito que planejaram. Vivem de forma harmoniosa com a familia constituída, com o novo formato que hoje ela tem, que é de familia divorciada: os filhos e se tiver um novo parceiro (namorado, marido, companheiro),convivendo com os demais integrantes da grande famiíia. </span><span style="font-family: "arial"; font-size: 14pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial"; font-size: 14pt;">Entretanto alguns outros homens, que também se aceitaram e se revelaram podem não desejar sua vida familiar assim. Preferem viver o novo relacionamento, mantendo a familia constituida anterior (filhos e demais parentes) separada, mais afastada.</span><span style="font-family: "arial"; font-size: 14pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial"; font-size: 14pt;">Ser homossexual e se aceitar significa </span><span style="font-family: "arial"; font-size: 14pt;">poder </span><span style="font-family: "arial"; font-size: 14pt;">se integrar </span><span style="font-family: "arial"; font-size: 14pt;">(se é assim que você visualiza sua vida) </span><span style="font-family: "arial"; font-size: 14pt;">à grande família que advém disso! Mas isso dá trabalho, é uma construção, não vem</span><span style="font-family: "arial"; font-size: 14pt;"> </span><span style="font-family: "arial"; font-size: 14pt;">pronto e nem é fácil. </span><span style="font-family: "arial"; font-size: 14pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial"; font-size: 14pt;">Que outras situações, além da revelação então AINDA existe</span><span style="font-family: "arial"; font-size: 14pt;"> para sua vida ficar como voce quer?</span><span style="font-family: "arial"; font-size: 14pt;"> Esse será o TEMA deste nosso próximo encontro.</span><span style="font-family: "arial"; font-size: 14pt;"> </span><span style="font-family: "arial"; font-size: 14pt;">Agora sábado, dia 26 de agosto, venha conversar com</span><span style="font-family: "arial"; font-size: 14pt;"> o grupo</span><span style="font-family: "arial"; font-size: 14pt;"> sobre o que a</span><span style="font-family: "arial"; font-size: 14pt;"> </span><span style="font-family: "arial"; font-size: 14pt;">auto aceitação e a revelação</span><span style="font-family: "arial"; font-size: 14pt;"> </span><span style="font-family: "arial"; font-size: 14pt;">desencadearam em sua vida. </span><span style="font-family: "arial"; font-size: 14pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial"; font-size: 14pt;"><br /></span><span style="font-family: "arial"; font-size: 14pt;">Esta reunião é para todos os que não querem mais viver </span><span style="font-family: "arial"; font-size: 14pt;">com</span><span style="font-family: "arial"; font-size: 14pt;"> segredos (tão perniciosos ao convívio afetivo)</span><span style="font-family: "arial"; font-size: 14pt;">, é para quem não quer perder o que construiu ao longo da vida. </span><span style="font-family: "arial"; font-size: 14pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial"; font-size: 14pt;"><br /></span><span style="font-family: "arial"; font-size: 14pt;">Entre em contato para se inscrever.</span><span style="font-family: "arial"; font-size: 14pt;"> </span><span style="font-family: "arial"; font-size: 14pt;">cel whats Vera Moris (11)991521188</span></div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-69566534924842011972017-07-11T15:43:00.003-03:002017-07-11T15:43:33.890-03:00NESSAS FÉRIAS O HOMOPATER TEM REUNIÃO DE APOIO SÓ PARA OS PAIS!!!!<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-ReutxwXLsNY/TO0ik1SSmfI/AAAAAAAAACM/zfgXwsv5HBAXon3bcsfjOTI5voq0H2HtgCPcBGAYYCw/s1600/topo-dir%2B%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="201" data-original-width="610" height="105" src="https://3.bp.blogspot.com/-ReutxwXLsNY/TO0ik1SSmfI/AAAAAAAAACM/zfgXwsv5HBAXon3bcsfjOTI5voq0H2HtgCPcBGAYYCw/s320/topo-dir%2B%25281%2529.jpg" width="320" /></a></div>
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OS PAIS PRECISAM APROVEITAR AS FÉRIAS COM OS FILHOS...SABEMOS QUE É BEM GOSTOSO, APESAR DE CANSATIVO, TER ELES EM CASA QUERENDO DISTRAÇÃO... PORISSO DEIXAMOS RESERVADA UMA DATA APENAS PARA NOSSO ENCONTRO.<br />
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SERÁ UMA <b>REUNIÃO DE APOIO</b>, PORTANTO SÓ PARA OS PAIS, NO DIA<br />
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<span style="font-size: large;"> </span><span style="font-size: x-large;"> 22 DE JULHO DE 2017, ÀS 15H</span><br />
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Obs: para participar se inscreva com Vera Moris, veramoris@gmail.com ou 11991521188<br />
<br />Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-25323110534959082812017-06-14T17:09:00.002-03:002017-06-14T17:09:57.201-03:00Reunião TEMÁTCA aberta do grupo HOMOPATER dia 24 06 17<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-NMq5vg5tRuw/TO0sH6AzFqI/AAAAAAAAAC4/yJJpQsZko88j2FsBKrnjk1DgZsvEzRzFgCPcBGAYYCw/s1600/homo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="286" height="320" src="https://3.bp.blogspot.com/-NMq5vg5tRuw/TO0sH6AzFqI/AAAAAAAAAC4/yJJpQsZko88j2FsBKrnjk1DgZsvEzRzFgCPcBGAYYCw/s320/homo.jpg" width="228" /></a></div>
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A VELHA <b>HOMOFOBIA INTERNALIZADA</b> DE SEMPRE, QUE INSISTE EM NÃO ME DEIXAR....</div>
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<span style="font-size: 12pt;">Mesmo sendo desconfortável, quando fazem piadas sobre gays, não me defendo, disfarço e escondo quem eu sou... Às vezes até faço piadas também e rio junto com todos. </span><span style="font-size: 12pt;">Porque tenho medo que meus parentes, amigos, familiares saibam de minha homossexualidade? </span><span style="font-size: 12pt;">Sempre digo que ninguém tem nada com minha vida e porisso não tenho que dar satisfação se sou ou não sou homossexual....</span></div>
Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-35072627763424572052017-04-18T20:31:00.001-03:002017-04-18T20:34:29.409-03:00CONSIDERAÇÕES SOBRE FIDELIDADE E RELAÇÕES HOMOAFETIVAS MASCULINAS<div class="Section0" style="-ms-layout-grid: both loose 14.35pt none;">
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Para homens e pais com relacionamento homoafetivo não existe uma forma simples de se definir fidelidade. Pode ser entendida como um comportamento monogâmico nas relações amorosas entre pares, ou seja, não ter envolvimento (sexual, amoroso) com outra pessoa. A contrapartida de ser infiel é portanto incorrer numa traição.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Devemos levar em conta que existem diferentes nuances nas relações amorosas, físicas e sexuais entre homens. Alguns homens se adequam às regras das relações monogâmicas e vivem satisfatóriamente como casal. Outros no entanto não se identificam com esse formato de vida a dois.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Numa definição mais plástica, podemos entender que fidelidade é um termo criado para enquadrar pessoas em normas institucionais, sendo portanto uma instituição humana. Não é natural nem antinatural. Há pessoas que escolhem a monogamia e outras que optam por vivenciar outras experiências e essas escolhas não pertencem ao terreno da ética.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">A fidelidade também pode ser compreendida dentro da relação pessoal do casal: ser fiel ao consensado, ao acordado, que é combinado entre os pares. É portanto relacional - se alguém romper o que foi tratado incorre numa infidelidade. Aquilo que é acordado não faz mal, não agride, não incomoda; os acordos valem mais do que o peso cultural, moral, religioso.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Dessa forma podemos pensar em fidelidade como a obediência a um contrato préviamente definido pelo par amoroso. Um par amoroso tem seu projeto comum, de vida a dois, de compartilhar da companhia um do outro. Muitas negociações são feitas ao longo de uma vida em comum. Existe cumplicidade, lealdade, cuidado, atenção, carinho e não está apenas relacionado à sexualidade. </span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Alguns homens pensam ser hipocrisia tentar amarrar as relações amorosas entre homens a uma exigência de monogamia quanto às relações fisicas, sexuais. Entretanto os homens não abrem mão da fidelidade e lealdade ao que é consensado entre o casal. </span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Neste conceito mais relacional a fidelidade pode não implicar em monogamia sexual. Ela implica em cumplicidade, lealdade ao outro, ao que é valor para o casal. E isso tem conotação sexual, mas não apenas, porque também se refere às questões financeiras, afetivas e até mesmo comportamentais, éticas. Assim, por exemplo, pode ser um valor para o casal assistirem juntos um determinado programa ou seriado na TV; se houver ruptura nesse acordo de uma das partes o outro pode se sentir traido, incomodado, chateado porque houve deslealdade, infidelidade ao pacto previamente acordado. </span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Nessa forma de compreender as relações, trazer uma terceira pessoa para um jogo sexual do casal - de comum acordo - pode ser visto como uma brincadeira estimulante e interessante que pode contribuir para a melhoria das relações do casal. E isso não é entendido como infidelidade, já que está previsto no acordo de respeito mútuo desse casal</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Infidelidades e traições - não necessáriamente de teor sexual - corrompem as relações amorosas. Aquele que rompe com o contrato, com o combinado, de alguma maneira sente que trai, sente que é infiel, e portanto sente culpa. </span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Alguns homens que foram casados com as mães de seus filhos podem ter internalizado um modelo heterossexual de ser casal, de se envolver amorosamente. Esse modelo pode carregar aspectos de cultura machista, na qual "ser um garanhão", estar sempre pronto e desejando sexo, cobrar fidelidade "do outro", mas nem sempre estar disposto a isso...são aspectos que subjazem às relações de alguns casais.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">É um fato hoje em dia que existem sinais de decadencia nesse antigo modelo tradicional de união heterossexual. As relaçoes entre pessoas que querem estar junto - porque, se gostam e formam um par amoroso - estão sendo revistas com favorecimento do companheirismo na parceria amorosa. Isso indenpendendo de serem hetorossexuais ou homossexuais.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">O envolvimento entre dois homens pode ser diferente - ou não - daquele de casais heterossexuais. Eles são iguais, dois homens, são competitivos, precisa haver negociação. Um valor que pode ser adquirido no decorrer da experiência entre homens é que a vida a dois pode ser mais satisfatória, porque pautada em verdade, sinceridade, não sendo necessário permanecer como casal se não existe mais o afeto, o companheirismo, o sentimento. </span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Os acordos sobre como serão as experiências de um casal de homens são importantes para validar suas necessidades e suas verdades. O estabelecimento de sociedades de casamento entre homens hoje é possível mas pode não ser fácil. Não se trata apenas de viver com alguém para aplacar a solidão, visto que o homem também quer se apaixonar, quer se envolver amorosamente, gostar e ser gostado. Viver com alguém pactuando como deve ser sua relação demanda vontade; há que se tecer fio a fio o firme manto da relação que se quer ter!</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Em casais discordantes (quanto à idade, quanto à nivel cultural e financeiro) os desníveis podem trazer complexidades maiores, mas que podem ser compensadas pelo cuidado, pelo afeto e principalmente pelo zelo ao que for pactuado, negociado. Novamente aqui vale a mesma regra: que o que for acordado entre os pares não incomoda.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">A idealização romântica: encontrar alguém parceiro para uma vida inteira com quem se viverá um eterno e delicioso idílio romântico, como dois apaixonados para sempre. Isso lembra muito os contos de fadas, as Cinderelas, Rapunzéis, Belas Adormecidas.... Mas paralelo a esse desejo, algo melancólico e frustrado, os homens estão construindo possibilidades de vida a dois; eles são os agentes de seu jeito de viver, de relações saudáveis, sem muita receita de como fazer isso, já que o que importa mesmo é viver bem, com satisfação e orgulho do caminho trilhado.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">O modelo? Não existe, nem tem nome. Dentre os diversos tipos, como monogâmico, poligâmico, poliamor, com ou sem triângulos amorosos....não importa, todos são possíveis. As relações são uma construção, onde os pactos bilaterais de fidelidade, são cumpridos até que se renegocie; os acordos estão em constantes ajustes.</span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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<span style="font-family: "times new roman"; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 12pt;">Para os homens que são pais, e que tem envolvimento homoafetivo, não há consenso quanto à exigência de fidelidade num relacionamento amoroso. Alguns não concebem um envolvimento com a presença de mais alguém; se dizem monogâmicos e por isso naturalmente fiéis ao parceiro. Outros não vêem que a presença de outro alguém, num momento de lazer, por prazer sexual, possa afetar sua relação amorosa; até afirmam que não ventendem como um simples ato sexual possa modificar todo envolvimento afetivo, amoroso que o casal compartilha há anos. Alguns ainda não sabem bem o que pensar sobre relações amorosas entre homens e o lugar que ficaria o desejo e a necessidade sexual, que a maioria afirma ser premente e muito presente entre homens. Estes, parece-nos, esperar uma receita, um modelo garantido que dê certo, mas que na verdade, não existe, porque precisa ser construído por eles mesmos. Então, mãos a obra! </span><span style="font-family: "times new roman"; font-size: 12pt;"><o:p></o:p></span></span></div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-91425934655917238382017-04-06T10:06:00.000-03:002017-04-06T10:06:02.377-03:00Conversando sobre HOMOAFETIVIDADE E FIDELIDADE<div class="separator" style="clear: both; text-align: center;">
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Neste sabado dia, 08 de abril, o Grupo de Pais HOMOPATER, de São Paulo, vai converser sobre o assunto que mais mobiliza as relações homoafetivas, ou seja, fidelidade. As relaçoes homoafetivas masculinas podem ser diferentes das relações entre homens e mulheres. Homens são mesmo promiscuos? Existe fidelidade, relação de confiança? Dizem que homens só querem sexo, que não sabem se envolver namorar, casar...o que voce acha? Homens conseguem se relacionar afetivamente? Vamos descobrir como as relações homoafetivas entre homens podem ser satisfatórias! E claro que podem....</div>
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contato: Vera Moris whatsapp (11) 991521188</div>
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necessário inscrição</div>
<br />Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-88242512228805965672017-03-23T14:31:00.001-03:002017-03-23T14:31:18.717-03:00Conceituando a nossa familia homoafetiva<div class="Section0" style="-ms-layout-grid: both loose 14.35pt none;">
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">MINHA FAMILIA ONTEM, HOJE, AMANHA</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Qual seria a familia ou a configuração familiar que um homem que se assume homossexual busca para si? A FAMILIA QUE EU QUERO TER é fruto do que eu fiz ontem, do que faço hoje e do planejamento de meu amanhã!</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Os homens de nosso grupo estão inseridos, ou se inserindo, num modelo de FAMILIA HOMOAFETIVA, não mais aquela tradicional, nuclear, mas aquela que ele está caminhando para ter, construindo, delineando, desejando ter.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Muitos homens e pais que se assumiram mais tardiamente, depois de já ter constituido sua propria familia encontram maiores desafios nesse processo transformador.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Outros homens que se identificam como homossexuais, que já se aceitaram e se assumiram, tambem entendem que estão constituindo sua familia, porque planejam estar com um companheiro e ter filhos (adotando). </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Embora o termo familia pssa abarcar pessoas sem filhos que se consideram como tal porque têm entre si vinculos, parcerias, projetos e apoio mutuo os homens e pais de nosso grupo valorizam sobremaneira a paternidade e os filhos que tiveram ou que ainda pretendem ter. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Definindo familia o grupo entende que é uma estrutura. São várias pessoas que se amam e que na maioria das vezes vivem num mesmo teto, ou dependendo da idade estão junto, unidos porem não mais vivendo junto. Conjunto de pessoas unidas vivendo suas verdades. A familia promove laços de afeto, formação educacional, é base para sociedade. O conceito vem mudando, são pessoas não necessáriamente com laços consanguineos, ou com contrato, mas com vínculos de afeto. Familia é dada, imposta, não é escolhida. Casal com filhos, com projetos juntos, partilhando juntos experiências. É uma construção, vem-se numa formatação e vive-se o que se pode.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">MINHA FAMILIA ONTEM</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Voltando no tempo o grupo trouxe a configuração e as principais emoções da familia na qual se inseriam há cerca de dez anos:</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">A CONSTITUIÇÃO da familia que consideravam sua e na qual se inseriamé de modelo nuclear da familia constituida ou nuclear da familia de origem. Uma minoria refere que viveu numa configuração de familia divorciada, monoparental e de segunda união. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Os SENTIMENTOS E EMOÇÕES que estão associados àquela epoca são bem diversos: carinhosa, preconceituosa, amor, tradicional; amor, união; amor protocolar, incompleta, ausente, sem sentido de vida; feliz, esforço, trabalho e projetos conjuntos, casal perfeito; união, amor, sonhos, conflitos, "vontades"; verdadeira, amorosa, provedora, brigas: perfeita, exemplar, provedora, controladora, castradora; divertida, unida, completa, sonhadora; bem margarina, plastica, feliz na sua formatação. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"> </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Em geral os sentimentos que permeavam aquela familia de ontem é positivo, de amor, embora vislumbra-se a repressão da homossexualidade. A familia não era homoafetiva, a maioria não se reconhecia homossexual, mas sentia uma incompletude, uma insatisfação, apesar da aparente normalidade. Aqueles que já se reconheciam diferentes dos heterossexuais não conviviam harmoniosamente num ambiente que os aceitassem integralmente, o que também gerava intranquilidade. Apenas um integrante, já assumido e revelado naquela época, tras um sentimento pleno de que tudo era "bacana", que a familia era otima. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">MINHA FAMILIA HOJE</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Quem são as pessoas que hoje constituem o que considero minha família; como definir melhor com aspectos positivos e negativos meus sentimentos com relação a minha vida, com relação à essa minha familia.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">O grupo vive hoje numa constituição familiar diferente, com membros de sua familia familia de origem e outras pessoas que são caras e importantes além dos filhos, como seus companheiros ou integrantes da união homoafetiva constituida, como sogros. Para alguns houve uma redução no numero de integrantes com a separação, mas que pode ser compensada com a nova parceria amorosa homoafetiva.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">SENTIMENTOS EMOÇÕES encontrou o amor, segurança, cumplicidade, no relacionamento e na vida; amor, companheirismo, amizade, conquista; feliz, diálogo, verdadeira, enfrentam tudo abertamente; familia adulta, individualista, abalada, avaliando se precisa reconstruir, reformar; não é mais o porto seguro, está me matando; medo de ser só, distancia, preocupações, relacionamento incompleto; verdadeira, acolhedora, amorosa; paz, amorosa, respeitosa; adaptação, possibilidades, afeto, união, admiração, mudança; fase individualista, pleno, integro completo, encaixado, felicidade simples, descobrimento</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Hoje a dificuldade para alguns pais é a distancia ou a falta de filhos para dar sentido na vida.Muitos estão num movimento continuo e intenso para administrar a reforma na nova familia. A distancia dos filhos, pode promover, por um momento, uma vida com excesso de individualismo e egoismo. Muitos vivem com ansiedade o momento de reconstrução e reintegração. Não é facil atravessar o turbilhão de mudanças, se fortalecer e inaugurar uma outra maneira de estar em familia.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">As diferenças entre os pontos positivos e negativos da nova familia HOJE - que para este grupo está se configurando como uma familia homoafetiva - diz respeito à proximidade e presença dos filhos e ao fato do homem viver ou não mais abertamente, de forma mais transparente sua homoafetividade, junto à familia de origem ou à familia extensa. E no caso dos que são pais, principalmente, junto à sua familia constituida e para a maioria, divorciada. Encontrar o relacionamento ou par amoroso tras sentido novo à vida. Ainda mais se nesse outro momento a união é confluente, porque desta vez coerente com o desejo homoerótico que pode ser aceito sem culpa. Embora também traga desafios grandiosos quando aquilo que se denomina familia divorciada com novas uniões emerge. Viver sua verdade, a nova realidade (se aceitar e se assumir) tras sentimento de completude, pertencimento e plenitude de vida. A dificuldade de integrar os aspectos homoafetivos pode engendrar afastamento e isolamento, além do distanciado de uma rotina familiar desejada. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">MINHA FAMILIA AMANHÃ</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">A familia que é o projeto de vida do amanhã contempla mudanças para que a hmoafetividade, a homossexualidade, seja uma verdade não mais um segredo que envergonha. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Os SENTIMENTOS e EMOÇÕES associados a essa futura familia são: - amor, cumplicidade, responsabilidade; amor, filhos, familia ampliada, novas amizades, desafios; propósito na jornada, amor verdadeiro, verdade individual; unida, verdadeira, de diálogo, feliz; vida "perfeita", companheirismo, trabalho mais leve; amor, harmonia, aceitação, convivência; independente, livre, sem culpa; possibilidades, afeto, admiração, novos cenários, união.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">O modelo que emerge para este grupo, na chamada "família perfeita" homoafetiva é o de familia extensa, com o par conjugal e os filhos desse par, sejam estes oriundos do divórcio, ou adotados. Busca-se uma convivência harmoniosa com a familia constituida, todos da familia de origem integrados à nova familia homoafetiva formada. É uma abertura de novas possibilidades, novos cenários. Esse formato é excessão para um integrante, que hoje vive uma intensa transição e insatisfação quanto ao seu lugar na familia constituida; ele vê no amanhã solitário uma saída para sua liberdade. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Não encerramos ou esgotamos o assunto sobre "minha familia amanhã" e como fazer para chegar lá . Essa discussão apenas começou...Pretendemos em outros encontros aprofundar esse tema! E para esse novo tema muitos outros de voces estão convidados a participar, até mesmo por aqui. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Março 2017</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<!--EndFragment-->Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-33020746389765705942017-03-17T12:09:00.001-03:002017-03-17T12:18:09.621-03:00A Minha Familia; heterossexual, homossexual<div class="separator" style="clear: both; text-align: center;">
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Para os homens e pais que têm envolvimento homoafetivo existe sempre um grande conflito a ser administrado, que diz respeito a familia. Quem sera a MINHA FAMILIA?</div>
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Como posso viver minha vida me assumir homosexual, sem fazer minha família sofrer, nem ficar fora dela ou deixá-la longe de mim? Como posso não machucar quem amo e também não me machucar? Quem será minha família se eu assumir minha homoafetividade?<br />
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Para um homem que constituiu uma familia dentro dos padroes heteronormativos essas questões são fonte de duvidas e aprofundamento continuado ao longo da vida. Se voce tem interesse venha converser conosco sobre isso.<br />
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contato: <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a><br />
tel +55(11)991521188</div>
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<br />Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-76370648937291802372017-02-17T12:49:00.000-02:002017-02-17T12:49:05.504-02:00Homossexual Masculino e Maturidade <div class="p0" style="margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">O tema proposto para aprofundar nossas discussões junto aos homens e pais do </span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">HOMOPATER esta semana tem a ver com</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"> ENVELHECIMENTO.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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" width="464" /><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span><br /></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span><br /></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Inicialmente pensamos que poderia ser uma proposta difícil, porque em geral ninguém se sente muito confortável para pensar nisso.... </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Talvez porque nossa fantasia de adolescente é de um eterno porvir, pleno de felicidade, alegria, onde só cabe saude, amor, realizações....associadas ao vigor de uma juventude que não acabará nunca! Assim como não acabaria, nessa fantasia, a infinita energia, a vontade de escalar montanhas, de se jogar numa pista de danças, de velejar, viajar numa alucinante aventura.... </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Mas isso muda com a maturidade, e não necessáriamente para pior! Pode ser um ganho. Nossa energia converge para a produção (intelectual, laboral, criativa), para o cuidado de filhos, para as relações amorosas, não puramente sexuais ou fisicas.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Então com o passar do tempo aprendemos a gostar imensamente de coisas que quando crianças ou adolescentes não sabiamos como eram boas.</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">E caminhando nessa direção do amadurecimento, da evolução do ciclo vital, a gente sabe que não tem mais um prazer incomensuravel em chupar chupetas, ou já não tem tanta graça gastar nosso domingo dormindo até meio dia, comendo pipoca, tomando guaraná e jogando video game. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">A gente quer mais da vida, merece ter mais. </span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Bom, então, o que MAIS queremos dessa bela vida que estamos levando?</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";">Voces estão preparados para usufruir desse imenso prazer que é viver?</span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span><br /></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"></span><span style="font-family: "Times New Roman"; font-size: 12pt; mso-spacerun: "yes";"><o:p><br /></o:p></span></div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-88873529796662942182016-08-31T13:02:00.001-03:002016-08-31T13:05:53.858-03:00SEXO, NAMORO OU AMIZADE entre homens<div class="Section0">
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<span style="font-size: 12pt;">Você busca relacionamento com outro homem com qual finalidade: encontro </span><span style="font-size: 12pt; font-weight: bold;">social</span><span style="font-size: 12pt;">; aplacar sua </span><span style="font-size: 12pt; font-weight: bold;">solidão;</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt; font-weight: bold;">namoro</span><span style="font-size: 12pt;">; aventura </span><span style="font-size: 12pt; font-weight: bold;">sexual</span><span style="font-size: 12pt;">; par </span><span style="font-size: 12pt; font-weight: bold;">amoroso</span><span style="font-size: 12pt;">, ou </span><span style="font-size: 12pt; font-weight: bold;">conjugalidade</span><span style="font-size: 12pt;">? Nem todos querem a mesma coisa em se tratando de relacionamento entre homens. </span></div>
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<span style="font-size: 12pt; font-weight: bold;">Você sabe o que quer</span><span style="font-size: 12pt;">? Sua estratégia é clara, isto é, seu comportamento está direcionado para seu objetivo? Seu par também sabe o terreno que está pisando? </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Quando encontra alguém que te interessa qual é sua </span><span style="font-size: 12pt; font-weight: bold;">atitude</span><span style="font-size: 12pt;">? </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">PREDADOR - ataca logo para não perder a transa;</span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">DEPRIMIDO - se frustra no primeiro olhar porque todos são promíscuos; </span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">PRESA - se apaixona e quer casar;</span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">CAÇANDO POKEMON - procura, caça, encontra e coleciona; </span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">INTELECTUAL - conversa muito e tenta estabelecer regras que assegurem a posse, a fidelidade; </span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">MASOQUISTA - adora se fazer de capacho para fazer ele se apaixonar por você;</span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">SÁDICO - seduz, usa e descarta, procurando não se apegar; </span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">FALA, MAS NÃO QUER - enrola, enrola e não sai da moita, dizendo que sexo só depois da garantia do afeto;</span><span style="font-family: sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">RAPUNZEL - fica horas à procura do príncipe encantado;</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">MINHACASAMINHAVIDA - acasala, casa e vive feliz para sempre.</span><span style="font-family: sans-serif; font-size: 13.5pt;"><br /></span><span style="font-size: 12pt;"> </span><span style="font-family: sans-serif; font-size: 13.5pt;"><br /></span><span style="font-size: 12pt;">Você se identifica com algum ou alguns desses tipos?</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Quando homens que têm envolvimento homoafetivo param para conversar e pensar sobre o relacionamento amoroso entre homens a primeira questão, e que se converte num impeditivo para irem adiante quando se sentem envolvidos, é que "homens são promiscuos, não querem levar a sério um relacionamento; homens são caçadores e não conseguem ser fiéis". Mas será que isso basta para justificar dificuldades e frustrações amorosas? Com esse pano de fundo buscamos entender um pouco mais os homens e suas relações com o mesmo sexo. </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Falar, discutir, pensar em </span><span style="font-size: 16pt; font-weight: bold;">sexo </span><span style="font-size: 12pt;">é mais fácil. Mobiliza muito e traz para os homens uma reação mais imediata, fácil, visceral. </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">A busca da satisfação física continuada com parceiros atraentes e potentes se revela o sonho de consumo de muitos. Buscam o gozo pleno e a eterna satisfação, sempre.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Freud, entre outros psicanalistas, já dizia lá atrás que essa é a energia primária instintual com a qual nascemos, que quando criança é prevalente, mas que a socialização, o desenvolvimento e os afetos que construímos vão engendrando adultos com outras demandas também importantes e com um ID menos exigente.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Ainda bem!</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Sim, isso não é novidade para nós e, descontando especificidades, dificuldades e maiores e menores fixações nessa área mais física, sexual, do que é ser homem, concordamos que apenas isso é fácil e é pouco.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Quando se trata da sair à procura de parceiro por satisfação física e sexual, com maior ou menor grau de facilidade de cada abordagem (ou de cada abordador), os homens vão à luta e com frequência atingem seu objetivo.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Hoje, talvez a facilidade dos aplicativos e do anonimato que uma grande cidade oferece, a questão do prazer físico não é necessàriamente um problema para homens.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Quando o objetivo é falar de relações amorosas, de </span><span style="font-size: 14pt; font-weight: bold;">namoro</span><span style="font-size: 12pt;"> entre homens, a discussão se torna extremamente ampla. O par perfeito é o grande sonho, que seja o grande amor, que o mantenha sempre envolvido, animado, arrebatado, seduzido, atraído, apaixonado, mas que também não iniba sua ânsia de ser homem sexualmente ativo e viril.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Há um elevado nível de expectativa de satisfação amorosa plena, talvez tão plena quanto a busca do prazer sexual absoluto: o amor compartilhado, plenamente correspondido, a alma gêmea, companheiro para tudo e a qualquer hora.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Sim, “e quem não quer isso?”, poderíamos dizer!</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Muitos confiam e acreditam nessa possibilidade, sem voar muito ou viver apenas no sonho; eles sabem que essa plenitude pode ser experimentada numa experiência amorosa concreta, verdadeira. Alguns homens vivem isso de uma forma dinâmica e satisfatória porque estão enamorados e envolvidos com pessoas com quem se sentem plenos e vivos. A experiência amorosa satisfatória não é um estado de espírito estabelecido, permanente e tranquilo. É um movimento propiciado pelo relacionamento mantido com quem se gosta. </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Lembrando outra vez da velha psicanálise...quem não quer aquele estado permanente de um bebê plenamente tranquilo, alimentado e satisfeito? Mas a vida é um movimento e outros momentos de fome, de dor e de crescimento surgem para serem novamente atendidos, satisfeitos, apaziguados....</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Nesse movimento da vida dos afetos, dos amores e dos desejos, integrar todas as demandas com o novo jeito de ser homem, pai, namorado, amante...pode ser tarefa hercúlea.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Mas, diríamos que pelo visceral grau das demandas desses dois aspectos dos homens - o sexual e o amoroso - enquanto eles se mantiverem atentos ao que querem, ao que buscam, isto poderá certamente ser encontrado! O desafio seria cada um olhar para si e descobrir como lidar com esses dois aspectos em tão elevado grau de expectativa. </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Os homens que se mantém em relacionamento homoafetivo se referem a um desconhecimento das regras vigentes nesse setor. Cada faixa etária, cada grupo, quando procura quem lhe atrai o faz sob determinados códigos. Para um grupo de homens e pais que se lançam na vida homossexual mais tardiamente, a desatualização quanto à funcionalidade de regras válidas para aproximação de seus iguais pode relegá-los por algum tempo ao cômodo, porém traiçoeiro, uso do sexo pago (ou não) fácil, fugaz.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Os tipos de "jogo de atração" ou de sedução entre os homens é também outro ponto a se refletir. Seriam válidas as mesmas regras envolvidas num relacionamento heterossexual? Buscar um parceiro que é homem exige de um homem alguma atitude específica? Um desafio para os homens é descobrir como funciona o "jogo entre homens", se quiserem jogar direito e não se machucar.</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Outro grande desafio também é trazer para sua parceria amorosa, na relação que conquistou e vive, os mesmos jogos sexuais que o satisfazem quando não tem parceiro fixo. Querer perpetuar na relação com o parceiro aquilo que era obtido da variedade dos encontros sexuais parece ser o desejo de muitos, porém requer bastante empenho dos envolvidos na manutenção da "eterna chama". </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">Encontrar alguém que tenha projeto similar, que busque na parceria amorosa algo semelhante ao que você quer para si, parece um desejo não muito fácil de ser atingido entre homens, bem como nos casais em geral. O código estabelecido pelo casal exige ou não pacto de fidelidade? A relação é aberta? Há reciprocidade no envolvimento? O que você espera da relação é compartilhado e complementado pelo outro? Relações igualitárias, com igual comprometimento dos envolvidos, na qual um não precisa se submeter aos desmandos do outro, que se impõe como o que tem poder pode ser o sonho de muitos. </span><span style="font-size: 12pt;">Entre homens essa</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">pode </span><span style="font-size: 12pt;">ser uma parceria bastante almejada e promissora, embora não exatamente a unica possibilidade satisfatória e saudável.</span></div>
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<span style="font-size: 12pt;">Muitas coisas para ficar avaliando! Melhor deixar seguir, dizem alguns, porque tudo é sentido. Se não está valendo a pena precisa saber colocar um ponto final, para não trazer prorrogação com sofrimento desnecessário. </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">O grande medo? O de adoecer pela excessiva troca de parceiros; medo de se machucar outra vez e nunca mais se entregar para um relacionamento; medo da solidão, da impotência, do envelhecimento.... Medo de não encontrar alguém. Medo de desistir porque é difícil, de se satisfazer com menos, de se acomodar...</span></div>
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<span style="font-size: 12pt;">Tudo é de certa maneira ponderável, e assim os homens também referem que "quando você se sente amado, quando também está amando não tem medo de envelhecer, de ficar impotente, de não ter mais como fazer sexo...", pois parece existir muito mais coisas importantes e satisfatórias numa relação amorosa entre homens!</span></div>
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<span style="font-size: 12pt;">Não seria essa afirmação a mais pura expressão do elevado nivel de expectativa projetada nas relações entre dois homens? Pensamos que não...</span></div>
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<span style="font-size: 12pt;">Vera Moris </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-size: 12pt;">São Paulo, 31 de agosto de 2016</span><span style="font-size: 12pt;"><o:p></o:p></span></div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-45644362491646814602016-08-12T15:42:00.000-03:002016-08-31T13:10:23.912-03:00Sexo namoro ou amizade?<h2 style="text-align: center;">
O que pode rolar no relacionamento homoafetivo masculino?</h2>
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<span style="font-weight: normal;">Reunião ABERTA do Grupo de Pais HOMOPATER</span></h3>
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<span style="font-weight: normal;">dia 20 de agosto de 2016 as 15h</span></h3>
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Você busca se relacionar com outro homem com qual finalidade: encontro social; aplacar sua solidão; aventura sexual; namoro; par amoroso, conjugalidade... Nem todos querem a mesma coisa, em se tratando de encontro entre dois homens. </div>
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Você sabe o que quer, sua estratégia é clara, isto é seu comportamento está direcionado para seu objetivo? Seu par também sabe o terreno que está pisando?</div>
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Qual seu <b>estilo</b> quando encontra alguém que te interessa?</div>
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PREDADOR ataca logo para não perder a transa;</div>
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DEPRIMIDO se frustra no primeiro olhar porque todos os homens são promíscuos;</div>
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PRESA se apaixona e quer casar;</div>
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CAÇANDO POKEMON procura, caça, encontra e coleciona;</div>
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INTELECTUAL conversa muito tentando estabelecer regras que garantam a posse, a fidelidade;</div>
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MASOQUISTA adora se fazer de capacho para ver se ele se apaixona por você;</div>
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SÁDICO seduz, usa e descarta, procurando não se apegar;</div>
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FALA MAS NÃO QUER enrola, enrola, mas não sai da moita dizendo que sexo só depois de garantir o afeto;</div>
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RAPUNZEL fica horas à procura do príncipe encantado;</div>
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MINHACASAMINHAVIDA acasala, casa e vive feliz para sempre.</div>
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Buscando mais satisfação em suas relações? Se identificou com alguns estilos? Seu jeito é outro e dá certo? Venha conversar com outros homens sobre esse instigante assunto!</div>
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OBS: Necessário se inscrever para garantir vaga. Entre em contato para outras informações: vemoris@gmail.com cel + 55 11 991521188 </div>
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<br />Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-86118985413510524852016-06-27T15:47:00.000-03:002016-06-27T15:47:19.348-03:00HOMOFOBIA MATA!<br />
Em face à recente tragédia em Orlando (junho de 2016) que deixou os frequentadores da boate Pulse (publico LGBT) aterrorizados, que deixou o mundo indignado além de 49 mortos, entendemos que nosso trabalho com o grupo HOMOPATER - direcionado a homens e pais que se identificam como não heterossexuais - tem o dever de refletir, identificar e, se preciso tratar, a homofobia. Tanto a internalizada, de cada um de nós, como aquela que é refletida em nossos familiares, no grupo que vivemos.<br />
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Esse tema ja vem sendo aprofundado em nossos encontros. Há cerca de uma ano e meio (fevereiro de 2015) discutimos homofobia sob a otica da vulnerabilidade. Ressaltamos que manutenção de segredos (não se reconhecer homossexual, homoafetivo, gay) pode gerar adoecimento, ou seja, é fator de vulnerabilidade. Para a psicologia vulnerabilidade pode ser entendida como uma conjunção de aspectos e atitudes do indivíduo, alem de fatores do meio, que expõe a pessoa ao risco.<br />
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Em se tratando de homossexualidade a não aceitação, a negação (homofobia internalizada) desse aspecto estrutural de sua identidade (não se assumir) é fator de risco. Torna o individuo psicologicamente vulnerável, podendo levar ao adoecimento. Ficar no armário interfere negativamente, dificulta o desenvolvimento integrado de aspectos da personalidade, da homoafetividade, da homoparentalidade e a realização saudável e plena do indivíduo. A contrapartida no entanto é promissora porque o se assumir (se reconhecer primeiro e depois se aceitar homossexual) favorece a integração dos aspectos psicológicos do indivíduo; pode promover o desenvolvimento e evolução harmônica.<br />
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Existem aspectos de personalidade que habilitam, que instrumentalizam o ser humano em face da adversidade, aumentando a capacidade de enfrentamento. As competências do indivíduo frente à constatação de sua homossxualidade promovem um forte escudo contra a ansiedade e depressão. Os que são resilientes mostram: fé; espiritualidade; humor; altruísmo; otimismo; tem capacidade de encarar medos; dão significado à sua vida, têm uma missão; têm prática em perceber e superar dificuldades; têm um conjunto de valores consistentes e convicções não passíveis de fragmentação.<br />
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A capacidade de enfrentamento do que é adverso (critico, ruim, negativo, ameaçador para o ajustamento) está relacionada ao desenvolvimento dessas competências. O fortalecimento pode se dar através de estratégias de enfrentamento das vulnerabilidades, buscando esclarecimento, informação, apoio e ajuda junto a uma rede de iguais e ou um suporte especializado profissional.<br />
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Sabemos que individuos com capacidade de enfrentamento e que não negam aspectos associados à sua homossexualidade (se reconhecem e se aceitam) são pessoas com elevada autoestima, com autoconceito positivo, são produtivos e criativos. São ainda capazes de se envolver afetiva e amorosamente e com baixo nivel de ansiedade e depressão. Ou seja como nos legou a psicanálise: saude mental está associada à capacidade de amar e trabalhar.<br />
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O ponto crucial dessa discussão, que sustenta a homofobia internalizada em cada um e que consiste no desafio do individuo homossexual é se aceitar. E como fazer isso? Identificando e tratando a homofobia internalizada.<br />
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E dessa forma, com base nesses prenúncios, tentamos entender o que aconteceu em Orlando. Porque a HOMOFOBIA MATA, isto é, porque um individuo, em nome de crenças, valores, e acima de tudo movido por um aspecto não reconhecido - negado e ameaçador - de sua personalidade perturbada, elimina, assassina, o outro, e neste caso "os outros", os homossexuais? Ele age assim porque esta em surto, ele atua como um assassino e sai eliminando aspectos que não aceita em si, que ele só enxerga no outro - nos homossexuais - fora de si; matando os homossexuais ele 'loucamente' está eliminando seus próprios desejos e impulsos homossexuais negados reprimidos. Não pode se assumir homossexual já que cresceu, se desenvolveu, imputando à homossexualidade apenas aspectos negativos doentios, errados, sujos. Sabemos que seu próprio pai chegou a dizer que ele não precisava ter matado, que Deus iria castigá-los, pois não eram dignos! Absurdo um pai errar dessa forma na educação de crianças, mas não é tão incomum, nem muito distante de nós, acreditem.<br />
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Então pensamos se isso é assim tão grave, tão ameaçador, porque em nome do direito ou liberdade de expressão, de crença, religião, valores... continuamos a tolerar os indivíduos que as desrespeitam? Quem vive e prega suas normas e regras fundamentalistas ou rígidas, que julgam o outro como errado, indigno só porque não é heterossexual não pode continuar a agir dessa forma, livremente, já que isso nos torna vulneráveis, é fator de risco ao outro que não é como ele. É uma concreta ameaça à nossa segurança, ao nosso equilíbrio e bem estar, de nossos familiares, da sociedade e à manutenção do direito do outro.<br />
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Se não conseguimos alcançar o mundo, o grande publico, nem mudar as instituições ou a politica com nossas ações podemos pensar no que podemos fazer no nosso pequeno circulo. Nossos familiares, nosso grupo social não pode ser educado de forma menos preconceituosa?<br />
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Temos que refletir profundamente nessa ameaça que paira sobre todos nós, de forma velada, insidiosa, às vezes numa brincadeira, mas sempre respaldada num arraigado preconceito contra homossexuais e contra a própria homossexualidade, internalizada como homofobia. Não reconhecer, não aceitar e não educar seu circulo para respeitar sua homossexualidade é deixar de promover junto a seus filhos, familiares e amigos a necessária tolerância; é permitir que essa doença - a homofobia - fique instalada no seu entorno. Educação que contempla o respeito, que reconhece a verdade, ou seja, que ensina que existe uma ampla e natural diversidade da sexualidade - apesar de que em menor numero, já que estima-se que cerca de 20% da humanidade não é heterossexual.<br />
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Nosso dever, como pais, adultos, irmãos, filhos, educadores e principalmente como homossexuais que somos é acima de tudo reconhecer em si mesmo para então educar para a diversidade de raças, de nível social, ou que quer que seja que tenha que ser respeitado no 'outro'. desafiar cada um a se tratar, se necessário, mas antes de tudo se instrumentalizar, através de informação, de busca de apoio e suporte para seus medos e dificuldades.<br />
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Ainda ontem, numa deliciosa e feliz noite, tivemos o imenso prazer de participar do casamento de dois amigos, o Jônatas e o Fábio Paranhos, este ultimo nosso amigo do grupo Homopater e também pai. Eles celebraram num evento familiar, que trouxe para o visível, para o social, o relacionamento amoroso e digno que eles vivem. Não deve ter sido fácil, claro, porque a família nem sempre olha com muita compreensão ou total aceitação, mas estavam todos lá, participando do ritual, com o juiz, alianças, flores, musica, amigos e claro a lua de mel... que marca e sela qualquer casamento e que também consagra o amor homossexual, tão saudável quanto o heterossexual. Todos, pais, irmãos sobrinhos, amigos, estavam brindando, chorando e rindo, brincando, celebrando e festejando de forma natural e efusiva o amor que pode sim ter um nome, que pode ser vivido e respeitado. Foi pura emoção ver Sofia, a filha de 19 anos de Fábio, uma menina que conhecemos com 10 anos, ali toda linda e chic 'recebendo' todos como a mais feliz - e chorona - anfitriã dessa festa!<br />
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Isso é apenas um exemplo do que está faltando para relegar a tal da homofobia a um lugar pouco visível, indigno, de doença a ser tratada, que é o lugar dela. Então os homens, pais e gays talvez precisem de um pouco mais de ousadia para prosseguir em sua necessária luta para chegar nisso, de poder viver e dizer o nome que seu amor tem. Nós sabemos que vale a pena!<br />
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Vera Lucia Moris<br />
São Paulo, Junho de 2016<br />
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com2tag:blogger.com,1999:blog-407362575949182986.post-76666786352973796852016-05-17T18:00:00.001-03:002016-05-17T18:00:49.796-03:00Homoafetividade e relações amorosas discordantes<div class="separator" style="clear: both; text-align: center;">
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Namorar, casar, se relacionar com alguém muito diferente é sempre difícil? Pode ser....Sim, mas como fazer dar certo? O que importa de fato quando duas pessoas se gostam? Fatores como crença, religião, raça, etnia, idade, nivel socio econômico e cultural....quando são muito diferentes no casal pode trazer desafios. E como!</div>
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Conviver com a diversidade implica em criatividade, flexibilidade.</div>
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Existem muitos elementos que estão em jogo nas relações afetivas e amorosas entre homens. Vamos pensar juntos quais e nos livrar dos tabus que nos afastam de quem de fato amamos!</div>
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Venha conversar sobre esse tema sábado dia 21/05/2016 às 15h. Inscreva-se entrando em contato com Vera Moris, veramoris@gmail.com cel 991521188.</div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com1tag:blogger.com,1999:blog-407362575949182986.post-30748113692515972832016-02-22T15:08:00.000-03:002016-02-22T16:07:12.464-03:00COMO MANTER OU SABER ROMPER SEU RELACIONAMENTO HOMOAFETIVO<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 19.2px; text-align: center;">
<span style="font-size: 19.2px;">Chegou o dia de falar OBJETIVAMENTE sobre seu namoro, casamento, caso...</span></div>
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<span style="font-size: 19.2px;">DIA 27/02/02/16 ÀS 15H REUNIÃO ABERTA DO HOMOPATER</span></div>
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<span style="font-size: 19.2px;">É sempre complexo todo e qualquer envolvimento amoroso, afetivo. </span><span style="font-size: 19.2px;">Mas parece que quando se trata de relações homoafetivas fica tudo muito DENSO. Dúvidas, inseguranças, insatisfações:</span></div>
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<span style="font-size: 19.2px;"> Como saber se o que eu estou tendo é uma</span><span style="font-size: 19.2px;"> </span><strong style="font-size: 19.2px;">relação satisfatória 51%</strong><span style="font-size: 19.2px;">, ou seja que vale a pena batalhar por ela?</span></div>
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Como poderia CONSERTAR, CUIDAR, MANTER OU ROMPER meu <span style="font-size: 19.2px;">relacionamento se parece que a gente entra em choque quando está junto, MAS NÃO CONSEGUE SE SEPARAR? </span></div>
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Difícil, ainda mais quando a gente deixa o barco correr e a coisa desanda...<span style="font-size: 19.2px;">Vamos pensar sobre isso porque sempre é tempo de tomar uma atitude saudável para viver bem amorosamente - com este ou até com outro parceiro - porem aprendendo como conviver melhor.</span></div>
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Nosso encontro ficará muito rico com as historias de voces! <span style="font-size: 19.2px;">Participem para que possamos elencar todas as coisas positivas e até negativas que parece que ameaçam as relações quando queremos viver feliz com alguém que GOSTAMOS...</span></div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com2tag:blogger.com,1999:blog-407362575949182986.post-28863168676085765972015-10-21T17:23:00.003-02:002015-10-22T17:14:37.533-02:00RELACIONAMENTO AFETIVO ENTRE HOMENS, ISTO É POSSIVEL?<div class="separator" style="clear: both; text-align: center;">
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Muitos homens sonham com um parceiro, um companheiro ou namorado, enquanto isso "se distraem" com parceiros ocasionais, em sua maioria para trocas sexuais. Talvez porque ficar só não seja sempre uma alternativa....Mas será que de fato todos querem um compromisso?</div>
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Porque parece tão difícil arrumar alguém, gostar de fato, ter cumplicidade e companheirismo?</div>
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Você que consegue "ter alguém", ou que está sempre namorando, venha contar seu segredo; você que não consegue venha ver porque. Temos muito o que conversar!!!<br />
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-85529697922001228672015-07-19T15:44:00.002-03:002015-07-19T15:48:12.860-03:00A GRANDE FAMILIA HOMOPATER COM OS FILHOS NO BOLICHE<div style="text-align: center;">
VAMOS JOGAR BOLICHE COM A MOLECADA?</div>
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DIA 25 JULHO TRAGA SUA FAMILIA E</div>
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VENHA SE DIVERTIR!!!</div>
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Para comemorar as férias de meio de ano, celebrar nossa amizade e reiniciar o novo semestre o GRUPO DE PAIS de SP vai confraternizar com a família e amigos e fazer uma atividade que é bom para todos! Sim VAMOS JOGAR BOLICHE! </div>
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Então venha também, traga os filhos e amigos ou quem quiser se divertir com a gente! Entre em contato para confirmar e para reservar pistas.</div>
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LOCAL: Rua Santa Rosa Junior, 189 - Butantã, SP</div>
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site: <a href="http://www.sp.diversoes.com.br/#precos/cx5i"><span class="15" style="color: blue; font-size: 14pt;">ht</span><span class="15" style="color: blue; font-size: 14pt;">t</span><span class="15" style="color: blue; font-size: 14pt;">p://www.sp.diversoes.com.br/#precos/cx5i</span></a></div>
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DATA: 25/07/2015 HORA: 19horas</div>
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Para maioiores informações entre no site ou contate-nos no cel (11)991521188 (Vera Moris) ou no <a href="http://www.homopater.com.br/"><span class="15" style="color: blue; font-size: 14pt;">http://www.</span><span class="15" style="color: blue; font-size: 14pt;">h</span><span class="15" style="color: blue; font-size: 14pt;">omopater.com.br</span></a></div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-20549452392693126202015-03-24T17:42:00.000-03:002015-03-24T17:47:51.556-03:00Um encontro importante para uma discussão atual do grupo de pais HOMOPATER, SP<div style="text-align: justify;">
Para o homem que é pai e que decide se assumir homoafetivamente existe um fantasma que o assombra: é o medo de perder o convivio com os filhos, o receio de que seus direitos de pai sejam violados ou restringidos. Mas a lei tem algumas regras pontuais; o seu conhecimento pode garantir os direitos do pai, os direitos do filho de ficar proximo do pai, além de trazer esclarecimento, alivio e afastar sofrimentos desnecessários. </div>
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<tr><td style="text-align: center;"><a href="https://fbcdn-sphotos-c-a.akamaihd.net/hphotos-ak-xtp1/v/t1.0-9/p200x200/10653501_1084563321569261_3872865968297181680_n.jpg?oh=4261883b621cdde6e8edaeeae29f32e5&oe=55BB2B7B&__gda__=1433632350_97484b27e751846b7735a01c494a5840" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://fbcdn-sphotos-c-a.akamaihd.net/hphotos-ak-xtp1/v/t1.0-9/p200x200/10653501_1084563321569261_3872865968297181680_n.jpg?oh=4261883b621cdde6e8edaeeae29f32e5&oe=55BB2B7B&__gda__=1433632350_97484b27e751846b7735a01c494a5840" width="298" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">CONTATE-NOS SE TIVER INTERESSE: Vera Moris vemoris@uol.com.br </td></tr>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-56039356951438152812014-09-16T17:11:00.002-03:002014-09-16T17:11:51.387-03:00Dr Plínio Maciel Júnior conversando sobre relações amorosas entre homens<div style="font-family: verdana, Helvetica, sans-serif; font-size: 13px; text-align: center;">
<span style="font-family: Verdana, sans-serif; font-size: 19px;">Amor, intimidade, relacionamento afetivo, sentimentos... coisas de homem? As relações amorosas entre homens para além da heteronormatividade.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;">DIA 20/09 AS 15h</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;">UM EVENTO DO</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;"> </span><span style="font-family: Verdana, sans-serif; font-size: 19px;"> GRUPO DE PAIS HOMOPATER </span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;">Dr Plinio Maciel Júnior, terapeuta, professor doutor na PUC/SP, especializado em masculinidade é nosso convidado para conversar sobre relacionamento entre homens. </span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;">Uma questão bastante polêmica nas reuniões do grupo <a href="http://www.homopater.com.br/" target="_blank">Homopater</a> é o mito de que homens são naturalmente infieis, sendo muito difícil encontrar um parceiro que se comprometa num relacionamento amoroso. Seriam os homens predadores, inclinados primàriamente à própria satisfação sexual? Parece complicado falar de fidelidade, de intimidade, quando se trata de dois homens numa relação? </span><span style="font-family: Verdana, sans-serif; font-size: 19px;">Então vamos pensar junto com quem pode falar aberta e francamente sobre isso.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;">Participe de mais esta atividade de seu grupo, traga seu convidado.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: 19px;">Necessário se inscrever, existe um investimento para sua participação. Contate </span><span style="font-family: Verdana, sans-serif; font-size: 19px;">Vera Moris <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a> para informações, ou no tel +55 11 5581-8141.</span></div>
Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-42260466078110415152014-08-14T15:22:00.005-03:002014-08-14T15:22:58.066-03:00PREVENÇÃO PARA HOMENS QUE FAZEM SEXO COM HOMENS<div style="text-align: center;">
NOVAS DIRETRIZES DA OMS PARA A POPULAÇÃO HSH<br />
RECOMENDAM OS ANTIRETROVIRAIS<br />
COMO PREVENÇÃO DAS DSTs/AIDS</div>
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Porque os homossexuais, gays, trans...enfim, homens que fazem sexo com homens, precisam tomar os antiretrovirais mesmo se não estiverem contaminados? </div>
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Quais são os resultados das ultimas pesquisas sobre o grupo HSH e prevenção? </div>
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Está havendo aumento do risco nesse grupo que está se contaminando. Será que ser contaminado não é mais um risco? Quais os riscos verdadeiros? Qual a melhor proteção?</div>
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Convidamos o médico<a href="https://www.blogger.com/null" id="agenda" name="agenda" style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"><span style="color: blue;"><b> <span style="color: red;"><b><i><u></u></i></b></span></b></span></a><span style="background-color: white; color: blue; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"><b><span style="color: red;"><b><i><u><a href="http://www.danilofinamor.dermatosbd.org.br/" target="_blank">"Dr. Danilo Chiaradia Finamor</a></u></i></b></span></b></span> do CRT/SP para conversar com todos os homens sobre esse importante tema, que tem acirrado muitas discussões interessantes junto ao grupo de pais HOMOPATER. Todos os amigos interessados podem participar desse encontro!</div>
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DATA: 23 de agosto de 2014</div>
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HORARIO: 15H</div>
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LOCAL: Proximo à estação do metrô Sta Cruz.</div>
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INSCRIÇÃO: com Vera Moris vemoris@uol.com.br ou no site http://www.homopater.com.br/faleconosco </div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-7520620339909072962014-08-06T11:59:00.002-03:002014-08-06T12:01:46.722-03:00O DIA DOS PAIS ESTÁ CHEGANDO, PROXIMO SABADO DIA 09 DE AGOSTO TEMOS REUNIÃO PARA HOMENAGEAR VOCES<div style="text-align: center;">
MEU PAI É GAY.... E DAÍ???? </div>
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COMO OS FILHOS SE SENTEM COM A HOMOAFETIVIDADE DE SEU PAI </div>
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Neste proximo sábado dia 09 de agosto de 2014, véspera do dia dos pais, nosso grupo de pais vai saber o que seus filhos sentem sofrem, pensam....deles pais serem homoafetivos. Fizemos uma pesquisa junto aos filhos dos nossos integrantes, aqueles que já revelados, para entender o que afinal acontece com as crianças, com os jovens quando eles se deparam com a homoafetividade de seu pai. Esse assunto sempre mobiliza muitos temores, como se o pai causasse um grande dano ao filho por ser quem é, por não ser heterossexual.</div>
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Vamos desmistificar esse tabú? Venha ao encontro para saber DE FATO o que seu filho pensa e sente, do que gosta ou desgosta...ao refletir que seu pai é homoafetivo.</div>
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Os demais pais, quem não puder comparecer, pode discutir este assunto aqui!</div>
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Esta é uma reunião de APOIO do Grupo de Pais HOMOPATER. Necessário entrar em contato para se inscrever, ou saber mais detalhes.</div>
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Responsavel: Vera Moris, vemoris@uol.com.br</div>
Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-62734267823306405392014-05-22T15:44:00.001-03:002014-05-24T12:08:51.239-03:00Homopater: MES DE MAIO NO HOMOPATER VIRADA CULTURAL E GASTRONÔMICA<a href="http://homopater.blogspot.com.br/2014/05/mes-de-maio-no-homopater-virada.html#links">Homopater: MES DE MAIO NO HOMOPATER VIRADA CULTURAL E GASTRONÔMICA</a>Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-31352518883601542702014-05-17T17:23:00.001-03:002014-05-17T17:25:12.079-03:00MES DE MAIO NO HOMOPATER VIRADA CULTURAL E GASTRONÔMICA<div style="text-align: center;">
<b>DIA 24 DE MAIO SÁBADO PRÓXIMO,</b><br />
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<b>ATIVIDADES CULTURAIS E GASTRONÔMICAS ABERTAS A AMIGOS E FAMILIARES DO GRUPO DE PAIS EM SÃO PAULO E NO RIO DE JANEIRO.</b><br />
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ÀS 15H EM SÃO PAULO: <b><u>EXIBIÇÃO DE FILME SEGUIDO DE COMENTÁRIOS E HAPPYHOUR</u>.</b> LOCAL RESIDÊNCIA DE LAERCIO, NOS JARDINS</div>
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AS 17H NO RIO DE JANEIRO: <b><u>JANTAR ELABORADO PELOS PAIS: FESTIVAL DE RISOTO,</u></b> LOCAL RESIDÊNCIA DE ZÉ PORTES, EM LARANJEIRAS</div>
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As atividades dos integrantes do grupo de pais <em><strong>Homopater</strong></em> estão se ampliando!</div>
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É comum os pais se sentirem sós, isolados, sem ambiente saudável para frequentarem com filhos e familiars. Muitas vezes, o homem, pai quando se assume gay tem dificuldade para deixar sua vida de casado porque sente que podem cair numa rotina perversa - às vezes num submundo - sem aquele aconchego que desfrutava na familia. Ele acaba se isolando pois receia não ser aceito no antigo ciclo de amigos e não conhece um numero suficiente de outros pais para conviver socialmente. </div>
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Esse é o papel de nosso grupo e de nossas reuniões culturais, cinéfilo gastronômicas!</div>
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É importante, necessário e saudável manter um ambiente social no qual os pais e também os filhos, juntamente com os companheiros dos pais e familiares se sintam integrados e entrosados com outras familias homoafetivas, numa atividade descontraída de cooperação e participação de todos. </div>
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Amigos sejam bem vindos! Todos os pais e participantes do grupo são esperados e podem convidar familiares, companheiros ou amigos. </div>
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<b>Necessário confirmar sua participação por e-mail. Vera Moris: <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a> (011991521188).</b> Os endereços das atividades serão fornecidos após confirmação. </div>
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-58770418965950441722014-02-10T18:16:00.000-02:002014-02-10T20:00:54.111-02:00Bate papo DE HOMEM PARA HOMEM com o cartunista Laerte Coutinho<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">VOCE SABE UM JEITO ABERTO, BEM HUMORADO DE SER QUEM VOCE É? VOCE PENSA QUE SER PAI, SER HOMEM, SER HOMOSSEXUAL É COMPLICADO NOS DIAS DE HOJE AQUI NO BRASIL? ENTÃO VENHA CONVERSAR E CONHECER LAERTE COUTINHO, QUE É UM DOS CARTUNISTAS MAIS CRIATIVOS DE NOSSO TEMPO.</span></div>
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<tr><td style="text-align: center;"><a class="irc_ftl" data-query="laerte cartunista antes e depois" data-ved="0CAUQsCUoAQ" href="https://www.google.com.br/imgres?imgurl&imgrefurl=http%3A%2F%2Fwww.paulopes.com.br%2F2010%2F11%2Fcartunista-laerte-anuncia-que-agora-nao.html&h=0&w=0&sz=1&tbnid=g_hR9BC6uXV6wM&tbnh=158&tbnw=319&zoom=1&docid=1EfN0_NKr_dEKM&ei=kC_5Ur6aIYedkQfIpIHIAg&ved=0CAUQsCUoAQ" jsaction="mouseover:isr.hmov;mouseout:isr.hmou" style="height: 158px; left: 0px; margin-left: auto; margin-right: auto; width: 233px;"><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcT7mO04e7GJK2hSdRX1fpAyZm-A5Kr2oKmDPihw9he2-KjiFUfLbOeDIus5" style="height: 158px; margin-left: -43px; margin-right: -43px; margin-top: 0px; width: 319px;" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">LAERTE COUTINHO conversando com os pais do Grupo HOMOPATER<br />
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DIA 22 DE FEVEREIRO EM SÃO PAULO, ÁS 15HORAS<br />
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Todos são convidados, necessário se inscrever pois temos limite de vagas.<br />
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Contate Vera Moris <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a> ou 011991521188<br />
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Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-54380450575045818172013-11-18T15:52:00.000-02:002013-11-18T15:53:02.623-02:00REVELAÇÃO (SAIR DO ARMÁRIO) PARA FILHOS<div style="text-align: center;">
CONVERSANDO COM OS HOMENS E PAIS SOBRE A REVELAÇÃO DA HOMOAFETIVIDADE PARA FILHOS</div>
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DIA 23/11/2013, ÀS 15H EM SP </div>
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A REVELAÇÃO PARA OS FILHOS é um dos principais desafios para o homem, pai e gay. É um processo longo, requer preparação e culmina com um dos momentos mais intensos e verdadeiros na relação com os filhos. Foi esse o tema do nosso doutorado, que mobilizou a criação deste nosso grupo Homopater e que será rediscutido nesse dia. Desta forma mais e mais pais poderão se preparar e saber qual a hora certa, o momento, a idade, o jeito de conversar com os filhos para que eles entendam que seu pai não é heterossexual.<br />
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Pretendemos levantar as principais dicas dos muitos pais que já revelaram sua homoafetividade para que os outros, que ainda não revelaram mas que pretendem, possam conversar com segurança e confiança, sem medo de prejudicar os filhos. Para os que não pretendem (revelar) vamos também tentar compreender os bons motivos que esses pais têm, avaliando riscos e benefícios.</div>
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Muitos veteranos do grupo HOMOPATER, que há seis anos participaram da pesquisa sobre nossa tese virão revalidá-la, contando como ficou a relação com os filhos depois da revelação. Todos os amigos são convidados, participe também. Necessário confirmar presença.</div>
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Contatos: <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a> (Vera Moris cel 991521188)<a href="mailto:vemoris@uol.com.br"></a></div>
Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com2tag:blogger.com,1999:blog-407362575949182986.post-63755409659288954942013-10-21T13:59:00.002-02:002013-10-21T14:04:20.359-02:00DILEMAS DA HOMOSSEXUALIDADE COM EDSON DEFENDI<div class="p0" style="margin-bottom: 0pt; margin-top: 0pt;">
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">O desafio masculino: sexo fácil X envolvimento afetivo. </span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"></span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"><o:p><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"></span></o:p></span> </div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"><o:p><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">DIA 26/10/2013, EM SÃO PAULO</span></o:p></span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">Como lido com minha homossexualidade? </span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">De que forma o processo de aceitação de minha homossexualidade define alguns </span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"></span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">projetos </span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">da minha vida? S<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">abemos que processo de aceitação e compreensão da </span></span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">homossexualidade implica em uma série </span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";"> de dilemas e escolhas durante a vida. </span></span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">Nosso objetivo neste encontro é conversar sobre os dilemas que implicam na </span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">construção de uma </span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">identidade homossexual saudável e com qualidade. </span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">Venha compartilhar sua história e dividir com outros participantes questões </span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">pertinentes a sua </span><span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">vida e sua homossexualidade.</span><span style="font-family: "Calibri"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<span style="font-size: small;"><span style="font-family: Calibri;">Pensar um pouco a nossa estrutura de personalidade, nossos desafios, entender a própria homossexualidade é assunto recorrente que permeia muitas discussões no grupo Homopater.</span></span></div>
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<span style="font-size: small;"><span style="font-family: Calibri;">Observamos que muitas vezes as dificuldades não dizem respeito a direitos, ou preconceitos no âmbito social. </span></span><span style="font-size: small;"><span style="font-family: Calibri;">Parece que nem sempre é claro para os homossexuais como o seu próprio processo pessoal, sua auto aceitação, a forma como foi se definindo um homem tem diversas implicações. </span></span></div>
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<span style="font-size: small;"><span style="font-family: Calibri;"></span></span><span style="font-size: small;"><span style="font-family: Calibri;">A segurança, confiança e o orgulho de ser quem você é são conquistas de toda uma vida. </span></span></div>
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<span style="font-size: small;"><span style="font-family: Calibri;"></span></span><span style="font-size: small;"><span style="font-family: Calibri;">Informações e inscrição entrar em contato com Vera Moris no e-mail <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a>. </span></span></div>
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<span class="15" style="font-family: "Times New Roman"; font-size: 12pt; font-weight: bold; mso-spacerun: "yes";">Esperamos por vocês.</span><span style="font-family: "Calibri"; font-size: 12pt; mso-spacerun: "yes";"><o:p></o:p></span></div>
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<!--EndFragment--><br />Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0tag:blogger.com,1999:blog-407362575949182986.post-30268425355657539842013-09-23T15:40:00.001-03:002013-09-23T15:43:33.079-03:00Advogada ALEXANDRA ULLMANN conversa com os PAIS<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-s3Mm3PKrmio/UkCCxncZR1I/AAAAAAAAAG8/uTdupw9xVl4/s1600/28-09-2013-02+homopater+div+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://3.bp.blogspot.com/-s3Mm3PKrmio/UkCCxncZR1I/AAAAAAAAAG8/uTdupw9xVl4/s320/28-09-2013-02+homopater+div+2.jpg" width="233" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O GRUPO HOMOPATER CONVIDA TODOS PARA UMA CONVERSA ESCLARECEDORA COM ALEXANDRA ULLMANN, ADVOGADA ESPECIALISTA EM DIREITO DE FAMÍLIA, ALIENAÇÃO PARENTAL E GUARDA. VENHA SABER COMO VOCE PODE GARANTIR SUA TRANQUILIDADE, RESPEITANDO OS DIREITOS DE SEUS FILHOS MAS TAMBÉM RESPEITANDO SEUS PRÓPRIOS DIREITOS DE SER RESPEITADO!<br />
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<strong>DIA 28/09 AS 15H EM SP PROXIMO ESTAÇÃO STA CRUZ DO METRÔ</strong><br />
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OS PAIS DO GRUPO HOMOPATER TERÃO SATISFAÇÃO EM RECEBER OUTROS CONVIDADOS NESSE EVENTO. CONTATE VERA MORIS <a href="mailto:vemoris@uol.com.br">vemoris@uol.com.br</a> (ou cel 011 991521188) E RESERVE SUA VAGA. O ENDEREÇO É FORNECIDO NO ATO DA INSCRIÇÃO </td></tr>
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<br />Vera Morishttp://www.blogger.com/profile/16176598824694832964noreply@blogger.com0